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Sunshine Lighting Matrix Space Light S9-C (Sunshine Lighting_Matrix Space Light S9-C.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Matrix Space Light S9-C" ShortName="MtxSpLS9C" Company="Sunshine Lighting" Version="7">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>b83bceb4-b891-41e8-810c-41b91b9e7649</Thumbnail>
  <History Date="07-09-23" Author="Nic Morris" Comment="Created (charts are vague)" Version="0" />
  <History Date="18-09-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bf0541e7-73ee-4893-ba5b-dcf9cd16d30a" />
  <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="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:2700" PowerOn="1:2700" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.fK',2700~10000" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="G/M" Name="G/M" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="0 G" Display="'0 G'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="100 M" Display="'100 M'" Dmx="21~33" Colour="255,255,255" />
      <Function ID="3" Name="+ M" Display="'+ M %.f%%',99~1" Dmx="34~134" Colour="255,255,255" />
      <Function ID="4" Name="0 G" Display="'0 G'" Dmx="135~145" Colour="255,255,255" />
      <Function ID="5" Name="+ G" Display="'+ G %.f%%',1~99" Dmx="146~244" Colour="255,255,255" />
      <Function ID="6" Name="100 G" Display="'100 G'" Dmx="245~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xHue" Name="Hue" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.2f°',0.00~359.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Gel" Name="Gel" 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="1700K" Display="'1700K'" Dmx="21~25" Colour="255,255,255" />
      <Function ID="3" Name="2000K" Display="'2000K'" Dmx="26~30" Colour="255,255,255" />
      <Function ID="4" Name="2700K" Display="'2700K'" Dmx="31~35" Colour="255,255,255" />
      <Function ID="5" Name="3200K" Display="'3200K'" Dmx="36~40" Colour="255,255,255" />
      <Function ID="6" Name="5600K" Display="'5600K'" Dmx="41~45" Colour="255,255,255" />
      <Function ID="7" Name="Red (Hue 0°)" Display="'Red (Hue 0°)'" Dmx="46~50" Colour="255,0,0" />
      <Function ID="8" Name="Green (Hue 120°)" Display="'Green (Hue 120°)'" Dmx="51~55" Colour="0,255,0" />
      <Function ID="9" Name="Blue (Hue 240°)" Display="'Blue (Hue 240°)'" Dmx="56~60" Colour="0,0,255" />
      <Function ID="10" Name="Magenta (Hue 340°)" Display="'Magenta (Hue 340°)'" Dmx="61~65" Colour="255,0,255" />
      <Function ID="11" Name="Yellow (Hue 30°)" Display="'Yellow (Hue 30°)'" Dmx="66~70" Colour="255,255,0" />
      <Function ID="12" Name="Orange (Hue 170°)" Display="'Orange (Hue 170°)'" Dmx="71~75" Colour="255,128,0" />
    </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="Strobe" Display="'Strobe'" Dmx="21~25" />
      <Function ID="3" Name="Paparazzi" Display="'Paparazzi'" Dmx="26~30" />
      <Function ID="4" Name="Short-Circuit" Display="'Short-Circuit'" Dmx="31~35" />
      <Function ID="5" Name="Cop Car 1" Display="'Cop Car 1'" Dmx="36~40" />
      <Function ID="6" Name="Cop Car 2" Display="'Cop Car 2'" Dmx="41~45" />
      <Function ID="7" Name="Fire" Display="'Fire'" Dmx="46~50" />
      <Function ID="8" Name="Rainbow" Display="'Rainbow'" Dmx="51~55" />
      <Function ID="9" Name="Breath" Display="'Breath'" Dmx="56~60" />
      <Function ID="10" Name="Pixel Rainbow" Display="'Pixel Rainbow'" Dmx="61~65" />
      <Function ID="11" Name="Meteor 1" Display="'Meteor 1'" Dmx="66~70" />
      <Function ID="12" Name="Meteor 2" Display="'Meteor 2'" Dmx="71~75" />
      <Function ID="13" Name="Meteor 3" Display="'Meteor 3'" Dmx="76~80" />
      <Function ID="14" Name="Music 1" Display="'Music 1'" Dmx="81~85" />
      <Function ID="15" Name="Music 2" Display="'Music 2'" Dmx="86~90" />
      <Function ID="16" Name="Random 1" Display="'Random 1'" Dmx="91~95" />
      <Function ID="17" Name="Random 2" Display="'Random 2'" Dmx="96~100" />
      <Function ID="18" Name="Random 3" Display="'Random 3'" Dmx="101~105" />
      <Function ID="19" Name="Stars" Display="'Stars'" Dmx="106~110" />
      <Function ID="20" Name="Cop Light 3" Display="'Cop Light 3'" Dmx="111~115" />
      <Function ID="21" Name="Cop Light 4" Display="'Cop Light 4'" Dmx="116~120" />
      <Function ID="22" Name="Mode 2" Display="'Mode 2'" Dmx="121~125" />
      <Function ID="23" Name="Pile Up" Display="'Pile Up'" Dmx="126~130" />
      <Function ID="24" Name="Pile Up 2" Display="'Pile Up 2'" Dmx="131~135" />
      <Function ID="25" Name="Fire" Display="'Fire'" Dmx="136~140" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="50%" Display="'50%'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="21~255" />
    </Attribute>
    <Attribute ID="Effect_Colour" Name="Effect Colour" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Default (White)" Display="'Default (White)'" Dmx="0~0" />
      <Function ID="2" Name="Random" Display="'Random'" Dmx="21~50" />
      <Function ID="3" Name="Rainbow (0-359° cycle)" Display="'Rainbow (0-359° cycle)'" Dmx="51~80" />
      <Function ID="4" Name="Custom" Display="'Custom'" Dmx="81~110" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Linear" Display="'Linear'" Dmx="0~0" />
      <Function ID="2" Name="Logarithmic" Display="'Logarithmic'" Dmx="16~75" />
      <Function ID="3" Name="Linear" Display="'Linear'" Dmx="76~135" />
      <Function ID="4" Name="Index" Display="'Index'" Dmx="136~195" />
    </Attribute>
    <Attribute ID="Crossfade" Name="Crossfade" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Crossfade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.f°',0~359" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Saturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 16 DMX" Channels="16" Id="72cff5d2-d111-4167-8f7f-5f78f5c5c7f3">
    <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="f4075b3c-4073-47a5-a4b6-7ddbea013da8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="G/M" ChannelOffset="3" Wheel="38" />
      <Attribute ID="xHue" ChannelOffset="4,5" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Gel" ChannelOffset="7" Wheel="67" />
      <Attribute ID="Effect" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Speed" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Effect_Colour" ChannelOffset="10" Wheel="24" />
      <Attribute ID="Red" ChannelOffset="11" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="12" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="13" Wheel="12" />
      <Attribute ID="White" ChannelOffset="14" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="15" Wheel="41" />
      <Attribute ID="Dim_Curve" ChannelOffset="16" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 5 DMX" Channels="5" Id="f8377c49-0b6d-427f-859d-46b8f14f522b">
    <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="61b99330-6146-4684-85da-1e881cfc3b8e" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="G/M" ChannelOffset="3" Wheel="38" />
      <Attribute ID="Hue" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="5" Wheel="8" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 7 DMX" Channels="7" Id="c6f7bec0-0343-42f1-9492-2febb8d40baa">
    <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="359321aa-fa5e-47c6-a487-a9452f17f4c1" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="G/M" ChannelOffset="3" Wheel="38" />
      <Attribute ID="Crossfade" ChannelOffset="4" Wheel="39" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 4 DMX" Channels="4" Id="8b5b6d63-1366-4472-a3d6-7abc896b2071">
    <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="ec814dfc-a0e7-4023-b8c1-7825a8c1c398" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Hue" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 6 DMX" Channels="6" Id="8708e7bc-95e1-4811-bbc9-720c05b4b3ca">
    <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="a8e4c876-9a02-4241-91dd-5067fc73beeb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="CCT" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Crossfade" ChannelOffset="3" Wheel="39" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Mode 6, 4 DMX" Channels="4" Id="5d9037e7-c49c-4cff-907e-7bcd6c28c03c">
    <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="7ebc49a8-d47a-443e-bda6-83aeeefa7def" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="Mode 7, 5 DMX" Channels="5" Id="0425cec6-ac3f-4f67-b372-e7cf7b4c7758">
    <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="3fef75a7-5b83-4905-970e-ffef9585ea5f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
    </Include>
  </Mode>
  <Mode Name="Mode 8, 6 DMX" Channels="6" Id="ae3e6591-821c-467f-add7-002cb41a0a38">
    <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="d9076668-2e9c-4dbb-aba3-15fefc9f5a18" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
    </Include>
  </Mode>
  <Mode Name="Mode 9, 3 DMX" Channels="3" Id="8479e928-5f78-4e96-aae2-7950d491dd94">
    <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="a2120deb-affb-479b-9add-395edea9e15e" />
    <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>
  <Mode Name="Mode 10, 4 DMX" Channels="4" Id="669ba9be-bdb5-46d7-a85d-1cbc7bfe6166">
    <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="3c09eca2-2028-475b-99b1-31717381b933" />
    <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>
  <Mode Name="Mode 11, 4 DMX" Channels="4" Id="b88a4231-8a71-4cc9-a008-ffb0c80b884e">
    <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="2781b857-047a-4f9f-843e-bfe2312013bf" />
    <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="CCT" ChannelOffset="4" Wheel="37" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>