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American DJ Saber Bar 6 (American DJ_Saber Bar 6.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Saber Bar 6" ShortName="SaberBar 6" Company="American DJ">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>a6bda48c-5074-44f0-be35-56ae83eb0c8d</Thumbnail>
  <History Date="08-08-19" Author="Nic Morris" Comment="Created" />
  <History Date="09-08-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d0a9b70d-614a-46d2-87c5-f9cd4bdb3b78" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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="1~20" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="21~40" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="41~60" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="61~80" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="81~100" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="101~120" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="121~140" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="141~160" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="161~180" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="181~200" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="201~220" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="221~240" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="241~250" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" 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="Auto_Fade" Name="Auto Fade" Description="" Group="E">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Fade" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Stage 2" Display="'Stage 2'" Dmx="101~120" />
      <Function ID="7" Name="Default" Display="'Default'" Dmx="121~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <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="2e642419-7678-4d71-8329-614a619589eb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </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="0d0ccbcb-c5d9-4153-a3e0-3b9ecb157a95" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Master_Dimmer" ChannelOffset="2,3" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <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="8fba47d1-e050-4588-88eb-dcc5860430ee" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Master_Dimmer" ChannelOffset="3,4" Wheel="4" />
    </Include>
  </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="50e21dbc-226a-4c4d-a7d3-ca4320906932" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="8bit cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <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="4b546e71-ab9e-4867-9615-e95c4d88e5da" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="8bit cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX" Channels="10">
    <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="ed0fa255-1e6e-456d-8fbe-54a433cef025" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Dim_Mode" ChannelOffset="10" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="8bit cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <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="a4203771-8e45-4564-8c07-49704c8896ab" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="16bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="16bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="16bit cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="16bit cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="16bit cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="11" ModeLink="16bit cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <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="16f2da55-9918-4408-8622-401049dc3c58" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="7" Wheel="5" />
        <Attribute ID="Master_Dimmer" ChannelOffset="8,9" Wheel="4" />
        <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
        <Attribute ID="Auto_Fade" ChannelOffset="12" Wheel="24" />
        <Attribute ID="Dim_Mode" ChannelOffset="13" Wheel="25" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="8bit cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="8bit cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="8bit cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="8bit cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="5" ModeLink="8bit cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="6" ModeLink="8bit cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="8bit 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>
  <Mode Name="16bit cell" Channels="2" 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="1,2" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>