
Developer
Publisher
Release
October 27, 2017
8 years and 280 days ago
Steam Reviews
Mixed29 reviews69.0%
Does this feel indie?
Vote based on whether this game feels indie to you. You can change your vote at any time. Results earn an IGF score after 10 accepted votes.No votes yet
Game contextLatest: IGF Team
| ContextThe evidence factors used to assess whether this game belongs on IndieGame.Fan. | Status | Notes Latest Contributor: IGF TeamEdit notes |
|---|---|---|
Updated: Jul 14, 2026Developer scaleThe operating scale of the game's developer. | ||
Updated: Jul 14, 2026Publisher scaleThe operating scale of the game's publisher. | ||
Updated: Jul 14, 2026Publisher statusHow the game's publishing relationship is classified. | ||
Updated: Jul 14, 2026Creative controlWho appears to retain creative control of the game. | ||
Updated: Jul 14, 2026Release statusWhether and how the game has been released. |
Media
10 itemsAbout the Game
Cross Set is a Sudoku-like brain-teasing novel number puzzle game with beautiful musics.
The feelings you will have when playing this game will be somewhat like playing Sudoku, but it's more sensible.
New Features:
- 12 Additional beautiful background musics which received favorable reviews in previous work
- 150+ Unique puzzle sets
- Infinite random puzzle
- Quicksave while playing puzzle
- Steam cloud save
- Dark backgrounds
The rule of the game is quite simple:
- There is an NxN square grid
- The grid is constrained by sets of candidates
- The solution is to have every row and column containing every number 1 through N
But the gameplay will be unexpectedly deep, when you actually play it.
The feelings you will have when playing this game will be somewhat like playing Sudoku, but it's more sensible.
New Features:
- 12 Additional beautiful background musics which received favorable reviews in previous work
- 150+ Unique puzzle sets
- Infinite random puzzle
- Quicksave while playing puzzle
- Steam cloud save
- Dark backgrounds
The rule of the game is quite simple:
- There is an NxN square grid
- The grid is constrained by sets of candidates
- The solution is to have every row and column containing every number 1 through N
But the gameplay will be unexpectedly deep, when you actually play it.