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NYT Pips hints & answers: Sunday, June 14, 2026

Updated: Sunday, June 14, 2026 · New puzzles (easy, medium, hard) daily at midnight US Eastern Time. · Puzzle editor: Ian Livengood.

This page has every level of help for the NYT Pips puzzle of Sunday, June 14, 2026: 2 spoiler-free hint tiers that narrow things down step by step, followed by the complete answers with explanations — each behind its own tap-to-reveal card, so nothing is shown until you choose.

Pips is the NYT's domino logic puzzle — three boards a day, easy to hard. Check the board overview, take a strategy nudge, or reveal full placements difficulty by difficulty.

Pips is a domino-placement logic puzzle: place every domino so each region's rule is satisfied — “=” means all cells match, “>” or “<” compare to a number, a plain number is a sum target. Three boards daily: easy, medium and hard.

1Board overview▸
  • Easy: 5 dominoes — regions: 1 empty, 3 sum, 2 all-equal.
  • Medium: 7 dominoes — regions: 3 empty, 2 greater-than, 1 unequal, 3 sum, 1 all-equal.
  • Hard: 15 dominoes — regions: 7 sum, 2 less-than, 3 greater-than, 3 all-equal.
2Strategy nudge▸
  • Place forced dominoes first: single-cell regions and empty cells lock specific halves in place.
  • In all-equal regions, count which pip value appears often enough across your remaining dominoes to fill every cell.
★Easy solution▸
  • Domino [3|2] goes on (r3,c2) and (r2,c2)
  • Domino [1|2] goes on (r3,c3) and (r2,c3)
  • Domino [0|4] goes on (r1,c4) and (r1,c3)
  • Domino [6|6] goes on (r3,c1) and (r4,c1)
  • Domino [1|0] goes on (r4,c3) and (r4,c2)
★Medium solution▸
  • Domino [3|6] goes on (r1,c3) and (r2,c3)
  • Domino [4|5] goes on (r2,c4) and (r3,c4)
  • Domino [2|0] goes on (r2,c1) and (r1,c1)
  • Domino [5|5] goes on (r3,c5) and (r4,c5)
  • Domino [0|1] goes on (r3,c6) and (r2,c6)
  • Domino [6|6] goes on (r1,c7) and (r2,c7)
  • Domino [4|0] goes on (r4,c1) and (r3,c1)
★Hard solution▸
  • Domino [1|4] goes on (r10,c5) and (r10,c6)
  • Domino [3|3] goes on (r4,c8) and (r5,c8)
  • Domino [0|1] goes on (r5,c3) and (r5,c4)
  • Domino [4|5] goes on (r2,c1) and (r3,c1)
  • Domino [6|6] goes on (r7,c4) and (r8,c4)
  • Domino [2|3] goes on (r5,c6) and (r5,c7)
  • Domino [4|4] goes on (r1,c3) and (r1,c4)
  • Domino [5|3] goes on (r3,c7) and (r3,c8)
  • Domino [1|6] goes on (r10,c4) and (r9,c4)
  • Domino [3|4] goes on (r3,c6) and (r4,c6)
  • Domino [5|5] goes on (r3,c2) and (r3,c3)
  • Domino [4|6] goes on (r7,c6) and (r7,c5)
  • Domino [3|1] goes on (r4,c4) and (r3,c4)
  • Domino [4|0] goes on (r5,c1) and (r5,c2)
  • Domino [2|6] goes on (r1,c2) and (r1,c1)

Solved it (or spoiled it)? Play Pips on the official site — then come back tomorrow, or try another puzzle below.

Pips — common questions

What do the region symbols mean in Pips?

An '=' region means every cell holds the same pip value; '>' or '<' regions compare each cell to a target number; a sum region's cells must add to the shown total; a blank region has no constraint.

Do unused domino halves matter in Pips?

Every domino must be placed, and both halves count wherever they land — a half sitting in an empty region is fine, but a half inside a rule region must satisfy that rule.

Is there more than one Pips solution?

Puzzles are designed with a unique intended solution, though occasionally an alternative placement satisfies all rules — the NYT accepts any arrangement that passes every region check.

Previous Pips puzzles

Full Pips archive (91 puzzles) → · How to play Pips (domino logic basics) →

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