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Spotlight Hyperion 300 Fresnel CW (Spotlight_Hyperion 300 Fresnel CW.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion 300 Fresnel CW" ShortName="Hyp300FrCW" Company="Spotlight" Version="4">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>264e0e1d-9ba4-4250-b371-1248280dc747</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="4" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="696cf017-715d-4985-a596-9788540d36eb" />
  <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="c16ff752-65b8-41db-8238-6b2bab623915" />
    <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="c1ba1609-c7e9-438b-8f33-044e33525a8b" />
    <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="6ed0553a-3e67-4ccd-88f9-8639321218af" />
    <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>