KHL · Thursday, 15 October, MSK

Lada — SKA St. Petersburg

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Model prediction for 15 October

Lada24%
Draw in regulation20%
SKA St. Petersburg56%
Model estimate at MSK

In short

SKA St. Petersburg are clear favourites: 69% to win including overtime and shootout.

5.4 goals expected in total — close to the competition average (5.2).

Over 5.5 goals in regulation — 50%.

Why

  • SKA St. Petersburg are more dangerous in attack: 3.2 expected goals against 2.2.

Facts

  • League table: Lada — No. 22, 6 pts; SKA St. Petersburg — No. 9, 17 pts. A gap of 11 pts.
  • Lada: 5 defeats in a row; SKA St. Petersburg: 4 defeats in a row.
  • Last 5 meetings: Lada 0 wins, SKA St. Petersburg 5.

Probabilities

Expected goals: Lada — SKA St. Petersburg2.2–3.2
Lada to win (incl. OT and shootout)31%
SKA St. Petersburg to win (incl. OT and shootout)69%
Total over 5.5 (regulation)50%
Total under 5.5 (regulation)50%

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Form

Lada

  • 12.10away · Khabarovsk0:1
  • 10.10away · Vladivostok3:4 OT
  • 05.10Shanghai0:5
  • 02.10away · Avangard Omsk1:4
  • 30.09away · Yekaterinburg1:3

SKA St. Petersburg

  • 13.10away · Cherepovets0:2
  • 11.10away · Dynamo Moscow3:4 OT
  • 08.10away · Dinamo Minsk2:4
  • 06.10Cherepovets2:5
  • 03.10Vladivostok6:5 SO

Head to head

  • 09.09.2026SKA St. Petersburg — Lada2:1 OT
  • 05.09.2026SKA St. Petersburg — Lada4:3 OT
  • 12.01.2026Lada — SKA St. Petersburg3:4 SO
  • 07.01.2026SKA St. Petersburg — Lada5:4 OT
  • 21.09.2025Lada — SKA St. Petersburg0:3

Full record: 17 meetings →

Table

Table «Overall», season 2026/27
#TeamPWOTLLGoals+/−Pts
8, Playoffs: top 8 in each conferenceShanghai1281336–29+717
9, Playoffs: top 8 in each conferenceSKA St. Petersburg1481547–44+317
10, Playoffs: top 8 in each conferenceKhabarovsk1581624–22+217
21Sochi14301119–49-306
22Lada15141024–59-356

Season 2026/27 · 2 points for a win, 1 for an overtime or shootout loss

Full table

KHL on the same day

This is the model’s statistical estimate, not a recommendation. An outcome at 56% will not happen in roughly 44 matches out of 100. How to read probabilities →