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Clair Lighting LED Spider810 RGBW (Clair Lighting_LED Spider810 RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Spider810 RGBW" ShortName="Spider810" Company="Clair Lighting">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>53523e5f-660c-49ec-b22d-6015acf30fe0</Thumbnail>
  <History Date="26-03-18" Author="Nic Morris" Comment="Created" />
  <History Date="30-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d49c7bcc-2e60-4df8-9b7b-ec01d8398dac" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="10~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~31" Colour="255,255,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="255,255,255" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="255,255,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="208~223" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="224~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </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="Full On" Display="'Full On'" Dmx="8~15" />
      <Function ID="3" Name="Effect 1" Display="'Effect 1'" Dmx="16~31" />
      <Function ID="4" Name="Effect 2" Display="'Effect 2'" Dmx="32~47" />
      <Function ID="5" Name="Effect 3" Display="'Effect 3'" Dmx="48~63" />
      <Function ID="6" Name="Effect 4" Display="'Effect 4'" Dmx="64~79" />
      <Function ID="7" Name="Effect 5" Display="'Effect 5'" Dmx="80~95" />
      <Function ID="8" Name="Effect 6" Display="'Effect 6'" Dmx="96~111" />
      <Function ID="9" Name="Effect 7" Display="'Effect 7'" Dmx="112~127" />
      <Function ID="10" Name="Effect 8" Display="'Effect 8'" Dmx="128~143" />
      <Function ID="11" Name="Effect 9" Display="'Effect 9'" Dmx="144~159" />
      <Function ID="12" Name="Effect 10" Display="'Effect 10'" Dmx="160~175" />
      <Function ID="13" Name="Effect 11" Display="'Effect 11'" Dmx="176~191" />
      <Function ID="14" Name="Effect 12" Display="'Effect 12'" Dmx="192~207" />
      <Function ID="15" Name="Effect 13" Display="'Effect 13'" Dmx="208~223" />
      <Function ID="16" Name="Effect 14" Display="'Effect 14'" Dmx="224~239" />
      <Function ID="17" Name="Effect 15" Display="'Effect 15'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="Auto" Display="'Auto'" Dmx="128~255" />
    </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="85" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4a2537d2-2111-498a-ae89-21b83676e5ce" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="24" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="85" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e0fd18a9-ba18-4439-a87a-335b134506c4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Dimmer" ChannelOffset="3" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Colour1" Wheel="7" />
      </Master>
      <Cell ID="Cell1" Name="Tilt 1" ChannelOffset="1" ModeLink="Tilt cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell2" Name="Tilt 2" ChannelOffset="2" ModeLink="Tilt cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
      </Cell>
      <Cell ID="Cell3" Name="LED 1" ChannelOffset="5" ModeLink="Colour cell" X="1" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell4" Name="LED 2" ChannelOffset="6" ModeLink="Colour cell" X="2" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell5" Name="LED 3" ChannelOffset="7" ModeLink="Colour cell" X="3" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell6" Name="LED 4" ChannelOffset="8" ModeLink="Colour cell" X="4" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell7" Name="LED 5" ChannelOffset="9" ModeLink="Colour cell" X="1" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell8" Name="LED 6" ChannelOffset="10" ModeLink="Colour cell" X="2" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell9" Name="LED 7" ChannelOffset="11" ModeLink="Colour cell" X="3" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell10" Name="LED 8" ChannelOffset="12" ModeLink="Colour cell" X="4" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Tilt 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="85" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
    </Include>
  </Mode>
  <Mode Name="Colour 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="85" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>