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Compare traders
Two to four tracked traders side by side: their record on consensus markets, where they are strongest, what prices they buy at, how often they side with the consensus and the markets they hold together right now.
| ferrariChampions2026 | Flaznorp | RN1 | winner877 | |
|---|---|---|---|---|
| Record (consensus markets) | 44% (23–29, n=52) | 74% (423–151, n=574) | 68% (302–139, n=441) | 100% (1–0, n=1) |
| Consensus PnL | -$89K | $44K | -$51K | $50 |
| Tracked as | was PM monthly #87 | PM monthly #19 | PM monthly #34 + pinned | was PM monthly #410 |
| Sides with the consensus | no open consensus position | 71% (35 of 49 open) | 50% (2 of 4 open) | no open consensus position |
| Strongest topics | not computed yet | none with 10+ settled |
| not computed yet |
| Weakest topic | — | Soccer −8 pts, n=40 | — | — |
| Settled positions, side won | — | 44% of 88 at avg 51¢, ROI −23% | 100% of 240 at avg 63¢, ROI +36% | — |
| Entries under 30¢ | — | 34% (won 10% of 30) | 1% (won 100% of 3) | — |
| Entries 30–50¢ | — | 19% (won 29% of 17) | 26% (won 100% of 62) | — |
| Entries 50–70¢ | — | 13% (won 55% of 11) | 40% (won 100% of 95) | — |
| Entries 70¢ and up | — | 34% (won 83% of 30) | 33% (won 100% of 80) | — |
Records and specialties count consensus markets only and run optimistic: Polymarket's closed-position data rarely lists bets that went to zero. Edge = how much more often the held side won than its entry price implied.
Markets they hold together now
1 on the same side, 2 on opposite sides. Opposite sides first.
| Market | ferrariChampions2026 | Flaznorp | RN1 | winner877 |
|---|---|---|---|---|
| Hersonissos 3: Michael Geerts vs Juan Martin opposite sides · consensus Michael Geerts | — | Michael Geerts $826 | Juan Martin $2.8K | — |
| Hersonissos 3: Ioannis Xilas vs Sergey Fomin opposite sides · consensus Ioannis Xilas | — | Ioannis Xilas $1.3K | Sergey Fomin $1.2K | — |
| Hersonissos 3: Lorenzo Angelini vs Robin Bertrand same side · consensus Robin Bertrand | — | Robin Bertrand $1.0K | Robin Bertrand $1.1K | — |