Spoilers ahead. This guide is for the NYT Pips puzzle from Tuesday, September 16, 2025—not the separate Wednesday, September 16, 2026 puzzle. It explains the rules, offers a way to approach the three difficulty tiers, and walks through the Difficult solution.
How NYT Pips works
In NYT Pips, place every supplied domino across the grid so that the pips in each colored region satisfy its condition. A domino can be rotated to fit. Depending on the region, its pips may need to match, differ, add to an exact total, or satisfy a greater-than or less-than condition; some cells are unrestricted.
For this puzzle, the published guide includes Easy and Medium solutions as images, while its written walkthrough explains the Difficult board. The text does not provide a complete cell-by-cell transcription of the Easy or Medium layouts, so those placements are not reproduced here.
Hints before the solutions
If you are solving the Difficult board, start by counting how many pips the equality groups require. The five-cell blue equals group needs five identical pips, while the three-cell purple equals group needs three. Then use the supply and the region totals to reserve the values that cannot fit elsewhere.
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- The blue equals group is made entirely of 2s.
- The purple equals group is made entirely of 6s.
- The pink region totals 4 across four tiles; the orange region totals 10.
- Keep the 5s for orange, and use the mixed-value dominoes to complete pink without exceeding its total.
Difficult solution
Work through the placements in this order. “Free” means an unrestricted cell in the board.
- Fill the five-cell blue equals group with 2s. Fill the three-cell purple equals group with 6s. These values are forced by the available pip supply.
- Reserve the 5s for the orange region, whose target is 10. Place the 2/5 domino there and the 5/5 domino in a free tile.
- Place the 2/4 domino from the blue-equals supply in the dark-blue unequal group. Put the 2/1 domino at the bottom of the pink region.
- Place the 6/1 and 6/2 dominoes from the purple-equals supply in pink. With the 2/1 already placed, these pips leave the region needing a total of 2 more; the 2/0 domino completes its total of 4.
- Complete blue equals with 2/3, putting the 3 in a free tile. Complete purple equals with 6/3, placing its 3 in the remaining free tile.
The key is allocation: lock the repeated values into their equality groups first, then fit the remaining dominoes to the exact totals and inequality condition. As Erik Kain put it in the September 15, 2025 guide, “The trick is mostly in the counting.”
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What the three difficulty tiers offer
| Tier | What is available for this date |
|---|---|
| Easy | Solution shown as an image; the article provides no written placement walkthrough. |
| Medium | Solution shown as an image; the article provides no written placement walkthrough. |
| Difficult | Written step-by-step placement reasoning, including the equality groups and region totals. |
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