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Optibet Latvijas Čempionāts 21/22

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Optibet Latvijas Čempionāts 21/22

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Middle-Blocker

Optibet Latvijas Čempionāts 21/22 Best players MIDDLE BLOCKER

Player

Played

Block

Serve

Attack

Ranking

Tot

Bl ind.

Tot

Sv ind.

Tot

Sp ind.

Index

Kuzmin Danila
(Daugavpils Universitāte/Ezerzeme)

0,0177

0,0213

3,1111

0,52772

Zelčs Reinis
(Vecumnieki)

0,0118

187

0,0096

162

28,0494

0,47639

Žolnerovičs Devids
(Daugavpils Universitāte/Ezerzeme)

0,0207

0,0052

8,8846

0,47481

Catlakšs Leo
(VK Biolars/Jelgava MSĢ)

104

0,0147

247

0,0039

125

235

33,5532

0,47451

Adamovičs Zigurds
(Jēkabpils Lūši)

0,0209

0,0033

11,7391

0,47181

Klopovs Oļegs
(Augšdaugava)

0,0191

0,0043

8,8983

0,46129

Podkalns Mikus
(VK Ozolnieki)

0,0117

249

0,0063

151

27,7417

0,45949

Blumbergs Vladislavs
(Jēkabpils Lūši)

0,0143

0,0088

11,1702

0,45899

Vilmanis Raimonds
(Rīgas Tehniskā Universitāte)

0,0153

196

0,006

193

15,6269

0,4586

Gulbis Sandris
(Kuldīgas NSS)

0,0162

139

0,0038

144

17,6181

0,45629

Talikovs Konstantins
(Rīgas Tehniskā Universitāte)

0,0185

0,0037

5,9859

0,44996

Grudulis Armands
(Vecumnieki)

0,0106

264

0,0053

119

28,1513

0,44853

Laumanis Ivo
(Kuldīgas NSS)

0,0179

141

0,0019

105

7,2

0,4397

Keišs Zigmārs
(VK Ozolnieki)

0,0127

193

0,0047

121

248

17,0323

0,43877

Marčenko Konstantīns
(Augšdaugava)

0,0113

206

0,003

103

168

26,0714

0,43734

Formanickis Aleksejs
(Augšdaugava)

0,011

135

0,0061

17,1852

0,43637

Gabranovs Jānis
(VK Ozolnieki)

0,0112

187

0,0076

105

277

10,6137

0,43339

Samuilovs Aleksandrs
(Augšdaugava)

0,0075

207

0,0068

221

361

24,9557

0,43198

Puga Oskars
(VK Ventspils)

0,0116

191

0,0048

110

235

15,3362

0,42995

Pallo Jānis
(VK Biolars/Jelgava MSĢ)

0,014

149

0,0036

10,1064

0,4296

Aukmanis Pēteris
(VK Ventspils)

0,0122

153

0,0018

137

18,9781

0,42508

Kļaviņš Verners
(VK Biolars/Jelgava MSĢ)

0,0094

160

0,0047

14,5568

0,41575

Zemturis Renārs
(Aizpute)

0,0084

156

0,004

135

13,3333

0,40429

Nātriņš Dāvis
(Rīgas Tehniskā Universitāte)

0,005

194

0,0087

10,1196

0,40191

Gertners Valters
(VK Ventspils)

0,0085

0,0042

10,6154

0,40154

Stebulis Klāvs
(Kuldīgas NSS)

0,0138

1,6667

0,39692

Bogdānovs Andis
(VK Ventspils)

0,0114

0,0007

6,0698

0,3942

Selivanovs Marats
(Rīgas Volejbola skola)

0,0078

0,0039

3,3721

0,38429

Nazarovs Antons
(Daugavpils Universitāte/Ezerzeme)

0,0073

0,0029

7,8947

0,38422

Cinovskis Rūdolfs
(Aizpute)

0,0043

0,0032

17,5238

0,3838

Šmits Niks
(VK Biolars/Jelgava MSĢ)

0,0081

0,0008

9,5

0,38118

Eglītis Klāvs
(Kuldīgas NSS)

0,0076

0,0015

5,8974

0,37607

Jāvalds Askolds
(VK Ventspils)

0,0075

9,2308

0,37371

Slavēns Gatis
(RTU/Robežsardze/Jūrmala)

0,0068

0,0014

1,68

0,36394

Janišons Jorens
(Vecumnieki)

0,0055

0,0027

6,4286

0,36051

Freibergs Arnolds
(Kuldīgas NSS)

0,004

0,4

0,35849

Gleizups Gustavs
(Aizpute)

0,005

0,0012

3,6

0,35675

Griestiņš Gvido
(VK Ozolnieki)

0,0032

119

0,0036

11,1176

0,35203

Miķelsons Artūrs
(Rīgas Volejbola skola)

0,0042

0,0014

2,4

0,35102

Maksimovs Mareks
(Rīgas Tehniskā Universitāte)

0,0031

0,0008

7,84

0,35068

Aisens Timurs
(Augšdaugava)

0,0011

0,0044

1,7143

0,34718

Dzenis Jēkabs
(RTU/Robežsardze/Jūrmala)

0,002

5,3103

0,3464

Čanders Jānis
(Aizpute)

0,0049

0,34478

Lapkovskis Arnis
(Augšdaugava)

0,0045

0,0011

-3

0,34326

Tīsis Kristiāns Jānis
(VK Biolars/Jelgava MSĢ)

0,0021

0,0016

3,6364

0,34252

Puharts Edvards Andris
(Rīgas Volejbola skola)

0,0027

0,0007

4,4444

0,33614

Voroņko Maksims
(Rīgas Volejbola skola)

0,0019

-4

0,32916

Skrickis Mārtiņš
(Kuldīgas NSS)

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: