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ADB LEXPERT Fresnel M CW (ADB_LEXPERT Fresnel M CW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="LEXPERT Fresnel M CW" ShortName="LxpFrsM CW" Company="ADB" Version="0">
  <Copyright Notice="© Avolites Ltd. 2020" />
  <Thumbnail>756f06f3-5c80-472a-9710-b5f6092e287f</Thumbnail>
  <History Date="24-09-20" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="65fb0258-0999-4116-9ba2-2f2841dac6f7" />
  <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 Pulse" Display="'Rnd Pulse %.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 Smooth" Display="'Dim Smooth'" Dmx="81~115" />
      <Function ID="5" Name="Dim Auto" Display="'Dim Auto'" Dmx="116~150" />
      <Function ID="6" Name="Frequency 600" Display="'Frequency 600'" Dmx="151~214" />
      <Function ID="7" Name="Frequency 1200" Display="'Frequency 1200'" Dmx="215~217" />
      <Function ID="8" Name="Frequency 1800" Display="'Frequency 1800'" Dmx="218~220" />
      <Function ID="9" Name="Frequency 2400" Display="'Frequency 2400'" Dmx="221~223" />
      <Function ID="10" Name="Frequency 3000" Display="'Frequency 3000'" Dmx="224~226" />
      <Function ID="11" Name="Frequency 3600" Display="'Frequency 3600'" Dmx="227~229" />
      <Function ID="12" Name="Frequency 4200" Display="'Frequency 4200'" Dmx="230~232" />
      <Function ID="13" Name="Frequency 4800" Display="'Frequency 4800'" Dmx="233~235" />
      <Function ID="14" Name="Dim Quadratic" Display="'Dim Quadratic'" Dmx="236~240" />
      <Function ID="15" Name="Dim Linear" Display="'Dim Linear'" Dmx="241~245" />
      <Function ID="16" Name="Dim Inv Square" Display="'Dim Inv Square'" Dmx="246~250" />
      <Function ID="17" Name="Dim S Curve" Display="'Dim S Curve'" Dmx="251~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
  </Control>
  <Mode Name="Mode 1, 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="d979a190-3001-430d-a3a8-d9b5997ad06f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="2" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Mode 2, 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="5e296b4d-807d-4fe8-8166-ab6985e7bcdf" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Mode 3, 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="1db4e0ef-21ab-469d-8859-e8d3ac9d680c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="3,4" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Mode 4, 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="1de645c1-ebfb-4232-9012-ae94498323b2" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Zoom" ChannelOffset="4,5" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="Mode 5, 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="6eb22a6b-ef06-457b-948b-07c7acc08198" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="5" />
      <Attribute ID="Control" ChannelOffset="4" Wheel="28" />
      <Attribute ID="Zoom" ChannelOffset="5,6" Wheel="19" />
    </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 Smooth">
      <Set Channel="Control:4" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Auto">
      <Set Channel="Control:5" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 600">
      <Set Channel="Control:6" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 1200">
      <Set Channel="Control:7" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 1800">
      <Set Channel="Control:8" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 2400">
      <Set Channel="Control:9" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 3000">
      <Set Channel="Control:10" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 3600">
      <Set Channel="Control:11" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 4200">
      <Set Channel="Control:12" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Frequency 4800">
      <Set Channel="Control:13" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Quadratic">
      <Set Channel="Control:14" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Linear">
      <Set Channel="Control:15" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim Inv Square">
      <Set Channel="Control:16" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
    <Macro Name="Dim S Curve">
      <Set Channel="Control:17" 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>
    <Group Name="Beam">
      <Palette ID="1" Name="Zoom Small" Number="41" Page="1" SetControl="Zoom:1:0" />
      <Palette ID="2" Name="Zoom Medium" Legend="Zoom Med" Number="42" Page="1" SetControl="Zoom:1:50" />
      <Palette ID="3" Name="Zoom Large" Number="43" Page="1" SetControl="Zoom:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>