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Pips Answer for Wednesday, January 21, 2026

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

Progress 0/5 dominoes
4
4
>7
=
<2
0

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 2026-01-21

4
4
>7
=
<2
0

Answer for 2026-01-21

I started by looking at the Easy puzzle to get a feel for the day's logic. I noticed right away that the sum regions and the empty spots were the best places to start because they limit your options so much. For instance, a sum of 4 with only a couple of squares means you can only use specific domino sides. I moved on to the Medium grid where those equal regions really dictate the flow; I had to look at how the dominoes crossed over different zones to make sure the numbers matched up perfectly.

Finally, I tackled the Hard puzzle. This one was a real brain teaser because of the larger grid and the weird sum targets like zero. I found that placing the zeros first helped a lot because it narrowed down the possible neighbors. I basically worked from the most restrictive rules, like the 'less than 2' or 'greater than 4' spots, and then filled in the rest like a jigsaw puzzle until everything clicked into place according to the solution data.

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What I Learned

One thing that really stood out today was how useful the 'equals' regions are for connecting different parts of the board. I learned that if you have a long chain of cells that all have to be equal, it basically forces your hand on which dominoes can even fit there.

I also noticed a tricky pattern in the Hard puzzle where a 'greater than' constraint was right next to a sum constraint, which meant only one specific high-value domino could actually work without breaking the rules nearby. It taught me to look two or three steps ahead rather than just focusing on one box at a time.

Frequently Asked Questions

What does an empty region type actually mean in these puzzles?
An empty region just means there are no special math rules for those specific cells, but you still have to fit your dominoes around them while following the main rules of the game.
Is it better to start with the big numbers or the small numbers?
I usually find that starting with the smallest sums, like zero or one, is easier because there are fewer ways to make those totals compared to a middle number like five or six.
How do I handle the 'equals' constraints that span across four different squares?
The best way is to treat them as one big unit. Whatever number goes into the first square must be the same for all of them, so check your remaining dominoes to see which number you have enough of to fill all those spots.