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Integraled ILED-X1000 (Integraled_ILED-X1000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ILED-X1000" ShortName="ILED-X1000" Company="Integraled">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>8fb321b5-8432-4c65-8b25-864454f2c267</Thumbnail>
  <History Date="17-07-15" Author="Nic Morris" Comment="Created" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="06-08-16" Author="Nic Morris" Comment="Added missing Atlabase ID to 3 DMX mode." />
  <History Date="13-08-16" Author="Nic Morris" Comment="Added Atlabase ID's to 1 DMX, 3 PIX and 9 PIX modes." />
  <History Date="12-03-17" Author="Nic Morris" Comment="Created from Blizzard Lighting EM-Pulse" />
  <History Date="18-05-18" Author="Nic Morris" Comment="Revised Altabase ID's.  Added product thumbnail." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="266fb8cf-e5f0-4738-950c-bf53f67a14aa" />
  <Control>
    <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" 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="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </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="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="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="6~42" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="43~85" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random %.f%%',0~100" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="172~214" />
      <Function ID="7" Name="Spike" Display="'Spike'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Seg_1-3_Dim" Name="Seg 1-3 Dim" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Seg_4-6_Dim" Name="Seg 4-6 Dim" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Seg_7-9_Dim" Name="Seg 7-9 Dim" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Dimmer_1" Name="Dimmer 1" 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="Dimmer_2" Name="Dimmer 2" 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="Dimmer_3" Name="Dimmer 3" 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="Dimmer_4" Name="Dimmer 4" 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="Dimmer_5" Name="Dimmer 5" 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="Dimmer_6" Name="Dimmer 6" 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="Dimmer_7" Name="Dimmer 7" 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="Dimmer_8" Name="Dimmer 8" 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="Dimmer_9" Name="Dimmer 9" 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>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="UKILX1K1" 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="25738a36-1ee6-42e9-9daa-dc10b67d819c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Seg_1-3_Dim" ChannelOffset="2" Wheel="124" />
      <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Dimmer_1" ChannelOffset="8" Wheel="34" />
      <Attribute ID="Dimmer_2" ChannelOffset="9" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="10" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="11" Wheel="64" />
      <Attribute ID="Dimmer_5" ChannelOffset="12" Wheel="65" />
      <Attribute ID="Dimmer_6" ChannelOffset="13" Wheel="66" />
      <Attribute ID="Dimmer_7" ChannelOffset="14" Wheel="94" />
      <Attribute ID="Dimmer_8" ChannelOffset="15" Wheel="95" />
      <Attribute ID="Dimmer_9" ChannelOffset="16" Wheel="96" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Seg_1-3_Dim" ChannelOffset="2" Wheel="124" />
        <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
        <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="8" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="11" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="12" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="13" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="14" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="15" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="16" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <Import PearlRef="UKILX1K2" 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="a9619177-b1a2-4d81-bef5-68f252a8c96f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Seg_1-3_Dim" ChannelOffset="2" Wheel="124" />
      <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKILX1K3" 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="9aa8880b-9a6f-41c5-8d04-2d7c3b0aee73" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Seg_1-3_Dim" ChannelOffset="2" Wheel="124" />
      <Attribute ID="Seg_4-6_Dim" ChannelOffset="3" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="4" Wheel="126" />
      <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Duration" ChannelOffset="5" Wheel="6" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKILX1K4" 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="200846dd-79ae-4eaa-84c5-2582fb43610d" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKILX1K5" 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="f460e83f-4f7d-44b2-b00f-58cbbd868f64" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Duration" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKILX1K6" 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="b9d785a7-74b4-4fb2-ac8f-9f41c50c00c6" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="3 PIX" Channels="3">
    <Import PearlRef="UKILX1K7" 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="999408a3-79cc-4c43-91d1-623e75db6c05" />
    <Include>
      <Attribute ID="Seg_1-3_Dim" ChannelOffset="1" Wheel="124" />
      <Attribute ID="Seg_4-6_Dim" ChannelOffset="2" Wheel="125" />
      <Attribute ID="Seg_7-9_Dim" ChannelOffset="3" Wheel="126" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="9 PIX" Channels="9">
    <Import PearlRef="UKILX1K8" 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="6613bb94-beb1-404a-881a-2043da81d00a" />
    <Include>
      <Attribute ID="Dimmer_1" ChannelOffset="1" Wheel="34" />
      <Attribute ID="Dimmer_2" ChannelOffset="2" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="3" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="4" Wheel="64" />
      <Attribute ID="Dimmer_5" ChannelOffset="5" Wheel="65" />
      <Attribute ID="Dimmer_6" ChannelOffset="6" Wheel="66" />
      <Attribute ID="Dimmer_7" ChannelOffset="7" Wheel="94" />
      <Attribute ID="Dimmer_8" ChannelOffset="8" Wheel="95" />
      <Attribute ID="Dimmer_9" ChannelOffset="9" Wheel="96" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="9" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" 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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>