| Spiel | Absolvierte Spiele | Durchschnittlicher Gewinn | Durchschnittliche Rendite % | Gesamtgewinn | Einsatz | Im Geld % | Gewonnen/Verloren |
|---|---|---|---|---|---|---|---|
| PLO8: $1.5K Gtd | 1 | -$22.00 | -100 | -$22.00 | $22.00 | 0 | 0/1 |
| Clásico: $15K Gtd | 1 | -$33.00 | -100 | -$33.00 | $33.00 | 0 | 0/1 |
| Sunday PLO8: $750 Gtd | 1 | -$5.50 | -100 | -$5.50 | $5.50 | 0 | 0/1 |
| PLO8: $1K Gtd | 1 | -$11.00 | -100 | -$11.00 | $11.00 | 0 | 0/1 |
| Sunday PLO8: $1.5K Gtd | 1 | -$33.00 | -100 | -$33.00 | $33.00 | 0 | 0/1 |
| Beendet | Turnier | Einsatz+Gebühr | Platzierung | Preis |
|---|---|---|---|---|
| 03/14/2020 | Mini Gladiator:{#P}$5K Gtd{#M}[Hyper]{#S} | $21.00+$1.00 | 36/254 | $44.95 |
| 11/10/2020 | The Ninja:{#P}$7.5K Gtd{#M} | $7.16+$0.34 | 46/979 | $26.02 |
| 06/26/2019 | Clásico: $7K Gtd | $10.00+$1.00 | 87/539 | $25.90 |
| 03/16/2020 | Powerfest #17-L:{#P}$10K Gtd{#M}[6-Max, PKO]{#S} | $5.25+$0.25 | 384/2210 | $8.68 |
| 03/15/2020 | Powerfest #07-L:{#P}$25K Gtd{#M}[8-Max, PKO, Fast]{#S} | $10.50+$0.50 | 1261/2888 | $5.50 |
| Beendet | Turnier | Einsatz+Gebühr | Platzierung | Preis |
|---|---|---|---|---|
| 11/10/2020 | The Ninja:{#P}$7.5K Gtd{#M} | $7.16+$0.34 | 46/979 | $26.02 |
| 04/05/2020 | Powerfest #222-M:{#P}$50K Gtd{#M}[8-Max, Fast]{#S} | $20.00+$2.00 | 2054/2159 | $0.00 |
| 03/16/2020 | Powerfest #19-M:{#P}$5K Gtd{#M}[8-6 Mix-Max, Fast]{#S} | $20.00+$2.00 | 517/595 | $0.00 |
| 03/16/2020 | Powerfest #18-L:{#P}$5K Gtd{#M}[PLO 6-Max]{#S} | $10.00+$1.00 | 333/551 | $0.00 |
| 03/16/2020 | Powerfest #17-L:{#P}$10K Gtd{#M}[6-Max, PKO]{#S} | $5.25+$0.25 | 384/2210 | $8.68 |
| 03/16/2020 | Powerfest #17-M:{#P}$100K Gtd{#M}[6-Max, PKO]{#S} | $52.50+$2.50 | 2481/1879 | $0.00 |
| 03/16/2020 | PLO8: $1.5K Gtd | $20.00+$2.00 | 66/92 | $0.00 |
| 03/16/2020 | Powerfest #16-L:{#P}$20K Gtd{#M}[8-Max, PKO, Fast]{#S} | $10.50+$0.50 | 1483/2315 | $0.00 |
| 03/16/2020 | Powerfest #15-L:{#P}$5K Gtd{#M}[PLO8 6-Max, Rebuy]{#S} | $10.00+$1.00 | 74/366 | $0.00 |
| 03/16/2020 | Powerfest #14-L:{#P}$10K Gtd{#M}[8-Max]{#S} | $10.00+$1.00 | 726/1828 | $0.00 |