LinkedIn Queens

Scan for a coloured region with very few cells, especially one pressed against an edge or corner. A two-cell or three-cell region cannot hide many possibilities. Even when you cannot place its crown immediately, marking which rows and columns those cells occupy may eliminate positions in neighbouring regions. The strongest opening move is often an exclusion that reduces several units at once rather than an obvious crown.

Also look for rows or columns that intersect a region in nearly all of its remaining cells. If the region’s crown must sit somewhere within one row, no other region can place a crown in that row. This “locked candidate” idea is central to harder Queens puzzles. You do not need to know which exact cell wins yet; knowing where the crown is confined can be enough to advance the rest of the board.

After placing a crown, mark its entire row, entire column, the rest of its coloured region, and all adjacent cells. Missing even one diagonal neighbour creates false candidates later. A disciplined sweep prevents the board from becoming inconsistent and often reveals a new single immediately. LinkedIn offers an Auto-place X’s setting, but understanding the propagation yourself makes the logic easier to follow when the pattern becomes crowded.

Work in cycles: place one forced crown, update every consequence, then rescan regions, rows, and columns. Avoid placing several apparent crowns before marking. Queens is designed so deductions cascade; skipping the maintenance step hides that cascade and encourages guessing. If a contradiction appears, use Undo and inspect the most recent assumption rather than clearing a board that was mostly correct.

Suppose two regions can place their crowns only in the same two rows. Those two rows are now reserved for those regions, so every other region must avoid them. The same reasoning works with columns and with groups of three. This is a powerful way to solve a board when no region has a single candidate: compare candidate bands instead of staring at individual cells.

Adjacency adds another layer. If all candidates for one region sit in a compact block, they may rule out nearby cells in another region even before the exact crown is known. Two candidate cells next to each other horizontally, for example, create a shared halo above and below them. Mark only exclusions that are true for every candidate in the group; otherwise you risk turning a useful pattern into an unsupported guess.

Fast Queens times come from scanning systematically, not from tapping faster. Use the same order after each placement: current region, row, column, neighbouring cells, then the smallest remaining region. This keeps your eyes from jumping randomly across colours. On a phone, zoom your attention to one band of rows at a time while still checking the full column consequences of each move.

Beginners may see pre-placed crowns on some boards, and LinkedIn also provides hints and Auto-check. These tools are useful for learning, but try to name the rule behind a suggested move. If a hint highlights a region, count its remaining candidates and ask which constraints removed the others. Converting assistance into an explanation is what improves performance on the next daily Queens puzzle.

LinkedIn’s shared Queens result can show solve time, the colours of the first three correct crown placements, and whether the run used mistakes or hints. The first colours describe the path you took, not a universal required order. Two careful solvers may begin in different regions and still reach the same unique solution. A “flawless” result reflects clean execution, while a fast time alone does not explain the reasoning quality.

The puzzle refreshes at midnight Pacific Time. Streaks and network comparisons can make the daily routine fun, but they can also tempt players into risky early taps. If improvement is the goal, prioritize accurate candidate marking for a week and let speed follow naturally. Consistency reduces undo operations more reliably than memorizing one-off shapes from yesterday’s board.