Baltika
Akron Togliatti
Apr 27 18:00
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LIVE
Kaliningrad Stadium hosts a Monday Russian Premier League fixture as FK Baltika from Russia's westernmost exclave of Kaliningrad welcome Akron Togliatti. Baltika occupy the unique position of playing all home matches in the westernmost city in Russia, geographically separate from the mainland. Akron Togliatti, from the Volga city that produces the Lada, are one of the Russian Premier League's more recently elevated clubs.
Predictions & Tips
Form Guide
Baltika
WDDDD
Baltika, the Baltic Sea club have had a competitive Russian Premier League campaign even from their unique geographical position. Navigating their past seven league encounters without defeat, reflects a side with enough quality to compete in the upper echelons of Russian football's top-flight. The hosts’ currently place 4th in the division with 46 points from 26 encounters and an impressive defensive unit that's only conceded 16 times. At Kaliningrad Stadium, away from the Russian mainland, they generate real home advantage.
Akron Togliatti
LLLDD
Akron, the Volga car-city club have found consistency difficult in the Russian Premier League and are still struggling to stamp a foot on proceedings in what's turned out to be a challenging campaign. The visitors’ are among the sides navigating a mid-table berth with a miserly 24 points accumulated from their 26 rounds of fixtures. In terms of form, they're without a victory in eight straight league games; suffering five defeats at full-time in the period. Away at Baltika's unusual Kaliningrad setting, they face both a competitive side and a logistically demanding trip.
Prediction
Baltika's home advantage and their slightly superior form recently gives them the upper hand in this Russian Premier League fixture.
What are the best odds for the game?
Baltika are given 1.64 odds to win at home, while Akron are pegged at 5.00 for the away win. A draw is factored at 3.47 odds.
Poll: Who Will Win?
While we've offered our projections, it's important you make your final decision having considered all angles.



