Resolves to the deck that has the highest result for [number of matches won]/[number of matches played], including both Swiss and top 4. Any match that had a result submitted for it counts, even if no games were actually played due to an early concession. (Byes don't count.) If there's a tie, resolves equally to all tied options.
A deck that never gets played in any match is assigned a win rate of 0.
Related questions
🏅 Top traders
| # | Name | Total profit |
|---|---|---|
| 1 | Ṁ97 | |
| 2 | Ṁ6 | |
| 3 | Ṁ4 |
Final W-L deck records: UB12-8 BG6-2 WB6-7 UR4-3 UG4-7 WR3-2 WG2-2 RG2-7 BR0-1 B1-1 U1-1
So, BG had the highest ratio, winning three times as often as it lost.
It is of course possible for someone to pick a terrible deck, bribe their opponent to concede one match, then nobody ever plays it again, giving it a win rate of 100%. But this sort of manipulation can be fought by other people betting on other decks, then doing the same to make that deck lose a match.