View Personality

BeamZ BAC320 (BeamZ_BAC320.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BAC320" ShortName="BAC320" Company="BeamZ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>b6ff7dc2-7a96-4228-a33b-b9a663c1eb31</Thumbnail>
  <History Date="25-02-25" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="8d248c5a-395d-459e-9a48-e812f6cf8ece" />
  <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="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="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" Update="Auto_Spd" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="21~50" Update="Auto_Spd" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="51~80" Update="Auto_Spd" />
      <Function ID="4" Name="Fade" Display="'Fade'" Dmx="81~110" Update="Auto_Spd" />
      <Function ID="5" Name="Pulse" Display="'Pulse'" Dmx="111~140" Update="Auto_Spd" />
      <Function ID="6" Name="Sound 1" Display="'Sound 1'" Dmx="141~170" Update="Auto_Spd" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="171~200" Update="Auto_Spd" />
      <Function ID="8" Name="Sound 3" Display="'Sound 3'" Dmx="201~230" Update="Auto_Spd" />
      <Function ID="9" Name="Sound 4" Display="'Sound 4'" Dmx="231~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Else ID="1" />
      <Condition Name="Static Col" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33" If="'Auto'==2" />
      <Condition Name="Sensitivity" ID="34" If="'Auto'>5" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="8~15" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="16~23" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="24~31" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="32~39" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="40~47" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="48~55" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~63" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="64~71" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="72~79" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="80~87" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="88~95" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="96~103" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="104~111" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="112~119" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="120~127" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="128~135" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="136~143" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="144~151" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="152~159" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="160~167" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="168~175" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="176~183" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="184~191" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="192~199" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="200~207" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="208~215" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="216~223" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="224~231" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="232~239" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="240~247" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="248~255" />
      <Function ID="34" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Curve 1" Display="'Curve 1'" Dmx="0~0" />
      <Function ID="2" Name="Curve 2" Display="'Curve 2'" Dmx="64~127" />
      <Function ID="3" Name="Curve 3" Display="'Curve 3'" Dmx="128~191" />
      <Function ID="4" Name="Curve 4" Display="'Curve 4'" Dmx="192~255" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="00626ca6-56e6-43c9-b58d-7aba263e0d6c">
    <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>
    <AtlaBase ModeID="0993cd4c-7ddd-4f60-803f-425fd26151fd" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="2f374354-98e2-49db-be25-a68fd8e82276">
    <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>
    <AtlaBase ModeID="beaeb46a-4d88-43a2-8f49-cd8e95bb414a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="656684a1-94d0-4d2f-9890-ba7cff317820">
    <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>
    <AtlaBase ModeID="c2f9d758-ae7d-4a5b-b816-171fd3e25553" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="6fe4175a-b06a-4ad7-b173-913a2285037c">
    <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>
    <AtlaBase ModeID="73cc92b7-0f72-4fb8-a703-491d809f7ffd" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </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="b6ff7dc2-7a96-4228-a33b-b9a663c1eb31">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</Swatch>
  </swatchLibrary>
</Fixture>