One queen per row and column
Seven queen positions use all seven rows and seven different columns.
See the verified LinkedIn Queens #825 answer for August 3, 2026, with a spoiler-controlled board, crown every region, rule checks, and solving help.
Queens combines row, column, and colored-region constraints. Exactly one queen belongs in each, and queens cannot touch diagonally in neighboring rows.
The complete board stays hidden until you choose to reveal it.
We store the queen column for every row, then test column uniqueness, region uniqueness, and diagonal contact between adjacent rows.
Seven queen positions use all seven rows and seven different columns.
Each colored region contains exactly one of the completed queen positions.
Queens in neighboring rows are never placed in diagonally adjacent cells.
For Queens #825, the one-based columns from top to bottom are 6, 3, 1, 4, 7, 5, and 2.
No. Queens cannot occupy diagonally adjacent cells, in addition to the row, column, and region restrictions.
We verify unique rows, columns, and regions, then check every pair of neighboring rows for diagonal contact.
This independent answer guide is not affiliated with, sponsored by, or endorsed by LinkedIn Corporation. Play the original puzzle on the official LinkedIn Games page.