Product details:
Set of Eurobox 400 mm x 300 mm x 285 mm filled with 3 Pick and Pluck foam inserts. The set contains: 2x Pick and Pluck foam trays 360 mm x 260 mm x 40 mm (DDMENJ040) 1x Pick and Pluck foam tray 360 mm x 260 mm x 90 mm (DDMENJ090) 1x foam mat 358 mm x 258 mm x 10 mm (DEMENL010) 1x foam mat 360 mm x 260 mm x 10 mm (DDBA010) 1x Convoluted foam tray 338 mm x 238 mm x 20 mm (DFNP020) 1x Auer Packaging Eurobox Case ED 43/27 HG (DDEB265) Thanks to the pre-perforated grid, the foam can be individually adapted to most shapes. It is therefore ideally suited as protection for the transport of various industrial goods, such as medical equipment, individual tool parts or technical equipment. The Pick and Pluck foam is perforated with a raster of 15 mm x 15 mm x 40 mm/90 mm height. It also has a circumferential edge of 15 mm. The nap foam serves as the top cover and is custom-cut to fit the lid of Auer's Eurobox exactly. Since the nap foam insert is equipped with a self-adhesive foil, you do not need any further tools. All you have to do is remove the adhesive foil from the foam insert and glue the self-adhesive side into the hinged lid of the Eurobox. The entire set can therefore be designed, adapted and used according to your personal wishes without special tools. Pick and Pluck foam tray DDMENJ040: Dimensions of the foam tray: 360 mm x 260 mm x 40 mm PU-Foam piece density 23,0 kg/pro Kubikmeter (+/- 2,0) Made in Germany CFC-free chlorine-free and acid-free Pick and Pluck foam tray DDMENJ090: Dimensions of the foam tray: 360 mm x 260 mm x 90 mm PU-Foam piece density 23,0 kg/pro Kubikmeter (+/- 2,0) Made in Germany CFC-free chlorine-free and acid-free Convoluted foam (DFNP020) Dimension: 338 mm x 338 mm x 20 mm PU-Foam piece density 23,0 kg/pro Kubikmeter (+/- 2,0) Made in Germany CFC-free chlorine-free und acid-free Auer packaging Eurobox Case ED 43/27 HG (DDEB265) Securely closed. AUER Packaging's hinge-lid Euro container can be closed in next to no time thanks to its easy-to-use hinge system. Your goods are thus optimally