League Two . Jor. 25

Newport County vs Cheltenham Town analysis

Newport County Cheltenham Town
56 ELO 55
-10.9% Tilt -4%
1918º General ELO ranking 2560º
11º Country ELO ranking 87º
ELO win probability
42.3%
Newport County
27.6%
Draw
30.1%
Cheltenham Town

Possible results

Probability of each exact result
Probability of each margin of victory
42.3%
Win probability
Newport County
1.31
Expected goals
7-0
<0%
+7
<0%
6-0
0.1%
7-1
<0%
+6
0.1%
5-0
0.3%
6-1
0.1%
+5
0.4%
4-0
1.1%
5-1
0.3%
6-2
<0%
+4
1.5%
3-0
3.5%
4-1
1.2%
5-2
0.2%
6-3
<0%
+3
4.9%
2-0
8%
3-1
3.7%
4-2
0.6%
5-3
0.1%
+2
12.4%
1-0
12.3%
2-1
8.5%
3-2
2%
4-3
0.2%
5-4
<0%
+1
23%
27.6%
Draw
0-0
9.4%
1-1
13%
2-2
4.5%
3-3
0.7%
4-4
0.1%
0
27.6%
30.1%
Win probability
Cheltenham Town
1.06
Expected goals
0-1
9.9%
1-2
6.9%
2-3
1.6%
3-4
0.2%
4-5
0%
-1
18.6%
0-2
5.2%
1-3
2.4%
2-4
0.4%
3-5
0%
-2
8.1%
0-3
1.8%
1-4
0.6%
2-5
0.1%
-3
2.6%
0-4
0.5%
1-5
0.1%
2-6
0%
-4
0.6%
0-5
0.1%
1-6
0%
-5
0.1%
0-6
0%
-6
<0%

ELO Graph/Inclination

← Defensive Tilt Attacking →
Newport County
-21%
-1%
Cheltenham Town

ELO progression

Newport County
Cheltenham Town
Next opponents in ELO points

Matches

Newport County
Newport County
1%
X%
2%
ELO ELO Cont. ▵ELO ±ELO
29 Dec. 2019
NEW
Newport County
1 - 1
Leyton Orient
LEY
53%
25%
23%
56 50 6 0
26 Dec. 2019
EXE
Exeter City
1 - 0
Newport County
NEW
48%
26%
26%
57 59 2 -1
21 Dec. 2019
MOR
Morecambe
2 - 1
Newport County
NEW
23%
26%
51%
57 45 12 0
14 Dec. 2019
NEW
Newport County
1 - 1
Stevenage
STE
58%
24%
18%
57 50 7 0
07 Dec. 2019
BRA
Bradford City
1 - 0
Newport County
NEW
34%
27%
39%
58 53 5 -1

Matches

Cheltenham Town
Cheltenham Town
1%
X%
2%
ELO ELO Cont. ▵ELO ±ELO
29 Dec. 2019
NOR
Northampton
1 - 1
Cheltenham Town
CHE
48%
26%
26%
55 57 2 0
26 Dec. 2019
CHE
Cheltenham Town
0 - 1
Plymouth Argyle
PLY
54%
24%
22%
56 56 0 -1
21 Dec. 2019
POR
Port Vale
1 - 1
Cheltenham Town
CHE
40%
27%
33%
56 54 2 0
14 Dec. 2019
CHE
Cheltenham Town
1 - 1
Cambridge United
CAM
65%
20%
15%
56 51 5 0
07 Dec. 2019
MAN
Mansfield Town
0 - 3
Cheltenham Town
CHE
47%
26%
27%
55 56 1 +1
X