Gridlink System Requirements

Gridlink system requirements 2024 - can your PC run Gridlink?

Gridlink minimum requirements

  • Memory: 512 MB
  • Graphics Card: NVIDIA GeForce 510
  • CPU: Intel Core i5-1300F
  • File Size: 50 MB
  • OS: 7

Gridlink recommended specs

  • Memory: 512 MB
  • Graphics Card: NVIDIA GeForce 510
  • CPU: Intel Core i5-1300F
  • File Size: 50 MB
  • OS: 10

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

Can I Run Gridlink?

An Intel Core i5-1300F CPU is required at a minimum to run Gridlink. Provided that you have at least an NVIDIA GeForce 510 graphics card you can play the game. You will need at least 50 MB of free disk space to install Gridlink. Gridlink system requirements state that you will need at least 512 MB of RAM.

Gridlink will run on PC system with 7 and upwards.

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

Gridlink FPS - what frame rate can you expect?

How many FPS will I get on Gridlink? 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 Gridlink 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 Gridlink performance. Our app is compatible with hundreds of the best PC games and available now.

Gridlink System Requirements PC Graph - Can I Run Gridlink
Gridlink System Requirements - Can You Run Gridlink?

Gridlink Details

Gridlink PC Specs
   Player Count 1 Players (Last 24 Hours)
   Download Via Steam
   Categories Casual Indie Free to Play
   Gridlink Release Date 12th of September 2024
What is Gridlink?

Gridlink is a fun, minimalist puzzle game with a simple premise - connect the numbers on a square grid with a single, continuous line that traverses all squares and does not cross itself.