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Elation PALADIN Cube (Elation_PALADIN Cube.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PALADIN Cube" ShortName="PALADINCbe" Company="Elation" Version="2">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>7459464f-674b-4714-8c93-985e51e36e4d</Thumbnail>
  <History Date="10-11-19" Author="Nic Morris" Comment="Created (software versions 1.0.1)" Version="1" />
  <History Date="26-11-20" Author="Nic Morris" Comment="Created from Elation PALADIN Panel" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d0a2033f-2753-415f-9bae-593eaf64f557" />
  <Control>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="Delay 0s" Display="'Delay 0s'" Dmx="121~121" />
      <Function ID="8" Name="Delay 0.1s" Display="'Delay 0.1s'" Dmx="122~122" />
      <Function ID="9" Name="Delay 0.2s" Display="'Delay 0.2s'" Dmx="123~123" />
      <Function ID="10" Name="Delay 0.3s" Display="'Delay 0.3s'" Dmx="124~124" />
      <Function ID="11" Name="Delay 0.4s" Display="'Delay 0.4s'" Dmx="125~125" />
      <Function ID="12" Name="Delay 0.5s" Display="'Delay 0.5s'" Dmx="126~126" />
      <Function ID="13" Name="Delay 0.6s" Display="'Delay 0.6s'" Dmx="127~127" />
      <Function ID="14" Name="Delay 0.7s" Display="'Delay 0.7s'" Dmx="128~128" />
      <Function ID="15" Name="Delay 0.8s" Display="'Delay 0.8s'" Dmx="129~129" />
      <Function ID="16" Name="Delay 0.9s" Display="'Delay 0.9s'" Dmx="130~130" />
      <Function ID="17" Name="Delay 1.0s" Display="'Delay 1.0s'" Dmx="131~131" />
      <Function ID="18" Name="Delay 1.5s" Display="'Delay 1.5s'" Dmx="132~132" />
      <Function ID="19" Name="Delay 2.0s" Display="'Delay 2.0s'" Dmx="133~133" />
      <Function ID="20" Name="Delay 3.0s" Display="'Delay 3.0s'" Dmx="134~134" />
      <Function ID="21" Name="Delay 4.0s" Display="'Delay 4.0s'" Dmx="135~135" />
      <Function ID="22" Name="Delay 5.0s" Display="'Delay 5.0s'" Dmx="136~136" />
      <Function ID="23" Name="Delay 6.0s" Display="'Delay 6.0s'" Dmx="137~137" />
      <Function ID="24" Name="Delay 7.0s" Display="'Delay 7.0s'" Dmx="138~138" />
      <Function ID="25" Name="Delay 8.0s" Display="'Delay 8.0s'" Dmx="139~139" />
      <Function ID="26" Name="Delay 9.0s" Display="'Delay 9.0s'" Dmx="140~140" />
      <Function ID="27" Name="Delay 10s" Display="'Delay 10s'" Dmx="141~141" />
      <Function ID="28" Name="Default" Display="'Default'" Dmx="142~255" />
    </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="Program 1" Display="'Program 1'" Dmx="20~24" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="25~29" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="30~34" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="35~39" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="40~44" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="45~49" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="50~54" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="55~59" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="60~64" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="65~69" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="70~74" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="75~79" />
      <Function ID="14" Name="900Hz" Display="'900Hz'" Dmx="101~105" />
      <Function ID="15" Name="1000Hz" Display="'1000Hz'" Dmx="106~110" />
      <Function ID="16" Name="1100Hz" Display="'1100Hz'" Dmx="111~115" />
      <Function ID="17" Name="1200Hz" Display="'1200Hz'" Dmx="116~120" />
      <Function ID="18" Name="1300Hz" Display="'1300Hz'" Dmx="121~125" />
      <Function ID="19" Name="1400Hz" Display="'1400Hz'" Dmx="126~130" />
      <Function ID="20" Name="1500Hz" Display="'1500Hz'" Dmx="131~135" />
      <Function ID="21" Name="2500Hz" Display="'2500Hz'" Dmx="136~140" />
      <Function ID="22" Name="4000Hz" Display="'4000Hz'" Dmx="141~145" />
      <Function ID="23" Name="5000Hz" Display="'5000Hz'" Dmx="146~150" />
      <Function ID="24" Name="10000Hz" Display="'10000Hz'" Dmx="151~155" />
      <Function ID="25" Name="15000Hz" Display="'15000Hz'" Dmx="156~160" />
      <Function ID="26" Name="20000Hz" Display="'20000Hz'" Dmx="161~165" />
      <Function ID="27" Name="25000Hz" Display="'25000Hz'" Dmx="166~170" />
      <Function ID="28" Name="Dim Linear" Display="'Dim Linear'" Dmx="201~210" />
      <Function ID="29" Name="Dim Square" Display="'Dim Square'" Dmx="211~220" />
      <Function ID="30" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="221~230" />
      <Function ID="31" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="231~240" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program 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="Program_Fade" Name="Program Fade" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="RGB, 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="0e9767d6-969f-40d6-a14b-b5564f923869" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8bit, 4 DMX" Channels="4">
    <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="452440c8-db73-4fc5-b43d-ce8b4241d9b3" />
    <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="16bit, 8 DMX" Channels="8">
    <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="7c0ede9b-b970-4b75-b556-ad490dbd9248" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="16bit Dim, 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>
    <AtlaBase ModeID="b1439b4a-a43c-43dd-b892-9bbacedcefca" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="White" ChannelOffset="9,10" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Extended, 16 DMX" Channels="16">
    <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="88e8e14c-6d87-435c-9a41-5c17789a1b57" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
      <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="113" />
      <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="114" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
      <Attribute ID="Red" ChannelOffset="9,10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11,12" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="13,14" Wheel="12" />
      <Attribute ID="White" ChannelOffset="15,16" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Cells, 24 DMX" Channels="24">
    <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="833af6f6-3498-4e42-8f48-65202484082c" />
    <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="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" 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="17" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cells Dim, 26 DMX" Channels="26">
    <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="92f94d87-6b2c-494d-8150-0975b5c1ba7c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1,2" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="3" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" 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="19" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Ext-Cells, 32 DMX" Channels="32">
    <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="5d615e89-933a-4cc2-8208-d1dd1a3c928d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
        <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="113" />
        <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="114" />
        <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="17" 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="25" ModeLink="RGBW 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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="HSI, 4 DMX" Channels="4">
    <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="947c4fc5-0344-419a-929a-dbecb75c659a" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1,2" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Hue" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSI-Ext, 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>
    <AtlaBase ModeID="dd01a59d-d650-4d98-830d-633f47f04944" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="ColourIntensity" ChannelOffset="2,3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
      <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="113" />
      <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="114" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
      <Attribute ID="Hue" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSI-Cell, 17 DMX" Channels="17">
    <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="60348c71-1350-46b9-adef-76853319ce89" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="ColourIntensity" ChannelOffset="2,3" Wheel="9" />
        <Attribute ID="Dim_Spd" ChannelOffset="4" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="5" Wheel="28" />
        <Attribute ID="Program_Spd" ChannelOffset="6" Wheel="113" />
        <Attribute ID="Program_Fade" ChannelOffset="7" Wheel="114" />
        <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
        <Attribute ID="Hue" Wheel="7" />
        <Attribute ID="Saturation" Wheel="8" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="HSI cell" X="0" Y="0">
        <AttributeLink SourceId="Hue" TargetId="Hue" />
        <AttributeLink SourceId="Saturation" TargetId="Saturation" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="12" ModeLink="HSI cell" X="0" Y="1">
        <AttributeLink SourceId="Hue" TargetId="Hue" />
        <AttributeLink SourceId="Saturation" TargetId="Saturation" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="15" ModeLink="HSI cell" X="0" Y="2">
        <AttributeLink SourceId="Hue" TargetId="Hue" />
        <AttributeLink SourceId="Saturation" TargetId="Saturation" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="RGBW cell" Channels="8" 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="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="HSI cell" Channels="3" 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="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:28" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:29" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:30" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:31" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="900Hz">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1000Hz">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1100Hz">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1200Hz">
      <Set Channel="Control:17" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1300Hz">
      <Set Channel="Control:18" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1400Hz">
      <Set Channel="Control:19" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1500Hz">
      <Set Channel="Control:20" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="2500Hz">
      <Set Channel="Control:21" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="4000Hz">
      <Set Channel="Control:22" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="5000Hz">
      <Set Channel="Control:23" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="10000Hz">
      <Set Channel="Control:24" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="15000Hz">
      <Set Channel="Control:25" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="20000Hz">
      <Set Channel="Control:26" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="25000Hz">
      <Set Channel="Control:27" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>