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EXALITE EXL Strobo CW 300W (EXALITE_EXL Strobo CW 300W.d4)

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<Fixture Name="EXL Strobo CW 300W" ShortName="StrbCW300W" Company="EXALITE">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>1c654242-4f17-4903-8cd0-631fb308bd47</Thumbnail>
  <History Date="16-10-18" Author="Nic Morris" Comment="Created" />
  <History Date="19-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a670a822-20cd-40f6-afc1-8400dcfa54ef" />
  <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="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" 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="5~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" 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="129~171" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="172~214" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="76~91" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="92~107" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="108~123" />
      <Function ID="5" Name="Auto" Display="'Auto'" Dmx="124~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="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="Block" Name="Block" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Block 1" Display="'Block 1'" Dmx="6~15" />
      <Function ID="3" Name="Block 2" Display="'Block 2'" Dmx="16~25" />
      <Function ID="4" Name="Block 3" Display="'Block 3'" Dmx="26~35" />
    </Attribute>
    <Attribute ID="Shutter1" 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="10~255" />
    </Attribute>
    <Attribute ID="Shutter2" 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="6~255" />
    </Attribute>
  </Control>
  <Mode Name="S4 DMX" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="5c650668-33c2-41c0-a06a-fb3993be7aed" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter1" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Shutter Cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Shutter Cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Shutter Cell" X="0" Y="2">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Shutter Cell" X="0" Y="3">
        <AttributeLink SourceId="Shutter1" TargetId="Shutter1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="D4 DMX" Channels="4">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="55f6068a-6d70-4640-a30a-69cefecb3fac" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Dim Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Dim Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKEXSCW3" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e0b9f01e-55f9-4c9a-be4b-06663736384c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Shutter2" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="24" />
      <Attribute ID="Block" ChannelOffset="5" Wheel="52" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="6aef54b9-3a4a-4039-9394-568a446c888d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" ChannelOffset="6" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="8" Wheel="24" />
        <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Dim Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Dim Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Dim Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Dim Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Shutter 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Shutter1" ChannelOffset="1" Wheel="5" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>