View Personality

BeamZ BT410 (BeamZ_BT410.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="BT410" ShortName="BT410" Company="BeamZ" Version="2">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>ef64b3d2-5ce0-4740-b5a0-7b3cafe95064</Thumbnail>
  <History Date="13-06-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="17-06-22" Author="Nic Morris" Comment="Fixed 22 channel mode (was missing 3rd ring).  Added Atlabase ID's." Version="2" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="73499d28-374b-4e23-b441-659a24c8e581" />
  <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="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="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="Red" Display="'Red'" Dmx="16~31" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="32~47" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="48~63" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="64~79" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="80~95" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="96~111" Colour="255,255,255" />
      <Function ID="8" Name="R+W" Display="'R+W'" Dmx="112~127" Colour="255,255,255" />
      <Function ID="9" Name="G+B" Display="'G+B'" Dmx="128~143" Colour="255,255,255" />
      <Function ID="10" Name="G+W" Display="'G+W'" Dmx="144~159" Colour="255,255,255" />
      <Function ID="11" Name="B+W" Display="'B+W'" Dmx="160~175" Colour="255,255,255" />
      <Function ID="12" Name="R+G+B" Display="'R+G+B'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="13" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="192~207" Colour="255,255,255" />
      <Function ID="14" Name="2700K" Display="'2700K'" Dmx="208~212" Colour="255,255,255" />
      <Function ID="15" Name="3200K" Display="'3200K'" Dmx="213~217" Colour="255,255,255" />
      <Function ID="16" Name="3500K" Display="'3500K'" Dmx="218~222" Colour="255,255,255" />
      <Function ID="17" Name="5000K" Display="'5000K'" Dmx="223~227" Colour="255,255,255" />
      <Function ID="18" Name="5500K" Display="'5500K'" Dmx="228~232" Colour="255,255,255" />
      <Function ID="19" Name="6000K" Display="'6000K'" Dmx="233~237" Colour="255,255,255" />
      <Function ID="20" Name="6500K" Display="'6500K'" Dmx="238~242" Colour="255,255,255" />
      <Function ID="21" Name="7000K" Display="'7000K'" Dmx="243~247" Colour="255,255,255" />
      <Function ID="22" Name="8000K" Display="'8000K'" Dmx="247~255" Colour="255,255,255" />
    </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="16~31" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="32~47" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="48~63" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="64~79" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="80~95" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="96~111" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="112~127" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="128~143" />
      <Function ID="10" Name="Sound 1" Display="'Sound 1'" Dmx="144~159" />
      <Function ID="11" Name="Sound 2" Display="'Sound 2'" Dmx="160~175" />
      <Function ID="12" Name="Sound 3" Display="'Sound 3'" Dmx="176~191" />
      <Function ID="13" Name="Sound 4" Display="'Sound 4'" Dmx="192~207" />
      <Function ID="14" Name="Sound 5" Display="'Sound 5'" Dmx="208~223" />
      <Function ID="15" Name="Sound 6" Display="'Sound 6'" Dmx="224~239" />
      <Function ID="16" Name="Sound 7" Display="'Sound 7'" Dmx="240~255" />
    </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="Red_Master" Name="Red Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Green Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="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_Master" Name="Blue Master" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="White_Master" Name="White 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="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>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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="0b80612f-178f-4017-9814-698620e404ca" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="CTO" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Auto" ChannelOffset="9" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="10" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="22 DMX" Channels="22">
    <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="afc9cc46-5e52-41c1-864a-c23c1956aa7e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red_Master" ChannelOffset="3" Wheel="70" />
        <Attribute ID="Green_Master" ChannelOffset="4" Wheel="71" />
        <Attribute ID="Blue_Master" ChannelOffset="5" Wheel="72" />
        <Attribute ID="White_Master" ChannelOffset="6" Wheel="100" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="White" Wheel="40" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="Colour_Macro" ChannelOffset="19" Wheel="7" />
        <Attribute ID="CTO" ChannelOffset="20" Wheel="9" />
        <Attribute ID="Auto" ChannelOffset="21" Wheel="22" />
        <Attribute ID="Auto_Spd" ChannelOffset="22" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="Ring 1" ChannelOffset="7" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Ring 2" ChannelOffset="11" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Ring 3" ChannelOffset="15" ModeLink="Cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="White" TargetId="White" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="4" 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="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="Dimmer" 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>
    <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>
  </Palettes>
  <swatchLibrary>
    <Swatch id="ef64b3d2-5ce0-4740-b5a0-7b3cafe95064">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</Swatch>
  </swatchLibrary>
</Fixture>