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LEDJ Spectra Batten Q16HEX (LEDJ_Spectra Batten Q16HEX.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Spectra Batten Q16HEX" ShortName="Bat Q16HEX" Company="LEDJ" Version="3">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>5f8e7226-a8f8-47d8-a2f2-b944d716b634</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" />
  <History Date="28-08-23" Author="Nic Morris" Comment="Created from LEDJ Spectra Flood Q15HEX" Version="2" />
  <History Date="29-08-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="3" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="3939d2be-201d-477f-9df6-68b830b55c9b" />
  <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" Id="b4263bee-92ec-46d1-b90d-159be4a716be">
    <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="28350cdc-d51d-4dbc-9914-f43b646f0819" />
    <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" Id="a5b8096b-3fb2-4856-90e6-4dbfb39f5c2f">
    <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="2bcdead8-7106-4462-b2a7-fb264c3481ca" />
    <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" Id="6b8b5020-3376-4486-b582-6b08e24537e9">
    <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="c991ad29-a9c1-4b99-98e1-1c6d79c5226f" />
    <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>