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Prolights ECLIPSEHDDY (Prolights_ECLIPSEHDDY.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ECLIPSEHDDY" ShortName="ECLPSEDHDY" Company="Prolights">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>7093e10f-81a8-401b-9621-cd2cbf15d43b</Thumbnail>
  <History Date="18-01-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="af1c7c47-5771-47b6-996c-fbe233912756" />
  <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="11~255" />
    </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="11~70" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="71~130" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="131~190" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="191~255" />
    </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="1 DMX" Channels="1">
    <Import PearlRef="PGEHDDY1" 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="1821e913-314d-4c75-a74d-3146841b9c4b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="PGEHDDY2" 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="10bfce31-3011-4fbe-9c5c-e2dbe57805b0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="PGEHDDY5" 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="dfe036ce-0e39-44bf-b7bd-41136ab2e7d3" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Dim_Spd" ChannelOffset="5" Wheel="25" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>