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Space Lights ATLAS STROBE IP (Space Lights_ATLAS STROBE IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ATLAS STROBE IP" ShortName="AtlsStrbIP" Company="Space Lights" Version="2">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>6f9ee006-dd37-46a2-a06f-a6bbf8d7e922</Thumbnail>
  <History Date="13-11-24" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="16-11-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="81524516-9abb-4e7a-b897-746d1388e40e" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="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="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="Effect" Name="Effect" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Slow On/Off" Display="'Slow On/Off'" Dmx="5~50" />
      <Function ID="3" Name="Slow On/ Fast Off" Display="'Slow On/ Fast Off'" Dmx="51~100" />
      <Function ID="4" Name="Fast On/ Slow Off" Display="'Fast On/ Slow Off'" Dmx="101~150" />
      <Function ID="5" Name="Fast On/Off" Display="'Fast On/Off'" Dmx="151~200" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="201~250" />
      <Function ID="7" Name="Random" Display="'Random'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="RGB_FX" Name="RGB FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="RGB_FX_Spd" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="6~8" Update="RGB_FX_Spd" />
      <Function ID="3" Name="Breathing" Display="'Breathing'" Dmx="9~11" Update="RGB_FX_Spd" />
      <Function ID="4" Name="Jump Change" Display="'Jump Change'" Dmx="12~14" Update="RGB_FX_Spd" />
      <Function ID="5" Name="Gradient Change" Display="'Gradient Change'" Dmx="15~17" Update="RGB_FX_Spd" />
      <Function ID="6" Name="Pulse Change" Display="'Pulse Change'" Dmx="18~20" Update="RGB_FX_Spd" />
      <Function ID="7" Name="Auto 1" Display="'Auto 1'" Dmx="21~25" Update="RGB_FX_Spd" />
      <Function ID="8" Name="Auto 2" Display="'Auto 2'" Dmx="26~30" Update="RGB_FX_Spd" />
      <Function ID="9" Name="Auto 3" Display="'Auto 3'" Dmx="31~35" Update="RGB_FX_Spd" />
      <Function ID="10" Name="Auto 4" Display="'Auto 4'" Dmx="36~40" Update="RGB_FX_Spd" />
      <Function ID="11" Name="Auto 5" Display="'Auto 5'" Dmx="41~45" Update="RGB_FX_Spd" />
      <Function ID="12" Name="Auto 6" Display="'Auto 6'" Dmx="46~50" Update="RGB_FX_Spd" />
      <Function ID="13" Name="Auto 7" Display="'Auto 7'" Dmx="51~55" Update="RGB_FX_Spd" />
      <Function ID="14" Name="Auto 8" Display="'Auto 8'" Dmx="56~60" Update="RGB_FX_Spd" />
      <Function ID="15" Name="Auto 9" Display="'Auto 9'" Dmx="61~65" Update="RGB_FX_Spd" />
      <Function ID="16" Name="Auto 10" Display="'Auto 10'" Dmx="66~70" Update="RGB_FX_Spd" />
      <Function ID="17" Name="Auto 11" Display="'Auto 11'" Dmx="71~75" Update="RGB_FX_Spd" />
      <Function ID="18" Name="Auto 12" Display="'Auto 12'" Dmx="76~80" Update="RGB_FX_Spd" />
      <Function ID="19" Name="Auto 13" Display="'Auto 13'" Dmx="81~85" Update="RGB_FX_Spd" />
      <Function ID="20" Name="Auto 14" Display="'Auto 14'" Dmx="86~90" Update="RGB_FX_Spd" />
      <Function ID="21" Name="Auto 15" Display="'Auto 15'" Dmx="91~95" Update="RGB_FX_Spd" />
      <Function ID="22" Name="Auto 16" Display="'Auto 16'" Dmx="96~100" Update="RGB_FX_Spd" />
      <Function ID="23" Name="Auto 17" Display="'Auto 17'" Dmx="101~105" Update="RGB_FX_Spd" />
      <Function ID="24" Name="Auto 18" Display="'Auto 18'" Dmx="106~110" Update="RGB_FX_Spd" />
      <Function ID="25" Name="Auto 19" Display="'Auto 19'" Dmx="111~115" Update="RGB_FX_Spd" />
      <Function ID="26" Name="Auto 20" Display="'Auto 20'" Dmx="116~120" Update="RGB_FX_Spd" />
      <Function ID="27" Name="Auto 21" Display="'Auto 21'" Dmx="121~125" Update="RGB_FX_Spd" />
      <Function ID="28" Name="Auto 22" Display="'Auto 22'" Dmx="126~130" Update="RGB_FX_Spd" />
      <Function ID="29" Name="Auto 23" Display="'Auto 23'" Dmx="131~135" Update="RGB_FX_Spd" />
      <Function ID="30" Name="Auto 24" Display="'Auto 24'" Dmx="136~140" Update="RGB_FX_Spd" />
      <Function ID="31" Name="Auto 25" Display="'Auto 25'" Dmx="141~145" Update="RGB_FX_Spd" />
      <Function ID="32" Name="Auto 26" Display="'Auto 26'" Dmx="146~150" Update="RGB_FX_Spd" />
      <Function ID="33" Name="Auto 27" Display="'Auto 27'" Dmx="151~155" Update="RGB_FX_Spd" />
      <Function ID="34" Name="Auto 28" Display="'Auto 28'" Dmx="156~160" Update="RGB_FX_Spd" />
      <Function ID="35" Name="Auto 29" Display="'Auto 29'" Dmx="161~165" Update="RGB_FX_Spd" />
      <Function ID="36" Name="Auto 30" Display="'Auto 30'" Dmx="166~170" Update="RGB_FX_Spd" />
      <Function ID="37" Name="Auto 31" Display="'Auto 31'" Dmx="171~175" Update="RGB_FX_Spd" />
      <Function ID="38" Name="Auto 32" Display="'Auto 32'" Dmx="176~180" Update="RGB_FX_Spd" />
      <Function ID="39" Name="Auto 33" Display="'Auto 33'" Dmx="181~185" Update="RGB_FX_Spd" />
      <Function ID="40" Name="Auto 34" Display="'Auto 34'" Dmx="186~190" Update="RGB_FX_Spd" />
      <Function ID="41" Name="Auto 35" Display="'Auto 35'" Dmx="191~195" Update="RGB_FX_Spd" />
      <Function ID="42" Name="Auto 36" Display="'Auto 36'" Dmx="196~200" Update="RGB_FX_Spd" />
      <Function ID="43" Name="Auto 37" Display="'Auto 37'" Dmx="201~205" Update="RGB_FX_Spd" />
      <Function ID="44" Name="Auto 38" Display="'Auto 38'" Dmx="206~210" Update="RGB_FX_Spd" />
      <Function ID="45" Name="Auto 39" Display="'Auto 39'" Dmx="211~215" Update="RGB_FX_Spd" />
      <Function ID="46" Name="Auto 40" Display="'Auto 40'" Dmx="216~220" Update="RGB_FX_Spd" />
      <Function ID="47" Name="Auto 41" Display="'Auto 41'" Dmx="221~225" Update="RGB_FX_Spd" />
      <Function ID="48" Name="Auto 42" Display="'Auto 42'" Dmx="226~230" Update="RGB_FX_Spd" />
      <Function ID="49" Name="Auto 43" Display="'Auto 43'" Dmx="231~235" Update="RGB_FX_Spd" />
      <Function ID="50" Name="Auto 44" Display="'Auto 44'" Dmx="236~240" Update="RGB_FX_Spd" />
      <Function ID="51" Name="Auto 45" Display="'Auto 45'" Dmx="241~245" Update="RGB_FX_Spd" />
      <Function ID="52" Name="Auto 46" Display="'Auto 46'" Dmx="246~249" Update="RGB_FX_Spd" />
      <Function ID="53" Name="Sound 1" Display="'Sound 1'" Dmx="250~251" Update="RGB_FX_Spd" />
      <Function ID="54" Name="Sound 2" Display="'Sound 2'" Dmx="252~253" Update="RGB_FX_Spd" />
      <Function ID="55" Name="Sound 3" Display="'Sound 3'" Dmx="254~255" Update="RGB_FX_Spd" />
    </Attribute>
    <Attribute ID="RGB_FX_Spd" Name="RGB FX Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Static Col" ID="2" If="'RGB_FX'==2" />
      <Condition Name="Sensitivity" ID="3" If="'RGB_FX'>52" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="3" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Red" Display="'Red'" Dmx="29~56" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="57~85" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="86~113" Colour="0,0,255" />
      <Function ID="5" Name="Yellow" Display="'Yellow'" Dmx="114~142" Colour="255,255,0" />
      <Function ID="6" Name="Purple" Display="'Purple'" Dmx="143~170" Colour="128,0,255" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="171~199" Colour="0,255,255" />
      <Function ID="8" Name="White" Display="'White'" Dmx="200~227" Colour="255,255,255" />
      <Function ID="9" Name="User" Display="'User'" Dmx="228~255" Colour="255,255,255" />
    </Attribute>
    <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="BG_Red" Name="BG Red" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Green" Name="BG Green" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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="BG_Blue" Name="BG Blue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_FX" Name="White FX" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="6~10" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="11~15" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="16~20" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="21~25" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="26~30" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="31~35" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="36~40" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="41~45" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="46~50" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="51~55" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="56~60" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="61~65" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="66~70" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="71~75" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="76~80" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="81~85" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="86~90" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="91~95" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="96~100" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="101~105" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="106~110" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="111~115" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="116~120" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="121~125" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="126~130" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="131~135" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="136~140" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="141~145" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="146~150" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="151~155" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="156~160" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="161~165" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="166~170" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="171~175" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="176~180" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="181~185" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="186~190" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="191~195" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="196~200" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="201~205" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="206~210" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="211~215" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="216~220" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="221~225" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="226~230" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="231~235" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="236~240" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="241~245" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="246~250" />
      <Function ID="51" Name="Effect 50" Display="'Effect 50'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="White_FX_Spd" Name="White FX 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Basic, 19 DMX" Channels="19" Id="67670538-1bd3-4452-be1d-4fd29b47c2a8">
    <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="714632ea-1479-4650-8718-8e6ea9f57466" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Duration" Wheel="6" />
        <Attribute ID="Rate" Wheel="5" />
        <Attribute ID="Effect" Wheel="34" />
        <Attribute ID="RGB_FX" Wheel="22" />
        <Attribute ID="RGB_FX_Spd" Wheel="23" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="BG_Red" Wheel="70" />
        <Attribute ID="BG_Green" Wheel="71" />
        <Attribute ID="BG_Blue" Wheel="72" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_FX" Wheel="52" />
        <Attribute ID="White_FX_Spd" Wheel="53" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="2" ModeLink="RGB cell (full)" X="0" Y="0">
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Rate" TargetId="Rate" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="RGB_FX" TargetId="RGB_FX" />
        <AttributeLink SourceId="RGB_FX_Spd" TargetId="RGB_FX_Spd" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="BG_Red" TargetId="BG_Red" />
        <AttributeLink SourceId="BG_Green" TargetId="BG_Green" />
        <AttributeLink SourceId="BG_Blue" TargetId="BG_Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="14" ModeLink="White cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Duration" TargetId="Duration" />
        <AttributeLink SourceId="Rate" TargetId="Rate" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="White_FX" TargetId="White_FX" />
        <AttributeLink SourceId="White_FX_Spd" TargetId="White_FX_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="7947a2cc-41f5-4ee5-a478-e90a390dc3ec">
    <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="39d467ab-09f0-47bc-adee-89bd02131c0c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="1" ModeLink="RGB cell" X="0" 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="Cell2" Name="White" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="9bbc0aa8-caaf-4a2a-849c-c88bf475183a">
    <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="619647e3-ccb1-4c3c-962e-15d602d0e3c7" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Duration" ChannelOffset="2" Wheel="6" />
        <Attribute ID="Rate" ChannelOffset="3" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="4" Wheel="34" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB" ChannelOffset="5" ModeLink="RGB cell" X="0" 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="Cell2" Name="White" ChannelOffset="8" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="80 DMX" Channels="80" Id="f259c783-bb16-498f-a431-e732068f4730">
    <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="a8e2db47-fcc8-476d-9c7e-b99ffbfb87cf" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="1" ModeLink="RGB cell" X="0" 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="Cell2" Name="White 1" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="RGB 2" ChannelOffset="5" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="White 2" ChannelOffset="8" ModeLink="Dim cell" X="1" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 3" ChannelOffset="9" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
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      <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>
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</Swatch>
  </swatchLibrary>
</Fixture>