A few weeks ago, I challenged some people to solve the puzzle I made. Two of them took it more or less seriously, but couldn't find the right solution. Now they are excited to see whether or not anybody can do it by following the original instructions (translated to English here).
A sudoku is played on a 9x9 grid. The grid is further divided into 3x3 boxes. Each box as well as each row and each column must be filled by a player with 9 unique symbols from the set {1;2;3;4;5;6;7;8;9}. There is, by definition, only one suitable solution for a sudoku.
The grid below represents a partially hidden sudoku where the hidden cells are depicted as "W" whereas the cells marked "T" are empty before the player fills them.
The challenge is to find the single cell where a symbol can be written, without any risk of it being wrong, before the hidden part is revealed.
So, I kindly ask you to write the correct answer along with some explanation to show, it isn't just a blind guess. If you find the puzzle incomprehensible, try explaining your reasoning anyway, just to see what people think about this challenge.