4633

4633 = 41 x113.

4633 is a number such that each digit leaves the same nonzero remainder when each is divided into the number (A152824).

4633 is a number n such that 15n - 4, 15n - 2, 15n + 2, and 15n + 4 form a prime quadruplet (A112540).

4633 is a divisor of 44⁸ - 1.

4633 has two representations as a sum of two squares: 4633 = 3² + 68² = 12² + 67².

4633 is the hypotenuse of two primitive Pythagorean triples: 4633² = 408² + 4615² = 1608² + 4345².

Source: On-Line Encyclopedia of Integer Sequences