Solve the following magic squares.

Solution:

The task is to fill in the missing numbers in the magic squares such that the sum of numbers in each row, column, and diagonal is the same. However, without a clear indication of which sum is the magic constant for each square, or if there's a consistent rule across all squares, it is impossible to provide a definitive solution. Typically, magic squares have a predefined constant sum. Given the input, it is assumed each square is independent and we need to deduce the pattern for each. Since no pattern is evident and sums are not provided, I cannot solve these squares definitively.

Answer: Cannot be solved without additional information or a defined magic sum for each square.