Cal Poly Recreation Center: San Luis Obispo, CA - San Luis Obispo, CA, USA
Explore the probability of achieving at least a certain number of victories in the pool for each fencer, with their actual victories highlighted in a box. Learn more.
| # | Name | Number of victories | |||
|---|---|---|---|---|---|
| 0 | 1 | 2 | 3 | ||
| 1 | KALOPER Sofia | 100% | 95% | 67% | 22% |
| 2 | PONOMAREV Ivan | 100% | 95% | 58% | |
| 3 | KANG Eugene Missing ID | ||||
| 3 | OCKENFUSS Jeremiah | 100% | 58% | 12% | |
| 5 | HOUGHTON Zachary | 100% | 91% | 56% | 15% |
| 6 | JIANG Runfeng | 100% | 96% | 72% | 25% |
| 7 | WARRICK Braden | 100% | 83% | 39% | 6% |
| 8 | JAGANI Shaad Missing ID | ||||
| 9 | CASTILLO Jonas | 100% | 94% | 27% | |
| 10 | NG Benedict Xie Kit Missing ID | ||||
| 11 | WEBER Elias | 100% | 93% | 62% | 20% |
| 12 | KOSAI Jordyn | 100% | 86% | 39% | |
| 13 | WANG Kyra C. | 100% | 81% | 37% | 7% |
| 14 | WILLIAMS Colin Missing ID | ||||
| 15 | SWAISS Christopher Missing ID | ||||
| 16 | RAMIREZ Jordan Missing ID | ||||
| 17 | BATHKE Tyler Missing ID | ||||
| 17 | SPEICH Sage Missing ID | ||||
| 17 | PERGERSON Cole | 100% | 92% | 60% | 18% |
| 20 | LAU Angus Missing ID | ||||
| 21 | FREEMAN Jacob Missing ID | ||||
| 22 | STRAKL Ziga | 100% | 80% | 25% | |
| 23 | SULLIVAN Christopher | 100% | 78% | 35% | 6% |
| 24 | PHOUPRASEUT Maeta Missing ID | ||||
| 25 | ALTOBANO Amanda | 100% | 82% | 38% | 6% |
| 26 | DVORSKY Mary | 100% | 24% | 2% | |
| 27 | LIANG Zixuan | 100% | 94% | 58% | 15% |
| 28 | LIU Yvonne | 100% | 74% | 29% | 4% |
| 29 | SOURY Max Missing ID | ||||
| 30 | SU Isabella Missing ID | ||||
| 31 | CHAVEZ Francisco Missing ID | ||||
| 32 | ROBINSON Cody | 100% | 87% | 46% | 10% |
| 33 | ANSARI Sarah Missing ID | ||||
| 34 | TRIEU Patrick Missing ID | ||||
| 35 | CENTERS Cedric Missing ID | ||||
The heatmap in this table provides a visual representation of the victory probability distribution for each fencer in their respective pools:
This heatmap visualization offers an immediate understanding of each fencer's expected performance compared to their actual results.