Home Archive 2025-11-06

Pips Answer for Thursday, November 6, 2025

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

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Solution & Analysis

Complete answers and solving insights for 2025-11-06

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NYT Pips easy answer for 2025-11-06

Complete answer for 2025-11-06 (Easy)

I started with the Easy puzzle by looking at the target sums in the tiny grid. The sum of 0 for cells (1,1) and (1,2) was a dead giveaway that those two cells had to be the 0-0 half of a domino or two zeros from different ones.

Once I placed the zeros, the rest of the 3x3 grid fell into place by matching the remaining dominoes—[1,4], [0,3], [4,3], and [1,0]—to the target sums of 6, 8, and 2. Moving to the

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NYT Pips medium answer for 2025-11-06

Complete answer for 2025-11-06 (Medium)

Medium puzzle, I focused on the 'equals' regions. Since these regions require all cells within them to have the same value, they act as massive anchors.

I looked for dominoes that could bridge these regions while satisfying the 'less than' constraints. The [1,1] and [0,0] dominoes were key here because they fit perfectly into the restricted spots.

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NYT Pips hard answer for 2025-11-06

Complete answer for 2025-11-06 (Hard)

For the Hard puzzle, the strategy was all about the 11 dominoes and the complex 'equals' blocks. I scanned the board for the 'empty' cells first to see what I couldn't use, then I tackled the 'greater than 4' region at (4,3).

Knowing that cell had to be a 5 or 6 helped me narrow down which dominoes from the set—like [3,5] or [4,5]—could actually reach that spot. I worked from the corners inward, making sure that every time I placed a domino, the 'equals' regions (like the one spanning four cells) still had a valid number available in the remaining pool. It took a bit of backtracking when I realized I used the [2,2] domino too early, but once I swapped it, the whole board cleared up.

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What I Learned

This set really highlighted how 'equals' regions are actually easier than they look because they limit your choices so much. I learned that in the Hard puzzle, the 'empty' cells are just as important as the numbers because they force the dominoes into specific orientations.

A tricky move I found was in the Medium puzzle where I had to save the [2,6] domino for a specific spot because no other domino had a high enough value to satisfy the neighboring regions. I also noticed a pattern where the editor, Ian Livengood, likes to place the lowest value dominoes near the center to make the 'equals' constraints more challenging.

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Frequently Asked Questions

What does the 'empty' region type mean in these puzzles?

An empty region usually means that specific cell doesn't have a mathematical constraint like a sum or an equal sign, but it still must be covered by a domino as part of the overall board solution.

How do you handle the 'equals' regions with four or more cells?

The best way is to look at your available dominoes and see which number appears most frequently. If a region has four cells that must be equal, you need to make sure you have enough of that digit across your remaining dominoes to fill it.

Is it better to start with the sums or the equal constraints?

I always start with the sums that have very low or very high targets (like 0 or 12) because they have fewer combinations, then I use those to narrow down the possibilities for the 'equals' regions.

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