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Lightmaxx Pro Spot ARC RGBA (Lightmaxx_Pro Spot ARC RGBA.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Pro Spot ARC RGBA" ShortName="ProSp RGBA" Company="Lightmaxx">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>4a376ffe-4bc0-41d7-ad3a-e9c3fdb682fa</Thumbnail>
  <History Date="15-08-18" Author="Nic Morris" Comment="Created" />
  <History Date="17-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d5708a27-cfe3-4756-b898-8a514ab36ada" />
  <Control>
    <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="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="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="2" PowerOn="2" />
      <Function ID="1" Name="Closed" Display="'Closed'" Dmx="0~0" />
      <Function ID="2" Name="Open" Display="'Open'" Dmx="255~255" />
      <Function ID="3" Name="Strobe %" Display="'Strobe %.f%%',0~100" Dmx="64~95" />
      <Function ID="4" Name="Rnd Strobe" Display="'Rnd Strobe %.f%%',0~100" Dmx="192~223" />
      <Function ID="5" Name="Pulse" Display="'Pulse %.f%%',0~100" Dmx="128~159" />
    </Attribute>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I" Size="2">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.2f%%',0.00~100.00" Dmx="0~65535" />
    </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" WheelPosition="0" Colour="255,255,255" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="1~4" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="5~8" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="9~12" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="13~16" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="17~20" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="21~24" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="25~28" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="29~32" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="33~36" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="37~40" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="41~44" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="45~48" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="49~52" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="53~56" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="57~60" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="61~64" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="65~68" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="69~72" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="73~76" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="77~80" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="81~84" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="85~88" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="89~92" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="93~96" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="97~100" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="101~104" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="105~108" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="109~112" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="113~116" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="117~120" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="121~124" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="125~128" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="129~132" WheelPosition="33" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="133~136" WheelPosition="34" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="137~140" WheelPosition="35" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="141~144" WheelPosition="36" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="145~148" WheelPosition="37" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="149~152" WheelPosition="38" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="153~156" WheelPosition="39" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="157~160" WheelPosition="40" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="161~164" WheelPosition="41" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="165~168" WheelPosition="42" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="169~172" WheelPosition="43" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="173~176" WheelPosition="44" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="177~180" WheelPosition="45" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="181~184" WheelPosition="46" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="185~188" WheelPosition="47" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="189~192" WheelPosition="48" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="193~196" WheelPosition="49" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="197~200" WheelPosition="50" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="201~204" WheelPosition="51" Colour="0,0,0" />
      <Function ID="53" Name="Colour 52" Display="'Colour 52'" Dmx="205~208" WheelPosition="52" Colour="0,0,0" />
      <Function ID="54" Name="Colour 53" Display="'Colour 53'" Dmx="209~212" WheelPosition="53" Colour="0,0,0" />
      <Function ID="55" Name="Colour 54" Display="'Colour 54'" Dmx="213~216" WheelPosition="54" Colour="0,0,0" />
      <Function ID="56" Name="Colour 55" Display="'Colour 55'" Dmx="217~220" WheelPosition="55" Colour="0,0,0" />
      <Function ID="57" Name="Colour 56" Display="'Colour 56'" Dmx="221~224" WheelPosition="56" Colour="0,0,0" />
      <Function ID="58" Name="Colour 57" Display="'Colour 57'" Dmx="225~228" WheelPosition="57" Colour="0,0,0" />
      <Function ID="59" Name="Colour 58" Display="'Colour 58'" Dmx="229~232" WheelPosition="58" Colour="0,0,0" />
      <Function ID="60" Name="Colour 59" Display="'Colour 59'" Dmx="233~236" WheelPosition="59" Colour="0,0,0" />
      <Function ID="61" Name="Colour 60" Display="'Colour 60'" Dmx="237~240" WheelPosition="60" Colour="0,0,0" />
      <Function ID="62" Name="Colour 61" Display="'Colour 61'" Dmx="241~244" WheelPosition="61" Colour="0,0,0" />
      <Function ID="63" Name="Colour 62" Display="'Colour 62'" Dmx="245~248" WheelPosition="62" Colour="0,0,0" />
      <Function ID="64" Name="Colour 63" Display="'Colour 63'" Dmx="249~252" WheelPosition="63" Colour="0,0,0" />
      <Function ID="65" Name="Colour 64" Display="'Colour 64'" Dmx="253~255" WheelPosition="64" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Dim_Spd" Name="Dim Mode" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Standard" Display="'Standard'" Dmx="0~0" />
      <Function ID="2" Name="Stage" Display="'Stage'" Dmx="21~40" />
      <Function ID="3" Name="TV" Display="'TV'" Dmx="41~60" />
      <Function ID="4" Name="Architectural" Display="'Architectural'" Dmx="61~80" />
      <Function ID="5" Name="Theatre" Display="'Theatre'" Dmx="81~100" />
      <Function ID="6" Name="Default" Display="'Default'" Dmx="101~255" />
    </Attribute>
  </Control>
  <Mode Name="9 DMX" Channels="9">
    <Import PearlRef="UKLMPSAA" 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="7e1ee915-023d-402b-a2ba-2b23805f4bc5" />
    <Include>
      <Attribute ID="Red" ChannelOffset="1" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" />
      <Attribute ID="Amber" ChannelOffset="4" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="4" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
      <Attribute ID="Colour_Macro" ChannelOffset="8" Wheel="9" />
      <Attribute ID="Dim_Spd" 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:2" />
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:3:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:3:100" />
      <Palette ID="4" Name="Slow Pulse" Number="36" Page="1" SetControl="Shutter:5:50" />
      <Palette ID="5" Name="Fast Pulse" Number="37" Page="1" SetControl="Shutter:5:100" />
      <Palette ID="6" Name="Closed" Legend="Close" Number="38" Page="1" SetControl="Shutter:1" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>