Pips Answer for Friday, December 19, 2025
Complete NYT Pips puzzle solution with interactive board and expert analysis.
Click a domino below or a cell on the board to reveal
Expert Puzzle Analysis
Deep insights from puzzle experts
Nyt Pips easy answer for 2025-12-19
Answer for 2025-12-19
Solving the December 19th Pips set was a fun journey through different levels of logic. For the Easy puzzle, I immediately zoomed in on that target sum of 12. In a game like this, a 12 is a huge gift because only one domino can possibly fit the bill: the double sixes. I placed the [6,6] domino at the bottom right and everything started to fall into place.
I noticed the sum of 0 at the top left, which meant that cell had to be a zero. Since the dominoes available were [0,3], [4,6], [6,6], [5,3], and [0,6], I had to figure out which zero domino went there. The target sum of 5 at [0,1] was the next clue. By process of elimination, I realized the [0,3] and [5,3] dominoes had to interact with the equals sign in the middle. Moving onto the
Nyt Pips medium answer for 2025-12-19
Answer for 2025-12-19
Medium puzzle, the 'equals' region covering four different cells was the big break. I looked for doubles or repeating numbers in my domino list—[0,1], [1,1], [6,5], [0,0], [3,4], [4,4], and [5,0]. I had to find a way to make those four cells identical.
The sum of 9 at the bottom was another anchor. Since I had a [6,5] and a [3,4], I had to see how those could be split or placed to satisfy the sum of 9 across cells [3,1] and [3,2]. It turned out that the [4,4] domino and parts of the [5,0] were key. The
Nyt Pips hard answer for 2025-12-19
Answer for 2025-12-19
Hard puzzle was a massive 12-domino grid that required a lot of patience. I always start Hard puzzles by looking for the 'Empty' cells and the smallest/largest sums. The sum of 1 at [5,4] and [5,5] was a great starting point—it had to be a 0 and a 1. Then I saw the sum of 10 at [3,2] and [4,2].
In this specific set, the only way to get 10 was using the [5,5] domino. Once I locked that in, the bottom of the board started to clear up. The middle region with a sum of 9 across three cells [2,1], [2,2], and [3,1] was the trickiest part, but once I realized the [1,1] and [2,2] dominoes were available, I could test their placements against the neighboring sums of 4 and 6. It felt like a giant game of Tetris where the numbers actually had to add up!
What I Learned
This set really highlighted how 'Empty' cells are actually your best friends on the harder boards. They act as barriers that limit where a domino can stretch, which is often more helpful than the sums themselves. I also noticed a pattern in Ian Livengood's puzzles today: he loves using the edges of the board to force your hand with high-value sums like 12 or 10.
Another tricky move was in the Medium puzzle where an 'equals' region spanned across two different rows. It forces you to think vertically rather than just filling things in row by row. I learned to stop guessing and start looking for the 'bottleneck'—the one spot on the board where only one specific domino can possibly fit.