View Personality

BeamZ BAC406 (BeamZ_BAC406.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BAC406" ShortName="BAC406" Company="BeamZ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>387a5513-f62c-4a1e-8207-6b00302e0d34</Thumbnail>
  <History Date="22-06-16" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="10-01-22" Author="Nic Morris" Comment="Added Atlabase ID's.  Added product thumbnail" Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="435be6c4-d861-45ee-8033-93153c4ae8e6" />
  <Control>
    <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>
    <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" 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="10~255" />
    </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="Auto" Display="'Auto'" Dmx="10~199" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="200~255" />
    </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="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="Red" Display="'Red'" Dmx="10~19" Colour="255,255,255" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="255,255,255" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="255,255,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,255,255" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="255,255,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" />
      <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="17" Name="B+W" Display="'B+W'" Dmx="160~169" Colour="255,255,255" />
      <Function ID="18" Name="B+A" Display="'B+A'" Dmx="170~179" Colour="255,255,255" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="180~189" Colour="255,255,255" />
      <Function ID="20" Name="W+A" Display="'W+A'" Dmx="190~199" Colour="255,255,255" />
      <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="200~209" Colour="255,255,255" />
      <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="24" Name="R+B+A" Display="'R+B+A'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="25" Name="G+W+UV" Display="'G+W+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="26" Name="R+G+B+W+A+UV" Display="'R+G+B+W+A+UV'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKBZ4061" 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="b6eae1c6-bf4e-4ac1-babd-0ec6b3007d36" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="3" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="4" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <Import PearlRef="UKBZ4062" 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="13b844d3-5f4d-4d94-91ee-7724cd3e44b5" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Dimmer" ChannelOffset="7" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="24" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="387a5513-f62c-4a1e-8207-6b00302e0d34">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</Swatch>
  </swatchLibrary>
</Fixture>