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Contest Architectural VBAR-100DW (Contest Architectural_VBAR-100DW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="VBAR-100DW" ShortName="VBAR-100DW" Company="Contest Architectural" Version="7">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>7d8a3f71-0741-467c-b003-ff9d11ee2c2c</Thumbnail>
  <History Date="15-01-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="7" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="cfb215b6-2a61-41f0-bf38-afd7f4aa51f8" />
  <Control>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CCT C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </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="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Colour_Preset" Name="Colour Preset" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="2800K" Display="'2800K'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="3000K" Display="'3000K'" Dmx="12~22" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="23~33" Colour="0,0,0" />
      <Function ID="4" Name="3400K" Display="'3400K'" Dmx="34~44" Colour="0,0,0" />
      <Function ID="5" Name="3600K" Display="'3600K'" Dmx="45~55" Colour="0,0,0" />
      <Function ID="6" Name="3800K" Display="'3800K'" Dmx="56~66" Colour="0,0,0" />
      <Function ID="7" Name="4000K" Display="'4000K'" Dmx="67~77" Colour="0,0,0" />
      <Function ID="8" Name="4200K" Display="'4200K'" Dmx="78~88" Colour="0,0,0" />
      <Function ID="9" Name="4400K" Display="'4400K'" Dmx="89~99" Colour="0,0,0" />
      <Function ID="10" Name="4600K" Display="'4600K'" Dmx="100~110" Colour="0,0,0" />
      <Function ID="11" Name="4800K" Display="'4800K'" Dmx="111~121" Colour="0,0,0" />
      <Function ID="12" Name="5000K" Display="'5000K'" Dmx="122~132" Colour="0,0,0" />
      <Function ID="13" Name="5200K" Display="'5200K'" Dmx="133~143" Colour="0,0,0" />
      <Function ID="14" Name="5400K" Display="'5400K'" Dmx="144~154" Colour="0,0,0" />
      <Function ID="15" Name="5600K" Display="'5600K'" Dmx="155~165" Colour="0,0,0" />
      <Function ID="16" Name="5800K" Display="'5800K'" Dmx="166~255" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="2 DMX A" Channels="2" Id="8659f44c-9ec6-4a2b-89fa-bb94f3594e61">
    <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="a87246fd-78fc-4b7c-967c-161bd39d971e" />
    <Include>
      <Attribute ID="Colour_Preset" ChannelOffset="1" Wheel="8" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX B" Channels="2" Id="c7409f31-081e-4069-a8a7-10733fed37b7">
    <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="c7231eee-49b4-4f09-ba28-16a6ac941d83" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="f57e3085-4a0c-4f06-8809-92983e928fcb">
    <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="a5cc55ad-8bf6-4ee5-a3ba-5fbc9f855999" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="6e65c12d-05fa-4ca4-89df-03ace490c95b">
    <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="736356cf-ca49-4406-a874-3f097b486956" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Colour_Preset" ChannelOffset="4" Wheel="8" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>