| Game | Games Played | Average Profit | Average ROI % | Total Profit | Buy-In | ITM % | Wins/Loses |
|---|---|---|---|---|---|---|---|
| Bounty Hunter $11:{#P}$20K Gtd{#M} | 1 | $13.67 | 124.27 | $13.67 | $11.00 | 100 | 1/0 |
| Bounty Hunter $22:{#P}$25K Gtd{#M} | 1 | -$22.00 | -100 | -$22.00 | $22.00 | 0 | 0/1 |
| partypoker{#P}MILLION Phase 1:{#M}$1M Gtd [Hyper]{#S} | 1 | -$2.20 | -100 | -$2.20 | $2.20 | 0 | 0/1 |
| partypoker{#P}MILLION Phase 2:{#M}$1M Gtd [Turbo]{#S} | 1 | -$22.00 | -100 | -$22.00 | $22.00 | 0 | 0/1 |
| Powerfest #182-M:{#P}$75K Gtd{#M}[8-Max, PKO]{#S} | 1 | -$33.00 | -100 | -$33.00 | $33.00 | 0 | 0/1 |
| Ended | Tournament | Buy-In+Fee | Rank | Prize |
|---|---|---|---|---|
| 05/10/2020 | Daily Masters:{#P}$100K Gtd{#M} | $100.00+$9.00 | 86/837 | $301.05 |
| 05/10/2020 | Gladiator:{#P}$200K Gtd{#M} | $52.50+$2.50 | 434/3043 | $72.79 |
| 04/04/2020 | Powerfest #204-M:{#P}$75K Gtd{#M}[8-Max, PKO]{#S} | $31.50+$1.50 | 187/1916 | $47.91 |
| 04/19/2020 | Powerfest:{#P}$150K Gtd{#M}[6-Max, PKO, Fast]{#S} | $103.00+$5.00 | 1163/1184 | $27.00 |
| 05/10/2020 | Bounty Hunter $11:{#P}$20K Gtd{#M} | $10.50+$0.50 | 131/1568 | $24.67 |
| Ended | Tournament | Buy-In+Fee | Rank | Prize |
|---|---|---|---|---|
| 05/24/2020 | Gladiator:{#P}$150K Gtd{#M} | $52.50+$2.50 | 1869/2674 | $0.00 |
| 05/24/2020 | Gladiator:{#P}$20K Gtd{#M} | $5.25+$0.25 | 719/3063 | $2.74 |
| 05/24/2020 | Bounty Hunter $22:{#P}$25K Gtd{#M} | $21.00+$1.00 | 460/1253 | $0.00 |
| 05/24/2020 | Daily Masters:{#P}$25K Gtd{#M} | $10.00+$1.00 | 333/2024 | $22.83 |
| 05/24/2020 | partypoker{#P}MILLION Phase 2:{#M}$1M Gtd [Turbo]{#S} | $20.00+$2.00 | 339/277 | $0.00 |
| 05/20/2020 | partypoker{#P}MILLION Phase 1:{#M}$1M Gtd [Hyper]{#S} | $2.00+$0.20 | 111/88 | $0.00 |
| 05/10/2020 | Bounty Hunter $11:{#P}$20K Gtd{#M} | $10.50+$0.50 | 131/1568 | $24.67 |
| 05/10/2020 | Gladiator:{#P}$200K Gtd{#M} | $52.50+$2.50 | 434/3043 | $72.79 |
| 05/10/2020 | Daily Masters:{#P}$30K Gtd{#M} | $10.00+$1.00 | 1800/2293 | $0.00 |
| 05/10/2020 | Daily Masters:{#P}$100K Gtd{#M} | $100.00+$9.00 | 86/837 | $301.05 |