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Lite Tek Laser Bar 3X (Lite Tek_Laser Bar 3X.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Laser Bar 3X" ShortName="LaserBar3X" Company="Lite Tek" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>c2175265-85df-4ffd-99f6-81b898bdb236</Thumbnail>
  <History Date="28-08-24" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="01-09-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6e1906f6-b901-4855-896e-09505691d285" />
  <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="Motor_FX" Name="Motor FX" 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="16~31" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="32~47" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="48~63" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="64~79" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="80~95" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="96~111" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="112~127" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="128~143" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="144~159" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="160~175" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="176~191" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="192~207" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="208~223" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="224~239" />
    </Attribute>
    <Attribute ID="Motor_FX_Spd" Name="Motor FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </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="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="Laser_FX" Name="Laser FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Laser On" Display="'Laser On'" Dmx="8~15" />
      <Function ID="3" Name="Effect 1" Display="'Effect 1'" Dmx="16~27" />
      <Function ID="4" Name="Effect 2" Display="'Effect 2'" Dmx="28~39" />
      <Function ID="5" Name="Effect 3" Display="'Effect 3'" Dmx="40~51" />
      <Function ID="6" Name="Effect 4" Display="'Effect 4'" Dmx="52~63" />
      <Function ID="7" Name="Effect 5" Display="'Effect 5'" Dmx="64~75" />
      <Function ID="8" Name="Effect 6" Display="'Effect 6'" Dmx="76~87" />
      <Function ID="9" Name="Effect 7" Display="'Effect 7'" Dmx="88~99" />
      <Function ID="10" Name="Effect 8" Display="'Effect 8'" Dmx="100~111" />
      <Function ID="11" Name="Effect 9" Display="'Effect 9'" Dmx="112~123" />
      <Function ID="12" Name="Effect 10" Display="'Effect 10'" Dmx="124~135" />
      <Function ID="13" Name="Effect 11" Display="'Effect 11'" Dmx="136~147" />
      <Function ID="14" Name="Effect 12" Display="'Effect 12'" Dmx="148~159" />
      <Function ID="15" Name="Effect 13" Display="'Effect 13'" Dmx="160~171" />
      <Function ID="16" Name="Effect 14" Display="'Effect 14'" Dmx="172~183" />
      <Function ID="17" Name="Effect 15" Display="'Effect 15'" Dmx="184~195" />
      <Function ID="18" Name="Effect 16" Display="'Effect 16'" Dmx="196~207" />
      <Function ID="19" Name="Effect 17" Display="'Effect 17'" Dmx="208~219" />
      <Function ID="20" Name="Effect 18" Display="'Effect 18'" Dmx="220~231" />
      <Function ID="21" Name="Effect 19" Display="'Effect 19'" Dmx="232~243" />
      <Function ID="22" Name="Effect 20" Display="'Effect 20'" Dmx="244~255" />
    </Attribute>
    <Attribute ID="Laser_FX_Spd" Name="Laser FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Pan_Master" Name="Pan Master" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Pan" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Pan_Speed" Name="Pan 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="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="Beam_FX" Name="Beam FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="8~255" />
    </Attribute>
    <Attribute ID="Beam_FX_Spd" Name="Beam FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="LED_Bar_FX" Name="LED Bar FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~8" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="9~9" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="10~10" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="11~11" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="12~12" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="13~13" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="14~14" />
      <Function ID="9" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="LED_Bar_Col_FX" Name="LED Bar Col FX" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_FX_Spd" Name="Colour FX Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="22 DMX" Channels="22" Id="25be065e-b50e-4273-b805-8d5f036dd9ca">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="360" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="9b177583-0a69-4b2f-86aa-222eaeeb07b7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="2" Wheel="26" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Pan_Master" ChannelOffset="9" Wheel="19" />
        <Attribute ID="Pan_Speed" ChannelOffset="10" Wheel="25" />
        <Attribute ID="Motor_FX" ChannelOffset="11" Wheel="22" />
        <Attribute ID="Motor_FX_Spd" ChannelOffset="12" Wheel="23" />
        <Attribute ID="Master_Dimmer" ChannelOffset="13" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
        <Attribute ID="Laser_FX" ChannelOffset="15" Wheel="24" />
        <Attribute ID="Laser_FX_Spd" ChannelOffset="16" Wheel="52" />
        <Attribute ID="Beam_FX" ChannelOffset="17" Wheel="53" />
        <Attribute ID="Beam_FX_Spd" ChannelOffset="18" Wheel="54" />
        <Attribute ID="LED_Bar_FX" ChannelOffset="19" Wheel="82" />
        <Attribute ID="LED_Bar_Col_FX" ChannelOffset="20" Wheel="83" />
        <Attribute ID="Colour_FX_Spd" ChannelOffset="21" Wheel="84" />
        <Attribute ID="Control" ChannelOffset="22" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="Pan cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Pan cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Pan cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="6" ModeLink="Pan cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="7" ModeLink="Pan cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="8" ModeLink="Pan cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="28 DMX" Channels="28" Id="62ab2b42-334a-4e44-a925-821a684bc76f">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="360" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="a6dcdce1-0ce6-4f73-98bc-db3292b69c1d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Motor_FX" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Motor_FX_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="Tilt" ChannelOffset="5" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="6" Wheel="26" />
        <Attribute ID="Laser_FX" ChannelOffset="7" Wheel="24" />
        <Attribute ID="Laser_FX_Spd" ChannelOffset="8" Wheel="52" />
        <Attribute ID="Pan_Master" ChannelOffset="9" Wheel="19" />
        <Attribute ID="Pan_Speed" ChannelOffset="10" Wheel="25" />
        <Attribute ID="Pan" Wheel="2" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Beam_FX" ChannelOffset="23" Wheel="53" />
        <Attribute ID="Beam_FX_Spd" ChannelOffset="24" Wheel="54" />
        <Attribute ID="LED_Bar_FX" ChannelOffset="25" Wheel="82" />
        <Attribute ID="LED_Bar_Col_FX" ChannelOffset="26" Wheel="83" />
        <Attribute ID="Colour_FX_Spd" ChannelOffset="27" Wheel="84" />
        <Attribute ID="Control" ChannelOffset="28" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="11" ModeLink="Pan+Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="13" ModeLink="Pan+Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="Pan+Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="17" ModeLink="Pan+Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="19" ModeLink="Pan+Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Pan+Dim cell" X="0" Y="5">
        <AttributeLink SourceId="Pan" TargetId="Pan" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Pan cell" Channels="1" Hidden="True" Id="5e188126-d707-472b-ae0e-892d30d7c7cd">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="360" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
    </Include>
  </Mode>
  <Mode Name="Pan+Dim cell" Channels="2" Hidden="True" Id="f40ebd87-3776-4d07-a9b8-deaa9f173c0b">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="360" 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>
    <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>