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Cyclops CPX 354-OB (Cyclops_CPX 354-OB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CPX 354-OB" ShortName="CPX 354-OB" Company="Cyclops" Version="1">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>c806ea14-b3d4-4e0c-b9ee-4554ab95f394</Thumbnail>
  <History Date="22-07-25" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="23-07-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="60634e04-ea3b-4efb-872a-a221702248ab" />
  <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="Red" Name="Red" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C" Size="2">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" Colour="0,0,255" />
    </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="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="Static Col" Display="'Static Col'" Dmx="10~174" Colour="0,0,0" />
      <Function ID="3" Name="3200K" Display="'3200K'" Dmx="175~189" Colour="0,0,0" />
      <Function ID="4" Name="5600K" Display="'5600K'" Dmx="190~204" Colour="0,0,0" />
      <Function ID="5" Name="6500K" Display="'6500K'" Dmx="205~219" Colour="0,0,0" />
      <Function ID="6" Name="8500K" Display="'8500K'" Dmx="220~234" Colour="0,0,0" />
      <Function ID="7" Name="10000K" Display="'10000K'" Dmx="235~249" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="21~30" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="31~40" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="41~50" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="51~60" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="61~70" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="71~80" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="81~90" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="91~100" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="101~110" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="111~120" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="Dim Curve 1" Display="'Dim Curve 1'" Dmx="16~75" />
      <Function ID="3" Name="Dim Curve 2" Display="'Dim Curve 2'" Dmx="76~135" />
      <Function ID="4" Name="Dim Curve 3" Display="'Dim Curve 3'" Dmx="136~195" />
      <Function ID="5" Name="Dim Curve 4" Display="'Dim Curve 4'" Dmx="196~255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="745be11c-a22a-4f57-a70c-ad2246ef8bcc">
    <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="590ec8f4-75b3-45d4-a0bb-aeadb4cf973e" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="95763400-e845-4a13-8352-4746006794e5">
    <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="0b262238-a701-408f-a3c6-9c0d48f37506" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8" Id="a8b66256-686a-475a-9338-9ff916340f5d">
    <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="6827ea45-e4e9-4335-b9a2-65414d36d248" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
    </Include>
  </Mode>
  <Mode Name="13 DMX" Channels="13" Id="033345fc-73ed-4b2b-8a2c-d4b7535f2a91">
    <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="ec6279a1-a73e-4e53-8653-cd0eba24f807" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Red" ChannelOffset="3,4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5,6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7,8" Wheel="12" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="10" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="13" Wheel="25" />
    </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>
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</Swatch>
  </swatchLibrary>
</Fixture>