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Involight LEDBAR508R (Involight_LEDBAR508R.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LEDBAR508R" ShortName="LEDBAR508R" Company="Involight" Version="4">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>d62965a7-5b21-4ea4-a052-9d66619083f4</Thumbnail>
  <History Date="03-08-19" Author="Nic Morris" Comment="Created (poor documentation.  channel 1 is listed as both dimmer and strobe in both modes.  assumed 1 is strobe and 2 is dimmer)" Version="1" />
  <History Date="07-08-19" Author="Nic Morris" Comment="Swapped dimmer and shutter in line with corrected charts." Version="2" />
  <History Date="09-03-20" Author="Nic Morris" Comment="Created from Cyclops Blade B8500 (identical)" Version="3" />
  <History Date="10-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="723b9c14-cfcd-40a0-9b0f-90579c27e82a" />
  <Control>
    <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 %.f%%',0~100" Dmx="16~95" />
      <Function ID="3" Name="Strobe 2" Display="'Strobe 2 %.f%%',0~100" Dmx="96~175" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="176~255" />
    </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="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="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="Function" Name="Function" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="Laser On" Display="'Laser On'" Dmx="30~99" />
      <Function ID="3" Name="LED On" Display="'LED On'" Dmx="100~199" />
      <Function ID="4" Name="Laser+LED On" Display="'Laser+LED On'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="31~200" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="201~255" />
    </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>
    <Attribute ID="Macro" Name="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="Effect 1" Display="'Effect 1'" Dmx="16~35" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="36~55" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="56~75" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="76~95" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="96~115" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="116~135" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="136~155" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="156~175" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="176~195" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="196~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="bef719f3-3fc7-484e-9fca-617c0df5ba72" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Function" ChannelOffset="6" Wheel="28" />
      <Attribute ID="Mode" ChannelOffset="7" Wheel="29" />
    </Include>
  </Mode>
  <Mode Name="22 DMX" Channels="22">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="1249e474-47f5-4b7a-99d8-8065f31922fa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Laser 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Laser 2" ChannelOffset="9" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Laser 3" ChannelOffset="10" ModeLink="Cell" X="4" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Laser 4" ChannelOffset="11" ModeLink="Cell" X="6" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Laser 5" ChannelOffset="12" ModeLink="Cell" X="8" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Laser 6" ChannelOffset="13" ModeLink="Cell" X="10" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Laser 7" ChannelOffset="14" ModeLink="Cell" X="12" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Laser 8" ChannelOffset="15" ModeLink="Cell" X="14" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="LED 1" ChannelOffset="16" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="LED 2" ChannelOffset="17" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="LED 3" ChannelOffset="18" ModeLink="Cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="LED 4" ChannelOffset="19" ModeLink="Cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="LED 5" ChannelOffset="20" ModeLink="Cell" X="9" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="LED 6" ChannelOffset="21" ModeLink="Cell" X="11" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="LED 7" ChannelOffset="22" ModeLink="Cell" X="13" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>