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Pearl River ARC LED 3216 (Pearl River_ARC LED 3216.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="ARC LED 3216" ShortName="ARCLED3216" Company="Pearl River">
  <Copyright Notice="© Avolites Ltd. 2018" />
  <Thumbnail>3da5920d-7bab-49b6-981b-c0aa64d0c81d</Thumbnail>
  <History Date="15-07-11" Author="Nic Morris" Comment="Created" />
  <History Date="19-06-12" Author="Peter Budd" Comment="Changed light name" />
  <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="Revised Hue and Saturation ID's for compatibility.  Added product thumbnail" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="343b84ca-318d-4008-b0bb-f55a46126ec3" />
  <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="255,240,200" />
      <Function ID="4" Name="7200K" Display="'7200K'" Dmx="32~47" Colour="230,230,255" />
      <Function ID="5" Name="10000K" Display="'10000K'" Dmx="48~63" Colour="230,230,255" />
      <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="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,0" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" 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="Memory 1" Display="'Memory 1'" Dmx="1~15" />
      <Function ID="3" Name="Memory 2" Display="'Memory 2'" Dmx="16~31" />
      <Function ID="4" Name="Memory 3" Display="'Memory 3'" Dmx="32~47" />
      <Function ID="5" Name="Memory 4" Display="'Memory 4'" Dmx="48~63" />
      <Function ID="6" Name="Memory 5" Display="'Memory 5'" Dmx="64~79" />
      <Function ID="7" Name="Memory 6" Display="'Memory 6'" Dmx="80~95" />
      <Function ID="8" Name="Memory 7" Display="'Memory 7'" Dmx="96~111" />
      <Function ID="9" Name="Memory 8" Display="'Memory 8'" Dmx="112~127" />
      <Function ID="10" Name="Memory 9" Display="'Memory 9'" Dmx="128~143" />
      <Function ID="11" Name="Memory 10" Display="'Memory 10'" Dmx="144~159" />
      <Function ID="12" Name="Memory 11" Display="'Memory 11'" Dmx="160~175" />
      <Function ID="13" Name="Memory 12" Display="'Memory 12'" Dmx="176~191" />
      <Function ID="14" Name="Memory 13" Display="'Memory 13'" Dmx="192~207" />
      <Function ID="15" Name="Memory 14" Display="'Memory 14'" Dmx="208~223" />
      <Function ID="16" Name="Memory 15" Display="'Memory 15'" Dmx="224~239" />
      <Function ID="17" Name="Memory 16" Display="'Memory 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="Memory 1" Display="'Memory 1'" Dmx="1~15" />
      <Function ID="3" Name="Memory 2" Display="'Memory 2'" Dmx="16~31" />
      <Function ID="4" Name="Memory 3" Display="'Memory 3'" Dmx="32~47" />
      <Function ID="5" Name="Memory 4" Display="'Memory 4'" Dmx="48~63" />
      <Function ID="6" Name="Memory 5" Display="'Memory 5'" Dmx="64~79" />
      <Function ID="7" Name="Memory 6" Display="'Memory 6'" Dmx="80~95" />
      <Function ID="8" Name="Memory 7" Display="'Memory 7'" Dmx="96~111" />
      <Function ID="9" Name="Memory 8" Display="'Memory 8'" Dmx="112~127" />
      <Function ID="10" Name="Memory 9" Display="'Memory 9'" Dmx="128~143" />
      <Function ID="11" Name="Memory 10" Display="'Memory 10'" Dmx="144~159" />
      <Function ID="12" Name="Memory 11" Display="'Memory 11'" Dmx="160~175" />
      <Function ID="13" Name="Memory 12" Display="'Memory 12'" Dmx="176~191" />
      <Function ID="14" Name="Memory 13" Display="'Memory 13'" Dmx="192~207" />
      <Function ID="15" Name="Memory 14" Display="'Memory 14'" Dmx="208~223" />
      <Function ID="16" Name="Memory 15" Display="'Memory 15'" Dmx="224~239" />
      <Function ID="17" Name="Memory 16" Display="'Memory 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="Short, 7 DMX" Channels="7">
    <Import PearlRef="PR_88021" 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="1778d52b-79b4-41d3-9110-6f29b16febf6" />
    <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="38" />
    </Include>
  </Mode>
  <Mode Name="Standard, 11 DMX" Channels="11">
    <Import PearlRef="PR_88022" 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="039ed5a6-698b-4f8f-9b3a-e31410c63ff2" />
    <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="67" />
      <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="38" />
      <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="Extended, 15 DMX" Channels="15">
    <Import PearlRef="PR_88023" 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="67bfc874-4a06-4342-a0c5-4ac6fa1398bf" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Value" ChannelOffset="11" Wheel="9" />
      <Attribute ID="Shutter" ChannelOffset="12" Wheel="4" />
      <Attribute ID="CTO" ChannelOffset="3" Wheel="37" />
      <Attribute ID="Colour_Macro" ChannelOffset="4" Wheel="67" />
      <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="38" />
      <Attribute ID="xHue" ChannelOffset="9" Wheel="7" />
      <Attribute ID="xSaturation" ChannelOffset="10" Wheel="8" />
      <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>