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BeamZ Pendant (150W) (155.153) (BeamZ_Pendant (150W) (155.153).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pendant (150W) (155.153)" ShortName="Pndnt 150W" Company="BeamZ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>1d6fc9c1-7f9b-4902-9b99-8bdcfa7205da</Thumbnail>
  <History Date="20-06-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-06-25" Author="Nic Morris" Comment="Added Atlabase ID's (currently missing HSV mode)" Version="1" />
  <History Date="24-06-25" Author="Nic Morris" Comment="Added missing Atlabase ID for HSV mode." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0f696e0a-1514-4eb3-b3f1-eae6117d9f16" />
  <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="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="Amber" Name="Amber" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="Lime" Name="Lime" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Lime C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="100,255,100" />
    </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="11~255" />
    </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="Md Yellow" Display="'Md Yellow'" Dmx="6~13" Colour="255,255,0" />
      <Function ID="3" Name="Lt Yellow" Display="'Lt Yellow'" Dmx="14~21" Colour="255,255,128" />
      <Function ID="4" Name="Amb Yellow" Display="'Amb Yellow'" Dmx="22~29" Colour="255,128,0" />
      <Function ID="5" Name="Vlt Amber" Display="'Vlt Amber'" Dmx="30~37" Colour="255,128,0" />
      <Function ID="6" Name="Lt Amber" Display="'Lt Amber'" Dmx="38~45" Colour="255,128,0" />
      <Function ID="7" Name="Md Amber" Display="'Md Amber'" Dmx="46~53" Colour="255,128,0" />
      <Function ID="8" Name="Dk Amber" Display="'Dk Amber'" Dmx="54~61" Colour="255,100,0" />
      <Function ID="9" Name="Lt Red" Display="'Lt Red'" Dmx="62~69" Colour="255,100,100" />
      <Function ID="10" Name="Md Red" Display="'Md Red'" Dmx="70~77" Colour="255,100,100" />
      <Function ID="11" Name="Nc Pink" Display="'Nc Pink'" Dmx="78~85" Colour="255,150,150" />
      <Function ID="12" Name="Md Pink" Display="'Md Pink'" Dmx="86~93" Colour="255,150,150" />
      <Function ID="13" Name="Dk Pink" Display="'Dk Pink'" Dmx="94~101" Colour="255,150,150" />
      <Function ID="14" Name="Md Red Amber" Display="'Md Red Amber'" Dmx="102~109" Colour="255,0,0" />
      <Function ID="15" Name="Dk Red Amber" Display="'Dk Red Amber'" Dmx="110~117" Colour="255,0,0" />
      <Function ID="16" Name="Magenta" Display="'Magenta'" Dmx="118~125" Colour="255,0,255" />
      <Function ID="17" Name="Dk Magenta" Display="'Dk Magenta'" Dmx="126~133" Colour="180,0,180" />
      <Function ID="18" Name="Lt Lavender" Display="'Lt Lavender'" Dmx="134~141" Colour="255,200,255" />
      <Function ID="19" Name="Lt Blue" Display="'Lt Blue'" Dmx="142~149" Colour="0,128,255" />
      <Function ID="20" Name="Vlt Blue" Display="'Vlt Blue'" Dmx="150~157" Colour="0,128,255" />
      <Function ID="21" Name="Lt Blue2" Display="'Lt Blue2'" Dmx="158~165" Colour="0,128,255" />
      <Function ID="22" Name="Blue" Display="'Blue'" Dmx="166~173" Colour="0,0,255" />
      <Function ID="23" Name="Md Blue" Display="'Md Blue'" Dmx="174~181" Colour="0,0,255" />
      <Function ID="24" Name="Dk Blue" Display="'Dk Blue'" Dmx="182~189" Colour="0,0,180" />
      <Function ID="25" Name="Indigo" Display="'Indigo'" Dmx="190~197" Colour="128,0,255" />
      <Function ID="26" Name="Vdk Blue" Display="'Vdk Blue'" Dmx="198~205" Colour="128,0,255" />
      <Function ID="27" Name="Vdk Blue2" Display="'Vdk Blue2'" Dmx="206~213" Colour="128,0,255" />
      <Function ID="28" Name="Yel Green" Display="'Yel Green'" Dmx="214~221" Colour="180,180,0" />
      <Function ID="29" Name="Green" Display="'Green'" Dmx="222~229" Colour="0,255,0" />
      <Function ID="30" Name="Turquoise" Display="'Turquoise'" Dmx="230~237" Colour="0,255,128" />
      <Function ID="31" Name="Aqua" Display="'Aqua'" Dmx="238~245" Colour="0,255,200" />
      <Function ID="32" Name="Blue Green" Display="'Blue Green'" Dmx="246~250" Colour="0,255,200" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="2800K" Display="'2800K'" Dmx="7~30" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="31~55" Colour="0,0,0" />
      <Function ID="4" Name="3500K" Display="'3500K'" Dmx="56~80" Colour="0,0,0" />
      <Function ID="5" Name="4000K" Display="'4000K'" Dmx="81~105" Colour="0,0,0" />
      <Function ID="6" Name="4500K" Display="'4500K'" Dmx="106~130" Colour="0,0,0" />
      <Function ID="7" Name="5000K" Display="'5000K'" Dmx="131~155" Colour="0,0,0" />
      <Function ID="8" Name="5600K" Display="'5600K'" Dmx="156~180" Colour="0,0,0" />
      <Function ID="9" Name="6000K" Display="'6000K'" Dmx="181~205" Colour="0,0,0" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="206~225" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="11~60" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="61~110" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="111~160" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="161~210" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="211~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto 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="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 Dimmer" Display="'Reset Dimmer'" Dmx="8~15" />
      <Function ID="3" Name="Red Shift On" Display="'Red Shift On'" Dmx="16~23" />
      <Function ID="4" Name="Red Shift Off" Display="'Red Shift Off'" Dmx="24~31" />
      <Function ID="5" Name="Dim S-Curve" Display="'Dim S-Curve'" Dmx="32~39" />
      <Function ID="6" Name="Dim Linear" Display="'Dim Linear'" Dmx="40~47" />
      <Function ID="7" Name="Dim Square" Display="'Dim Square'" Dmx="48~55" />
      <Function ID="8" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="56~63" />
      <Function ID="9" Name="Dim Mode Off" Display="'Dim Mode Off'" Dmx="64~71" />
      <Function ID="10" Name="Dim Mode 1" Display="'Dim Mode 1'" Dmx="72~79" />
      <Function ID="11" Name="Dim Mode 2" Display="'Dim Mode 2'" Dmx="80~87" />
      <Function ID="12" Name="Dim Mode 3" Display="'Dim Mode 3'" Dmx="88~95" />
      <Function ID="13" Name="xFade Spd Off" Display="'xFade Spd Off'" Dmx="96~103" />
      <Function ID="14" Name="xFade Spd 1" Display="'xFade Spd 1'" Dmx="104~111" />
      <Function ID="15" Name="xFade Spd 2" Display="'xFade Spd 2'" Dmx="112~119" />
      <Function ID="16" Name="xFade Spd 3" Display="'xFade Spd 3'" Dmx="120~127" />
      <Function ID="17" Name="xFade Spd 4" Display="'xFade Spd 4'" Dmx="128~135" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" 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>
    <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>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="7b3663e8-de5a-4749-9aa3-a8a6c373874e">
    <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="aafeef54-752f-404e-988f-56739c220a78" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="80be4e05-4eaa-44c8-947c-652e68146a33">
    <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="6ee05066-24b3-4b71-a61e-280dd78ab117" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="452f4783-5305-4d17-b7dc-152e26d37306">
    <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="f24153fd-0dde-4a07-91b8-31d0c2de072c" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="f787a767-4fe9-4bdb-ace1-972bfa5e2f3d">
    <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="fbcc6c55-fe07-45ba-ba15-6a91f71ae942" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="114973a0-896d-435d-b8e6-5cd74652a53c">
    <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="f2dd8b1d-9fff-4b69-b5a6-47282eb18855" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="7" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="10" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12" Id="898e04b4-304f-43eb-a7ee-c8100a9bb580">
    <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="c953beb2-91da-480f-adf7-8cde4507f571" />
    <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="Amber" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="6" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="9" Wheel="38" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="12" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="91f56328-4de8-4b1a-8090-f5b0e9ae5b6e">
    <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="30ea8ec2-a923-4044-81f2-fae1f377ed69" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="4cf04e4c-03a8-43fa-b94c-a74b4abb41f8">
    <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="fc22a756-93cc-4442-a9b5-c3dc0bba49ed" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="9,10" Wheel="40" />
      <Attribute ID="Lime" ChannelOffset="11,12" Wheel="41" />
      <Attribute ID="Shutter" ChannelOffset="13" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="14" Wheel="37" />
      <Attribute ID="CTO" ChannelOffset="15" Wheel="38" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="HSV, 3 DMX" Channels="3" Id="57255c4e-0b92-4cf4-a9ba-ee5090081375">
    <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="3b099d2b-aae9-43ce-bba3-f49d85c2d9c4" />
    <Include>
      <Attribute ID="Hue" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="2" Wheel="8" />
      <Attribute ID="ColourIntensity" ChannelOffset="3" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset Dimmer">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift On">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Red Shift Off">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S-Curve">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Square">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode Off">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 1">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 2">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Mode 3">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="xFade Spd Off">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="xFade Spd 1">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="xFade Spd 2">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="xFade Spd 3">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="xFade Spd 4">
      <Set Channel="Control:17" 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>
    <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" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>