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Pearl River XPar 336 (PR-8950) (Pearl River_XPar 336 (PR-8950).d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="XPar 336 (PR-8950)" ShortName="XPar 336" Company="Pearl River">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>cb440a54-cd26-4c8b-96eb-b50c1cce9a25</Thumbnail>
  <History Date="06-05-10" Author="John Rogers" Comment="Created" />
  <History Date="19-04-12" Author="Locate Fix" Comment="Updated locate, power on, highlight and lowlight values to valid values" />
  <History Date="03-09-12" Author="Peter Budd" Comment="Created from XPar 348" />
  <History Date="11-02-14" Author="RGB Power on Updater" Comment="Updated RGB Power on values to match Locate." />
  <History Date="25-05-16" Author="AtlaBaseLibraryUpdater" Comment="Added AltaBase information" />
  <History Date="09-02-18" Author="Nic Morris" Comment="Added product thumbnail.  Changed hue and saturation ID's for compatibility." />
  <History Date="09-02-18" Author="Nic Morris" Comment="Changed name from XPar 336 to XPar 336 (PR-8950)" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="baaf01d6-dd5c-4a8c-9217-d2055e026d53" />
  <Control>
    <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" Intensity="0~0" />
    </Attribute>
    <Attribute ID="CTO" Name="CTO" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="CTO C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </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="3200K" Display="'3200K'" Dmx="1~15" Colour="255,240,200" />
      <Function ID="3" Name="5600K" Display="'5600K'" Dmx="16~31" Colour="230,230,255" />
      <Function ID="4" Name="7200K" Display="'7200K'" Dmx="32~47" Colour="240,241,255" />
      <Function ID="5" Name="10000K" Display="'10000K'" Dmx="48~63" Colour="204,219,255" />
      <Function ID="6" Name="Red" Display="'Red'" Dmx="64~79" Colour="255,0,0" />
      <Function ID="7" Name="Green" Display="'Green'" Dmx="80~95" Colour="0,255,0" />
      <Function ID="8" Name="Blue" Display="'Blue'" Dmx="96~111" Colour="0,0,255" />
      <Function ID="9" Name="Purple" Display="'Purple'" Dmx="112~127" Colour="128,0,255" />
      <Function ID="10" Name="Blue/White" Display="'Blue/White'" Dmx="128~143" Colour="0,0,255" />
      <Function ID="11" Name="Red/White" Display="'Red/White'" Dmx="144~159" Colour="255,0,0" />
      <Function ID="12" Name="Green/White" Display="'Green/White'" Dmx="160~175" Colour="0,255,0" />
      <Function ID="13" Name="White" Display="'White'" Dmx="176~191" Colour="255,255,255" />
      <Function ID="14" Name="Yellow/White" Display="'Yellow/White'" Dmx="192~207" Colour="255,255,0" />
      <Function ID="15" Name="Purple/White" Display="'Purple/White'" Dmx="208~223" Colour="128,0,255" />
      <Function ID="16" Name="Effect 1" Display="'Effect 1'" Dmx="224~239" Colour="0,0,0" />
      <Function ID="17" Name="Effect 2" Display="'Effect 2'" Dmx="240~255" Colour="0,0,0" />
    </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="xHue" Name="Hue" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Hue" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="xSaturation" Name="Saturation" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Saturation" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Value" Name="Value" Description="" Group="C">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Value" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Intensity="0~0" />
      <Function ID="2" Name="Strobe %" Display="'Strobe %.1f%%',0.0~100.0" Dmx="10~255" Intensity="0~0" />
    </Attribute>
    <Attribute ID="Preset_Memory" Name="Preset Memory" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~31" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="32~47" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="48~63" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~79" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="80~95" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="96~111" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="112~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~143" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="144~159" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="160~175" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="176~191" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="192~207" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="208~223" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="224~239" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="User_Memory" Name="User Memory" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Macro 1" Display="'Macro 1'" Dmx="1~15" />
      <Function ID="3" Name="Macro 2" Display="'Macro 2'" Dmx="16~31" />
      <Function ID="4" Name="Macro 3" Display="'Macro 3'" Dmx="32~47" />
      <Function ID="5" Name="Macro 4" Display="'Macro 4'" Dmx="48~63" />
      <Function ID="6" Name="Macro 5" Display="'Macro 5'" Dmx="64~79" />
      <Function ID="7" Name="Macro 6" Display="'Macro 6'" Dmx="80~95" />
      <Function ID="8" Name="Macro 7" Display="'Macro 7'" Dmx="96~111" />
      <Function ID="9" Name="Macro 8" Display="'Macro 8'" Dmx="112~127" />
      <Function ID="10" Name="Macro 9" Display="'Macro 9'" Dmx="128~143" />
      <Function ID="11" Name="Macro 10" Display="'Macro 10'" Dmx="144~159" />
      <Function ID="12" Name="Macro 11" Display="'Macro 11'" Dmx="160~175" />
      <Function ID="13" Name="Macro 12" Display="'Macro 12'" Dmx="176~191" />
      <Function ID="14" Name="Macro 13" Display="'Macro 13'" Dmx="192~207" />
      <Function ID="15" Name="Macro 14" Display="'Macro 14'" Dmx="208~223" />
      <Function ID="16" Name="Macro 15" Display="'Macro 15'" Dmx="224~239" />
      <Function ID="17" Name="Macro 16" Display="'Macro 16'" Dmx="240~255" />
    </Attribute>
    <Attribute ID="Memory_Speed" Name="Memory Speed" 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>
  </Control>
  <Mode Name="7 DMX, 8bit" Channels="7">
    <Import PearlRef="PR_XP336_7" 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="a7f89f46-63a3-40d5-a059-542f92003ad6" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="7" Wheel="4" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Red" ChannelOffset="3" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="4" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="5" Wheel="12" />
      <Attribute ID="White" ChannelOffset="6" Wheel="39" />
    </Include>
  </Mode>
  <Mode Name="11 DMX, 8bit" Channels="11">
    <Import PearlRef="PR_XP336_11" 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="f2a32473-f59f-46ba-8ab0-51ac334cd392" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="8" Wheel="4" />
      <Attribute ID="CTO" ChannelOffset="2" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="3" Wheel="38" />
      <Attribute ID="Red" ChannelOffset="4" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="5" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="6" Wheel="12" />
      <Attribute ID="White" ChannelOffset="7" Wheel="39" />
      <Attribute ID="Preset_Memory" ChannelOffset="9" Wheel="22" />
      <Attribute ID="User_Memory" ChannelOffset="10" Wheel="23" />
      <Attribute ID="Memory_Speed" ChannelOffset="11" Wheel="24" />
    </Include>
  </Mode>
  <Mode Name="15 DMX, 16bit" Channels="15">
    <Import PearlRef="PR_XP336_15" 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="3764e736-3e16-4f06-8bad-7fd334fd54ed" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="38" />
      <Attribute ID="Red" ChannelOffset="5" Wheel="10" />
      <Attribute ID="Green" ChannelOffset="6" Wheel="11" />
      <Attribute ID="Blue" ChannelOffset="7" Wheel="12" />
      <Attribute ID="White" ChannelOffset="8" Wheel="39" />
      <Attribute ID="xHue" ChannelOffset="9" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="10" Wheel="8" />
      <Attribute ID="Value" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Preset_Memory" ChannelOffset="13" Wheel="22" />
      <Attribute ID="User_Memory" ChannelOffset="14" Wheel="23" />
      <Attribute ID="Memory_Speed" ChannelOffset="15" Wheel="24" />
    </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>