Click here for today’s sports betting tips from our expert analysts!
THE FACTS
When is Emil Ruusuvuori vs Alexander Bublik on and what time does it start? Emil Ruusuvuori vs Alexander Bublik will take place on Thursday 22nd September, 2022 – not before 12:20 (UK)
Where is Emil Ruusuvuori vs Alexander Bublik taking place? Emil Ruusuvuori vs Alexander Bublik will take place at Arenes de Metz in Metz, France
What surface is Emil Ruusuvuori vs Alexander Bublik being played on? Emil Ruusuvuori vs Alexander Bublik will take place on an indoor hard court
Where can I get tickets for Emil Ruusuvuori vs Alexander Bublik? Visit this link for the latest ticket information for Emil Ruusuvuori vs Alexander Bublik
What channel is Emil Ruusuvuori vs Alexander Bublik on in the UK? Emil Ruusuvuori vs Alexander Bublik will be televised live on the Amazon Prime app on Smart TVs
Where can I stream Emil Ruusuvuori vs Alexander Bublik in the UK? Amazon Prime subscribers can stream Emil Ruusuvuori vs Alexander Bublik live on the Prime Video app, while Tennis TV subscribers can also stream the match live
THE PREDICTION
World number 51 Emil Ruusuvuori beat Jiri Lehecka in straight sets on Tuesday to get his Moselle Open campaign underway strongly. The 23-year-old snapped a three-match losing streak in doing so and he will be desperate to double-down here to win back-to-back matches for the first time since early August when he stunned Hubert Hurkacz at the Citi Open. World number 44 Alexander Bublik came back from a set down to beat Evan Furness on Wednesday, backing up some strong performances from his time at the Davis Cup last week playing for Kazakhstan. The 25-year-old competed well with the likes of Taylor Fritz and as part of an effective Kazakh doubles team in indoor conditions that suit his fierce serve and he will fare a good chance of beating Ruusuvuori for the first time here. The Finn leads their head-to-bead record 2-0 so far after most recently winning their encounter on clay in Barcelona in April but back Bublik to earn at least a set in these conditions.