Pips Answer for Wednesday, September 24, 2025
Complete NYT Pips puzzle solution with interactive board and expert analysis.
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Nyt Pips easy answer for 2025-09-24
Answer for 2025-09-24
Hey everyone! I just finished tackling the Pips puzzles for September 24th, and it was quite the workout for the brain. I usually start with the Easy grid to get my momentum going.
Today's Easy puzzle had a 'Sum 10' region that stood out immediately. When you look at the dominoes provided—[2,2], [0,4], [4,6], and [5,2]—there is only one way to get to 10, and that is using the [4,6]. Once I locked that into the (1,2) and (2,2) spots, the 'Empty' region at the bottom left helped me realize that the dominoes had to wrap around the edges.
Nyt Pips medium answer for 2025-09-24
Answer for 2025-09-24
For the Medium puzzle, things got a bit more complex. I immediately looked for the 'Greater than 10' region. Since we are dealing with standard pips, a sum greater than 10 on two cells can only be 11 or 12.
Looking at the dominoes like [6,4], [3,5], and [5,6], I knew the [5,6] had to be the winner there. The 'Equals' regions are where I usually spend the most time because they require you to balance the pip counts across multiple cells. I found that the [4,4] and [3,3] doubles were essential for keeping those sums even. The
Nyt Pips hard answer for 2025-09-24
Answer for 2025-09-24
Hard puzzle today was a real masterpiece by Rodolfo Kurchan. My first move was looking at the 'Less than 1' targets. In the world of Pips, 'less than 1' is a fancy way of saying the cell must have 0 pips. I found two of those at (3,1) and (3,3), which acted as my anchor points.
There was also a 'Sum 10' region that I solved by placing the [5,5] domino, which is a classic move. The hardest part was the large 'Unequal' region. This is basically a mini-Sudoku where every cell has to have a different number of pips. I had to keep a mental checklist of which numbers (0 through 6) I had already used so I didn't repeat any. It took a bit of trial and error with the [6,1] and [0,5] dominoes, but once the 'Sum 6' and 'Sum 4' regions were satisfied, the whole grid finally clicked into place.
What I Learned
Today really reinforced the importance of 'anchor points.' Those 'Less than 1' constraints in the Hard puzzle are absolute lifesavers because they narrow down the possibilities to zero immediately. I also noticed a recurring pattern where 'Empty' regions are used to force dominoes into vertical or horizontal positions they wouldn't normally take.
Another thing I learned is to always check the domino list before committing to a sum. For example, in the Medium puzzle, I almost tried to make a 10 using a [5,5], but then I realized [5,5] wasn't even in the list of available dominoes for that level! It's those little details that can trip you up if you aren't careful.