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I have constructed the following hexadecimal $16*16$16×16 sudoku in this site:

Hex

The rules are like $9*9$9×9 sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$4×4 partitions).

What are the largest and smallest numbers in base $10$10 after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row. That is, reading each row and column in the completed sudoku as a 16-digit hexadecimal number, which row/column would have the highest and lowest value?

I have constructed the following hexadecimal $16*16$ sudoku in this site:

Hex

The rules are like $9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$ partitions).

What are the largest and smallest numbers in base $10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row.

I have constructed the following hexadecimal 16×16 sudoku in this site:

Hex

The rules are like 9×9 sudoku tables (each number and letter should repeat only one time in each column, row, and 4×4 partitions).

What are the largest and smallest numbers in base 10 after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row. That is, reading each row and column in the completed sudoku as a 16-digit hexadecimal number, which row/column would have the highest and lowest value?

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I have constructed the following hexadecimal $16*16$ sudoku in this site:

Hex

The rules are like $9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$ partitions).

What are the largest and smallest numbers in base $10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row, or from top left corner to the bottom right corner or vice-versa in each diagonal (two diagonals).

I have constructed the following hexadecimal $16*16$ sudoku in this site:

Hex

The rules are like $9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$ partitions).

What are the largest and smallest numbers in base $10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row, or from top left corner to the bottom right corner or vice-versa in each diagonal (two diagonals).

I have constructed the following hexadecimal $16*16$ sudoku in this site:

Hex

The rules are like $9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$ partitions).

What are the largest and smallest numbers in base $10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row.

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I have constructed the following hexadecimal 16 * 16$16*16$ sudoku in this site:

Hex

The rules are like 9 * 9$9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and 4 * 4$4*4$ partitions).

What isare the largest and smallest numbernumbers in base 10$10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row, or from top left corner to the bottom right corner or vice-versa in each diagonal (two diagonals).

I have constructed the following hexadecimal 16 * 16 sudoku in this site:

Hex

The rules are like 9 * 9 sudoku tables (each number and letter should repeat only one time in each column, row, and 4 * 4 partitions).

What is the largest and smallest number in base 10 after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row, or from top left corner to the bottom right corner or vice-versa in each diagonal (two diagonals).

I have constructed the following hexadecimal $16*16$ sudoku in this site:

Hex

The rules are like $9*9$ sudoku tables (each number and letter should repeat only one time in each column, row, and $4*4$ partitions).

What are the largest and smallest numbers in base $10$ after completion of the table? Here you can go from top to the bottom or vice-versa in each column, from left to right or vice-versa in each row, or from top left corner to the bottom right corner or vice-versa in each diagonal (two diagonals).

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