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Prolights SUNRISE2L (Prolights_SUNRISE2L.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SUNRISE2L" ShortName="SUNRISE2L" Company="Prolights">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>afca0f3e-2bc0-4194-882c-9c68faa59969</Thumbnail>
  <History Date="21-01-18" Author="Nic Morris" Comment="Created" />
  <History Date="23-01-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="942705f7-59af-48d7-ae41-4aeef972759c" />
  <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="11~40" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="41~80" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="81~120" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="121~170" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="171~220" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="221~255" />
    </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>
    <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>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="PGSUN2L1" 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="35475976-a9a0-454a-831a-06d999700a2e" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <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="7f7aef91-ac9a-4db4-8e80-87b61863a612" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </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>
    </Cells>
  </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="d208c8e7-37fd-47a4-bcef-4dbe49d8fc1b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="7 DMX" Channels="7">
    <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="689c1bab-d942-464a-a1ed-57615551d910" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
        <Attribute ID="Dim_Spd" ChannelOffset="7" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <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>
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</Swatch>
  </swatchLibrary>
</Fixture>