
K Cup Holder-Coffee Pods Holder Storage Organizer Stand 40 Pods Capacity | K ...
USD 29.24
Placeholder MP4 route for layout/testing. It is not declared as a VideoObject.
Unbranded
USD 41.79
Condition: New
View K Cup Holder-Coffee Pods Holder Storage Organizer Stand 40 Pods Capacity with current marketplace pricing, condition, product images and item details. USPTO Utility and Design Patents Pending. This item holds k cup pods only. 360 DEGREE REVOLVING BASE VERY EASY TO ACCESS ANY COFFEE POD Large knob on top, Spins smoothly with just a touch, Very convenient to access any flavor of coffee. html,body{margin:0;padding:0;background:#edf3f6} .listing-template{box-sizing:border-box;max-width:1000px;margin:24px auto;background:#fff;color:#30485a;font:15px/1.75 Arial,Helvetica,sans-serif;border:1px solid #d5e2e9;border-radius:20px;overflow:hidden;box-shadow:0 18px 55px #08234112} .listing-template *{box-sizing:border-box;min-width:0}.listing-template p{margin:0 0 16px}.listing-template h1,.listing-template h2,.listing-template h3{color:#071e42;line-height:1.2;margin:0;font-family:'Arial Black',Arial,Helvetica,sans-serif} .listing-template .top-line{height:7px;background:linear-gradient(90deg,#071e42 0 46%,#33a6cd 46% 80%,#ffc23d 80%)} .listing-template .brand-hero{text-align:center;padding:32px 38px 29px;background:radial-gradient(ellipse at 50% 0%,#d8f2fb 0%,#f5fbfd 54%,#fff 90%)} 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');background-repeat:no-repeat;background-size:400% 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A thoughtful shopping experience. True North. Guided by quality. Explore the details below. We’re here to make every step of your purchase straightforward. Clear detailsHelpful service24-hour response EXPLORE THE DETAILSK Cup Holder-Coffee Pods Holder Storage Organizer Stand 40 Pods Capacity Product DescriptionGREAT CAPACITY HOLDS 40 SINGLE SERVE COFFEE PODS Simple and elegant look, Keeps your k cups well organized,Holds up to 40 k cups and the coffee pod fits very nice in the unique slots.360 DEGREE REVOLVING BASE VERY EASY TO ACCESS ANY COFFEE POD Large knob on top, Spins smoothly with just a touch, Very convenient to access any flavor of coffee.ULTRA SPACE SAVING Small footprint (6-1/8” Width x 6-1/8” Depth x 13-1/8” Height), Takes less space than most of other carousel holders.CLASSIC BLACK FINISH Compatible with any single cup coffee maker, A very nice accessory to hold your k cups. Perfect for the countertop next to your Keurig or icoffee.DELUXE METAL CONSTRUCTION It’s very sturdy and durable, Coffee pods not included. USPTO Utility and Design Patents Pending. CAUTION! This item holds k cup pods only. HERE TO HELP, EVERY STEPYour purchase, made clear. 01PaymentWe welcome major credit cards, PayPal, and other secure payment options offered through eBay. Payment information is encrypted for your protection. Please complete payment within 3 days of purchase so your order can move forward without delay. 02ShippingComplimentary Standard Delivery — Standard shipping is free and generally arrives in 3–7 business days.Prompt Handling — Orders are prepared within 1–2 business days after cleared payment.Extended Destinations — Alaska, Hawaii, Puerto Rico, and other US territories may require an additional charge. Please message us before purchasing. 03Returns30-Day Window — Returns are accepted within 30 days for a refund or exchange.Simple Start — Contact us through eBay Messages for instructions and a return label.Refund Timing — Refunds are issued within 5 business days after the item returns in its original condition. 04Contact UsQuestions, concerns, or an issue with your order? Please contact True North Goods through eBay Messages. We respond within 24 hours and will work carefully toward a solution. Your experience is our number one priority. TRUE NORTH GOODSGUIDED BY QUALITY.Thank you for shopping with True North Goods. Condition: New. Category: Home & Garden › Kitchen, Dining & Bar › Kitchen Storage & Organization › Racks & Holders. Brand: Unbranded.
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USD 34.46

USD 37.90

USD 34.46

USD 34.46

USD 33.36

USD 22.00

USD 34.46