View Personality

Color Kinetics ColorBlast Powercore gen4 RGBW (Color Kinetics_ColorBlast Powercore gen4 RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ColorBlast Powercore gen4 RGBW" ShortName="CBPcg4RGBW" Company="Color Kinetics" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>1d178f4e-e2a1-498e-bd1f-d1d9d05391b0</Thumbnail>
  <History Date="31-01-22" Author="Nic Morris" Comment="Created (could not find any DMX mapping information - based on Capture)" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a977915a-f957-4fed-847f-e6c696e2a7c5" />
  <Control>
    <Attribute ID="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" Description="" Group="C" Size="2">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="RGBW (8bit), 4 DMX" Channels="4">
    <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="f5615e73-d586-482e-bcbe-409f04617450" />
    <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="RGB (8bit), 3 DMX" Channels="3">
    <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="6b4ee672-1ccb-45e1-b495-75171450be5b" />
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGBW (16bit), 8 DMX" Channels="8">
    <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="b117dd25-8d63-4dd3-a44f-e2d7121ee66c" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="7,8" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB (16bit), 6 DMX" Channels="6">
    <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="d12a9d7f-e3e8-4b08-896d-1ebb11828bfa" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1,2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3,4" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="5,6" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="1d178f4e-e2a1-498e-bd1f-d1d9d05391b0">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</Swatch>
  </swatchLibrary>
</Fixture>