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Cinetec BLINDER COB 4100 (Cinetec_BLINDER COB 4100.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BLINDER COB 4100" ShortName="BLIND 4100" Company="Cinetec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>18492c8b-b769-42d9-8bf1-b71842075142</Thumbnail>
  <History Date="25-03-19" Author="Nic Morris" Comment="Created (limited information.  guessed layout)" />
  <History Date="29-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7593c8cc-fd95-4fb2-af7b-fb55f23288f0" />
  <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" 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="Auto 1" Display="'Auto 1'" Dmx="21~35" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="36~50" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="51~65" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="66~70" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="71~85" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="86~90" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="91~105" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="106~120" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="121~135" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="136~150" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="151~165" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="166~180" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="181~195" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="196~210" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="211~225" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="226~240" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </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>
  </Control>
  <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="f281f874-cb5a-4bee-a618-b3d010ef464c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      </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="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="5522d83e-1e3b-480d-ade5-9825afb639b8" />
    <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="2 DMX" Channels="2">
    <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="8041ab57-7c8b-4d00-92bf-61a1d21ee7cc" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </Include>
  </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>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>