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EK Lights EPAR INFINITI VW (EK Lights_EPAR INFINITI VW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EPAR INFINITI VW" ShortName="eParInfVW" Company="EK Lights" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>460b5738-0196-44bf-b44a-1723d79c528e</Thumbnail>
  <History Date="19-09-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-09-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8761c9cf-aa24-4a37-a227-9c6157879e07" />
  <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="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="2800K" Display="'2800K'" Dmx="6~25" Colour="255,255,255" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="26~50" Colour="255,255,255" />
      <Function ID="4" Name="3500K" Display="'3500K'" Dmx="51~75" Colour="255,255,255" />
      <Function ID="5" Name="4000K" Display="'4000K'" Dmx="76~100" Colour="255,255,255" />
      <Function ID="6" Name="4500K" Display="'4500K'" Dmx="101~125" Colour="255,255,255" />
      <Function ID="7" Name="5000K" Display="'5000K'" Dmx="126~150" Colour="255,255,255" />
      <Function ID="8" Name="5600K" Display="'5600K'" Dmx="151~175" Colour="255,255,255" />
      <Function ID="9" Name="6000K" Display="'6000K'" Dmx="176~200" Colour="255,255,255" />
      <Function ID="10" Name="6500K" Display="'6500K'" Dmx="201~225" 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 (1-4)" Display="'Auto 5 (1-4)'" 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="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Dim Spd Mode Off" Display="'Dim Spd Mode Off'" Dmx="52~101" />
      <Function ID="3" Name="Dim Spd Mode 1" Display="'Dim Spd Mode 1'" Dmx="102~152" />
      <Function ID="4" Name="Dim Spd Mode 2" Display="'Dim Spd Mode 2'" Dmx="153~203" />
      <Function ID="5" Name="Dim Spd Mode 3" Display="'Dim Spd Mode 3'" Dmx="204~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="229dbd90-d143-4846-ada2-49773e6ddfd2">
    <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="43a02bf7-4ddb-4434-be89-4b9644ac3ff9" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="5112242d-7f52-4328-86c8-f9565332c66c">
    <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="2aaff4fe-193d-4989-a8f2-661fc9bc4f07" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="6cece714-0dfc-49d3-94fb-4cb56c0789e4">
    <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="561f0279-8bc2-4b82-b215-021a97fe9bda" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="CTO" ChannelOffset="7" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="10" Wheel="25" />
    </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: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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>