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img Stage Line PARL-12RGBW (img Stage Line_PARL-12RGBW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="PARL-12RGBW" ShortName="PARL12RGBW" Company="img Stage Line">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>f4210fbf-0bab-441b-8127-00a52b699310</Thumbnail>
  <History Date="29-08-18" Author="Nic Morris" Comment="Created" />
  <History Date="31-08-18" Author="Nic Morris" Comment="Added Atlabase ID's." />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="a1deaa3e-babe-4f62-9a92-220622318509" />
  <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="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="Auto" Name="Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" Update="Auto_Spd" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="51~101" Update="Auto_Spd" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="102~152" Update="Auto_Spd" />
      <Function ID="4" Name="Sound 1" Display="'Sound 1'" Dmx="153~203" Update="Auto_Spd" />
      <Function ID="5" Name="Sound 2" Display="'Sound 2'" Dmx="204~255" Update="Auto_Spd" />
    </Attribute>
    <Attribute ID="Auto_Spd" Name="Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Condition Name="Sensitivity" ID="2" If="'Auto'>3" />
      <Else ID="1" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
      <Function ID="2" Name="Sensitivity" Display="'%.1f%%',0.0~100.0" Dmx="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 %.1f%%',0.0~100.0" Dmx="10~255" />
    </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" 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="5~9" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="10~14" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="15~19" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="20~24" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="25~29" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="30~34" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="35~39" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="40~44" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="45~49" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="50~54" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="55~59" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="60~64" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="65~69" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="70~74" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="75~79" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="80~84" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="85~89" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="90~94" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="95~99" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="100~104" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="105~109" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="110~114" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="115~119" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="120~124" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="125~129" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="130~134" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="135~139" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="140~144" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="145~149" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="150~154" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="155~159" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="160~164" WheelPosition="33" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="165~169" WheelPosition="34" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="170~174" WheelPosition="35" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="175~179" WheelPosition="36" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="180~184" WheelPosition="37" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="185~189" WheelPosition="38" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="190~194" WheelPosition="39" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="195~199" WheelPosition="40" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="200~204" WheelPosition="41" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="205~209" WheelPosition="42" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="210~214" WheelPosition="43" Colour="0,0,0" />
      <Function ID="45" Name="Colour 44" Display="'Colour 44'" Dmx="215~219" WheelPosition="44" Colour="0,0,0" />
      <Function ID="46" Name="Colour 45" Display="'Colour 45'" Dmx="220~224" WheelPosition="45" Colour="0,0,0" />
      <Function ID="47" Name="Colour 46" Display="'Colour 46'" Dmx="225~229" WheelPosition="46" Colour="0,0,0" />
      <Function ID="48" Name="Colour 47" Display="'Colour 47'" Dmx="230~234" WheelPosition="47" Colour="0,0,0" />
      <Function ID="49" Name="Colour 48" Display="'Colour 48'" Dmx="235~239" WheelPosition="48" Colour="0,0,0" />
      <Function ID="50" Name="Colour 49" Display="'Colour 49'" Dmx="240~244" WheelPosition="49" Colour="0,0,0" />
      <Function ID="51" Name="Colour 50" Display="'Colour 50'" Dmx="245~249" WheelPosition="50" Colour="0,0,0" />
      <Function ID="52" Name="Colour 51" Display="'Colour 51'" Dmx="250~255" WheelPosition="51" Colour="0,0,0" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1">
    <Import PearlRef="ISLP12C1" 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="3dd86a77-0a5a-4dfc-a742-a39f1669bfe0" />
    <Include>
      <Attribute ID="Colour_Macro" ChannelOffset="1" Wheel="9" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4">
    <Import PearlRef="ISLP12C4" 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="37d8ead7-fea5-4935-b00b-a017606b8aa9" />
    <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="7" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5">
    <Import PearlRef="ISLP12C5" 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="ff0c6ba5-b7cb-4b31-bc17-ee31aaeddf2e" />
    <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="White" ChannelOffset="5" Wheel="7" />
    </Include>
  </Mode>
  <Mode Name="8 DMX" Channels="8">
    <Import PearlRef="ISLP12C8" 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="4f2a6690-a44f-47cf-93a5-158602ecaeab" />
    <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="White" ChannelOffset="5" Wheel="7" />
      <Attribute ID="Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="Auto_Spd" ChannelOffset="7" Wheel="23" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
    </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>