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Spotlight Hyperion 300 Profile 25-50° CW (Spotlight_Hyperion 300 Profile 25-50 CW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion 300 Profile 25-50° CW" ShortName="H3002550CW" Company="Spotlight" Version="5">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>d98759fc-e5c8-4f6e-ba1f-8c8e3261a829</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="3" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Changed model name from ProfiLED Hyperion 300 White 25-50° CW to Hyperion 300 Profile 25-50° CW for consistency." Version="4" />
  <History Date="15-10-23" Author="Nic Morris" Comment="Updated in line with latest charts." Version="4" />
  <History Date="20-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="5" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="c97782f4-6e6c-4840-bb6b-40db13c7e26d" />
  <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="2b316206-bf63-41ab-add7-1f1198c3c4fc">
    <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="29f4915e-ad8f-46a3-a1fe-d4ec9554ad80" />
    <Include>
      <Attribute ID="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="3 DMX, 8 bit" Channels="3" Id="f00eb1b4-7ad7-4d6d-b6cc-6ae643c1f71e">
    <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="53c8676b-37e0-409e-a88d-f19e3c01774d" />
    <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="865f3022-30a0-40e5-9e42-3ee0ca575dd5">
    <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="d564755c-0a95-48c3-89bf-c18e273c5089" />
    <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>