Dualit Classic Vario AWS 47450 4 Slice Toaster - Copper & Chrome

Dualit presents the Classic Vario AWS 4 slice toaster in copper and chrome from their best-selling range of small kitchen appliances. Created in the UK by skilled craftsmen this range comprises of both durable and versatile kettles and toasters that have been engineered to the highest standards to ensure quality and longevity. The Dualit Classic Vario AWS 4 slice toaster features easy to use controls and patented Proheat Elements which have more winds-per-square-centimetre than other elements to deliver even browning, allowing you to achieve perfect results to suit everyone around the breakfast table! Each toaster and complementing kettle comes with a 2-year guarantee for added peace of mind. Product Features Made in The UK Originally designed for commercial use Dualit's Classic toaster combines simplicity and sophistication. Every Dualit Classic toaster is handmade in the UK by a small team paying close attention to detail. You will find the assembler’s name on its base plate. Patented Proheat Elements Each ProHeat element has more winds-per-square-centimetre than other elements, providing even browning and the perfect crunch to your toast. These elements have a protective covering made from Mica that is food safe and helps to provide a protective layer that is nearly unbreakable. Because these parts are replaceable they help in prolonging the working life of the toaster. Controls Featuring easy to use controls, the energy-efficient slot-selector lets you select between heating one or both slots and the mechanical timer gives full control over your browning preferences. You can check the progress of your toast at any time by pressing down on the manual ejector knob. Key Features Includes 4 extra-wide (28mm) slots to accommodate all sizes of bread. The Classic's high-lift mechanism allows you to easily remove smaller items, while the removable crumb tray keeps work surfaces clean and tidy. A patented adjustable rear foot provides stability on uneven surfaces while a