Análisis Tormenta vs West Virginia Chaos
Resultados posibles
Probabilidad de cada resultado exacto
Probabilidad de cada diferencia de goles
78%
Probabilidad gana
2.39
Goles esperados
9-0
<0%
+9
<0%
8-0
0.1%
9-1
<0%
+8
0.2%
7-0
0.5%
8-1
0.1%
+7
0.5%
6-0
1.3%
7-1
0.3%
8-2
<0%
+6
1.6%
5-0
3.4%
6-1
0.8%
7-2
0.1%
+5
4.2%
4-0
7.1%
5-1
1.9%
6-2
0.2%
7-3
<0%
+4
9.2%
3-0
11.8%
4-1
4%
5-2
0.5%
6-3
<0%
+3
16.4%
2-0
14.9%
3-1
6.7%
4-2
1.1%
5-3
0.1%
+2
22.8%
1-0
12.4%
2-1
8.4%
3-2
1.9%
4-3
0.2%
5-4
<0%
+1
23%
15%
Empate
0-0
5.2%
1-1
7%
2-2
2.4%
3-3
0.4%
4-4
<0%
0
15%
7%
Probabilidad gana
0.57
Goles esperados
0-1
2.9%
1-2
2%
2-3
0.4%
3-4
0.1%
-1
5.4%
0-2
0.8%
1-3
0.4%
2-4
0.1%
-2
1.3%
0-3
0.2%
1-4
0.1%
-3
0.2%
0-4
0%
-4
<0%
Progresión del ELO
Rivales próximos en puntos de ELO
Partidos
Tormenta
|
1%
X%
2%
|
ELO | ELO Cont. | ▵ELO | ±ELO | |
|---|---|---|---|---|---|
| 24 jun. 2016 |
TOR
1 - 0
SWV
74%
17%
9%
|
48 | 36 | 12 | 0 |
| 19 jun. 2016 |
CAR
0 - 1
TOR
33%
25%
43%
|
48 | 41 | 7 | 0 |
| 17 jun. 2016 |
CHA
0 - 2
TOR
62%
21%
17%
|
47 | 52 | 5 | +1 |
| 12 jun. 2016 |
TOR
0 - 1
SCU
80%
14%
6%
|
47 | 27 | 20 | 0 |
| 04 jun. 2016 |
TOR
0 - 1
PEA
85%
11%
4%
|
47 | 18 | 29 | 0 |
Partidos
West Virginia Chaos
|
1%
X%
2%
|
ELO | ELO Cont. | ▵ELO | ±ELO | |
|---|---|---|---|---|---|
| 25 jun. 2016 |
SCU
2 - 1
WES
46%
22%
32%
|
30 | 30 | 0 | 0 |
| 17 jun. 2016 |
WES
1 - 1
CAR
22%
23%
55%
|
30 | 41 | 11 | 0 |
| 10 jun. 2016 |
WES
2 - 0
RIV
68%
18%
15%
|
29 | 21 | 8 | +1 |
| 05 jun. 2016 |
TRI
6 - 0
WES
34%
22%
44%
|
31 | 26 | 5 | -2 |
| 03 jun. 2016 |
WES
1 - 2
SCU
63%
19%
18%
|
32 | 26 | 6 | -1 |