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NYT Pips Hints, Walkthrough And Solutions — Thursday, October 16

Erik Kain, Erik Kain
October 16, 2025 at 12:30 AM
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NYT Pips Hints, Walkthrough And Solutions — Thursday, October 16

Key Takeaways

  • The article offers solutions and a detailed walkthrough for the New York Times Pips puzzles (Easy, Medium, and Hard) for a Thursday in October.
  • It explains the fundamental rules of Pips, involving filling a grid with dominoes to meet color-coded conditions like equality (=), inequality (!=), or sums (<, >, exact number).
  • The author begins the Hard puzzle walkthrough by looking for strategic placements, specifically focusing on necessary 'doubles' in certain colored groups.
  • Step 1 of the Hard walkthrough involves placing the 4/4 and 4/3 dominoes based on initial deductions in the Pink and Green sections.
  • Subsequent steps involve deducing the values for other groups (like Blue and Pink equals groups) based on remaining dominoes, leading to the placement of the 5/5 and 5/6 dominoes.

This helpful guide addresses players needing assistance with the New York Times Pips puzzles for a specific Thursday in October, providing solutions for the Easy and Medium levels and an in-depth walkthrough for the challenging Hard tier. Before presenting the solutions, the article clearly explains the rules of Pips, which involve strategically placing dominoes onto a grid to satisfy various constraints associated with colored regions, such as ensuring adjacent pips equal a certain number or are unequal. The author then tackles the Hard puzzle, which they humorously describe as a 'blob' rather than a recognizable shape, and outlines a methodical approach to solving it. The initial steps involve identifying necessary domino placements, particularly doubles, and using them to satisfy constraints in groups like the Pink equals group and the Purple 5 group. The walkthrough proceeds through sequential steps, placing dominoes like the 4/4 and 4/3 to satisfy initial conditions before moving on to deduce the values for other groups based on the remaining available dominoes, eventually slotting in the 5/5 and 5/6 dominoes to progress toward the final solution.

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