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Stagg Trance 60 (Stagg_Trance 60.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Trance 60" ShortName="Trance 60" Company="Stagg" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>608ed059-2391-41dc-b118-4b18110667b7</Thumbnail>
  <History Date="13-03-24" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="21-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1a7c256e-e8fb-418c-81cf-45f55592535b" />
  <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" 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="9~255" />
    </Attribute>
    <Attribute ID="Wash_Colour_1" Name="Wash Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~23" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="24~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Wash_Colour_2" Name="Wash Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~23" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="24~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Wash_Colour_3" Name="Wash Colour 3" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~23" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="24~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+W" Display="'R+G+W'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+W" Display="'R+B+W'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+W" Display="'G+B+W'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Show 1" Display="'Show 1'" Dmx="8~37" />
      <Function ID="3" Name="Show 2" Display="'Show 2'" Dmx="38~67" />
      <Function ID="4" Name="Show 3" Display="'Show 3'" Dmx="68~97" />
      <Function ID="5" Name="Show 4" Display="'Show 4'" Dmx="98~127" />
      <Function ID="6" Name="Show 5" Display="'Show 5'" Dmx="128~157" />
      <Function ID="7" Name="Show 6" Display="'Show 6'" Dmx="158~187" />
      <Function ID="8" Name="Show 7" Display="'Show 7'" Dmx="188~217" />
      <Function ID="9" Name="Show 8" Display="'Show 8'" Dmx="218~247" />
      <Function ID="10" Name="Random Show" Display="'Random Show'" Dmx="248~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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="Beam_Colour_1" Name="Beam Colour 1" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+A" Display="'R+A'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+A" Display="'G+A'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+A" Display="'B+A'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+A" Display="'R+G+A'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+A" Display="'R+B+A'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+A" Display="'G+B+A'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Beam_Colour_2" Name="Beam Colour 2" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+A" Display="'R+A'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+A" Display="'G+A'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+A" Display="'B+A'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+A" Display="'R+G+A'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+A" Display="'R+B+A'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+A" Display="'G+B+A'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Beam_Colour_3" Name="Beam Colour 3" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="8~24" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="25~41" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="42~57" Colour="0,0,255" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="58~74" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="75~90" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="91~107" Colour="255,255,255" />
      <Function ID="8" Name="R+A" Display="'R+A'" Dmx="108~123" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="124~140" Colour="255,255,255" />
      <Function ID="10" Name="G+A" Display="'G+A'" Dmx="141~156" Colour="255,255,255" />
      <Function ID="11" Name="B+A" Display="'B+A'" Dmx="157~173" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="174~189" Colour="255,255,255" />
      <Function ID="13" Name="R+G+A" Display="'R+G+A'" Dmx="190~206" Colour="255,255,255" />
      <Function ID="14" Name="R+B+A" Display="'R+B+A'" Dmx="207~222" Colour="255,255,255" />
      <Function ID="15" Name="G+B+A" Display="'G+B+A'" Dmx="223~239" Colour="255,255,255" />
      <Function ID="16" Name="R+G+B+A" Display="'R+G+B+A'" Dmx="240~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Laser_R" Name="Laser R" Description="" Group="B">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="8~127" />
      <Function ID="3" Name="On/Off Switch" Display="'On/Off Switch'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Laser_G" Name="Laser G" Description="" Group="B">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="8~127" />
      <Function ID="3" Name="On/Off Switch" Display="'On/Off Switch'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Laser_Rot" Name="Laser Rot" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <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="11~120" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="121~134" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="135~245" />
      <Function ID="5" Name="No Spin" Display="'No Spin'" Dmx="246~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11" Id="8f724916-1f4c-4b91-8c53-1a1fc132c963">
    <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="daf39318-23f8-4c82-8449-18f727826eb3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Macro" Wheel="22" />
        <Attribute ID="Macro_Spd" Wheel="23" />
        <Attribute ID="Shutter" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Wash" ChannelOffset="1" ModeLink="Strobe+Macro cell" X="0" Y="0">
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell2" Name="Strobe" ChannelOffset="4" ModeLink="Strobe+Macro cell" X="0" Y="1">
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell3" Name="LED Beam" ChannelOffset="7" ModeLink="Strobe+Macro cell" X="0" Y="2">
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
      </Cell>
      <Cell ID="Cell4" Name="Laser" ChannelOffset="10" ModeLink="Macro cell" X="0" Y="3">
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="23 DMX" Channels="23" Id="9b9fd58f-0dfb-4e85-98eb-7ddce09a5d9b">
    <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="a2db1744-e8e7-424e-95bf-6e5c08c5e505" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Wash_Colour_1" Wheel="7" />
        <Attribute ID="Wash_Colour_2" Wheel="8" />
        <Attribute ID="Wash_Colour_3" Wheel="9" />
        <Attribute ID="Macro" Wheel="22" />
        <Attribute ID="Macro_Spd" Wheel="23" />
        <Attribute ID="Beam_Colour_1" Wheel="37" />
        <Attribute ID="Beam_Colour_2" Wheel="38" />
        <Attribute ID="Beam_Colour_3" Wheel="39" />
        <Attribute ID="Laser_R" Wheel="19" />
        <Attribute ID="Laser_G" Wheel="20" />
        <Attribute ID="Laser_Rot" Wheel="21" />
      </Master>
      <Cell ID="Cell1" Name="Wash" ChannelOffset="1" ModeLink="Wash cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Wash_Colour_1" TargetId="Wash_Colour_1" />
        <AttributeLink SourceId="Wash_Colour_2" TargetId="Wash_Colour_2" />
        <AttributeLink SourceId="Wash_Colour_3" TargetId="Wash_Colour_3" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell2" Name="Strobe" ChannelOffset="8" ModeLink="Strobe cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell3" Name="LED Beam" ChannelOffset="12" ModeLink="LED Beam cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Beam_Colour_1" TargetId="Beam_Colour_1" />
        <AttributeLink SourceId="Beam_Colour_2" TargetId="Beam_Colour_2" />
        <AttributeLink SourceId="Beam_Colour_3" TargetId="Beam_Colour_3" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
      <Cell ID="Cell4" Name="Laser" ChannelOffset="19" ModeLink="Laser cell" X="0" Y="3">
        <AttributeLink SourceId="Laser_R" TargetId="Laser_R" />
        <AttributeLink SourceId="Laser_G" TargetId="Laser_G" />
        <AttributeLink SourceId="Laser_Rot" TargetId="Laser_Rot" />
        <AttributeLink SourceId="Macro" TargetId="Macro" />
        <AttributeLink SourceId="Macro_Spd" TargetId="Macro_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Wash cell" Channels="7" Hidden="True" Id="870e5964-1739-4fdf-86fe-54af61ab2b4b">
    <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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Wash_Colour_1" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Wash_Colour_2" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Wash_Colour_3" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Strobe cell" Channels="4" Hidden="True" Id="3a3d55e3-cf70-43ea-92c9-2756f4f31680">
    <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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="4" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="LED Beam cell" Channels="7" Hidden="True" Id="be63e9fa-b20a-4e47-af67-0578b35dfe8a">
    <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" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Beam_Colour_1" ChannelOffset="3" Wheel="37" />
      <Attribute ID="Beam_Colour_2" ChannelOffset="4" Wheel="38" />
      <Attribute ID="Beam_Colour_3" ChannelOffset="5" Wheel="39" />
      <Attribute ID="Macro" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="Laser cell" Channels="5" Hidden="True" Id="c9415d09-b0b2-4f36-95d3-e81343cfdbd9">
    <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" />
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      <Attribute ID="Laser_R" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Laser_G" ChannelOffset="2" Wheel="20" />
      <Attribute ID="Laser_Rot" ChannelOffset="3" Wheel="21" />
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</Swatch>
  </swatchLibrary>
</Fixture>