Pips Answer for Thursday, April 16, 2026
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
Warming Up with a Morning Brew
Nyt Pips easy answer for 2026-04-16
Answer for 2026-04-16
Solving today's easy puzzle was like catching up with an old friend. I started by looking for the most obvious clues, and the sum target of 1 in cell 3,1 was a perfect place to begin. Since that cell had to be a 1, and it was part of a domino paired with 3,2, I quickly realized I was looking at the 4,1 domino. This meant cell 3,2 had to be a 4. Because 3,2 and 3,3 were linked by an equals sign, 3,3 also became a 4, which helped me place the 3,4 domino in the bottom right corner.
From there, the rest of the board started to make sense. I moved over to the left side where cell 2,0 had a sum target of 4. Since it was a single-cell region, it was an automatic 4. That cell was paired with 2,1 in a domino, and looking at my remaining pieces, the 2,4 domino fit perfectly there. That gave me a 2 for cell 2,1, and the equals sign between 2,1 and 2,2 meant cell 2,2 was also a 2.
The final piece of the puzzle was the sum target of 6 for cells 0,2 and 1,2. Since I already had a 2 in cell 2,2 and it was paired with 1,2 as part of the 0,1 domino, I knew 1,2 had to be 4 to reach that sum of 6 with cell 0,2. It was a really satisfying flow that wrapped up quickly once those first few numbers were in place.
Finding the Rhythm in the Medium Grid
Nyt Pips medium answer for 2026-04-16
Answer for 2026-04-16
The medium puzzle today really made me stop and think, especially with those overlapping sum targets of 6 at the top. I found my way in by looking at the triple equals constraint for cells 3,0, 3,1, and 4,1. Knowing those three had to be identical really limited my options. I also noticed the sum of 10 for cells 3,2 and 3,3. In a game of Pips, 10 is a high number, so I knew I needed some of my larger dominoes like the 4,6 or 5,5 to make that work.
I decided to test out the 4,6 domino for that sum of 10. Once I placed the 6 in cell 3,3 and the 4 in cell 3,2, the dominoes around it started to fall into place. The 1,3 and 2,3 equals sign was a big help too. I realized that if 3,3 was a 6, and it was paired with 2,3, then 2,3 and 1,3 both had to be 4. This eventually led me back to the top of the grid where I had to balance those two sums of 6.
The trickiest part was definitely the bottom left where the empty square at 4,2 lived. Since 4,2 was empty, the domino paired with it only contributed its value from cell 4,1. Matching that up with the 5,6 domino and the 3,5 domino took a little bit of shuffling, but once the 6 landed in cell 2,0 to satisfy that sum region, everything else lined up beautifully. It felt like solving a little logic knot!
Conquering the Hard Level Final Boss
Nyt Pips hard answer for 2026-04-16
Answer for 2026-04-16
Wow, the hard puzzle today was a real journey! When I first saw those long chains of equal signs, I almost spilled my coffee. I decided to tackle the top row first, where cells 0,0 through 0,3 all had to be the same value. I eventually deduced they all had to be 0, which let me place the 0,0 and 1,0 dominoes right at the start. That gave me a solid anchor to work from.
The real challenge was the long vertical chain of equals signs running from cell 2,4 all the way down to 6,4. This five-cell chain acted like the spine of the puzzle. By comparing the available dominoes like 4,4 and 3,4, I figured out that these cells all had to be 4. This move was the big breakthrough I needed. It allowed me to place the 4,1 and 4,5 dominoes nearby and finally make sense of the sum target of 5 in the bottom right corner.
I did hit a bit of a dead end near the bottom left where cells 6,2, 6,3, 7,0, 7,1, and 7,2 were all tied together by an equals sign. I had to be really careful not to use up a domino I needed elsewhere. Once I realized those five cells were all 1, the remaining high-value dominoes like 5,6 and 5,5 found their spots in the 8-sum regions. It was a complex dance of numbers, but finishing that last corner felt absolutely amazing.
Pro Tips for Today's Puzzle
Try to find the smallest sum regions or the longest equals chains first because they give you the most information with the least amount of guessing.
Also, remember to keep track of which dominoes you have already used so you do not accidentally try to use the same pair twice.
What I Learned
Today I learned that empty cells are actually a hidden blessing because they simplify the math for the domino they are part of.
I also realized that even the most intimidating equals chains are just a series of small steps; once you find the first number, the rest follow like magic.