Liudmila Samsonova vs Bernarda Pera – Second Round – Preview & Prediction | 2023 Indian Wells Masters
Click here for today’s sports betting tips from our expert analysts!
THE FACTS
When is Liudmila Samsonova vs Bernarda Pera on and what time does it start? Liudmila Samsonova vs Bernarda Pera will take place on Saturday 11th March, 2023 – not before 20:15 (UK)
Where is Liudmila Samsonova vs Bernarda Pera taking place? Liudmila Samsonova vs Bernarda Pera will take place at the Indian Wells Tennis Garden in California, USA
What surface is Liudmila Samsonova vs Bernarda Pera being played on? Liudmila Samsonova vs Bernarda Pera will take place on an outdoor hard court
Where can I get tickets for Liudmila Samsonova vs Bernarda Pera? Visit this link for the latest ticket information for Liudmila Samsonova vs Bernarda Pera
What channel is Liudmila Samsonova vs Bernarda Pera on in the UK? Liudmila Samsonova vs Bernarda Pera will be televised live on the Amazon Prime app on Smart TVs
Where can I stream Liudmila Samsonova vs Bernarda Pera in the UK? Amazon Prime subscribers can stream Liudmila Samsonova vs Bernarda Pera live on Prime Video
THE PREDICTION
24-year-old Liudmila Samsonova comes into Indian Wells at a career-high WTA world ranking of 12th after recently finishing runner-up to Belinda Bencic at the Abu Dhabi Open. The Russian ended last season as one of the most in-form players on tour with three titles claimed on hardcourts at the Citi Open, Cleveland Championships and Tokyo Open but she comes off a humbling by Iga Swiatek at the Dubai Masters last month, where she took just one game in a round of 16 hammering. 28-year-old Bernarda Pera will set a new career-high of around 39th after overcoming Lucia Bronzetti in three sets on Thursday and there is a chance of an upset here if the American gathers a big partisan crowd on Saturday. Samsonova beat Pera comfortably in the semi-finals of Cleveland last season and that suggests backing her to win in two is still the reasonable pick here, although an outright call would be sensible for an accumulator,
