View Personality

FOS Tornado Pro (FOS_Tornado Pro.d4)

<?xml version="1.0" encoding="utf-8"?>
<Fixture Name="Tornado Pro" ShortName="TornadoPro" Company="FOS" Version="1">
  <Copyright Notice="© Avolites Ltd. 2022" />
  <Thumbnail>bb550374-2420-4623-b3de-c768c8cfaf8c</Thumbnail>
  <History Date="08-12-22" Author="Nic Morris" Comment="Created (poor documentation. no pixel layout.  made best guess)" Version="0" />
  <History Date="10-12-22" Author="Nic Morris" Comment="Added Atlabase ID's." Version="1" />
  <Manual Filename="" Summary="" />
  <AtlaBase TypeID="6749f226-7e2b-438c-b2cc-24f9b3d40d43" />
  <Control>
    <Attribute ID="Dimmer" Name="Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:0" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Shutter" Name="Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Red" Name="Red" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Red C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="255,0,0" />
    </Attribute>
    <Attribute ID="Green" Name="Green" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:100" Lowlight="1:0" />
      <Function ID="1" Name="Green C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,255,0" />
    </Attribute>
    <Attribute ID="Blue" Name="Blue" Description="" Group="C">
      <Locate Locate="1:100" PowerOn="1:100" Highlight="1:0" Lowlight="1:90" />
      <Function ID="1" Name="Blue C-Mix" Display="'%.1f%%',0.0~100.0" Dmx="0~255" Colour="0,0,255" />
    </Attribute>
    <Attribute ID="Colour_Macro" Name="Colour Macro" Description="" Group="C">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="Open" Display="'Open'" Dmx="0~0" Colour="255,255,255" />
      <Function ID="2" Name="Colour" Display="'Colour %.1f%%',0.0~100.0" Dmx="10~255" Colour="255,255,255" />
    </Attribute>
    <Attribute ID="RGB_Auto" Name="RGB Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="10~19" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="20~29" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="30~39" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="40~49" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="50~59" />
      <Function ID="7" Name="Auto 6" Display="'Auto 6'" Dmx="60~69" />
      <Function ID="8" Name="Auto 7" Display="'Auto 7'" Dmx="70~79" />
      <Function ID="9" Name="Auto 8" Display="'Auto 8'" Dmx="80~89" />
      <Function ID="10" Name="Auto 9" Display="'Auto 9'" Dmx="90~99" />
      <Function ID="11" Name="Auto 10" Display="'Auto 10'" Dmx="100~109" />
      <Function ID="12" Name="Auto 11" Display="'Auto 11'" Dmx="110~119" />
      <Function ID="13" Name="Auto 12" Display="'Auto 12'" Dmx="120~129" />
      <Function ID="14" Name="Auto 13" Display="'Auto 13'" Dmx="130~139" />
      <Function ID="15" Name="Auto 14" Display="'Auto 14'" Dmx="140~149" />
      <Function ID="16" Name="Auto 15" Display="'Auto 15'" Dmx="150~255" />
    </Attribute>
    <Attribute ID="RGB_Auto_Spd" Name="RGB Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Auto" Name="White Auto" Description="" Group="E">
      <Locate Locate="1" PowerOn="1" />
      <Function ID="1" Name="No Effect" Display="'No Effect'" Dmx="0~0" />
      <Function ID="2" Name="Auto 1" Display="'Auto 1'" Dmx="10~49" />
      <Function ID="3" Name="Auto 2" Display="'Auto 2'" Dmx="50~99" />
      <Function ID="4" Name="Auto 3" Display="'Auto 3'" Dmx="100~149" />
      <Function ID="5" Name="Auto 4" Display="'Auto 4'" Dmx="150~199" />
      <Function ID="6" Name="Auto 5" Display="'Auto 5'" Dmx="200~255" />
    </Attribute>
    <Attribute ID="White_Auto_Spd" Name="White Auto Spd" Description="" Group="E">
      <Locate Locate="1:50" PowerOn="1:50" />
      <Function ID="1" Name="Speed" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="White_Shutter" Name="White Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="RGB_Shutter" Name="RGB Shutter" Description="" Group="I">
      <Locate Locate="1:0" PowerOn="1:0" />
      <Function ID="1" Name="Strobe %" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
    <Attribute ID="Master_Dimmer" Name="Master Dimmer" Description="" Group="I">
      <Locate Locate="1:100" PowerOn="1:100" />
      <Function ID="1" Name="Dimmer" Display="'%.1f%%',0.0~100.0" Dmx="0~255" />
    </Attribute>
  </Control>
  <Mode Name="12 DMX" Channels="12">
    <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="7ca7ca50-125a-47bd-a244-1e4f3b38577e" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Shutter" Wheel="5" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="Colour_Macro" Wheel="7" />
        <Attribute ID="RGB_Auto" Wheel="52" />
        <Attribute ID="RGB_Auto_Spd" Wheel="53" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Auto" Wheel="22" />
        <Attribute ID="White_Auto_Spd" Wheel="23" />
      </Master>
      <Cell ID="Cell1" Name="BG" ChannelOffset="2" ModeLink="BG cell" X="0" Y="0">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Colour_Macro" TargetId="Colour_Macro" />
        <AttributeLink SourceId="RGB_Auto" TargetId="RGB_Auto" />
        <AttributeLink SourceId="RGB_Auto_Spd" TargetId="RGB_Auto_Spd" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White" ChannelOffset="6" ModeLink="White cell" X="0" Y="1">
        <AttributeLink SourceId="Shutter" TargetId="Shutter" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
        <AttributeLink SourceId="White_Auto" TargetId="White_Auto" />
        <AttributeLink SourceId="White_Auto_Spd" TargetId="White_Auto_Spd" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="59 DMX" Channels="59">
    <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="0f639d0e-eb22-427c-ae56-85b80dfd9bac" />
    <Include />
    <Cells>
      <Master>
        <Attribute ID="Master_Dimmer" ChannelOffset="1" Wheel="4" />
        <Attribute ID="Dimmer" Wheel="1" />
        <Attribute ID="White_Shutter" ChannelOffset="10" Wheel="6" />
        <Attribute ID="Red" Wheel="10" />
        <Attribute ID="Green" Wheel="11" />
        <Attribute ID="Blue" Wheel="12" />
        <Attribute ID="RGB_Shutter" ChannelOffset="59" Wheel="34" />
      </Master>
      <Cell ID="Cell1" Name="White 1" ChannelOffset="2" ModeLink="Dim cell" X="0" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell2" Name="White 2" ChannelOffset="3" ModeLink="Dim cell" X="1" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell3" Name="White 3" ChannelOffset="4" ModeLink="Dim cell" X="2" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell4" Name="White 4" ChannelOffset="5" ModeLink="Dim cell" X="3" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell5" Name="White 5" ChannelOffset="6" ModeLink="Dim cell" X="4" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell6" Name="White 6" ChannelOffset="7" ModeLink="Dim cell" X="5" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell7" Name="White 7" ChannelOffset="8" ModeLink="Dim cell" X="6" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell8" Name="White 8" ChannelOffset="9" ModeLink="Dim cell" X="7" Y="1">
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell9" Name="RGB 1" ChannelOffset="11" ModeLink="RGB cell" X="0" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell10" Name="RGB 2" ChannelOffset="14" ModeLink="RGB cell" X="1" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell11" Name="RGB 3" ChannelOffset="17" ModeLink="RGB cell" X="2" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell12" Name="RGB 4" ChannelOffset="20" ModeLink="RGB cell" X="3" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell13" Name="RGB 5" ChannelOffset="23" ModeLink="RGB cell" X="4" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell14" Name="RGB 6" ChannelOffset="26" ModeLink="RGB cell" X="5" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell15" Name="RGB 7" ChannelOffset="29" ModeLink="RGB cell" X="6" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell16" Name="RGB 8" ChannelOffset="32" ModeLink="RGB cell" X="7" Y="0">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell17" Name="RGB 9" ChannelOffset="35" ModeLink="RGB cell" X="0" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell18" Name="RGB 10" ChannelOffset="38" ModeLink="RGB cell" X="1" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell19" Name="RGB 11" ChannelOffset="41" ModeLink="RGB cell" X="2" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell20" Name="RGB 12" ChannelOffset="44" ModeLink="RGB cell" X="3" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell21" Name="RGB 13" ChannelOffset="47" ModeLink="RGB cell" X="4" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell22" Name="RGB 14" ChannelOffset="50" ModeLink="RGB cell" X="5" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell23" Name="RGB 15" ChannelOffset="53" ModeLink="RGB cell" X="6" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
      <Cell ID="Cell24" Name="RGB 16" ChannelOffset="56" ModeLink="RGB cell" X="7" Y="2">
        <AttributeLink SourceId="Red" TargetId="Red" />
        <AttributeLink SourceId="Green" TargetId="Green" />
        <AttributeLink SourceId="Blue" TargetId="Blue" />
        <AttributeLink SourceId="Dimmer" TargetId="Dimmer" />
      </Cell>
    </Cells>
  </Mode>
  <Mode Name="Dim cell" Channels="1" Hidden="True">
    <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="Dimmer" ChannelOffset="1" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="RGB cell" Channels="3" Hidden="True">
    <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="Red" ChannelOffset="1" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="2" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="3" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="BG cell" Channels="7" Hidden="True">
    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Red" ChannelOffset="2" Wheel="10" VirtualControl="Dimmer" />
      <Attribute ID="Green" ChannelOffset="3" Wheel="11" VirtualControl="Dimmer" />
      <Attribute ID="Blue" ChannelOffset="4" Wheel="12" VirtualControl="Dimmer" />
      <Attribute ID="Colour_Macro" ChannelOffset="7" Wheel="7" />
      <Attribute ID="RGB_Auto" ChannelOffset="8" Wheel="52" />
      <Attribute ID="RGB_Auto_Spd" ChannelOffset="9" Wheel="53" />
      <Attribute ID="Dimmer" Wheel="1" />
    </Include>
  </Mode>
  <Mode Name="White cell" Channels="4" Hidden="True">
    <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="Shutter" ChannelOffset="1" Wheel="5" />
      <Attribute ID="Dimmer" ChannelOffset="2" Wheel="1" />
      <Attribute ID="White_Auto" ChannelOffset="6" Wheel="22" />
      <Attribute ID="White_Auto_Spd" ChannelOffset="7" Wheel="23" />
    </Include>
  </Mode>
  <Palettes>
    <Group Name="Colour">
      <Palette ID="1" Name="Open" Number="1" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:100" />
      <Palette ID="2" Name="Red" Number="2" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:0" />
      <Palette ID="3" Name="Amber" Number="3" Page="1" SetControl="Red:1:100,Green:1:50,Blue:1:0" />
      <Palette ID="4" Name="Yellow" Legend="Yell" Number="4" Page="1" SetControl="Red:1:100,Green:1:100,Blue:1:0" />
      <Palette ID="5" Name="Lime" Number="0" Page="1" SetControl="Red:1:50,Green:1:100,Blue:1:0" />
      <Palette ID="6" Name="Green" Number="5" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:0" />
      <Palette ID="7" Name="Aqua" Number="0" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:50" />
      <Palette ID="8" Name="Cyan" Number="6" Page="1" SetControl="Red:1:0,Green:1:100,Blue:1:100" />
      <Palette ID="9" Name="Light Blue" Number="0" Page="1" SetControl="Red:1:0,Green:1:50,Blue:1:100" />
      <Palette ID="10" Name="Blue" Number="7" Page="1" SetControl="Red:1:0,Green:1:0,Blue:1:100" />
      <Palette ID="11" Name="Purple" Legend="Purpl" Number="9" Page="1" SetControl="Red:1:50,Green:1:0,Blue:1:100" />
      <Palette ID="12" Name="Magenta" Legend="Mag" Number="10" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:100" />
      <Palette ID="13" Name="Rose" Number="0" Page="1" SetControl="Red:1:100,Green:1:0,Blue:1:50" />
      <Palette ID="14" Name="Lavender" Legend="Lav" Number="8" Page="1" SetControl="Red:1:71,Green:1:43,Blue:1:94" />
      <Palette ID="15" Name="Ultra Violet" Legend="UV" Number="0" Page="1" SetControl="Red:1:20,Green:1:0,Blue:1:100" />
    </Group>
    <Group Name="Shutter">
      <Palette ID="2" Name="Slow Strobe" Legend="Slow Strb" Number="32" Page="1" SetControl="Shutter:1:50" />
      <Palette ID="3" Name="Fast Strobe" Legend="Fast Strb" Number="33" Page="1" SetControl="Shutter:1:100" />
    </Group>
  </Palettes>
  <swatchLibrary>
    <Swatch id="bb550374-2420-4623-b3de-c768c8cfaf8c">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</Swatch>
  </swatchLibrary>
</Fixture>