View Personality

EK Lights EPAR Q1 (EK Lights_EPAR Q1.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="EPAR Q1" ShortName="EPAR Q1" Company="EK Lights">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>4319955e-0f7d-4744-ad56-5e9bf7e5bb78</Thumbnail>
  <History Date="04-10-19" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="7721c766-e700-4e49-90ed-9d89e4261814" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="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="RGB Full" Display="'RGB Full'" Dmx="171~200" Colour="255,255,255" />
      <Function ID="4" Name="CTO 1" Display="'CTO 1'" Dmx="201~205" Colour="255,255,255" />
      <Function ID="5" Name="CTO 2" Display="'CTO 2'" Dmx="206~210" Colour="255,255,255" />
      <Function ID="6" Name="CTO 3" Display="'CTO 3'" Dmx="211~215" Colour="255,255,255" />
      <Function ID="7" Name="CTO 4" Display="'CTO 4'" Dmx="216~220" Colour="255,255,255" />
      <Function ID="8" Name="CTO 5" Display="'CTO 5'" Dmx="221~225" Colour="255,255,255" />
      <Function ID="9" Name="CTO 6" Display="'CTO 6'" Dmx="226~230" Colour="255,255,255" />
      <Function ID="10" Name="CTO 7" Display="'CTO 7'" Dmx="231~235" Colour="255,255,255" />
      <Function ID="11" Name="CTO 8" Display="'CTO 8'" Dmx="236~240" Colour="255,255,255" />
      <Function ID="12" Name="CTO 9" Display="'CTO 9'" Dmx="241~245" Colour="255,255,255" />
      <Function ID="13" Name="CTO 10" Display="'CTO 10'" Dmx="246~250" Colour="255,255,255" />
      <Function ID="14" Name="CTO 11" Display="'CTO 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="WW 1" Display="'WW 1'" Dmx="6~25" Colour="255,255,255" />
      <Function ID="3" Name="WW 2" Display="'WW 2'" Dmx="26~50" Colour="255,255,255" />
      <Function ID="4" Name="WW 3" Display="'WW 3'" Dmx="51~75" Colour="255,255,255" />
      <Function ID="5" Name="W 1" Display="'W 1'" Dmx="76~100" Colour="255,255,255" />
      <Function ID="6" Name="W 2" Display="'W 2'" Dmx="101~125" Colour="255,255,255" />
      <Function ID="7" Name="W 3" Display="'W 3'" Dmx="126~150" Colour="255,255,255" />
      <Function ID="8" Name="CW 1" Display="'CW 1'" Dmx="151~175" Colour="255,255,255" />
      <Function ID="9" Name="CW 2" Display="'CW 2'" Dmx="176~200" Colour="255,255,255" />
      <Function ID="10" Name="CW 3" Display="'CW 3'" Dmx="201~225" Colour="255,255,255" />
      <Function ID="11" Name="W" Display="'W'" Dmx="226~250" 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 (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="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Linear" Display="'Linear'" Dmx="176~200" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="201~225" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="226~250" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="251~255" />
    </Attribute>
  </Control>
  <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="8b586094-bae1-437a-82a5-356916096ee4" />
    <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="Amber" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="5ff8ae67-bf61-4026-8523-9fbd5177c406" />
    <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="Shutter" ChannelOffset="6" Wheel="4" />
    </Include>
  </Mode>
  <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="97b77841-82f9-4975-be73-aeec484fef57" />
    <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="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="8" />
      <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>
  <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 id="4319955e-0f7d-4744-ad56-5e9bf7e5bb78">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</Swatch>
  </swatchLibrary>
</Fixture>