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BeamZ BBP54 (BeamZ_BBP54.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BBP54" ShortName="BBP54" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>84afbf90-76e4-497e-ae89-65588d855b4a</Thumbnail>
  <History Date="19-03-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="21-03-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d92f88fd-8a7e-4366-8de2-301109089d1d" />
  <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="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White" Name="White" 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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </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="5~255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" 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="Preset" Display="'Preset %.1f%%',0.0~100.0" Dmx="8~127" Colour="255,255,255" />
      <Function ID="3" Name="Factory" Display="'Factory %.1f%%',0.0~100.0" Dmx="128~255" 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="Fade" Display="'Fade'" Dmx="20~87" />
      <Function ID="3" Name="Jump" Display="'Jump'" Dmx="88~155" />
      <Function ID="4" Name="Pulse" Display="'Pulse'" Dmx="156~223" />
      <Function ID="5" Name="Sound" Display="'Sound'" Dmx="224~255" />
    </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="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="Curve 0" Display="'Curve 0'" Dmx="6~55" />
      <Function ID="3" Name="Curve 1" Display="'Curve 1'" Dmx="56~105" />
      <Function ID="4" Name="Curve 2" Display="'Curve 2'" Dmx="106~155" />
      <Function ID="5" Name="Curve 3" Display="'Curve 3'" Dmx="156~205" />
      <Function ID="6" Name="Curve 4" Display="'Curve 4'" Dmx="206~255" />
    </Attribute>
  </Control>
  <Mode Name="D001, 6 DMX" Channels="6">
    <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="ad09a6cb-598a-46d9-91c5-df0454e16a19" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="White" ChannelOffset="4" Wheel="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="A001, 12 DMX" Channels="12">
    <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="347f647a-d3a5-4993-ab03-2769682511c9" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="White" ChannelOffset="5" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="6" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="7" Wheel="42" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="9" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="10" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="11" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="12" Wheel="25" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>