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FOS F9 Pro (FOS_F9 Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="F9 Pro" ShortName="F9 Pro" Company="FOS" Version="0">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>5d54d686-39b8-42f0-ab08-6c54e99af15e</Thumbnail>
  <History Date="26-03-25" Author="Nic Morris" Comment="Created (no pixel layout)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="57bc59a4-f392-4812-b576-e8a30d67b1e4" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Strobe_Func" Name="Strobe Func" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Strobe 1" Display="'Strobe 1'" Dmx="10~42" />
      <Function ID="3" Name="Strobe 2" Display="'Strobe 2'" Dmx="43~85" />
      <Function ID="4" Name="Strobe 3" Display="'Strobe 3'" Dmx="86~128" />
      <Function ID="5" Name="Strobe 4" Display="'Strobe 4'" Dmx="129~171" />
      <Function ID="6" Name="Strobe 5" Display="'Strobe 5'" Dmx="172~214" />
      <Function ID="7" Name="Strobe 6" Display="'Strobe 6'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Strobe_Spd" Name="Strobe Spd" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Macro" Name="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="5~13" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="14~24" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="25~36" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="37~48" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="49~60" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="61~72" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="73~84" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="85~96" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="97~108" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="109~120" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="121~132" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="133~144" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="145~156" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="157~168" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="169~180" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="181~192" />
      <Function ID="18" Name="Macro 17" Display="'Macro 17'" Dmx="193~204" />
      <Function ID="19" Name="Macro 18" Display="'Macro 18'" Dmx="205~216" />
      <Function ID="20" Name="Macro 19" Display="'Macro 19'" Dmx="217~227" />
      <Function ID="21" Name="Macro 20" Display="'Macro 20'" Dmx="228~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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="Duration" Name="Duration" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Duration" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="CTC" Name="CTC" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTC C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="BG_Red" Name="BG 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="BG_Green" Name="BG 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="BG_Blue" Name="BG 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="BG_White" Name="BG 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="Fan Auto" Display="'Fan Auto'" Dmx="16~23" />
      <Function ID="3" Name="Fan High" Display="'Fan High'" Dmx="24~31" />
      <Function ID="4" Name="Fan Low" Display="'Fan Low'" Dmx="32~39" />
      <Function ID="5" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="120~127" />
      <Function ID="6" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="128~135" />
      <Function ID="7" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="136~143" />
      <Function ID="8" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="144~151" />
      <Function ID="9" Name="Dim Spd 1" Display="'Dim Spd 1'" Dmx="152~159" />
      <Function ID="10" Name="Dim Spd 2" Display="'Dim Spd 2'" Dmx="160~167" />
      <Function ID="11" Name="Dim Spd 3" Display="'Dim Spd 3'" Dmx="168~175" />
      <Function ID="12" Name="Dim Spd 4" Display="'Dim Spd 4'" Dmx="176~183" />
      <Function ID="13" Name="Dim Spd 5" Display="'Dim Spd 5'" Dmx="184~191" />
      <Function ID="14" Name="Display Always On" Display="'Display Always On'" Dmx="192~199" />
      <Function ID="15" Name="Display 10s" Display="'Display 10s'" Dmx="200~207" />
      <Function ID="16" Name="Display 60s" Display="'Display 60s'" Dmx="208~215" />
    </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="White_Master" Name="White Master" 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="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>
  </Control>
  <Mode Name="8 DMX" Channels="8" Id="c0f61302-5fc9-4b98-a5ca-7a416c6baed5">
    <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="5786709d-744a-40fd-a514-92c3e666c871" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="CTC" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="8" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="f05af3e8-b704-4915-be5a-339bd7cf1e39">
    <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="4ce7a2bc-2a02-41f3-b282-9da77778569e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="4,5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6,7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8,9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10,11" Wheel="40" />
      <Attribute ID="CTC" ChannelOffset="12" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="729d5a8b-2c47-4613-a774-04e4260a5250">
    <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="c98e0c08-0d11-4848-afcd-434933b63859" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe_Spd" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Macro" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Duration" ChannelOffset="6" Wheel="34" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="CTC" ChannelOffset="11" Wheel="7" />
      <Attribute ID="BG_Red" ChannelOffset="12" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="13" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="14" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="15" Wheel="100" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="21 DMX" Channels="21" Id="b4eb3735-3951-4d4d-90ee-8552650b6117">
    <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="298c2340-38db-40fe-a1aa-61445eaf8280" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Strobe_Func" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Strobe_Spd" ChannelOffset="4" Wheel="6" />
      <Attribute ID="Macro" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Duration" ChannelOffset="7" Wheel="34" />
      <Attribute ID="Red" ChannelOffset="8,9" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="10,11" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="12,13" Wheel="12" />
      <Attribute ID="White" ChannelOffset="14,15" Wheel="40" />
      <Attribute ID="CTC" ChannelOffset="16" Wheel="7" />
      <Attribute ID="BG_Red" ChannelOffset="17" Wheel="70" />
      <Attribute ID="BG_Green" ChannelOffset="18" Wheel="71" />
      <Attribute ID="BG_Blue" ChannelOffset="19" Wheel="72" />
      <Attribute ID="BG_White" ChannelOffset="20" Wheel="100" />
      <Attribute ID="Control" ChannelOffset="21" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="32 DMX" Channels="32" Id="205930e4-c33a-461e-b39b-e871797dc3cd">
    <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="52a13b7a-5112-4bca-9429-e9203f819085" />
    <Include />
    <Cells>
      <Master>
        <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" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" 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="5" 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="9" 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="13" 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="17" 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="21" 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>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="25" ModeLink="Cell" X="0" Y="6">
        <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="Cell8" Name="Cell 8" ChannelOffset="29" ModeLink="Cell" X="0" Y="7">
        <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="48 DMX" Channels="48" Id="159d4ed2-a28d-4bdf-b8a2-cc62d4cebb0b">
    <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="fb60f927-302b-4603-b36c-63a1eddcb366" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Strobe_Func" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Strobe_Spd" ChannelOffset="3" Wheel="6" />
        <Attribute ID="Macro" ChannelOffset="4" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="5" Wheel="23" />
        <Attribute ID="Duration" ChannelOffset="6" Wheel="34" />
        <Attribute ID="Red_Master" ChannelOffset="7" Wheel="130" />
        <Attribute ID="Green_Master" ChannelOffset="8" Wheel="131" />
        <Attribute ID="Blue_Master" ChannelOffset="9" Wheel="132" />
        <Attribute ID="White_Master" ChannelOffset="10" Wheel="160" />
        <Attribute ID="CTC" ChannelOffset="11" Wheel="7" />
        <Attribute ID="BG_Red" ChannelOffset="12" Wheel="70" />
        <Attribute ID="BG_Green" ChannelOffset="13" Wheel="71" />
        <Attribute ID="BG_Blue" ChannelOffset="14" Wheel="72" />
        <Attribute ID="BG_White" ChannelOffset="15" Wheel="100" />
        <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
        <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" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="17" 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="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>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="25" 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="29" 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="33" 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="37" 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>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="41" ModeLink="Cell" X="0" Y="6">
        <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="Cell8" Name="Cell 8" ChannelOffset="45" ModeLink="Cell" X="0" Y="7">
        <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" Id="5dfbe0b4-4914-4aa8-9b7a-b76725fcd31b">
    <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>
    <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="Fan Auto">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan High">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Fan Low">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 1">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 2">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 3">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Curve 4">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 1">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 2">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 3">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 4">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd 5">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display Always On">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display 10s">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Display 60s">
      <Set Channel="Control:16" 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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>