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BeamZ LSB340 (BeamZ_LSB340.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LSB340" ShortName="LSB340" Company="BeamZ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>77a9a5f9-31e7-420c-a149-80ce03209089</Thumbnail>
  <History Date="23-05-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="26-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e6929f01-fa13-4547-898c-8bb80f7efaf6" />
  <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="SMD_Strobe" Name="SMD 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="10~255" />
    </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_Strobe" Name="White 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="10~255" />
    </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="Auto 1" Display="'Auto 1 %.f%%',0~100" Dmx="10~39" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2 %.f%%',0~100" Dmx="40~69" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3 %.f%%',0~100" Dmx="70~99" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4 %.f%%',0~100" Dmx="100~129" />
      <Function ID="6" Name="Sound 1" Display="'Sound 1 %.f%%',0~100" Dmx="130~159" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2 %.f%%',0~100" Dmx="160~189" />
      <Function ID="8" Name="Sound 3" Display="'Sound 3 %.f%%',0~100" Dmx="190~219" />
      <Function ID="9" Name="Sound 4" Display="'Sound 4 %.f%%',0~100" Dmx="220~255" />
    </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="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="10~19" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="20~29" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="30~39" Colour="0,0,255" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="50~59" Colour="255,255,255" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="60~69" Colour="255,255,255" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="70~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="xWhite" Name="White" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="1" Display="'1'" Dmx="10~29" />
      <Function ID="3" Name="2" Display="'2'" Dmx="30~49" />
      <Function ID="4" Name="3" Display="'3'" Dmx="50~69" />
      <Function ID="5" Name="1+2" Display="'1+2'" Dmx="70~89" />
      <Function ID="6" Name="1+3" Display="'1+3'" Dmx="90~109" />
      <Function ID="7" Name="2+3" Display="'2+3'" Dmx="110~129" />
      <Function ID="8" Name="1+2+3" Display="'1+2+3'" Dmx="130~255" />
    </Attribute>
  </Control>
  <Mode Name="7 DMX" Channels="7" Id="77948633-c607-455b-b53e-7674750a2565">
    <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="ec30cb90-c536-4a82-895f-227eec8268dc" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
        <Attribute ID="SMD_Strobe" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="White_Strobe" ChannelOffset="5" Wheel="6" />
        <Attribute ID="xWhite" ChannelOffset="6" Wheel="34" />
        <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="3" ModeLink="Colour cell" X="0" Y="0">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="4" ModeLink="Colour cell" X="0" Y="1">
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="9dfae3f2-562e-43c7-97c1-5c44efeecc2d">
    <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="17cfc854-6e62-4768-a814-736060873d44" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="SMD_Strobe" ChannelOffset="2" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Strobe" ChannelOffset="9" Wheel="6" />
        <Attribute ID="Auto" ChannelOffset="13" Wheel="22" />
      </Master>
      <Cell ID="Cell1" Name="RGB 1" ChannelOffset="3" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="RGB 2" ChannelOffset="6" ModeLink="RGB cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="White 1" ChannelOffset="10" ModeLink="Dim cell" X="0" Y="2">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="White 2" ChannelOffset="11" ModeLink="Dim cell" X="0" Y="3">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="White 3" ChannelOffset="12" ModeLink="Dim cell" X="0" Y="4">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Colour cell" Channels="1" Hidden="True" Id="57df48d3-101d-44ca-b8a7-89072b6eb588">
    <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="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True" Id="6e8215f5-c9c7-433a-a85b-0119531a6dc4">
    <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="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True" Id="5816b510-a71c-4e6a-9825-0b4e26160f0d">
    <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="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 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</Swatch>
  </swatchLibrary>
</Fixture>