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Leding ColorCYC 180 (Leding_ColorCYC 180.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ColorCYC 180" ShortName="ColCYC 180" Company="Leding" Version="14">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>a92b6da2-8a1c-46df-971e-792f5bd9958e</Thumbnail>
  <History Date="23-10-19" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="25-10-19" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="25-05-21" Author="Nic Morris" Comment="Created from Silver Star FREZNO 150 HEX (SS816XH)" Version="3" />
  <History Date="22-12-21" Author="Nic Morris" Comment="Created from Silver Star AuroCYC 180 Hex IP (SS5451XHM) (effectively identical)" Version="4" />
  <History Date="24-12-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <History Date="06-02-24" Author="Nic Morris" Comment="Created from Silver Star ECLIPSE PRIME HEX (SS5151) (identical - documentation includes a Silver Star part number)" Version="6" />
  <History Date="11-02-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="8" />
  <History Date="13-07-24" Author="Nic Morris" Comment="Created from Xeos Stager 300HCR Fresnel (identical)" Version="9" />
  <History Date="16-07-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="10" />
  <History Date="30-11-24" Author="Nic Morris" Comment="Created from Leding Eclipse 270 C6 (effectively identical)" Version="11" />
  <History Date="21-01-25" Author="Nic Morris" Comment="Created from Prolight elumen8 Virtuoso 700 CYC IP HEX (effectively identical)" Version="12" />
  <History Date="24-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="13" />
  <History Date="26-01-25" Author="Nic Morris" Comment="Added missing Atlabase ID for CMY mode." Version="14" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="073987f7-f10a-473d-9827-8f10d7bf194b" />
  <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="CyanAdditive" Name="Cyan" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Preset_Colour" Name="Preset Colour" 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="L176 (Loving Amber)" Display="'L176 (Loving Amber)'" Dmx="11~15" Colour="0,0,0" />
      <Function ID="3" Name="R40 (Light Salmon)" Display="'R40 (Light Salmon)'" Dmx="16~20" Colour="0,0,0" />
      <Function ID="4" Name="L24 (Scarlet)" Display="'L24 (Scarlet)'" Dmx="21~25" Colour="0,0,0" />
      <Function ID="5" Name="L164 (Flame Red )" Display="'L164 (Flame Red )'" Dmx="26~30" Colour="0,0,0" />
      <Function ID="6" Name="L747 (Easy White)" Display="'L747 (Easy White)'" Dmx="31~35" Colour="0,0,0" />
      <Function ID="7" Name="R303 (Warm Peach)" Display="'R303 (Warm Peach)'" Dmx="36~40" Colour="0,0,0" />
      <Function ID="8" Name="L08 (Dark Salmon)" Display="'L08 (Dark Salmon)'" Dmx="41~45" Colour="0,0,0" />
      <Function ID="9" Name="L25 (Sunset Red)" Display="'L25 (Sunset Red)'" Dmx="46~50" Colour="0,0,0" />
      <Function ID="10" Name="L04 (Medium Bastard Amber)" Display="'L04 (Medium Bastard Amber)'" Dmx="51~55" Colour="0,0,0" />
      <Function ID="11" Name="L237 (CID(To Tungsten))" Display="'L237 (CID(To Tungsten))'" Dmx="56~60" Colour="0,0,0" />
      <Function ID="12" Name="R321 (Soft Golden Amber)" Display="'R321 (Soft Golden Amber)'" Dmx="61~65" Colour="0,0,0" />
      <Function ID="13" Name="L652 (Urban Sodium)" Display="'L652 (Urban Sodium)'" Dmx="66~70" Colour="0,0,0" />
      <Function ID="14" Name="L212 (LCT Yellow(Y1))" Display="'L212 (LCT Yellow(Y1))'" Dmx="71~75" Colour="0,0,0" />
      <Function ID="15" Name="L765 (LEE Yellow)" Display="'L765 (LEE Yellow)'" Dmx="76~80" Colour="0,0,0" />
      <Function ID="16" Name="L513 (Ice And A Slice)" Display="'L513 (Ice And A Slice)'" Dmx="81~85" Colour="0,0,0" />
      <Function ID="17" Name="L100 (Spring Yellow)" Display="'L100 (Spring Yellow)'" Dmx="86~90" Colour="0,0,0" />
      <Function ID="18" Name="L244 (LEE Plus Green)" Display="'L244 (LEE Plus Green)'" Dmx="91~95" Colour="0,0,0" />
      <Function ID="19" Name="R4430 (CalColor 30 Green)" Display="'R4430 (CalColor 30 Green)'" Dmx="96~100" Colour="0,0,0" />
      <Function ID="20" Name="L122 (Fern Green)" Display="'L122 (Fern Green)'" Dmx="101~105" Colour="0,0,0" />
      <Function ID="21" Name="L90 (Dark Yellow Green)" Display="'L90 (Dark Yellow Green)'" Dmx="106~110" Colour="0,0,0" />
      <Function ID="22" Name="L243 (LEE Fluorescent3600K)" Display="'L243 (LEE Fluorescent3600K)'" Dmx="111~115" Colour="0,0,0" />
      <Function ID="23" Name="R92 (Tuiquoise)" Display="'R92 (Tuiquoise)'" Dmx="116~120" Colour="0,0,0" />
      <Function ID="24" Name="R94 (Kelly Green)" Display="'R94 (Kelly Green)'" Dmx="121~125" Colour="0,0,0" />
      <Function ID="25" Name="L327 (Forest Green )" Display="'L327 (Forest Green )'" Dmx="126~130" Colour="0,0,0" />
      <Function ID="26" Name="L191 (Cosmetic Aqua Blue)" Display="'L191 (Cosmetic Aqua Blue)'" Dmx="131~135" Colour="0,0,0" />
      <Function ID="27" Name="L728 (Steel Green)" Display="'L728 (Steel Green)'" Dmx="136~140" Colour="0,0,0" />
      <Function ID="28" Name="L117 (Steel Blue)" Display="'L117 (Steel Blue)'" Dmx="141~145" Colour="0,0,0" />
      <Function ID="29" Name="L354 (Special Steel Blue)" Display="'L354 (Special Steel Blue)'" Dmx="146~150" Colour="0,0,0" />
      <Function ID="30" Name="L53 (Paler Lavender)" Display="'L53 (Paler Lavender)'" Dmx="151~155" Colour="0,0,0" />
      <Function ID="31" Name="L501 (New Colour Blue)" Display="'L501 (New Colour Blue)'" Dmx="156~160" Colour="0,0,0" />
      <Function ID="32" Name="L174 (Dark Steel Blue)" Display="'L174 (Dark Steel Blue)'" Dmx="161~165" Colour="0,0,0" />
      <Function ID="33" Name="L165 (Daylight Blue)" Display="'L165 (Daylight Blue)'" Dmx="166~170" Colour="0,0,0" />
      <Function ID="34" Name="L136 (Pale Lavender)" Display="'L136 (Pale Lavender)'" Dmx="171~175" Colour="0,0,0" />
      <Function ID="35" Name="L194 (Surprise Pink )" Display="'L194 (Surprise Pink )'" Dmx="176~180" Colour="0,0,0" />
      <Function ID="36" Name="L142 (Pale Violet)" Display="'L142 (Pale Violet)'" Dmx="181~185" Colour="0,0,0" />
      <Function ID="37" Name="L700 (Perfect Lavender)" Display="'L700 (Perfect Lavender)'" Dmx="186~190" Colour="0,0,0" />
      <Function ID="38" Name="L35 (Light Pink)" Display="'L35 (Light Pink)'" Dmx="191~195" Colour="0,0,0" />
      <Function ID="39" Name="L794 (Pretty n Pink)" Display="'L794 (Pretty n Pink)'" Dmx="196~200" Colour="0,0,0" />
      <Function ID="40" Name="L328 (Follies Pink)" Display="'L328 (Follies Pink)'" Dmx="201~205" Colour="0,0,0" />
      <Function ID="41" Name="L795 (Magical Magenta)" Display="'L795 (Magical Magenta)'" Dmx="206~210" Colour="0,0,0" />
      <Function ID="42" Name="L154 (Pale Rose)" Display="'L154 (Pale Rose)'" Dmx="211~215" Colour="0,0,0" />
      <Function ID="43" Name="L127 (Smokey Pink)" Display="'L127 (Smokey Pink)'" Dmx="216~220" Colour="0,0,0" />
      <Function ID="44" Name="L192 (Flesh Pink)" Display="'L192 (Flesh Pink)'" Dmx="221~225" Colour="0,0,0" />
      <Function ID="45" Name="L332 (Special Rose Pink)" Display="'L332 (Special Rose Pink)'" Dmx="226~230" Colour="0,0,0" />
      <Function ID="46" Name="L790 (Moroccan Pink)" Display="'L790 (Moroccan Pink)'" Dmx="231~235" Colour="0,0,0" />
      <Function ID="47" Name="L157 (Pink)" Display="'L157 (Pink)'" Dmx="236~240" Colour="0,0,0" />
      <Function ID="48" Name="R332 (Cherry Rose)" Display="'R332 (Cherry Rose)'" Dmx="241~245" Colour="0,0,0" />
      <Function ID="49" Name="L128 (Cool LED Bright Pink)" Display="'L128 (Cool LED Bright Pink)'" Dmx="246~250" 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="41~50" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="51~60" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="61~70" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="71~80" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="81~90" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="91~100" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="101~110" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="111~120" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="121~130" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="131~140" />
      <Function ID="12" Name="Custom 1" Display="'Custom 1'" Dmx="141~150" />
      <Function ID="13" Name="Custom 2" Display="'Custom 2'" Dmx="151~160" />
    </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="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 %.f%%',0~100" Dmx="10~99" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="190~255" />
      <Function ID="4" Name="Lightning" Display="'Lightning %.f%%',0~100" Dmx="110~179" />
    </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="Dim Off" Display="'Dim Off'" Dmx="101~110" />
      <Function ID="3" Name="Dim DIM4" Display="'Dim DIM4'" Dmx="111~120" />
      <Function ID="4" Name="1200K" Display="'1200K'" Dmx="151~160" />
      <Function ID="5" Name="2400K" Display="'2400K'" Dmx="161~170" />
      <Function ID="6" Name="4000K" Display="'4000K'" Dmx="171~180" />
      <Function ID="7" Name="6000K" Display="'6000K'" Dmx="181~190" />
      <Function ID="8" Name="25000K" Display="'25000K'" Dmx="191~200" />
      <Function ID="9" Name="Reset" Display="'Reset'" Dmx="201~210" />
    </Attribute>
    <Attribute ID="ColourIntensity" Name="Intensity" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Intensity" Display="'%.1f%%',0.0~100.0" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Hue" Name="Hue" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" 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="CCT" Name="CCT" 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="1800K" Display="'1800K'" Dmx="10~10" Colour="255,255,255" />
      <Function ID="3" Name="2200K" Display="'2200K'" Dmx="25~25" Colour="255,255,255" />
      <Function ID="4" Name="2700K" Display="'2700K'" Dmx="40~40" Colour="255,255,255" />
      <Function ID="5" Name="3000K" Display="'3000K'" Dmx="55~55" Colour="255,255,255" />
      <Function ID="6" Name="3200K" Display="'3200K'" Dmx="70~70" Colour="255,255,255" />
      <Function ID="7" Name="4000K" Display="'4000K'" Dmx="85~85" Colour="255,255,255" />
      <Function ID="8" Name="4500K" Display="'4500K'" Dmx="100~100" Colour="255,255,255" />
      <Function ID="9" Name="5000K" Display="'5000K'" Dmx="115~115" Colour="255,255,255" />
      <Function ID="10" Name="5600K" Display="'5600K'" Dmx="130~130" Colour="255,255,255" />
      <Function ID="11" Name="6000K" Display="'6000K'" Dmx="145~145" Colour="255,255,255" />
      <Function ID="12" Name="6500K" Display="'6500K'" Dmx="160~160" Colour="255,255,255" />
      <Function ID="13" Name="7000K" Display="'7000K'" Dmx="175~175" Colour="255,255,255" />
      <Function ID="14" Name="8000K" Display="'8000K'" Dmx="190~190" Colour="255,255,255" />
      <Function ID="15" Name="10000K" Display="'10000K'" Dmx="205~205" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Cyan" Name="Cyan" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Cyan C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,255" />
    </Attribute>
    <Attribute ID="Magenta" Name="Magenta" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:0" Lowlight="1:100" />
      <Function ID="1" Name="Magenta C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,255" />
    </Attribute>
    <Attribute ID="Yellow" Name="Yellow" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" Highlight="1:100" Lowlight="1:20" />
      <Function ID="1" Name="Yellow C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,0" />
    </Attribute>
  </Control>
  <Mode Name="HSIC, 7 DMX" Channels="7" Id="da6986d0-d314-4882-b5ea-c1ad0a5df6c6">
    <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="e4a7598e-bc59-48a2-a1a6-ed9a1e48d74c" />
    <Include>
      <Attribute ID="ColourIntensity" ChannelOffset="1" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Hue" ChannelOffset="2,3" Wheel="7" />
      <Attribute ID="Saturation" ChannelOffset="4" Wheel="8" />
      <Attribute ID="CCT" ChannelOffset="5" Wheel="38" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="7" Wheel="25" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="BASIC, 3 DMX" Channels="3" Id="766438f9-1d1d-48a0-9512-70af6d752d25">
    <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="222805f8-ad04-45de-9e26-a1521984dd6a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Preset_Colour" ChannelOffset="2" Wheel="37" />
      <Attribute ID="CCT" ChannelOffset="3" Wheel="38" />
    </Include>
  </Mode>
  <Mode Name="SSP, 8 DMX" Channels="8" Id="0cbdca57-9d76-41fe-a8a9-89196b394542">
    <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="4b1ee3f8-b2e6-4fa0-8c35-9d692e8a254e" />
    <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="CyanAdditive" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="TOUR, 13 DMX" Channels="13" Id="1e35c7b2-50d3-441b-9c3f-4e14d33a3896">
    <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="6d6b78ba-4ff6-48b4-82e7-aedd84009d2e" />
    <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="CyanAdditive" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Preset_Colour" ChannelOffset="8" Wheel="37" />
      <Attribute ID="CCT" ChannelOffset="9" Wheel="38" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="13" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="TR16, 20 DMX" Channels="20" Id="bd175835-394b-435e-a555-e95e427e59de">
    <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="98142bff-d004-42dc-b564-a25c53e653d1" />
    <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="CyanAdditive" ChannelOffset="13,14" Wheel="42" />
      <Attribute ID="Preset_Colour" ChannelOffset="15" Wheel="37" />
      <Attribute ID="CCT" ChannelOffset="16" Wheel="38" />
      <Attribute ID="Auto" ChannelOffset="17" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="18" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="19" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="20" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="CMY, 10 DMX" Channels="10" Id="b0ec30e4-898f-4585-94f9-14487e3e0aa1">
    <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="d74ccbe6-b343-4dc1-9fdd-463006c0de48" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Cyan" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Magenta" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Yellow" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Preset_Colour" ChannelOffset="5" Wheel="37" />
      <Attribute ID="CCT" ChannelOffset="6" Wheel="38" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="4" />
      <Attribute ID="Control" ChannelOffset="10" Wheel="25" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Off">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim DIM4">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="1200K">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="2400K">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="4000K">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="6000K">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="25000K">
      <Set Channel="Control:8" 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="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:0" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:100" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Cyan:1:0,Magenta:1:50,Yellow:1:100" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Cyan:1:0,Magenta:1:0,Yellow:1:100" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:0,Yellow:1:100" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:100" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Cyan:1:100,Magenta:1:0,Yellow:1:0" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Cyan:1:100,Magenta:1:50,Yellow:1:0" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Cyan:1:100,Magenta:1:100,Yellow:1:0" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="0" Page="1" SetControl="Cyan:1:50,Magenta:1:100,Yellow:1:0" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:0" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Cyan:1:0,Magenta:1:100,Yellow:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Cyan:1:29,Magenta:1:57,Yellow:1:6" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="9" Page="1" SetControl="Cyan:1:80,Magenta:1:100,Yellow:1:0" />
    </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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>