CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
CBX021 Pixar: Pixar Cosbi Collection
Hot Toys

CBX021 Pixar: Pixar Cosbi Collection

Regular price $135.20
/
Tax included. Shipping calculated at checkout.
Title
PIXAR: PIXAR COSBI COLLECTION
Pixar has created many beautiful animations and lovable characters over the years, and to revisit these stories that tug at the heartstrings, Hot Toys has prepared a series of Cosbi transforming Pixar’s most famous faces in their signature outfits and iconic poses to miniature collectibles.

Pixar Cosbi Collection features Mike, Sulley, Boo, Jack-Jack, Russell, Carl, Joy, Sadness, and Bing Bong (Mystery) Cosbi. Each random package box includes a 7 – 8.5 cm tall Cosbi collectible of your favorite characters, a special collection card, comes sealed in a foil bag and blind boxed to preserve the rarity and collectability of the series. Available in selected markets only.

Recall the wonderful memories with the latest Pixar Cosbi.

Pixar - Pixar Cosbi Collection special features:
- Pixar character in stylized Cosbi form
- Approximately 7 – 8.5 cm tall
- 9 possible types to collect, including 8 characters and 1 Mystery Version
- Whole set contains 8 blind boxes (no repeated figure when purchasing a whole set)
- A certain chance to get the Mystery Version
- Special collection cards
- Each includes a connectible puzzle shaped base; except Mike Cosbi
- Non-articulated figure

Terms and Conditions :
1) ActionCity/Big Box International Pte Ltd will not be liable for any defects on the product or packaging box.

2) No refund or exchange will be entertained except in the case of broken or missing parts. Available in single blind box or a case of 8. Eight different designs with the possibility of a secrets (chases) in some of the sets by random.