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Unknown 8 Moving Heads Laser array (Unknown_8 Moving Heads Laser array.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="8 Moving Heads Laser array" ShortName="LaserArray" Company="Unknown" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>1b446461-3c9d-4f0e-8005-b4504cb9e50c</Thumbnail>
  <History Date="09-04-20" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <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="Chase" Name="Chase" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Chase" Display="'No Chase'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="15~35" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="36~56" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="57~76" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="77~97" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="98~117" />
      <Function ID="7" Name="Chase 6" Display="'Chase 6'" Dmx="118~138" />
      <Function ID="8" Name="Chase 7" Display="'Chase 7'" Dmx="139~159" />
      <Function ID="9" Name="Chase 8" Display="'Chase 8'" Dmx="160~179" />
      <Function ID="10" Name="Chase 9" Display="'Chase 9'" Dmx="180~200" />
      <Function ID="11" Name="Chase 10" Display="'Chase 10'" Dmx="201~220" />
      <Function ID="12" Name="Chase 11" Display="'Chase 11'" Dmx="221~241" />
      <Function ID="13" Name="Chase 12" Display="'Chase 12'" Dmx="242~248" />
      <Function ID="14" Name="Random" Display="'Random'" Dmx="249~255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase 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="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="8~22" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="23~37" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="38~52" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="53~67" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="68~82" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="83~97" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="98~112" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="113~127" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="128~142" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="143~157" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="158~172" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="173~187" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="188~202" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="203~217" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="218~232" />
      <Function ID="17" Name="Auto 16" Display="'Auto 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </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="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="128~255" />
    </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="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>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Chase" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Chase_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="52" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="53" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Chase" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Chase_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Auto" ChannelOffset="8" Wheel="52" />
        <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="53" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="14" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="15" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="16" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="17" ModeLink="Cell" X="0" Y="7">
        <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>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>