Scan one area
Start with a row, column, or 3×3 box that is nearly full.
Name the missing digits, then check the crossing lines before placing one.
From September 2–8, ask for as many clues and guided explanations as you need. You also get seven practice grids, with a different technique each day. It is free, with no account or payment card.
September 9 is widely observed as International Sudoku Day, a date that echoes the classic 9 × 9 grid. Puzzle-source note
On every grid you can already play, ask for as many clues or guided explanations as you need. Only the optional starting check stays without clues.
No account, payment card, or automatic renewal. Your plan does not change.Solve one verified grid without clues or Guided solve. Completion and corrected mistakes form the baseline; speed is not a score.
Notice one piece of evidence, use it on a real grid, and return later. The lesson link explains the complete proof; the grid is the independent transfer.
Start with a row, column, or 3×3 box that is nearly full.
Name the missing digits, then check the crossing lines before placing one.
Several digits may still fit in an empty cell. These possible digits are candidates.
Write only the digits allowed by the row, column, and 3×3 box; update them after every placement.
If every digit but one is ruled out for a cell, only one candidate remains.
Check all three areas around the cell, place that digit, then update nearby notes.
A digit may have several candidates in one cell but only one possible place in an area.
Follow one digit across the whole row, column, or 3×3 box and place it where no other cell can take it.
In a 3×3 box, every candidate for one digit may lie on the same row or column.
That box reserves the digit on the shared line, so remove it from the rest of that line.
Two cells in one area may contain the same two candidates and no others.
Those two digits belong to those two cells, so remove both candidates from the area’s other cells.
Two digits in one area may appear as candidates in the same two cells and nowhere else.
Keep those two digits in the pair cells and remove the cells’ other candidates.
On September 9, two new grids open. Keep the first. Send the second to someone who enjoys Sudoku. The Coach stays available on both grids through the last move.
A new grid for you, with repeated clues and proof-based explanations whenever you need them.
Send the gift link to someone who enjoys Sudoku. Their grid is separate from yours and keeps the Coach available.
Open the learning path and practice the methods in a proof-first order.