NYT Pips Answers & Hints for August 16, 2026

Edited by Ian Livengood • Solved by WordFinder Tips

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Table of Contents

• Puzzle Overview
• Easy Solution
• Medium Solution
• Hard Solution
• Frequently Asked Questions

Puzzle Overview

Today’s NYT Pips features three separate puzzles across Easy, Medium, and Hard difficulty levels. You’ll be placing dominoes on grids and matching them to constraints like sums, equals signs, and inequality markers. Each puzzle uses the same core mechanics but increases in complexity through grid size and constraint combinations.

Quick Puzzle Breakdown (No Spoilers)

• Easy uses a smaller 4×4 grid with straightforward sum constraints and one empty cell
• Medium introduces a 4×6 grid with mixed constraint types: equals regions, sums, inequalities, and an empty cell
• Hard challenges with a 5×9 grid, 13 dominoes, and a complex web of overlapping sum, equals, and inequality regions

Easy Solution

Today’s Easy Puzzle Logic

The Easy puzzle is built around simple addition. Each region shows a target sum that the pips on the dominoes covering it must reach. You have five dominoes to place on a 4×4 grid, with one empty cell that doesn’t need to be filled.

Placement Guide for Easy

Here are the first five domino placements (which is the complete set for Easy):

Medium Solution

Mixed Constraints in Medium

Medium introduces variety beyond just sums. You’ll encounter “equals” regions where all pips in that area must be identical, less-than and greater-than constraints, and sum regions. The 4×6 grid with eight dominoes gives you more space to work but requires careful tracking of which constraint applies where.

Placement Guide for Medium

Here are the first five domino placements for Medium:

The key to Medium is recognizing that equals regions force you to match specific pip values across multiple cells, which then cascades into adjacent sum and inequality constraints. Work from the equals regions outward.

Hard Solution

Complexity at Hard Difficulty

Hard uses a 5×9 grid with 13 dominoes and a dense cluster of overlapping constraints. You’ll see sum regions that touch inequality zones, equals constraints in tight corners, and cells that belong to multiple region types. The puzzle by Rodolfo Kurchan demands systematic elimination and careful constraint tracking.

Placement Guide for Hard

Here are the first five domino placements for Hard:

For Hard, start by identifying cells that belong to multiple constraint types. Those are your anchors. A cell in both a less-than zone and a sum region often has only one or two valid pip values. Lock those down first, then cascade outward.

Frequently Asked Questions

• What’s the difference between “equals” and “sum” regions? Equals regions require every cell in that zone to show the same number of pips. Sum regions require the total pips across all cells to match a target number. A 4-cell equals region with a 5-pip domino won’t work because each cell needs the same value, not a total.
• How do I start Hard when there are so many overlapping constraints? Look for single-cell regions or cells that belong to multiple constraint types simultaneously. These are your bottlenecks and have the fewest valid values. Place dominoes there first, then use the adjacent constraint regions to eliminate possibilities elsewhere.
• Can one domino satisfy multiple regions? Yes, and this is common in Medium and Hard. A horizontal domino might have one pip in a sum region and the other in an equals region. Both constraints must be satisfied simultaneously.

Final Thoughts

As the WordFinder Tips team noted, today’s puzzles show clear escalation in constraint density without jumping to unreasonable difficulty. Medium’s equals regions are a natural bridge between Easy’s straightforward sums and Hard’s overlapping multi-constraint chaos. Start with whichever difficulty suits you, and use the constraint type as your guide to placement order.

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