View Personality

Stairville CLB2.4 Compact LED PAR System (Stairville_CLB2.4 Compact LED PAR System.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CLB2.4 Compact LED PAR System" ShortName="CLB2.4" Company="Stairville">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>7b2e2e04-dbe0-4e9b-8a1a-c398ab5c4f92</Thumbnail>
  <History Date="09-01-16" Author="Nic Morris" Comment="Created" />
  <History Date="23-10-18" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail.  Added vdim to cells." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cd0dcfaf-9b0f-4311-9d3b-1f018cc7e976" />
  <Control>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Macro 1" Display="'Macro 1'" Dmx="0~0" Update="Colour_Macro" />
      <Function ID="2" Name="Macro 2" Display="'Macro 2'" Dmx="18~35" Update="Colour_Macro" />
      <Function ID="3" Name="Macro 3" Display="'Macro 3'" Dmx="36~53" Update="Colour_Macro" />
      <Function ID="4" Name="Macro 4" Display="'Macro 4'" Dmx="54~71" Update="Colour_Macro" />
      <Function ID="5" Name="Macro 5" Display="'Macro 5'" Dmx="72~89" Update="Colour_Macro" />
      <Function ID="6" Name="Macro 6" Display="'Macro 6'" Dmx="90~107" Update="Colour_Macro" />
      <Function ID="7" Name="Macro 7" Display="'Macro 7'" Dmx="108~125" Update="Colour_Macro" />
      <Function ID="8" Name="Macro 8" Display="'Macro 8'" Dmx="126~143" Update="Colour_Macro" />
      <Function ID="9" Name="Macro 9" Display="'Macro 9'" Dmx="144~161" Update="Colour_Macro" />
      <Function ID="10" Name="Macro 10" Display="'Macro 10'" Dmx="162~179" Update="Colour_Macro" />
      <Function ID="11" Name="Macro 11" Display="'Macro 11'" Dmx="180~197" Update="Colour_Macro" />
      <Function ID="12" Name="Macro 12" Display="'Macro 12'" Dmx="198~215" Update="Colour_Macro" />
      <Function ID="13" Name="Macro 13" Display="'Macro 13'" Dmx="216~233" Update="Colour_Macro" />
      <Function ID="14" Name="Macro 14" Display="'Macro 14'" Dmx="234~251" Update="Colour_Macro" />
      <Function ID="15" Name="Sound" Display="'Sound'" Dmx="252~255" Update="Colour_Macro" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Speed" ID="16" If="'Auto'>1&&'Auto'<15" />
      <Else ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15" />
      <Function ID="1" Name="Off" Display="'Off'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Cyan" Display="'Cyan'" Dmx="18~35" Colour="0,255,255" />
      <Function ID="3" Name="Purple" Display="'Purple'" Dmx="36~53" Colour="128,0,255" />
      <Function ID="4" Name="Pink" Display="'Pink'" Dmx="54~71" Colour="255,150,150" />
      <Function ID="5" Name="Orange" Display="'Orange'" Dmx="72~89" Colour="255,128,0" />
      <Function ID="6" Name="White" Display="'White'" Dmx="90~107" Colour="255,255,255" />
      <Function ID="7" Name="Light Red" Display="'Light Red'" Dmx="108~125" Colour="255,100,100" />
      <Function ID="8" Name="Light Green" Display="'Light Green'" Dmx="126~143" Colour="128,255,0" />
      <Function ID="9" Name="Light Blue" Display="'Light Blue'" Dmx="144~161" Colour="0,128,255" />
      <Function ID="10" Name="Yellow" Display="'Yellow'" Dmx="162~179" Colour="255,255,0" />
      <Function ID="11" Name="Warm White" Display="'Warm White'" Dmx="180~197" Colour="255,240,200" />
      <Function ID="12" Name="Red" Display="'Red'" Dmx="198~215" Colour="255,0,0" />
      <Function ID="13" Name="Green" Display="'Green'" Dmx="216~233" Colour="0,255,0" />
      <Function ID="14" Name="Blue" Display="'Blue'" Dmx="234~251" Colour="0,0,255" />
      <Function ID="15" Name="Amber" Display="'Amber'" Dmx="252~255" Colour="255,100,0" />
      <Function ID="16" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="S">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="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="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="Red1" Name="Red 1" 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="Green1" Name="Green 1" 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="Blue1" Name="Blue 1" 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="Red2" Name="Red 2" 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="Green2" Name="Green 2" 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="Blue2" Name="Blue 2" 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="Red3" Name="Red 3" 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="Green3" Name="Green 3" 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="Blue3" Name="Blue 3" 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="Red4" Name="Red 4" 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="Green4" Name="Green 4" 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="Blue4" Name="Blue 4" 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="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="2 DMX" Channels="2">
    <Import PearlRef="SVCLB241" 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="97d77064-8704-4dba-b2d0-a759fbf942ba" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="1" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="SVCLB242" 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="afb6fdf6-1ea7-4c9c-b6e7-51e3b3fbe434" />
    <Include>
      <Attribute ID="Dimmer" Wheel="1" />
      <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" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="SVCLB243" 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="bbf79a2e-7826-4853-97eb-f9095dfaa079" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="SVCLB244" 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="39d7f224-639b-4ba5-ae38-79868afe38aa" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Speed" ChannelOffset="6" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="SVCLB245" 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="fa9adba9-965c-4e21-b301-1350552c334c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Red1" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green1" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue1" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Red2" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Green2" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Blue2" ChannelOffset="7" Wheel="42" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <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="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="SVCLB246" 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="65663ae2-84fa-4282-af2f-d3ccbdf616c8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
      <Attribute ID="Red1" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green1" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue1" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Red2" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Green2" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Blue2" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Red3" ChannelOffset="8" Wheel="70" />
      <Attribute ID="Green3" ChannelOffset="9" Wheel="71" />
      <Attribute ID="Blue3" ChannelOffset="10" Wheel="72" />
      <Attribute ID="Red4" ChannelOffset="11" Wheel="100" />
      <Attribute ID="Green4" ChannelOffset="12" Wheel="101" />
      <Attribute ID="Blue4" ChannelOffset="13" Wheel="102" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Shutter" ChannelOffset="14" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <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="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="8" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="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>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True">
    <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>
    <Swatch id="7b2e2e04-dbe0-4e9b-8a1a-c398ab5c4f92">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</Swatch>
  </swatchLibrary>
</Fixture>