Final Pilot System Requirements

Final Pilot System Requirements - full specs, system checker and the gaming PC setup you need.

Final Pilot minimum requirements

  • Memory: 4 GB
  • Graphics Card: Unknown
  • CPU: Intel Pentium 4 2.00GHz
  • File Size: 100 MB
  • OS: Windows 7 or higher

Final Pilot recommended specs

Unknown recommended system requirements

Can you run it? Test your computer against Final Pilot system requirements.

Can I Run Final Pilot?

The cheapest graphics card you can play it on is a modern graphics card. An Intel Pentium 4 2.00GHz CPU is required at a minimum to run Final Pilot. You will need at least 100 MB of free disk space to install Final Pilot. The minimum memory requirement for Final Pilot is 4 GB of RAM installed in your computer.

Final Pilot will run on PC system with Windows 7 or higher and upwards.

Looking for an upgrade? Try our easy to use Final Pilot set up guides to find the best cards. Filter for Final Pilot graphics card comparison and CPU compare. We'll help you find the best deal for the right gear to run the game.

Final Pilot FPS - what frame rate can you expect?

How many FPS will I get on Final Pilot? An FPS Monitor is the first step in understanding how the parts in your gaming PC are actually performing in real-world conditions. It's the perfect way to track Final Pilot FPS drops and stutters.

Download our free FPS Monitor via Overwolf to count your frame rates as you play, and test how tweaks to your settings can boost FPS and increase Final Pilot performance. Our app is compatible with hundreds of the best PC games and available now.

Final Pilot Details

Final Pilot PC Specs
   Download Via Steam
   Developers Clopas LLC GoLoco Media, INC.
   Publisher GoLoco Media, INC.
   Categories Action Casual Free to Play
   Final Pilot Release Date 21st of June 2021
What is Final Pilot?

With easy-to-master controls, a simple objective, beautiful top-down 2D graphics and an 80’s arcade game spirit, FINAL PILOT is an online multiplayer battle royale set in the deepest reaches of uncharted space.