View Personality

Chauvet Beamer 6 FX (Chauvet_Beamer 6 FX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Beamer 6 FX" ShortName="Beamer6 FX" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>d666732c-6229-4549-8b87-17e954c79352</Thumbnail>
  <History Date="26-03-18" Author="Nic Morris" Comment="Created (note there is no open or closed strobe range)" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Beam_Colour" Name="Beam Colour" Description="" Group="C">
      <Locate Locate="5:100" PowerOn="5:100" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red %.f%%',0~100" Dmx="4~66" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green %.f%%',0~100" Dmx="67~129" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue %.f%%',0~100" Dmx="130~192" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White %.f%%',0~100" Dmx="193~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Beam 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="Beam_Strobe" Name="Beam Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="0~80" />
      <Function ID="2" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="81~160" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="161~240" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="SMD_Strobe" Name="SMD Strobe" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="SMD_Strobe_Spd" Name="SMD Strobe Spd" Description="" Group="I">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Laser_Pattern" Name="Laser Pattern" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~49" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="50~89" />
      <Function ID="4" Name="R+G" Display="'R+G'" Dmx="90~129" />
      <Function ID="5" Name="Red On+Green Strobe" Display="'Red On+Green Strobe'" Dmx="130~169" />
      <Function ID="6" Name="Green On+Red Strobe" Display="'Green On+Red Strobe'" Dmx="170~209" />
      <Function ID="7" Name="Red+Green (Alternate Strobe)" Display="'Red+Green (Alternate Strobe)'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="Laser_Strobe" Name="Laser Strobe" Description="" Group="G">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" WheelPosition="0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="10~254" WheelPosition="0" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="255~255" WheelPosition="0" />
    </Attribute>
    <Attribute ID="Laser_Rot" Name="Laser Rot" Description="" Group="G">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="127~5" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="128~133" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="134~255" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="2" Name="Beams Only" Display="'Beams Only'" Dmx="6~41" />
      <Function ID="3" Name="Laser Only" Display="'Laser Only'" Dmx="42~77" />
      <Function ID="4" Name="Strobe Only" Display="'Strobe Only'" Dmx="78~113" />
      <Function ID="5" Name="Beams/ Laser" Display="'Beams/ Laser'" Dmx="114~149" />
      <Function ID="6" Name="Beams/ Strobe" Display="'Beams/ Strobe'" Dmx="150~185" />
      <Function ID="7" Name="Laser/ Strobe" Display="'Laser/ Strobe'" Dmx="186~221" />
      <Function ID="8" Name="Beams/ Laser/ Strobe" Display="'Beams/ Laser/ Strobe'" Dmx="222~255" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~250" />
      <Function ID="2" Name="Sensitivity" Display="'Sensitivity %.f%%',0~100" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="15 DMX" Channels="15">
    <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 />
    <Cells>
      <Master>
        <Attribute ID="Beam_Colour" Wheel="7" />
        <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
        <Attribute ID="Beam_Strobe" ChannelOffset="8" Wheel="4" />
        <Attribute ID="SMD_Strobe" ChannelOffset="9" Wheel="5" />
        <Attribute ID="SMD_Strobe_Spd" ChannelOffset="10" Wheel="6" />
        <Attribute ID="Laser_Pattern" ChannelOffset="11" Wheel="13" />
        <Attribute ID="Laser_Strobe" ChannelOffset="12" Wheel="14" />
        <Attribute ID="Laser_Rot" ChannelOffset="13" Wheel="15" />
        <Attribute ID="Program" ChannelOffset="14" Wheel="22" />
        <Attribute ID="Program_Spd" ChannelOffset="15" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="4" Y="2">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="1" Y="4">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="Cell" X="3" Y="4">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Beam_Colour" TargetId="Beam_Colour" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="CHBM6FX2" 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="Program" ChannelOffset="1" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="2" Wheel="23" />
    </Include>
  </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="Beam_Colour" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch id="d666732c-6229-4549-8b87-17e954c79352">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</Swatch>
  </swatchLibrary>
</Fixture>