Nonogram

Einstein

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Play Einstein Nonogram — ThePuzzleLabs

Try this Einstein Nonogram puzzle on ThePuzzleLabs.

00:00
Classic
111111
122
4222
335
12331
93
4122
12112
3123
2413
3412
422
442
112141
322
2122
551
12215
1521
24111
1122
641
67
2111
1212
5211
1321
1434
2611
12131

How to Play — Nonogram

Goal

Fill cells to reveal a hidden pattern. Numbers along each row and column indicate consecutive groups of filled cells.

Clues

A clue like 3 1 means there is a group of 3 filled cells, then at least one empty cell, then 1 filled cell.

Controls

  • Click — Fill or clear a cell (in fill mode)
  • Right-click — Mark a cell with × (definitely empty)
  • T — Toggle between fill and ×-mark mode
  • Arrow keys — Navigate the grid
  • Space / Enter — Fill selected cell
  • X — Mark selected cell with ×
  • U / Ctrl+Z — Undo
  • R — Reset puzzle
  • H — Use a hint

Tips

  • Start with rows/columns where the clue fills most of the line.
  • Use the overlap technique: the region where a group MUST be, regardless of position.
  • Completed clues are automatically struck through.

Reveal Solution?

This will show the complete solution. The puzzle will be marked as "solved with reveal" rather than self-solved.

About Einstein nonograms

Every cell in these puzzles can be determined through logic. No trial-and-error guessing, no 50/50 coin flips, no "pick one and see what happens." Each puzzle is generated and verified by a constraint solver that confirms deducibility before accepting it.

The grids are 15×15 with fill percentages between 40–60%. Clue lines can have up to 8 groups. You need every technique — overlap, edge logic, gap analysis, cross-referencing, and sometimes elimination chains where you assume a value and trace the consequences to find contradictions.

The difficulty here isn't that the puzzles are unsolvable — they're guaranteed solvable. The difficulty is that the logical path can be deeply buried. You might need to chain four or five deductions across rows and columns before anything visibly resolves. Patience and systematic checking are what get you through.

When you're stuck, the hint system is especially useful here. It finds one cell that's deducible right now and explains why. On Einstein puzzles, there's always a next step — the solver guarantees it. For the full solving toolkit, see the strategy guide on the Nonogram hub page.