Pips Answer for Tuesday, November 25, 2025
Complete NYT Pips puzzle solution with interactive board and expert analysis.
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Nyt Pips easy answer for 2025-11-25
Answer for 2025-11-25
Solving the November 25th set of Pips was a fun exercise in logic and deduction. I always start with the Easy puzzle to get my brain warmed up. Today, the standout clue was that sum of 16 in the Easy grid.
Since I only had dominoes like [3,6] and [5,5] to work with, I knew that 16 had to involve the high-value pips. I placed the [5,5] and used a 6 from the [3,6] domino to hit that target. From there, the rest of the 4x4 grid fell into place like a breeze. Moving on to the
Nyt Pips medium answer for 2025-11-25
Answer for 2025-11-25
Medium puzzle, the 'equals' regions were the real stars. When you see four cells that all have to be the same value, you immediately look at your available dominoes for a pip count that appears frequently.
I noticed the number 2 was everywhere in the domino set ([5,2], [1,2], [2,2]), so I used that to satisfy the larger equality region. The hardest part of the Medium was navigating around those empty cells at [1,5] and [2,0], which act as roadblocks for your domino placement. Finally, I tackled the
Nyt Pips hard answer for 2025-11-25
Answer for 2025-11-25
Hard puzzle. The first thing that jumped out at me were the two regions that needed to sum to 0. Since you can't have negative pips, those cells absolutely had to be 0.
This allowed me to place the [0,0] domino and parts of the [6,0] or [3,0] dominoes very quickly. The sum of 17 in the long vertical region [0,6] to [3,6] was the next big anchor. I had to balance high numbers like 6 and 5 to get there without using up the pieces I needed for the sum of 12 in the bottom corner. It took a little bit of shuffling near the end to make sure the [5,4] and [6,3] dominoes didn't overlap, but once the 0s were locked in, the logic path became much clearer.
What I Learned
This set really reinforced how powerful the 'Sum 0' or 'Sum 1' clues are in the Hard puzzles. They are basically freebies that tell you exactly which dominoes to look for.
I also learned that in Medium puzzles, the 'Equals' constraints are often more helpful than the 'Sum' constraints because they narrow down the pip choices much faster. I had a tricky moment in the Hard puzzle where I almost used the [6,2] domino in the wrong spot, but I realized it would have made the sum of 10 impossible elsewhere. It's always about looking two steps ahead to see which dominoes are 'multi-purpose' and which ones can only fit in one specific region.