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QTX Light Derby FX-Bar (QTX Light_Derby FX-Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Derby FX-Bar" ShortName="Dby FX-Bar" Company="QTX Light" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>37657998-d7f3-4a80-b017-6e27d80d3037</Thumbnail>
  <History Date="08-11-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="09-11-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f12a2f74-56fd-4fbd-a65b-96e559bf3ceb" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Motor" Name="Motor" Description="" Group="B">
      <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="Shutter" Name="Shutter" Description="" Group="I">
      <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="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="Effect_Mode" Name="Effect Mode" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="2" Name="Auto Par" Display="'Auto Par'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="3" Name="Auto Derby" Display="'Auto Derby'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="4" Name="Auto Par+Derby" Display="'Auto Par+Derby'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="5" Name="Sound Par" Display="'Sound Par'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="6" Name="Sound Derby" Display="'Sound Derby'" Dmx="0~0" Update="Effect_Func" />
      <Function ID="7" Name="Sound Par+Derby" Display="'Sound Par+Derby'" Dmx="0~0" Update="Effect_Func" />
    </Attribute>
    <Attribute ID="Effect_Func" Name="Effect Func" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Par" ID="2,3,4,5,6,7,8,9,10,11,12,13,14" If="'Effect_Mode'==2||'Effect_Mode'==5" />
      <Condition Name="Derby" ID="15,16,17,18,19,20,21" If="'Effect_Mode'==3||'Effect_Mode'==6" />
      <Condition Name="Par+Derby" ID="22,23,24,25,26,27,28,29,30,31" If="'Effect_Mode'==4||'Effect_Mode'==7" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
      <Function ID="2" Name="AP01/SP01" Display="'AP01/SP01'" Dmx="0~0" />
      <Function ID="3" Name="AP02/SP02" Display="'AP02/SP02'" Dmx="20~39" />
      <Function ID="4" Name="AP03/SP03" Display="'AP03/SP03'" Dmx="40~59" />
      <Function ID="5" Name="AP04/SP04" Display="'AP04/SP04'" Dmx="60~79" />
      <Function ID="6" Name="AP05/SP05" Display="'AP05/SP05'" Dmx="80~99" />
      <Function ID="7" Name="AP06/SP06" Display="'AP06/SP06'" Dmx="100~119" />
      <Function ID="8" Name="AP07/SP07" Display="'AP07/SP07'" Dmx="120~139" />
      <Function ID="9" Name="AP08/SP08" Display="'AP08/SP08'" Dmx="140~159" />
      <Function ID="10" Name="AP09/SP09" Display="'AP09/SP09'" Dmx="160~179" />
      <Function ID="11" Name="AP10/SP10" Display="'AP10/SP10'" Dmx="180~199" />
      <Function ID="12" Name="AP11/SP11" Display="'AP11/SP11'" Dmx="200~219" />
      <Function ID="13" Name="AP12/SP12" Display="'AP12/SP12'" Dmx="220~239" />
      <Function ID="14" Name="AP13/SP13" Display="'AP13/SP13'" Dmx="240~255" />
      <Function ID="15" Name="AF01/SF01" Display="'AF01/SF01'" Dmx="0~0" />
      <Function ID="16" Name="AF02/SF02" Display="'AF02/SF02'" Dmx="20~39" />
      <Function ID="17" Name="AF03/SF03" Display="'AF03/SF03'" Dmx="40~59" />
      <Function ID="18" Name="AF04/SF04" Display="'AF04/SF04'" Dmx="60~79" />
      <Function ID="19" Name="AF05/SF05" Display="'AF05/SF05'" Dmx="80~99" />
      <Function ID="20" Name="AF06/SF06" Display="'AF06/SF06'" Dmx="100~119" />
      <Function ID="21" Name="AF07/SF07" Display="'AF07/SF07'" Dmx="120~255" />
      <Function ID="22" Name="AN01/SN01" Display="'AN01/SN01'" Dmx="0~0" />
      <Function ID="23" Name="AN02/SN02" Display="'AN02/SN02'" Dmx="20~39" />
      <Function ID="24" Name="AN03/SN03" Display="'AN03/SN03'" Dmx="40~59" />
      <Function ID="25" Name="AN04/SN04" Display="'AN04/SN04'" Dmx="60~79" />
      <Function ID="26" Name="AN05/SN05" Display="'AN05/SN05'" Dmx="80~99" />
      <Function ID="27" Name="AN06/SN06" Display="'AN06/SN06'" Dmx="100~119" />
      <Function ID="28" Name="AN07/SN07" Display="'AN07/SN07'" Dmx="120~139" />
      <Function ID="29" Name="AN08/SN08" Display="'AN08/SN08'" Dmx="140~159" />
      <Function ID="30" Name="AN09/SN09" Display="'AN09/SN09'" Dmx="160~179" />
      <Function ID="31" Name="AN10/SN10" Display="'AN10/SN10'" Dmx="180~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3">
    <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="a2d1f3f2-48d2-44da-b6bd-dfccd516664b" />
    <Include>
      <Attribute ID="Effect_Mode" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Effect_Func" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Effect_Spd" ChannelOffset="3" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="c24e47e1-ba79-4a4f-913d-0b84d684f6e4" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Motor" ChannelOffset="6" Wheel="20" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="15 DMX" Channels="15">
    <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="84caa81a-0b52-4833-95cd-6c49c7ac6bcf" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Motor" Wheel="20" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="15" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Effect cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Motor" TargetId="Motor" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="6" ModeLink="RGBW cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Effect cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Motor" TargetId="Motor" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW cell" Channels="4" 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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Effect cell" Channels="5" 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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Motor" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>