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V-Show B1240Z (V-Show_B1240Z.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="B1240Z" ShortName="B1240Z" Company="V-Show" Version="10">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>5eb93371-1827-47d5-933a-5401eb836841</Thumbnail>
  <History Date="09-12-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="14-12-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="15-04-22" Author="Nic Morris" Comment="Created from Vello LED Magic T12" Version="2" />
  <History Date="16-04-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <History Date="25-08-23" Author="Nic Morris" Comment="Created from XBlack Z12 (identical)" Version="4" />
  <History Date="01-11-23" Author="Nic Morris" Comment="Created from AVANGARDE LED 1240 Pixel Zoom Bar (effectively identical.  poor documentation)" Version="5" />
  <History Date="03-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="6" />
  <History Date="07-02-24" Author="Nic Morris" Comment="Created from Conic TBZ1240 M (effectively identical.  poor documentation)" Version="7" />
  <History Date="11-02-24" Author="Nic Morris" Comment="Revised shutter functions in line with documentation provided by customer.  There appear to be two versions of this online - one on vshowlight.com and another on vshowlights.com.  very strange." Version="9" />
  <History Date="11-02-24" Author="Nic Morris" Comment="Added Atlabase ID for 14 channel mode." Version="9" />
  <History Date="13-02-24" Author="Nic Morris" Comment="Changed 20 and 57 channel mode shutter to default at open." Version="10" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f652c362-e5a6-4a14-be51-b90ed54fb9ef" />
  <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 All" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom1" Name="Zoom 1" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom2" Name="Zoom 2" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <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="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="4~103" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="213~251" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="108~207" />
    </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="Effect" Name="Effect" 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 Colour Effect 1" Display="'Dynamic Colour Effect 1'" Dmx="191~193" />
      <Function ID="63" Name="Dynamic Colour Effect 2" Display="'Dynamic Colour Effect 2'" Dmx="194~196" />
      <Function ID="64" Name="Dynamic Colour Effect 3" Display="'Dynamic Colour Effect 3'" Dmx="197~199" />
      <Function ID="65" Name="Dynamic Colour Effect 4" Display="'Dynamic Colour Effect 4'" Dmx="200~202" />
      <Function ID="66" Name="Dynamic Colour Effect 5" Display="'Dynamic Colour Effect 5'" Dmx="203~205" />
      <Function ID="67" Name="Dynamic Colour Effect 6" Display="'Dynamic Colour Effect 6'" Dmx="206~208" />
      <Function ID="68" Name="Dynamic Colour Effect 7" Display="'Dynamic Colour Effect 7'" Dmx="209~211" />
      <Function ID="69" Name="Dynamic Colour Effect 8" Display="'Dynamic Colour Effect 8'" Dmx="212~214" />
      <Function ID="70" Name="Dynamic Colour Effect 9" Display="'Dynamic Colour Effect 9'" Dmx="215~217" />
      <Function ID="71" Name="Dynamic Colour Effect 10" Display="'Dynamic Colour Effect 10'" Dmx="218~220" />
      <Function ID="72" Name="Dynamic Colour Effect 11" Display="'Dynamic Colour Effect 11'" Dmx="221~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="LED_Mirror" Name="LED Mirror" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="L/R Mirroring" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Reset" Display="'Reset'" Dmx="101~120" />
    </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="9bee0cb3-8549-4dda-bdce-4406dcbe72d0">
    <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>
    <AtlaBase ModeID="76b48731-16b2-497b-8a28-cc1afa451e4e" />
    <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="20 DMX" Channels="20" Id="71379b83-d947-40e8-993f-ba3ae44a710f">
    <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>
    <AtlaBase ModeID="27d361f0-d049-442e-b0b4-34577c06d5bf" />
    <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="Zoom1" ChannelOffset="5" Wheel="20" />
      <Attribute ID="Zoom2" ChannelOffset="6" Wheel="21" />
      <Attribute ID="Dimmer" ChannelOffset="7,8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <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="Effect" ChannelOffset="14" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="15" Wheel="23" />
      <Attribute ID="LED_Mirror" ChannelOffset="16" Wheel="24" Name="LED Mirror" />
      <Attribute ID="FG_Colour" ChannelOffset="17" Wheel="7" />
      <Attribute ID="BG_Colour" ChannelOffset="18" Wheel="8" />
      <Attribute ID="BG_Col_Dimmer" ChannelOffset="19" Wheel="6" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="57 DMX" Channels="57" Id="b4ba0d78-9530-4c4d-883b-94b652f647a7">
    <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>
    <AtlaBase ModeID="4750069b-d4c1-44b5-af3d-3e74a340c25e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
        <Attribute ID="Tilt_Speed" ChannelOffset="3" Wheel="25" />
        <Attribute ID="Zoom1" ChannelOffset="4" Wheel="20" />
        <Attribute ID="Zoom2" ChannelOffset="5" Wheel="21" />
        <Attribute ID="Master_Dimmer" ChannelOffset="6,7" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="8" 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="57" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" 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="13" 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="17" 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="21" 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="25" 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="29" 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>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="33" ModeLink="Cell" X="0" Y="6">
        <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="Cell8" Name="Cell 8" ChannelOffset="37" ModeLink="Cell" X="0" Y="7">
        <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="Cell9" Name="Cell 9" ChannelOffset="41" ModeLink="Cell" X="0" Y="8">
        <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="Cell10" Name="Cell 10" ChannelOffset="45" ModeLink="Cell" X="0" Y="9">
        <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="Cell11" Name="Cell 11" ChannelOffset="49" ModeLink="Cell" X="0" Y="10">
        <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="Cell12" Name="Cell 12" ChannelOffset="53" ModeLink="Cell" X="0" Y="11">
        <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="4992c258-e4e1-4c0a-b665-ca0045e9b5ca">
    <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">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>