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Viking Lighting VK660 Super Pixelblade (Viking Lighting_VK660 Super Pixelblade.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VK660 Super Pixelblade" ShortName="VK660" Company="Viking Lighting" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>e9a9c831-1d56-4f1b-9570-ee89134c291c</Thumbnail>
  <History Date="15-05-21" Author="Nic Morris" Comment="Created (very poor documentation)" Version="0" />
  <Manual Filename="" Summary="" />
  <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="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="155~56" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="156~255" />
    </Attribute>
    <Attribute ID="Tilt_Spin" Name="Tilt 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="155~56" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="156~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~214" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="215~255" />
    </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" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Mode 1" Display="'Mode 1'" Dmx="0~0" />
      <Function ID="2" Name="Mode 2" Display="'Mode 2'" Dmx="50~99" />
      <Function ID="3" Name="Mode 3" Display="'Mode 3'" Dmx="100~149" />
      <Function ID="4" Name="Mode 4" Display="'Mode 4'" Dmx="150~255" />
    </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="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="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="255,255,255" />
      <Function ID="2" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="16~175" Colour="255,255,255" />
      <Function ID="3" Name="All Full" Display="'RGB Full'" Dmx="176~195" Colour="255,255,255" />
      <Function ID="4" Name="2800K" Display="'2800K'" Dmx="196~200" Colour="255,255,255" />
      <Function ID="5" Name="3200K" Display="'3200K'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="6" Name="3500K" Display="'3500K'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="7" Name="4000K" Display="'4000K'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="8" Name="4500K" Display="'4500K'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="9" Name="5000K" Display="'5000K'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="10" Name="5500K" Display="'5500K'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="11" Name="6000K" Display="'6000K'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="12" Name="6500K" Display="'6500K'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="13" Name="7000K" Display="'7000K'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="14" Name="7500K" Display="'7500K'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="15" Name="8000K" Display="'8000K'" Dmx="251~255" Colour="255,255,255" />
    </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="3 Numbers 1 Effect" Display="'3 Numbers 1 Effect %.f%%',0~100" Dmx="10~99" />
      <Function ID="3" Name="Jump" Display="'Jump %.f%%',0~100" Dmx="100~149" />
      <Function ID="4" Name="Gradual Change" Display="'Gradual Change %.f%%',0~100" Dmx="150~255" />
    </Attribute>
    <Attribute ID="Zone" Name="Zone" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Static 1" Display="'Static 1'" Dmx="0~0" />
      <Function ID="2" Name="Static 2" Display="'Static 2'" Dmx="10~19" />
      <Function ID="3" Name="Static 3" Display="'Static 3'" Dmx="20~29" />
      <Function ID="4" Name="Static 4" Display="'Static 4'" Dmx="30~39" />
      <Function ID="5" Name="Static 5" Display="'Static 5'" Dmx="40~49" />
      <Function ID="6" Name="Static 6" Display="'Static 6'" Dmx="50~59" />
      <Function ID="7" Name="Static 7" Display="'Static 7'" Dmx="60~69" />
      <Function ID="8" Name="Static 8" Display="'Static 8'" Dmx="70~79" />
      <Function ID="9" Name="Static 9" Display="'Static 9'" Dmx="80~89" />
      <Function ID="10" Name="Static 10" Display="'Static 10'" Dmx="90~99" />
      <Function ID="11" Name="Static 11" Display="'Static 11'" Dmx="100~109" />
      <Function ID="12" Name="Static 12" Display="'Static 12'" Dmx="110~119" />
      <Function ID="13" Name="Static 13" Display="'Static 13'" Dmx="120~129" />
      <Function ID="14" Name="Static 14" Display="'Static 14'" Dmx="130~139" />
      <Function ID="15" Name="Static 15" Display="'Static 15'" Dmx="140~149" />
      <Function ID="16" Name="Static 16" Display="'Static 16'" Dmx="150~159" />
      <Function ID="17" Name="Dynamic 1" Display="'Dynamic 1'" Dmx="160~169" />
      <Function ID="18" Name="Dynamic 2" Display="'Dynamic 2'" Dmx="170~179" />
      <Function ID="19" Name="Dynamic 3" Display="'Dynamic 3'" Dmx="180~189" />
      <Function ID="20" Name="Dynamic 4" Display="'Dynamic 4'" Dmx="190~199" />
      <Function ID="21" Name="Dynamic 5" Display="'Dynamic 5'" Dmx="200~209" />
      <Function ID="22" Name="Dynamic 6" Display="'Dynamic 6'" Dmx="210~219" />
      <Function ID="23" Name="Dynamic 7" Display="'Dynamic 7'" Dmx="220~229" />
      <Function ID="24" Name="Dynamic 8" Display="'Dynamic 8'" Dmx="230~255" />
    </Attribute>
    <Attribute ID="Zone_Spd" Name="Zone Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zone_Fade" Name="Zone Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zone_Red" Name="Zone Red" 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="Zone_Green" Name="Zone Green" 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="Zone_Blue" Name="Zone Blue" 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="Zone_White" Name="Zone White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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="Reset" Display="'Reset'" Dmx="80~99" />
    </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="Mode 1, 45 DMX" Channels="45">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <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="Pan_Spin" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Tilt_Spin" ChannelOffset="7" Wheel="20" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="9" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="26" />
        <Attribute ID="Focus" ChannelOffset="11" Wheel="21" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="36" Wheel="7" />
        <Attribute ID="Effect" ChannelOffset="37" Wheel="22" />
        <Attribute ID="Zone" ChannelOffset="38" Wheel="23" />
        <Attribute ID="Zone_Spd" ChannelOffset="39" Wheel="24" />
        <Attribute ID="Zone_Fade" ChannelOffset="40" Wheel="52" />
        <Attribute ID="Zone_Red" ChannelOffset="41" Wheel="70" />
        <Attribute ID="Zone_Green" ChannelOffset="42" Wheel="71" />
        <Attribute ID="Zone_Blue" ChannelOffset="43" Wheel="72" />
        <Attribute ID="Zone_White" ChannelOffset="44" Wheel="100" />
        <Attribute ID="Control" ChannelOffset="45" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="12" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="16" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="20" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="24" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="28" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="32" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Mode 2, 25 DMX" Channels="25">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include />
    <Cells>
      <Master>
        <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="Pan_Spin" ChannelOffset="6" Wheel="19" />
        <Attribute ID="Tilt_Spin" ChannelOffset="7" Wheel="20" />
        <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="9" Wheel="4" />
        <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="26" />
        <Attribute ID="Focus" ChannelOffset="11" Wheel="21" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="16" Wheel="7" />
        <Attribute ID="Effect" ChannelOffset="17" Wheel="22" />
        <Attribute ID="Zone" ChannelOffset="18" Wheel="23" />
        <Attribute ID="Zone_Spd" ChannelOffset="19" Wheel="24" />
        <Attribute ID="Zone_Fade" ChannelOffset="20" Wheel="52" />
        <Attribute ID="Control" ChannelOffset="25" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Main" ChannelOffset="12" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Zone" ChannelOffset="21" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" Hidden="True">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" 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="White" ChannelOffset="4" Wheel="40" 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="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:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
    <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 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</Swatch>
  </swatchLibrary>
</Fixture>