Funko Pop! Mad Men - Betty Draper #910
Funko Pop! Mad Men - Betty Draper #910
If you’re the type of person who believes it’s never too early to pour yourself a whiskey, especially at work, then you’re going to love Funko’s new range of Mad Men Pop! Vinyl Figures.
Primarily set in the 1960s, Mad Men focuses on the advertising agencies of Madison Avenue, NY, and the personal lives of those who work within. Renowned as one fo the greatest television shows of all time, it would become the first basic cable series to win the Emmy for Outstanding Drama Series.
This wave features five of the show’s main characters, starting with Mr. Mad Men himself, Don Draper, complete with whiskey in hand and cigarette in mouth. As always his wife Betty isn’t far behind, secretary-turned copywriter Peggy Olson as she appears in the infamous “hallway scene”, Roger Sterling looking as sharp as ever, and rounding out the wave is the insatiable Joan Holloway.
An absolute must for any Mad Men fan, add them all to your Funko collection today!
Complete your collection with our Funko Pop! Vinyl Figures! Browse our entire collection here.
Limited Time Offer: Get 15% OFF all your orders at checkout!
Product: Funko Pop! Mad Men - Betty Draper #910
Manufacturer: Funko
Price: €19,90
Retailer: Real Pop Mania
Shipping: Worldwide
Mint Condition Guarantee
At Real Pop Mania, we understand that it is important for our customers to receive their collectibles in mint condition. That's why we use a premium, secure shipping method to ensure the safety of your products during transit.
When you order from us, you can rest assured that your products will arrive in perfect condition thanks to our 100% Mint Condition Guarantee. If you experience any problems with your products or their packaging, we will do our best to replace them for free.
As collectibles specialists, we know how important it is to have the best products and packaging. That's why we are committed to providing the best possible customer experience and ensuring that your products arrive in the best condition possible.