Vendeur: YUKIWA
Yukiwa Stainless Steel Ladle Pipe Type 2000ml
Détails du produit
Description
The Yukiwa Stainless Steel Ladle Pipe Type 2000ml is a versatile kitchen tool designed to enhance your cooking experience. Its generous 2000ml capacity makes it perfect for serving soups, stews, and sauces with ease and precision. Crafted with a pipe-shaped handle, it offers an ergonomic grip that ensures comfort during use, reducing hand fatigue even when handling large quantities.
Made by the reputable Sampo Sangyo Co., Ltd., this ladle embodies high-quality craftsmanship from Tsubame, Niigata, Japan, a region famous for its metal fabrication industries. The stainless steel construction not only provides durability but also adds a sleek, professional look to your kitchen tools. Its convenient hooks make storage simple and accessible, helping you keep your kitchen organized.
Details
• Product Material: Stainless Steel
• Manufacturer: Sampo Sangyo Co., Ltd.
• Made in: Japan
Features
- Large 2000ml capacity ideal for serving soups, stews, and sauces
- Ergonomic pipe-shaped stainless steel handle for a comfortable grip
- Durable stainless steel construction ensures long-lasting use and easy cleaning
- Hooks on the handle allow for convenient hanging and storage
- Produced by Sampo Sangyo, a trusted manufacturer known for high-quality kitchenware
- Made in Japan, reflecting superior craftsmanship and quality standards
How to use
Use the ladle to scoop and serve liquids such as soups, broths, and sauces efficiently. Hold the ergonomic pipe handle firmly to pour contents without spilling. After use, wash the ladle thoroughly with warm soapy water and dry completely to maintain its condition. Avoid using abrasive materials that could scratch the stainless steel surface.
Care instructions
Clean the ladle with mild detergent and warm water after each use. Dry it thoroughly to prevent water spots or corrosion. Avoid exposure to harsh chemicals or bleach. Store the ladle by hanging it on the provided hooks or in a dry place to keep it in optimal condition.



