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Pearl River ARC LED 1360 Strobe D (PR-8332D) (Pearl River_ARC LED 1360 Strobe D (PR-8332D).d4)

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<Fixture Name="ARC LED 1360 Strobe D (PR-8332D)" ShortName="ARC 1360 D" Company="Pearl River">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>895ecd92-3659-4b35-9043-4c20380fd606</Thumbnail>
  <History Date="27-01-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
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      <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="128~255" />
      <Function ID="3" Name="Pulse" Display="'Pulse %.1f%%',0.0~100.0" Dmx="1~127" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="All On" Display="'All On'" Dmx="1~31" />
      <Function ID="3" Name="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="32~63" />
      <Function ID="4" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="64~95" />
      <Function ID="5" Name="4x" Display="'4x %.f%%',0~100" Dmx="96~127" />
      <Function ID="6" Name="2xFWD" Display="'2xFWD %.f%%',0~100" Dmx="128~159" />
      <Function ID="7" Name="2xREV" Display="'2xREV %.f%%',0~100" Dmx="160~191" />
      <Function ID="8" Name="1xFWD" Display="'1xFWD %.f%%',0~100" Dmx="192~223" />
      <Function ID="9" Name="1xREV" Display="'1xREV %.f%%',0~100" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Dimmer_1" Name="Dimmer 1" 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="Dimmer_2" Name="Dimmer 2" 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="Dimmer_3" Name="Dimmer 3" 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="Dimmer_4" Name="Dimmer 4" 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="Dimmer_5" Name="Dimmer 5" 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="Dimmer_6" Name="Dimmer 6" 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="Dimmer_7" Name="Dimmer 7" 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="Dimmer_8" Name="Dimmer 8" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Standard, 4 DMX" Channels="4">
    <Import PearlRef="PR8332DS" 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="691ac874-4ec9-4eff-9f22-3133efd257fc" />
    <Include>
      <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="Extended, 12 DMX" Channels="12">
    <Import PearlRef="PR8332DX" 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>
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      <Attribute ID="Dimmer" ChannelOffset="2,3" Wheel="1" />
      <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Dimmer_1" ChannelOffset="5" Wheel="34" />
      <Attribute ID="Dimmer_2" ChannelOffset="6" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="7" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="8" Wheel="64" />
      <Attribute ID="Dimmer_5" ChannelOffset="9" Wheel="65" />
      <Attribute ID="Dimmer_6" ChannelOffset="10" Wheel="66" />
      <Attribute ID="Dimmer_7" ChannelOffset="11" Wheel="94" />
      <Attribute ID="Dimmer_8" ChannelOffset="12" Wheel="95" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Shutter" ChannelOffset="1" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" />
        <Attribute ID="Effect" ChannelOffset="4" Wheel="22" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Area 1" ChannelOffset="5" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Area 2" ChannelOffset="6" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Area 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Area 4" ChannelOffset="8" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Area 5" ChannelOffset="9" ModeLink="Cell" X="3" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Area 6" ChannelOffset="10" ModeLink="Cell" X="2" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Area 7" ChannelOffset="11" ModeLink="Cell" X="1" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Area 8" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <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>