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LC Group Mini Rubik LED (LCG-623A) (LC Group_Mini Rubik LED (LCG-623A).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Mini Rubik LED (LCG-623A)" ShortName="Mini Rubik" Company="LC Group" Version="1">
  <Copyright Notice="© Avolites Ltd. 2021" />
  <Thumbnail>5156c341-b665-4700-8d54-a619c9f4f9ed</Thumbnail>
  <History Date="06-12-21" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="09-12-21" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="bd45774a-2db6-482b-8791-0eedcf8acbff" />
  <Control>
    <Attribute ID="Pan" Name="Pan" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Pan" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Tilt" Name="Tilt" Description="" Group="P" Size="2">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Tilt" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </Attribute>
    <Attribute ID="Pan_Spin" Name="Pan Spin" Description="" Group="B">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Normal" Display="'Normal'" Dmx="0~0" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.1f%%',100.0~0.0" Dmx="255~146" />
      <Function ID="3" Name="No Spin" Display="'No Spin'" Dmx="141~145" />
      <Function ID="4" Name="Spin CCW" Display="'Spin CCW %.1f%%',0.0~100.0" Dmx="140~31" />
    </Attribute>
    <Attribute ID="PT_Speed" Name="P/T Speed" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Speed" Display="'Speed %.1f%%',0.0~100.0" Dmx="225~0" />
      <Function ID="2" Name="Max" Display="'Max'" Dmx="226~255" />
    </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="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 1" Display="'Strobe 1 %.f%%',0~100" Dmx="16~96" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="177~255" />
      <Function ID="4" Name="Strobe 2" Display="'Strobe 2 %.f%%',0~100" Dmx="97~176" />
    </Attribute>
    <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="Strip_Col" Name="Strip Col" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" />
      <Function ID="2" Name="Red" Display="'Red'" Dmx="37~56" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="57~77" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="78~98" />
      <Function ID="5" Name="R+G" Display="'R+G'" Dmx="99~119" />
      <Function ID="6" Name="R+B" Display="'R+B'" Dmx="120~140" />
      <Function ID="7" Name="G+B" Display="'G+B'" Dmx="141~161" />
      <Function ID="8" Name="R+G+B" Display="'R+G+B'" Dmx="162~176" />
      <Function ID="9" Name="RGB Change" Display="'RGB Change'" Dmx="177~186" />
      <Function ID="10" Name="Red Chase" Display="'Red Chase'" Dmx="187~196" />
      <Function ID="11" Name="Green Chase" Display="'Green Chase'" Dmx="197~206" />
      <Function ID="12" Name="Blue Chase" Display="'Blue Chase'" Dmx="207~216" />
      <Function ID="13" Name="R+G Chase" Display="'R+G Chase'" Dmx="217~226" />
      <Function ID="14" Name="R+G Chase" Display="'R+G Chase'" Dmx="227~236" />
      <Function ID="15" Name="G+B Chase" Display="'G+B Chase'" Dmx="237~246" />
      <Function ID="16" Name="R+G+B Chase" Display="'R+G+B Chase'" Dmx="247~255" />
    </Attribute>
    <Attribute ID="Strip_Col_Spd" Name="Strip Col 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="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="46~65" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="66~85" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="86~105" Colour="0,0,255" />
      <Function ID="5" Name="White" Display="'White'" Dmx="106~125" Colour="255,255,255" />
      <Function ID="6" Name="R+G" Display="'R+G'" Dmx="126~145" Colour="255,255,255" />
      <Function ID="7" Name="R+B" Display="'R+B'" Dmx="146~165" Colour="255,255,255" />
      <Function ID="8" Name="G+B" Display="'G+B'" Dmx="166~185" Colour="255,255,255" />
      <Function ID="9" Name="R+G+B+W" Display="'R+G+B+W'" Dmx="186~205" Colour="255,255,255" />
      <Function ID="10" Name="RGB Change" Display="'RGB Change'" Dmx="206~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Control" Name="Control" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="Reset" Display="'Reset'" Dmx="250~255" />
    </Attribute>
  </Control>
  <Mode Name="16 DMX" Channels="16">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="e9642854-3058-48a1-9293-6ad8e7cb1c79" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1,2" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="3,4" Wheel="3" />
      <Attribute ID="Pan_Spin" ChannelOffset="5" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="6" Wheel="25" />
      <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="Shutter" ChannelOffset="11" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="12" Wheel="1" />
      <Attribute ID="Strip_Col" ChannelOffset="13" Wheel="22" />
      <Attribute ID="Strip_Col_Spd" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="15" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="16" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="14 DMX" Channels="14">
    <Import PearlRef="" DiamondRef="" WysiwygRef="" />
    <Physical>
      <Bulb Type="" Lumens="" ColourTemp="" />
      <Lens Name="" Degrees="" />
      <Weight Kg="" />
      <Size Height="" Width="" Depth="" />
      <Focus Type="Head" PanMax="0" TiltMax="0" PanMaxSpeed="0" TiltMaxSpeed="0" />
    </Physical>
    <AtlaBase ModeID="96a3b504-50c2-441e-9c0c-7aa00be3e2ba" />
    <Include>
      <Attribute ID="Pan" ChannelOffset="1" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="2" Wheel="3" />
      <Attribute ID="Pan_Spin" ChannelOffset="3" Wheel="19" />
      <Attribute ID="PT_Speed" ChannelOffset="4" Wheel="25" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="40" />
      <Attribute ID="Shutter" ChannelOffset="9" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="10" Wheel="1" />
      <Attribute ID="Strip_Col" ChannelOffset="11" Wheel="22" />
      <Attribute ID="Strip_Col_Spd" ChannelOffset="12" Wheel="23" />
      <Attribute ID="Colour_Macro" ChannelOffset="13" Wheel="7" />
      <Attribute ID="Control" ChannelOffset="14" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Reset">
      <Set Channel="Control:2" Delay="6000" />
      <Set Channel="Control:1" Delay="0" />
    </Macro>
  </Macro>
  <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="Position">
      <Palette ID="1" Name="Middle" Number="21" Page="1" SetControl="Pan:1:50,Tilt:1:50" />
      <Palette ID="2" Name="Left" Number="22" Page="1" SetControl="Pan:1:31,Tilt:1:50" />
      <Palette ID="3" Name="Right" Number="23" Page="1" SetControl="Pan:1:69,Tilt:1:50" />
      <Palette ID="4" Name="Top" Number="24" Page="1" SetControl="Pan:1:50,Tilt:1:31" />
      <Palette ID="5" Name="Bottom" Number="25" Page="1" SetControl="Pan:1:50,Tilt:1:69" />
      <Palette ID="6" Name="TLeft" Number="26" Page="1" SetControl="Pan:1:31,Tilt:1:31" />
      <Palette ID="7" Name="TRight" Number="27" Page="1" SetControl="Pan:1:69,Tilt:1:69" />
      <Palette ID="8" Name="BLeft" Number="28" Page="1" SetControl="Pan:1:31,Tilt:1:69" />
      <Palette ID="9" Name="BRight" Number="29" Page="1" SetControl="Pan:1:69,Tilt:1:31" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>