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Stairville xBrick Full-Colour 16x3W (Stairville_xBrick Full-Colour 16x3W.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="xBrick Full-Colour 16x3W" ShortName="xBrick Fll" Company="Stairville" Version="5">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>0e3abea4-74fd-4d3d-b2e6-642699e8a628</Thumbnail>
  <History Date="08-05-12" Author="Peter Budd" Comment="Created" Version="1" />
  <History Date="19-09-12" Author="Peter Budd" Comment="Created from Lanta Lighting Orion Aspect" Version="2" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." Version="3" />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" Version="4" />
  <History Date="23-10-25" Author="Nic Morris" Comment="Changed dimmer to master dimmer in 13 channel mode and added vdim to cells in response to customer request.  Fixed invalid palettes.  Added product thumbnail." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a015eff8-968b-41b7-a357-863a14fdca39" />
  <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Intensity="0~0" />
    </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="Red1" Name="Red 1" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Green1" Name="Green 1" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Blue1" Name="Blue 1" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Red2" Name="Red 2" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Green2" Name="Green 2" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Blue2" Name="Blue 2" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Red3" Name="Red 3" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Green3" Name="Green 3" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Blue3" Name="Blue 3" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Red4" Name="Red 4" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Green4" Name="Green 4" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Blue4" Name="Blue 4" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:0" 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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX, 8bit" Channels="5" Id="b1f81db1-a2af-41d0-85a8-395a15493ddf">
    <Import PearlRef="SV_xBrFlCm1" 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="7ab8d897-3e2c-4714-99ad-2f5abe5790ac" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="13 DMX, 8bit" Channels="13" Id="f4ad8c8d-6346-4cab-8815-2f5947006577">
    <Import PearlRef="SV_xBrFlCm2" 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="6ff985c6-8871-4af3-8a0f-a3da4f13f01c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="13" Wheel="1" />
      <Attribute ID="Red1" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green1" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue1" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Red2" ChannelOffset="4" Wheel="40" />
      <Attribute ID="Green2" ChannelOffset="5" Wheel="41" />
      <Attribute ID="Blue2" ChannelOffset="6" Wheel="42" />
      <Attribute ID="Red3" ChannelOffset="7" Wheel="70" />
      <Attribute ID="Green3" ChannelOffset="8" Wheel="71" />
      <Attribute ID="Blue3" ChannelOffset="9" Wheel="72" />
      <Attribute ID="Red4" ChannelOffset="10" Wheel="100" />
      <Attribute ID="Green4" ChannelOffset="11" Wheel="101" />
      <Attribute ID="Blue4" ChannelOffset="12" Wheel="102" />
    </Include>
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Master_Dimmer" ChannelOffset="13" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True" Id="240719b2-5acd-4b20-a357-e3501cd3c7bd">
    <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="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>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Legend="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="2" Name="Red" Legend="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:0,Blue2:1:0,Blue3:1:0,Blue4:1:0" />
      <Palette ID="3" Name="Amber" Legend="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:50,Green2:1:50,Green3:1:50,Green4:1:50,Blue1:1:0,Blue2:1:0,Blue3:1:0,Blue4:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:0,Blue2:1:0,Blue3:1:0,Blue4:1:0" />
      <Palette ID="5" Name="Lime" Legend="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0,Red1:1:50,Red2:1:50,Red3:1:50,Red4:1:50,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:0,Blue2:1:0,Blue3:1:0,Blue4:1:0" />
      <Palette ID="6" Name="Green" Legend="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0,Red1:1:0,Red2:1:0,Red3:1:0,Red4:1:0,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:0,Blue2:1:0,Blue3:1:0,Blue4:1:0" />
      <Palette ID="7" Name="Aqua" Legend="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50,Red1:1:0,Red2:1:0,Red3:1:0,Red4:1:0,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:50,Blue2:1:50,Blue3:1:50,Blue4:1:50" />
      <Palette ID="8" Name="Cyan" Legend="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100,Red1:1:0,Red2:1:0,Red3:1:0,Red4:1:0,Green1:1:100,Green2:1:100,Green3:1:100,Green4:1:100,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="9" Name="Light Blue" Legend="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100,Red1:1:0,Red2:1:0,Red3:1:0,Red4:1:0,Green1:1:50,Green2:1:50,Green3:1:50,Green4:1:50,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="10" Name="Blue" Legend="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100,Red1:1:0,Red2:1:0,Red3:1:0,Red4:1:0,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100,Red1:1:50,Red2:1:50,Red3:1:50,Red4:1:50,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
      <Palette ID="13" Name="Rose" Legend="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50,Red1:1:100,Red2:1:100,Red3:1:100,Red4:1:100,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:50,Blue2:1:50,Blue3:1:50,Blue4:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94,Red1:1:71,Red2:1:71,Red3:1:71,Red4:1:71,Green1:1:43,Green2:1:43,Green3:1:43,Green4:1:43,Blue1:1:94,Blue2:1:94,Blue3:1:94,Blue4:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100,Red1:1:20,Red2:1:20,Red3:1:20,Red4:1:20,Green1:1:0,Green2:1:0,Green3:1:0,Green4:1:0,Blue1:1:100,Blue2:1:100,Blue3:1:100,Blue4:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>