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Pixel (Nonogram) Strategy: The Overlap Rule Runs Everything

Beyond the rules — the arithmetic that paints the first cells of any picture. New to Pixel? Start with how to play, then come back.

🧮Slack: the one number that matters

For any row or column, add up its clue numbers plus one gap cell between each pair of blocks. Subtract from the line's length. That difference is the line's slack — the freedom the blocks have to slide.

🧪Worked example — a real DailyGrid board

From the Wednesday, October 14, 2026 Pixel (12×12):

Row 1: clue 1-1-3-1-2. Sum = 8, gaps = 4, total span = 12, width 12 → slack 0. The whole row is determined before you look at a single column: filled, empty, filled, empty, filled-filled-filled, empty, filled, empty, filled-filled. Two such gifts on one board (row 6's 3-8 is also slack 0) mean 24 cells — a sixth of the picture — fall to pure arithmetic.

Row 2: clue 3-3-3. Span = 11, slack 1. Each 3-block is longer than the slack, so each forces its middle: cells 2–3, 6–7, and 10–11 are filled no matter how the blocks slide. Paint those six, and three columns just got their first anchor cells.

From there the board ping-pongs: row certainties start columns (column 1's clue 2-3-2-2 is also slack 0 — an entire column from its clue alone), column certainties shrink rows, and every marked-empty cell reduces a crossing line's effective width — which reduces its slack — which forces new middles. The picture appears in waves, and each wave is earned.

✖️Marking empties is half the game

⚠️Common mistakes

❓FAQ

What is the overlap rule?
Slack = width − (blocks + gaps). Any block longer than the slack has forced middle cells; slack 0 means the clue fully determines the line.
Where do I start?
The longest clues — lowest slack first — then alternate rows and columns as each new certainty lands.
Where are the basic rules?
In the companion guide: How to Play Pixel (Nonogram).
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