Big Print Puzzles

Today's large print puzzle

Small nonograms in large print

Shade squares so that every row and column matches the numbers at its edge. These grids are small, five or seven squares across, so the squares and the clue numbers stay large.

Small nonogram 5 by 5 #1

This is puzzle 1, shown as the example. With JavaScript on, the page opens today's puzzle.

The rules

How to start a nonogram

Begin with the lines that have no choice. In the 5 by 5 grid, a clue of 5 means the whole line is shaded. A clue of 3 1 or 1 3 also fills the line completely, because three squares, one gap and one square add up to five. A clue of 2 2 does the same, and so does 1 1 1. Shade these lines first and put a cross in their gaps.

Next come the large single runs. A run of 4 in a line of five can sit at the left or at the right, and either way the three middle squares are shaded. A run of 3 always covers the centre square. In general, picture the run pushed as far left as it will go, then as far right; any square covered both times is certain. In the 7 by 7 grid a line whose only run is 4 or longer always gives at least one certain square.

Now use what you have. Every shaded square belongs to a row and to a column, so a square shaded for the sake of its row is new information for its column. If a column's clue is 1 and it now has its one shaded square, cross out every other square in that column. Crosses matter as much as shading: they shorten the space the remaining runs can sit in.

Keep going from line to line. Every grid here was accepted only if a line-by-line solver could finish it without guessing, so there is always some row or column that can be taken a step further.

Tips for printing and playing

How these puzzles are made and checked

The clues are counted again from the stored picture, then a separate solver starts from the clues alone. The puzzle is kept only if it finds exactly one picture, the stored one, without ever having to guess.

LevelPuzzlesWhat the bank contains
5 by 536610 to 22 of 25 cells filled; line logic alone finishes every one
7 by 736620 to 39 of 49 cells filled; line logic alone finishes every one

The puzzle of the day is chosen by the date on your device: puzzle 1 was the puzzle for 1 January 2026, and the number goes up by one each day. 5 by 5: 366 puzzles, so the same puzzle comes round again after 366 days. 7 by 7: 366 puzzles, so the same puzzle comes round again after 366 days. Every number stays open in the archive control above the grid. More detail is on the page how the puzzles are made, checked and printed.

Questions

Why are these nonograms so small?

A nonogram needs room for its clue numbers as well as its squares. At five or seven squares across, both can be printed large on one sheet. The big grids found elsewhere have clues too small for this site's purpose.

Do the grids make pictures?

No. The patterns are generated, and they are checked for having exactly one solution, not for looking like something. If you want picture nonograms, this is not the page for them.

Is there always one solution?

Yes. The clues are counted again from the stored pattern, and a separate solver starting from the clues alone must arrive at that one pattern without guessing.

How many nonograms are there?

This page holds 732 puzzles over 2 levels, each with a number you can return to.

More large print puzzles