SORB # 0: 0         [1: Nauden, 2: Allen, 3: Murphy]
SORB # 1: 0         [1: Nauden, 2: Murphy, 3: Allen]
SORB # 2: 0         [1: Allen, 2: Nauden, 3: Murphy]
SORB # 3: 0         [1: Allen, 2: Murphy, 3: Nauden]
SORB # 4: 0         [1: Murphy, 2: Nauden, 3: Allen]
SORB # 5: 0         [1: Murphy, 2: Allen, 3: Nauden]
SORB # 6: 1462      [1: Nauden, 2: Allen]
SORB # 7: 3849      [1: Allen, 2: Nauden]
SORB # 8: 939       [1: Nauden, 2: Murphy]
SORB # 9: 497       [1: Murphy, 2: Nauden]
SORB #10: 1491      [1: Allen, 2: Murphy]
SORB #11: 389       [1: Murphy, 2: Allen]
SORB #12: 1102      [1: Nauden]
SORB #13: 9471      [1: Allen]
SORB #14: 305       [1: Murphy]

BALLOT PERMUTATIONS ORGANIZED VIA THE SORB SYSTEM.
STREGE, B. D. (2026). STRUCTURED ORDERING OF RCV BALLOTS (SORB). PATENT PENDING.

SORB SYSTEM PARAMETERS
N = 3
K = 3
=> S = 15
R = 2
candidates[0] = "Nauden"
candidates[1] = "Allen"
candidates[2] = "Murphy"