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Broken Dreams

Broken Dreams (2016)

Broken Dreams is a 2016 Casual game by Mihai Morosanu, rated ★ 1.8 by 22 players, about 4 hours long. Below: 12 games like it, ranked by how much they share with it.

★ 1.8 from 22 players About 4h to play #573 in Casual

Games like Broken Dreams

See all matches
  • CRACKHEAD
    Shares Split Screen, steam-trading-cards and Singleplayer; same release year.
  • Catch a Falling Star
    Shares steam-trading-cards and Singleplayer; same release year.
  • Bell Ringer
    Shares Split Screen, steam-trading-cards and Singleplayer; same release year.
  • Freebie
    Shares steam-trading-cards and Singleplayer; same release year.

Overview

Broken Dreams (2016) sits under Casual and Indie, playable on Linux, macOS and PC. Players have rated it 22 times, landing at 1.8 out of 5. That puts it in the top 97% of every game in our catalog. Within Casual it ranks #573 of 625 games by our quality score. Expect roughly 4 hours of play, a short run you can finish in a weekend (about 26% longer than the Casual average).

What players actually do with it

7gave upvs 2 beat it

Finish rate = players who marked it beaten ÷ (beaten + dropped) on RAWG. Wishlist and playing-now counts refresh with every sync.

Platforms & availability

PlatformFamilyRelease
LinuxPCFeb 2016
macOSPCFeb 2016
PCPCFeb 2016

Can my PC run Broken Dreams?

Minimum

OS: Windows 7
Processor: Intel Pentium 2Ghz
Memory: 512 MB RAM
Graphics: 1Gb
Storage: 16 MB available space
Sound Card: Stereo Sound

Questions

When was Broken Dreams released?

Broken Dreams was released on February 19, 2016.

What platforms is Broken Dreams on?

Broken Dreams is available on Linux, macOS and PC.

How long is Broken Dreams?

Average playtime for Broken Dreams is about 4 hours.

How many people play Broken Dreams?

701 players on RAWG own Broken Dreams.

What games are similar to Broken Dreams?

Closest matches in our catalog: CRACKHEAD, Catch a Falling Star, Bell Ringer and Freebie.

More Casual games

All Casual

Core data via RAWG. Rankings and similarity are our own computation.