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LEDJ Spectra Flood Q15HEX (LEDJ_Spectra Flood Q15HEX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spectra Flood Q15HEX" ShortName="Fld Q15HEX" Company="LEDJ" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>e3a2557a-ae3a-4281-ab99-4e01dcf1b6dd</Thumbnail>
  <History Date="18-07-22" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="22-07-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b6142e99-1aad-4220-bf82-3fefb4c99521" />
  <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="Linear_Strobe" Name="Linear Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="11~255" />
    </Attribute>
    <Attribute ID="Random_Strobe" Name="Random Strobe" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Speed" Display="'Speed %.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="Colour 1" Display="'Colour 1'" Dmx="8~13" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="14~20" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="21~27" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="28~34" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="35~41" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="42~48" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="49~55" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="56~62" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="63~69" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="70~76" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="77~83" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="84~90" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="91~97" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="98~104" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="105~111" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="112~118" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="119~125" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="126~132" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="133~139" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="140~146" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="147~153" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="154~160" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="161~167" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="168~174" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="175~181" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="182~188" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="189~195" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="196~202" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="203~209" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="210~216" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="217~223" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="224~230" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="231~255" Colour="0,0,0" />
    </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="Col Change 1" Display="'Col Change 1'" Dmx="16~31" />
      <Function ID="3" Name="Col Change 2" Display="'Col Change 2'" Dmx="32~47" />
      <Function ID="4" Name="Col Change 3" Display="'Col Change 3'" Dmx="48~63" />
      <Function ID="5" Name="Col Change 4" Display="'Col Change 4'" Dmx="64~79" />
      <Function ID="6" Name="Col Change 5" Display="'Col Change 5'" Dmx="80~95" />
      <Function ID="7" Name="Col Change 6" Display="'Col Change 6'" Dmx="96~111" />
      <Function ID="8" Name="Col Change 7" Display="'Col Change 7'" Dmx="112~127" />
      <Function ID="9" Name="Col Change 8" Display="'Col Change 8'" Dmx="128~143" />
      <Function ID="10" Name="Col Fade 1" Display="'Col Fade 1'" Dmx="144~159" />
      <Function ID="11" Name="Col Fade 2" Display="'Col Fade 2'" Dmx="160~175" />
      <Function ID="12" Name="Col Fade 3" Display="'Col Fade 3'" Dmx="176~191" />
      <Function ID="13" Name="Col Fade 4" Display="'Col Fade 4'" Dmx="192~207" />
      <Function ID="14" Name="Col Fade 5" Display="'Col Fade 5'" Dmx="208~223" />
      <Function ID="15" Name="Col Fade 6" Display="'Col Fade 6'" Dmx="224~239" />
      <Function ID="16" Name="Col Fade 7" Display="'Col Fade 7'" Dmx="240~255" />
    </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="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="Amber" Name="Amber" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Amber C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,100,0" />
    </Attribute>
    <Attribute ID="UV" Name="UV" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="UV C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="100,0,255" />
    </Attribute>
  </Control>
  <Mode Name="6 DMX" Channels="6">
    <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="f28bc213-f8d2-49e4-be29-2ea984bc1733" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Amber" ChannelOffset="5" Wheel="41" VirtualControl="Dimmer" />
      <Attribute ID="UV" ChannelOffset="6" Wheel="42" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </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="c806f414-549f-4813-a659-fe9a899dfcb5" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" 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" />
      <Attribute ID="White" ChannelOffset="6" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="7" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="8" Wheel="42" />
    </Include>
  </Mode>
  <Mode Name="12 DMX" Channels="12">
    <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="aa743b10-0c22-47f6-a6c2-036768a56778" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Linear_Strobe" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Random_Strobe" ChannelOffset="3" Wheel="6" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="5" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="6" Wheel="23" />
      <Attribute ID="Red" ChannelOffset="7" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="8" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="9" Wheel="12" />
      <Attribute ID="White" ChannelOffset="10" Wheel="40" />
      <Attribute ID="Amber" ChannelOffset="11" Wheel="41" />
      <Attribute ID="UV" ChannelOffset="12" Wheel="42" />
    </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>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>