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FunGeneration LED Pot 12x1W QCL RGB WW 40° (FunGeneration_LED Pot 12x1W QCL RGB WW 40.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED Pot 12x1W QCL RGB WW 40°" ShortName="12x1W 40°" Company="FunGeneration" Version="2">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8e427d67-0743-41fb-9311-43e31ed114b9</Thumbnail>
  <History Date="13-11-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="FunGeneration_LED Pot 12x1W QCL RGB WW 40°.d4 renamed to FunGeneration_LED Pot 12x1W QCL RGB WW 40.d4" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3af404fd-26a6-4985-9412-234504a89104" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" Update="Colour_Macro" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="1~16" Update="Colour_Macro" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="17~33" Update="Colour_Macro" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="34~50" Update="Colour_Macro" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="51~67" Update="Colour_Macro" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="68~84" Update="Colour_Macro" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="85~101" Update="Colour_Macro" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="102~118" Update="Colour_Macro" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="119~135" Update="Colour_Macro" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="136~152" Update="Colour_Macro" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="153~169" Update="Colour_Macro" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="170~186" Update="Colour_Macro" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="187~203" Update="Colour_Macro" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="204~220" Update="Colour_Macro" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="221~237" Update="Colour_Macro" />
      <Function ID="16" Name="Sound" Display="'Sound'" Dmx="238~255" Update="Colour_Macro" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Sensitivity" ID="17" If="'Program'==16" />
      <Else ID="1,2,3,4,5,6,7,8,9,10,11,12,13,14,15,16" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="16~31" Colour="0,0,0" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" Colour="0,0,0" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" Colour="0,0,0" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" Colour="0,0,0" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" Colour="0,0,0" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" Colour="0,0,0" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" Colour="0,0,0" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" Colour="0,0,0" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="144~159" Colour="0,0,0" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="160~175" Colour="0,0,0" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="176~191" Colour="0,0,0" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="192~207" Colour="0,0,0" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="208~223" Colour="0,0,0" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="224~239" Colour="0,0,0" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="240~255" Colour="0,0,0" />
      <Function ID="17" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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="1~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKFGP404" 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="7a1461b3-3605-4c6b-bbfb-3ecc1ef7bbd5" />
    <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="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="UKFGP406" 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="d621accd-133f-49b8-9005-3115167adc1e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="UKFGP408" 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="95530ba3-39b7-4620-bbaa-b86bf6cb00f6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>