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BeamZ DJ X5 Array (BeamZ_DJ X5 Array.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="DJ X5 Array" ShortName="X5 Array" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>5f248942-df51-4915-9ee8-c2562bc96a94</Thumbnail>
  <History Date="25-03-20" Author="Nic Morris" Comment="Created (guessed pixel layout)" Version="0" />
  <History Date="28-03-20" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d2c6a04c-50ac-4660-a916-fa678a14b5c5" />
  <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="LED_Colour" Name="LED Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~29" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" />
      <Function ID="5" Name="UV" Display="'UV'" Dmx="70~89" Colour="180,0,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="R+UV" Display="'R+UV'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="G+UV" Display="'G+UV'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="B+UV" Display="'B+UV'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="13" Name="R+G+UV" Display="'R+G+UV'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="14" Name="R+B+UV" Display="'R+B+UV'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="15" Name="G+B+UV" Display="'G+B+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="16" Name="All On" Display="'All On'" Dmx="250~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="SMD_Colour" Name="SMD Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="G+B" Display="'G+B'" Dmx="50~59" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="60~69" Colour="255,255,255" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="Scroll" Display="'Scroll %.1f%%',0.0~100.0" Dmx="80~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="SMD_Shutter" Name="SMD 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="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 PAR+SMD TRI" Display="'Auto PAR+SMD TRI'" Dmx="10~49" />
      <Function ID="3" Name="Auto PAR" Display="'Auto PAR'" Dmx="50~89" />
      <Function ID="4" Name="Auto SMD TRI" Display="'Auto SMD TRI'" Dmx="90~129" />
      <Function ID="5" Name="Sound PAR+SMD TRI" Display="'Sound PAR+SMD TRI'" Dmx="130~169" />
      <Function ID="6" Name="Sound PAR" Display="'Sound PAR'" Dmx="170~209" />
      <Function ID="7" Name="Sound SMD TRI" Display="'Sound SMD TRI'" Dmx="210~255" />
    </Attribute>
    <Attribute ID="All_LED_Colour" Name="All LED Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="10~29" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="30~49" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="50~69" Colour="0,0,255" />
      <Function ID="5" Name="UV" Display="'UV'" Dmx="70~89" Colour="180,0,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="90~109" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="110~129" Colour="255,255,255" />
      <Function ID="8" Name="R+UV" Display="'R+UV'" Dmx="130~149" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="150~169" Colour="255,255,255" />
      <Function ID="10" Name="G+UV" Display="'G+UV'" Dmx="170~189" Colour="255,255,255" />
      <Function ID="11" Name="B+UV" Display="'B+UV'" Dmx="190~209" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="13" Name="R+G+UV" Display="'R+G+UV'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="14" Name="R+B+UV" Display="'R+B+UV'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="15" Name="G+B+UV" Display="'G+B+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="16" Name="All On" Display="'All On'" Dmx="250~255" Colour="255,255,255" />
    </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="aaa60b21-6e54-4c0d-a8e8-fadacb909888" />
    <Include>
      <Attribute ID="Auto" ChannelOffset="1" Wheel="22" />
    </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="e0571b44-c2a4-4e70-bd6f-dc112852d692" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="LED_Colour" ChannelOffset="3" Wheel="8" />
      <Attribute ID="SMD_Colour" ChannelOffset="4" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="20 DMX" Channels="20">
    <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="dd14327a-eeb0-44fd-bc2f-c2ab891b23d4" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="LED_Colour" Wheel="8" />
        <Attribute ID="All_LED_Colour" ChannelOffset="8" Wheel="7" />
        <Attribute ID="SMD_Shutter" ChannelOffset="19" Wheel="6" />
        <Attribute ID="Auto" ChannelOffset="20" Wheel="22" />
        <Attribute ID="SMD_Colour" Wheel="9" />
      </Master>
      <Cell ID="Cell1" Name="LED 1" ChannelOffset="3" ModeLink="LED Col cell" X="0" Y="1">
        <AttributeLink SourceId="LED_Colour" TargetId="LED_Colour" />
      </Cell>
      <Cell ID="Cell2" Name="LED 2" ChannelOffset="4" ModeLink="LED Col cell" X="1" Y="1">
        <AttributeLink SourceId="LED_Colour" TargetId="LED_Colour" />
      </Cell>
      <Cell ID="Cell3" Name="LED 3" ChannelOffset="5" ModeLink="LED Col cell" X="2" Y="1">
        <AttributeLink SourceId="LED_Colour" TargetId="LED_Colour" />
      </Cell>
      <Cell ID="Cell4" Name="LED 4" ChannelOffset="6" ModeLink="LED Col cell" X="3" Y="1">
        <AttributeLink SourceId="LED_Colour" TargetId="LED_Colour" />
      </Cell>
      <Cell ID="Cell5" Name="LED 5" ChannelOffset="7" ModeLink="LED Col cell" X="4" Y="1">
        <AttributeLink SourceId="LED_Colour" TargetId="LED_Colour" />
      </Cell>
      <Cell ID="Cell6" Name="SMD 1" ChannelOffset="9" ModeLink="SMD Col cell" X="0" Y="0">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell7" Name="SMD 2" ChannelOffset="10" ModeLink="SMD Col cell" X="1" Y="0">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell8" Name="SMD 3" ChannelOffset="11" ModeLink="SMD Col cell" X="2" Y="0">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell9" Name="SMD 4" ChannelOffset="12" ModeLink="SMD Col cell" X="3" Y="0">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell10" Name="SMD 5" ChannelOffset="13" ModeLink="SMD Col cell" X="4" Y="0">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell11" Name="SMD 6" ChannelOffset="14" ModeLink="SMD Col cell" X="0" Y="2">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell12" Name="SMD 7" ChannelOffset="15" ModeLink="SMD Col cell" X="1" Y="2">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell13" Name="SMD 8" ChannelOffset="16" ModeLink="SMD Col cell" X="2" Y="2">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell14" Name="SMD 9" ChannelOffset="17" ModeLink="SMD Col cell" X="3" Y="2">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
      <Cell ID="Cell15" Name="SMD 10" ChannelOffset="18" ModeLink="SMD Col cell" X="4" Y="2">
        <AttributeLink SourceId="SMD_Colour" TargetId="SMD_Colour" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="LED Col 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="LED_Colour" ChannelOffset="1" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="SMD Col 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="SMD_Colour" ChannelOffset="1" Wheel="9" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>