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BeamZ Terminator IV (BeamZ_Terminator IV.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Terminator IV" ShortName="Terminatr4" Company="BeamZ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>bbd9dbd6-567c-4dc3-bbd4-8211789502eb</Thumbnail>
  <History Date="16-12-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="84cfff81-4cf6-46e1-b3ae-32e8ea4d0682" />
  <Control>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~29" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="70~89" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Flower_Strobe" Name="Flower Strobe" 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="10~255" />
    </Attribute>
    <Attribute ID="SMD_Sel" Name="SMD Sel" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="1" Display="'1'" Dmx="10~29" />
      <Function ID="3" Name="2" Display="'2'" Dmx="30~49" />
      <Function ID="4" Name="3" Display="'3'" Dmx="50~69" />
      <Function ID="5" Name="4" Display="'4'" Dmx="70~89" />
      <Function ID="6" Name="1+2" Display="'1+2'" Dmx="90~109" />
      <Function ID="7" Name="1+3" Display="'1+3'" Dmx="110~129" />
      <Function ID="8" Name="1+4" Display="'1+4'" Dmx="130~149" />
      <Function ID="9" Name="2+3" Display="'2+3'" Dmx="150~169" />
      <Function ID="10" Name="2+4" Display="'2+4'" Dmx="170~189" />
      <Function ID="11" Name="3+4" Display="'3+4'" Dmx="190~209" />
      <Function ID="12" Name="1+2+3" Display="'1+2+3'" Dmx="210~219" />
      <Function ID="13" Name="1+2+4" Display="'1+2+4'" Dmx="220~229" />
      <Function ID="14" Name="1+3+4" Display="'1+3+4'" Dmx="230~239" />
      <Function ID="15" Name="2+3+4" Display="'2+3+4'" Dmx="240~249" />
      <Function ID="16" Name="1+2+3+4" Display="'1+2+3+4'" Dmx="250~255" />
    </Attribute>
    <Attribute ID="SMD_Strobe" Name="SMD Strobe" 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="10~255" />
    </Attribute>
    <Attribute ID="Laser" Name="Laser" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~99" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="100~199" />
      <Function ID="4" Name="Red+Green" Display="'Red+Green'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Laser_Rot" Name="Laser Rot" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~10" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~137" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="138~255" />
    </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" Display="'Auto %.1f%%',0.0~100.0" Dmx="10~119" />
      <Function ID="3" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="120~255" />
    </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="2a7d9d06-4520-4d06-bff4-baccc72864a3" />
    <Include>
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="7" />
      <Attribute ID="SMD_Sel" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Laser" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Laser_Rot" ChannelOffset="4" Wheel="20" />
    </Include>
  </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="69f40fec-861f-40af-b1e7-dc242048ac88" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Colour1" Wheel="7" />
        <Attribute ID="Flower_Strobe" ChannelOffset="3" Wheel="4" />
        <Attribute ID="SMD_Sel" ChannelOffset="4" Wheel="5" />
        <Attribute ID="SMD_Strobe" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Laser" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Laser_Rot" ChannelOffset="7" Wheel="20" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="Lens 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </Cell>
      <Cell ID="Cell2" Name="Lens 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Colour1" TargetId="Colour1" />
      </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="Colour1" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>