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Mega Lite O Blinder 400 (Mega Lite_O Blinder 400.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="O Blinder 400" ShortName="OBlind400" Company="Mega Lite">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>b82e0ea1-e16f-4681-bda3-007500e7e00c</Thumbnail>
  <History Date="12-03-19" Author="Nic Morris" Comment="Created (note linear strobe range is missing from charts)" />
  <History Date="20-03-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c897dcc8-3064-4f90-8eab-6d026f78ddc7" />
  <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" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="5~194" />
      <Function ID="3" Name="Rnd Sync" Display="'Rnd Sync %.f%%',0~100" Dmx="195~224" />
      <Function ID="4" Name="Rnd LED" Display="'Rnd LED %.f%%',0~100" Dmx="225~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="1,2,3,4 Fade" Display="'1,2,3,4 Fade %.f%%',0~100" Dmx="10~34" />
      <Function ID="3" Name="4,3,2,1 Fade" Display="'4,3,2,1 Fade %.f%%',0~100" Dmx="35~59" />
      <Function ID="4" Name="1,2,3,4 Chase" Display="'1,2,3,4 Chase %.f%%',0~100" Dmx="60~84" />
      <Function ID="5" Name="4,3,2,1 Chase" Display="'4,3,2,1 Chase %.f%%',0~100" Dmx="85~109" />
      <Function ID="6" Name="1+2,3+4 Fade" Display="'1+2,3+4 Fade %.f%%',0~100" Dmx="110~134" />
      <Function ID="7" Name="1+2,3+4 Chase" Display="'1+2,3+4 Chase %.f%%',0~100" Dmx="135~159" />
      <Function ID="8" Name="1+3,2+4 Fade" Display="'1+3,2+4 Fade %.f%%',0~100" Dmx="160~184" />
      <Function ID="9" Name="1+3,2+4 Chase" Display="'1+3,2+4 Chase %.f%%',0~100" Dmx="185~209" />
      <Function ID="10" Name="1+4,2+3 Fade" Display="'1+4,2+3 Fade %.f%%',0~100" Dmx="210~234" />
      <Function ID="11" Name="1+4,2+3 Chase" Display="'1+4,2+3 Chase %.f%%',0~100" Dmx="235~255" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="51~100" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="101~150" />
      <Function ID="4" Name="Med" Display="'Med'" Dmx="151~200" />
      <Function ID="5" Name="Slow" Display="'Slow'" Dmx="201~255" />
    </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="1 DMX" Channels="1">
    <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="c32f6280-0b58-45a0-bff6-81e6c9eaa92f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </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="c8f78473-8a90-474d-ab51-b555159d22e8" />
    <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="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="1" Y="0">
        <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="1923b3d8-3317-4c42-b1b3-825b18e000f5" />
    <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="Macro" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
      </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="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="1" Y="0">
        <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>