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Viking Lighting VK425 Beam (Viking Lighting_VK425 Beam.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VK425 Beam" ShortName="VK425 Bm" Company="Viking Lighting" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>1f33c10a-c7e6-4792-8b9b-88f36caff62f</Thumbnail>
  <History Date="16-07-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="10-09-16" Author="Nic Morris" Comment="Added compatibility for R20 export." Version="2" />
  <History Date="12-07-21" Author="Nic Morris" Comment="Changed name from VK425 to VK425 Beam in response to manufacturer request." Version="3" />
  <History Date="12-07-21" Author="Nic Morris" Comment="Added product thumbnail" Version="3" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Colour1Func" Name="Colour Func" Description="" Group="C" Size="0">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Fixed" Display="'Fixed'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="2" Name="Scroll" Display="'Scroll'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
      <Function ID="3" Name="Raw DMX" Display="'Raw DMX'" Dmx="0~0" Update="Colour1" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Condition Name="Fixed" ID="1,2,3,4" If="'Colour1Func'==1" />
      <Condition Name="Scroll" ID="5,6" If="'Colour1Func'==2" />
      <Else ID="7" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="32~63" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="64~95" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="96~127" Colour="0,0,255" />
      <Function ID="5" Name="Scroll CW" Display="'Scroll CW     %.f%%',100~0" Dmx="191~128" Colour="0,0,0" />
      <Function ID="6" Name="Scroll CCW" Display="'Scroll CCW    %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
      <Function ID="7" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Focus" Name="Focus" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Focus" Display="'Focus %.1f%%',0.0~100.0" Dmx="0~200" />
      <Function ID="2" Name="Beam Rot" Display="'Beam Rot %.f%%',0~100" Dmx="201~255" />
    </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>
    <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 %.f%%',0~100" Dmx="4~95" />
      <Function ID="3" Name="Random" Display="'Random %.f%%',0~100" Dmx="96~176" />
      <Function ID="4" Name="Thunder" Display="'Thunder %.f%%',0~100" Dmx="177~255" />
    </Attribute>
    <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="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="Effect 1" Display="'Effect 1 %.f%%',0~100" Dmx="50~74" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2 %.f%%',0~100" Dmx="75~99" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3 %.f%%',0~100" Dmx="100~149" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4 %.f%%',0~100" Dmx="150~199" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5 %.f%%',0~100" Dmx="200~255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Auto" Display="'Auto'" Dmx="100~250" />
      <Function ID="3" Name="Reset" Display="'Reset'" Dmx="251~255" />
    </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>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <Import PearlRef="UKVK425" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Colour1Func" Wheel="7" />
      <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
      <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
      <Attribute ID="Dimmer" ChannelOffset="8" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Dimmer_1" ChannelOffset="10" Wheel="34" />
      <Attribute ID="Dimmer_2" ChannelOffset="11" Wheel="35" />
      <Attribute ID="Dimmer_3" ChannelOffset="12" Wheel="36" />
      <Attribute ID="Dimmer_4" ChannelOffset="13" Wheel="64" />
      <Attribute ID="Effect" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
        <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
        <Attribute ID="PT_Speed" ChannelOffset="5" Wheel="25" />
        <Attribute ID="Colour1Func" Wheel="7" />
        <Attribute ID="Colour1" ChannelOffset="6" Wheel="8" />
        <Attribute ID="Focus" ChannelOffset="7" Wheel="20" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Effect" ChannelOffset="14" Wheel="23" />
        <Attribute ID="Control" ChannelOffset="15" Wheel="28" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="10" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="12" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="13" ModeLink="Cell" X="0" Y="3">
        <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="Head" PanMax="540" TiltMax="270" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="3" Name="Red" Number="3" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="4" Name="Open" Number="4" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="5" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="7" Name="Green" Number="0" Page="1" SetControl="Colour1:3,Colour1Func:1" />
      <Palette ID="8" Name="Open" Number="6" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="9" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="11" Name="Blue" Number="9" Page="1" SetControl="Colour1:4,Colour1Func:1" />
      <Palette ID="12" Name="Open" Number="10" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="13" Name="Red" Number="0" Page="1" SetControl="Colour1:2,Colour1Func:1" />
      <Palette ID="14" Name="Open" Number="8" Page="1" SetControl="Colour1:1,Colour1Func:1" />
      <Palette ID="15" Name="Blue" Number="0" Page="1" SetControl="Colour1:4,Colour1Func:1" />
    </Group>
    <Group Name="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>