Two sheets · eight grids
Printable Nonograms for Kids
Eight small grids across two sheets, each hiding a picture a child will recognise, with one answer key for whoever is marking them.
Nonogram Nownonogramnow.com
Sheet 1 of 2
Hidden Pictures
Use the clues to reveal the hidden pictures. The answer key is on the last sheet.
nonogramnow.com · Each number is one unbroken run of filled squares, in order, with a gap between runs.
Nonogram Nownonogramnow.com
Sheet 2 of 2
Hidden Pictures
Use the clues to reveal the hidden pictures. The answer key is on the last sheet.
nonogramnow.com · Each number is one unbroken run of filled squares, in order, with a gap between runs.
Nonogram Nownonogramnow.com
Answer
Answer key
Keep this sheet aside until the grids are finished.
nonogramnow.com · Each number is one unbroken run of filled squares, in order, with a gap between runs.
What comes out of the printer
Three pages: two sheets of four 5×5 grids, then one answer key with all eight solved pictures. The hidden pictures are everyday things — a tooth, a boot, a snowflake, a book — so finishing a grid produces something recognisable rather than an abstract pattern.
The puzzles are the same every time this page is printed, so a class working from one sheet is working from the same eight grids, and the key on the last page matches them in order.
Explaining the rule in a minute
Each number counts a run of filled squares in that row or column, written in the order the runs appear. Two numbers mean two separate runs with at least one empty square between them. A 5 on a five-wide row fills the whole row — that is the square to start from, and it is usually enough for a child to work out the rest without further help.
Show the cross before the fill. A cross marks a square proved empty, and children who only shade squares lose track of which parts of a line are still open. Marking the empties is the habit that makes the puzzles get faster.
Why these are worth handing out
A nonogram cannot be guessed at successfully — every square follows from the clues, and every one of these grids has been checked by a solver to have exactly one solution reachable by deduction. So a child who finishes one has actually reasoned it out, and a child who is stuck has a specific question to ask rather than a wall to stare at.
Common questions
- What age are these suitable for?
- Around seven and up, once a child can count reliably to five. The rule takes about a minute to explain, and the arithmetic never goes past adding a few small numbers — what the puzzle actually trains is holding two constraints in mind at once.
- How long does one take?
- Two to five minutes for a child meeting nonograms for the first time, faster after the first two or three. A sheet of four is a comfortable single sitting; the second sheet is there so a group does not run out.
- Can I use these in a classroom?
- Yes. The sheets are free to print and hand out, there is no account or watermark, and the answer key is on its own page so it can be kept back. Each grid has a name, date and time line at the top.
- What do I tell a child who is stuck?
- Point at the fullest line rather than the square they are staring at. A clue of 5 fills a row of five outright, and a clue of 4 always fills the middle three — those give the first certain squares, and every certain square makes the crossing clues easier.