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Weywin Pix-3X (Weywin_Pix-3X.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pix-3X" ShortName="Pix-3X" Company="Weywin" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>fa8f835d-05f3-4df2-8cc5-f0eea7360185</Thumbnail>
  <History Date="21-11-23" Author="Nic Morris" Comment="Created (very poor documentation.  vague.  titled 'Retro-creen' and there is no brand)" Version="0" />
  <History Date="24-11-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="24-04-25" Author="Nic Morris" Comment="Created from Space Lights SL 3PIX LINEAR (identical.  same hopeless documentation)" Version="2" />
  <History Date="26-04-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f4394d1a-5d5c-4e3d-b912-50a57ee5ea03" />
  <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="Amber_Master" Name="Amber Master" 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>
    <Attribute ID="Amber_Shutter" Name="Amber 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 %.f%%',0~100" Dmx="4~50" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="51~100" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="101~150" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="Amber_Macro" Name="Amber 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'" Dmx="6~23" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="24~46" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="47~69" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="70~92" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="93~115" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="116~138" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="139~161" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="162~184" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="185~207" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="208~230" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="231~255" />
    </Attribute>
    <Attribute ID="Amber_Mac_Spd" Name="Amber Mac 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="RGB_User_Col" Name="RGB User Col" 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="RGB_Master" Name="RGB Master" 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>
    <Attribute ID="RGB_Shutter" Name="RGB 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 %.f%%',0~100" Dmx="4~50" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="51~100" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="101~150" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="151~200" />
      <Function ID="6" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="201~255" />
    </Attribute>
    <Attribute ID="RGB_Macro" Name="RGB 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'" Dmx="6~12" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="13~24" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="25~36" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="37~48" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="49~60" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="61~72" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="73~84" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~96" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="97~108" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="109~120" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="121~132" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="133~144" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="145~156" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="157~168" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="169~180" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="181~192" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="193~204" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="205~216" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="217~228" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="229~240" />
      <Function ID="22" Name="Macro 21" Display="'Macro 21'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="RGB_Mac_Spd" Name="RGB Mac 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="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro_Fade" Name="Macro Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Light_Invert" Name="Light Invert" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" />
      <Function ID="2" Name="On" Display="'On'" Dmx="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>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="d9e05885-e72c-4fa3-97e7-d7875924f00d">
    <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="1f9ec907-ac80-475f-b7fe-16b29b114939" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Amber_Master" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Amber_Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Amber_Macro" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Amber_Mac_Spd" ChannelOffset="7" Wheel="24" />
        <Attribute ID="RGB_User_Col" Wheel="7" />
        <Attribute ID="RGB_Shutter" Wheel="34" />
        <Attribute ID="RGB_Macro" Wheel="52" />
        <Attribute ID="RGB_Mac_Spd" Wheel="53" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Macro_Fade" ChannelOffset="14" Wheel="54" />
        <Attribute ID="Light_Invert" ChannelOffset="15" Wheel="26" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB" ChannelOffset="8" ModeLink="RGB cell (full)" X="0" Y="3">
        <AttributeLink SourceId="RGB_User_Col" TargetId="RGB_User_Col" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="RGB_Shutter" TargetId="RGB_Shutter" />
        <AttributeLink SourceId="RGB_Macro" TargetId="RGB_Macro" />
        <AttributeLink SourceId="RGB_Mac_Spd" TargetId="RGB_Mac_Spd" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="33 DMX" Channels="33" Id="2815f602-4fe2-4b3f-bfed-8dfc01baf6d5">
    <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="0d2c37a8-8697-461f-89ff-421b4bc4716d" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Amber_Master" ChannelOffset="4" Wheel="4" />
        <Attribute ID="Amber_Shutter" ChannelOffset="5" Wheel="5" />
        <Attribute ID="Amber_Macro" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Amber_Mac_Spd" ChannelOffset="7" Wheel="24" />
        <Attribute ID="RGB_User_Col" ChannelOffset="8" Wheel="7" />
        <Attribute ID="RGB_Master" ChannelOffset="9" Wheel="6" />
        <Attribute ID="RGB_Shutter" ChannelOffset="10" Wheel="34" />
        <Attribute ID="RGB_Macro" ChannelOffset="11" Wheel="52" />
        <Attribute ID="RGB_Mac_Spd" ChannelOffset="12" Wheel="53" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
        <Attribute ID="Macro_Fade" ChannelOffset="14" Wheel="54" />
        <Attribute ID="Light_Invert" ChannelOffset="15" Wheel="26" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 1" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 2" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 3" ChannelOffset="22" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 4" ChannelOffset="25" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 5" ChannelOffset="28" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 6" ChannelOffset="31" ModeLink="RGB cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="0b879a79-209d-4abe-8aac-daf8b9cd1435">
    <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="7e38f275-938c-48cd-9296-7a9365eb0825" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
      </Master>
      <Cell ID="Cell1" Name="Amber 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Amber 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Amber 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="RGB 1" ChannelOffset="4" ModeLink="RGB cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="RGB 2" ChannelOffset="7" ModeLink="RGB cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="RGB 3" ChannelOffset="10" ModeLink="RGB cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="RGB 4" ChannelOffset="13" ModeLink="RGB cell" X="0" Y="6">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="RGB 5" ChannelOffset="16" ModeLink="RGB cell" X="0" Y="7">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 6" ChannelOffset="19" ModeLink="RGB cell" X="0" Y="8">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="2aa63063-cc04-40a9-ae02-0477644bbbd7">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell (full)" Channels="8" Hidden="True" Id="098a28f1-c369-4ed2-ad5f-d6b99b643ce3">
    <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="RGB_User_Col" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="RGB_Shutter" ChannelOffset="3" Wheel="34" />
      <Attribute ID="RGB_Macro" ChannelOffset="4" Wheel="52" />
      <Attribute ID="RGB_Mac_Spd" ChannelOffset="5" Wheel="53" />
      <Attribute ID="Red" ChannelOffset="9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="11" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="d6ac73dc-ba83-4f3f-b9d4-66976b3d49a9">
    <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="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>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>