Image source: Magis — Eur Shelving System
© Magis and the respective rights holders. Quoted to accompany INTEBEE's independent design commentary and research.
Eur Shelving System
Giulio Iacchetti's 2013 children's shelving system of stacked arches in expanded polypropylene
400 × 435 × 300 mm
2013
Official product information
INTEBEE AI PUBLIC LIBRARY is an independent furniture design research and discovery platform. Product specifications, finishes, availability and other details may change. For current and definitive information, please refer to the manufacturer's official website.
Go to the official product pageSpecifying Eur Shelving System for your design project?
INTEBEE is the FF&E specification platform for interior designers: spec sheets, finishes, floor plans and client-ready PDFs in one place.
Description
Overview
Eur is a children's shelving system, stacking and adjoining, designed by Giulio Iacchetti for Magis in 2013. Elements in expanded polypropylene are stacked and adjoined to compose the shelving, creating a series of superimposed arches. Thanks to its modularity the system can expand endlessly both upwards and sideward.
Construction
Eur is made in expanded polypropylene and comes in one colour. The system has three module types and a foot for module A only, plus a pair of hooks for wall fixing.
Specifications
40 x 30 x 43.5 cm (W x D x H, module A MT550), one colour.
Story
From the Square Colosseum to stacked arches
Eur reminds Giulio Iacchetti expressively of the famous "Square Colosseum", the Civilization Building in the EUR quarter in Rome. The building has clear Rationalistic features and was developed as one of the projects for the 1942 Universal Exposition in Rome, which was never held because of the Second World War.
Arches to stack and adjoin
Eur is "perfect to store books, or to create a space where children can imagine a tower or a castle to play beside." Elements in expanded polypropylene are stacked and adjoined to compose a series of superimposed arches, and the system can grow upwards and sideward without limit.


