91″ SlatStrip x 4
SlatWall Adult Shoe Displayer – H Shape x 32
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91″ SlatStrip Vertical Wall Mounted Retail Shoe Display with 32 Adult Shoe Displayers – H Shape, 3-Sections
32 Adult Shoe Displayers - H Shape
Setting Dimensions: As needed W x 91" H
Shoe Displayer Dimensions: 5-1/4" x 2-1/4"
Material / Finish: Steel, silver frost finish
Compatible with all UDIZINE and standard Slatwall accessories
91" Vertical Wall Mounted Metal SlatStrip with 32 Slits - SlatStrip SW1107SP | $79
Slatwall Shoe Display - H Shape, Silver Frost Finish SW1100SP | $6
Below is a selection from our wide range of shelves.
Visit Glass Shelves and Wood Shelves pages to view the entire section.
Looking for the kind of shoe displays that entice customers to want and buy your products? With the SlatStrip system, you can easily create a custom-looking shoe wall. Combine this strip with UDIZINE’s wide variety of different slat-wall shoe displayers, and you?ve got an eye-catching solution for showcasing your product line. Alternatively, you can use a variety of pre-designed shelving modules with wood or glass shelves.
Easy InstallationAssembly Instructions
1.Slit faces upwards. Drill holes and apply anchors
2.Mount strip to the wall. Install the rest of the strips 24" or 22" apart, based on your setting.
3.Place brackets, hangrail signage, displayers and other accessories
Setting Dimensions: Based on shelves length W x 91″ H
Slit Width: 2″
Distance Between Slits: 2-3/4″
Number of Slits: 32
SlatWall Adult Shoe Displayer – H Shape
Dimensions: 5-1/4″ x 2-1/4″
System Material: Steel, silver frost finish
Accessories Material: Steel, silver frost finish
Maximum weight load (lbs)+
Max Weight Load: 520 lbs per strip
88lbs per slit
* 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.