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CKC Lighting L Par 18 (CKC Lighting_L Par 18.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="L Par 18" ShortName="L Par 18" Company="CKC Lighting" Version="3">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>d305e03a-8d8b-41e4-ad67-916eecdc3773</Thumbnail>
  <History Date="01-04-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="02-04-25" Author="Nic Morris" Comment="Added missing Atlabase ID for 16 channel mode and revised 13 channel mode to V2." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8c589cd2-eb82-4a1f-9615-ddacf3d29aba" />
  <Control>
    <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="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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="CT" Name="CT" Description="" Group="C">
      <Locate Locate="1:2700" PowerOn="1:2700" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.fK',2700~7000" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="CT_Macro" Name="CT Macro" 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="2700K" Display="'2700K'" Dmx="1~54" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="55~109" Colour="0,0,0" />
      <Function ID="4" Name="4000K" Display="'4000K'" Dmx="110~164" Colour="0,0,0" />
      <Function ID="5" Name="5600K" Display="'5600K'" Dmx="165~219" Colour="0,0,0" />
      <Function ID="6" Name="6500K" Display="'6500K'" Dmx="220~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <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="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="32~63" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="64~95" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="96~127" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="128~159" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="160~191" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="192~223" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="224~255" />
    </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="Auto_Fade" Name="Auto Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Standard" Display="'Standard'" Dmx="21~40" />
      <Function ID="3" Name="Stage" Display="'Stage'" Dmx="41~60" />
      <Function ID="4" Name="TV" Display="'TV'" Dmx="61~80" />
      <Function ID="5" Name="Architectural" Display="'Architectural'" Dmx="81~100" />
      <Function ID="6" Name="Theatre" Display="'Theatre'" Dmx="101~120" />
      <Function ID="7" Name="Stage 2" Display="'Stage 2'" Dmx="121~140" />
      <Function ID="8" Name="Dim Delay 0.1s" Display="'Dim Delay 0.1s'" Dmx="141~141" />
      <Function ID="9" Name="Dim Delay 0.2s" Display="'Dim Delay 0.2s'" Dmx="142~142" />
      <Function ID="10" Name="Dim Delay 0.3s" Display="'Dim Delay 0.3s'" Dmx="143~143" />
      <Function ID="11" Name="Dim Delay 0.4s" Display="'Dim Delay 0.4s'" Dmx="144~144" />
      <Function ID="12" Name="Dim Delay 0.5s" Display="'Dim Delay 0.5s'" Dmx="145~145" />
      <Function ID="13" Name="Dim Delay 0.6s" Display="'Dim Delay 0.6s'" Dmx="146~146" />
      <Function ID="14" Name="Dim Delay 0.7s" Display="'Dim Delay 0.7s'" Dmx="147~147" />
      <Function ID="15" Name="Dim Delay 0.8s" Display="'Dim Delay 0.8s'" Dmx="148~148" />
      <Function ID="16" Name="Dim Delay 0.9s" Display="'Dim Delay 0.9s'" Dmx="149~149" />
      <Function ID="17" Name="Dim Delay 1.0s" Display="'Dim Delay 1.0s'" Dmx="150~150" />
      <Function ID="18" Name="Dim Delay 1.5s" Display="'Dim Delay 1.5s'" Dmx="151~151" />
      <Function ID="19" Name="Dim Delay 2.0s" Display="'Dim Delay 2.0s'" Dmx="152~152" />
      <Function ID="20" Name="Dim Delay 3.0s" Display="'Dim Delay 3.0s'" Dmx="153~153" />
      <Function ID="21" Name="Dim Delay 4.0s" Display="'Dim Delay 4.0s'" Dmx="154~154" />
      <Function ID="22" Name="Dim Delay 5.0s" Display="'Dim Delay 5.0s'" Dmx="155~155" />
      <Function ID="23" Name="Dim Delay 6.0s" Display="'Dim Delay 6.0s'" Dmx="156~156" />
      <Function ID="24" Name="Dim Delay 7.0s" Display="'Dim Delay 7.0s'" Dmx="157~157" />
      <Function ID="25" Name="Dim Delay 8.0s" Display="'Dim Delay 8.0s'" Dmx="158~158" />
      <Function ID="26" Name="Dim Delay 9.0s" Display="'Dim Delay 9.0s'" Dmx="159~159" />
      <Function ID="27" Name="Dim Delay 10s" Display="'Dim Delay 10s'" Dmx="160~160" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Square" Display="'Square'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="21~40" />
      <Function ID="3" Name="Inv Square" Display="'Inv Square'" Dmx="41~60" />
      <Function ID="4" Name="S-Curve" Display="'S-Curve'" Dmx="61~80" />
    </Attribute>
    <Attribute ID="Refresh_Rate" Name="Refresh Rate" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="900Hz" Display="'900Hz'" Dmx="16~30" />
      <Function ID="3" Name="1000Hz" Display="'1000Hz'" Dmx="31~45" />
      <Function ID="4" Name="1100Hz" Display="'1100Hz'" Dmx="46~60" />
      <Function ID="5" Name="1200Hz" Display="'1200Hz'" Dmx="61~75" />
      <Function ID="6" Name="1300Hz" Display="'1300Hz'" Dmx="76~90" />
      <Function ID="7" Name="1400Hz" Display="'1400Hz'" Dmx="91~105" />
      <Function ID="8" Name="1500Hz" Display="'1500Hz'" Dmx="106~120" />
      <Function ID="9" Name="2500Hz" Display="'2500Hz'" Dmx="121~135" />
      <Function ID="10" Name="4000Hz" Display="'4000Hz'" Dmx="136~150" />
      <Function ID="11" Name="5000Hz" Display="'5000Hz'" Dmx="151~165" />
      <Function ID="12" Name="10000Hz" Display="'10000Hz'" Dmx="166~180" />
      <Function ID="13" Name="15000Hz" Display="'15000Hz'" Dmx="181~195" />
      <Function ID="14" Name="20000Hz" Display="'20000Hz'" Dmx="196~210" />
      <Function ID="15" Name="25000Hz" Display="'25000Hz'" Dmx="211~225" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="8c99776d-5d94-4681-ae15-ebeb1d6a4866">
    <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="ee02743e-a32f-4c5b-8838-7e2164ec4b85" />
    <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="Lime" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="c2c17b4c-12cc-485f-accd-3e3f7aa72271">
    <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="9a647c90-bd2d-4f7d-8cf6-516bd91316f1" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="765f9208-3e79-4105-b9e9-f4917b53f0b6">
    <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="31bb1ee0-142e-4fd1-b8b5-17a5b845896d" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Lime" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="75105846-4c86-43ef-9cf5-ec868be6d59d">
    <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="7c6001d6-67f2-432d-b61e-a10f1883cf08" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CT" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CT_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="83d862b1-8eb0-4aa6-b7f8-3065962d1681">
    <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="032a33a0-779a-4687-8d88-7d50abac78f7" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CT" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CT_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
      <Attribute ID="Dim_Mode" ChannelOffset="11" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" Wheel="26" />
      <Attribute ID="Refresh_Rate" ChannelOffset="13" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16" Id="f157b112-6a37-452c-ba1f-7b6ef9dd3993">
    <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="6ac4c66c-f636-4a72-b355-d130b3f61dd7" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Lime" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="5" Wheel="7" />
      <Attribute ID="CT" ChannelOffset="6" Wheel="8" />
      <Attribute ID="CT_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="9,10" Wheel="1" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Auto_Fade" ChannelOffset="13" Wheel="24" />
      <Attribute ID="Dim_Mode" ChannelOffset="14" Wheel="25" />
      <Attribute ID="Dim_Curve" ChannelOffset="15" Wheel="26" />
      <Attribute ID="Refresh_Rate" ChannelOffset="16" Wheel="28" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>