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Bright XLED FX (Bright_XLED FX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XLED FX" ShortName="XLED FX" Company="Bright">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>0b3f2db5-56a5-4602-b23d-8a8b133b4963</Thumbnail>
  <History Date="04-04-18" Author="Nic Morris" Comment="Created" />
  <History Date="14-04-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="9802aa6f-f2b7-4df1-8b55-27b521933b8a" />
  <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="Duration" Description="" Group="I">
      <Locate Locate="1:7" PowerOn="1:7" />
      <Function ID="1" Name="Duration" Display="'%.fms',7~600" Dmx="0~254" />
      <Function ID="2" Name="Blinder" Display="'Blinder'" Dmx="255~255" />
    </Attribute>
    <Attribute ID="Shutter1" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Single" Display="'Single'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f Hz',1.0~25.0" Dmx="1~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Open Pulse" Display="'Open Pulse'" Dmx="6~42" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse'" Dmx="43~85" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="86~128" />
      <Function ID="5" Name="Random" Display="'Random'" Dmx="129~171" />
      <Function ID="6" Name="Lightning" Display="'Lightning'" Dmx="172~214" />
      <Function ID="7" Name="Sound" Display="'Sound'" Dmx="215~255" />
    </Attribute>
    <Attribute ID="Shutter2" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~119" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="128~183" />
      <Function ID="5" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="192~247" />
    </Attribute>
    <Attribute ID="Effect1" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="10~28" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="29~48" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="49~68" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="69~88" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="89~108" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="109~128" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="129~148" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="149~168" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="169~188" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="189~208" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="209~228" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="229~248" />
      <Function ID="14" Name="Sound" Display="'Sound'" Dmx="249~255" />
    </Attribute>
    <Attribute ID="Effect_Spd" Name="Effect 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="Rise_Time" Name="Rise Time" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Instant" Display="'Instant'" Dmx="0~0" />
      <Function ID="2" Name="Short" Display="'Short'" Dmx="32~63" />
      <Function ID="3" Name="Medium" Display="'Medium'" Dmx="64~95" />
      <Function ID="4" Name="Long" Display="'Long'" Dmx="96~127" />
      <Function ID="5" Name="Extra-Long" Display="'Extra-Long'" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter3" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Single" Display="'Single'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f Hz',1.0~25.0" Dmx="1~254" />
      <Function ID="3" Name="Blinder" Display="'Blinder'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="UKBRXFX2" 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="cbd1cee1-4920-49df-ab65-d209ce1ab718" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter3" ChannelOffset="2" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKBRXFX4" 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="0481f1d5-eeee-406a-9576-1bb7d9478e4a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="6" />
      <Attribute ID="Shutter1" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <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="6454b472-27e9-4032-af38-c8f0b4fc7a55" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="10" Wheel="4" />
        <Attribute ID="Shutter2" ChannelOffset="11" Wheel="5" />
        <Attribute ID="Effect1" ChannelOffset="12" Wheel="22" />
        <Attribute ID="Effect_Spd" ChannelOffset="13" Wheel="23" />
        <Attribute ID="Rise_Time" ChannelOffset="14" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="7" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="8" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Cell 9" ChannelOffset="9" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>