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3E

3. Liga - East

SlovakiaSlovakia
Start Date
2026-08-08
End Date
2027-05-30
2.91
GOALS AVG
70
MATCHES
14
TEAMS
53%
HOME WINS
19%
DRAW
29%
AWAY WINS
Card stats based on3. Liga - East2026/2027

Standings

Standings

#TeamPWDLGFGAGDPTSForm
1
Lokomotíva Košice
Lokomotíva Košice
10631174+1321
2
Medzev
Medzev
106132115+619
3
Raslavice
Raslavice
106131413+119
4
Stará Ľubovňa
Stará Ľubovňa
105322112+918
5
Lipany
Lipany
105232312+1117
6
Poprad
Poprad
105141511+416
7
Partizán Bardejov
Partizán Bardejov
105141716+116
8
Spišská Nová Ves
Spišská Nová Ves
105141312+116
9
MSK Tesla Stropkov
MSK Tesla Stropkov
104241511+414
10
Slávia TU Košice
Slávia TU Košice
104152120+113
11
Snina
Snina
10253912-311
12
Vranov nad Topľou
Vranov nad Topľou
103161025-1510
13
Slovan Sabinov
Slovan Sabinov
10136315-126
14
Kežmarok
Kežmarok
10019526-211
PromotionPossible Relegation

Computed from this table: 70 matches played and 204 goals scored, 2.91 per game. The most productive attack belongs to Lipany (23); the meanest defence is Lokomotíva Košice's (4 conceded). Top to bottom, the table spans 20 points.

Fixtures

Matches

10 Oct 26
Full Time
Spišská Nová Ves
Spišská Nová Ves
1
Medzev
Medzev
2
Full Time
Lipany
Lipany
1
Poprad
Poprad
1
Full Time
Partizán Bardejov
Partizán Bardejov
1
Vranov nad Topľou
Vranov nad Topľou
2
Full Time
Stará Ľubovňa
Stará Ľubovňa
1
Snina
Snina
1
Full Time
Slovan Sabinov
Slovan Sabinov
0
Lokomotíva Košice
Lokomotíva Košice
2
11 Oct 26
Full Time
Slávia TU Košice
Slávia TU Košice
3
Kežmarok
Kežmarok
1
Full Time
MSK Tesla Stropkov
MSK Tesla Stropkov
1
Raslavice
Raslavice
0

Top Scorers

Player Statistics

No player stats available

Tournament Overview

Current Season 2026/2027

Current leader

Key Dates

Season started on August 8, 2026

Teams Competing

14 teams compete in the 3. Liga - East 2026/2027

Historical Seasons

Season pulse

  • ·Goals per match: 2.91 (70 matches played)
  • ·Best attack: Lipany — 2.3 per match
  • ·Best defence: Lokomotíva Košice — 0.4 per match
  • ·Leader: Lokomotíva Košice — 21 points (+2 over Medzev)

How we calculate this