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Gruolin RGB Fullcolor Beam Effect Light (Gruolin_RGB Fullcolor Beam Effect Light.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="RGB Fullcolor Beam Effect Light" ShortName="RGB FC Bm" Company="Gruolin" Version="6">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>8c8b01a1-c6f4-438e-9426-9b385da6cc17</Thumbnail>
  <History Date="18-08-22" Author="Nic Morris" Comment="Created (poor documentation)" Version="0" />
  <History Date="28-08-22" Author="Nic Morris" Comment="Fixed missing DMX values in mode functions." Version="1" />
  <History Date="29-08-22" Author="Nic Morris" Comment="Added discreet functions to manual pattern and colour in response to customer feedback." Version="2" />
  <History Date="29-03-23" Author="Nic Morris" Comment="Created from Alien 500mw RGB Laser" Version="6" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="Mode" Name="Mode" Description="" Group="S">
      <Locate Locate="2" PowerOn="1" />
      <Function ID="1" Name="Blackout" Display="'Blackout'" Dmx="0~0" Update="Pattern" />
      <Function ID="2" Name="Manual" Display="'Manual'" Dmx="64~127" Update="Pattern" />
      <Function ID="3" Name="Auto" Display="'Auto'" Dmx="128~191" Update="Pattern" />
      <Function ID="4" Name="Sound" Display="'Sound'" Dmx="192~255" Update="Pattern" />
    </Attribute>
    <Attribute ID="Pattern" Name="Pattern" Description="" Group="G">
      <Locate Locate="2" PowerOn="1" />
      <Else ID="1" />
      <Condition Name="Manual" ID="2,3,4,5,6,7,8,9,10,11,12,13,14,15,16,17,18,19,20,21,22,23,24,25,26,27,28,29,30,31,32,33,34,35,36,37,38,39,40,41,42,43,44,45,46,47,48,49,50,51,52" If="'Mode'==2" />
      <Condition Name="Auto" ID="53,54,55,56" If="'Mode'==3" />
      <Condition Name="Sound" ID="57,58,59,60" If="'Mode'==4" />
      <Function ID="1" Name="No Function" Display="''" Dmx="0~0" />
      <Function ID="2" Name="Pattern 1" Display="'Pattern 1'" Dmx="0~0" />
      <Function ID="3" Name="Pattern 2" Display="'Pattern 2'" Dmx="6~10" />
      <Function ID="4" Name="Pattern 3" Display="'Pattern 3'" Dmx="11~15" />
      <Function ID="5" Name="Pattern 4" Display="'Pattern 4'" Dmx="16~20" />
      <Function ID="6" Name="Pattern 5" Display="'Pattern 5'" Dmx="21~25" />
      <Function ID="7" Name="Pattern 6" Display="'Pattern 6'" Dmx="26~30" />
      <Function ID="8" Name="Pattern 7" Display="'Pattern 7'" Dmx="31~35" />
      <Function ID="9" Name="Pattern 8" Display="'Pattern 8'" Dmx="36~40" />
      <Function ID="10" Name="Pattern 9" Display="'Pattern 9'" Dmx="41~45" />
      <Function ID="11" Name="Pattern 10" Display="'Pattern 10'" Dmx="46~50" />
      <Function ID="12" Name="Pattern 11" Display="'Pattern 11'" Dmx="51~55" />
      <Function ID="13" Name="Pattern 12" Display="'Pattern 12'" Dmx="56~60" />
      <Function ID="14" Name="Pattern 13" Display="'Pattern 13'" Dmx="61~65" />
      <Function ID="15" Name="Pattern 14" Display="'Pattern 14'" Dmx="66~70" />
      <Function ID="16" Name="Pattern 15" Display="'Pattern 15'" Dmx="71~75" />
      <Function ID="17" Name="Pattern 16" Display="'Pattern 16'" Dmx="76~80" />
      <Function ID="18" Name="Pattern 17" Display="'Pattern 17'" Dmx="81~85" />
      <Function ID="19" Name="Pattern 18" Display="'Pattern 18'" Dmx="86~90" />
      <Function ID="20" Name="Pattern 19" Display="'Pattern 19'" Dmx="91~95" />
      <Function ID="21" Name="Pattern 20" Display="'Pattern 20'" Dmx="96~100" />
      <Function ID="22" Name="Pattern 21" Display="'Pattern 21'" Dmx="101~105" />
      <Function ID="23" Name="Pattern 22" Display="'Pattern 22'" Dmx="106~110" />
      <Function ID="24" Name="Pattern 23" Display="'Pattern 23'" Dmx="111~115" />
      <Function ID="25" Name="Pattern 24" Display="'Pattern 24'" Dmx="116~120" />
      <Function ID="26" Name="Pattern 25" Display="'Pattern 25'" Dmx="121~125" />
      <Function ID="27" Name="Pattern 26" Display="'Pattern 26'" Dmx="126~130" />
      <Function ID="28" Name="Pattern 27" Display="'Pattern 27'" Dmx="131~135" />
      <Function ID="29" Name="Pattern 28" Display="'Pattern 28'" Dmx="136~140" />
      <Function ID="30" Name="Pattern 29" Display="'Pattern 29'" Dmx="141~145" />
      <Function ID="31" Name="Pattern 30" Display="'Pattern 30'" Dmx="146~150" />
      <Function ID="32" Name="Pattern 31" Display="'Pattern 31'" Dmx="151~155" />
      <Function ID="33" Name="Pattern 32" Display="'Pattern 32'" Dmx="156~160" />
      <Function ID="34" Name="Pattern 33" Display="'Pattern 33'" Dmx="161~165" />
      <Function ID="35" Name="Pattern 34" Display="'Pattern 34'" Dmx="166~170" />
      <Function ID="36" Name="Pattern 35" Display="'Pattern 35'" Dmx="171~175" />
      <Function ID="37" Name="Pattern 36" Display="'Pattern 36'" Dmx="176~180" />
      <Function ID="38" Name="Pattern 37" Display="'Pattern 37'" Dmx="181~185" />
      <Function ID="39" Name="Pattern 38" Display="'Pattern 38'" Dmx="186~190" />
      <Function ID="40" Name="Pattern 39" Display="'Pattern 39'" Dmx="191~195" />
      <Function ID="41" Name="Pattern 40" Display="'Pattern 40'" Dmx="196~200" />
      <Function ID="42" Name="Pattern 41" Display="'Pattern 41'" Dmx="201~205" />
      <Function ID="43" Name="Pattern 42" Display="'Pattern 42'" Dmx="206~210" />
      <Function ID="44" Name="Pattern 43" Display="'Pattern 43'" Dmx="211~215" />
      <Function ID="45" Name="Pattern 44" Display="'Pattern 44'" Dmx="216~220" />
      <Function ID="46" Name="Pattern 45" Display="'Pattern 45'" Dmx="221~225" />
      <Function ID="47" Name="Pattern 46" Display="'Pattern 46'" Dmx="226~230" />
      <Function ID="48" Name="Pattern 47" Display="'Pattern 47'" Dmx="231~235" />
      <Function ID="49" Name="Pattern 48" Display="'Pattern 48'" Dmx="236~240" />
      <Function ID="50" Name="Pattern 49" Display="'Pattern 49'" Dmx="241~245" />
      <Function ID="51" Name="Pattern 50" Display="'Pattern 50'" Dmx="246~250" />
      <Function ID="52" Name="Pattern 51" Display="'Pattern 51'" Dmx="251~255" />
      <Function ID="53" Name="Auto 1" Display="'Auto 1'" Dmx="0~0" />
      <Function ID="54" Name="Auto 2" Display="'Auto 2'" Dmx="64~126" />
      <Function ID="55" Name="Auto 3" Display="'Auto 3'" Dmx="127~191" />
      <Function ID="56" Name="Auto 4" Display="'Auto 4'" Dmx="192~255" />
      <Function ID="57" Name="Sound 1" Display="'Sound 1'" Dmx="0~0" />
      <Function ID="58" Name="Sound 2" Display="'Sound 2'" Dmx="64~126" />
      <Function ID="59" Name="Sound 3" Display="'Sound 3'" Dmx="127~191" />
      <Function ID="60" Name="Sound 4" Display="'Sound 4'" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Angle" Name="Angle" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin CW" Display="'Spin CW %.f%%',100~0" Dmx="191~128" />
      <Function ID="3" Name="Spin CCW" Display="'Spin CCW %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Horiz_Angle" Name="Horiz Angle" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Vert_Angle" Name="Vert Angle" Description="" Group="B">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Pan" Name="Horiz Pos" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Tilt" Name="Vert Pos" Description="" Group="P">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Index" Display="'Index %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Spin" Display="'Spin %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
    <Attribute ID="Zoom" Name="Size" Description="" Group="B">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Size" Display="'Size %.f%%',0~100" Dmx="63~0" />
      <Function ID="2" Name="Open Puse" Display="'Open Puse %.f%%',0~100" Dmx="64~127" />
      <Function ID="3" Name="Close Pulse" Display="'Close Pulse %.f%%',0~100" Dmx="128~191" />
      <Function ID="4" Name="Auto" Display="'Auto %.f%%',0~100" Dmx="192~255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Mono" Display="'Mono %.f%%',0~100" Dmx="0~63" Colour="0,0,0" />
      <Function ID="2" Name="Colour" Display="'Colour %.f%%',0~100" Dmx="64~127" Colour="0,0,0" />
      <Function ID="3" Name="Mono Auto" Display="'Mono Auto %.f%%',0~100" Dmx="128~191" Colour="0,0,0" />
      <Function ID="4" Name="Col Mix" Display="'Col Mix %.f%%',0~100" Dmx="192~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dots" Name="Dots" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Dots+Lines" Display="'Dots+Lines %.1f%%',0.0~100.0" Dmx="0~127" />
      <Function ID="2" Name="Dots, Wireless Strip" Display="'Dots, Wireless Strip %.1f%%',0.0~100.0" Dmx="128~255" />
    </Attribute>
  </Control>
  <Mode Name="10 DMX" Channels="10">
    <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>
    <Include>
      <Attribute ID="Mode" ChannelOffset="1" Wheel="28" />
      <Attribute ID="Pattern" ChannelOffset="2" Wheel="14" />
      <Attribute ID="Angle" ChannelOffset="3" Wheel="49" />
      <Attribute ID="Horiz_Angle" ChannelOffset="4" Wheel="20" />
      <Attribute ID="Vert_Angle" ChannelOffset="5" Wheel="21" />
      <Attribute ID="Pan" ChannelOffset="6" Wheel="2" />
      <Attribute ID="Tilt" ChannelOffset="7" Wheel="3" />
      <Attribute ID="Zoom" ChannelOffset="8" Wheel="19" />
      <Attribute ID="Colour1" ChannelOffset="9" Wheel="8" />
      <Attribute ID="Dots" ChannelOffset="10" Wheel="5" />
    </Include>
  </Mode>
  <Palettes>
    <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>