Alexia Wawrinka Height, Weight, Net Worth, Age, Birthday, Wikipedia, Who, Instagram, Biography

Alexia Wawrinka is the little girl of an acclaimed proficient Swiss tennis player Stan Wawrinka.

She is among those star kids who have been rational and is adored my a large portion of the individuals who typically know and see her.

Alexia is an extremely adorable and cherishing girl as she is consistently with her dad Stan when he is contending and is consistently close by causing him out and spurring him.

Alexia Wawrinka as of late has been on the feature in view of her celebrated appearance in the game close by her dad and causing him out during his game.

Since her initial age, she has been putting her on the map appearance in the game and has gotten the eyes of numerous individuals.

Name Alexia Wawrinka
Birthday February 12, 2010
Age 10
Gender Female
Height
Nationality Swiss
Parents Stan Wawrinka(Father) Ilham Vuilloud(Mother)
Net Worth Above $16 million
Married/Single Single
Instagram @alexia.wawrinka

Alexia Wawrinka was born on February 12, 2010, in Lausanne, Switzerland.

Her age starting at 2020 is only 10 years of age yet she is eager about her dad’s down and is consistently there to help him.

She is the girl of tennis player Stan Wawrinka and swiss TV moderator Ilham Vuilloud.

Notwithstanding being a star kid, she isn’t a lot of well known, so she isn’t accessible on Wikipedia yet.

Alexia’s folks got hitched in 2009 yet following 6 years, they took their conjugal life in 2015.

Her stature is roughly 4 feet and 6 inches tall which is about 1.29m.

Alexia has avoided a wide range of online media yet she has showed up in her dad’s Instagram account on various occasions.

Her dad Stan was dating Donna Vekic after his separation yet they too cut off their association in 2019.

Alexia’s dad’s total assets is in excess of 16 million dollars starting at 2020 anyway there has been no authority news about Alexia’s total assets.

She holds double ethnicity; one of Switzerland and another of german since her dad holds double identity.