The Stats Zone
· Adam Evans

Maria Sakkari vs Mayar Sherif – Final – Preview & Prediction | 2022 Parma Ladies Open

Maria Sakkari vs Mayar Sherif – Final – Preview & Prediction | 2022 Parma Ladies Open

Click here for today’s sports betting tips from our expert analysts!

THE FACTS

When is Maria Sakkari vs Mayar Sherif on and what time does it start? Maria Sakkari vs Mayar Sherif will take place on Saturday 1st October, 2022 – not before 17:00 (UK)

Where is Maria Sakkari vs Mayar Sherif taking place? Maria Sakkari vs Mayar Sherif will take place at Tennis Club Parma in Parma, Italy

What surface is Maria Sakkari vs Mayar Sherif being played on? Maria Sakkari vs Mayar Sherif will take place on an outdoor clay court

Where can I get tickets for Maria Sakkari vs Mayar Sherif? Visit this link for the latest ticket information for Maria Sakkari vs Mayar Sherif

What channel is Maria Sakkari vs Mayar Sherif on in the UK? Maria Sakkari vs Mayar Sherif will be televised live on the Amazon Prime app on Smart TVs

Where can I stream Maria Sakkari vs Mayar Sherif in the UK? Amazon Prime subscribers can stream Maria Sakkari vs Mayar Sherif live on the Prime Video app

THE PREDICTION

World number seven Maria Sakkari beat Danka Kovinic in straight sets on Saturday to reach her first tour final since finishing runner-up to Iga Swiatek at Indian Wells back in March. The 27-year-old owns just one WTA title from the 2019 Rabat Open and it would do her ailing confidence the world of good to claim a second here as she aims to qualify for the WTA Finals for a second-successive season. World number 74 Mayar Sherif is through to her first ever WTA tour final after taking out in-form Ana Bogdan on Saturday and she will likely garner much of the support here as the severe underdog. The Egyptian deserves her place in this final after suffering several injuries at key moments of her career so far but Sakkari beat her in straight sets in their only previous encounter on tour at last year’s Qatar Open and backing the Greek to win outright looks the sensible option. Three sets seem likelier than two, though, and that could be a valuable alternative.