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Cyclops FR-40C LED (Cyclops_FR-40C LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FR-40C LED" ShortName="FR-40C LED" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>2811d587-375d-4eea-8c4c-a8071c9043f6</Thumbnail>
  <History Date="14-10-18" Author="Nic Morris" Comment="Created (note charts are missing DMX ranges for dim mode functions)" />
  <History Date="17-10-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="e1ba3330-caf6-4626-89ea-fab2627b1e3c" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Mode" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Raw DMX" Display="'Raw DMX %.f',0~255" Dmx="0~255" />
    </Attribute>
    <Attribute ID="ID" Name="ID" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="All IDs" Display="'All IDs'" Dmx="0~0" />
      <Function ID="2" Name="IDs 1-20" Display="'IDs 1-20 %.f',1~20" Dmx="10~209" />
      <Function ID="3" Name="IDs 21-66" Display="'IDs 21-66 %.f',21~66" Dmx="210~255" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="UKCYF4C1" 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="7b24f1b4-7b11-4ca2-a1a9-f28d09c50a80" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="2 DMX" Channels="2">
    <Import PearlRef="UKCYF4C2" 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="304b5c50-29a0-4fe0-ac4e-03beeb02ca1c" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="3 DMX" Channels="3">
    <Import PearlRef="UKCYF4C3" 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="09a29ebc-0fb7-456a-b3eb-9dd21baa8536" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Dim_Mode" ChannelOffset="3" Wheel="25" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="UKCYF4C4" 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="d40bba4f-fb43-469e-8688-73045a926acb" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Dim_Mode" ChannelOffset="3" Wheel="25" />
      <Attribute ID="ID" ChannelOffset="4" Wheel="28" />
    </Include>
  </Mode>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>