SORB # 0: 32 [1: Nauden, 2: Allen, 3: Murphy, 4: Write-ins] SORB # 1: 1 [1: Nauden, 2: Allen, 3: Write-ins, 4: Murphy] SORB # 2: 16 [1: Nauden, 2: Murphy, 3: Allen, 4: Write-ins] SORB # 3: 14 [1: Nauden, 2: Murphy, 3: Write-ins, 4: Allen] SORB # 4: 2 [1: Nauden, 2: Write-ins, 3: Allen, 4: Murphy] SORB # 5: 4 [1: Nauden, 2: Write-ins, 3: Murphy, 4: Allen] SORB # 6: 61 [1: Allen, 2: Nauden, 3: Murphy, 4: Write-ins] SORB # 7: 7 [1: Allen, 2: Nauden, 3: Write-ins, 4: Murphy] SORB # 8: 39 [1: Allen, 2: Murphy, 3: Nauden, 4: Write-ins] SORB # 9: 3 [1: Allen, 2: Murphy, 3: Write-ins, 4: Nauden] SORB #10: 7 [1: Allen, 2: Write-ins, 3: Nauden, 4: Murphy] SORB #11: 13 [1: Allen, 2: Write-ins, 3: Murphy, 4: Nauden] SORB #12: 9 [1: Murphy, 2: Nauden, 3: Allen, 4: Write-ins] SORB #13: 2 [1: Murphy, 2: Nauden, 3: Write-ins, 4: Allen] SORB #14: 10 [1: Murphy, 2: Allen, 3: Nauden, 4: Write-ins] SORB #15: 0 [1: Murphy, 2: Allen, 3: Write-ins, 4: Nauden] SORB #16: 0 [1: Murphy, 2: Write-ins, 3: Nauden, 4: Allen] SORB #17: 2 [1: Murphy, 2: Write-ins, 3: Allen, 4: Nauden] SORB #18: 1 [1: Write-ins, 2: Nauden, 3: Allen, 4: Murphy] SORB #19: 1 [1: Write-ins, 2: Nauden, 3: Murphy, 4: Allen] SORB #20: 2 [1: Write-ins, 2: Allen, 3: Nauden, 4: Murphy] SORB #21: 1 [1: Write-ins, 2: Allen, 3: Murphy, 4: Nauden] SORB #22: 2 [1: Write-ins, 2: Murphy, 3: Nauden, 4: Allen] SORB #23: 3 [1: Write-ins, 2: Murphy, 3: Allen, 4: Nauden] SORB #24: 923 [1: Nauden, 2: Allen, 3: Murphy] SORB #25: 544 [1: Nauden, 2: Murphy, 3: Allen] SORB #26: 2449 [1: Allen, 2: Nauden, 3: Murphy] SORB #27: 1097 [1: Allen, 2: Murphy, 3: Nauden] SORB #28: 275 [1: Murphy, 2: Nauden, 3: Allen] SORB #29: 264 [1: Murphy, 2: Allen, 3: Nauden] SORB #30: 5 [1: Nauden, 2: Allen, 3: Write-ins] SORB #31: 4 [1: Nauden, 2: Write-ins, 3: Allen] SORB #32: 15 [1: Allen, 2: Nauden, 3: Write-ins] SORB #33: 5 [1: Allen, 2: Write-ins, 3: Nauden] SORB #34: 1 [1: Write-ins, 2: Nauden, 3: Allen] SORB #35: 2 [1: Write-ins, 2: Allen, 3: Nauden] SORB #36: 16 [1: Nauden, 2: Murphy, 3: Write-ins] SORB #37: 3 [1: Nauden, 2: Write-ins, 3: Murphy] SORB #38: 10 [1: Murphy, 2: Nauden, 3: Write-ins] SORB #39: 2 [1: Murphy, 2: Write-ins, 3: Nauden] SORB #40: 0 [1: Write-ins, 2: Nauden, 3: Murphy] SORB #41: 1 [1: Write-ins, 2: Murphy, 3: Nauden] SORB #42: 5 [1: Allen, 2: Murphy, 3: Write-ins] SORB #43: 3 [1: Allen, 2: Write-ins, 3: Murphy] SORB #44: 1 [1: Murphy, 2: Allen, 3: Write-ins] SORB #45: 0 [1: Murphy, 2: Write-ins, 3: Allen] SORB #46: 1 [1: Write-ins, 2: Allen, 3: Murphy] SORB #47: 0 [1: Write-ins, 2: Murphy, 3: Allen] SORB #48: 493 [1: Nauden, 2: Allen] SORB #49: 1301 [1: Allen, 2: Nauden] SORB #50: 341 [1: Nauden, 2: Murphy] SORB #51: 196 [1: Murphy, 2: Nauden] SORB #52: 13 [1: Nauden, 2: Write-ins] SORB #53: 5 [1: Write-ins, 2: Nauden] SORB #54: 329 [1: Allen, 2: Murphy] SORB #55: 109 [1: Murphy, 2: Allen] SORB #56: 22 [1: Allen, 2: Write-ins] SORB #57: 9 [1: Write-ins, 2: Allen] SORB #58: 4 [1: Murphy, 2: Write-ins] SORB #59: 3 [1: Write-ins, 2: Murphy] SORB #60: 1084 [1: Nauden] SORB #61: 9440 [1: Allen] SORB #62: 298 [1: Murphy] SORB #63: 39 [1: Write-ins] BALLOT PERMUTATIONS ORGANIZED VIA THE SORB SYSTEM. STREGE, B. D. (2026). STRUCTURED ORDERING OF RCV BALLOTS (SORB). PATENT PENDING. SORB SYSTEM PARAMETERS N = 4 K = 4 => S = 64 R = 4 candidates[0] = "Nauden" candidates[1] = "Allen" candidates[2] = "Murphy" candidates[3] = "Write-ins"