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Stairville Outdoor Stage Par Pro 12x8W QCL MKII (Stairville_Outdoor Stage Par Pro 12x8W QCL MKII.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Outdoor Stage Par Pro 12x8W QCL MKII" ShortName="PPro12x8v2" Company="Stairville" Version="4">
  <Copyright Notice="© Avolites Ltd. 2025" />
  <Thumbnail>0daf5e89-1ebb-40f9-94b9-e3dc7d61a372</Thumbnail>
  <History Date="05-12-17" Author="Nic Morris" Comment="Created (note col hue charts are not documented properly and don't make sense.  made best guess)." Version="1" />
  <History Date="07-12-17" Author="Nic Morris" Comment="Added Atlabase ID's." Version="2" />
  <History Date="21-09-25" Author="Nic Morris" Comment="Created from Stairville Outdoor Stage PAR Pro 12x8 QCL" Version="3" />
  <History Date="25-09-25" Author="Nic Morris" Comment="Added Atlabase ID's." Version="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="d1265109-5b27-4a85-adee-32bf8fc17075" />
  <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" />
      <Else ID="1" />
      <Condition Name="Col Hue" 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" If="'Colour_Macro'==2" />
      <Condition Name="Speed" ID="45" If="'Colour_Macro'>2" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
      <Function ID="2" Name="Colour 1" Display="'Colour 1'" Dmx="0~0" WheelPosition="1" Colour="0,0,0" />
      <Function ID="3" Name="Colour 2" Display="'Colour 2'" Dmx="7~12" WheelPosition="2" Colour="0,0,0" />
      <Function ID="4" Name="Colour 3" Display="'Colour 3'" Dmx="13~18" WheelPosition="3" Colour="0,0,0" />
      <Function ID="5" Name="Colour 4" Display="'Colour 4'" Dmx="19~24" WheelPosition="4" Colour="0,0,0" />
      <Function ID="6" Name="Colour 5" Display="'Colour 5'" Dmx="25~30" WheelPosition="5" Colour="0,0,0" />
      <Function ID="7" Name="Colour 6" Display="'Colour 6'" Dmx="31~36" WheelPosition="6" Colour="0,0,0" />
      <Function ID="8" Name="Colour 7" Display="'Colour 7'" Dmx="37~42" WheelPosition="7" Colour="0,0,0" />
      <Function ID="9" Name="Colour 8" Display="'Colour 8'" Dmx="43~48" WheelPosition="8" Colour="0,0,0" />
      <Function ID="10" Name="Colour 9" Display="'Colour 9'" Dmx="49~54" WheelPosition="9" Colour="0,0,0" />
      <Function ID="11" Name="Colour 10" Display="'Colour 10'" Dmx="55~60" WheelPosition="10" Colour="0,0,0" />
      <Function ID="12" Name="Colour 11" Display="'Colour 11'" Dmx="61~66" WheelPosition="11" Colour="0,0,0" />
      <Function ID="13" Name="Colour 12" Display="'Colour 12'" Dmx="67~72" WheelPosition="12" Colour="0,0,0" />
      <Function ID="14" Name="Colour 13" Display="'Colour 13'" Dmx="73~78" WheelPosition="13" Colour="0,0,0" />
      <Function ID="15" Name="Colour 14" Display="'Colour 14'" Dmx="79~84" WheelPosition="14" Colour="0,0,0" />
      <Function ID="16" Name="Colour 15" Display="'Colour 15'" Dmx="85~90" WheelPosition="15" Colour="0,0,0" />
      <Function ID="17" Name="Colour 16" Display="'Colour 16'" Dmx="91~96" WheelPosition="16" Colour="0,0,0" />
      <Function ID="18" Name="Colour 17" Display="'Colour 17'" Dmx="97~102" WheelPosition="17" Colour="0,0,0" />
      <Function ID="19" Name="Colour 18" Display="'Colour 18'" Dmx="103~108" WheelPosition="18" Colour="0,0,0" />
      <Function ID="20" Name="Colour 19" Display="'Colour 19'" Dmx="109~114" WheelPosition="19" Colour="0,0,0" />
      <Function ID="21" Name="Colour 20" Display="'Colour 20'" Dmx="115~120" WheelPosition="20" Colour="0,0,0" />
      <Function ID="22" Name="Colour 21" Display="'Colour 21'" Dmx="121~126" WheelPosition="21" Colour="0,0,0" />
      <Function ID="23" Name="Colour 22" Display="'Colour 22'" Dmx="127~132" WheelPosition="22" Colour="0,0,0" />
      <Function ID="24" Name="Colour 23" Display="'Colour 23'" Dmx="133~138" WheelPosition="23" Colour="0,0,0" />
      <Function ID="25" Name="Colour 24" Display="'Colour 24'" Dmx="139~144" WheelPosition="24" Colour="0,0,0" />
      <Function ID="26" Name="Colour 25" Display="'Colour 25'" Dmx="145~150" WheelPosition="25" Colour="0,0,0" />
      <Function ID="27" Name="Colour 26" Display="'Colour 26'" Dmx="151~156" WheelPosition="26" Colour="0,0,0" />
      <Function ID="28" Name="Colour 27" Display="'Colour 27'" Dmx="157~162" WheelPosition="27" Colour="0,0,0" />
      <Function ID="29" Name="Colour 28" Display="'Colour 28'" Dmx="163~168" WheelPosition="28" Colour="0,0,0" />
      <Function ID="30" Name="Colour 29" Display="'Colour 29'" Dmx="169~174" WheelPosition="29" Colour="0,0,0" />
      <Function ID="31" Name="Colour 30" Display="'Colour 30'" Dmx="175~180" WheelPosition="30" Colour="0,0,0" />
      <Function ID="32" Name="Colour 31" Display="'Colour 31'" Dmx="181~186" WheelPosition="31" Colour="0,0,0" />
      <Function ID="33" Name="Colour 32" Display="'Colour 32'" Dmx="187~192" WheelPosition="32" Colour="0,0,0" />
      <Function ID="34" Name="Colour 33" Display="'Colour 33'" Dmx="193~198" WheelPosition="33" Colour="0,0,0" />
      <Function ID="35" Name="Colour 34" Display="'Colour 34'" Dmx="199~204" WheelPosition="34" Colour="0,0,0" />
      <Function ID="36" Name="Colour 35" Display="'Colour 35'" Dmx="205~210" WheelPosition="35" Colour="0,0,0" />
      <Function ID="37" Name="Colour 36" Display="'Colour 36'" Dmx="211~216" WheelPosition="36" Colour="0,0,0" />
      <Function ID="38" Name="Colour 37" Display="'Colour 37'" Dmx="217~222" WheelPosition="37" Colour="0,0,0" />
      <Function ID="39" Name="Colour 38" Display="'Colour 38'" Dmx="223~228" WheelPosition="38" Colour="0,0,0" />
      <Function ID="40" Name="Colour 39" Display="'Colour 39'" Dmx="229~234" WheelPosition="39" Colour="0,0,0" />
      <Function ID="41" Name="Colour 40" Display="'Colour 40'" Dmx="235~240" WheelPosition="40" Colour="0,0,0" />
      <Function ID="42" Name="Colour 41" Display="'Colour 41'" Dmx="241~246" WheelPosition="41" Colour="0,0,0" />
      <Function ID="43" Name="Colour 42" Display="'Colour 42'" Dmx="247~252" WheelPosition="42" Colour="0,0,0" />
      <Function ID="44" Name="Colour 43" Display="'Colour 43'" Dmx="253~255" WheelPosition="43" Colour="0,0,0" />
      <Function ID="45" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </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 %" 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" Update="Red" Colour="255,255,255" />
      <Function ID="2" Name="Col Macro" Display="'Col Macro'" Dmx="1~22" Update="Red" Colour="255,255,255" />
      <Function ID="3" Name="Slow Transition 14 Col" Display="'Slow Transition 14 Col'" Dmx="23~45" Update="Red" Colour="255,255,255" />
      <Function ID="4" Name="Slow Transition R-G-B-W" Display="'Slow Transition R-G-B-W'" Dmx="46~68" Update="Red" Colour="255,255,255" />
      <Function ID="5" Name="Fast Transition 14 Col" Display="'Fast Transition 14 Col'" Dmx="69~91" Update="Red" Colour="255,255,255" />
      <Function ID="6" Name="Fast Transition R-G-B-W" Display="'Fast Transition R-G-B-W'" Dmx="92~114" Update="Red" Colour="255,255,255" />
      <Function ID="7" Name="Random 1" Display="'Random 1'" Dmx="115~137" Update="Red" Colour="255,255,255" />
      <Function ID="8" Name="Random 2" Display="'Random 2'" Dmx="138~160" Update="Red" Colour="255,255,255" />
      <Function ID="9" Name="Bright/ Dark, Red" Display="'Bright/ Dark, Red'" Dmx="161~183" Update="Red" Colour="255,255,255" />
      <Function ID="10" Name="Bright/ Dark, Green" Display="'Bright/ Dark, Green'" Dmx="184~206" Update="Red" Colour="255,255,255" />
      <Function ID="11" Name="Bright/ Dark, Blue" Display="'Bright/ Dark, Blue'" Dmx="207~229" Update="Red" Colour="255,255,255" />
      <Function ID="12" Name="Bright/ Dark, White" Display="'Bright/ Dark, White'" Dmx="230~255" Update="Red" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="Colour1" Name="Colour" 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="1~22" Colour="255,0,0" />
      <Function ID="3" Name="Green" Display="'Green'" Dmx="23~45" Colour="0,255,0" />
      <Function ID="4" Name="Blue" Display="'Blue'" Dmx="46~68" Colour="0,0,255" />
      <Function ID="5" Name="Cyan" Display="'Cyan'" Dmx="69~91" Colour="0,255,255" />
      <Function ID="6" Name="Yellow" Display="'Yellow'" Dmx="92~114" Colour="255,255,0" />
      <Function ID="7" Name="Orange" Display="'Orange'" Dmx="115~137" Colour="255,128,0" />
      <Function ID="8" Name="Pink" Display="'Pink'" Dmx="138~160" Colour="255,150,150" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="161~183" Colour="128,0,255" />
      <Function ID="10" Name="Dark Blue" Display="'Dark Blue'" Dmx="184~206" Colour="0,0,180" />
      <Function ID="11" Name="Bright Green" Display="'Bright Green'" Dmx="207~229" Colour="128,255,0" />
      <Function ID="12" Name="White" Display="'White'" Dmx="230~252" Colour="255,255,255" />
      <Function ID="13" Name="Warm White" Display="'Warm White'" Dmx="253~255" Colour="255,240,200" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX" Channels="1" Id="90870c0c-d933-40af-9b7c-aa5a8682e5c1">
    <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="6d0dc84a-9f44-4030-99d2-37cfd470af73" />
    <Include>
      <Attribute ID="Colour1" ChannelOffset="1" Wheel="8" />
    </Include>
  </Mode>
  <Mode Name="4 DMX" Channels="4" Id="e1ca07e1-65ca-4a37-836e-9559e2904757">
    <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="1020488c-a268-46c7-ba1a-3ae3d13bb37f" />
    <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="40" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="5 DMX" Channels="5" Id="33a453a4-b598-4f49-b8a7-28a82a2922cf">
    <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="f6ffb5f3-25d4-49e6-8c87-5e86e0f19da3" />
    <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="40" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="e79b7e0b-811b-440a-8f0a-4562ff254554">
    <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="bcfb5733-dbc9-4073-9886-2498dcb90932" />
    <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="40" />
      <Attribute ID="Shutter" ChannelOffset="6" Wheel="4" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
    </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" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch 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</Swatch>
  </swatchLibrary>
</Fixture>