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ADJ Jolt Panel FX2 (ADJ_Jolt Panel FX2.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Jolt Panel FX2" ShortName="JoltPnlFX2" Company="ADJ" Version="10">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>654d9ec1-8bcf-44c0-87c2-373722c590c7</Thumbnail>
  <History Date="08-02-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="03-05-23" Author="Nic Morris" Comment="Updated in line with latest documentation in response to customer bug report (adds 51 and 81 channel modes)" Version="4" />
  <History Date="06-02-25" Author="Manufacturer Renaming Utility" Comment="Changed manufacturer from American DJ to ADJ and changed filename from American DJ_Jolt Panel FX.d4 to ADJ_Jolt Panel FX.d4." Version="5" />
  <History Date="21-02-25" Author="Nic Morris" Comment="Created from ADJ Jolt Panel FX (note green shift functions are not defined)" Version="6" />
  <History Date="22-02-25" Author="Nic Morris" Comment="Added missing Atlabase ID's." Version="10" />
  <Manual Filename="" Summary="" />
  <RDM>
    <Device ManufacturerID="6400" ModelID="121" />
  </RDM>
  <AtlaBase TypeID="83a724fb-d429-4d0f-b5cf-bccf30c6cc8b" />
  <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="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="Effect" Name="Effect" 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'" Dmx="3~5" />
      <Function ID="3" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="4" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="5" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Rate" Name="Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="CT_Presets" Name="CT Presets" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="CTO C-Mix" Display="'%.fK',2300~8900" Dmx="23~89" Colour="255,240,200" />
      <Function ID="3" Name="9000K" Display="'9000K'" Dmx="90~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Green_Shift" Name="Green Shift" 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="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="Outer_Macro" Name="Outer 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="6~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~25" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="26~35" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="36~45" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="46~55" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="56~65" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="66~75" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="76~85" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="86~95" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="96~105" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="106~115" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="116~125" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="126~135" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="136~145" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="146~155" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="156~165" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="166~175" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="176~185" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="186~195" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="196~205" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="206~215" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="216~225" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="226~235" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="236~245" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="246~255" />
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    <Attribute ID="Outer_Mac_Spd" Name="Outer 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="Inner_Macro" Name="Inner Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
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      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="61~88" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="89~116" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="117~144" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="145~172" />
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      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="201~228" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="229~255" />
    </Attribute>
    <Attribute ID="Inner_Mac_Spd" Name="Inner 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="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="Outer_Master" Name="Outer Master" Description="" Group="I" Merge="HTP" 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="Outer_Effect" Name="Outer Effect" 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'" Dmx="3~5" />
      <Function ID="3" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="4" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="5" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Outer_Rate" Name="Outer Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Outer_Duration" Name="Outer Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Inner_Master" Name="Inner Master" Description="" Group="I" Merge="HTP" 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="Inner_Effect" Name="Inner Effect" 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'" Dmx="3~5" />
      <Function ID="3" Name="Ramp Up" Display="'Ramp Up'" Dmx="6~50" />
      <Function ID="4" Name="Ramp Down" Display="'Ramp Down'" Dmx="51~100" />
      <Function ID="5" Name="Ramp Up-Down" Display="'Ramp Up-Down'" Dmx="101~150" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="151~200" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Inner_Rate" Name="Inner Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Inner_Duration" Name="Inner Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6" Id="31b27a22-0784-4c15-93c5-97976292b173">
    <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>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
    </RDM>
    <AtlaBase ModeID="7bd3dad3-aaf3-4d87-8a51-cd6d17f276bf" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
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      <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="61afdf5a-3375-4c70-9a31-939432dfbaae">
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      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
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      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
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    <AtlaBase ModeID="54bde930-eadb-40f8-bfa2-59fc8c26ef2e" />
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        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Rate" ChannelOffset="8" Wheel="6" />
        <Attribute ID="Duration" ChannelOffset="9" Wheel="34" />
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      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="7f3261e1-f4b5-467d-9965-6485263b3756">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <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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    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
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    <AtlaBase ModeID="e4238f18-a475-447d-9c09-5bcba067d412" />
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        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="9" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6,7" Wheel="4" />
        <Attribute ID="Effect" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Rate" ChannelOffset="9" Wheel="6" />
        <Attribute ID="Duration" ChannelOffset="10" Wheel="34" />
        <Attribute ID="Outer_Macro" ChannelOffset="11" Wheel="22" />
        <Attribute ID="Inner_Macro" ChannelOffset="12" Wheel="24" />
        <Attribute ID="Macro_Spd" ChannelOffset="13" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
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        <Attribute ID="Macro_Spd" Wheel="53" />
        <Attribute ID="Inner_Macro" Wheel="24" />
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      <Cell ID="Cell1" Name="Outer" ChannelOffset="1" ModeLink="Outer cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <Cell ID="Cell2" Name="Inner" ChannelOffset="12" ModeLink="Inner cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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  <Mode Name="20 DMX" Channels="20" Id="48e88fac-0b03-44d7-a407-53b6a167bf3f">
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
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        <Attribute ID="Macro_Spd" Wheel="53" />
        <Attribute ID="Inner_Macro" Wheel="24" />
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      <Cell ID="Cell1" Name="Outer" ChannelOffset="1" ModeLink="Outer cell 2" X="0" Y="0">
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  <Mode Name="36 DMX" Channels="36" Id="133a5125-8877-4ef8-b004-49c2cafd944e">
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      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <RDM>
      <Version SoftwareID="-1" PersonalityID="-1" />
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        <Attribute ID="Outer_Master" ChannelOffset="25,26" Wheel="35" />
        <Attribute ID="Outer_Effect" ChannelOffset="27" Wheel="36" />
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        <Attribute ID="Outer_Duration" ChannelOffset="29" Wheel="65" />
        <Attribute ID="Inner_Master" ChannelOffset="32,33" Wheel="66" />
        <Attribute ID="Inner_Effect" ChannelOffset="34" Wheel="94" />
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        <Attribute ID="Inner_Duration" ChannelOffset="36" Wheel="96" />
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      <Cell ID="Cell8" Name="RGB 8" ChannelOffset="22" ModeLink="RGB cell" X="7" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 9" ChannelOffset="25" ModeLink="RGB cell" X="8" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="RGB 10" ChannelOffset="28" ModeLink="RGB cell" X="9" Y="0">
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      </Cell>
      <Cell ID="Cell11" Name="RGB 11" ChannelOffset="31" ModeLink="RGB cell" X="0" Y="1">
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      <Cell ID="Cell12" Name="RGB 12" ChannelOffset="34" ModeLink="RGB cell" X="1" Y="1">
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      <Cell ID="Cell13" Name="RGB 13" ChannelOffset="37" ModeLink="RGB cell" X="2" Y="1">
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      <Cell ID="Cell14" Name="RGB 14" ChannelOffset="40" ModeLink="RGB cell" X="3" Y="1">
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      </Cell>
      <Cell ID="Cell15" Name="RGB 15" ChannelOffset="43" ModeLink="RGB cell" X="4" Y="1">
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      <Cell ID="Cell16" Name="RGB 16" ChannelOffset="46" ModeLink="RGB cell" X="5" Y="1">
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      <Cell ID="Cell17" Name="RGB 17" ChannelOffset="49" ModeLink="RGB cell" X="6" Y="1">
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      <Cell ID="Cell18" Name="RGB 18" ChannelOffset="52" ModeLink="RGB cell" X="7" Y="1">
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      <Cell ID="Cell19" Name="RGB 19" ChannelOffset="55" ModeLink="RGB cell" X="8" Y="1">
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      <Cell ID="Cell20" Name="RGB 20" ChannelOffset="58" ModeLink="RGB cell" X="9" Y="1">
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      <Cell ID="Cell21" Name="RGB 21" ChannelOffset="61" ModeLink="RGB cell" X="0" Y="3">
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      <Cell ID="Cell22" Name="RGB 22" ChannelOffset="64" ModeLink="RGB cell" X="1" Y="3">
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      <Cell ID="Cell23" Name="RGB 23" ChannelOffset="67" ModeLink="RGB cell" X="2" Y="3">
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      <Cell ID="Cell24" Name="RGB 24" ChannelOffset="70" ModeLink="RGB cell" X="3" Y="3">
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      <Cell ID="Cell25" Name="RGB 25" ChannelOffset="73" ModeLink="RGB cell" X="4" Y="3">
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      <Cell ID="Cell27" Name="RGB 27" ChannelOffset="79" ModeLink="RGB cell" X="6" Y="3">
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      <Cell ID="Cell29" Name="RGB 29" ChannelOffset="85" ModeLink="RGB cell" X="8" Y="3">
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      <Cell ID="Cell30" Name="RGB 30" ChannelOffset="88" ModeLink="RGB cell" X="9" Y="3">
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      <Cell ID="Cell31" Name="RGB 31" ChannelOffset="91" ModeLink="RGB cell" X="0" Y="4">
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      <Cell ID="Cell32" Name="RGB 32" ChannelOffset="94" ModeLink="RGB cell" X="1" Y="4">
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      <Cell ID="Cell33" Name="RGB 33" ChannelOffset="97" ModeLink="RGB cell" X="2" Y="4">
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      <Cell ID="Cell34" Name="RGB 34" ChannelOffset="100" ModeLink="RGB cell" X="3" Y="4">
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      <Cell ID="Cell37" Name="RGB 37" ChannelOffset="109" ModeLink="RGB cell" X="6" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell38" Name="RGB 38" ChannelOffset="112" ModeLink="RGB cell" X="7" Y="4">
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      <Cell ID="Cell39" Name="RGB 39" ChannelOffset="115" ModeLink="RGB cell" X="8" Y="4">
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      <Cell ID="Cell40" Name="RGB 40" ChannelOffset="118" ModeLink="RGB cell" X="9" Y="4">
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      <Cell ID="Cell41" Name="White 1" ChannelOffset="131" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell42" Name="White 2" ChannelOffset="132" ModeLink="Dim cell" X="2" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell43" Name="White 3" ChannelOffset="133" ModeLink="Dim cell" X="4" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell44" Name="White 4" ChannelOffset="134" ModeLink="Dim cell" X="5" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell45" Name="White 5" ChannelOffset="135" ModeLink="Dim cell" X="7" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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      <Cell ID="Cell46" Name="White 6" ChannelOffset="136" ModeLink="Dim cell" X="9" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
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    <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="Dimmer" Wheel="1" />
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  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="a575c5d0-ac9c-4b31-b0f8-6eef2d721690">
    <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" />
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  <Mode Name="Outer cell" Channels="11" Hidden="True" Id="6f4ff45f-f15b-4448-9762-4da0e6c6e665">
    <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" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="9" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Rate" ChannelOffset="8" Wheel="6" />
      <Attribute ID="Duration" ChannelOffset="9" Wheel="34" />
      <Attribute ID="Outer_Macro" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="11" Wheel="53" />
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  </Mode>
  <Mode Name="Inner cell" Channels="7" Hidden="True" Id="9478ed6f-9e96-4913-8c38-362891877d58">
    <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="1,2" Wheel="1" />
      <Attribute ID="Effect" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Rate" ChannelOffset="4" Wheel="6" />
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      <Attribute ID="Inner_Macro" ChannelOffset="6" Wheel="24" />
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      <Bulb Type="" Lumens="" ColourTemp="" />
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      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="CT_Presets" ChannelOffset="4" Wheel="7" />
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  <Palettes>
    <Group Name="Colour">
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      <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" />
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</Swatch>
  </swatchLibrary>
</Fixture>