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LEDJ Spectra Flood 18T3 PRO (LEDJ_Spectra Flood 18T3 PRO.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spectra Flood 18T3 PRO" ShortName="SF 18T3PRO" Company="LEDJ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>82a8c054-f611-4899-ad70-7af68249606b</Thumbnail>
  <History Date="13-05-23" Author="Nic Morris" Comment="Created (poor documentation.  note 9 channel mode only lists 8 channels)" Version="0" />
  <History Date="16-05-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="1995d81d-5a5e-4c74-a932-a3021b5db503" />
  <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" 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="11~255" />
    </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="255,255,255" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="16~21" Colour="255,0,0" />
      <Function ID="3" Name="Flame Red" Display="'Flame Red'" Dmx="22~27" Colour="255,0,0" />
      <Function ID="4" Name="Deep Orange" Display="'Deep Orange'" Dmx="28~33" Colour="255,128,0" />
      <Function ID="5" Name="Amber" Display="'Amber'" Dmx="34~39" Colour="255,100,0" />
      <Function ID="6" Name="Deep Yellow" Display="'Deep Yellow'" Dmx="40~45" Colour="255,255,0" />
      <Function ID="7" Name="Medium Yellow" Display="'Medium Yellow'" Dmx="46~51" Colour="255,255,0" />
      <Function ID="8" Name="Yellow" Display="'Yellow'" Dmx="52~57" Colour="255,255,0" />
      <Function ID="9" Name="Lime Green" Display="'Lime Green'" Dmx="58~63" Colour="0,255,0" />
      <Function ID="10" Name="Chartreuse Green" Display="'Chartreuse Green'" Dmx="64~69" Colour="0,255,0" />
      <Function ID="11" Name="Bright Green" Display="'Bright Green'" Dmx="70~75" Colour="0,255,0" />
      <Function ID="12" Name="Lawn Green" Display="'Lawn Green'" Dmx="76~81" Colour="0,255,0" />
      <Function ID="13" Name="Green" Display="'Green'" Dmx="82~87" Colour="0,255,0" />
      <Function ID="14" Name="Neon Green" Display="'Neon Green'" Dmx="88~93" Colour="0,255,0" />
      <Function ID="15" Name="Slime Green" Display="'Slime Green'" Dmx="94~99" Colour="0,255,0" />
      <Function ID="16" Name="Harlequin Green" Display="'Harlequin Green'" Dmx="100~105" Colour="0,255,0" />
      <Function ID="17" Name="Spring Green" Display="'Spring Green'" Dmx="106~111" Colour="0,255,0" />
      <Function ID="18" Name="Seafoam Green" Display="'Seafoam Green'" Dmx="112~117" Colour="0,255,200" />
      <Function ID="19" Name="Light Blue" Display="'Light Blue'" Dmx="118~123" Colour="0,128,255" />
      <Function ID="20" Name="Medium Blue" Display="'Medium Blue'" Dmx="124~129" Colour="0,0,255" />
      <Function ID="21" Name="Blue" Display="'Blue'" Dmx="130~135" Colour="0,0,255" />
      <Function ID="22" Name="Deep Blue" Display="'Deep Blue'" Dmx="136~141" Colour="0,0,200" />
      <Function ID="23" Name="Deep Purple" Display="'Deep Purple'" Dmx="142~147" Colour="128,0,255" />
      <Function ID="24" Name="Purple" Display="'Purple'" Dmx="148~153" Colour="128,0,255" />
      <Function ID="25" Name="Dark Violet" Display="'Dark Violet'" Dmx="154~159" Colour="128,0,255" />
      <Function ID="26" Name="Violet" Display="'Violet'" Dmx="160~165" Colour="128,0,255" />
      <Function ID="27" Name="Magenta" Display="'Magenta'" Dmx="166~171" Colour="255,0,255" />
      <Function ID="28" Name="Fuschia Pink" Display="'Fuschia Pink'" Dmx="172~177" Colour="255,0,255" />
      <Function ID="29" Name="Hot Pink" Display="'Hot Pink'" Dmx="178~183" Colour="255,150,150" />
      <Function ID="30" Name="Crimson" Display="'Crimson'" Dmx="184~189" Colour="255,0,0" />
      <Function ID="31" Name="Scarlet Red" Display="'Scarlet Red'" Dmx="190~195" Colour="255,0,0" />
      <Function ID="32" Name="Candy Red" Display="'Candy Red'" Dmx="196~201" Colour="255,0,0" />
      <Function ID="33" Name="White" Display="'White'" Dmx="202~207" Colour="255,255,255" />
      <Function ID="34" Name="Salmon Pink" Display="'Salmon Pink'" Dmx="208~213" Colour="255,150,150" />
      <Function ID="35" Name="Peach Pink" Display="'Peach Pink'" Dmx="214~219" Colour="255,150,150" />
      <Function ID="36" Name="Mint Green" Display="'Mint Green'" Dmx="220~225" Colour="0,255,0" />
      <Function ID="37" Name="Asparagus Green" Display="'Asparagus Green'" Dmx="226~231" Colour="0,255,0" />
      <Function ID="38" Name="Lavender" Display="'Lavender'" Dmx="232~237" Colour="255,128,255" />
      <Function ID="39" Name="Soft Purple" Display="'Soft Purple'" Dmx="238~243" Colour="128,0,255" />
      <Function ID="40" Name="Olive Green" Display="'Olive Green'" Dmx="244~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Program" Name="Program" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Program" Display="'No Program'" Dmx="0~0" />
      <Function ID="2" Name="Jump 1" Display="'Jump 1'" Dmx="16~31" />
      <Function ID="3" Name="Jump 2" Display="'Jump 2'" Dmx="32~47" />
      <Function ID="4" Name="Jump 3" Display="'Jump 3'" Dmx="48~63" />
      <Function ID="5" Name="Jump 4" Display="'Jump 4'" Dmx="64~79" />
      <Function ID="6" Name="Jump 5" Display="'Jump 5'" Dmx="80~95" />
      <Function ID="7" Name="Jump 6" Display="'Jump 6'" Dmx="96~111" />
      <Function ID="8" Name="Jump 7" Display="'Jump 7'" Dmx="112~127" />
      <Function ID="9" Name="Jump 8" Display="'Jump 8'" Dmx="128~143" />
      <Function ID="10" Name="Fade 1" Display="'Fade 1'" Dmx="144~159" />
      <Function ID="11" Name="Fade 2" Display="'Fade 2'" Dmx="160~175" />
      <Function ID="12" Name="Fade 3" Display="'Fade 3'" Dmx="176~191" />
      <Function ID="13" Name="Fade 4" Display="'Fade 4'" Dmx="192~207" />
      <Function ID="14" Name="Fade 5" Display="'Fade 5'" Dmx="208~223" />
      <Function ID="15" Name="Fade 6" Display="'Fade 6'" Dmx="224~239" />
      <Function ID="16" Name="Fade 7" Display="'Fade 7'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Speed" Name="Speed" 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="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="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="afba4258-d020-4b2f-a137-c8aafe9e043e" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="7" />
    </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="84851b99-263c-48dc-a869-1de134316047" />
    <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="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="b3e22576-f274-41fb-920d-441de8f13185" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="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="aa9c02c3-07b8-485f-a66c-a993e0a0c174" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <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="d23793a9-5880-41a4-b036-faaaa95daf19" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Program" ChannelOffset="4" Wheel="22" />
      <Attribute ID="Speed" ChannelOffset="5" Wheel="23" />
      <Attribute ID="Red" ChannelOffset="6" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="7" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="8" Wheel="12" />
    </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>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>