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Forever Frida Tote Bag

$30
Forever Frida Tote Bag Gallery Image 1

Forever Frida Tote Bag

$30
Size: 13" x 13"
Quantity

Items are printed in the USA and made to order.

Easy 30-Day Returns—no stress, no hassle.

$30

Description

A portrait figure with strong, defined features and a prominent unibrow gazes directly forward, crowned with an abundant arrangement of pink, red, and coral roses against a deep teal and gold geometric background. The composition combines a classical portrait sensibility with modern pattern play, anchored by a chevron stripe in black and white at the base and accented with delicate gold chains around the neck. Crafted from durable canvas-like poly-poplin and made to order, double-stitched with a cotton webbing strap. The everyday haul, from groceries to the beach, carrying an independent artist's work.

Specifications

  • Available in two sizes: 13" x 13" and 18" x 18"
  • Crafted with durable, lightweight poly poplin fabric
  • Double-stitched seams and stress points
  • 1" wide cotton webbing carrying strap
  • Machine washable, tumble dry low
  • Available in two sizes: 13" x 13" and 18" x 18"
  • Crafted with durable, lightweight poly poplin fabric
  • Double-stitched seams and stress points
  • 1" wide cotton webbing carrying strap
  • Machine washable, tumble dry low

Shipping & Returns

SHIPPING: Items are made to order and typically ship within 3-4 business days. Click here for more information about delivery options.

RETURNS: Return requests can be made within 30 days of your item(s) delivery. Click here for more information on returns.

SHIPPING: Items are made to order and typically ship within 3-4 business days. Click here for more information about delivery options.

RETURNS: Return requests can be made within 30 days of your item(s) delivery. Click here for more information on returns.

Forever Frida Tote Bag Gallery Image 1

About This Piece

Forever Frida

Juliana Rumple

Visit Artist Shop
Juliana Rumple
About The Artist

Hi, I create my designs by using handrawn elements and mixing them with geometric shapes. Everything can become a pattern. And I love doing it!

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