Pips Answer for Monday, March 30, 2026
Complete NYT Pips puzzle solution with interactive board and expert analysis.
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Warming Up With A Sunny Morning Puzzle
Nyt Pips easy answer for 2026-03-30
Answer for 2026-03-30
Starting my day with the easy puzzle was a real treat. I immediately looked for the biggest numbers, and that led me straight to the bottom left. There is a sum constraint for cells [2,0] and [2,1] that needs to equal 10. Looking at our domino pile, the only way to get that is by using the double 5 domino. Once I placed [5,5] there, the rest of the bottom row started to make sense.
I then turned my attention to the sum of 4 constraint that spans [1,4], [2,3], [2,4], and [2,5]. Since four cells only add up to 4, I knew I needed some very small numbers. I ended up using the [1,0] and [3,1] dominoes in that area. It is always a bit of a balancing act to make sure the dominoes fit the shapes while also hitting those target totals, but focusing on the small sums really helped clear things up.
Finally, I tackled the top section. The sum constraint at [0,2], [1,2], and [2,2] asked for a total of 13. By using the [4,4] domino and parts of the [6,0] and [1,1] pieces, everything clicked into place. The [1,1] domino worked perfectly at cell [1,1] because that spot had a greater than 3 constraint, and once I placed the larger values nearby, the whole grid was finished. It was a nice, gentle way to get the brain moving!
Finding The Rhythm In The Middle
Nyt Pips medium answer for 2026-03-30
Answer for 2026-03-30
The medium puzzle today felt like a fun step up. I started by looking for the most restrictive spots, which turned out to be the equals constraints. For example, [0,3] and [0,4] had to be the same, which really limits which dominoes can slide into those positions. I also noticed the empty cell at [4,3]. Knowing that a cell is completely blank helps narrow down where the actual dominoes can live on the board.
One of the trickiest parts was the sum of 7 across [4,1] and [4,2]. I had to look at my remaining dominoes, like [4,1] and [6,2], to see what could possibly fit. I eventually realized that the [6,2] domino worked well if I split it up. The greater than 4 constraints at [2,0] and [2,5] also acted as helpful anchors. When you see a requirement for a big number like that, it usually means you are looking for a 5 or a 6.
I spent a few minutes hovering over the equals constraint at [3,5], [4,4], and [4,5]. It is rare to see three cells all needing the same value! I used the [2,2] domino and a piece of another 2 to satisfy that triple-equals rule. Once those were in, the last few dominoes like the [0,3] and [2,0] fell right into their spots. It felt so satisfying to see the whole pattern emerge after a bit of trial and error.
Tackling The Big One With A Smile
Nyt Pips hard answer for 2026-03-30
Answer for 2026-03-30
Wow, the hard puzzle today by Rodolfo Kurchan was a real workout! The absolute best place to start was the sum of 0 constraint at [5,3], [6,3], and [6,4]. Since you cannot have negative pips, all three of those cells had to be 0. This immediately told me where to put parts of the [0,0] and [4,0] dominoes. Having those zeros locked in gave me a solid foundation to build out the rest of the bottom section.
Next, I focused on the equals constraint for [4,5], [5,5], and [6,5]. This was another spot where I needed three identical values. I looked at my remaining dominoes and realized I could use the 4s from the [4,4] and [4,5] pieces. This created a nice chain reaction. The sum of 9 at [4,0] and [5,0] was also a big help, as it meant I needed a combination like 5 and 4 or 6 and 3. Working through those possibilities is like fitting together a very logical jigsaw puzzle.
I did hit a small wall near the top left. The sum of 3 across four cells ([0,1] through [0,4]) is very tight. It meant I had to use mostly 1s and 0s. I had to double-check my domino list to make sure I had enough small values left. Once I realized the [1,1] and [0,1] dominoes could be split between those regions, the path to the finish line became clear. It took some patience, but the breakthrough moment with the zeros made it all worthwhile!
Pro Tips for Today's Puzzle
Always look for the zero sums first because they are the easiest to lock in.
If you see a very small sum spread across many cells, you know you are looking for low-value dominoes like the ones with 0 or 1. Also, try to place the double dominoes, like a [4,4] or [2,2], as early as possible since they are often used for those tricky equals constraints.
What I Learned
Today I learned how powerful the zero sum constraint is for narrowing down options. In the hard puzzle, it was the key that unlocked the entire grid. I also noticed how the editor uses the equals constraints to force you into using specific dominoes that have matching sides.
It was interesting to see how Ian Livengood and Rodolfo Kurchan use the same rules but create very different vibes. Ian's puzzles felt very flowy and logical, while Rodolfo's hard puzzle felt more like a series of small, clever traps that you have to navigate one by one. It is a great reminder to stay flexible with your strategy!