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BeamZ SB420IP (BeamZ_SB420IP.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="SB420IP" ShortName="SB420IP" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>0f5f3c29-6d73-4ce3-874d-4384009e8950</Thumbnail>
  <History Date="07-06-23" Author="Nic Morris" Comment="Created (note manual is titled SP420IP - assumed this is a typo)" Version="0" />
  <History Date="09-06-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a8e5c884-5dea-414e-963f-992d12b17bf0" />
  <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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </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="Master_Dimmer" Name="Master Dimmer" Description="" Group="I" Merge="HTP">
      <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="1 DMX" Channels="1" Id="899dc7ee-4af5-4ec9-b725-50809348ec6c">
    <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="086979b7-d2ad-4608-a533-abb1d0a6e9c0" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="c6771be9-14d2-4618-ab8f-6b874da9c1ba">
    <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="ec83824f-0317-47a8-ab30-b4e945bd253c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Amber" ChannelOffset="2" Wheel="10" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="11" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="a2da958b-b727-4e84-a132-af1bd8874753">
    <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="7904fa18-4c11-4296-8f41-74bbb6dcc10b" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Dim cell" X="1" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="9 DMX" Channels="9" Id="696784fd-7038-474a-b8f5-9262b3b6438f">
    <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="655eab9a-9cce-4525-871e-3d4f974787b1" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Amber" Wheel="10" />
        <Attribute ID="WarmWhite" Wheel="11" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="AWW cell" X="1" Y="0">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="AWW cell" X="0" Y="0">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="6" ModeLink="AWW cell" X="1" Y="1">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="8" ModeLink="AWW cell" X="0" Y="1">
        <AttributeLink SourceId="Amber" TargetId="Amber" />
        <AttributeLink SourceId="WarmWhite" TargetId="WarmWhite" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="a3c8aa6f-aebe-4d4c-a621-b250f958da41">
    <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="AWW cell" Channels="2" Hidden="True" Id="802a72e2-307b-4cb2-8dc9-db50982eb810">
    <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="Amber" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="WarmWhite" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>