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Eurolite LED B-40 HCL Beam Effect (Eurolite_LED B-40 HCL Beam Effect.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LED B-40 HCL Beam Effect" ShortName="B40HCLBmFX" Company="Eurolite" Version="0">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>963a677b-7227-4cc6-bb6f-926b4666751f</Thumbnail>
  <History Date="15-01-23" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="752415ae-c268-4f3a-b7e4-e65371a02007" />
  <Control>
    <Attribute ID="Motor" Name="Motor" Description="" Group="B">
      <Locate Locate="3" PowerOn="3" />
      <Function ID="1" Name="No Spin" Display="'No Spin'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="129~10" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="130~139" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="140~255" />
    </Attribute>
    <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="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" 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="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="White" Display="'White'" Dmx="40~49" Colour="255,255,255" />
      <Function ID="6" Name="Amber" Display="'Amber'" Dmx="50~59" Colour="255,100,0" />
      <Function ID="7" Name="UV" Display="'UV'" Dmx="60~69" Colour="180,0,255" />
      <Function ID="8" Name="R+G" Display="'R+G'" Dmx="70~79" Colour="255,255,255" />
      <Function ID="9" Name="R+B" Display="'R+B'" Dmx="80~89" Colour="255,255,255" />
      <Function ID="10" Name="R+W" Display="'R+W'" Dmx="90~99" Colour="255,255,255" />
      <Function ID="11" Name="R+A" Display="'R+A'" Dmx="100~109" Colour="255,255,255" />
      <Function ID="12" Name="R+UV" Display="'R+UV'" Dmx="110~119" Colour="255,255,255" />
      <Function ID="13" Name="G+B" Display="'G+B'" Dmx="120~129" Colour="255,255,255" />
      <Function ID="14" Name="G+W" Display="'G+W'" Dmx="130~139" Colour="255,255,255" />
      <Function ID="15" Name="G+A" Display="'G+A'" Dmx="140~149" Colour="255,255,255" />
      <Function ID="16" Name="G+UV" Display="'G+UV'" Dmx="150~159" Colour="255,255,255" />
      <Function ID="17" Name="B+W" Display="'B+W'" Dmx="160~169" Colour="255,255,255" />
      <Function ID="18" Name="B+A" Display="'B+A'" Dmx="170~179" Colour="255,255,255" />
      <Function ID="19" Name="B+UV" Display="'B+UV'" Dmx="180~189" Colour="255,255,255" />
      <Function ID="20" Name="W+A" Display="'W+A'" Dmx="190~199" Colour="255,255,255" />
      <Function ID="21" Name="W+UV" Display="'W+UV'" Dmx="200~209" Colour="255,255,255" />
      <Function ID="22" Name="A+UV" Display="'A+UV'" Dmx="210~219" Colour="255,255,255" />
      <Function ID="23" Name="R+G+B" Display="'R+G+B'" Dmx="220~229" Colour="255,255,255" />
      <Function ID="24" Name="R+B+A" Display="'R+B+A'" Dmx="230~239" Colour="255,255,255" />
      <Function ID="25" Name="G+W+UV" Display="'G+W+UV'" Dmx="240~249" Colour="255,255,255" />
      <Function ID="26" Name="All On" Display="'All On'" Dmx="250~255" 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="Auto 1" Display="'Auto 1'" Dmx="10~39" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="40~69" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="70~99" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="100~129" />
      <Function ID="6" Name="Sound 1" Display="'Sound 1'" Dmx="130~159" />
      <Function ID="7" Name="Sound 2" Display="'Sound 2'" Dmx="160~189" />
      <Function ID="8" Name="Sound 3" Display="'Sound 3'" Dmx="190~219" />
      <Function ID="9" Name="Sound 4" Display="'Sound 4'" Dmx="220~255" />
    </Attribute>
  </Control>
  <Mode Name="5 DMX" Channels="5">
    <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="a27525cb-1824-4836-af11-d9a1f49dc731" />
    <Include>
      <Attribute ID="Motor" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
    </Include>
  </Mode>
  <Mode Name="11 DMX" Channels="11">
    <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="f60968d2-982d-436f-8848-10162d2575cb" />
    <Include>
      <Attribute ID="Motor" ChannelOffset="1" Wheel="19" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="8" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="9" Wheel="42" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
    </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>