October 06, 2022 5:59 PM
Last modified date: October 06, 2022 10:48 PM
Adam Evans

Pedro Martinez vs Soonwoo Kwon – Quarter-Final – Preview & Prediction | 2022 Japan Open

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

THE FACTS

When is Pedro Martinez vs Soonwoo Kwon on and what time does it start? Pedro Martinez vs Soonwoo Kwon will take place on Friday 7th October, 2022 – not before 06:20 (UK)

Where is Pedro Martinez vs Soonwoo Kwon taking place? Pedro Martinez vs Soonwoo Kwon will take place at Ariake Coliseum in Tokyo, Japan

What surface is Pedro Martinez vs Soonwoo Kwon being played on? Pedro Martinez vs Soonwoo Kwon will take place on an outdoor hard court

Where can I get tickets for Pedro Martinez vs Soonwoo Kwon? Click here for the latest ticket information for Pedro Martinez vs Soonwoo Kwon

What channel is Pedro Martinez vs Soonwoo Kwon on in the UK? Pedro Martinez vs Soonwoo Kwon will be televised live on the Amazon Prime Video app on Smart TVs

Where can I stream Pedro Martinez vs Soonwoo Kwon in the UK? Amazon Prime subscribers can stream Pedro Martinez vs Soonwoo Kwon live on the Prime Video app, while Tennis TV subscribers can also stream the match live

THE PREDICTION

World number 68 Pedro Martinez came back from a set down to beat fellow Spaniard Jaume Munar on Wednesday. The 25-year-old claimed his maiden ATP title this season at the Chile Open on his favoured clay but he has impressed across surfaces this year and this looks a potential marathon match between two players keen on making every ball. 24-year-old Soonwoo Kwon is far better than his currently deflated ATP world ranking of 120th suggests and he proved that on Tuesday by taking out sixth-seed Alex de Minaur in straight sets. A three-set victory over Mackenzie McDonald is no easy task on a hardcourt and he looks the more comfortable of these two quarter-finalists in these conditions. Kwon only recently stunned Felix Auger-Aliassime at the Davis Cup Group Stages to prove what he can do and backing the South Korean to edge this outright seems a reasonable risk, although at least a set would be understandable inside an accumulator.

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