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Unknown LED Beam Bar 10x40W (Unknown_LED Beam Bar 10x40W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Beam Bar 10x40W" ShortName="BmBar10x40" Company="Unknown" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>0ca4096a-9f48-41a0-be83-925dcd1414dc</Thumbnail>
  <History Date="24-10-24" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <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="Tilt_Speed" Name="Tilt 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" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~3" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="4~200" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="206~255" />
    </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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="FX" Name="FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="5~9" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="10~14" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="15~19" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="20~24" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="25~29" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="30~34" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="35~39" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="40~44" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="45~49" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="50~54" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="55~59" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="60~64" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="65~69" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="70~74" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="75~79" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="80~84" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="85~89" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="90~94" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="95~99" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="100~104" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="105~109" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="110~114" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="115~119" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="120~124" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="125~129" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="130~134" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="135~139" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="140~144" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="145~149" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="150~154" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="155~159" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="160~164" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="165~169" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="170~174" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="175~179" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="180~184" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="185~189" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="190~194" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="195~199" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="200~204" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="205~209" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="210~214" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="215~219" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="220~224" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="225~229" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="230~234" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="235~239" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="240~244" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="245~255" />
    </Attribute>
    <Attribute ID="FX_Speed" Name="FX Speed" 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="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD" Display="'FWD'" Dmx="0~0" />
      <Function ID="2" Name="REV" Display="'REV'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="FG_Colour" Name="FG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Colour" Name="BG Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="BG_Dimmer" Name="BG 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" />
    </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="241~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="1~3" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="5~200" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="206~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="17 DMX" Channels="17" Id="2ad3d5e6-23ba-44c0-a4e6-f459a4e0d1db">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="FX" ChannelOffset="11" Wheel="22" />
      <Attribute ID="FX_Speed" ChannelOffset="12" Wheel="23" />
      <Attribute ID="FX_Direction" ChannelOffset="13" Wheel="24" />
      <Attribute ID="FG_Colour" ChannelOffset="14" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="15" Wheel="8" />
      <Attribute ID="BG_Dimmer" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="47 DMX" Channels="47" Id="5f844de8-7a59-49d4-b76b-cba707460bfa">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4,5" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="47" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="7" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="19" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="23" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="27" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="31" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="35" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="39" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="Cell 10" ChannelOffset="43" ModeLink="Cell" X="0" Y="9">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="6ef0109c-9a04-41a9-9551-4f73b13cebc5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" 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="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:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>