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Color Imagination BLINDER 4100S-WW (SI-146A) (Color Imagination_BLINDER 4100S-WW (SI-146A).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BLINDER 4100S-WW (SI-146A)" ShortName="B 4100S-WW" Company="Color Imagination" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>34c92780-3716-4bdf-a89c-e574c08e092c</Thumbnail>
  <History Date="20-05-20" Author="Nic Morris" Comment="Created (poor documentation.  guessed pixel layout)" Version="0" />
  <History Date="21-05-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="db8ca7e4-ee2c-4eab-bf7e-14df0d2292c8" />
  <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="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" Display="'Effect %.1f%%',0.0~100.0" Dmx="31~255" />
    </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="11~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Dim Spd 4 (slowest)" Display="'Dim Spd 4 (slowest)'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="21~40" />
      <Function ID="3" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="41~60" />
      <Function ID="4" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="61~80" />
      <Function ID="5" Name="Dim Spd Off (no delay)" Display="'Dim Spd Off (no delay)'" Dmx="81~99" />
      <Function ID="6" Name="Program 1" Display="'Program 1'" Dmx="100~109" />
      <Function ID="7" Name="Program 2" Display="'Program 2'" Dmx="110~119" />
      <Function ID="8" Name="Program 3" Display="'Program 3'" Dmx="120~129" />
      <Function ID="9" Name="Program 4" Display="'Program 4'" Dmx="130~139" />
      <Function ID="10" Name="Program 5" Display="'Program 5'" Dmx="140~149" />
      <Function ID="11" Name="Program 6" Display="'Program 6'" Dmx="150~159" />
      <Function ID="12" Name="Program 7" Display="'Program 7'" Dmx="160~169" />
      <Function ID="13" Name="Program 8" Display="'Program 8'" Dmx="170~179" />
      <Function ID="14" Name="Program 9" Display="'Program 9'" Dmx="180~189" />
      <Function ID="15" Name="Program 10" Display="'Program 10'" Dmx="190~199" />
      <Function ID="16" Name="Light by Sound" Display="'Light by Sound'" Dmx="200~240" />
      <Function ID="17" Name="Strobe by Sound" Display="'Strobe by Sound'" Dmx="241~255" />
    </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>
  </Control>
  <Mode Name="4 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="19acd51d-6ff6-46e0-9ed1-2486a4b99022" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="285e3158-0466-4289-978a-58ab9065b98e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Effect" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="1" 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="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>