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Contest Architectural VPANEL-200RGBL (Contest Architectural_VPANEL-200RGBL.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VPANEL-200RGBL" ShortName="PNL200RGBL" Company="Contest Architectural" Version="5">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>993f1aae-f64f-4a7d-88fa-4d93ec3363de</Thumbnail>
  <History Date="15-01-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0ac6a1f0-c36e-4cc5-b657-9b3fc5c3a520" />
  <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="Lime" Name="Lime" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,255,100" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Col Mac Speed" ID="2" If="'Colour_Macro1'>25" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="7~13" Colour="0,0,0" />
      <Function ID="3" Name="Orange" Display="'Orange'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="4" Name="Yellow" Display="'Yellow'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="5" Name="Lemon Yellow" Display="'Lemon Yellow'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="6" Name="Green" Display="'Green'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="7" Name="Cyan" Display="'Cyan'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="8" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" Colour="0,0,0" />
      <Function ID="9" Name="Blue" Display="'Blue'" Dmx="56~62" Colour="0,0,0" />
      <Function ID="10" Name="Purple" Display="'Purple'" Dmx="63~69" Colour="0,0,0" />
      <Function ID="11" Name="Magenta" Display="'Magenta'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="12" Name="Pink" Display="'Pink'" Dmx="77~83" Colour="0,0,0" />
      <Function ID="13" Name="Light Red" Display="'Light Red'" Dmx="84~90" Colour="0,0,0" />
      <Function ID="14" Name="Orange Pastel" Display="'Orange Pastel'" Dmx="91~97" Colour="0,0,0" />
      <Function ID="15" Name="Light Yellow" Display="'Light Yellow'" Dmx="98~104" Colour="0,0,0" />
      <Function ID="16" Name="Light Lemon Yellow" Display="'Light Lemon Yellow'" Dmx="105~111" Colour="0,0,0" />
      <Function ID="17" Name="Light Green" Display="'Light Green'" Dmx="112~118" Colour="0,0,0" />
      <Function ID="18" Name="Light Blue" Display="'Light Blue'" Dmx="119~125" Colour="0,0,0" />
      <Function ID="19" Name="Light Purple" Display="'Light Purple'" Dmx="126~132" Colour="0,0,0" />
      <Function ID="20" Name="Light Magenta" Display="'Light Magenta'" Dmx="133~139" Colour="0,0,0" />
      <Function ID="21" Name="Light Pink" Display="'Light Pink'" Dmx="140~146" Colour="0,0,0" />
      <Function ID="22" Name="Salmon" Display="'Salmon'" Dmx="147~153" Colour="0,0,0" />
      <Function ID="23" Name="CCT 2700K" Display="'CCT 2700K'" Dmx="154~160" Colour="0,0,0" />
      <Function ID="24" Name="CCT 3000K" Display="'CCT 3000K'" Dmx="161~167" Colour="0,0,0" />
      <Function ID="25" Name="CCT 4000K" Display="'CCT 4000K'" Dmx="168~174" Colour="0,0,0" />
      <Function ID="26" Name="CCT 6200K" Display="'CCT 6200K'" Dmx="175~181" Colour="0,0,0" />
      <Function ID="27" Name="MACRO : From red to blue to red" Display="'MACRO : From red to blue to red'" Dmx="182~188" Colour="0,0,0" />
      <Function ID="28" Name="MACRO : From blue to green to blue" Display="'MACRO : From blue to green to blue'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="29" Name="MACRO : From green to blue to green" Display="'MACRO : From green to blue to green'" Dmx="196~202" Colour="0,0,0" />
      <Function ID="30" Name="MACRO : From light green to light blue" Display="'MACRO : From light green to light blue'" Dmx="203~209" Colour="0,0,0" />
      <Function ID="31" Name="MACRO : From orange to red to orange" Display="'MACRO : From orange to red to orange'" Dmx="210~216" Colour="0,0,0" />
      <Function ID="32" Name="MACRO : From red to pink to orange" Display="'MACRO : From red to pink to orange'" Dmx="217~223" Colour="0,0,0" />
      <Function ID="33" Name="MACRO : From pink to blue to pink" Display="'MACRO : From pink to blue to pink'" Dmx="224~230" Colour="0,0,0" />
      <Function ID="34" Name="MACRO : Cross-fading colors" Display="'MACRO : Cross-fading colors'" Dmx="231~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Col_Mac_Spd" Name="Col Mac Spd" Description="" Group="C">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour_Macro1" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~13" Update="Dimmer" Colour="0,0,0" />
      <Function ID="2" Name="Orange" Display="'Orange'" Dmx="14~20" Update="Dimmer" Colour="0,0,0" />
      <Function ID="3" Name="Yellow" Display="'Yellow'" Dmx="21~27" Update="Dimmer" Colour="0,0,0" />
      <Function ID="4" Name="Lemon Yellow" Display="'Lemon Yellow'" Dmx="28~34" Update="Dimmer" Colour="0,0,0" />
      <Function ID="5" Name="Green" Display="'Green'" Dmx="35~41" Update="Dimmer" Colour="0,0,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="42~48" Update="Dimmer" Colour="0,0,0" />
      <Function ID="7" Name="Light Blue" Display="'Light Blue'" Dmx="49~55" Update="Dimmer" Colour="0,0,0" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="56~62" Update="Dimmer" Colour="0,0,0" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="63~69" Update="Dimmer" Colour="0,0,0" />
      <Function ID="10" Name="Magenta" Display="'Magenta'" Dmx="70~76" Update="Dimmer" Colour="0,0,0" />
      <Function ID="11" Name="Pink" Display="'Pink'" Dmx="77~83" Update="Dimmer" Colour="0,0,0" />
      <Function ID="12" Name="Light Red" Display="'Light Red'" Dmx="84~90" Update="Dimmer" Colour="0,0,0" />
      <Function ID="13" Name="Orange Pastel" Display="'Orange Pastel'" Dmx="91~97" Update="Dimmer" Colour="0,0,0" />
      <Function ID="14" Name="Light Yellow" Display="'Light Yellow'" Dmx="98~104" Update="Dimmer" Colour="0,0,0" />
      <Function ID="15" Name="Light Lemon Yellow" Display="'Light Lemon Yellow'" Dmx="105~111" Update="Dimmer" Colour="0,0,0" />
      <Function ID="16" Name="Light Green" Display="'Light Green'" Dmx="112~118" Update="Dimmer" Colour="0,0,0" />
      <Function ID="17" Name="Light Blue" Display="'Light Blue'" Dmx="119~125" Update="Dimmer" Colour="0,0,0" />
      <Function ID="18" Name="Light Purple" Display="'Light Purple'" Dmx="126~132" Update="Dimmer" Colour="0,0,0" />
      <Function ID="19" Name="Light Magenta" Display="'Light Magenta'" Dmx="133~139" Update="Dimmer" Colour="0,0,0" />
      <Function ID="20" Name="Light Pink" Display="'Light Pink'" Dmx="140~146" Update="Dimmer" Colour="0,0,0" />
      <Function ID="21" Name="Salmon" Display="'Salmon'" Dmx="147~153" Update="Dimmer" Colour="0,0,0" />
      <Function ID="22" Name="CCT 2700K" Display="'CCT 2700K'" Dmx="154~160" Update="Dimmer" Colour="0,0,0" />
      <Function ID="23" Name="CCT 3000K" Display="'CCT 3000K'" Dmx="161~167" Update="Dimmer" Colour="0,0,0" />
      <Function ID="24" Name="CCT 4000K" Display="'CCT 4000K'" Dmx="168~174" Update="Dimmer" Colour="0,0,0" />
      <Function ID="25" Name="CCT 6200K" Display="'CCT 6200K'" Dmx="175~181" Update="Dimmer" Colour="0,0,0" />
      <Function ID="26" Name="MACRO : From red to blue to red" Display="'MACRO : From red to blue to red'" Dmx="182~188" Update="Dimmer" Colour="0,0,0" />
      <Function ID="27" Name="MACRO : From blue to green to blue" Display="'MACRO : From blue to green to blue'" Dmx="189~195" Update="Dimmer" Colour="0,0,0" />
      <Function ID="28" Name="MACRO : From green to blue to green" Display="'MACRO : From green to blue to green'" Dmx="196~202" Update="Dimmer" Colour="0,0,0" />
      <Function ID="29" Name="MACRO : From light green to light blue" Display="'MACRO : From light green to light blue'" Dmx="203~209" Update="Dimmer" Colour="0,0,0" />
      <Function ID="30" Name="MACRO : From orange to red to orange" Display="'MACRO : From orange to red to orange'" Dmx="210~216" Update="Dimmer" Colour="0,0,0" />
      <Function ID="31" Name="MACRO : From red to pink to orange" Display="'MACRO : From red to pink to orange'" Dmx="217~223" Update="Dimmer" Colour="0,0,0" />
      <Function ID="32" Name="MACRO : From pink to blue to pink" Display="'MACRO : From pink to blue to pink'" Dmx="224~230" Update="Dimmer" Colour="0,0,0" />
      <Function ID="33" Name="MACRO : Cross-fading colors" Display="'MACRO : Cross-fading colors'" Dmx="231~255" Update="Dimmer" Colour="0,0,0" />
    </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="2 DMX" Channels="2" Id="0094e61c-f605-4819-8f88-ec2276494e75">
    <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="8fb4a382-5d9a-4c99-9176-1690349f48fe" />
    <Include>
      <Attribute ID="Colour_Macro1" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="64d9fe5a-0d60-4e5d-9440-a5c15a71d861">
    <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="e15dce14-001c-4921-911c-9dd3adf1783b" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="0541b283-6b83-435d-88d8-684526f83329">
    <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="94cdfb7c-3e6b-4809-a143-d52d4b7eabf9" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="dde16d85-6c52-4a32-87b3-eab06f749a4b">
    <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="e694908d-2dfa-47cd-83f8-ff1d156cad31" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="a0b5f8fa-f97a-41a1-87e7-618e27bb1838">
    <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="5a3ba8b8-6bb8-4d7f-b768-8691bc72d5b7" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Col_Mac_Spd" ChannelOffset="8" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="dec5ba02-0695-41b1-88be-ba72c4f7d9bc">
    <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="4235fe51-d716-473a-97f7-735cad9a0d7c" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="7665d10d-78a2-4344-a476-8b6b3b0190cd">
    <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="bf1e451d-cc0b-4ac6-98ad-1ae4dd5eaa2b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="17" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="18" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="20 DMX" Channels="20" Id="901fbdfd-a1f8-47ac-9942-9733e251fd1d">
    <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="1cdf0b5f-d206-42aa-88a4-014e7a9bf15b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Lime" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="17" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="18" Wheel="5" />
        <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="7" />
        <Attribute ID="Col_Mac_Spd" ChannelOffset="20" Wheel="8" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="9" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Lime" TargetId="Lime" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True" Id="d1256cbc-8b90-4f98-be15-c25b072ccf3d">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>