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Unknown LED Pixel Zoom Bar (Unknown) (Unknown_LED Pixel Zoom Bar.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Pixel Zoom Bar" ShortName="PixZoomBar" Company="Unknown" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <History Date="16-05-23" Author="Nic Morris" Comment="Created (hopeless documentation.  dynamic effect ranges don't make sense.  32 channel mode has the wrong number of pixels.  made best guess)" Version="0" />
  <History Date="18-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="17-10-23" Author="Nic Morris" Comment="Created from Uplus Lighting MH 6x40 Pixel Bar" Version="2" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt_Speed" Name="Tilt Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="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="Shutter" Name="Shutter" 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 %.1f%%',0.0~100.0" Dmx="5~200" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="206~255" />
    </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="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="FX" Name="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="Static Effect 1" Display="'Static Effect 1'" Dmx="11~13" />
      <Function ID="3" Name="Static Effect 2" Display="'Static Effect 2'" Dmx="14~16" />
      <Function ID="4" Name="Static Effect 3" Display="'Static Effect 3'" Dmx="17~19" />
      <Function ID="5" Name="Static Effect 4" Display="'Static Effect 4'" Dmx="20~22" />
      <Function ID="6" Name="Static Effect 5" Display="'Static Effect 5'" Dmx="23~25" />
      <Function ID="7" Name="Static Effect 6" Display="'Static Effect 6'" Dmx="26~28" />
      <Function ID="8" Name="Static Effect 7" Display="'Static Effect 7'" Dmx="29~31" />
      <Function ID="9" Name="Static Effect 8" Display="'Static Effect 8'" Dmx="32~34" />
      <Function ID="10" Name="Static Effect 9" Display="'Static Effect 9'" Dmx="35~37" />
      <Function ID="11" Name="Static Effect 10" Display="'Static Effect 10'" Dmx="38~40" />
      <Function ID="12" Name="Static Effect 11" Display="'Static Effect 11'" Dmx="41~43" />
      <Function ID="13" Name="Static Effect 12" Display="'Static Effect 12'" Dmx="44~46" />
      <Function ID="14" Name="Static Effect 13" Display="'Static Effect 13'" Dmx="47~49" />
      <Function ID="15" Name="Static Effect 14" Display="'Static Effect 14'" Dmx="50~52" />
      <Function ID="16" Name="Static Effect 15" Display="'Static Effect 15'" Dmx="53~55" />
      <Function ID="17" Name="Static Effect 16" Display="'Static Effect 16'" Dmx="56~58" />
      <Function ID="18" Name="Static Effect 17" Display="'Static Effect 17'" Dmx="59~61" />
      <Function ID="19" Name="Static Effect 18" Display="'Static Effect 18'" Dmx="62~64" />
      <Function ID="20" Name="Static Effect 19" Display="'Static Effect 19'" Dmx="65~67" />
      <Function ID="21" Name="Static Effect 20" Display="'Static Effect 20'" Dmx="68~70" />
      <Function ID="22" Name="Dynamic Effect 1" Display="'Dynamic Effect 1'" Dmx="71~73" />
      <Function ID="23" Name="Dynamic Effect 2" Display="'Dynamic Effect 2'" Dmx="74~76" />
      <Function ID="24" Name="Dynamic Effect 3" Display="'Dynamic Effect 3'" Dmx="77~79" />
      <Function ID="25" Name="Dynamic Effect 4" Display="'Dynamic Effect 4'" Dmx="80~82" />
      <Function ID="26" Name="Dynamic Effect 5" Display="'Dynamic Effect 5'" Dmx="83~85" />
      <Function ID="27" Name="Dynamic Effect 6" Display="'Dynamic Effect 6'" Dmx="86~88" />
      <Function ID="28" Name="Dynamic Effect 7" Display="'Dynamic Effect 7'" Dmx="89~91" />
      <Function ID="29" Name="Dynamic Effect 8" Display="'Dynamic Effect 8'" Dmx="92~94" />
      <Function ID="30" Name="Dynamic Effect 9" Display="'Dynamic Effect 9'" Dmx="95~97" />
      <Function ID="31" Name="Dynamic Effect 10" Display="'Dynamic Effect 10'" Dmx="98~100" />
      <Function ID="32" Name="Dynamic Effect 11" Display="'Dynamic Effect 11'" Dmx="101~103" />
      <Function ID="33" Name="Dynamic Effect 12" Display="'Dynamic Effect 12'" Dmx="104~106" />
      <Function ID="34" Name="Dynamic Effect 13" Display="'Dynamic Effect 13'" Dmx="107~109" />
      <Function ID="35" Name="Dynamic Effect 14" Display="'Dynamic Effect 14'" Dmx="110~112" />
      <Function ID="36" Name="Dynamic Effect 15" Display="'Dynamic Effect 15'" Dmx="113~115" />
      <Function ID="37" Name="Dynamic Effect 16" Display="'Dynamic Effect 16'" Dmx="116~118" />
      <Function ID="38" Name="Dynamic Effect 17" Display="'Dynamic Effect 17'" Dmx="119~121" />
      <Function ID="39" Name="Dynamic Effect 18" Display="'Dynamic Effect 18'" Dmx="122~124" />
      <Function ID="40" Name="Dynamic Effect 19" Display="'Dynamic Effect 19'" Dmx="125~127" />
      <Function ID="41" Name="Dynamic Effect 20" Display="'Dynamic Effect 20'" Dmx="128~130" />
      <Function ID="42" Name="Dynamic Effect 21" Display="'Dynamic Effect 21'" Dmx="131~133" />
      <Function ID="43" Name="Dynamic Effect 22" Display="'Dynamic Effect 22'" Dmx="134~136" />
      <Function ID="44" Name="Dynamic Effect 23" Display="'Dynamic Effect 23'" Dmx="137~139" />
      <Function ID="45" Name="Dynamic Effect 24" Display="'Dynamic Effect 24'" Dmx="140~142" />
      <Function ID="46" Name="Dynamic Effect 25" Display="'Dynamic Effect 25'" Dmx="143~145" />
      <Function ID="47" Name="Dynamic Effect 26" Display="'Dynamic Effect 26'" Dmx="146~148" />
      <Function ID="48" Name="Dynamic Effect 27" Display="'Dynamic Effect 27'" Dmx="149~151" />
      <Function ID="49" Name="Dynamic Effect 28" Display="'Dynamic Effect 28'" Dmx="152~154" />
      <Function ID="50" Name="Dynamic Effect 29" Display="'Dynamic Effect 29'" Dmx="155~157" />
      <Function ID="51" Name="Dynamic Effect 30" Display="'Dynamic Effect 30'" Dmx="158~160" />
      <Function ID="52" Name="Dynamic Effect 31" Display="'Dynamic Effect 31'" Dmx="161~163" />
      <Function ID="53" Name="Dynamic Effect 32" Display="'Dynamic Effect 32'" Dmx="164~166" />
      <Function ID="54" Name="Dynamic Effect 33" Display="'Dynamic Effect 33'" Dmx="167~169" />
      <Function ID="55" Name="Dynamic Effect 34" Display="'Dynamic Effect 34'" Dmx="170~172" />
      <Function ID="56" Name="Dynamic Effect 35" Display="'Dynamic Effect 35'" Dmx="173~175" />
      <Function ID="57" Name="Dynamic Effect 36" Display="'Dynamic Effect 36'" Dmx="176~178" />
      <Function ID="58" Name="Dynamic Effect 37" Display="'Dynamic Effect 37'" Dmx="179~181" />
      <Function ID="59" Name="Dynamic Effect 38" Display="'Dynamic Effect 38'" Dmx="182~184" />
      <Function ID="60" Name="Dynamic Effect 39" Display="'Dynamic Effect 39'" Dmx="185~187" />
      <Function ID="61" Name="Dynamic Effect 40" Display="'Dynamic Effect 40'" Dmx="188~190" />
      <Function ID="62" Name="Dynamic Col Effect 1" Display="'Dynamic Col Effect 1'" Dmx="191~193" />
      <Function ID="63" Name="Dynamic Col Effect 2" Display="'Dynamic Col Effect 2'" Dmx="194~196" />
      <Function ID="64" Name="Dynamic Col Effect 3" Display="'Dynamic Col Effect 3'" Dmx="197~199" />
      <Function ID="65" Name="Dynamic Col Effect 4" Display="'Dynamic Col Effect 4'" Dmx="200~202" />
      <Function ID="66" Name="Dynamic Col Effect 5" Display="'Dynamic Col Effect 5'" Dmx="203~205" />
      <Function ID="67" Name="Dynamic Col Effect 6" Display="'Dynamic Col Effect 6'" Dmx="206~208" />
      <Function ID="68" Name="Dynamic Col Effect 7" Display="'Dynamic Col Effect 7'" Dmx="209~211" />
      <Function ID="69" Name="Dynamic Col Effect 8" Display="'Dynamic Col Effect 8'" Dmx="212~214" />
      <Function ID="70" Name="Dynamic Col Effect 9" Display="'Dynamic Col Effect 9'" Dmx="215~217" />
      <Function ID="71" Name="Dynamic Col Effect 10" Display="'Dynamic Col Effect 10'" Dmx="218~220" />
      <Function ID="72" Name="Dynamic Col Effect 11" Display="'Dynamic Col Effect 11'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="FX_Spd" Name="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="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="FWD" Display="'FWD'" Dmx="0~0" />
      <Function ID="2" Name="REV" Display="'REV'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="FG_Colour" Name="FG Colour" 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="BG_Colour" Name="BG Colour" 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="BG_Col_Dimmer" Name="BG Col Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Move in Dark On" Display="'Move in Dark On'" Dmx="61~80" />
      <Function ID="3" Name="Move in Dark Off" Display="'Move in Dark Off'" Dmx="81~100" />
      <Function ID="4" Name="Reset All" Display="'Reset All'" Dmx="101~120" />
      <Function ID="5" Name="Reset Tilt" Display="'Reset Tilt'" Dmx="121~140" />
      <Function ID="6" Name="Reset Zoom" Display="'Reset Zoom'" Dmx="141~160" />
      <Function ID="7" Name="Dim Smooth" Display="'Dim Smooth'" Dmx="161~180" />
      <Function ID="8" Name="Dim Fast" Display="'Dim Fast'" Dmx="181~200" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Shutter1" 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="Macro" Name="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 %.f%%',0~100" Dmx="9~38" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2 %.f%%',0~100" Dmx="39~68" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3 %.f%%',0~100" Dmx="69~98" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4 %.f%%',0~100" Dmx="99~128" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5 %.f%%',0~100" Dmx="129~158" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6 %.f%%',0~100" Dmx="159~187" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7 %.f%%',0~100" Dmx="188~255" />
    </Attribute>
  </Control>
  <Mode Name="14 DMX" Channels="14" Id="26a5055d-c9dc-45d3-9e94-fcbbc04e7434">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="4,5" Wheel="1" />
      <Attribute ID="Shutter1" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="7" Wheel="52" />
      <Attribute ID="FG_Colour" ChannelOffset="8" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Red" ChannelOffset="10" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12" Wheel="12" />
      <Attribute ID="White" ChannelOffset="13" Wheel="40" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="c34d8d08-2304-4327-8d83-59d4b127a3b5">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="5,6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="8" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="9" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="10" Wheel="12" />
      <Attribute ID="White" ChannelOffset="11" Wheel="40" />
      <Attribute ID="FX" ChannelOffset="12" Wheel="22" />
      <Attribute ID="FX_Spd" ChannelOffset="13" Wheel="23" />
      <Attribute ID="FX_Direction" ChannelOffset="14" Wheel="24" />
      <Attribute ID="FG_Colour" ChannelOffset="15" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="16" Wheel="8" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="17" Wheel="6" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="f5b71692-7cbd-467b-890f-7528b3467a88">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
        <Attribute ID="Master_Dimmer" ChannelOffset="5,6" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <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" />
        <Attribute ID="Control" ChannelOffset="32" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="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="12" ModeLink="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="16" ModeLink="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>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="20" ModeLink="Cell" X="0" Y="3">
        <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="Cell5" Name="Cell 5" ChannelOffset="24" ModeLink="Cell" X="0" Y="4">
        <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="Cell6" Name="Cell 6" ChannelOffset="28" ModeLink="Cell" X="0" Y="5">
        <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="Cell" Channels="4" Hidden="True" Id="7742fb4c-5a75-4196-9738-67de07ef47c7">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset All">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Tilt">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Reset Zoom">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Smooth">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Fast">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Move in Dark Off">
      <Set Channel="Control:3" 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:1" />
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</Swatch>
  </swatchLibrary>
</Fixture>