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Prolight Equinox MaxiPar Quad (EQLED117) (Prolight_Equinox MaxiPar Quad (EQLED117).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Equinox MaxiPar Quad (EQLED117)" ShortName="MaxiPar Qd" Company="Prolight" Version="0">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>f301dad2-ee47-40cf-bd9f-2a7e792a8792</Thumbnail>
  <History Date="29-04-21" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1db10455-bedb-4f2a-b60b-3ded147197b4" />
  <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="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>
    <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="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="Red" Display="'Red'" Dmx="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="50~59" Colour="255,255,0" />
      <Function ID="7" Name="Magenta" Display="'Magenta'" Dmx="60~69" Colour="255,0,255" />
      <Function ID="8" Name="Cyan" Display="'Cyan'" Dmx="70~79" Colour="0,255,255" />
      <Function ID="9" Name="Dark Orange" Display="'Dark Orange'" Dmx="80~89" Colour="255,100,0" />
      <Function ID="10" Name="Lime Green" Display="'Lime Green'" Dmx="90~99" Colour="0,180,0" />
      <Function ID="11" Name="Salmon Pink" Display="'Salmon Pink'" Dmx="100~109" Colour="255,150,150" />
      <Function ID="12" Name="Turquoise" Display="'Turquoise'" Dmx="110~119" Colour="0,255,128" />
      <Function ID="13" Name="Mint Green" Display="'Mint Green'" Dmx="120~129" Colour="0,255,200" />
      <Function ID="14" Name="Orange" Display="'Orange'" Dmx="130~139" Colour="255,128,0" />
      <Function ID="15" Name="Lavender" Display="'Lavender'" Dmx="140~149" Colour="255,128,255" />
      <Function ID="16" Name="Light Blue" Display="'Light Blue'" Dmx="150~159" Colour="0,128,255" />
      <Function ID="17" Name="Dark Blue" Display="'Dark Blue'" Dmx="160~169" Colour="0,0,180" />
      <Function ID="18" Name="Pink" Display="'Pink'" Dmx="170~255" Colour="255,150,150" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="1 (4 Col Fade)" Display="'1 (4 Col Fade)'" Dmx="10~50" />
      <Function ID="3" Name="2 (7 Col Fade)" Display="'2 (7 Col Fade)'" Dmx="51~91" />
      <Function ID="4" Name="3 (Col Fade)" Display="'3 (Col Fade)'" Dmx="92~132" />
      <Function ID="5" Name="4 (7 Col Fade+Col Fade)" Display="'4 (7 Col Fade+Col Fade)'" Dmx="133~173" />
      <Function ID="6" Name="5 (4 Col Change)" Display="'5 (4 Col Change)'" Dmx="174~214" />
      <Function ID="7" Name="6 (7 Col Change)" Display="'6 (7 Col Change)'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Sound" Name="Sound" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="1 (4 Col Fade)" Display="'1 (4 Col Fade)'" Dmx="10~50" />
      <Function ID="3" Name="2 (7 Col Fade)" Display="'2 (7 Col Fade)'" Dmx="51~91" />
      <Function ID="4" Name="3 (Col Fade)" Display="'3 (Col Fade)'" Dmx="92~132" />
      <Function ID="5" Name="4 (7 Col Fade+Col Fade)" Display="'4 (7 Col Fade+Col Fade)'" Dmx="133~173" />
      <Function ID="6" Name="5 (4 Col Change)" Display="'5 (4 Col Change)'" Dmx="174~214" />
      <Function ID="7" Name="6 (7 Col Change)" Display="'6 (7 Col Change)'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Speed/Sens" Name="Speed/Sens" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed/Sens" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <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="23431337-7ff4-48c2-9616-5a4f2fb651f5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="2" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m1" Channels="3">
    <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" />
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    <AtlaBase ModeID="c7b79ce5-59e8-4210-940c-e80de06c5882" />
    <Include>
      <Attribute ID="Program" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Sound" ChannelOffset="2" Wheel="23" />
      <Attribute ID="Speed/Sens" ChannelOffset="3" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="3 DMX m2" Channels="3">
    <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="16ac056d-9ab6-4575-9622-c72271d80dde" />
    <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="Dimmer" Wheel="1" />
    </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="0aff183d-2e9b-4b60-9486-14484b505d4d" />
    <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="10 DMX" Channels="10">
    <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="71b432e0-a398-4a29-9bb0-fd41b8e58b93" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="8" Wheel="22" />
      <Attribute ID="Sound" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Speed/Sens" ChannelOffset="10" Wheel="24" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>