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Showtec Shark Scan One (Showtec_Shark Scan One.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Shark Scan One" ShortName="Shark Sc 1" Company="Showtec">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>0cbe7a4d-2550-4997-817d-cc04ca261310</Thumbnail>
  <History Date="07-10-17" Author="Nic Morris" Comment="Created" />
  <History Date="10-10-17" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="13-10-19" Author="Nic Morris" Comment="Created from Showtec Shark Spot One (charts contain numerous errors.  some ranges look questionable)" />
  <History Date="18-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="07-11-19" Author="Nic Morris" Comment="Created from Showtec Shark Barrel One" />
  <History Date="08-11-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="09160bf6-7865-4383-8e1c-707120a52c31" />
  <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="255~0" />
    </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" />
    </Attribute>
    <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="5~250" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" Highlight="1" Lowlight="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Split Gel" Display="'Split Gel'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" Highlight="2" Lowlight="9" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8,9" If="'Colour1Func'==1" />
      <Condition Name="Split" ID="10,11,12,13,14,15,16,17,18" If="'Colour1Func'==2" />
      <Condition Name="Scroll" ID="19,20,21,22" If="'Colour1Func'==3" />
      <Else ID="23" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Yellow" Display="'Yellow'" Dmx="13~20" WheelPosition="1" Colour="255,255,0" />
      <Function ID="3" Name="Pink" Display="'Pink'" Dmx="29~36" WheelPosition="2" Colour="255,150,150" />
      <Function ID="4" Name="Green" Display="'Green'" Dmx="45~52" WheelPosition="3" Colour="0,255,0" />
      <Function ID="5" Name="Red" Display="'Red'" Dmx="61~68" WheelPosition="4" Colour="255,0,0" />
      <Function ID="6" Name="Cyan" Display="'Cyan'" Dmx="77~84" WheelPosition="5" Colour="0,255,255" />
      <Function ID="7" Name="Light Green" Display="'Light Green'" Dmx="93~100" WheelPosition="6" Colour="128,255,0" />
      <Function ID="8" Name="Orange" Display="'Orange'" Dmx="109~116" WheelPosition="7" Colour="255,128,0" />
      <Function ID="9" Name="UV" Display="'UV'" Dmx="125~132" WheelPosition="8" Colour="180,0,255" />
      <Function ID="10" Name="Op/ Yel" Display="'Op/ Yel'" Dmx="5~12" WheelPosition="0" Colour="255,255,255" />
      <Function ID="11" Name="Yel/ Pk" Display="'Yel/ Pk'" Dmx="21~28" WheelPosition="1" Colour="255,255,0" />
      <Function ID="12" Name="Pk/ Grn" Display="'Pk/ Grn'" Dmx="37~44" WheelPosition="2" Colour="255,150,150" />
      <Function ID="13" Name="Grn/ Rd" Display="'Grn/ Rd'" Dmx="53~60" WheelPosition="3" Colour="0,255,0" />
      <Function ID="14" Name="Rd/ Cy" Display="'Rd/ Cy'" Dmx="69~76" WheelPosition="4" Colour="255,0,0" />
      <Function ID="15" Name="Cy/ L Grn" Display="'Cy/ L Grn'" Dmx="85~92" WheelPosition="5" Colour="0,255,255" />
      <Function ID="16" Name="L Grn/ Org" Display="'L Grn/ Org'" Dmx="101~108" WheelPosition="6" Colour="128,255,0" />
      <Function ID="17" Name="Org/ UV" Display="'Org/ UV'" Dmx="117~124" WheelPosition="7" Colour="255,128,0" />
      <Function ID="18" Name="Open" Display="'Open'" Dmx="133~139" WheelPosition="8" Colour="180,0,255" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="20" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="195~140" Colour="0,0,0" />
      <Function ID="21" Name="No Scroll" Display="'No Scroll'" Dmx="196~199" Colour="0,0,0" />
      <Function ID="22" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="255~200" Colour="0,0,0" />
      <Function ID="23" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Gobo1Func" Name="Gobo Func" Description="" Group="G" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Gobo1" />
      <Function ID="2" Name="Shake" Display="'Shake'" Dmx="0~0" Update="Gobo1" />
      <Function ID="3" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Gobo1" />
      <Function ID="4" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Gobo1" />
    </Attribute>
    <Attribute ID="Gobo1" Name="Gobo" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4,5,6,7,8" If="'Gobo1Func'==1" />
      <Condition Name="Shake" ID="9,10,11,12,13,14,15,16" If="'Gobo1Func'==2" />
      <Condition Name="Scroll" ID="17,18,19,20" If="'Gobo1Func'==3" />
      <Else ID="21" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>4b60cc11-c447-4d38-a1b6-6d7aa48c9a93</Swatch>
      </Function>
      <Function ID="2" Name="Gobo 1" Display="'Gobo 1'" Dmx="8~19" WheelPosition="1">
        <Swatch>36aaf137-a6ff-4bf4-96f9-511b6a9aa616</Swatch>
      </Function>
      <Function ID="3" Name="Gobo 2" Display="'Gobo 2'" Dmx="20~31" WheelPosition="2">
        <Swatch>3b7cdebc-0c23-4731-936c-cce90067a9c0</Swatch>
      </Function>
      <Function ID="4" Name="Gobo 3" Display="'Gobo 3'" Dmx="32~43" WheelPosition="3">
        <Swatch>fcc48b7d-224e-4217-8627-d6be24a95067</Swatch>
      </Function>
      <Function ID="5" Name="Gobo 4" Display="'Gobo 4'" Dmx="44~55" WheelPosition="4">
        <Swatch>cea5bb33-9bbd-4a67-b09c-278b2faf6747</Swatch>
      </Function>
      <Function ID="6" Name="Gobo 5" Display="'Gobo 5'" Dmx="56~67" WheelPosition="5">
        <Swatch>f7d2381f-f56b-438c-a17b-3794083b65a7</Swatch>
      </Function>
      <Function ID="7" Name="Gobo 6" Display="'Gobo 6'" Dmx="68~71" WheelPosition="6">
        <Swatch>f7ea7661-3b83-4fca-bbbf-6a5833276ae3</Swatch>
      </Function>
      <Function ID="8" Name="Gobo 7" Display="'Gobo 7'" Dmx="72~79" WheelPosition="7">
        <Swatch>5b07bfac-bbb8-4436-bc4e-87781c3fb191</Swatch>
      </Function>
      <Function ID="9" Name="Open" Display="'Open'" Dmx="0~0" WheelPosition="0">
        <Swatch>4b60cc11-c447-4d38-a1b6-6d7aa48c9a93</Swatch>
      </Function>
      <Function ID="10" Name="Gobo 1 Shake" Display="'Gobo 1 Shake  %.f%%',0~100" Dmx="80~88" WheelPosition="1">
        <Swatch>36aaf137-a6ff-4bf4-96f9-511b6a9aa616</Swatch>
      </Function>
      <Function ID="11" Name="Gobo 2 Shake" Display="'Gobo 2 Shake  %.f%%',0~100" Dmx="89~97" WheelPosition="2">
        <Swatch>3b7cdebc-0c23-4731-936c-cce90067a9c0</Swatch>
      </Function>
      <Function ID="12" Name="Gobo 3 Shake" Display="'Gobo 3 Shake  %.f%%',0~100" Dmx="98~106" WheelPosition="3">
        <Swatch>fcc48b7d-224e-4217-8627-d6be24a95067</Swatch>
      </Function>
      <Function ID="13" Name="Gobo 4 Shake" Display="'Gobo 4 Shake  %.f%%',0~100" Dmx="107~115" WheelPosition="4">
        <Swatch>cea5bb33-9bbd-4a67-b09c-278b2faf6747</Swatch>
      </Function>
      <Function ID="14" Name="Gobo 5 Shake" Display="'Gobo 5 Shake  %.f%%',0~100" Dmx="116~124" WheelPosition="5">
        <Swatch>f7d2381f-f56b-438c-a17b-3794083b65a7</Swatch>
      </Function>
      <Function ID="15" Name="Gobo 6 Shake" Display="'Gobo 6 Shake  %.f%%',0~100" Dmx="125~129" WheelPosition="6">
        <Swatch>f7ea7661-3b83-4fca-bbbf-6a5833276ae3</Swatch>
      </Function>
      <Function ID="16" Name="Gobo 7 Shake" Display="'Gobo 7 Shake  %.f%%',0~100" Dmx="130~133" WheelPosition="7">
        <Swatch>5b07bfac-bbb8-4436-bc4e-87781c3fb191</Swatch>
      </Function>
      <Function ID="17" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="18" Name="Scroll CW" Display="'Scroll CW %.f%%',100~0" Dmx="134~194" />
      <Function ID="19" Name="No Scroll" Display="'No Scroll'" Dmx="0~0" />
      <Function ID="20" Name="Scroll CCW" Display="'Scroll CCW %.f%%',0~100" Dmx="195~255" />
      <Function ID="21" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Gobo1Rot" Name="Gobo Rot" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="10~129" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~134" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="135~255" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Prism" Name="Prism" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Prism" Display="'Prism'" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="11~20" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="21~40" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="41~50" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="51~70" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="71~80" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="81~100" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="101~110" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="111~130" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="131~150" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="151~160" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="161~170" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="171~180" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="181~255" />
    </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="P/T Macro 1" Display="'P/T Macro 1'" Dmx="11~20" />
      <Function ID="3" Name="P/T Macro 2" Display="'P/T Macro 2'" Dmx="21~40" />
      <Function ID="4" Name="P/T Macro 3" Display="'P/T Macro 3'" Dmx="41~50" />
      <Function ID="5" Name="P/T Macro 4" Display="'P/T Macro 4'" Dmx="51~70" />
      <Function ID="6" Name="P/T Macro 5" Display="'P/T Macro 5'" Dmx="71~80" />
      <Function ID="7" Name="P/T Macro 6" Display="'P/T Macro 6'" Dmx="81~90" />
      <Function ID="8" Name="Sound" Display="'Sound %.1f%%',0.0~100.0" Dmx="91~230" />
      <Function ID="9" Name="Reset" Display="'Reset'" Dmx="231~240" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="160" TiltMax="50" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="4bccac87-dea3-4031-94d8-82344669711e" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Focus" ChannelOffset="6" Wheel="20" />
      <Attribute ID="Program" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Mirror" PanMax="160" TiltMax="50" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="3a6d6912-6852-4e84-99f9-c45225f03eaf" />
    <Include>
      <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="Dimmer" ChannelOffset="6" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="8" Wheel="8" />
      <Attribute ID="Gobo1Func" Wheel="13" />
      <Attribute ID="Gobo1" ChannelOffset="9" Wheel="14" />
      <Attribute ID="Gobo1Rot" ChannelOffset="10" Wheel="15" />
      <Attribute ID="Focus" ChannelOffset="11" Wheel="20" />
      <Attribute ID="Prism" ChannelOffset="12" Wheel="22" />
      <Attribute ID="Program" ChannelOffset="13" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="3" Name="Orange" Number="3" Page="1" SetControl="Colour1:8,Colour1Func:1" />
      <Palette ID="4" Name="Yellow" Number="4" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="5" Name="Light Green" Number="0" Page="1" SetControl="Colour1:7,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="9" Name="Cyan" Number="0" Page="1" SetControl="Colour1:6,Colour1Func:1" />
      <Palette ID="10" Name="UV" Number="7" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="11" Name="UV" Number="9" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="12" Name="UV" Number="10" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:5,Colour1Func:1" />
      <Palette ID="14" Name="UV" Number="8" Page="1" SetControl="Colour1:9,Colour1Func:1" />
      <Palette ID="15" Name="UV" Number="0" Page="1" SetControl="Colour1:9,Colour1Func:1" />
    </Group>
    <Group Name="Gobo">
      <Palette ID="1" Name="Open" Number="11" Page="1" SetControl="Gobo1:1,Gobo1Func:1" />
      <Palette ID="2" Name="Gobo 1" Number="12" Page="1" SetControl="Gobo1:2,Gobo1Func:1" />
      <Palette ID="3" Name="Gobo 2" Number="13" Page="1" SetControl="Gobo1:3,Gobo1Func:1" />
      <Palette ID="4" Name="Gobo 3" Number="14" Page="1" SetControl="Gobo1:4,Gobo1Func:1" />
      <Palette ID="5" Name="Gobo 4" Number="15" Page="1" SetControl="Gobo1:5,Gobo1Func:1" />
      <Palette ID="6" Name="Gobo 5" Number="16" Page="1" SetControl="Gobo1:6,Gobo1Func:1" />
      <Palette ID="7" Name="Gobo 6" Number="17" Page="1" SetControl="Gobo1:7,Gobo1Func:1" />
      <Palette ID="8" Name="Gobo 7" Number="18" Page="1" SetControl="Gobo1:8,Gobo1Func:1" />
    </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="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="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
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</Swatch>
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</Swatch>
  </swatchLibrary>
</Fixture>