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EK Lights Chroma Pro Q12 (EK Lights_Chroma Pro Q12.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Chroma Pro Q12" ShortName="ChrPro Q12" Company="EK Lights">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>5c8721e1-198f-4cfb-a99f-1ccbb1f88b31</Thumbnail>
  <History Date="07-01-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e752c0f8-0b18-47bd-8e4b-73411559c833" />
  <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="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="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="11~170" Colour="255,255,255" />
      <Function ID="3" Name="RGBW Full" Display="'RGBW Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="Colour 1" Display="'Colour 1'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="Colour 2" Display="'Colour 2'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="Colour 3" Display="'Colour 3'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="Colour 4" Display="'Colour 4'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="Colour 5" Display="'Colour 5'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="Colour 6" Display="'Colour 6'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="Colour 7" Display="'Colour 7'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="Colour 8" Display="'Colour 8'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="Colour 9" Display="'Colour 9'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="Colour 10" Display="'Colour 10'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="Colour 11" Display="'Colour 11'" Dmx="251~255" Colour="255,255,255" />
    </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="255,255,255" />
      <Function ID="2" Name="3000K" Display="'3000K'" Dmx="6~39" Colour="255,255,255" />
      <Function ID="3" Name="4000K" Display="'4000K'" Dmx="40~69" Colour="255,255,255" />
      <Function ID="4" Name="5000K" Display="'5000K'" Dmx="70~99" Colour="255,255,255" />
      <Function ID="5" Name="6000K" Display="'6000K'" Dmx="100~129" Colour="255,255,255" />
      <Function ID="6" Name="7000K" Display="'7000K'" Dmx="130~159" Colour="255,255,255" />
      <Function ID="7" Name="8000K" Display="'8000K'" Dmx="160~189" Colour="255,255,255" />
      <Function ID="8" Name="9000K" Display="'9000K'" Dmx="190~219" Colour="255,255,255" />
      <Function ID="9" Name="10000K" Display="'10000K'" Dmx="220~250" Colour="255,255,255" />
    </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="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="52~101" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="102~152" />
      <Function ID="4" Name="Med" Display="'Med'" Dmx="153~203" />
      <Function ID="5" Name="Slow" Display="'Slow'" Dmx="204~255" />
    </Attribute>
  </Control>
  <Mode Name="11 DMX" Channels="11">
    <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="ed267e8a-d92f-4adc-a76f-bd0a2818d7db" />
    <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" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="8" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="11" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <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="e8c4a192-4d8f-4a63-a83f-2155fb81abe0" />
    <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="4 DMX" Channels="4">
    <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="d4d949c1-e38e-4b4d-86a6-0010f39d11b7" />
    <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>
  <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>