Smiling Beautiful Debbie

Name: Smiling Beautiful Debbie

Made by and When: Woelfert-Puppen, 2013

Material: Vinyl, jointed at the head, shoulders, hips, legs, and knees

Height: 33-1/2 inches

Hair/Eyes/Mouth: Black handmade wavy mid-back-length human hair wig with a side part/brown hand-blown glass eyes from Lauscha (a town in the district of Sonneberg, in Thuringia, Germany)/open smile with separately molded teeth

Clothes:  Dark coral butterfly-print sarong

Other: Made in Germany, this one-of-a-kind doll was named by the artist after this museum’s curator. A certificate of authenticity includes the doll’s name, photograph, and a signature and photograph of the artist, Reinhard Woelfert, and his wife (who dressed and named the doll).  The doll now wears a BunnFunn custom-made photo-collage tribute dress in honor of the curator’s mother (see the final image in the slideshow). The dress also has a certificate of authenticity.

Slideshow (Use the right arrow to advance to the next image.)

_________

Your comments are valued. Donations aid the initiative to preserve Black-doll history. 

If you subscribe to DeeBeeGee’s Virtual Black Doll Museum™ by email, be sure to click the post title in the email, which links to the website to view all text and associated media. Please “like” and share this installation with your social media doll contacts. To subscribe, add your email address to the subscribe or sign-up field in the footer or right sidebar. 

Published by DeeBeeGee

Doll collector, historian, co-founder of the first e-zine devoted to collecting black dolls; author of black-doll reference books, doll blogs, and doll magazine articles.

Leave a Reply

Please log in using one of these methods to post your comment:

WordPress.com Logo

You are commenting using your WordPress.com account. Log Out /  Change )

Twitter picture

You are commenting using your Twitter account. Log Out /  Change )

Facebook photo

You are commenting using your Facebook account. Log Out /  Change )

Connecting to %s

%d bloggers like this: