View Personality

Lightful Y8 (Lightful_Y8.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Y8" ShortName="Y8" Company="Lightful" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>2c58c9e6-07bf-4d27-909c-89997a5e6f05</Thumbnail>
  <History Date="18-08-22" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <History Date="05-10-24" Author="Nic Morris" Comment="Added Atlabase ID's (Laser Bar LTB12W)" Version="1" />
  <History Date="30-04-25" Author="Nic Morris" Comment="Created from Conic Full Color Beam Bar (identical)" Version="2" />
  <History Date="02-05-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0b9e8966-4938-4156-86fb-aafc22651bfc" />
  <Control>
    <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="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="1~255" />
    </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="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
      <Function ID="19" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Macro " Display="'Macro  %.1f%%',0.0~100.0" Dmx="15~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="Pan_Master" Name="Pan Master" Description="" Group="P" Size="2">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Individual Control" Display="'Individual Control'" Dmx="0~0" />
      <Function ID="2" Name="Pan All" Display="'Pan All %.2f%%',0.00~100.00" Dmx="257~65535" />
    </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="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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </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="Reset" Display="'Reset'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="35 DMX" Channels="35" Id="11079e8d-ce5f-4626-a368-d7fc8aeb9500">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="2f53bd8b-d5fa-4cf8-a6d4-5516b4b68b6c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="3" />
        <Attribute ID="Pan_Master" ChannelOffset="9" Wheel="19" />
        <Attribute ID="PT_Speed" ChannelOffset="10" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="35" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="11" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="15" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="19" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="23" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="27" ModeLink="8bit cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="31" ModeLink="8bit cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="42 DMX" Channels="42" Id="4f9cab90-34d9-4faf-bd93-76d17b7a7270">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="91b77e57-81d9-44bb-bc5b-973b3a2b2dfd" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Tilt" ChannelOffset="7,8" Wheel="3" />
        <Attribute ID="Pan_Master" ChannelOffset="9,10" Wheel="19" />
        <Attribute ID="PT_Speed" ChannelOffset="11" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="42" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="12" ModeLink="16bit cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="17" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="22" ModeLink="16bit cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="27" ModeLink="16bit cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="32" ModeLink="16bit cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="37" ModeLink="16bit cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14" Id="ef833c13-004b-4ab7-b9e2-daa8e0ce65c8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="24b048c1-7375-4fdd-90fa-2b8d0300e538" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="P/T_Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Tilt" ChannelOffset="10,11" Wheel="3" />
      <Attribute ID="Pan" ChannelOffset="12" Wheel="2" />
      <Attribute ID="PT_Speed" ChannelOffset="13" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="8bit cell" Channels="4" Hidden="True" Id="a1f52349-3d32-49a9-bb5e-03d1bb7a25f7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit cell" Channels="5" Hidden="True" Id="a0c1a845-0bb7-4b3d-944f-b3fad804f5e2">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="140" TiltMax="240" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>