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Miner Light Bar 545 IP (Miner Light_Bar 545 IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Bar 545 IP" ShortName="Bar 545 IP" Company="Miner Light" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>def78e71-90dc-48a7-bcd5-61be8174b302</Thumbnail>
  <History Date="30-09-25" Author="Nic Morris" Comment="Created (poor documentation.  made best guess)" Version="0" />
  <History Date="02-10-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="aa684002-3481-439b-8385-3cd77a3e352f" />
  <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" 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="6~255" />
    </Attribute>
    <Attribute ID="Macro" Name="Macro" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Macro" Display="'No Macro'" Dmx="0~0" />
      <Function ID="2" Name="Col Gradient" Display="'Col Gradient'" Dmx="6~12" />
      <Function ID="3" Name="Col Pulse" Display="'Col Pulse'" Dmx="13~19" />
      <Function ID="4" Name="Col Jump" Display="'Col Jump'" Dmx="20~26" />
      <Function ID="5" Name="Effect 1" Display="'Effect 1'" Dmx="27~33" />
      <Function ID="6" Name="Effect 2" Display="'Effect 2'" Dmx="34~40" />
      <Function ID="7" Name="Effect 3" Display="'Effect 3'" Dmx="41~47" />
      <Function ID="8" Name="Effect 4" Display="'Effect 4'" Dmx="48~54" />
      <Function ID="9" Name="Effect 5" Display="'Effect 5'" Dmx="55~61" />
      <Function ID="10" Name="Effect 6" Display="'Effect 6'" Dmx="62~68" />
      <Function ID="11" Name="Effect 7" Display="'Effect 7'" Dmx="69~75" />
      <Function ID="12" Name="Effect 8" Display="'Effect 8'" Dmx="76~82" />
      <Function ID="13" Name="Effect 9" Display="'Effect 9'" Dmx="83~89" />
      <Function ID="14" Name="Effect 10" Display="'Effect 10'" Dmx="90~96" />
      <Function ID="15" Name="Effect 11" Display="'Effect 11'" Dmx="97~103" />
      <Function ID="16" Name="Effect 12" Display="'Effect 12'" Dmx="104~110" />
      <Function ID="17" Name="Effect 13" Display="'Effect 13'" Dmx="111~117" />
      <Function ID="18" Name="Effect 14" Display="'Effect 14'" Dmx="118~124" />
      <Function ID="19" Name="Effect 15" Display="'Effect 15'" Dmx="125~131" />
      <Function ID="20" Name="Effect 16" Display="'Effect 16'" Dmx="132~138" />
      <Function ID="21" Name="Effect 17" Display="'Effect 17'" Dmx="139~145" />
      <Function ID="22" Name="Effect 18" Display="'Effect 18'" Dmx="146~152" />
      <Function ID="23" Name="Effect 19" Display="'Effect 19'" Dmx="153~159" />
      <Function ID="24" Name="Effect 20" Display="'Effect 20'" Dmx="160~166" />
      <Function ID="25" Name="Effect 21" Display="'Effect 21'" Dmx="167~173" />
      <Function ID="26" Name="Effect 22" Display="'Effect 22'" Dmx="174~180" />
      <Function ID="27" Name="Effect 23" Display="'Effect 23'" Dmx="181~187" />
      <Function ID="28" Name="Effect 24" Display="'Effect 24'" Dmx="188~194" />
      <Function ID="29" Name="Effect 25" Display="'Effect 25'" Dmx="195~201" />
      <Function ID="30" Name="Effect 26" Display="'Effect 26'" Dmx="202~208" />
      <Function ID="31" Name="Effect 27" Display="'Effect 27'" Dmx="209~215" />
      <Function ID="32" Name="Effect 28" Display="'Effect 28'" Dmx="216~222" />
      <Function ID="33" Name="Effect 29" Display="'Effect 29'" Dmx="223~229" />
      <Function ID="34" Name="Sound" Display="'Sound'" Dmx="230~255" />
    </Attribute>
    <Attribute ID="Macro_Spd" Name="Macro 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="White" Name="Pure White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="Base_Colour" Name="Base Colour" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Pure White" Display="'Pure White'" Dmx="1~100" Colour="0,0,0" />
      <Function ID="3" Name="Warm White" Display="'Warm White'" Dmx="101~200" Colour="0,0,0" />
      <Function ID="4" Name="Pure White+Warm White" Display="'Pure White+Warm White'" Dmx="201~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Spd" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="PW_Master" Name="PW Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="WW_Master" Name="WW Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="8 DMX" Channels="8" Id="055930bc-1708-49d7-94d4-2fe9068f8fe3">
    <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="32bd8087-2c5b-48f3-b7fc-ad2d256d2307" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Macro" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Macro_Spd" ChannelOffset="4" Wheel="23" />
      <Attribute ID="White" ChannelOffset="5" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Base_Colour" ChannelOffset="7" Wheel="7" />
      <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="f5662af5-0c5d-408d-942e-9325ae094b5f">
    <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="4934a761-3399-438e-8a11-2f1c69fcf686" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="WarmWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="5" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="7" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="9" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="18 DMX" Channels="18" Id="276e1d44-4993-4cb9-9efa-8dbe80d257fa">
    <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="553d3af0-526f-4f25-890d-5e14378522d0" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Macro" ChannelOffset="3" Wheel="22" />
        <Attribute ID="Macro_Spd" ChannelOffset="4" Wheel="23" />
        <Attribute ID="PW_Master" ChannelOffset="5" Wheel="40" />
        <Attribute ID="WW_Master" ChannelOffset="6" Wheel="41" />
        <Attribute ID="Base_Colour" ChannelOffset="7" Wheel="7" />
        <Attribute ID="Dim_Spd" ChannelOffset="8" Wheel="25" />
        <Attribute ID="White" Wheel="10" />
        <Attribute ID="WarmWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="9" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="13" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="15" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="17" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="2" Hidden="True" Id="997756f0-811a-4452-9a84-4833a114a022">
    <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="White" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>