Pips Answer for Friday, May 1, 2026
Complete NYT Pips puzzle solution with interactive board and expert analysis for Easy, Medium, and Hard difficulty levels.
Reveal by clicking a domino below OR a cell on the board
Expert Puzzle Analysis
Deep insights from puzzle experts
Kickstarting the Morning with Pips
Nyt Pips easy answer for 2026-05-01
Answer for 2026-05-01
I started today by looking at that sum of 10 at the bottom left. Since the dominoes available included the 6-6 and 2-5, I knew I had to be careful with my placement. I looked at cells 1,0 and 2,0 and realized that if I put the 4 from the 0-4 domino in 1,0 and the 6 from the 6-6 domino in 2,0, I would hit that target of 10 perfectly. Since cell 0,0 was marked as empty, putting the 4 in 1,0 and the 0 in 0,0 worked out just fine.
Next, I focused on the equals region across 0,1 and 0,2 and 0,3. The solution shows that 0,1 and 0,2 are actually one domino, while 0,3 is paired with 1,3. Because they all have to be equal, I used the 1-1 domino for the first pair and the 1 from the 2-1 domino for the second part. This left me with a nice setup for the final less than 6 constraint. It was a really smooth way to wake up my brain while sipping my first cup of coffee.
Stepping Things Up a Notch
Nyt Pips medium answer for 2026-05-01
Answer for 2026-05-01
This one felt trickier because of that big unequal region in the middle, but I found my way in through the corners. The sum of 10 at 0,4 and 1,4 was a total gift because only the 5-5 domino could make that work. Placing that first gave me a lot of confidence to tackle the rest of the right side. I then checked the greater than 8 constraint at 2,3 and 2,4. Knowing I needed a high total, I used the 6-5 domino there, which fit the space perfectly.
After that, I looked at the sum of 7 down at the bottom left corner involving cells 3,0 and 4,0. By pairing the 6 and 1 from the 6-1 domino at 4,0 and 4,1, I was able to clear out most of the bottom row. The unequal region at 2,1, 3,1, 3,2, and 4,1 was the last puzzle piece to fall into place. Once I had those other dominoes locked in, there were only a few spots left for the 0-0 and 2-2 dominoes, making the finish much easier than the start.
The Ultimate Brain Teaser
Nyt Pips hard answer for 2026-05-01
Answer for 2026-05-01
Oh boy, this one was a real marathon! The grid was absolutely covered in tiny sum regions, which can be a bit overwhelming at first glance. I decided to use the sum of 9 across cells 2,3 and 3,3 as my anchor point. Since our dominoes only go up to a value of 5, a 9 must be made of a 4 and a 5. I placed the 4-5 domino piece near there and slowly started branching out. The zero sums at 0,0, 2,5, and 4,5 were total lifesavers, letting me drop those 0 pips in right away and narrowing down the possibilities for the surrounding cells.
I hit a bit of a dead end halfway through when I tried to fit the 1-5 domino too early, but I realized it had to go in the 2,5 and 1,5 spot to satisfy the constraints nearby. The trickiest part was definitely the center where the equals constraint at 1,2 and 2,2 met several small sums. It was like a giant logic chain where one small move at the top influenced everything at the bottom. Eventually, I managed to fit the 0-1 and 0-2 dominoes into the remaining gaps, and everything finally balanced out. Definitely a satisfying one to finish!
Pro Tips for Today's Puzzle
Always start with the largest sums or the zero-sum regions since they have the fewest possible combinations of numbers.
Keep an eye on your domino list and cross them off as you go so you do not accidentally try to use the same one twice. If you get stuck, look for the equals regions because they tell you exactly which numbers have to repeat across the grid, which often limits your options for the neighboring cells.
What I Learned
Today I realized how much the empty or zero-sum regions act as anchors in the harder puzzles.
In the hard mode, those zeros really helped narrow down the possibilities for the larger numbers. It is also interesting how a single high sum, like the 10 in the medium puzzle, can force a specific domino to be used in a specific spot right away, which helps clear up the board faster than you might expect.