Nonograms CrossMe APK – Download (Android)

Discover the famous numbers puzzle – Nonogram! It is also known as Picross, Griddlers and Japanese crosswords. Solve fun and exciting puzzles with simple rules and challenging solutions and get a little smarter every day having fun with these logic puzzles.

Nonogram is a game for all skill levels and all ages. It’s a puzzle where you spot a hidden picture ticker or leave them blank according to the numbers on the face of the grid.

Enjoy thousands of nonograms: simple to learn to play, casual for fun and biggest and hardest to challenge your mind. We keep adding new nonogram puzzles every month. Every nonogram has been checked and there is only one solution. If you like games similar to logic puzzles, you’ll love our nonogram game!

● TONS of QUESTIONS: animals, plants, engineering, people, cars, buildings, sports, food, landscapes, traffic, music and more!

● DIFFERENT SIZE: from small 10×10 and normal 20×20 to large 90×90 nonogram!

● A MAGIC JOB: train your brain!

● GREAT TIME KILLER: will keep you entertained in the lounge!

● CLEAR EXPLAINED: learn how to play easily!

● GOOD DESIGNED: intuitive and beautiful!

● FINAL PLAY: unlimited number of random nonograms! You will never get bored with these puzzles!

● UNLIMITED TIME: so relaxing!

● NO WIFI? NO PROBLEM: you can picnic offline!

Nonogram, also known as pic-a-pix, drawn with number puzzles, picross or griddle, started appearing in Japanese puzzle magazines. Non Ishida published three picture grid puzzles in 1988 in Japan under the name “Window Art Puzzle”. Then in 1990, James Dalgety in England invented the name Nonograms after Non Ishida, and The Sunday Telegraph began publishing them weekly.

In this type of puzzle, numbers measure how many uninterrupted lines of filled squares are there in any given row or column. To solve a puzzle, one needs to determine which cells will be cells and which will be empty. Later in the process, gaps help identify where clues can be spread. Solvers use a dot to mark cells that they are certain are spaces.