<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Fresnel 60" ShortName="Fresnel 60" Company="BOS Lighting" Version="0">
  <Copyright Notice="© Avolites Ltd. 2026" />
  <Thumbnail>5dc9e376-2cea-4c5d-bb98-d74b6c122f54</Thumbnail>
  <History Date="26-10-26" Author="Nic Morris" Comment="Created" Version="0" />
  <Manual Filename="" Summary="" />
  <Control>
    <Attribute ID="WarmWhite" Name="Warm White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,240,200" />
    </Attribute>
    <Attribute ID="ColdWhite" Name="Cold White" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="White C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="200,200,255" />
    </Attribute>
    <Attribute ID="CCT" Name="CCT" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Function" Display="'No Function'" Dmx="0~0" Colour="0,0,0" />
      <Function ID="2" Name="3200-3300K" Display="'3200-3300K %.fK',3200~3300" Dmx="1~11" Colour="0,0,0" />
      <Function ID="3" Name="3300-3400K" Display="'3300-3400K %.fK',3300~3400" Dmx="12~21" Colour="0,0,0" />
      <Function ID="4" Name="3400-3500K" Display="'3400-3500K %.fK',3400~3500" Dmx="22~32" Colour="0,0,0" />
      <Function ID="5" Name="3500-3600K" Display="'3500-3600K %.fK',3500~3600" Dmx="33~43" Colour="0,0,0" />
      <Function ID="6" Name="3600-3700K" Display="'3600-3700K %.fK',3600~3700" Dmx="44~54" Colour="0,0,0" />
      <Function ID="7" Name="3700-3800K" Display="'3700-3800K %.fK',3700~3800" Dmx="55~65" Colour="0,0,0" />
      <Function ID="8" Name="3800-3900K" Display="'3800-3900K %.fK',3800~3900" Dmx="66~74" Colour="0,0,0" />
      <Function ID="9" Name="3900-4000K" Display="'3900-4000K %.fK',3900~4000" Dmx="75~85" Colour="0,0,0" />
      <Function ID="10" Name="4000-4100K" Display="'4000-4100K %.fK',4000~4100" Dmx="86~95" Colour="0,0,0" />
      <Function ID="11" Name="4100-4200K" Display="'4100-4200K %.fK',4100~4200" Dmx="96~106" Colour="0,0,0" />
      <Function ID="12" Name="4200-4300K" Display="'4200-4300K %.fK',4200~4300" Dmx="107~117" Colour="0,0,0" />
      <Function ID="13" Name="4300-4400K" Display="'4300-4400K %.fK',4300~4400" Dmx="118~127" Colour="0,0,0" />
      <Function ID="14" Name="4400-4500K" Display="'4400-4500K %.fK',4400~4500" Dmx="128~138" Colour="0,0,0" />
      <Function ID="15" Name="4500-4600K" Display="'4500-4600K %.fK',4500~4600" Dmx="139~139" Colour="0,0,0" />
      <Function ID="16" Name="4600-4700K" Display="'4600-4700K %.fK',4600~4700" Dmx="140~159" Colour="0,0,0" />
      <Function ID="17" Name="4700-4800K" Display="'4700-4800K %.fK',4700~4800" Dmx="160~170" Colour="0,0,0" />
      <Function ID="18" Name="4800-4900K" Display="'4800-4900K %.fK',4800~4900" Dmx="171~180" Colour="0,0,0" />
      <Function ID="19" Name="4900-5000K" Display="'4900-5000K %.fK',4900~5000" Dmx="181~191" Colour="0,0,0" />
      <Function ID="20" Name="5000-5100K" Display="'5000-5100K %.fK',5000~5100" Dmx="192~202" Colour="0,0,0" />
      <Function ID="21" Name="5100-5200K" Display="'5100-5200K %.fK',5100~5200" Dmx="203~212" Colour="0,0,0" />
      <Function ID="22" Name="5200-5300K" Display="'5200-5300K %.fK',5200~5300" Dmx="213~223" Colour="0,0,0" />
      <Function ID="23" Name="5300-5400K" Display="'5300-5400K %.fK',5300~5400" Dmx="224~234" Colour="0,0,0" />
      <Function ID="24" Name="5400-5500K" Display="'5400-5500K %.fK',5400~5500" Dmx="235~244" Colour="0,0,0" />
      <Function ID="25" Name="5500-5600K" Display="'5500-5600K %.fK',5500~5600" Dmx="245~255" Colour="0,0,0" />
      <Function ID="26" Name="Full Range" Display="'Full Range %.fK',3200~5600" Dmx="1~255" Colour="0,0,0" />
    </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="10~255" />
    </Attribute>
    <Attribute ID="Delay" Name="Delay" Description="" Group="S">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="1st Level Delay Function" Display="'1st Level Delay Function'" Dmx="0~0" />
      <Function ID="2" Name="2nd Level Delay Function" Display="'2nd Level Delay Function'" Dmx="64~127" />
      <Function ID="3" Name="3rd Level Delay Function" Display="'3rd Level Delay Function'" Dmx="128~191" />
      <Function ID="4" Name="4th Level Delay Function" Display="'4th Level Delay Function'" Dmx="192~255" />
    </Attribute>
    <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>
  </Control>
  <Mode Name="4 DMX" Channels="4" Id="85d0441f-b261-4702-83eb-c4c35d4c921b">
    <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>
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="CCT" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Dimmer" ChannelOffset="4" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="7 DMX" Channels="7" Id="4bd97188-bbd0-478b-8441-13fdcea3e557">
    <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>
    <Include>
      <Attribute ID="WarmWhite" ChannelOffset="1" Wheel="10" />
      <Attribute ID="ColdWhite" ChannelOffset="2" Wheel="11" />
      <Attribute ID="CCT" ChannelOffset="3" Wheel="7" />
      <Attribute ID="Shutter" ChannelOffset="4" Wheel="5" />
      <Attribute ID="Delay" ChannelOffset="5" Wheel="25" />
      <Attribute ID="Dimmer" ChannelOffset="6,7" Wheel="1" />
    </Include>
  </Mode>
  <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>