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BeamZ BS1000 (BeamZ_BS1000.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BS1000" ShortName="BS1000" Company="BeamZ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>d640211b-1360-4a09-ab9b-a0b7cd4f8075</Thumbnail>
  <History Date="22-05-23" Author="Nic Morris" Comment="Created (vague charts)" Version="0" />
  <History Date="26-05-23" Author="Nic Morris" Comment="Added Atlabase ID's (currently missing 10 channel mode)" Version="1" />
  <History Date="27-05-23" Author="Nic Morris" Comment="Added missing Atlabase ID to 10 channel mode." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="fbcd8c68-48a6-423d-aaa7-0420da0b65f0" />
  <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="Flash_Int" Name="Flash Int" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Strobe" Name="Strobe" 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="5~255" />
    </Attribute>
    <Attribute ID="Flash_Rate" Name="Flash Rate" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Rate" Display="'Rate %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Effect" Name="Effect" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Effect" Display="'Effect %.1f%%',0.0~100.0" Dmx="6~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="76~255" />
    </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>
    <Attribute ID="Flash_Rate1" Name="Flash Rate" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Rate" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Mode" Name="Mode" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Flash" Display="'Flash'" Dmx="6~250" />
      <Function ID="3" Name="Continuous Lighting" Display="'Continuous Lighting'" Dmx="251~254" />
      <Function ID="4" Name="Blinder" Display="'Blinder'" Dmx="255~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="2304e84d-8faf-448d-bdfa-daf019904a5e">
    <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="91bd208b-707e-4731-9f2c-74b4c5ffaf5a" />
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="35" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2" Id="e25c2193-4b37-484e-9dd5-e60642e609a4">
    <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="e6c1cf21-4304-4052-8f0a-992ce4fbe985" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Flash_Rate" ChannelOffset="2" Wheel="34" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3" Id="cb006ff3-abc5-459c-8b6d-87a000a648cf">
    <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="1d10b7d7-4ccc-45e8-bf80-08edd7e56811" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Flash_Int" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Flash_Rate" ChannelOffset="3" Wheel="34" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6" Id="b07e7751-cb35-41ac-a789-f329eeb037e4">
    <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="bea4cbef-87bf-44f2-a328-0dfe47e8c754" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Flash_Int" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Strobe" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Flash_Rate" ChannelOffset="4" Wheel="34" />
      <Attribute ID="Effect" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Speed" ChannelOffset="6" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="S4, 4 DMX" Channels="4" Id="fbbff1e6-3df1-463e-8b0a-d7bb31b28696">
    <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="5bf5f858-54dc-4b8e-aaed-e9893b4d3350" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Flash_Rate1" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Rate cell" X="0" Y="0">
        <AttributeLink SourceId="Flash_Rate1" TargetId="Flash_Rate1" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Rate cell" X="0" Y="1">
        <AttributeLink SourceId="Flash_Rate1" TargetId="Flash_Rate1" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Rate cell" X="0" Y="2">
        <AttributeLink SourceId="Flash_Rate1" TargetId="Flash_Rate1" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Rate cell" X="0" Y="3">
        <AttributeLink SourceId="Flash_Rate1" TargetId="Flash_Rate1" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="D4, 4 DMX" Channels="4" Id="e2a72e75-dbf4-4304-bd9d-ceb710141a31">
    <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="c01009b1-d818-477f-ba8e-403292922757" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="10 DMX" Channels="10" Id="0b657c6d-d13f-4f5b-ac3a-a44c641ad8c9">
    <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="5b415ff1-f707-4741-a22c-6e7b04304d87" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Flash_Int" ChannelOffset="6" Wheel="5" />
        <Attribute ID="Strobe" ChannelOffset="7" Wheel="6" />
        <Attribute ID="Flash_Rate" ChannelOffset="8" Wheel="34" />
        <Attribute ID="Effect" ChannelOffset="9" Wheel="22" />
        <Attribute ID="Speed" ChannelOffset="10" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="3" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="4" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="5" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="419b2113-834a-49a3-be03-8464048c9044">
    <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="Rate cell" Channels="1" Hidden="True" Id="0f7a3193-f4e2-43a7-8a73-21dc7c23bfb7">
    <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="Flash_Rate1" ChannelOffset="1" Wheel="34" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>