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Contest Architectural VCOB-60DW (Contest Architectural_VCOB-60DW.d4)

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<Fixture Name="VCOB-60DW" ShortName="VCOB-60DW" Company="Contest Architectural" Version="4">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>77aded58-d414-4030-ad64-800e088e524b</Thumbnail>
  <History Date="15-01-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="20-01-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="58da8fb1-23da-47c0-a21e-25c4cd7897e0" />
  <Control>
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      <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="166~176" Colour="0,0,0" />
      <Function ID="17" Name="6000K" Display="'6000K'" Dmx="177~255" Colour="0,0,0" />
    </Attribute>
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  <Mode Name="2 DMX A" Channels="2" Id="ea7678f7-7e9b-4d72-9e5f-cbfe735ce1d8">
    <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="3ed848a8-0f21-428c-9540-881aa5574f03" />
    <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="168ca68b-ee3d-4491-b6e8-e8cf2b9fd9da">
    <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="0f979f8f-906d-485e-ba02-5fc68cce6210" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
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  <Mode Name="3 DMX" Channels="3" Id="a0ab1592-0765-46d6-9684-d3ebe41fda75">
    <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="13deb131-f9dc-48cc-b82a-249905585f39" />
    <Include>
      <Attribute ID="CCT" ChannelOffset="1" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
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  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="f32eece9-d3a4-4ed2-a87e-9979b0c723bf">
    <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="55d6d2e0-186a-4775-8d41-75ab53f2d4b8" />
    <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" />
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  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>