
Sweet Nan
A charming 2048-style tile merging puzzle
Sweet Nan
What is Sweet Nan?
Sweet Nan is a charming 2048-style tile merging puzzle game inspired by Add Town from Peter Mosevich. In Sweet Nan, you slide tiles across a grid, merging matching pairs to create new tiles while chasing high scores, all wrapped in a nostalgic theme of grandmother sneaking you sweet treats from her handbag.
Sweet Nan captures the addictive essence of 2048 mechanics. Like the classic puzzle in Sweet Nan, you use cursor keys to slide all tiles simultaneously in one direction, combining identical tiles when they collide. This simple yet strategic gameplay in Sweet Nan creates endless opportunities for planning multi-step combinations and maximizing your score.
The grandmother theme adds warmth to Sweet Nan. The developer drew inspiration from childhood memories of grandmothers secretly sharing candies and treats in Sweet Nan, creating a cozy, nostalgic atmosphere around the mathematical puzzle mechanics. This sweet conceptual framework in Sweet Nan transforms abstract tile numbers into a heartwarming experience.
Tile merging drives progression in Sweet Nan. When you slide two identical tiles together in Sweet Nan, they combine into a single tile of the next value, clearing board space while advancing your score. Strategic merging in Sweet Nan requires planning ahead to prevent the grid from filling completely with unmergeable tiles.
Grid management creates strategic depth in Sweet Nan. As tiles accumulate in Sweet Nan, available space diminishes, forcing you to think multiple moves ahead. Efficient placement in Sweet Nan means positioning tiles so future merges remain possible, maximizing both your score and survival time before running out of moves.
The high score system provides replay motivation in Sweet Nan. Each game in Sweet Nan challenges you to exceed previous records by planning better tile combinations and avoiding premature grid fills. This score-chasing aspect of Sweet Nan encourages repeated play sessions as you refine your merging strategies.
Pixel-art aesthetics give Sweet Nan retro charm. The minimalist visual style in Sweet Nan keeps focus on the puzzle mechanics while maintaining nostalgic appeal. Clean tile designs and simple graphics in Sweet Nan ensure clarity during gameplay without unnecessary distractions.
Game jam development shaped Sweet Nan into a focused experience. Created as a LUA programming practice project in Sweet Nan, the developer concentrated on perfecting core mechanics rather than adding excessive features. This streamlined approach in Sweet Nan results in pure, addictive puzzle gameplay without complications.
Sweet Nan Controls
Sweet Nan features simple directional controls perfect for classic tile-sliding puzzle gameplay.
| Action | Control |
|---|---|
| Start game | Press Z key or O key |
| Begin new round | Press Z or O at title screen |
| Slide tiles up | Up Arrow key |
| Slide tiles down | Down Arrow key |
| Slide tiles left | Left Arrow key |
| Slide tiles right | Right Arrow key |
| Move all tiles | Press arrow in desired direction |
| Merge matching tiles | Slide identical tiles together |
| Create new tile | Successfully merge two tiles |
| Continue playing | Keep making valid moves |
| View current score | Displayed on game screen |
| Check high score | Shown at game over or title |
| Restart after game over | Press Z or O to play again |
| Alternative start | Press O instead of Z |
| Touch controls (mobile) | Swipe in direction to slide tiles |
Sweet Nan simplifies tile-merging through intuitive directional controls. Press Z or O in Sweet Nan to begin a new puzzle session. Use arrow keys in Sweet Nan to slide all tiles simultaneously in your chosen direction—up, down, left, or right. When two matching tiles collide in Sweet Nan, they merge into a single higher-value tile, clearing space and increasing your score. Plan moves carefully, avoid filling the grid, and chase the highest score possible in Sweet Nan.
Sweet Nan Screenshots
Sweet Nan Gameplay
No tutorial videos are available yet.























