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Chauvet COLORband T3 BT (Chauvet_COLORband T3 BT.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="COLORband T3 BT" ShortName="Cbnd T3 BT" Company="Chauvet">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>880dadc8-76ca-449c-84e8-ff866c43bb9d</Thumbnail>
  <History Date="01-08-18" Author="Nic Morris" Comment="Created" />
  <History Date="02-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="f9df71a5-c669-4d30-b76c-7a0e4e9c27c9" />
  <Control>
    <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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="16~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="6~36" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="37~68" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="69~100" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="101~132" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="133~164" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="165~196" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="197~228" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="229~255" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="0~250" />
      <Function ID="2" Name="Sound" Display="'Sound'" Dmx="251~255" />
    </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="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="13 DMX" Channels="13">
    <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="41aed6e5-5acb-409b-bf78-67a591c18fb8" />
    <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="Shutter" ChannelOffset="10" Wheel="5" />
        <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
        <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>
    </Cells>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="CHCBT3B5" 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="ed29dcaf-432e-4b3f-91cd-1ddeb963e920" />
    <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="3 DMX" Channels="3">
    <Import PearlRef="CHCBT3B3" 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="055b9131-bc76-4dcb-b015-e61d3001770b" />
    <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="Cell" Channels="3" 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="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" 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 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</Swatch>
  </swatchLibrary>
</Fixture>