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Pips Answer for Saturday, January 17, 2026

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

Progress 0/5 dominoes
<3
8
7
8
4
>2

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 2026-01-17

<3
8
7
8
4
>2

Answer for 2026-01-17

I started today's puzzle set by jumping into the Easy level to get my brain warmed up. I always look for the regions with the most restrictive rules first, like the target sum of 3 or the comparison that says a spot must be less than 3.

For the Easy grid, I noticed that with only a handful of dominoes like the 4-4 and the 1-2, there were very few places they could actually fit once you account for the sums of 7 and 8. I matched the pips to the regions and it all came together like a standard puzzle.

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Nyt Pips medium answer for 2026-01-17

<4
>16

Answer for 2026-01-17

For the Medium puzzle, the challenge was the greater than 16 region. This was a huge hint because it meant I had to use my highest-value pips, specifically the 6-6 domino and parts of the 4-6, in that specific area.

I worked around the empty squares, which I used as barriers to help orient the remaining pieces. The

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Nyt Pips hard answer for 2026-01-17

3
12
4
6
4
10
>1
=
=

Answer for 2026-01-17

Hard puzzle was a lot more intense with 14 dominoes to manage. I didn't let the size get to me though. I focused on the sum of 12 right away because that is almost always going to involve 6s.

Once I had those anchored, I looked at the equals regions. These are great because they act like a chain reaction; once you know one value, you know the others in that group. I spent a lot of time checking the domino list to see which pairs I had left, like the 1-1 or the 3-3, and fitting them into the gaps that were left near the unequal constraints and the final sum targets. It was a slow and steady process of matching the available pips to the remaining space until every single rule was satisfied.

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What I Learned

One of the biggest things I noticed today is how much the empty regions actually help you. Even though they don't have a specific sum, they take up space and force the dominoes into certain positions, which makes it easier to guess where the numbered regions have to go. I also realized that the equals regions are the best place to start on the Hard puzzles because they provide so much information at once.

If you can solve one part of an equals chain, you usually solve a huge chunk of the board. Another trick I used was keeping a mental count of the high-value pips like the 6s and 5s. Since there are only so many of them in a set, once you use them up in the big sum regions, you know the rest of the board has to be made of smaller numbers.

Frequently Asked Questions

What should I do if I have two dominoes that both seem to fit the same sum?
Check the surrounding regions and the comparison signs like greater than or less than. Usually, one of those dominoes will break a rule in a neighboring spot, which helps you narrow it down to the right one.
Are the empty regions just a distraction?
Not at all! Think of them as physical barriers. Since every cell in the grid must be covered by a domino, the empty regions help you figure out the orientation (horizontal or vertical) of the dominoes in the neighboring cells.
How do the equals regions work in the Hard puzzle?
Every cell listed in an equals region must have the exact same number of pips. This is a huge clue because it means you are looking for multiple dominoes that all have that same number available on one of their sides.
Is it better to solve the Hard puzzle from the top or the bottom?
It usually depends on where the biggest numbers are. I personally like to start wherever the target sums are the highest, like that sum of 12 today, because high sums have fewer pip combinations than small ones.