Green (✓) cells mean no violation was found after exhaustive checking of (representatives of anonymous and neutral equivalence classes of) profiles with the specified numbers of candidates (c) and voters (v).
Red (✗) cells show the lexicographically smallest configuration (smallest number of candidates, then smallest number of voters, among configurations checked) with a violation.
Click on a red cell to view the details of the violation.
| Method | Block Invariance | Downward Block Preservation | Downward Homogeneity | Homogeneity | Preferential Equality | Tiebreaking Compensation | Upward Block Preservation | Upward Homogeneity |
|---|---|---|---|---|---|---|---|---|
| Banks | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Beat Path | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Condorcet | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Copeland | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Copeland-Global-Minimax | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Copeland-Local-Minimax | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| GOCHA | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v |
| Iterated Removal Condorcet Loser | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v |
| Kemeny-Young | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Leximax | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Llull | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Loss-Trimmer Voting | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Minimax | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Minimax (Support) | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✗ 3c, 5v (checked 2c, 2-11v) | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Most Wins, Smallest Loss | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Pareto | ✗ 2c, 2v | ✗ 3c, 2v (checked 2c, 2-11v) | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Ranked Pairs TB | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Raynaud | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v |
| River TB | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Simple Stable Voting | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Simplified Dodgson | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Slater | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Smith-Minimax | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Split Cycle | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2-3v |
| Stable Voting | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Top Cycle | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Uncovered Set | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Uncovered Set - Bordes | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Uncovered Set - Fishburn | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Uncovered Set - McKelvey | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Weak Condorcet | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |
| Weighted Covering | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v | ✓ 2c, 2-11v; 3c, 2-17v; 4c, 2-5v; 5c, 2v |