Unbrokendeild Karla 2026-2027

Competition

Unbrokendeild Karla 2026-2027 Best players MIDDLE BLOCKER
PlayerPlayedBlockBlockServeServeAttackAttackRanking
  MS#=/TotBl ind.Bl ind.#=/TotSv ind.Sv ind.#=/TotSp ind.Sp ind.Index

1

Leonardo Aballay
(Þróttur Fjarðabyggð)

5

23

14

18

2

50

0,0139

0,0139

10

12

8

82

0,0179

0,0179

43

9

4

82

8,4146

8,4146

0,4975

2

Kristján Valdimarsson
(Hamar)

5

18

17

4

0

41

0,0208

0,0208

4

5

1

76

0,0061

0,0061

30

2

3

50

9

9

0,48029

3

Pétur Örn Sigurðsson
(Vestri)

6

26

13

21

1

61

0,0115

0,0115

3

12

11

100

0,0123

0,0123

44

11

5

96

7,5833

7,5833

0,45345

4

Sebastian Sævarsson Meyer
(Afturelding)

4

15

13

9

1

33

0,0192

0,0192

3

7

1

60

0,0059

0,0059

4

1

5

27

-1,1111

-1,1111

0,45297

5

Hafsteinn Valdimarsson
(Hamar)

5

18

13

13

1

48

0,0159

0,0159

3

2

1

62

0,0049

0,0049

28

1

2

46

9,7826

9,7826

0,44656

6

Benedikt Stefánsson
(Vestri)

6

26

13

17

3

58

0,0115

0,0115

0

10

6

69

0,0053

0,0053

34

4

6

63

9,9048

9,9048

0,42271

7

Sigurður Helgi Brynjúlfsson
(KA)

6

23

6

21

3

45

0,0056

0,0056

6

20

7

92

0,0122

0,0122

25

6

0

51

8,5686

8,5686

0,42042

8

Kjartan Fannar Grétarsson
(Þróttur Reykjavík)

5

21

10

11

1

45

0,0105

0,0105

5

8

3

63

0,0084

0,0084

19

6

7

49

2,5714

2,5714

0,42029

9

Tómas Davidsson
(KA)

6

24

16

12

2

51

0,015

0,015

1

4

0

66

0,0009

0,0009

35

6

4

77

7,7922

7,7922

0,41888

10

Ingólfur Waage Jónsson
(HK)

4

12

4

9

1

23

0,0065

0,0065

6

9

2

31

0,0131

0,0131

2

2

3

9

-4

-4

0,41557

11

Fjölnir Logi Halldórsson
(HK)

6

20

9

12

2

42

0,0103

0,0103

2

6

3

65

0,0057

0,0057

24

3

3

54

6,6667

6,6667

0,41245

12

Alexander Stefánsson
(Þróttur Reykjavík)

4

17

9

10

2

32

0,0114

0,0114

1

5

2

41

0,0038

0,0038

22

2

2

37

8,2703

8,2703

0,4122

13

Jómundur Örn Eyjólfsson
(Afturelding)

4

15

6

5

2

25

0,0089

0,0089

1

7

1

52

0,003

0,003

8

0

3

18

4,1667

4,1667

0,38729

14

Þorgeir Wuthitha
(Þróttur Fjarðabyggð)

5

23

4

12

1

33

0,004

0,004

3

16

3

64

0,006

0,006

9

0

3

25

5,52

5,52

0,37615

15

Valgeir Elís Hafþórsson
(Þróttur Reykjavík)

4

10

2

3

0

11

0,0029

0,0029

2

3

2

32

0,0059

0,0059

8

2

3

17

1,7647

1,7647

0,36396

16

Sergej Diatlovic
(Þróttur Reykjavík)

4

9

2

3

1

12

0,0027

0,0027

2

2

0

27

0,0027

0,0027

3

0

0

10

2,7

2,7

0,34919

17

Sigurður Hjaltason
(Hamar)

1

1

0

0

0

0

0

0

1

0

0

1

0,0056

0,0056

0

0

0

1

0

0

0,34382

18

Ágúst Máni Hafþórsson
(HK)

4

11

1

5

0

15

0,0019

0,0019

0

1

0

27

0

0

8

1

0

20

3,85

3,85

0,33484

19

Jorge Sanz Mora
(KA)

5

11

1

2

0

4

0,0011

0,0011

2

0

0

7

0,0023

0,0023

3

0

0

6

5,5

5,5

0,32504

20

Antonio Fernándes Ortiz
(Afturelding)

2

3

0

0

0

1

0

0

0

0

0

0

0

0

2

1

0

6

0,5

0,5

0,31985

21

Þórarinn Bergur Arinbjarnarson
(KA)

1

2

0

1

0

1

0

0

0

0

0

1

0

0

0

0

0

0

0

0

0,31911

22

Haukur Aðalsteinsson
(Þróttur Reykjavík)

1

1

0

0

0

1

0

0

0

0

0

1

0

0

0

0

0

0

0

0

0,31911

Ranking Calculation

Middle-Blocker

the ranking takes into account:

  • Serve Index (Sv ind.): positive serves divided the total points of both teams (ranking is available only if the player has made at least one serve per set)

  • Attack Index (Sp ind.): positive attacks minus negative attacks divided the total attacks (ranking is available only if the player has made at least three attacks per set)

  • Block Index (Bl ind.): positive blocks divided the total points of both teams

The final ranking is based on the final “index” which determines the impact of the role on the game, in other words the importance of the role towards the win probability. This final Index is calculated considering the indexes for each single skill (“ind.” columns) and a coefficient which indicates the “importance” of the role to determine the probability of success for the team. Each single skill index is calculated considering the positive and negative skills based on the number of points played from the teams and multiplied for a coefficient which indicates the importance of the skill for that role to determine the probability of success for the team. The icons next to each skill column give an idea about the “weight” of the skill determining the probability of success for the team in this role. The final Index is calculated also considering the following criteria:

  • Minimum number of Serves per set:  1

  • Minimum number of Spikes per set:  1

Serve

  • # serve ace

  • / half point

  • = serve error

Attack

  • # point

  • / blocked

  • = error

Block

  • # point

  • / invasion

  • = hand out

Filters applied

  • Minimum number of Matches played:  1