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Elation ACL BAR (Elation_ACL BAR.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ACL BAR" ShortName="ACL BAR" Company="Elation">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>6cda9b58-7f28-4731-9048-38c16d61deee</Thumbnail>
  <History Date="03-10-15" Author="Nic Morris" Comment="Created" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="18-12-16" Author="Nic Morris" Comment="Added Atlabase ID's to 4 DMX modes." />
  <History Date="20-12-16" Author="Nic Morris" Comment="Added Atlabase ID to 27 DMX mode." />
  <History Date="08-05-19" Author="Nic Morris" Comment="Created from Elation ACL PAR 200" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="ee846328-d877-4f82-9981-02085a48979e" />
  <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="Colour_Macro" Name="Colour Macro" 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="Macro 1" Display="'Macro 1'" Dmx="1~4" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="5~8" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="9~12" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="13~16" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="17~20" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="21~24" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="25~28" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="29~32" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="33~36" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="37~40" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="41~44" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="45~48" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="49~52" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="53~56" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="57~60" Colour="0,0,0" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="61~64" Colour="0,0,0" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="65~68" Colour="0,0,0" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="69~72" Colour="0,0,0" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="73~76" Colour="0,0,0" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="77~80" Colour="0,0,0" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="81~84" Colour="0,0,0" />
      <Function ID="23" Name="Macro 22" Display="'Macro 22'" Dmx="85~88" Colour="0,0,0" />
      <Function ID="24" Name="Macro 23" Display="'Macro 23'" Dmx="89~92" Colour="0,0,0" />
      <Function ID="25" Name="Macro 24" Display="'Macro 24'" Dmx="93~96" Colour="0,0,0" />
      <Function ID="26" Name="Macro 25" Display="'Macro 25'" Dmx="97~100" Colour="0,0,0" />
      <Function ID="27" Name="Macro 26" Display="'Macro 26'" Dmx="101~104" Colour="0,0,0" />
      <Function ID="28" Name="Macro 27" Display="'Macro 27'" Dmx="105~108" Colour="0,0,0" />
      <Function ID="29" Name="Macro 28" Display="'Macro 28'" Dmx="109~112" Colour="0,0,0" />
      <Function ID="30" Name="Macro 29" Display="'Macro 29'" Dmx="113~116" Colour="0,0,0" />
      <Function ID="31" Name="Macro 30" Display="'Macro 30'" Dmx="117~120" Colour="0,0,0" />
      <Function ID="32" Name="Macro 31" Display="'Macro 31'" Dmx="121~124" Colour="0,0,0" />
      <Function ID="33" Name="Macro 32" Display="'Macro 32'" Dmx="125~128" Colour="0,0,0" />
      <Function ID="34" Name="Macro 33" Display="'Macro 33'" Dmx="129~132" Colour="0,0,0" />
      <Function ID="35" Name="Macro 34" Display="'Macro 34'" Dmx="133~136" Colour="0,0,0" />
      <Function ID="36" Name="Macro 35" Display="'Macro 35'" Dmx="137~140" Colour="0,0,0" />
      <Function ID="37" Name="Macro 36" Display="'Macro 36'" Dmx="141~144" Colour="0,0,0" />
      <Function ID="38" Name="Macro 37" Display="'Macro 37'" Dmx="145~148" Colour="0,0,0" />
      <Function ID="39" Name="Macro 38" Display="'Macro 38'" Dmx="149~152" Colour="0,0,0" />
      <Function ID="40" Name="Macro 39" Display="'Macro 39'" Dmx="153~156" Colour="0,0,0" />
      <Function ID="41" Name="Macro 40" Display="'Macro 40'" Dmx="157~160" Colour="0,0,0" />
      <Function ID="42" Name="Macro 41" Display="'Macro 41'" Dmx="161~164" Colour="0,0,0" />
      <Function ID="43" Name="Macro 42" Display="'Macro 42'" Dmx="165~168" Colour="0,0,0" />
      <Function ID="44" Name="Macro 43" Display="'Macro 43'" Dmx="169~172" Colour="0,0,0" />
      <Function ID="45" Name="Macro 44" Display="'Macro 44'" Dmx="173~176" Colour="0,0,0" />
      <Function ID="46" Name="Macro 45" Display="'Macro 45'" Dmx="177~180" Colour="0,0,0" />
      <Function ID="47" Name="Macro 46" Display="'Macro 46'" Dmx="181~184" Colour="0,0,0" />
      <Function ID="48" Name="Macro 47" Display="'Macro 47'" Dmx="185~188" Colour="0,0,0" />
      <Function ID="49" Name="Macro 48" Display="'Macro 48'" Dmx="189~192" Colour="0,0,0" />
      <Function ID="50" Name="Macro 49" Display="'Macro 49'" Dmx="193~196" Colour="0,0,0" />
      <Function ID="51" Name="Macro 50" Display="'Macro 50'" Dmx="197~200" Colour="0,0,0" />
      <Function ID="52" Name="Macro 51" Display="'Macro 51'" Dmx="201~204" Colour="0,0,0" />
      <Function ID="53" Name="Macro 52" Display="'Macro 52'" Dmx="205~208" Colour="0,0,0" />
      <Function ID="54" Name="Macro 53" Display="'Macro 53'" Dmx="209~212" Colour="0,0,0" />
      <Function ID="55" Name="Macro 54" Display="'Macro 54'" Dmx="213~216" Colour="0,0,0" />
      <Function ID="56" Name="Macro 55" Display="'Macro 55'" Dmx="217~220" Colour="0,0,0" />
      <Function ID="57" Name="Macro 56" Display="'Macro 56'" Dmx="221~224" Colour="0,0,0" />
      <Function ID="58" Name="Macro 57" Display="'Macro 57'" Dmx="225~228" Colour="0,0,0" />
      <Function ID="59" Name="Macro 58" Display="'Macro 58'" Dmx="229~232" Colour="0,0,0" />
      <Function ID="60" Name="Macro 59" Display="'Macro 59'" Dmx="233~236" Colour="0,0,0" />
      <Function ID="61" Name="Macro 60" Display="'Macro 60'" Dmx="237~240" Colour="0,0,0" />
      <Function ID="62" Name="Macro 61" Display="'Macro 61'" Dmx="241~244" Colour="0,0,0" />
      <Function ID="63" Name="Macro 62" Display="'Macro 62'" Dmx="245~248" Colour="0,0,0" />
      <Function ID="64" Name="Macro 63" Display="'Macro 63'" Dmx="249~252" Colour="0,0,0" />
      <Function ID="65" Name="Macro 64" Display="'Macro 64'" Dmx="253~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" Intensity="0~0" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" Intensity="0~0" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe    %.f%%',0~100" Dmx="192~223" Intensity="0~0" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" Intensity="0~0" />
    </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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~20" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="21~40" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="41~60" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="61~80" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="81~100" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="101~120" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="121~140" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="141~160" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="161~180" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="181~200" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="201~220" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="221~240" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="241~250" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="Auto_Fade" Name="Auto Fade" 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="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="Default" Display="'Default'" Dmx="101~255" />
    </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="4 DMX m1" 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="274bbf34-033e-44ab-9fd9-8abc906d7919" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="3,4" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="4 DMX m2" 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="01ffce95-6f5b-4bc1-a7ff-09df705d9a3b" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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="7" VirtualControl="Dimmer" />
    </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="4214424c-c64b-4b4d-b718-a4944d8387d6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="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="8ea3c160-9758-401b-9729-e86818fe0847" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="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="9516aa58-abbc-4907-9270-1d92e0c4afa9" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Auto_Fade" ChannelOffset="10" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <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="fe7b2da3-b37f-4fa5-a837-7b51f64be8fa" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Auto_Fade" ChannelOffset="11" Wheel="24" />
      <Attribute ID="Dim_Spd" ChannelOffset="12" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="28 DMX" Channels="28">
    <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="4d96a3f9-e152-482a-b311-34fcacd9cfe3" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" VirtualControl="Dimmer" />
        <Attribute ID="Green" Wheel="11" VirtualControl="Dimmer" />
        <Attribute ID="Blue" Wheel="12" VirtualControl="Dimmer" />
        <Attribute ID="White" Wheel="7" VirtualControl="Dimmer" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="30 DMX" Channels="30">
    <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="6f54cbd9-529e-4542-8166-4b805afbc439" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="7" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="29,30" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
      </Cell>
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        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
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        <AttributeLink SourceId="White" TargetId="White" />
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        <AttributeLink SourceId="White" TargetId="White" />
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      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="21" ModeLink="Cell" X="0" Y="5">
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        <AttributeLink SourceId="White" TargetId="White" />
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      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
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        <AttributeLink SourceId="White" TargetId="White" />
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  <Mode Name="32 DMX" Channels="32">
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    <Physical>
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      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="aadab717-e86d-4348-81a3-fd4fa12d81c4" />
    <Include />
    <Cells>
      <Master>
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        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="29" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Spd" ChannelOffset="32" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="30,31" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
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      <Lens Name="" Degrees="" />
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    <AtlaBase ModeID="ae9c279a-d3f0-4f4b-8d5f-393debaf98ad" />
    <Include />
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="7" />
        <Attribute ID="Shutter" ChannelOffset="29" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Auto" ChannelOffset="32" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="33" Wheel="23" />
        <Attribute ID="Auto_Fade" ChannelOffset="34" Wheel="24" />
        <Attribute ID="Dim_Spd" ChannelOffset="35" Wheel="25" />
        <Attribute ID="Master_Dimmer" ChannelOffset="30,31" Wheel="4" />
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        <AttributeLink SourceId="White" TargetId="White" />
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        <AttributeLink SourceId="White" TargetId="White" />
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        <AttributeLink SourceId="Red" TargetId="Red" />
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        <AttributeLink SourceId="Blue" TargetId="Blue" />
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  <Mode Name="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>
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      <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="7" VirtualControl="Dimmer" />
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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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    <Group Name="Shutter">
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      <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="6" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
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</Swatch>
  </swatchLibrary>
</Fixture>