Go Amazing! - Steam Charts & Historical Stats
Are you ready for a pixelated challenge? This game features 25 levels of randomly generated mazes with only 12 lives. Explore historical player activity and pricing for Go Amazing!. Player-count data was last observed Jul 22, 2026.
Media Gallery
Screenshots
Videos
Promotional Trailer
Game Insights
Buy Verdict
Decent deal at 0% off, but might drop further. Watch for better opportunities.
Value Score
Price-to-player ratio ranks in the 50th percentile.
Latest News
Price History
System Requirements
- OS: Windows 11
- Processor: Intel Core i3 Processor
- Memory: 1 GB RAM
- Storage: 150 MB available space
Additional Information
Current Pricing
Additional Information
Developer Analytics
Loading competitors...
About This Game
Are you ready for a pixelated challenge? This game features 25 levels of randomly generated mazes with only 12 lives. Try not to get too comfortable as you dodge traps and enemies along the way. Or you can play casually in Maze Only mode without all the trouble! (Except for the warps, of course...)
Detailed Description
If you like pixelated mazes and a certain degree of struggle, this game is for you! You control Blue, a confused little thing caught in an ever changing series of mazes while avoiding dangerous traps and troublesome, wandering enemies called [checks notes] "Red Guys."
(Really? That's the best we could come up with?)
Use all of your patience and focus to complete 25 levels of randomly generated mazes with all of the difficulty of your most dreaded 8-bit classic games and music so repetitive that even the developer’s dog had to walk out while playtesting it!
(Don’t worry. You can turn the music off. We're proud of our work but we won’t judge if you do.)
If you're looking for an easier time, this game features a Maze Only mode that takes enemies and traps out of the equation! Not the warps, though. We like to think of warps as part of the maze.
Safe passage through any level is never guaranteed. Can you withstand the journey through all 25 levels in a single, 12-life run through randomness?