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Cyclops FR-400C LED (Cyclops_FR-400C LED.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="FR-400C LED" ShortName="FR-400C" Company="Cyclops">
  <Copyright Notice="© Avolites Ltd. 2019" />
  <Thumbnail>867b9379-6394-4b85-abc4-6ea207012b0b</Thumbnail>
  <History Date="18-07-19" Author="Nic Morris" Comment="Created" />
  <History Date="20-07-19" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <History Date="21-07-19" Author="Nic Morris" Comment="Inverted zoom." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="249d5f01-ec4d-4afb-81d9-58971d0d2cb3" />
  <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="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Zoom" Description="" Group="B">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Zoom" Display="'%.1f%%',0.0~100.0" Dmx="255~0" />
    </Attribute>
  </Control>
  <Mode Name="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="f9d4c54c-3488-4671-95e4-c3950b888f83" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="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="7a464b5e-cfdd-4dea-8d93-349dcc899d55" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Zoom" ChannelOffset="2" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="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="47eb5af0-1a5c-4fb1-9035-5e7d2d9a787b" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="3" Wheel="19" />
    </Include>
  </Mode>
  <Mode Name="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="05be029a-3cd2-4b83-a8a7-383b1c949d14" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="3" Wheel="4" />
      <Attribute ID="Zoom" ChannelOffset="4" Wheel="19" />
    </Include>
  </Mode>
  <Palettes>
    <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>