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Career Comparison

N/A

Team

Jan 2002

Competitive Since

Feb 2009

130

Tournaments

135

397

Series

445

2238

World #23

Current Elo

2303

World #17

2249

Dec 2023

Highest Elo

2315

Nov 2024

Elo Comparison

Previous Encounters

5 (38%)

Won by Capoch

13

Series against each other

8 (62%)

Won by dogao

History

br dogao

2277 +3 2280

+3

1

vs.

0

57% - Prediction - 43%

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ar Capoch

2228 −3 2225

−3

br dogao

2257 +8 2265

+4+4+4−4

3

vs.

1

54% - Prediction - 46%

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ar Capoch

2226 −8 2218

−4−4−4+4

br dogao

2254 +16 2270

+4+4+4+4

4

vs.

0

56% - Prediction - 44%

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ar Capoch

2213 −16 2197

−4−4−4−4

ar Capoch

2206 −8 2198

−4−4

0

vs.

2

44% - Prediction - 56%

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br dogao

2247 +8 2255

+4+4

ar Capoch

2195 −12 2183

−4−4−4

0

vs.

3

44% - Prediction - 56%

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br dogao

2238 +12 2250

+4+4+4

br dogao

2204 +4 2208

+4+4+4−4−4

3

vs.

2

51% - Prediction - 49%

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ar Capoch

2194 −4 2190

−4−4−4+4+4

ar Capoch

2156 +9 2165

+5+5+5−3−3

3

vs.

2

44% - Prediction - 56%

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br dogao

2200 −9 2191

−5−5−5+3+3

br dogao

2207 −1 2206

+3+3+3−5−5

3

vs.

2

63% - Prediction - 37%

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ar Capoch

2118 +1 2119

−3−3−3+5+5

dogao still lost points to Capoch, because the victory was closer than expected.

ar Capoch

2159 +10 2169

+5+5

2

vs.

0

39% - Prediction - 61%

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br dogao

2235 −10 2225

−5−5

br dogao

2239 −7 2232

+3−5−5

1

vs.

2

61% - Prediction - 39%

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ar Capoch

2158 +7 2165

−3+5+5

ar Capoch

2140 +1 2141

+5+5−3−3−3

2

vs.

3

37% - Prediction - 63%

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br dogao

2235 −1 2234

−5−5+3+3+3

dogao still lost points to Capoch, because the victory was closer than expected.

ar Capoch

2093 +10 2103

+5+5

2

vs.

0

33% - Prediction - 67%

Show Details

br dogao

2217 −10 2207

−5−5

br dogao

2218 −7 2211

+3−5−5

1

vs.

2

68% - Prediction - 32%

Show Details

ar Capoch

2087 +7 2094

−3+5+5

Win Probability

For a Single Game

41% for Capoch

Based on a −65 Elo difference.

Capoch would get +5 for each victory and lose −3 for each defeat.

59% for dogao

Based on a +65 Elo difference.

dogao would get +3 for each victory and lose −5 for each defeat.

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