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American Pro Neo Blinder MKII (American Pro_Neo Blinder MKII.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Neo Blinder MKII" ShortName="Blinder 2" Company="American Pro" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>30e9353e-f2b4-4395-836f-514deb4a863f</Thumbnail>
  <History Date="05-03-20" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="07-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="30a5b33d-589b-4fdb-aa71-8b92d834b3b3" />
  <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="11~132" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.1f%%',0.0~100.0" Dmx="133~255" />
    </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="11~40" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="41~80" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="81~120" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="121~160" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="161~200" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="201~240" />
    </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="Fast" Display="'Fast'" Dmx="11~40" />
      <Function ID="3" Name="Med" Display="'Med'" Dmx="41~80" />
      <Function ID="4" Name="Slow" Display="'Slow'" Dmx="81~120" />
    </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="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="309b4e9d-e2af-480e-85e8-65132fd4d427" />
    <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_Spd" 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="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="ae2bd085-69f2-46a9-a67f-19920c20e682" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <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="d9865fd7-9fbf-487b-86f2-f05c899e5b6a" />
    <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="24bdd161-e8a4-4d8e-b725-70e542fca7da" />
    <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="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>