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ADB LEXPERT Profile L 15-30° WW (ADB_LEXPERT Profile L 15-30 WW.d4)

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<Fixture Name="LEXPERT Profile L 15-30° WW" ShortName="LePrL1530W" Company="ADB" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>f323716a-472b-47c3-ac24-f352da75c629</Thumbnail>
  <History Date="13-05-20" Author="Nic Morris" Comment="Created" Version="2" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="ADB_LEXPERT Profile L 15-30° WW.d4 renamed to ADB_LEXPERT Profile L 15-30 WW.d4" Version="3" />
  <Manual Filename="" Summary="" />
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  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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 %.f%%',0~100" Dmx="10~57" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="162~207" />
      <Function ID="4" Name="Open Pulse" Display="'Open Pulse %.f%%',0~100" Dmx="60~108" />
      <Function ID="5" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="111~159" />
      <Function ID="6" Name="Rnd Pls" Display="'Rnd Pls %.f%%',0~100" Dmx="210~253" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="RDM On" Display="'RDM On'" Dmx="10~45" />
      <Function ID="3" Name="RDM Off" Display="'RDM Off'" Dmx="46~80" />
      <Function ID="4" Name="Dim Spd Smooth" Display="'Dim Spd Smooth'" Dmx="81~115" />
      <Function ID="5" Name="Dim Spd Auto" Display="'Dim Spd Auto'" Dmx="116~150" />
      <Function ID="6" Name="Curve Quadratic" Display="'Curve Quadratic'" Dmx="236~240" />
      <Function ID="7" Name="Curve Linear" Display="'Curve Linear'" Dmx="241~245" />
      <Function ID="8" Name="Curve Inv Square" Display="'Curve Inv Square'" Dmx="246~250" />
      <Function ID="9" Name="Curve S-Curve" Display="'Curve S-Curve'" Dmx="251~255" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 1 DMX" Channels="1">
    <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="665e6544-eb03-4b04-a0c9-77259afd5a1b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 2 DMX" Channels="2">
    <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="72f57099-478c-4d94-9fed-c5840e4be17a" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 2 DMX" Channels="2">
    <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="de837812-2996-4e2d-bbd0-4c1ca0d169df" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 3 DMX" Channels="3">
    <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="ca48101c-788f-4471-ba2d-6a2667a2b8ff" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 4 DMX" Channels="4">
    <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="05411db5-4d95-48e1-adef-fd026debf6e8" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="RDM On">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="RDM Off">
      <Set Channel="Control:3" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Smooth">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Spd Auto">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Curve Quadratic">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Curve Linear">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Curve Inv Square">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Curve S-Curve">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>