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LEDJ Spectra Flood Q40 40° (LEDJ284) (LEDJ_Spectra Flood Q40 40 (LEDJ284).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spectra Flood Q40 40° (LEDJ284)" ShortName="Fld Q40 40" Company="LEDJ" Version="3">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>a8a7513a-b4ed-4650-9ebc-dee935be2a44</Thumbnail>
  <History Date="18-07-18" Author="Nic Morris" Comment="Created" Version="1" />
  <History Date="20-07-18" Author="Nic Morris" Comment="Split from LEDJ Spectra Flood Q40 for Capture.  Added Atlabase ID's." Version="2" />
  <History Date="26-04-21" Author="Robin Sanders" Comment="LEDJ_Spectra Flood Q40 40° (LEDJ284).d4 renamed to LEDJ_Spectra Flood Q40 40 (LEDJ284).d4" Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="4ca960e2-4af2-46ab-a921-a7fef71e6027" />
  <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="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>
    <Attribute ID="White" Name="White" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,255,255" />
    </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" Update="Program_Spd" />
      <Function ID="2" Name="Program 1" Display="'Program 1'" Dmx="1~18" Update="Program_Spd" />
      <Function ID="3" Name="Program 2" Display="'Program 2'" Dmx="19~37" Update="Program_Spd" />
      <Function ID="4" Name="Program 3" Display="'Program 3'" Dmx="38~56" Update="Program_Spd" />
      <Function ID="5" Name="Program 4" Display="'Program 4'" Dmx="57~75" Update="Program_Spd" />
      <Function ID="6" Name="Program 5" Display="'Program 5'" Dmx="76~94" Update="Program_Spd" />
      <Function ID="7" Name="Program 6" Display="'Program 6'" Dmx="95~113" Update="Program_Spd" />
      <Function ID="8" Name="Program 7" Display="'Program 7'" Dmx="114~132" Update="Program_Spd" />
      <Function ID="9" Name="Program 8" Display="'Program 8'" Dmx="133~151" Update="Program_Spd" />
      <Function ID="10" Name="Program 9" Display="'Program 9'" Dmx="152~170" Update="Program_Spd" />
      <Function ID="11" Name="Program 10" Display="'Program 10'" Dmx="171~189" Update="Program_Spd" />
      <Function ID="12" Name="Program 11" Display="'Program 11'" Dmx="190~208" Update="Program_Spd" />
      <Function ID="13" Name="Program 12" Display="'Program 12'" Dmx="209~227" Update="Program_Spd" />
      <Function ID="14" Name="Program 13" Display="'Program 13'" Dmx="228~246" Update="Program_Spd" />
      <Function ID="15" Name="Program 14" Display="'Program 14'" Dmx="247~255" Update="Program_Spd" />
    </Attribute>
    <Attribute ID="Program_Spd" Name="Program Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Colour" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40" If="'Program'==2" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Blackout" Display="'Blackout'" Dmx="0~0" />
      <Function ID="3" Name="Red" Display="'Red'" Dmx="11~16" />
      <Function ID="4" Name="Flame Red" Display="'Flame Red'" Dmx="17~22" />
      <Function ID="5" Name="Deep Golden Amber" Display="'Deep Golden Amber'" Dmx="23~28" />
      <Function ID="6" Name="Millennium Gold" Display="'Millennium Gold'" Dmx="29~34" />
      <Function ID="7" Name="Gold Amber" Display="'Gold Amber'" Dmx="35~40" />
      <Function ID="8" Name="Orange" Display="'Orange'" Dmx="41~46" />
      <Function ID="9" Name="Chrome Orange" Display="'Chrome Orange'" Dmx="47~52" />
      <Function ID="10" Name="Deep Amber" Display="'Deep Amber'" Dmx="53~58" />
      <Function ID="11" Name="Spring Yellow" Display="'Spring Yellow'" Dmx="59~64" />
      <Function ID="12" Name="Lime Green" Display="'Lime Green'" Dmx="65~70" />
      <Function ID="13" Name="JAS Green" Display="'JAS Green'" Dmx="71~76" />
      <Function ID="14" Name="Fern Green" Display="'Fern Green'" Dmx="77~82" />
      <Function ID="15" Name="Moss Green" Display="'Moss Green'" Dmx="83~88" />
      <Function ID="16" Name="Primary Green" Display="'Primary Green'" Dmx="89~94" />
      <Function ID="17" Name="Dark Green" Display="'Dark Green'" Dmx="95~100" />
      <Function ID="18" Name="Green" Display="'Green'" Dmx="101~106" />
      <Function ID="19" Name="Medium Blue Green" Display="'Medium Blue Green'" Dmx="107~112" />
      <Function ID="20" Name="Light Blue" Display="'Light Blue'" Dmx="113~118" />
      <Function ID="21" Name="Lighter Blue" Display="'Lighter Blue'" Dmx="119~124" />
      <Function ID="22" Name="Steel Blue" Display="'Steel Blue'" Dmx="125~130" />
      <Function ID="23" Name="Half CT Blue" Display="'Half CT Blue'" Dmx="131~136" />
      <Function ID="24" Name="Full CT Blue" Display="'Full CT Blue'" Dmx="137~142" />
      <Function ID="25" Name="Slate Blue" Display="'Slate Blue'" Dmx="143~148" />
      <Function ID="26" Name="Double CT Blue" Display="'Double CT Blue'" Dmx="149~154" />
      <Function ID="27" Name="Medium Blue" Display="'Medium Blue'" Dmx="155~160" />
      <Function ID="28" Name="Just Blue" Display="'Just Blue'" Dmx="161~166" />
      <Function ID="29" Name="Deep Blue" Display="'Deep Blue'" Dmx="167~172" />
      <Function ID="30" Name="Blue" Display="'Blue'" Dmx="173~178" />
      <Function ID="31" Name="Congo Blue" Display="'Congo Blue'" Dmx="179~184" />
      <Function ID="32" Name="Surprise Pink" Display="'Surprise Pink'" Dmx="185~190" />
      <Function ID="33" Name="Fuchsia Pink" Display="'Fuchsia Pink'" Dmx="191~196" />
      <Function ID="34" Name="Follies Pink" Display="'Follies Pink'" Dmx="197~202" />
      <Function ID="35" Name="Special Rose Pink" Display="'Special Rose Pink'" Dmx="203~208" />
      <Function ID="36" Name="Pink" Display="'Pink'" Dmx="209~214" />
      <Function ID="37" Name="Moroccan Pink" Display="'Moroccan Pink'" Dmx="215~220" />
      <Function ID="38" Name="Warm White" Display="'Warm White'" Dmx="221~226" />
      <Function ID="39" Name="Cold White" Display="'Cold White'" Dmx="227~232" />
      <Function ID="40" Name="White" Display="'White'" Dmx="233~255" />
    </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>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="LJSFQ404" 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="070ef21c-f061-4ac3-990d-e0b8c7ff7ab5" />
    <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="White" ChannelOffset="4" Wheel="9" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="6 DMX" Channels="6">
    <Import PearlRef="LJSFQ406" 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="49e2dc41-ede2-4d6e-95fc-545ef956b69f" />
    <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="White" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="LJSFQ408" 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="a0cc4c64-1e16-48fd-baef-8e7595d1c238" />
    <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="White" ChannelOffset="5" Wheel="9" />
      <Attribute ID="Program" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Program_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </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>
  </Palettes>
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</Swatch>
  </swatchLibrary>
</Fixture>