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$1777
In stock
[yith_wcwl_add_to_wishlist]$1777
In stock
NEW
SKU: VRKIT-116DB
Vertik 63 Shoe Displayer Kit
Quantity
In stock
36" Cross Bar for Add-On Unit | Vertik Component, Chic Black VR126DB | $19
36" Cross Bar for Base Unit | Vertik Component, Chic Black VR125DB | $19
36" Hanging Rail For Hooks & Accessories | Vertik Component, Chic Black VR128DB | $32
92" Base Unit - Wall Mounted | Chic Black VRS04-WB | $189
92" Extension Unit - Wall Mounted | Chic Black VRS04-WE | $149
Vertik Shoe Display - Rectangle Shelf | Vertik Component, Chic Black VR140DB | $8
Below is a selection from our wide range of shelves.
Visit Glass Shelves and Wood Shelves pages to view the entire section.
A simple all-in-one system for maximizing your wall space in just about every way possible. It’s great for any product type from Clothing to Perfumes to Homeware.
1.Install Vertik to wall and floor, balance with leveler
2.Slide into slits at the desired height. Attach hanging rail for hooks & accessories, lock in place
3.Add shoe display, extension unit, top sign and side sign clamp at required height
Item info
+Kit Includes:
Wall-to-Floor kit – 1 unit
Wall-to-Floor kit extension – 2 units
36″ Cross bar for base – 2 units
36″ Cross bar for add-on – 4 units
36″ Hanging rail for hooks & accessories – 21 units
Shoe displayer – rectangle shelf – 63 units
Note:
Kit packing includes also 24″ upper & lower connecting beams, which will not be necessary
Specifications
+Wall-to-Floor Kit
Mounting: Wall Mounte
Setting Dimensions: 112″ W x 92″ H
Distance from Wall : 2 3/8″
Shoe Displayer – Rectangle Shelf:
Size: 7.9″x3.0″
Max Weight Load: 10 Lbs
Material:
System: Metal, Chic Black
Accessories: Metal, Chic Black
Maximum weight load (lbs)
+Max Weight Load: 300lbs per base unit | 150lbs per add-on unit
* Limited by the weight load capacity of shelf supports
** UDIZINE recommends using tempered glass shelves only! If you plan to install regular glass shelves,
note that the maximum weight load for regular glass is approx. 1/4 of tempered glass.
The maximum weight load is based on an evenly distributed weight load between 2 points.
The maximum concentrated weight load is approximately half the maximum evenly distributed load.
