828

This number is a composite.

a(5) = 828 is thought to be (not yet proven) the largest known term (found by Shyam Sunder Gupta) in the following sequence proposed by Honaker: a(n) is the height (continuous number of rows) of a palindromic prime pyramid (starting with 2) of step size n, where each palindromic prime p is the smallest p that contains p in the row above. The sequence begins 3, 11, 26, 135, ... .