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Soundsation CLUB LINER 93 RGB (Soundsation_CLUB LINER 93 RGB.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="CLUB LINER 93 RGB" ShortName="CLNR93RGB" Company="Soundsation" Version="1">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>8cbe47bd-a7d5-4943-82a5-272bfca56a26</Thumbnail>
  <History Date="21-02-23" Author="Nic Morris" Comment="Created" Version="0" />
  <History Date="22-02-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6ddf81b1-6b75-42cd-bcde-b538597a579a" />
  <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="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 %" Display="'Strobe %.f%%',0~100" Dmx="206~255" />
      <Function ID="3" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="6~55" />
      <Function ID="4" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="56~105" />
      <Function ID="5" Name="Average" Display="'Average %.f%%',0~100" Dmx="106~155" />
      <Function ID="6" Name="Thunder" Display="'Thunder %.f%%',0~100" Dmx="156~205" />
    </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="6~15" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="16~25" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="26~35" Colour="0,0,255" />
      <Function ID="5" Name="Lemon Green" Display="'Lemon Green'" Dmx="36~45" Colour="180,180,0" />
      <Function ID="6" Name="Yellow Green" Display="'Yellow Green'" Dmx="46~55" Colour="180,180,0" />
      <Function ID="7" Name="Yellow" Display="'Yellow'" Dmx="56~65" Colour="255,255,0" />
      <Function ID="8" Name="Tea Red" Display="'Tea Red'" Dmx="66~75" Colour="255,0,0" />
      <Function ID="9" Name="Light Orange" Display="'Light Orange'" Dmx="76~85" Colour="255,128,0" />
      <Function ID="10" Name="Rose Red" Display="'Rose Red'" Dmx="86~95" Colour="255,0,127" />
      <Function ID="11" Name="Pink" Display="'Pink'" Dmx="96~105" Colour="255,150,150" />
      <Function ID="12" Name="Pink Purple" Display="'Pink Purple'" Dmx="106~115" Colour="128,0,255" />
      <Function ID="13" Name="Lilac" Display="'Lilac'" Dmx="116~125" Colour="128,0,255" />
      <Function ID="14" Name="Powder Blue" Display="'Powder Blue'" Dmx="126~135" Colour="0,0,255" />
      <Function ID="15" Name="Light Blue" Display="'Light Blue'" Dmx="136~145" Colour="0,128,255" />
      <Function ID="16" Name="Sky Blue" Display="'Sky Blue'" Dmx="146~155" Colour="0,128,255" />
      <Function ID="17" Name="Light Cyan" Display="'Light Cyan'" Dmx="156~165" Colour="128,255,255" />
      <Function ID="18" Name="Turquoise" Display="'Turquoise'" Dmx="166~175" Colour="0,255,128" />
      <Function ID="19" Name="Aqua" Display="'Aqua'" Dmx="176~185" Colour="0,255,200" />
      <Function ID="20" Name="Light Green" Display="'Light Green'" Dmx="186~195" Colour="128,255,0" />
      <Function ID="21" Name="Cool White" Display="'Cool White'" Dmx="196~205" Colour="230,230,255" />
      <Function ID="22" Name="Light Cold White" Display="'Light Cold White'" Dmx="206~215" Colour="230,230,255" />
      <Function ID="23" Name="Pure White" Display="'Pure White'" Dmx="216~225" Colour="255,255,255" />
      <Function ID="24" Name="Purple White" Display="'Purple White'" Dmx="226~235" Colour="255,255,255" />
      <Function ID="25" Name="Rice White" Display="'Rice White'" Dmx="236~245" Colour="255,255,255" />
      <Function ID="26" Name="Warm White" Display="'Warm White'" Dmx="245~255" Colour="255,240,200" />
    </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="Full Col Fade" Display="'Full Col Fade'" Dmx="11~40" />
      <Function ID="3" Name="R, G, B Fade" Display="'R, G, B Fade'" Dmx="41~70" />
      <Function ID="4" Name="R, G, B Fade + Full Bright White" Display="'R, G, B Fade + Full Bright White'" Dmx="71~100" />
      <Function ID="5" Name="7 Col Jump" Display="'7 Col Jump'" Dmx="101~130" />
      <Function ID="6" Name="R, G, B Col Jump" Display="'R, G, B Col Jump'" Dmx="131~160" />
      <Function ID="7" Name="Y, C, P Col Jump" Display="'Y, C, P Col Jump'" Dmx="161~190" />
      <Function ID="8" Name="Sound Strobe" Display="'Sound Strobe'" Dmx="191~220" />
      <Function ID="9" Name="Sound Jump" Display="'Sound Jump'" Dmx="221~255" />
    </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="Dim_Curve" Name="Dim Curve" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Curve 1" Display="'Curve 1'" Dmx="21~40" />
      <Function ID="3" Name="Curve 2" Display="'Curve 2'" Dmx="41~60" />
      <Function ID="4" Name="Curve 3" Display="'Curve 3'" Dmx="61~80" />
      <Function ID="5" Name="Curve 4" Display="'Curve 4'" Dmx="81~100" />
    </Attribute>
  </Control>
  <Mode Name="4 DMX" Channels="4">
    <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="4036c9aa-6395-461e-95bf-859a76b7907f" />
    <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" />
    </Include>
  </Mode>
  <Mode Name="9 DMX" Channels="9">
    <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="fd7cd9a3-ddb4-4d95-a0ca-ca240163be00" />
    <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="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Colour_Macro" ChannelOffset="6" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="7" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="8" Wheel="23" />
      <Attribute ID="Dim_Curve" ChannelOffset="9" Wheel="25" />
    </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>
    <Group Name="Shutter">
      <Palette ID="1" Name="Open" Number="31" Page="1" SetControl="Shutter:1" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:2:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:2:100" />
      <Palette ID="4" Name="Slow Random Strobe" Legend="Slow R Stb" Number="34" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="5" Name="Fast Random Strobe" Legend="Fast R Stb" Number="35" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="6" Name="Slow Pulse" Legend="Slow Pls" Number="36" Page="1" SetControl="Shutter:4:50" />
      <Palette ID="7" Name="Fast Pulse" Legend="Fast Pls" Number="37" Page="1" SetControl="Shutter:4:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
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</Swatch>
  </swatchLibrary>
</Fixture>