A060504 Let p be a prime that has a primitive root between 0 and p that is not also a primitive root of p^2 (A060503); sequence gives smallest such primitive root.

1, 14, 18, 19, 11, 43, 96, 68, 111, 78, 176, 165, 48, 79, 171, 147, 317, 14, 257, 159, 242, 175, 194, 210, 52, 10, 250, 486, 559, 556, 286, 534, 340, 526, 84, 375, 168, 467, 392, 446, 667, 682, 13, 657, 292, 127, 457, 208, 296, 419, 705, 158, 806, 508, 617

Offset: 0

Author

Jud McCranie, Mar 22 2001

Keywords

• nonn

Examples

			14 is a primitive root of 29 but not of 29^2.
		

Crossrefs

Cf. A055578, A060503.