What is a Queens solver?
A Queens solver is an online crown puzzle tool that completes a Queens grid from its coloured regions and any crowns or X marks you have already entered. The solver checks the standard rules: every row, column and region needs the selected number of crowns, and crowns cannot touch, even diagonally.
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- Solve Queens puzzles from apps, screenshots, books or printable sheets.
- Check whether your current crowns and X marks are still possible.
- Reveal the next logical Queens move without showing the full solution.
- Test handmade Queens region layouts for one solution or multiple solutions.
How to use this Queens puzzle solver
Choose the grid size and crown count first. In Regions mode, choose a colour from the palette and paint the grid so it matches your puzzle. In Crowns / Xs mode, click a cell and set it to blank, X or crown.
Press Solve to complete the puzzle. Press Check to confirm that your entries can still fit at least one valid answer. Press Next move if you want a hint that shows candidate cells and highlights one forced crown or forced X.
- Start from a blank grid if you want to copy a puzzle by hand.
- Load an example if you want to see the solver workflow immediately.
- Each region colour must appear at least once.
- Known crowns are treated as fixed givens.
- X marks are treated as cells that cannot contain crowns.
Queens rules used by the solver
The solver uses the common Queens crown puzzle rules. If you choose 1 crown, every row, every column and every coloured region must contain exactly one crown. If you choose 2 or 3 crowns, those same counts rise to two or three.
Crowns may not touch horizontally, vertically or diagonally. This no-touching rule is what makes Queens different from a simple counting puzzle: one crown can eliminate up to eight neighbouring cells at once.
- Every row has exactly the selected number of crowns.
- Every column has exactly the selected number of crowns.
- Every coloured region has exactly the selected number of crowns.
- Crowns cannot touch, including diagonal contact.
- Entered X marks block cells from being used in a solution.
Next move logic and Queens strategy
The Next move helper first builds a candidate map. It removes cells blocked by X marks, cells that would touch a known crown, and cells that cannot fit the row, column or region counts.
After solving the remaining possibilities, it looks for a move that is true in every valid solution. If a cell always contains a crown, it is a forced crown. If a cell never contains a crown, it is a forced X.
- Use row and column counts before guessing.
- Use region counts to find colours with too few remaining spaces.
- After placing a crown, mark every touching square as impossible.
- In two-crown and three-crown puzzles, count remaining crowns in each line carefully.
- If Next move only shows candidates, the puzzle may need a deeper branch or a full solve.
Why a Queens puzzle may have no solution
A Queens puzzle can become impossible if a row has too many crowns, if a crown touches another crown, if a region has too few available cells, or if an X mark blocks every possible place for a needed crown.
A handmade Queens puzzle can also have multiple solutions when the coloured regions do not force a unique crown layout. The solver reports that case so you can add clues, adjust regions or keep solving with the first valid answer.
Queens solving techniques
These are the main ideas used by the next move helper. They also make good manual Queens strategy when you solve crown puzzles on paper.
Candidate Map
BeginnerThe solver checks every row, column, region and no-touching rule, then marks the cells that can still hold a crown.
Forced Crown
BeginnerIf every valid solution places a crown in the same square, that square is a safe next move.
Forced X
BeginnerIf no valid solution can use a square, the solver can mark it with X without revealing the whole answer.
Row and Column Count
BeginnerEach row and column must contain the selected number of crowns, so full lines eliminate the remaining cells.
Region Count
BeginnerEvery coloured region needs the selected number of crowns. When the possible cells are exhausted, the remaining moves are forced.
No-Touching Rule
BeginnerA crown blocks the eight surrounding cells, including diagonals, which is often the quickest Queens deduction.