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Space Lights LASER MOVING BAR 3W RED (Space Lights_LASER MOVING BAR 3W RED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LASER MOVING BAR 3W RED" ShortName="Laser Bar" Company="Space Lights">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>804a4a44-c3ae-49f0-bf00-10d5ed0ab552</Thumbnail>
  <History Date="26-09-19" Author="Nic Morris" Comment="Created (hopeless documentation - made best guess)" />
  <Manual Filename="" Summary="" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T 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="Macro 1" Display="'Macro 1'" Dmx="8~22" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="23~37" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="38~52" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="53~67" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="68~82" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="83~97" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="98~112" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="113~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~142" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="143~157" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="158~172" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="173~187" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="188~202" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="203~217" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="218~232" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="233~247" />
      <Function ID="18" Name="Sound" Display="'Sound'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="P/T_Mac_Spd" Name="P/T Mac 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="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="16~35" />
      <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="All Heads On" Display="'All Heads On'" Dmx="160~255" />
    </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="Tilt" Name="Tilt" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="P/T_Speed" Name="P/T 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="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="Pan_Master" Name="Pan Master" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="22 DMX" Channels="22">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="75" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="23" />
        <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="24" />
        <Attribute ID="Chase" ChannelOffset="5" Wheel="53" />
        <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="54" />
        <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
        <Attribute ID="Pan_Master" ChannelOffset="8" Wheel="19" />
        <Attribute ID="P/T_Speed" ChannelOffset="9" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="12" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="14" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="16" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="18" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="20" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <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="Head" PanMax="75" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="P/T_Macro" ChannelOffset="3" Wheel="23" />
      <Attribute ID="P/T_Mac_Spd" ChannelOffset="4" Wheel="24" />
      <Attribute ID="Chase" ChannelOffset="5" Wheel="53" />
      <Attribute ID="Chase_Spd" ChannelOffset="6" Wheel="54" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Pan" ChannelOffset="8" Wheel="2" />
      <Attribute ID="P/T_Speed" ChannelOffset="9" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="17 DMX" Channels="17">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="75" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="P/T_Speed" ChannelOffset="2" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="3" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Control" ChannelOffset="17" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="7" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="15" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="75" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>