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Pips Answer for Monday, December 1, 2025

Complete NYT Pips puzzle solution with interactive board and expert analysis.

Progress 0/5 dominoes
15
3
=
<3
3

Click a domino below or a cell on the board to reveal

Expert Puzzle Analysis

Deep insights from puzzle experts

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Nyt Pips easy answer for 2025-12-01

15
3
=
<3
3

Answer for 2025-12-01

Solving the December 1st Pips puzzle felt like a great morning workout for my brain. I started with the Easy level, where that sum of 15 across the first row was a massive giveaway. Since there were only a few dominoes, I knew I needed high numbers like the 5-5 and 5-3.

By placing the 5-5 across the first two spots and the 5 part of the 5-3 in the third, I hit that 15 sum perfectly. This left the 3 to satisfy the single-cell sum region right next to it. After that, the rest of the board just fell into place like a series of small clicks. Moving onto the

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Nyt Pips medium answer for 2025-12-01

4
>4
<11
=
=
0
=
>4

Answer for 2025-12-01

Medium puzzle, I immediately hunted for the zeros. The region at (4,1) had a target of 0, which is always my favorite starting point because it narrows down the options to the 4-0 domino almost instantly. Once I had that zero locked in, I looked at the equality chain where (2,1), (3,0), and (3,1) had to be the same value.

Since (3,1) was part of the 4-0 domino, they all had to be 4s. This created a ripple effect across the middle of the board. The

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Nyt Pips hard answer for 2025-12-01

<4
>3
3
>4
12
>2
12
0
12
10
12

Answer for 2025-12-01

Hard puzzle was where the real fun began. With fourteen dominoes and multiple regions needing sums of 12, I knew I had to manage my 6s very carefully. I spotted three different sum-12 regions! Since there is only one double-6 domino, I realized I had to use the 6s from dominoes like 6-5, 6-3, and 0-6 to satisfy those high-sum regions.

I focused on the bottom left where a bunch of cells were marked 'empty' (meaning 0). Clearing those out first simplified the board drastically. The toughest part was balancing the 6-6 domino; I eventually realized it had to go in the (1,5) and (2,5) spots to satisfy that specific sum of 12 while leaving enough 6s for the others. It took a bit of back-and-forth, but once the high-value dominoes were anchored, the smaller ones like 2-0 and 1-3 filled the gaps nicely.

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What I Learned

This set really reinforced the importance of 'anchor points.' In the Hard puzzle, those sum-12 regions were the anchors. If you misplace a single 6-pip early on, you're doomed later because there are so few 6s available. I also learned to pay closer attention to 'empty' regions.

At first, they look like they don't give much info, but they are actually powerful constraints because they force a zero into a specific spot, which often dictates where the other half of that domino must go. I also noticed a neat pattern in the Medium puzzle where the equality regions formed a sort of 'staircase' that forced the placement of the 2-2 domino. It’s those geometric patterns that make you realize the puzzle designer is leading you down a very specific logical path.

Frequently Asked Questions

What does the 'empty' type mean in a region?
In Pips, an 'empty' region usually means that the cell must contain zero pips. It’s often the best place to start because it limits you to dominoes that have a 0 on one side.
How do I handle regions that have a target sum like 12?
A sum of 12 is the highest possible for two cells, meaning they must both be 6s. If you see a sum of 12, look for dominoes like 6-6, or two different dominoes that both have a 6 pips side.
Can I use the same domino twice?
No, you have a specific set of dominoes listed for each puzzle, and each one can only be used once. If you think you need a second 5-5, you've likely made a mistake earlier in the logic!
Is it better to start from the top or bottom?
I always suggest starting wherever the most restrictive constraint is. Look for very high sums, very low sums (like 0), or equality symbols. These are 'low-hanging fruit' that give you a solid foundation.