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Pknight Atomic SWB FX 960 (Pknight_Atomic SWB FX 960.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Atomic SWB FX 960" ShortName="AtSWBFX960" Company="Pknight" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>4ac4868c-b6da-4fe5-8f85-29b2614527f0</Thumbnail>
  <History Date="07-12-23" Author="Nic Morris" Comment="Created (poor documentation. guessed pixel layout)" Version="0" />
  <History Date="08-12-23" Author="Nic Morris" Comment="Removed Atlabase ID's (appears to be a different product to the 'RGB LED Strobe Flood Blinder' despite the mode quantity/channel counts being the same)" Version="1" />
  <Manual Filename="" Summary="" />
  <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="FX_Direction" Name="FX Direction" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" />
      <Function ID="2" Name="FWD" Display="'FWD'" Dmx="1~127" />
      <Function ID="3" Name="REV" Display="'REV'" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Effect 1" Display="'Effect 1'" Dmx="5~9" />
      <Function ID="3" Name="Effect 2" Display="'Effect 2'" Dmx="10~14" />
      <Function ID="4" Name="Effect 3" Display="'Effect 3'" Dmx="15~19" />
      <Function ID="5" Name="Effect 4" Display="'Effect 4'" Dmx="20~24" />
      <Function ID="6" Name="Effect 5" Display="'Effect 5'" Dmx="25~29" />
      <Function ID="7" Name="Effect 6" Display="'Effect 6'" Dmx="30~34" />
      <Function ID="8" Name="Effect 7" Display="'Effect 7'" Dmx="35~39" />
      <Function ID="9" Name="Effect 8" Display="'Effect 8'" Dmx="40~44" />
      <Function ID="10" Name="Effect 9" Display="'Effect 9'" Dmx="45~49" />
      <Function ID="11" Name="Effect 10" Display="'Effect 10'" Dmx="50~54" />
      <Function ID="12" Name="Effect 11" Display="'Effect 11'" Dmx="55~59" />
      <Function ID="13" Name="Effect 12" Display="'Effect 12'" Dmx="60~64" />
      <Function ID="14" Name="Effect 13" Display="'Effect 13'" Dmx="65~69" />
      <Function ID="15" Name="Effect 14" Display="'Effect 14'" Dmx="70~74" />
      <Function ID="16" Name="Effect 15" Display="'Effect 15'" Dmx="75~79" />
      <Function ID="17" Name="Effect 16" Display="'Effect 16'" Dmx="80~84" />
      <Function ID="18" Name="Effect 17" Display="'Effect 17'" Dmx="85~89" />
      <Function ID="19" Name="Effect 18" Display="'Effect 18'" Dmx="90~94" />
      <Function ID="20" Name="Effect 19" Display="'Effect 19'" Dmx="95~99" />
      <Function ID="21" Name="Effect 20" Display="'Effect 20'" Dmx="100~104" />
      <Function ID="22" Name="Effect 21" Display="'Effect 21'" Dmx="105~109" />
      <Function ID="23" Name="Effect 22" Display="'Effect 22'" Dmx="110~114" />
      <Function ID="24" Name="Effect 23" Display="'Effect 23'" Dmx="115~119" />
      <Function ID="25" Name="Effect 24" Display="'Effect 24'" Dmx="120~124" />
      <Function ID="26" Name="Effect 25" Display="'Effect 25'" Dmx="125~129" />
      <Function ID="27" Name="Effect 26" Display="'Effect 26'" Dmx="130~134" />
      <Function ID="28" Name="Effect 27" Display="'Effect 27'" Dmx="135~139" />
      <Function ID="29" Name="Effect 28" Display="'Effect 28'" Dmx="140~144" />
      <Function ID="30" Name="Effect 29" Display="'Effect 29'" Dmx="145~149" />
      <Function ID="31" Name="Effect 30" Display="'Effect 30'" Dmx="150~154" />
      <Function ID="32" Name="Effect 31" Display="'Effect 31'" Dmx="155~159" />
      <Function ID="33" Name="Effect 32" Display="'Effect 32'" Dmx="160~164" />
      <Function ID="34" Name="Effect 33" Display="'Effect 33'" Dmx="165~169" />
      <Function ID="35" Name="Effect 34" Display="'Effect 34'" Dmx="170~174" />
      <Function ID="36" Name="Effect 35" Display="'Effect 35'" Dmx="175~179" />
      <Function ID="37" Name="Effect 36" Display="'Effect 36'" Dmx="180~184" />
      <Function ID="38" Name="Effect 37" Display="'Effect 37'" Dmx="185~189" />
      <Function ID="39" Name="Effect 38" Display="'Effect 38'" Dmx="190~194" />
      <Function ID="40" Name="Effect 39" Display="'Effect 39'" Dmx="195~199" />
      <Function ID="41" Name="Effect 40" Display="'Effect 40'" Dmx="200~204" />
      <Function ID="42" Name="Effect 41" Display="'Effect 41'" Dmx="205~209" />
      <Function ID="43" Name="Effect 42" Display="'Effect 42'" Dmx="210~214" />
      <Function ID="44" Name="Effect 43" Display="'Effect 43'" Dmx="215~219" />
      <Function ID="45" Name="Effect 44" Display="'Effect 44'" Dmx="220~224" />
      <Function ID="46" Name="Effect 45" Display="'Effect 45'" Dmx="225~229" />
      <Function ID="47" Name="Effect 46" Display="'Effect 46'" Dmx="230~234" />
      <Function ID="48" Name="Effect 47" Display="'Effect 47'" Dmx="235~239" />
      <Function ID="49" Name="Effect 48" Display="'Effect 48'" Dmx="240~244" />
      <Function ID="50" Name="Effect 49" Display="'Effect 49'" Dmx="245~249" />
      <Function ID="51" Name="Effect 50" Display="'Effect 50'" Dmx="250~255" />
    </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="BG_Colour" Name="BG Colour" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Red" Display="'Red'" Dmx="0~0" />
      <Function ID="2" Name="Green" Display="'Green'" Dmx="32~63" />
      <Function ID="3" Name="Blue" Display="'Blue'" Dmx="64~95" />
      <Function ID="4" Name="Red+Green" Display="'Red+Green'" Dmx="96~127" />
      <Function ID="5" Name="Red+Blue" Display="'Red+Blue'" Dmx="128~159" />
      <Function ID="6" Name="Green+Blue" Display="'Green+Blue'" Dmx="160~191" />
      <Function ID="7" Name="White" Display="'White'" Dmx="192~223" />
      <Function ID="8" Name="Black" Display="'Black'" Dmx="224~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
  </Control>
  <Mode Name="3 DMX" Channels="3" Id="2c4ed48d-787f-4eac-9921-3ee492578f11">
    <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>
    <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="9 DMX" Channels="9" Id="3fe69bec-db76-4b59-826e-43d81bc0638d">
    <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>
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="FX_Direction" ChannelOffset="3" Wheel="22" />
      <Attribute ID="Auto" ChannelOffset="4" Wheel="23" />
      <Attribute ID="Auto_Spd" ChannelOffset="5" Wheel="24" />
      <Attribute ID="BG_Colour" ChannelOffset="6" Wheel="52" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="24 DMX" Channels="24" Id="d444fa3b-646a-4f31-aa3c-19a4ecb8951c">
    <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>
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Dimmer" Wheel="1" />
      </Master>
      <Cell ID="Cell1" Name="Cell 1" ChannelOffset="1" ModeLink="Cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="Cell 2" ChannelOffset="4" ModeLink="Cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="Cell 3" ChannelOffset="7" ModeLink="Cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="Cell 4" ChannelOffset="10" ModeLink="Cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="Cell 5" ChannelOffset="13" ModeLink="Cell" X="0" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="Cell 6" ChannelOffset="16" ModeLink="Cell" X="1" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="Cell 7" ChannelOffset="19" ModeLink="Cell" X="2" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="Cell 8" ChannelOffset="22" ModeLink="Cell" X="3" Y="1">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Cell" Channels="3" Hidden="True" Id="4ca7918c-8382-4b8d-b0e1-b8a204548ac7">
    <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>
    <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>
  <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="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>