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ACME XYLOPHONE (ST 100) (ACME_XYLOPHONE (ST 100).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XYLOPHONE (ST 100)" ShortName="XYLOPHONE" Company="ACME" Version="1">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e5857303-b801-4dfc-a272-65780cd7b0d3</Thumbnail>
  <History Date="08-04-24" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="11-04-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="304d7779-840b-4fa1-aa21-6c1be9f5ca15" />
  <Control>
    <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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </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="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cool White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </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>
    <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="Effect 1" Display="'Effect 1'" Dmx="8~25" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="26~43" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="44~61" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="62~79" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="80~97" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="98~115" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="116~133" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="134~151" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="152~169" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="170~187" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="188~205" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="206~223" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="224~241" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="242~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed (no fade)" Display="'Speed (no fade) %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Speed (fade)" Display="'Speed (fade) %.1f%%',0.0~100.0" Dmx="128~255" />
    </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="Dim Linear" Display="'Dim Linear'" Dmx="30~39" />
      <Function ID="3" Name="Dim Square" Display="'Dim Square'" Dmx="40~49" />
      <Function ID="4" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="50~59" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="60~69" />
      <Function ID="6" Name="Dim Spd Fast" Display="'Dim Spd Fast'" Dmx="210~219" />
      <Function ID="7" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="220~229" />
    </Attribute>
    <Attribute ID="RGB_Master" Name="RGB Master" 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="White_Shutter" Name="White 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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
    <Attribute ID="RGB_Shutter" Name="RGB 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 %.1f%%',0.0~100.0" Dmx="16~131" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="240~247" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="140~181" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="190~231" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 35 DMX" Channels="35" Id="bb1c5b6b-7642-47af-962f-ff768534af77">
    <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="7d24b5b9-450a-4426-a2d5-e27a2f829e04" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White_Shutter" Wheel="6" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="WarmWhite" Wheel="40" />
        <Attribute ID="ColdWhite" Wheel="41" />
        <Attribute ID="RGB_Shutter" ChannelOffset="6" Wheel="34" />
        <Attribute ID="RGB_Master" ChannelOffset="7,8" Wheel="4" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Effect" ChannelOffset="33" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="34" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="35" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="White" ChannelOffset="1" ModeLink="White cell 2" X="3" Y="1">
        <AttributeLink SourceId="White_Shutter" TargetId="White_Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 1" ChannelOffset="9" ModeLink="RGB 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="Cell3" Name="RGB 2" ChannelOffset="12" ModeLink="RGB cell" X="2" 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="Cell4" Name="RGB 3" ChannelOffset="15" ModeLink="RGB cell" X="4" 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="Cell5" Name="RGB 4" ChannelOffset="18" ModeLink="RGB cell" X="6" 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="Cell6" Name="RGB 5" ChannelOffset="21" ModeLink="RGB 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="Cell7" Name="RGB 6" ChannelOffset="24" ModeLink="RGB cell" X="2" 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="Cell8" Name="RGB 7" ChannelOffset="27" ModeLink="RGB cell" X="4" 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="Cell9" Name="RGB 8" ChannelOffset="30" ModeLink="RGB cell" X="6" Y="2">
        <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="Mode 2, 14 DMX" Channels="14" Id="e15f4fc2-7a25-49a8-8328-f3014b1f08ab">
    <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="770f28e6-eec3-427d-9c8d-e63325abcc12" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="WarmWhite" Wheel="40" />
        <Attribute ID="ColdWhite" Wheel="41" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Effect" Wheel="22" />
        <Attribute ID="Effect_Spd" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="White" ChannelOffset="1" ModeLink="White cell 1" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="ColdWhite" TargetId="ColdWhite" />
      </Cell>
      <Cell ID="Cell2" Name="RGB" ChannelOffset="6" ModeLink="RGB cell (full)" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Effect" TargetId="Effect" />
        <AttributeLink SourceId="Effect_Spd" TargetId="Effect_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="White cell 1" Channels="5" Hidden="True" Id="a27ad8ad-96b2-4646-8513-214d5e5829b8">
    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="40" />
      <Attribute ID="ColdWhite" ChannelOffset="5" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="RGB cell (full)" Channels="8" Hidden="True" Id="de7875af-6367-4f56-a867-3e24127e21ba">
    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Effect_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="White cell 2" Channels="5" Hidden="True" Id="14dc8acf-f2c2-481f-8af7-b61a8b206307">
    <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="White_Shutter" ChannelOffset="1" Wheel="6" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="WarmWhite" ChannelOffset="4" Wheel="40" />
      <Attribute ID="ColdWhite" ChannelOffset="5" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="b14bef66-361f-471d-90fa-38c98591bf79">
    <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>
  <Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Fast">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:7" 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>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>