# Nonogram Nights: Free Spooky Nonogram Puzzles in a Haunted Mansion

> Play Nonogram Nights, a free spooky puzzle game by Evan Hahn. Use logic to solve nonograms and uncover hidden images in a haunted mansion. F

Release date: 2023-11-04
Tags: casual, puzzle, logic, singleplayer, minimalist, tutorial, 2d, indie
Source: https://store.steampowered.com/app/2642100/
Article page: https://web-autoai.com/articles/nonogram-nights-solve-spooky-puzzles-in-a-haunted-mansion?lang=en

Prices and ratings change over time — check the article page for the current values.

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## Overview
Nonogram Nights is a captivating puzzle game that blends logic with a spooky atmosphere. Players are tasked with solving nonograms, also known as picross or griddlers, where number clues guide the shading of squares to reveal a hidden image. This indie title, developed and published by Evan Hahn, offers a unique challenge that gradually unveils mysterious and eerie pictures.

## Highlights
*   **Engaging Puzzle Mechanics:** Utilizes the classic nonogram format, where number clues dictate the pattern of shaded cells in a grid to uncover a hidden picture.
*   **Two Distinct Modes:** Features an 'adventure mode' set in a haunted mansion with over 20 puzzles to solve and a 'random mode' offering infinite replayability.
*   **Free-to-Play Experience:** Available for free on Steam, making this logic-based puzzler accessible to a wide audience.

## Who It's For
This game is perfect for players who enjoy logic puzzles and a touch of the macabre. If you appreciate games that require deduction and offer a satisfying reveal, Nonogram Nights will likely appeal to you. Its minimalist design and tutorial elements also make it suitable for newcomers to the nonogram genre.

## Game Info
Developed and published by Evan Hahn, Nonogram Nights is a single-player, casual puzzle game with a strong emphasis on logic and a minimalist aesthetic. It supports English and is available for free on Steam. The game is designed to be uniquely solvable, ensuring no guesswork is ever required to find the solution.