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Pips Answer for Wednesday, August 27, 2025

Complete NYT Pips puzzle solution with interactive board and expert analysis.

Progress 0/4 dominoes
1
=
18

Click a domino below or a cell on the board to reveal

Expert Puzzle Analysis

Deep insights from puzzle experts

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Nyt Pips easy answer for 2025-08-27

1
=
18

Answer for 2025-08-27

Solving today's Pips set felt like putting together a very logic-heavy jigsaw puzzle. I always start with the Easy puzzle to get my brain in the right gear. Ian Livengood set up a nice Sum 1 target right at the start. Since that region was only one cell big, I knew it had to be a 1. Looking at the dominoes, the [0,1] was the only one that could provide that 1.

Then I jumped over to the Sum 18 region. That's a huge number for just three cells! To get there, I had to use the biggest pips available. I grabbed the [6,6] domino and paired it with the 6-side of the [6,0] domino. That left the Equals region to just fall into place with the remaining zeros.

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Nyt Pips medium answer for 2025-08-27

>2
<5
12
=
>4

Answer for 2025-08-27

For the Medium puzzle by Rodolfo Kurchan, I immediately looked for the 'anchor' point, which was the Sum 12 region. Since the highest pips on the board were 6s from the [6,2] and [1,6] dominoes, I knew those two cells both had to be 6.

That placement forced the rest of those dominoes into specific spots. The five-cell Equals region was a bit trickier, but once I saw the 1-pips on the [1,1], [5,1], and [4,1] dominoes, I realized that 1 was the only number that appeared enough times to fill that whole area. The

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Nyt Pips hard answer for 2025-08-27

6
5
=
=
=
0
>3
6
2

Answer for 2025-08-27

Hard puzzle was a masterclass in deduction. I started with the Sum 0 area because that's the easiest—both cells have to be 0. This used up the 0-ends of my [5,0] and [1,0] pieces. The real challenge was the long Equals chain of five cells.

I had to choose between 1s and 2s. I tried 2s first, but it broke the Sum 6 region at the top. When I switched to 1s, everything started clicking. The 'Greater than 3' hint at cell [3,3] was the final piece of the puzzle, telling me exactly which way to flip the [1,4] and [2,3] pieces so the larger numbers landed in the right spots.

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What I Learned

One thing that really stuck out to me today was how important the 'Empty' cells are in the Medium and Hard puzzles. Even though they don't have a specific sum or rule, they act as barriers that limit where a domino can physically lie.

I also learned that when you see a very high sum target like 18 or a very low one like 0, those are almost always the best places to start because there are so few combinations that work. In the Hard puzzle, I realized I need to be more careful with the Equals regions; I spent about two minutes trying to make them all 2s before realizing that the dominoes I had left just wouldn't allow it. It's a good reminder to look at your 'inventory' of dominoes before committing to a value in a large region.

Frequently Asked Questions

What does the 'Equals' region type actually mean?
It means every single cell inside that highlighted region must have the exact same number of pips. If one cell is a 2, they all must be 2s.
I'm stuck on a Sum region, any tips?
Count how many cells are in the region and look at your available dominoes. If the sum is very high, you'll need your 5s and 6s. If it's very low, look for your 0s and 1s.
Can I use the same domino twice?
No, you have a specific set of dominoes listed for each puzzle. Once you place a domino like [6,4], it's gone from your tray and can't be used elsewhere in that specific puzzle.
What do the 'Greater than' and 'Less than' symbols mean?
These are hints for a single cell. If a cell says '>2', it means the side of the domino you place in that specific spot must have more than 2 pips (so 3, 4, 5, or 6).
Does the orientation of the domino matter?
Absolutely! A [5,0] domino can be placed with the 5 on the left and 0 on the right, or vice versa. Flipping them is usually the only way to satisfy the different region rules at the same time.