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XBlack CB-400 (XBlack_CB-400.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CB-400" ShortName="CB-400" Company="XBlack" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>8f98b780-470a-47ee-8742-803a7b7b7c35</Thumbnail>
  <History Date="24-02-21" Author="Nic Morris" Comment="Created (poor documentation.  effects are not detailed sufficiently.  guessed pixel layout)" Version="0" />
  <History Date="26-02-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="0f43d87d-08a9-4827-8165-156413cb152f" />
  <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="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" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effects" Display="'Effects %.1f%%',0.0~100.0" Dmx="21~240" />
      <Function ID="3" Name="Sound" Display="'Sound'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" 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="Fade_Speed" Name="Fade Speed" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="1 Second" Display="'1 Second'" Dmx="11~20" />
      <Function ID="3" Name="2 Seconds" Display="'2 Seconds'" Dmx="21~30" />
      <Function ID="4" Name="3 Seconds" Display="'3 Seconds'" Dmx="31~40" />
      <Function ID="5" Name="4 Seconds" Display="'4 Seconds'" Dmx="41~50" />
      <Function ID="6" Name="5 Seconds" Display="'5 Seconds'" Dmx="51~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <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="af32af6f-63ae-4b51-be58-ce2034e57c22" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Effect" ChannelOffset="7" Wheel="22" />
        <Attribute ID="Speed" ChannelOffset="8" Wheel="23" />
        <Attribute ID="Fade_Speed" ChannelOffset="9" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="39f0d974-c35d-4279-a9a8-140031017dd4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Speed" ChannelOffset="5" Wheel="23" />
        <Attribute ID="Fade_Speed" ChannelOffset="6" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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="9c81d29d-7501-4bb0-8d09-1c9e0e2920dc" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Fade_Speed" ChannelOffset="3" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <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="981722eb-4927-4f95-8b4f-bb7a949d38ea" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Fade_Speed" ChannelOffset="2" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="Cell" Channels="1" Hidden="True">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>