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Anolis ArcPower 192 Outdoor (Anolis_ArcPower 192 Outdoor.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ArcPower 192 Outdoor" ShortName="ArcPwr192O" Company="Anolis">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>4b5abd07-9f24-4fa6-8964-e4be9bfe08a7</Thumbnail>
  <History Date="16-06-18" Author="Nic Morris" Comment="Created" />
  <Manual Filename="" Summary="" />
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    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
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    </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="CW->WW" Display="'CW->WW %.f%%',0~100" Dmx="1~15" Colour="255,255,255" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="16~16" Colour="0,0,255" />
      <Function ID="4" Name="Blu - L Blu" Display="'Blu - L Blu %.f%%',0~100" Dmx="17~55" Colour="0,0,255" />
      <Function ID="5" Name="Light Blue" Display="'Light Blue'" Dmx="56~56" Colour="0,128,255" />
      <Function ID="6" Name="L Blu - Grn" Display="'L Blu - Grn %.f%%',0~100" Dmx="57~95" Colour="0,128,255" />
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      <Function ID="8" Name="Grn - Yel" Display="'Grn - Yel %.f%%',0~100" Dmx="97~134" Colour="0,255,0" />
      <Function ID="9" Name="Yellow" Display="'Yellow'" Dmx="135~135" Colour="255,255,0" />
      <Function ID="10" Name="Yel - Rd" Display="'Yel - Rd %.f%%',0~100" Dmx="136~174" Colour="255,255,0" />
      <Function ID="11" Name="Red" Display="'Red'" Dmx="175~175" Colour="255,0,0" />
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      <Function ID="13" Name="Magenta" Display="'Magenta'" Dmx="215~215" Colour="255,0,255" />
      <Function ID="14" Name="Mag - Blu" Display="'Mag - Blu %.f%%',0~100" Dmx="216~254" Colour="255,0,255" />
      <Function ID="15" Name="Blue" Display="'Blue'" Dmx="255~255" Colour="0,0,255" />
    </Attribute>
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      <Locate Locate="2" PowerOn="2" />
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      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
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      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="128~143" />
      <Function ID="6" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="144~159" />
    </Attribute>
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      <Locate Locate="1:100" PowerOn="1:0" />
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    </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>
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      <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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    <Include />
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        <Attribute ID="Red" Wheel="10" />
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        <Attribute ID="Dimmer" Wheel="1" />
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      <Lens Name="" Degrees="" />
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      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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      <Lens Name="" Degrees="" />
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      <Size Height="" Width="" Depth="" />
      <Focus Type="Fixed" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
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        <Attribute ID="Red" Wheel="10" />
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        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="7" />
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    <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="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
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    <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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    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
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      <Attribute ID="Dimmer" ChannelOffset="5" Wheel="1" />
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  </Mode>
  <Mode Name="RGB cell" Channels="3" 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" />
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      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
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    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
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      <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
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      <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">
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      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
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      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>