Riml, Jimmy

Detailed ELO rankings of the player, including development, statistics and trends.

Current Home Location: 
(AT) Innsbruck, BSA Innsbruck

Three Cushion ELO ranking of the player

5
Rank
---
Change to prev
5089
Pts
+51
Change to prev
Active
Status
82
Matches
34
Wins
0
Draws
48
Losses

Performance development chart & trend forecast

3000 4000 5000 6000 7000 HT #1HT #2HT #3HT #4SC '23HT #5HT #6HT #7HT #8HT #95150 ptsrank 45180 ptsrank 45181 ptsrank 45176 ptsrank 44557 ptsrank 154616 ptsrank 144600 ptsrank 164741 ptsrank 115038 ptsrank 55089 ptsrank 5

Trend line calculation: linear regression (method of least squares), initial value 5000 pts

Five Pins ELO ranking of the player

5
Rank
2
Change to prev
5155
Pts
-87
Change to prev
Active
Status
68
Matches
48
Wins
0
Draws
20
Losses

Performance development chart & trend forecast

3000 4000 5000 6000 7000 HT #1HT #2HT #3HT #4HT #5HT #6HT #7HT #8HT #95100 ptsrank 35249 ptsrank 35183 ptsrank 55137 ptsrank 55137 ptsrank 45185 ptsrank 45253 ptsrank 25242 ptsrank 35155 ptsrank 5

Trend line calculation: linear regression (method of least squares), initial value 5000 pts

One Cushion ELO ranking of the player

3
Rank
---
Change to prev
5096
Pts
+46
Change to prev
Active
Status
11
Matches
7
Wins
0
Draws
4
Losses

Performance development chart & trend forecast

3000 4000 5000 6000 7000 HT #1HT #25050 ptsrank 35096 ptsrank 3

Trend line calculation: linear regression (method of least squares), initial value 5000 pts

Balkline 47/2 ELO ranking of the player

1
Rank
---
Change to prev
5274
Pts
+24
Change to prev
Active
Status
11
Matches
10
Wins
0
Draws
1
Losses

Performance development chart & trend forecast

3000 4000 5000 6000 7000 HT #1HT #25250 ptsrank 15274 ptsrank 1

Trend line calculation: linear regression (method of least squares), initial value 5000 pts

Biathlon ELO ranking of the player

1
Rank
---
Change to prev
5300
Pts
---
Change to prev
Active
Status
8
Matches
7
Wins
0
Draws
1
Losses

Performance development chart & trend forecast

3000 4000 5000 6000 7000 HT #15300 ptsrank 1

Trend line calculation: linear regression (method of least squares), initial value 5000 pts