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

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Hyperion 300 Followspot CW" ShortName="Hyp300FSCW" Company="Spotlight" Version="10">
  <Copyright Notice="© Avolites Ltd. 2023" />
  <Thumbnail>2828f63b-4fd0-4b02-936c-ec9d0ce5e682</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="31-10-23" Author="Nic Morris" Comment="Added Atlabase ID's." Version="10" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="b6954489-b78e-44a3-a4dd-03ff9d4258a6" />
  <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="4bda5013-84c6-4148-96a6-2c2cb747f583" />
    <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="e8e15909-9ebb-45aa-9191-523d9013a6ab" />
    <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="5cd45a62-c7e2-48af-a6b9-931210a1cca9" />
    <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>