Biography
What’s the height and weight of this extraordinary actor? Kate Flannery has a phenomenal body, to be sure. Below is a list of all her known body measurements and more!
Kate was born June 10, 1964 in Philadelphia, Pennsylvania and she holds a degree from the University of the Arts. She had several roles in late 1990’s but gained notoriety thanks to The Office starting in 2005. She also played in OK K.O.! Let’s Be Heroes, Slow Learners, and Foshbowl California. Flannery currently lives in Los Angeles, California.
Personal Life: Kate has been in a relationship with NBC photographer Chris Haston since 2006. When they met, Haston was a stills photographer on “The Office.” Flannery is good friends with Jane Lynch and has served as her sidekick on the “See Jane Sing” tour; Kate also performed on Jane’s 2016 Christmas album, “A Swingin’ Little Christmas,” which reached #8 on the “Billboard” Jazz Albums chart. Flannery used to be the musical director of the Los Angeles Drama Club, where she taught Shakespeare to children.
Body Measurements Table
All body measurements you might be interested in can be found in the table below. For example height, weight and dress size.
| Height | 163 cm, 5'4" (feet & inches) |
|---|---|
| Weight | 67.25 kg, 148 pounds |
| Cup Size (US) | C |
| Bra Size (US) | 34C |
| Shoe Size (US) | 7.5 |
| Body Shape | Hourglass |
| Dress Size (US) | 10 |
| Breasts-Waist-Hips (Inches) | 37-29-37 |
| Breasts-Waist-Hips (cm) | 94-74-94 |
| Implants or Natural (Breasts) | N/A |
Kate Flannery Net Worth
Kate Flannery has an estimated net worth of $4 million.
Quotes
"Well, one of the things I love about 'The Office' is that it has so much heart."
Kate Flannery
"I think the genetics of being Irish are that you sort of prefer when it's rainy and cloudy. It's just genetic."
"I feel like I'm the luckiest actress in the world."
"I do have a lot of female friends who are stand-ups and also women who are actresses and also happen to have an act."
"It's easy for people to strike if they're not working on a regular basis."
