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Infinite Einstein Tiles

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Infinite Einstein Tiles screenshot 1
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Infinite Einstein Tiles

Mukai Systems · Published by Mukai Systems · Official site ↗

4 user reviews — 100% positive (4 reviews) · 29 achievements

Last updated 7 Oct 2026

Infinite Einstein Tiles is a casual puzzle game themed around an aperiodic monotile discovered by David Smith in 2022. Once you've solved all the puzzles, you might understand how aperiodic tiling with a single tile is achieved.

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£8.50

Lowest price we've ever recorded

View on Steam

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Price history

4 Sept 2026Lowest: £8.50 · Highest: £8.5011 Oct 2026

Indie, Casual · 2025 · More £5 - £15 games

Explore the endless possibilities of aperiodic tiling by fitting unique shapes together in Infinite Einstein Tiles. Dive into this innovative puzzle experience from Mukai Systems, released in 2025.

About this game

Let's start tiling!

Would it be possible to tile aperiodically with only one shape?

This problem, called the Einstein Problem from the German “ein stein” meaning one stone, was unsolved for many years.

In 2022, David Smith finally discovered the einstein tile!

This game is based on the einstein tile.

Creative mode

The imagination is limitless!

Create your own original background image by laying einstein tiles as you wish.

Puzzle mode

Fill the given frame with einstein tiles.

It is a so-called jigsaw puzzle. There is no pattern, though.

Photo and Video Submission Guidelines

Whether for commercial or non-commercial purposes, you are free to use this game's footage in YouTube videos, live streams, or on websites.

System Requirements

Will my PC run this? →

Minimum

Minimum:
  • OS: Windows 10/11
  • Processor: 2.0 GHz
  • Memory: 8 GB RAM
  • Graphics: 1366 x 768
  • Storage: 400 MB available space

Recommended

Recommended:
  • OS: Windows 10/11
  • Processor: 4.0 GHz
  • Memory: 16 GB RAM
  • Graphics: 1920 x 1080
  • Storage: 600 MB available space

Supported Languages

English, French, Italian, German, Spanish - Spain, Japanese, Korean, Polish, Portuguese - Brazil, Russian, Simplified Chinese, Traditional Chinese

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