Giravanz Kitakyushu vs Fagiano Okayama analysis

Giravanz Kitakyushu Fagiano Okayama
55 ELO 59
-1.3% Tilt -5.7%
3482º General ELO ranking 1593º
64º Country ELO ranking 29º
ELO win probability
40.1%
Giravanz Kitakyushu
28.5%
Draw
31.4%
Fagiano Okayama

Possible results

Probability of each exact result
Probability of each margin of victory
40.1%
Win probability
Giravanz Kitakyushu
1.22
Expected goals
6-0
<0%
+6
<0%
5-0
0.2%
6-1
<0%
+5
0.3%
4-0
1%
5-1
0.2%
6-2
<0%
+4
1.2%
3-0
3.1%
4-1
1%
5-2
0.1%
+3
4.3%
2-0
7.7%
3-1
3.3%
4-2
0.5%
5-3
<0%
+2
11.6%
1-0
12.7%
2-1
8.1%
3-2
1.7%
4-3
0.2%
5-4
<0%
+1
22.7%
28.5%
Draw
0-0
10.4%
1-1
13.2%
2-2
4.2%
3-3
0.6%
4-4
<0%
0
28.5%
31.4%
Win probability
Fagiano Okayama
1.04
Expected goals
0-1
10.9%
1-2
6.9%
2-3
1.5%
3-4
0.2%
-1
19.4%
0-2
5.7%
1-3
2.4%
2-4
0.4%
3-5
0%
-2
8.5%
0-3
2%
1-4
0.6%
2-5
0.1%
-3
2.7%
0-4
0.5%
1-5
0.1%
2-6
0%
-4
0.7%
0-5
0.1%
1-6
0%
-5
0.1%
0-6
0%
-6
<0%

ELO Graph/Inclination

← Defensive Tilt Attacking →
Giravanz Kitakyushu
+18%
-4%
Fagiano Okayama

ELO progression

Giravanz Kitakyushu
Fagiano Okayama
Next opponents in ELO points

Matches

Giravanz Kitakyushu
Giravanz Kitakyushu
1%
X%
2%
ELO ELO Cont. ▵ELO ±ELO
15 Sep. 2013
KAT
Kataller Toyama
0 - 0
Giravanz Kitakyushu
GIR
37%
27%
36%
55 49 6 0
08 Sep. 2013
GAI
Gainare Tottori
0 - 2
Giravanz Kitakyushu
GIR
30%
25%
46%
54 45 9 +1
05 Sep. 2013
ROA
Roasso Kumamoto
1 - 2
Giravanz Kitakyushu
GIR
42%
26%
32%
54 50 4 0
01 Sep. 2013
GIR
Giravanz Kitakyushu
2 - 3
Vissel Kobe
VIS
20%
25%
56%
54 69 15 0
21 Aug. 2013
GIR
Giravanz Kitakyushu
2 - 0
Gifu
GIF
62%
22%
16%
54 45 9 0

Matches

Fagiano Okayama
Fagiano Okayama
1%
X%
2%
ELO ELO Cont. ▵ELO ±ELO
15 Sep. 2013
FAG
Fagiano Okayama
2 - 1
Matsumoto Yamaga
MAT
50%
26%
24%
59 58 1 0
08 Sep. 2013
FAG
Fagiano Okayama
2 - 1
Gifu
GIF
68%
19%
12%
59 45 14 0
01 Sep. 2013
CON
Consadole Sapporo
2 - 2
Fagiano Okayama
FAG
49%
27%
25%
59 56 3 0
25 Aug. 2013
FAG
Fagiano Okayama
1 - 3
Tochigi
TOC
57%
24%
19%
60 54 6 -1
21 Aug. 2013
KYO
Kyoto Sanga
2 - 4
Fagiano Okayama
FAG
59%
24%
17%
59 62 3 +1
X