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Colorful Light QueenBeam (Colorful Light_QueenBeam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="QueenBeam" ShortName="QueenBeam" Company="Colorful Light" Version="5">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>e4140619-fd67-4f23-9c44-c892683b1d60</Thumbnail>
  <History Date="27-05-15" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="06-10-15" Author="Nic Morris" Comment="Created from Ayrton Nandobeam S3" Version="2" />
  <History Date="30-03-21" Author="Nic Morris" Comment="Created from PG LED Wash-Beam 19x15W (effectively identical.  poor documentation)" Version="3" />
  <History Date="30-03-21" Author="Nic Morris" Comment="Changed manufacturer name from Artfox to ArtFox" Version="4" />
  <History Date="12-12-22" Author="Nic Morris" Comment="Created from ArtFox Beam Wash 19E (effectively identical. note documentation provided is titled Beam Wash 19E and only has 20 and 28 channel modes but Capture also have 20, 16, 13 and 24 channel options)" Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="61a41500-b702-40c3-a68c-f8ce6b5c9ca6" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <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="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="225~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </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" Iris="0~0" Zoom="0~0" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="R" Display="'R'" Dmx="5~29" Colour="255,255,255" />
      <Function ID="3" Name="G" Display="'G'" Dmx="30~54" Colour="255,255,255" />
      <Function ID="4" Name="B" Display="'B'" Dmx="55~79" Colour="255,255,255" />
      <Function ID="5" Name="W" Display="'W'" Dmx="80~104" Colour="255,255,255" />
      <Function ID="6" Name="Rainbow 1" Display="'Rainbow 1'" Dmx="105~129" Colour="255,255,255" />
      <Function ID="7" Name="Rainbow 2" Display="'Rainbow 2'" Dmx="130~154" Colour="255,255,255" />
      <Function ID="8" Name="Rainbow 3" Display="'Rainbow 3'" Dmx="155~174" Colour="255,255,255" />
      <Function ID="9" Name="Rainbow 4" Display="'Rainbow 4'" Dmx="175~179" Colour="255,255,255" />
      <Function ID="10" Name="Rainbow 5" Display="'Rainbow 5'" Dmx="180~184" Colour="255,255,255" />
      <Function ID="11" Name="Rainbow 6" Display="'Rainbow 6'" Dmx="185~189" Colour="255,255,255" />
      <Function ID="12" Name="Rainbow 7" Display="'Rainbow 7'" Dmx="190~210" Colour="255,255,255" />
      <Function ID="13" Name="Scroll" Display="'Scroll %.f%%',0~100" Dmx="211~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="White1" Display="'White1'" Dmx="5~9" Colour="255,255,255" />
      <Function ID="3" Name="White2" Display="'White2'" Dmx="10~14" Colour="255,255,255" />
      <Function ID="4" Name="White3" Display="'White3'" Dmx="15~19" Colour="255,255,255" />
      <Function ID="5" Name="White4" Display="'White4'" Dmx="20~24" Colour="255,255,255" />
      <Function ID="6" Name="White5" Display="'White5'" Dmx="25~29" Colour="255,255,255" />
      <Function ID="7" Name="White6" Display="'White6'" Dmx="30~34" Colour="255,255,255" />
      <Function ID="8" Name="Red" Display="'Red'" Dmx="35~39" Colour="255,0,0" />
      <Function ID="9" Name="Green" Display="'Green'" Dmx="40~44" Colour="0,255,0" />
      <Function ID="10" Name="Blue" Display="'Blue'" Dmx="45~49" Colour="0,0,255" />
      <Function ID="11" Name="Natural White" Display="'Natural White'" Dmx="50~54" Colour="255,240,200" />
      <Function ID="12" Name="Full White" Display="'Full White'" Dmx="55~59" Colour="255,255,255" />
      <Function ID="13" Name="Yellow" Display="'Yellow'" Dmx="60~64" Colour="255,255,0" />
      <Function ID="14" Name="Magenta" Display="'Magenta'" Dmx="65~69" Colour="255,0,255" />
      <Function ID="15" Name="Cyan" Display="'Cyan'" Dmx="70~74" Colour="0,255,255" />
      <Function ID="16" Name="Salmon" Display="'Salmon'" Dmx="75~79" Colour="255,150,150" />
      <Function ID="17" Name="Turquoise" Display="'Turquoise'" Dmx="80~84" Colour="0,255,128" />
      <Function ID="18" Name="Light Green" Display="'Light Green'" Dmx="85~89" Colour="128,255,0" />
      <Function ID="19" Name="Steel Blue" Display="'Steel Blue'" Dmx="90~94" Colour="220,240,255" />
      <Function ID="20" Name="Orange" Display="'Orange'" Dmx="95~99" Colour="255,128,0" />
      <Function ID="21" Name="Straw" Display="'Straw'" Dmx="100~104" Colour="255,250,230" />
      <Function ID="22" Name="Pale Lavender" Display="'Pale Lavender'" Dmx="105~109" Colour="255,128,255" />
      <Function ID="23" Name="Pink" Display="'Pink'" Dmx="110~114" Colour="255,150,150" />
      <Function ID="24" Name="Red/ White" Display="'Red/ White'" Dmx="115~119" Colour="255,0,0" />
      <Function ID="25" Name="Green/ Red" Display="'Green/ Red'" Dmx="120~124" Colour="0,255,0" />
      <Function ID="26" Name="Blue/ Red" Display="'Blue/ Red'" Dmx="125~129" Colour="0,0,255" />
      <Function ID="27" Name="White/ Red" Display="'White/ Red'" Dmx="130~134" Colour="255,255,255" />
      <Function ID="28" Name="Green/ Pink" Display="'Green/ Pink'" Dmx="135~139" Colour="255,255,255" />
      <Function ID="29" Name="Red/ Tq" Display="'Red/ Tq'" Dmx="140~144" Colour="255,255,255" />
      <Function ID="30" Name="Red/ White/ Blue" Display="'Red/ White/ Blue'" Dmx="145~149" Colour="255,0,0" />
      <Function ID="31" Name="Reserved" Display="'Reserved'" Dmx="150~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Col_Preset_Dim" Name="Col Preset Dim" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="255~0" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Chase" Name="Chase" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Chase 1" Display="'Chase 1'" Dmx="15~30" />
      <Function ID="3" Name="Chase 2" Display="'Chase 2'" Dmx="31~46" />
      <Function ID="4" Name="Chase 3" Display="'Chase 3'" Dmx="47~62" />
      <Function ID="5" Name="Chase 4" Display="'Chase 4'" Dmx="63~78" />
      <Function ID="6" Name="Chase 5" Display="'Chase 5'" Dmx="79~94" />
      <Function ID="7" Name="Chase 6" Display="'Chase 6'" Dmx="95~110" />
      <Function ID="8" Name="Chase 7" Display="'Chase 7'" Dmx="111~126" />
      <Function ID="9" Name="Chase 8" Display="'Chase 8'" Dmx="127~142" />
      <Function ID="10" Name="Chase 9" Display="'Chase 9'" Dmx="143~158" />
      <Function ID="11" Name="Chase 10" Display="'Chase 10'" Dmx="159~174" />
      <Function ID="12" Name="Chase 11" Display="'Chase 11'" Dmx="175~190" />
      <Function ID="13" Name="Chase 12" Display="'Chase 12'" Dmx="191~206" />
      <Function ID="14" Name="Chase 13" Display="'Chase 13'" Dmx="207~222" />
      <Function ID="15" Name="Chase 14" Display="'Chase 14'" Dmx="223~238" />
      <Function ID="16" Name="Chase 15" Display="'Chase 15'" Dmx="239~255" />
    </Attribute>
    <Attribute ID="Chase_Spd" Name="Chase Spd" Description="" Group="E">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.1f%%',100.0~0.0" Dmx="255~131" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="126~130" />
      <Function ID="3" Name="REV" Display="'REV %.1f%%',0.0~100.0" Dmx="125~0" />
    </Attribute>
    <Attribute ID="Chase_Fade" Name="Chase Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" 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="80~99" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 20 DMX" Channels="20">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="13bd78d9-a285-4b53-aabb-a9e68e8cf23f" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Col_Preset_Dim" ChannelOffset="16" Wheel="6" />
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <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="Colour_Macro" ChannelOffset="14" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="15" Wheel="8" />
      <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
      <Attribute ID="Chase" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Chase_Spd" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Chase_Fade" ChannelOffset="19" Wheel="24" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="Zone, 28 DMX" Channels="28">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="ecd94aa0-4cee-4370-9d96-931d48078c67" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Dim_Mode" ChannelOffset="8" Wheel="26" />
        <Attribute ID="Zoom" ChannelOffset="9" Wheel="19" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Colour_Macro" ChannelOffset="22" Wheel="7" />
        <Attribute ID="Colour1" ChannelOffset="23" Wheel="8" />
        <Attribute ID="Col_Preset_Dim" ChannelOffset="24" Wheel="6" />
        <Attribute ID="Chase" ChannelOffset="25" Wheel="22" />
        <Attribute ID="Chase_Spd" ChannelOffset="26" Wheel="23" />
        <Attribute ID="Chase_Fade" ChannelOffset="27" Wheel="24" />
        <Attribute ID="Control" ChannelOffset="28" Wheel="28" />
        <Attribute ID="Master_Dimmer" ChannelOffset="7" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" 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="14" 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="18" 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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" 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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>