The task is to construct a sudoku whose rows (or columns) are the moves for a game in tic tac toe where the game ends in a draw.
Here are some clarifications and constraints which should limit towards a solution.
Consider the $3*3$ grid of a regular tic tac toe with an embedded number pad, like the top left cell as 1, top centre cell as 2.... all the way down to the down right cell as 9.
The first number the series makes is of X, and the next number by O, and so on, until the game ends.
For example, the game shown by this notation is a good draw (the end result game is shown in the picture, and the order accordingly) : $6-5-3-9-1-2-8-7-4$.
So basically, construct a grid consisting of numbers 1 to 9, with no digits repeating in the rows and the columns, i.e. construct a Sudoku where the numbers in the rows/columns indicate a game of tic tac toe where the game ends in a draw.
I'm really curious if the grid with the exact sudoku conditions exists or not. I've been thinking about this puzzle all day and I haven't even got near to an answer. I thought it is a nice question and thought why not share it with you all. Hoping to see some great answers.