LinkedIn Queens #770 Answer & Analysis

Stuck on LinkedIn Queens #770? Get spoiler-friendly Queens hints, then reveal the verified 8x8 grid solution and step-by-step logic for today’s LinkedIn Queens puzzle.

Puzzle #770

Jun 9, 2026

Region Logic Puzzle

Answer Hidden

Queens #770 Preview

Jun 9, 2026

Spoiler warning:

This page includes the final answer and full analysis for LinkedIn Queens #770. Use the hints first if you want to solve the puzzle before revealing the answer.

LinkedIn Queens #770 Hints

Use these spoiler-friendly hints. Each hint gets stronger, but the final answer stays hidden until you reveal it.

: Begin by marking the queens already shown on the board. Then track which rows, columns, and color regions are immediately unavailable for the rest of today's Queens solution.
: A few rows quickly narrow to only one usable square once the row and column limits are applied. In this puzzle, one of the early rows becomes forced very fast.
: Queens cannot touch horizontally, vertically, or diagonally. Every confirmed queen removes a small ring of nearby squares, which creates extra X marks and often forces the next placement.
: Each color region needs exactly one queen, so if a region already has only one or two possible squares left, compare that with the remaining open rows and columns.
: Near the end, one bottom-row region becomes a single-cell finish, and that locks the final red-region placement in today's LinkedIn Queens 2026-06-09 15:00:26 puzzle.

Still Stuck? Click on Reveal Queens #770 Answer below.

LinkedIn Queens #770 Answer

The final answer is hidden below. Reveal it only when you are ready.

The answer is hidden. Reveal it only when you are ready.

Tue, Jun 9, 2026

Original Puzzle

Final Answer

How to Solve LinkedIn Queens #770

The answer is hidden. Reveal it only when you are ready.

Tue, Jun 9, 2026

This 8x8 puzzle is solved by combining the given queens, region limits, and the no-touch rule. The board is fairly structured, so once a few rows are locked, the rest of the solution falls into place quickly.

The starting board already gives queens at R1C1 and R2C6. Those two placements immediately remove nearby squares from consideration and establish the first locked row and column constraints.

Action	Position	Reason
Queen Placed	R1C1	Given queen from the starting board.
Queen Placed	R2C6	Given queen from the starting board.
Cell Eliminated	R1C2	Touches the queen at R1C1.
Cell Eliminated	R2C1	Touches the queen at R1C1.
Cell Eliminated	R2C2	Touches the queen at R1C1.
Cell Eliminated	R1C5	Touches the queen at R2C6.
Cell Eliminated	R1C6	Touches the queen at R2C6.
Cell Eliminated	R1C7	Touches the queen at R2C6.
Cell Eliminated	R2C5	Touches the queen at R2C6.
Cell Eliminated	R2C7	Touches the queen at R2C6.
Cell Eliminated	R3C5	Touches the queen at R2C6.
Cell Eliminated	R3C6	Touches the queen at R2C6.
Cell Eliminated	R3C7	Touches the queen at R2C6.

After columns 1 and 6 are committed, row 3 has only one legal square left in its orange region: R3C2. That also keeps the row one-queen rule intact without touching the queens above.

Action	Position	Reason
Queen Placed	R3C2	The only valid square left in row 3's orange region.
Cell Eliminated	R3C1	Same row as the queen at R3C2.
Cell Eliminated	R3C3	Same row as the queen at R3C2.
Cell Eliminated	R2C3	Touches the queen at R3C2.
Cell Eliminated	R2C4	Touches the queen at R3C2.
Cell Eliminated	R3C4	Touches the queen at R3C2.
Cell Eliminated	R4C1	Touches the queen at R3C2.
Cell Eliminated	R4C2	Touches the queen at R3C2.
Cell Eliminated	R4C3	Touches the queen at R3C2.

With row 3 fixed, row 4 cannot use its left-side squares. The gray-region placement that fits the row, column, and no-touch rules is R4C5.

Action	Position	Reason
Queen Placed	R4C5	Best gray-region placement after row 3 is fixed.
Cell Eliminated	R4C4	Touches the queen at R4C5.
Cell Eliminated	R4C6	Touches the queen at R4C5.
Cell Eliminated	R3C4	Touches the queen at R4C5.
Cell Eliminated	R3C5	Touches the queen at R4C5.
Cell Eliminated	R3C6	Touches the queen at R4C5.
Cell Eliminated	R5C4	Touches the queen at R4C5.
Cell Eliminated	R5C5	Touches the queen at R4C5.
Cell Eliminated	R5C6	Touches the queen at R4C5.

Once R4C5 is set, row 5 is forced into the green region at R5C3. That also leaves row 6 with a single usable square in the yellow region: R6C7.

Action	Position	Reason
Queen Placed	R5C3	The only green-region square that still works for row 5.
Queen Placed	R6C7	The remaining valid yellow-region square for row 6.
Cell Eliminated	R5C1	Same row as the queen at R5C3.
Cell Eliminated	R5C2	Same row as the queen at R5C3.
Cell Eliminated	R5C4	Same row as the queen at R5C3.
Cell Eliminated	R6C2	Touches the queen at R5C3.
Cell Eliminated	R6C3	Touches the queen at R5C3.
Cell Eliminated	R6C4	Touches the queen at R5C3.
Cell Eliminated	R6C6	Same row as the queen at R6C7.
Cell Eliminated	R6C8	Same row as the queen at R6C7.

At this point, columns 1, 2, 3, 5, 6, 7, and 8 are occupied, so row 7 can only use C4. That gives the red-region queen at R7C4. The final tan-region square is then R8C8.

Action	Position	Reason
Queen Placed	R7C4	The only open column left for row 7, and it matches the red region.
Queen Placed	R8C8	The tan region has a single remaining square here.
Cell Eliminated	R7C1	Column 1 is already used.
Cell Eliminated	R7C2	Column 2 is already used.
Cell Eliminated	R7C3	Column 3 is already used.
Cell Eliminated	R7C5	Column 5 is already used.
Cell Eliminated	R7C6	Column 6 is already used.
Cell Eliminated	R7C7	Column 7 is already used.
Cell Eliminated	R7C8	Column 8 is already used.
Cell Eliminated	R8C1	Column 1 is already used.
Cell Eliminated	R8C2	Column 2 is already used.
Cell Eliminated	R8C3	Column 3 is already used.
Cell Eliminated	R8C4	Column 4 is already used.
Cell Eliminated	R8C5	Column 5 is already used.
Cell Eliminated	R8C6	Column 6 is already used.
Cell Eliminated	R8C7	Column 7 is already used.

Final Check

Each row contains exactly one Queen.
Each column contains exactly one Queen.
Each color region contains exactly one Queen.
No two Queens touch horizontally, vertically, or diagonally.

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Queens #770 FAQ

: The today's LinkedIn Queens puzzle solution places queens at R1C1, R2C6, R3C2, R4C5, R5C3, R6C7, R7C4, and R8C8.
: There are 8 queens total, because an 8x8 LinkedIn Queens board needs one queen in every row and column.
: No. In LinkedIn Queens, queens only cannot touch horizontally, vertically, or diagonally.
: Start with the given queens, eliminate touching squares, then use row, column, and color-region counts to force the remaining placements.
: No. The borders only show color-region boundaries and do not block the normal placement rules.
: Yes. The LinkedIn Queens #770 hints are designed to help you solve today's puzzle step by step without spoiling everything at once.

LinkedIn Queens #770 Answer & Analysis

Queens #770 Preview

LinkedIn Queens #770 Hints

Start with the fixed structure

Look for forced rows

Use the no-touch rule early

Watch the region balance

The last row is a giveaway

LinkedIn Queens #770 Answer

How to Solve LinkedIn Queens #770

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Queens #770 FAQ

What is the LinkedIn Queens answer for puzzle #770?

How many queens are in today's Queens solution?

Do queens attack each other like in chess?

What is the fastest way to solve LinkedIn Queens #770?

Are the borders walls in today's Queens puzzle?

Can I use hints instead of the full answer?

LinkedIn Queens #770 Answer & Analysis

Queens #770 Preview

LinkedIn Queens #770 Hints

Start with the fixed structure

Look for forced rows

Use the no-touch rule early

Watch the region balance

The last row is a giveaway

LinkedIn Queens #770 Answer

How to Solve LinkedIn Queens #770

Previous Queens Answers

LinkedIn Queens #817 Answer(Jul 26, 2026)

LinkedIn Queens #816 Answer(Jul 25, 2026)

LinkedIn Queens #815 Answer(Jul 24, 2026)

Play Unlimited Queens Games

More LinkedIn Games Answers for Jun 9, 2026

Pinpoint Answer

Crossclimb Answer

Mini Sudoku Answer

Pinpoint Answer

Tango Answer

Zip Answer

Queens #770 FAQ

What is the LinkedIn Queens answer for puzzle #770?

How many queens are in today's Queens solution?

Do queens attack each other like in chess?

What is the fastest way to solve LinkedIn Queens #770?

Are the borders walls in today's Queens puzzle?

Can I use hints instead of the full answer?