Episode 243e: Australian Open - Previewing the Finals
The 2020 Australian Open finals are set, and Ben is joined by longtime friends of the show Nick McCarvel and Matt Trollope to predict who will leave Melbourne with the trophies.
The women's final pits Sofia Kenin against Garbine Muguruza, meaning a largely unknown quantity against an often unpredictable one. How will they each handle this occasion?
The men's final represents another chance for Dominic Thiem to break through the stranglehold of the Big Three, but he'll need to beat the toughest Melbourne customer in Novak Djokovic to do so.
If you'd like to support our show, we just launched an NCR Patreon where you can do just that! Check out our five tiers and see which might be right for you!
As always, thanks for liking us on Facebook (leave comments on the episode thread! Engage with other listeners!), following us on Twitter (discuss this episode with hashtag #NCRAusOpen!), and subscribing/reviewing on iTunes on iTunes or whatever your podcasting app/platform of choice may be.
More description
The 2020 Australian Open finals are set, and Ben is joined by longtime friends of the show Nick McCarvel and Matt Trollope to predict who will leave Melbourne with the trophies.
The women's final pits Sofia Kenin against Garbine Muguruza, meaning a largely unknown quantity against an often unpredictable one. How will they each handle this occasion?
The men's final represents another chance for Dominic Thiem to break through the stranglehold of the Big Three, but he'll need to beat the toughest Melbourne customer in Novak Djokovic to do so.
If you'd like to support our show, we just launched an NCR Patreon where you can do just that! Check out our five tiers and see which might be right for you!
As always, thanks for liking us on Facebook (leave comments on the episode thread! Engage with other listeners!), following us on Twitter (discuss this episode with hashtag #NCRAusOpen!), and subscribing/reviewing on iTunes on iTunes or whatever your podcasting app/platform of choice may be.
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