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Becen 18x18W RGBWA UV Outdoor Par (BC-P416) (Becen_18x18W RGBWA UV Outdoor Par (BC-P416).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="18x18W RGBWA UV Outdoor Par (BC-P416)" ShortName="18x18W Par" Company="Becen">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>c67003c7-f004-45ce-bb97-805fe5422abe</Thumbnail>
  <History Date="01-06-18" Author="Nic Morris" Comment="Created" />
  <History Date="05-06-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="eb279753-eb5b-47ce-bf0e-53014d4bd6d4" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </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="Jump" Display="'Jump'" Dmx="51~100" />
      <Function ID="3" Name="Gradual" Display="'Gradual'" Dmx="101~150" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="151~200" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="201~255" />
    </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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="UKBCP416" 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="4f3acb94-155e-4e2d-ba5f-5996a579f6a2" />
    <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="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="7" />
      <Attribute ID="Amber" ChannelOffset="9" Wheel="8" />
      <Attribute ID="UV" ChannelOffset="10" Wheel="9" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <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>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>