Latest verified puzzle
Latest verified LinkedIn Queens answer: #920
The complete solution was read from LinkedIn’s public anonymous game response for the edition dated November 6, 2026, then checked against the game's constraints before publication.
Independent answer guide · Verification record: view source. LinkedIn does not sponsor or endorse this site.
Puzzle-specific verification
Why the Queens #920 placement checks out
The complete placement is R1C5, R2C3, R3C6, R4C4, R5C7, R6C2, R7C8, R8C1. It contains 8 queens on a 8×8 board.
- 1
Row and column check: every row is occupied once, and the occupied columns are 5, 3, 6, 4, 7, 2, 8, 1 with no duplicates.
- 2
Region check: the queens occupy 8 distinct colored regions.
- 3
Adjacency check: no pair of queens touches horizontally, vertically, or diagonally.
Recent answer archive
Last 20 LinkedIn Queens answers
Open any edition to see its complete, crawlable answer. The wording is ours; puzzle numbers and solution data are factual records checked before inclusion.
What you are solving
Queens goal and answer format
Place queens so every row, every column, and every colored region contains exactly one, with no two queens touching—even diagonally.
The answer is the complete queen placement. The useful proof is not a screenshot alone but the elimination chain showing why every queen is forced by rows, columns, regions, and adjacency.
Play Queens on LinkedInBrowse dated Queens answers
The archive keeps earlier editions as new puzzles arrive. Each saved edition has a permanent URL with its board, complete answer and validation checks.
Rules before guesses
The checks every answer must pass
- 1
Place exactly one queen in each row.
- 2
Place exactly one queen in each column and colored region.
- 3
Queens cannot occupy adjacent cells, including diagonal neighbors.
A repeatable solve
Four-step Queens strategy
Start with narrow regions spanning very few rows or columns.
Mark all cells eliminated by every confirmed queen.
Look for a row, column, or region with one remaining candidate.
Use paired candidates to remove cells from crossing regions.
Worked Queens deductions
See illustrated local examples, why each move follows from the rules, and how to spot a failed assumption. These teaching exercises are separate from the daily solution.
Read the complete Queens strategy guideAvoid the tiny traps
Common mistakes
- Remembering chess diagonals but forgetting LinkedIn’s immediate-touch rule.
- Placing two queens in one colored region even when rows differ.
- Guessing in a large region before exploiting a smaller constrained region.
Our daily-answer policy
Accuracy first, archive second
Our scheduled monitor checks the public daily board and publishes an answer only after a game-specific validator proves the complete solution. A failed or partial response leaves the previous verified edition in place instead of replacing it with a guess.
Pinpoint, CrossClimb, Queens, Tango, Zip, and Mini Sudoku now have automated checks. Wend and Patches remain under active monitoring while their newer public solution format is verified.
Who, how, and why
How this Queens guide is produced
Who: Pinpoint Answer Today’s editorial team maintains the rules, explanations, and correction policy.
How: Daily puzzle data is collected automatically from a public source, then a game-specific validator checks completeness and enforceable rules. The board analysis above is generated from that record so its counts, coordinates, and sequences can be audited.
Why: The page provides a dated answer and evidence to check it. An incomplete new edition does not replace the previous verified record with a guess.
Queens answers FAQ
What is the latest verified LinkedIn Queens answer?
The latest verified edition in this archive is Queens #920, published November 6, 2026. The complete placement is R1C5, R2C3, R3C6, R4C4, R5C7, R6C2, R7C8, R8C1. It contains 8 queens on a 8×8 board.
How was Queens #920 checked?
Row and column check: every row is occupied once, and the occupied columns are 5, 3, 6, 4, 7, 2, 8, 1 with no duplicates. Region check: the queens occupy 8 distinct colored regions. Adjacency check: no pair of queens touches horizontally, vertically, or diagonally.
What is the best first move for Queens?
Start with narrow regions spanning very few rows or columns.