Related products
Product details
Lowest price for Crocs OverPuff Boot - Cyber Yellow/Multi is $69.00. This is currently the cheapest offer among 2 stores.
Compare:
Features
Material | |
|---|---|
| Upper Material | Plastic |
| Outsole | Rubber |
| Lining | Fleece, Faux fur |
| Gore-Tex | No |
Size | |
| Size (US) | 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19 |
Additional Info | |
| Created at Klarna | 2024-10-11 |
Feedback
The information above is provided by various external sources and should be used as a guide only. Have you found anything off with this product? Please .
A $1,000 purchase might cost $173.53 per month over 6 months at 13.99% APR. Annual Percentage Rate (APR) ranges from 0.00%-35.99% APR based on creditworthiness, term length, and subject to credit approval, resulting in, for example, 3 equal monthly payments of $333.33 at 0.00% APR to $353.52 at 35.99% APR per $1,000 borrowed. Minimum purchase amount and down payment may be required. Estimation of monthly payment excludes potential tax and shipping costs. Monthly financing through Klarna issued by WebBank.
See payment terms. A higher initial payment may be required for some consumers. CA resident loans made or arranged pursuant to a California Financing Law license. NMLS #1353190.
- Market
Choose your region
Klarna offers flexible payments globally.
Monthly financing through Klarna and One-time card bi-weekly payments with a service fee to shop anywhere in the Klarna App issued by WebBank. Other CA resident loans at select merchants made or arranged pursuant to a California Financing Law license. Copyright © 2005-2026 Klarna Inc. NMLS #1353190, 800 N. High Street Columbus, OH 43215. VT Consumers: For WebBank Loan Products (One-Time Cards, Financing, Klarna Card): THIS IS A LOAN SOLICITATION ONLY. KLARNA INC. IS NOT THE LENDER. INFORMATION RECEIVED WILL BE SHARED WITH ONE OR MORE THIRD PARTIES IN CONNECTION WITH YOUR LOAN INQUIRY. THE LENDER MAY NOT BE SUBJECT TO ALL VERMONT LENDING LAWS. THE LENDER MAY BE SUBJECT TO FEDERAL LENDING LAWS.