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Sunshine Lighting Matrix Space Light S6-C (Sunshine Lighting_Matrix Space Light S6-C.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Matrix Space Light S6-C" ShortName="MtxSpLS6C" Company="Sunshine Lighting" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>001a02dc-b53f-4a0f-996f-32b8c0c582e1</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="6" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f927b363-719a-4bbd-8cd4-5307cc12b334" />
  <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="abd5792b-982d-47ba-afb1-298ef98813d3" />
    <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="4f16df5a-0459-4cce-be5f-fe2887fe0c8d" />
    <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="b99ccbd0-29cb-4e91-afb4-718813b3c1d2" />
    <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="8fa0317e-c4f5-46fd-9b99-cd2248cd143b" />
    <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="89e7aed6-cf90-4c0d-8932-c0af91b24f33" />
    <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="a381ec0b-193a-458a-94f8-60d9cdf36243" />
    <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="f09aa0fd-abac-4399-a72d-11364c084652" />
    <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="ca550142-1d2d-43d2-a870-12319163217c" />
    <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="1958f525-2166-4483-ba3d-04cb9389ac93" />
    <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="ee21696d-26d1-4759-a04d-62783cb259df" />
    <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="f9a8b230-7eee-494b-a635-4582644d1c47" />
    <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>