1st Annual SoCal Clash RYC & RJC

Junior Men's Épée

Sunday, November 18, 2018 at 8:30 AM

Thousand Oaks, CA - Thousand Oaks, CA, USA

Probability density of pool victories

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Explore the pool victory probability density for each fencer, with their actual victories highlighted in a box. Learn more.

# Name Number of victories
0 1 2 3 4 5 6
1 MILAM Hugh - - 2% 15% 43% 40%
2 DAO Matthew M. - - 2% 10% 29% 40% 20%
3 WELLS Tommy R. 3% 14% 30% 31% 17% 5% 1%
3 WANG Nathan - - 2% 12% 38% 48%
5 COMER Daniel T. - 2% 13% 35% 38% 12%
6 LEE Matthew C. 1% 9% 29% 38% 20% 3%
7 MEINHOLD Li - 1% 10% 38% 40% 12%
8 YUMIACO Nolan C. 2% 14% 35% 35% 13% 1%
9 VOLK Martin L. - 1% 7% 25% 41% 25%
10 NORBUTAS Jackson S. - - 5% 18% 35% 31% 10%
11 JEONG Connor - - 4% 14% 32% 35% 15%
12 DINGMAN Spencer - - 1% 9% 38% 52%
13 NGO Ian M. 1% 10% 28% 36% 20% 4%
14 MOHEBI Saam 1% 12% 31% 34% 18% 4% -
15 VELO Juan Manuel H. 6% 26% 36% 23% 7% 1% -
16 MOORE Thomas J. 1% 11% 37% 40% 11% 1%
17 KOSLU Aidan D. 4% 19% 35% 30% 11% 1%
18 USHER Alexander 1% 8% 28% 39% 21% 3%
19 LAMBRECHT Julius - 8% 27% 36% 22% 6% 1%
20 SMITH Zane A. - 1% 8% 24% 35% 25% 6%
21 MATTIS George 1% 11% 31% 35% 18% 4% -
22 AHN Gus 32% 45% 20% 3% - -
23 WISOFF Jeffrey 5% 26% 39% 24% 6% -
23 CHU Anthony 5% 23% 37% 27% 8% 1%
25 DRIBIN Zev 13% 36% 34% 14% 2% -
26 CHUNG Thomas 3% 22% 39% 27% 8% 1%
27 WOMACH Tristan 2% 13% 32% 34% 17% 3%
28 THOMPSON Chester 10% 34% 36% 16% 3% -
29 WOO Jonathan 1% 8% 27% 37% 22% 5% -
30 LIANG Aaron - 1% 9% 25% 35% 23% 6%
31 CHAVARIN Gustavos L. 17% 38% 31% 12% 2% -
32 KAGAN Spencer E. - 3% 15% 33% 33% 15% 2%
33 GILLISON Edward L. 4% 22% 40% 26% 7% 1%
34 BISEN Aryaman 21% 45% 28% 5% - -
35 CONROY John L. 20% 43% 29% 8% 1% -
36 KOPPE Benjamin 13% 37% 35% 13% 2% -
37 WESTON Tom 24% 40% 26% 9% 2% - -
38 ESTRADA Luke 76% 22% 2% - - - -

Explanation

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.