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FOS Blinder Innovative (L004906) (FOS_Blinder Innovative (L004906).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Blinder Innovative (L004906)" ShortName="Blinder In" Company="FOS">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>ac7c4d75-0624-4b51-9aa4-456ac03fc7c0</Thumbnail>
  <History Date="17-03-18" Author="Nic Morris" Comment="Created (guessed cell layout)" />
  <History Date="21-03-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8d610fcb-3c26-4d24-9f45-bc5429968484" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="11~240" />
      <Function ID="3" Name="Sudden" Display="'Sudden'" Dmx="241~255" />
    </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="Pulse A" Display="'Pulse A'" Dmx="37~71" />
      <Function ID="3" Name="Pulse B" Display="'Pulse B'" Dmx="72~107" />
      <Function ID="4" Name="Auto" Display="'Auto'" Dmx="144~215" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="216~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default" Display="'Default'" Dmx="0~0" />
      <Function ID="2" Name="Fast" Display="'Fast'" Dmx="11~40" />
      <Function ID="3" Name="Medium" Display="'Medium'" Dmx="41~80" />
      <Function ID="4" Name="Slow" Display="'Slow'" Dmx="81~120" />
      <Function ID="5" Name="Default" Display="'Default'" Dmx="121~255" />
    </Attribute>
    <Attribute ID="Dim_Fade_Spd" Name="Dim Fade Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <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" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKFOSBI1" 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="89720910-35a8-456a-97c8-122b183675dc" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKFOSBI3" 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="3c75b9c8-56d8-4114-a4fc-f097dcb6df1f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </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="f9d39956-2557-4183-84e6-19c0445b2b2d" />
    <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="9 DMX" Channels="9">
    <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="77cacb34-8bbc-48d3-9294-baeb92c3f690" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </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="b6149540-e2b1-4fb5-a657-b66185d34e19" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
        <Attribute ID="Dim_Mode" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Dim_Fade_Spd" ChannelOffset="10" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="4" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="6" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" 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>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>