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BeamZ BT430 Par (BeamZ_BT430 Par.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT430 Par" ShortName="BT430 Par" Company="BeamZ" Version="0">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>27db1616-3e78-44bb-88cc-1dab382edda0</Thumbnail>
  <History Date="13-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="26b174d3-9443-4f55-ac43-7b84fbb825d1" />
  <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="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="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="ColdWhite" Name="Cold 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="200,200,255" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="<3200K" Display="'<3200K'" Dmx="16~45" Colour="255,255,255" />
      <Function ID="3" Name="3200-3500K" Display="'3200-3500K %.fK',3200~3500" Dmx="46~75" Colour="255,255,255" />
      <Function ID="4" Name="3500-5000K" Display="'3500-5000K %.fK',3500~5000" Dmx="76~105" Colour="255,255,255" />
      <Function ID="5" Name="5000-5500K" Display="'5000-5500K %.fK',5000~5500" Dmx="106~135" Colour="255,255,255" />
      <Function ID="6" Name="5500-6000K" Display="'5500-6000K %.fK',5500~6000" Dmx="136~165" Colour="255,255,255" />
      <Function ID="7" Name="6000-6500K" Display="'6000-6500K %.fK',6000~6500" Dmx="166~195" Colour="255,255,255" />
      <Function ID="8" Name="6500-7000K" Display="'6500-7000K %.fK',6500~7000" Dmx="196~225" Colour="255,255,255" />
      <Function ID="9" Name="7000-8000K" Display="'7000-8000K %.fK',7000~8000" Dmx="226~255" Colour="255,255,255" />
    </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="Macro 1" Display="'Macro 1'" Dmx="16~27" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="28~39" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="40~51" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="52~63" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~75" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="76~87" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="88~99" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="100~111" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="112~123" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="124~135" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="136~147" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="148~159" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="160~171" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="172~183" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="184~195" />
      <Function ID="17" Name="Sound 1" Display="'Sound 1'" Dmx="196~207" />
      <Function ID="18" Name="Sound 2" Display="'Sound 2'" Dmx="208~219" />
      <Function ID="19" Name="Sound 3" Display="'Sound 3'" Dmx="220~231" />
      <Function ID="20" Name="Sound 4" Display="'Sound 4'" Dmx="232~243" />
      <Function ID="21" Name="Sound 5" Display="'Sound 5'" Dmx="244~255" />
    </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="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="White_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>
    <Attribute ID="White_Master1" Name="CW 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="200,200,255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7">
    <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="97091dc3-e69c-4d29-bee9-bcd91e37d5f4" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="WarmWhite" ChannelOffset="3" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="4" Wheel="11" />
      <Attribute ID="CTO" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="16 DMX" Channels="16">
    <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="9596a9d7-b5cd-498d-b3fd-58ac92169e47" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="White_Master" ChannelOffset="3" Wheel="40" />
        <Attribute ID="White_Master1" ChannelOffset="4" Wheel="41" />
        <Attribute ID="CTO" ChannelOffset="5" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Ring 1 WW" ChannelOffset="8" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 2 CW" ChannelOffset="9" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 3 WW" ChannelOffset="10" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Ring 4 CW" ChannelOffset="11" ModeLink="Cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Ring 5 WW" ChannelOffset="12" ModeLink="Cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Ring 6 CW" ChannelOffset="13" ModeLink="Cell" X="0" Y="5">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Ring 7 WW" ChannelOffset="14" ModeLink="Cell" X="0" Y="6">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Ring 8 CW" ChannelOffset="15" ModeLink="Cell" X="0" Y="7">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="Ring 9 WW" ChannelOffset="16" ModeLink="Cell" X="0" Y="8">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="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>
  <Palettes>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:4:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="8" Name="Closed" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>