Pips Answer for Saturday, May 9, 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
Waking Up With a Quick Win
Nyt Pips easy answer for 2026-05-09
Answer for 2026-05-09
I started my morning with the easy grid and it was just the right amount of challenge to get my brain moving. I immediately zoomed in on the bottom left corner where cell 3,0 had a sum constraint of 2. Since it was just one cell, I knew that value had to be a 2. That cell is part of a domino with 3,1, and looking at the rules, I saw that 3,1 had to be equal to 2,1. It felt like a little logic chain clicking into place right away.
Next, I looked at the top left at 0,0 which had to be less than 2. That narrowed things down to 0 or 1. Because of how the dominoes 0,0 and 1,0 were laid out, and knowing the equals constraint between 1,0 and 2,0, the whole left side started to fill itself in. I used the 4,0 and 0,3 dominoes to balance out the remaining spots. It is always so satisfying when those equals constraints act like a mirror for your numbers. I finished up by placing the 2,2 domino in the bottom right where it fit the greater than 2 requirement perfectly.
Sipping Coffee and Solving Squares
Nyt Pips medium answer for 2026-05-09
Answer for 2026-05-09
The medium puzzle today had a few more empty spots to navigate, which always makes me pause for a second. I found the best way in was looking at the sum constraint of 1 for the group at 1,4, 1,5, and 2,5. Since three cells only added up to 1, I knew two of them had to be zeros. This was a huge help because it limited which dominoes could live in that top right corner. I paired the 1,5 domino with 0,5 and since 0,5 had to be greater than 3, it really narrowed down my choices to the higher value pieces.
I did hit a tiny snag in the middle, but then I noticed the equals constraints at 3,0 and 3,1, and another at 3,2 and 3,3. When you see back to back equals signs like that, it usually means a specific domino is going to bridge them. I placed the 3,0 and 4,0 domino vertically which cleared up the bottom row. Once those were set, the 6,4 and 3,0 dominoes found their homes quite naturally. It is all about finding that one corner that has the most restrictive rules and working outward from there.
The Saturday Morning Big Brain Special
Nyt Pips hard answer for 2026-05-09
Answer for 2026-05-09
Wow, Rodolfo Kurchan really brought the heat with this hard grid! The sheer number of sum constraints felt a bit overwhelming at first glance. I spent a good five minutes just staring at the sum of 12 for cells 2,0 and 3,0. In a game of Pips, the only way to get a 12 from two cells is if they are both 6s. That was my golden ticket! Once I locked those 6s in, the rest of the left side started to make sense. I moved over to the sum of 10 at 2,5 and 3,5, which meant I was looking for a 4 and a 6 or two 5s.
There was a massive equals region covering six different cells in the middle that really tested my patience. It basically forced a specific value across the center of the board. I had to be careful not to use up my 4,4 or 1,1 dominoes too early. I actually had to backtrack once because I placed the 3,6 domino in a spot that blocked the sum of 6 at the bottom. After fixing that, I realized the 6,6 domino had to go in a spot where it could satisfy those large sum requirements. It was a long journey, but seeing the whole board filled with those matching pips is the best feeling.
Pro Tips for Today's Puzzle
When you are first starting out, always look for the smallest or largest sum constraints first because they have the fewest possible combinations.
If you see a sum of 12 or a sum of 0, you know exactly what those numbers are right away. Also, keep an eye on the empty cells as they act as natural walls that help you see where a domino must turn or stop.
What I Learned
Today I learned that large equals regions are actually your best friend in the hard puzzles, even if they look scary.
They act like a glue that holds the different sections together. I also realized how important it is to save your double dominoes, like the 4,4 or 2,2, for when you hit those tricky equals constraints that span across two different dominoes.