View Personality

BeamZ WBP1212IP (BeamZ_WBP1212IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="WBP1212IP" ShortName="WBP1212IP" Company="BeamZ" Version="3">
  <Copyright Notice="© Avolites Ltd. 2024" />
  <Thumbnail>e6071cbe-688c-4e86-9970-9cbe820bb395</Thumbnail>
  <History Date="13-01-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="18-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="12-03-24" Author="Nic Morris" Comment="Created from BeamZ WBP912IP" Version="2" />
  <History Date="15-03-24" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="84e7f5b9-ea7f-45a7-8e35-09ce2a7a36a9" />
  <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="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="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="6~255" />
    </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="Preset Col" Display="'Preset Col %.1f%%',0.0~100.0" Dmx="11~127" Colour="255,255,255" />
      <Function ID="3" Name="Factory Col" Display="'Factory Col %.1f%%',0.0~100.0" Dmx="130~255" Colour="255,255,255" />
    </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="Chase" Display="'Chase %.f%%',0~100" Dmx="20~79" />
      <Function ID="3" Name="Custom Chase" Display="'Custom Chase %.f%%',0~100" Dmx="80~127" />
      <Function ID="4" Name="Col Fade" Display="'Col Fade %.f%%',0~100" Dmx="128~159" />
      <Function ID="5" Name="Col Jump" Display="'Col Jump %.f%%',0~100" Dmx="160~191" />
      <Function ID="6" Name="Col Pulse" Display="'Col Pulse %.f%%',0~100" Dmx="192~223" />
      <Function ID="7" Name="Sound" Display="'Sound %.f%%',0~100" Dmx="224~255" />
    </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="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="LED" Display="'LED'" Dmx="6~55" />
      <Function ID="3" Name="Fast" Display="'Fast'" Dmx="56~105" />
      <Function ID="4" Name="Less Fast" Display="'Less Fast'" Dmx="106~155" />
      <Function ID="5" Name="Med" Display="'Med'" Dmx="156~205" />
      <Function ID="6" Name="Slow" Display="'Slow'" Dmx="206~255" />
    </Attribute>
  </Control>
  <Mode Name="D001, 6 DMX" Channels="6" Id="3047551a-68c5-463e-a26f-35e7fe2b5faa">
    <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="047159cb-caee-4491-a49b-eb4e6a09198c" />
    <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="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="A001, 12 DMX" Channels="12" Id="2192bc3b-8f9d-4996-83f8-3468c5acc83f">
    <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="13658159-7326-4883-bcb7-95dacde5a2c0" />
    <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="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" 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="e6071cbe-688c-4e86-9970-9cbe820bb395">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</Swatch>
  </swatchLibrary>
</Fixture>