Pips Answer for Sunday, November 9, 2025
Complete NYT Pips puzzle solution with interactive board and expert analysis.
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Nyt Pips easy answer for 2025-11-09
Answer for 2025-11-09
Solving this set of Pips puzzles felt like putting together a jigsaw where the pieces are numbers instead of pictures. I started with the Easy puzzle, which was a quick warm-up.
The 'Sum 5' and 'Sum 1' regions were my anchors. Since I only had four dominoes to work with, like [2,2] and [5,0], it was pretty obvious that the [5,0] domino had to satisfy the Sum 5 area. Once I realized the [1,0] domino fit perfectly into the Sum 1 region, the rest just fell into place.
Nyt Pips medium answer for 2025-11-09
Answer for 2025-11-09
For the Medium puzzle, Ian Livengood threw some more complex 'Unequal' and 'Equals' regions at me. I immediately looked for the 'Sum 10' target because that's usually a high-value domino like [5,5]. Placing that [5,5] at (4,4) and (4,5) gave me the momentum I needed.
I then focused on the 'Sum 6' and 'Sum 4' areas, which narrowed down the remaining pips. The hardest part was the 'Unequal' region, but by checking which dominoes were left in my tray, I could eliminate the ones that repeated numbers. The
Nyt Pips hard answer for 2025-11-09
Answer for 2025-11-09
Hard puzzle by Rodolfo Kurchan was the real brain-buster. The 'Sum 0' region across four cells was a gift—it meant every single one of those pips had to be a zero. That helped me place the dominoes that had zeros early on.
Then, I looked at the 'Greater than 4' and 'Less than 3' constraints. These boundaries act like walls, telling you exactly which high or low numbers can fit. I spent a good amount of time juggling the [6,6] and [5,6] dominoes because they can only go in specific spots without breaking the surrounding sums. I always try to look for the most restrictive rule first, and in this case, it was that Sum 0 and the high-value Greater than 4 spot.
What I Learned
One thing I really picked up today is how powerful the 'Empty' and 'Sum 0' cells are. In the Hard puzzle, having those four zeros in a row basically locks down a huge portion of the board, which limits where your other dominoes can go. I also noticed a pattern in the Medium puzzle where the 'Equals' regions often act as a bridge; if you solve one side, the other side becomes a mirror.
It's also a great reminder to always check your tray of dominoes frequently. Sometimes I get stuck trying to force a number into a spot, only to realize I already used that domino elsewhere. The trickiest move was definitely balancing the [6,2] and [3,4] dominoes in the Hard puzzle because they share similar pip counts but have to fit into very different 'Less than' or 'Greater than' buckets.