View Personality

Sunshine Lighting Matrix Space Light S12-C (Sunshine Lighting_Matrix Space Light S12-C.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Matrix Space Light S12-C" ShortName="MtxSpLS12C" Company="Sunshine Lighting" Version="7">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>a5a003c0-7655-4357-b1ec-db45a9ebafb7</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="e9da5abc-e72c-49fe-ac48-edde375ca3f0" />
  <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="650c2560-e10c-4ced-b5f0-9ae316cb64bf" />
    <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="03a21c3a-d303-4bff-b81a-56d3beae83ea" />
    <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="df405cc0-39ba-4d37-be54-3dc0777c4a9f" />
    <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="2f8c31d0-ca95-4f31-978b-fa90eb6c4ff9" />
    <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="df0d6424-922a-4870-b052-2940226d62d7" />
    <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="bebf51d9-1d94-4dce-a4da-d2116fb0d0f1" />
    <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="d133d362-a7f3-4b8c-89eb-35573f8c9460" />
    <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="9cdc094f-74b0-4e82-a9f4-2015e2993372" />
    <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="6b282d50-3a30-4f65-9b84-df95c68c8976" />
    <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="efa58f30-4a49-444d-a7ac-139627050963" />
    <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="b649d091-9a6e-4993-9474-4d9d3a52a7ff" />
    <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 id="a5a003c0-7655-4357-b1ec-db45a9ebafb7">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</Swatch>
  </swatchLibrary>
</Fixture>