View Personality

Elan SAGITTA-12 (Elan_SAGITTA-12.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SAGITTA-12" ShortName="SAGITTA-12" Company="Elan" Version="0">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>8367caf2-b46d-4fb5-b571-c770b1ff30ea</Thumbnail>
  <History Date="16-10-24" Author="Nic Morris" Comment="Created (awful documentation.  difficult to read or make any sense of)" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <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 %.f%%',0~100" Dmx="190~220" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="221~251" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="4~34" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="35~65" />
      <Function ID="7" Name="Op Pls+Burst" Display="'Op Pls+Burst %.f%%',0~100" Dmx="66~96" />
      <Function ID="8" Name="Cl Pls+Burst" Display="'Cl Pls+Burst %.f%%',0~100" Dmx="97~127" />
      <Function ID="9" Name="Square Wave" Display="'Square Wave %.f%%',0~100" Dmx="128~158" />
      <Function ID="10" Name="Strobe+Burst" Display="'Strobe+Burst %.f%%',0~100" Dmx="159~189" />
    </Attribute>
    <Attribute ID="Soft_Light" Name="Soft Light" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </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="Graphics" Name="Graphics" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Graphic Sel+Rotate Effect" Display="'Graphic Sel+Rotate Effect'" Dmx="2~127" />
      <Function ID="3" Name="Fade Col Graphic Sel+Rotation Effect" Display="'Fade Col Graphic Sel+Rotation Effect'" Dmx="128~143" />
      <Function ID="4" Name="Crescendo Graphic Sel+Rotation Effect" Display="'Crescendo Graphic Sel+Rotation Effect'" Dmx="144~159" />
      <Function ID="5" Name="Crescendo Graphic Sel+Rotate Effect" Display="'Crescendo Graphic Sel+Rotate Effect'" Dmx="160~175" />
      <Function ID="6" Name="Graphic Sel+Translation Effect" Display="'Graphic Sel+Translation Effect'" Dmx="176~191" />
      <Function ID="7" Name="Fading Graphic Sel+Translation Effect" Display="'Fading Graphic Sel+Translation Effect'" Dmx="192~207" />
      <Function ID="8" Name="Crescendo Graphic Sel+Translation Effect (1)" Display="'Crescendo Graphic Sel+Translation Effect (1)'" Dmx="208~223" />
      <Function ID="9" Name="Crescendo Graphic Sel+Translation Effect (2)" Display="'Crescendo Graphic Sel+Translation Effect (2)'" Dmx="224~239" />
      <Function ID="10" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Graphics_Rot" Name="Graphics Rot" Description="" Group="G">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="FWD" Display="'FWD %.f%%',100~0" Dmx="2~128" />
      <Function ID="2" Name="Stop" Display="'Stop'" Dmx="0~0" />
      <Function ID="3" Name="REV" Display="'REV %.f%%',0~100" Dmx="129~255" />
    </Attribute>
    <Attribute ID="Colour" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Red-Purple" Display="'Red-Purple %.1f%%',0.0~100.0" Dmx="4~195" Colour="0,0,0" />
      <Function ID="3" Name="Rainbow" Display="'Rainbow %.f%%',0~100" Dmx="196~255" Colour="0,0,0" />
    </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="0,0,0" />
      <Function ID="2" Name="RGB Macro (R->G->B->R)" Display="'RGB Macro (R->G->B->R) %.f%%',0~100" Dmx="4~87" Colour="0,0,0" />
      <Function ID="3" Name="Custom Macro" Display="'Custom Macro %.f%%',0~100" Dmx="88~171" Colour="0,0,0" />
      <Function ID="4" Name="Col Mix Macro" Display="'Col Mix Macro %.f%%',0~100" Dmx="172~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="P/T_Macro" Name="P/T Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="15~29" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="30~44" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="45~59" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="60~74" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="75~89" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="90~104" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="105~119" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="120~134" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="135~149" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="150~164" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="165~179" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="180~194" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="195~209" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="210~224" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="225~239" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="240~255" />
    </Attribute>
    <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="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="255~194" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="190~193" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="189~128" />
    </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="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="128~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Tilt_Master" Name="Tilt Master" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="18 DMX" Channels="18" Id="5620138f-907e-472a-90cd-6a4bba76f5fc">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Soft_Light" ChannelOffset="3" Wheel="21" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="Graphics" ChannelOffset="7" Wheel="14" />
      <Attribute ID="Graphics_Rot" ChannelOffset="8" Wheel="15" />
      <Attribute ID="Colour" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="8" />
      <Attribute ID="P/T_Macro" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
      <Attribute ID="Pan_Spin" ChannelOffset="14" Wheel="19" />
      <Attribute ID="Tilt" ChannelOffset="15,16" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
      <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="48 DMX" Channels="48" Id="434f57dd-60f5-476a-bd71-f40ea145c0ab">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Soft_Light" ChannelOffset="3" Wheel="21" />
        <Attribute ID="Red_Master" ChannelOffset="4" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="5" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="6" Wheel="72" />
        <Attribute ID="Graphics" ChannelOffset="7" Wheel="14" />
        <Attribute ID="Graphics_Rot" ChannelOffset="8" Wheel="15" />
        <Attribute ID="Colour" ChannelOffset="9" Wheel="7" />
        <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="8" />
        <Attribute ID="P/T_Macro" ChannelOffset="11" Wheel="22" />
        <Attribute ID="Pan" ChannelOffset="12,13" Wheel="2" />
        <Attribute ID="Pan_Spin" ChannelOffset="14" Wheel="19" />
        <Attribute ID="Tilt_Master" ChannelOffset="15,16" Wheel="20" />
        <Attribute ID="PT_Speed" ChannelOffset="17" Wheel="25" />
        <Attribute ID="Control" ChannelOffset="18" Wheel="28" />
        <Attribute ID="Tilt" Wheel="3" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="19" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="24" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="29" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="34" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="Cell 5" ChannelOffset="39" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="Cell 6" ChannelOffset="44" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Tilt" TargetId="Tilt" />
        <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="5" Hidden="True" Id="12c44edf-1387-45bf-b84e-b85e2bfc7482">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="180" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Tilt" ChannelOffset="1,2" Wheel="3" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" 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="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>
  <swatchLibrary>
    <Swatch id="8367caf2-b46d-4fb5-b571-c770b1ff30ea">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</Swatch>
  </swatchLibrary>
</Fixture>