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Spotlight Hyperion 300 PC WW (Spotlight_Hyperion 300 PC WW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion 300 PC WW" ShortName="Hyp300PCWW" Company="Spotlight" Version="9">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>897f1e81-675f-4cda-b3ce-82686c2af634</Thumbnail>
  <History Date="18-01-22" Author="Nic Morris" Comment="Created (note 3 channel mode only has two channels listed and 5 channel mode has 6)" Version="0" />
  <History Date="20-01-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Changed model name from ProfiLED Hyperion 300 White 15-30° CW to Hyperion 300 Profile 15-30° CW for consistency." Version="2" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Updated in line with latest charts." Version="2" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Created from Spotlight Hyperion 300 Profile 15-30° CW" Version="3" />
  <History Date="20-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="9" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="18e92ea4-234b-4fc0-8502-d918cfe480f4" />
  <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" />
    </Attribute>
    <Attribute ID="Delay" Name="Delay" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Preset" Display="'Preset'" Dmx="0~0" />
      <Function ID="2" Name="0 ms" Display="'0 ms'" Dmx="46~55" />
      <Function ID="3" Name="50 ms" Display="'50 ms'" Dmx="56~65" />
      <Function ID="4" Name="100 ms" Display="'100 ms'" Dmx="66~75" />
      <Function ID="5" Name="150 ms" Display="'150 ms'" Dmx="76~85" />
      <Function ID="6" Name="200 ms" Display="'200 ms'" Dmx="86~95" />
      <Function ID="7" Name="240 ms" Display="'240 ms'" Dmx="96~105" />
      <Function ID="8" Name="300 ms" Display="'300 ms'" Dmx="106~115" />
      <Function ID="9" Name="350 ms" Display="'350 ms'" Dmx="116~125" />
      <Function ID="10" Name="400 ms" Display="'400 ms'" Dmx="126~135" />
      <Function ID="11" Name="450 ms" Display="'450 ms'" Dmx="136~145" />
      <Function ID="12" Name="500 ms" Display="'500 ms'" Dmx="146~155" />
      <Function ID="13" Name="330 ms" Display="'330 ms'" Dmx="156~165" />
      <Function ID="14" Name="600 ms" Display="'600 ms'" Dmx="166~175" />
      <Function ID="15" Name="800 ms" Display="'800 ms'" Dmx="176~185" />
      <Function ID="16" Name="900 ms" Display="'900 ms'" Dmx="186~195" />
      <Function ID="17" Name="1000 ms" Display="'1000 ms'" Dmx="196~205" />
      <Function ID="18" Name="1200 ms" Display="'1200 ms'" Dmx="206~215" />
      <Function ID="19" Name="1400 ms" Display="'1400 ms'" Dmx="216~225" />
      <Function ID="20" Name="1600 ms" Display="'1600 ms'" Dmx="226~235" />
      <Function ID="21" Name="1800 ms" Display="'1800 ms'" Dmx="236~245" />
      <Function ID="22" Name="2000 ms" Display="'2000 ms'" Dmx="246~255" />
    </Attribute>
    <Attribute ID="Fan" Name="Fan" Description="" Group="S">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Speed" 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="1~150" />
      <Function ID="3" Name="Open" Display="'Open'" Dmx="151~200" />
      <Function ID="4" Name="Store Option" Display="'Store Option'" Dmx="231~240" />
      <Function ID="5" Name="Open" Display="'Open'" Dmx="241~255" />
    </Attribute>
    <Attribute ID="Service" Name="Service" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Safe" Display="'Safe'" Dmx="0~0" />
      <Function ID="2" Name="LED Delay Off ms" Display="'LED Delay Off ms'" Dmx="6~11" />
      <Function ID="3" Name="LED Delay 50 ms" Display="'LED Delay 50 ms'" Dmx="12~17" />
      <Function ID="4" Name="LED Delay 100 ms" Display="'LED Delay 100 ms'" Dmx="18~23" />
      <Function ID="5" Name="LED Delay 240 ms" Display="'LED Delay 240 ms'" Dmx="24~29" />
      <Function ID="6" Name="LED Delay 400 ms" Display="'LED Delay 400 ms'" Dmx="30~35" />
      <Function ID="7" Name="LED Delay 600 ms" Display="'LED Delay 600 ms'" Dmx="36~41" />
      <Function ID="8" Name="LED Delay 800 ms" Display="'LED Delay 800 ms'" Dmx="42~47" />
      <Function ID="9" Name="LED Delay 1000 ms" Display="'LED Delay 1000 ms'" Dmx="48~53" />
      <Function ID="10" Name="LED Delay 1200 ms" Display="'LED Delay 1200 ms'" Dmx="54~59" />
      <Function ID="11" Name="LED Delay 1600 ms" Display="'LED Delay 1600 ms'" Dmx="60~65" />
      <Function ID="12" Name="LED Delay 2000 ms" Display="'LED Delay 2000 ms'" Dmx="66~71" />
      <Function ID="13" Name="Dim Linear" Display="'Dim Linear'" Dmx="72~74" />
      <Function ID="14" Name="Dim Quadratic" Display="'Dim Quadratic'" Dmx="75~77" />
      <Function ID="15" Name="Dim S Mark-II" Display="'Dim S Mark-II'" Dmx="78~80" />
      <Function ID="16" Name="Dim Halo" Display="'Dim Halo'" Dmx="81~83" />
      <Function ID="17" Name="Dim Gamma 2.6 Mark-II" Display="'Dim Gamma 2.6 Mark-II'" Dmx="84~86" />
      <Function ID="18" Name="Dim Gamma 2.8 Mark-II" Display="'Dim Gamma 2.8 Mark-II'" Dmx="87~89" />
      <Function ID="19" Name="Output Freq 600Hz" Display="'Output Freq 600Hz'" Dmx="90~95" />
      <Function ID="20" Name="Output Freq 900Hz" Display="'Output Freq 900Hz'" Dmx="96~101" />
      <Function ID="21" Name="Output Freq 1200Hz" Display="'Output Freq 1200Hz'" Dmx="102~107" />
      <Function ID="22" Name="Output Freq 2100Hz" Display="'Output Freq 2100Hz'" Dmx="108~113" />
      <Function ID="23" Name="Output Freq 4200Hz" Display="'Output Freq 4200Hz'" Dmx="114~119" />
      <Function ID="24" Name="Output Freq 6000Hz" Display="'Output Freq 6000Hz'" Dmx="120~125" />
      <Function ID="25" Name="Output Freq 10200Hz" Display="'Output Freq 10200Hz'" Dmx="126~131" />
      <Function ID="26" Name="Output Freq 15600Hz" Display="'Output Freq 15600Hz'" Dmx="132~137" />
      <Function ID="27" Name="Output Freq 19800Hz" Display="'Output Freq 19800Hz'" Dmx="138~143" />
      <Function ID="28" Name="LED Boost On" Display="'LED Boost On'" Dmx="144~149" />
      <Function ID="29" Name="LED Boost Off" Display="'LED Boost Off'" Dmx="150~155" />
      <Function ID="30" Name="Fan Auto" Display="'Fan Auto'" Dmx="156~161" />
      <Function ID="31" Name="Fan Standard" Display="'Fan Standard'" Dmx="162~167" />
      <Function ID="32" Name="Fan Silent" Display="'Fan Silent'" Dmx="168~173" />
      <Function ID="33" Name="Display Rotation Standard" Display="'Display Rotation Standard'" Dmx="174~179" />
      <Function ID="34" Name="Display Rotation Rotated" Display="'Display Rotation Rotated'" Dmx="180~185" />
      <Function ID="35" Name="Display Rotation Off" Display="'Display Rotation Off'" Dmx="186~191" />
      <Function ID="36" Name="Display Rotation On" Display="'Display Rotation On'" Dmx="192~197" />
      <Function ID="37" Name="Colour Calibration" Display="'Colour Calibration'" Dmx="198~203" />
      <Function ID="38" Name="Default Settings" Display="'Default Settings'" Dmx="204~209" />
    </Attribute>
  </Control>
  <Mode Name="1 DMX, 8 bit" Channels="1" Id="2dd3d2bc-e294-4a52-901b-15e4ed18cc4f">
    <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="b7c8f944-e9fc-4017-9db0-5bc3c9fe8d49" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX, 8 bit" Channels="3" Id="898feb30-8e7a-4296-904e-e7f55b34e6db">
    <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="2e4bca1f-011a-469c-b867-17585d54cb4f" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
      <Attribute ID="Shutter" ChannelOffset="2" Wheel="5" />
      <Attribute ID="Service" ChannelOffset="3" Wheel="28" />
    </Include>
  </Mode>
  <Mode Name="6 DMX, 16 bit" Channels="6" Id="678c52b3-df89-4eee-b950-c0c11c19d69c">
    <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="4ae2323f-64b9-42be-b813-2a8ebca1e750" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1,2" Wheel="1" />
      <Attribute ID="Delay" ChannelOffset="3" Wheel="25" />
      <Attribute ID="Fan" ChannelOffset="4" Wheel="26" />
      <Attribute ID="Shutter" ChannelOffset="5" Wheel="5" />
      <Attribute ID="Service" ChannelOffset="6" Wheel="28" />
    </Include>
  </Mode>
  <Macro>
    <Macro Name="Store Option">
      <Set Channel="Shutter:4" Delay="6000" />
      <Set Channel="Shutter:1" Delay="0" />
    </Macro>
  </Macro>
  <Palettes>
    <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>