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Shehds 4 eyes 400W LED COB - Cool+Warm Blinder (Shehds_4 eyes 400W LED COB - Cool+Warm Blinder.d4)

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<Fixture Name="4 eyes 400W LED COB - Cool+Warm Blinder" ShortName="4x400W C+W" Company="Shehds" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>9144c6d2-7b53-42fb-828c-c28d4fa6e0f0</Thumbnail>
  <History Date="03-03-25" Author="Nic Morris" Comment="Created (hopeless documentation.  no pixel layout.  guessed)" Version="0" />
  <History Date="05-03-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
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  <Control>
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      <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="Manual" Display="'Manual'" Dmx="50~100" />
      <Function ID="3" Name="Effect 1 (Jump)" Display="'Effect 1 (Jump)'" Dmx="101~150" />
      <Function ID="4" Name="Effect 2 (Gradient)" Display="'Effect 2 (Gradient)'" Dmx="151~200" />
      <Function ID="5" Name="Effect 3 (Pulse)" Display="'Effect 3 (Pulse)'" Dmx="201~250" />
      <Function ID="6" Name="Effect 4 (Random)" Display="'Effect 4 (Random)'" Dmx="251~255" />
    </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="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </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" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="276f2d27-6a3d-4117-af0b-c6657ff9675e">
    <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="38d89375-7f0c-499b-81f4-bd054fa0cb87" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="1+2" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="3+4" ChannelOffset="6" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="8448a62b-c457-4527-aa28-a74c557a241d">
    <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="1adc1d98-fe83-4121-ad7a-63f0a831446d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="ColdWhite" Wheel="10" />
        <Attribute ID="WarmWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="CWWW cell" X="0" Y="0">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="CWWW cell" X="1" Y="0">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="CWWW cell" X="0" Y="1">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="CWWW cell" X="1" Y="1">
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="2 DMX" Channels="2" Id="43238ff1-d35b-4257-b638-3fb74f168e01">
    <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="514da520-528c-442c-b802-167b0774acaa" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="1+2" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="3+4" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="2306b501-b09c-4370-b992-ea15a1141ce2">
    <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="CWWW cell" Channels="2" Hidden="True" Id="995ab4a0-0794-4c1a-96c6-93f101cd9701">
    <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="ColdWhite" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>