5 6 9 14 20 29 63 Find out the pattern

Divided into even and odd numbers. \ r \ Odd numbers are regular and even numbers are regular. \ r \ nThe third order \ r \ n816 \ r \ n357 \ r \ n492 \ r \ nThe fifth order \ r \ n1815 \ r \ n23 57 N46 1 32022 \ r \ n 1 065438 and then go to the previous row and the next column (0 row and 3 column, because there is no 0 row, it becomes 3 rows and 3 columns), followed by 2 rows1column \ r \ and then/kloc-0. Since it has been occupied by 1, the fourth number is placed directly below 1, and the odd magic square number can be obtained by repeating this. \r\n\r\n4 order \ r \ n162313 \ r \ n51108 \ r \ n976/kloc-. N \ r \ n6 Order \ r \ n3565438rNo. 642361606757 \ r \ n955541215016 \ r \ N17 47 46 202143 42 24 \ r \ n40 26 27 37 36 303133 \ r \ n33 But I remember it seems to be a multiple of 4 or not, and the algorithm is still different.