NYT Pips Solver & Hints
Get Help with Today's Puzzle
December 17, 2025
๐ Today's Puzzle Hints
๐กStuck on today's puzzle? Here are some general hints to get you started!
General Approach for Today
- 1Scan All Regions First
Before placing any dominoes, identify all constraint types (=, โ , sums, comparisons). Look for the most restrictive regions with the fewest possible solutions.
- 2Start with Equal Regions
2-cell equal regions are often the easiest starting point. Look for dominoes with matching halves (0-0, 1-1, 2-2, etc.) that can satisfy these constraints.
- 3Check Sum Requirements
For sum regions, calculate the average value needed (target รท number of cells). Very low sums (โค5) or very high sums (โฅ18) significantly limit your options.
- 4Use Process of Elimination
As you place each domino, cross it off your mental list. Track which values are still available to avoid dead ends.
- 5Don't Forget to Rotate
Every domino can be placed horizontally or vertically. Always try both orientations before deciding a placement is impossible.
๐ญ Need More Help?
If you're still stuck, try working backwards from regions that have only one possible solution. Sometimes identifying what CAN'T work is more helpful than finding what can!
๐ฎ Back to Game๐งฉ Step-by-Step Solver Guide
Follow this systematic approach to solve any Pips puzzle, regardless of difficulty:
Phase 1: Analysis (30 seconds)
Phase 2: First Placements (1-2 minutes)
Phase 3: Middle Game (2-3 minutes)
Phase 4: Finish & Verify (30 seconds)
๐ก Winning Strategies
Master Equal Regions
- โ2-cell equal regions are your anchor points
- โLook for dominoes with matching halves (1-1, 2-2, etc.)
- โFor 3+ cells, you need multiple dominoes with the same value
- โHigh-value equals (5-5, 6-6) are rare - save them strategically
Handle Not-Equal Regions
- โCount cells vs. available values - need enough variety
- โ4-cell not-equal needs 4 different numbers
- โAvoid placing similar halves in these regions
- โLarger regions give more flexibility
Conquer Sum Regions
- โCalculate average value: sum รท cells
- โLow sums (โค6) need 0s, 1s, 2s
- โHigh sums (โฅ16) need 4s, 5s, 6s
- โCheck if sum is mathematically possible
Use Comparison Logic
- โEstablish ordering relationships between cells
- โUse 0s to anchor "less than" positions
- โUse 6s to anchor "greater than" positions
- โMiddle values (3-4) offer flexibility
๐ฏ Pro Tips & Tricks
Pattern Recognition
After solving 10-20 puzzles, you'll start recognizing common patterns. "Corner traps," "forced pairs," and "value chains" appear frequently.
Work Backwards
Sometimes it's easier to work from the end. Ask "What dominoes MUST go in certain regions?" and eliminate impossible final states.
Mental Modeling
Before placing a domino, visualize 2-3 moves ahead. Ask "If I place this here, what becomes impossible?"
Track Your Inventory
Mentally (or physically) track which domino values you've used. This prevents dead ends and reveals forced moves.
Try Both Orientations
Every domino works horizontally AND vertically. Always test both before declaring a placement impossible.
Don't Fear Undo
Backtracking is part of the strategy. Use Ctrl+Z (Cmd+Z) liberally - it's faster than starting over!
โ ๏ธ Common Mistakes to Avoid
Rushing First Placement
Take 30-60 seconds to analyze ALL regions before placing your first domino. A bad first move can cascade into an unsolvable state.
Ignoring Zero Values
Pips range from 0-6, not 1-6! Zero is crucial for low-sum regions and can be a lifesaver when you need specific values.
Forgetting Region Boundaries
A domino spanning two regions must satisfy BOTH constraints simultaneously. Always check all affected regions.
Not Using Process of Elimination
Track which dominoes are still available. A puzzle with 3 dominoes left is much easier than one with 6!
๐ Difficulty-Specific Advice
4-5 Dominoes
Expected solve time: 2-4 minutes
- โข Focus on learning the basic constraint types
- โข Usually 1-2 equal regions provide obvious starting points
- โข Limited dominoes mean fewer possibilities - try each systematically
- โข Perfect for building confidence and understanding mechanics
8-10 Dominoes
Expected solve time: 5-8 minutes
- โข Requires tracking multiple constraints simultaneously
- โข Look for cascade opportunities (one placement enables several others)
- โข May need to use hypothetical placement and elimination
- โข Great for developing intermediate strategies
12-16 Dominoes
Expected solve time: 10-20 minutes
- โข Demands advanced pattern recognition and planning
- โข Multiple overlapping regions create complex dependencies
- โข May require backtracking from dead ends
- โข Tests your mastery of all solving techniques
Ready to Master Pips?
Apply these strategies to today's puzzle and watch your skills soar!