Nonograms Japanese Crosswords: Easy and Small Nonograms Puzzle for Beginner and Kids with Animals, Japanese Logic or Pixel Puzzle

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Start solving with lines with a large number of colored cells. Surely in the crossword puzzle there is a row or row in which only one solution is possible. At first, no one was interested in the new crosswords, as puzzle lovers did not know how to solve them. It was only when nonograms were printed in the UK in 1989-1990 and appeared in every issue of the Telegraph weekly that Japanese puzzles became popular. Let’s have a look at the third line. We should remember a little rule, which will help us a lot – if there is only one number near the line or the column and it covers more than half of its length, you can paint several squares in the middle. In our case they are central five squares. Why? No matter how you may place a group of seven squares in nine squares, five central squares are sure to be painted (to count it, you can subtract value of the number from the width of the crossword – you will get number 2, which means the amount of “unknown” squares on the left and on the right, so we paint the rest central five squares).. In the fifth line we have one painted square and as this square can contain nothing else but single squares, we can mark with crosses the squares on the left/right from the deciphered one. We cannot cross out the numbers because though we have deciphered one number, we don’t know exactly which one. There is a similar situation in the eighth line. Also in the ninth line we can say for sure that the first two squares and the last two squares are sure to be left unpainted. Why? It is just because we have already deciphered one square in this line and the only number in this line – three, should be a part of this painted square. In a rectangular grid, use the numeric prompts to draw the cells that make up the drawing. Game history

Shifting to the lines, we can see that the second and the last two lines are already solved. And in the fifth line we can put crosses on the left and on the right of the deciphered squares, as this line contains nothing but single squares. To solve a Japanese crossword a person should look at each line/column separately, always moving to the next columns and lines. In so doing the process of solving in each line/column comes to the following: The playing field is divided into squares. On the left and top you can see rows of numbers, they show how many colored cells are in the row and column. Accordingly, each number is the number of fused cells separated by one or more pure cells. A Japanese crossword – is a puzzle, which has a picture encoded in numbers. The aim of the puzzle is to restore this picture in full.Around the same time, a professional Japanese puzzler named Tetsuya Nishio invented a puzzle that worked on a similar principle, called Oekaki-Logic. Puzzles filtered through to several Japanese titles. In 1990, 'The Sunday Telegraph' published Non Ishida's puzzles under the name Nonograms (so named by the UK supplier James Dalgety, with a nod to Non Ishida).

Match rows and rows with large groups of filled cells. For example, in a 15x15 nonogram, one of the lines contains two groups of 4 cells, the space may be in the fifth column. If groups of four cells are specified in vertical rows 1 and 9, the remaining cells in these columns will be empty.

Nonogram #7

In the nonogram, the drawing is encrypted with rows of numbers. You need to draw the crossword puzzle cells correctly to see the picture. The image always has a semantic load and can contain a figure of a person or animal, an ornament, a geometric figure, etc. Each Japanese puzzle has only one solution. There are no lines and rows in the crossword puzzle without colored cells. At the Window Art competition in 1987, the designer designed a skyscraper with dark and burning Windows, and won. The following year, three window Art Puzzles appeared. Around the same time, the second likely Creator of nonograms, the Japanese Tetsuya Nishio, came up with the "drawing by Numbers" puzzle and published it in another publication. Now we can see that in the fifth line there are only two empty squares left, which just suits the two left numbers one. (it shall be noted that it was possible to solve the fifth line at the very beginning, as you can place five single squares of one colour in nine squares only using one probable way) It is proved that to increase the intellectual potential, you need to spend at least half an hour every day solving puzzles. Nonograms cannot be solved without using logical and imaginative thinking. Solve Japanese puzzles-it's fun and useful!