The Original Railman Collection !
The FIRST on Ebay!
Complete Bar Foot Rail Kits
All are made of a durable solid brass tubing and cast fittings
18ga Heavy Gauge Tube
Choose from Polished Mirror (bright look) or Brushed Satin (burnished look)
3 Different Bracket Styles Available To Choose From
Combination Foot Rail Bracket - #2062
The Combination Bracket is our most popular foot rest bracket. Mounts to the face of the bar but also rests on the floor taking all the weight off the bar face. No drilling into the floor is required.
Bar/Wall Mount Foot Rail Bracket - #2064
This is the ideal bracket for non level floor surfaces. Easy to mop / vacuum under. Strong construction. Mounts directly to bar face with (3) wood screws and optional rear hanger bolt for extra support for hollow wall surfaces(not required for all applications)
Floor Mount Foot Rail Bracket - #2069
These bar foot rail brackets are designed to mount directly to the floor. A perfect option for bars with marble or stone facial surfaces where mounting the bar face is not an option. Sleek and clean.
Ornate Bar Mount Bracket -#2088
This bracket has a Victorian appeal to its design. Heavy casting with a beautiful carved etched design. Mounts directly to your bar face with (4) screws to provide a solid mount.
A sleek design allowing easy cleaning under your rail system.
Victorian Swing Leg Bracket-#2099
The ultimate in class and style. Our heaviest and most elegant bracket. Two piece design with articulate carved etching on components which provide a
unique and prestigious foot rail system second to none. The bottom leg pivots up for cleaning under the rail. A CLASSIC !
2 Different Finishes Available To Choose From
Sizes of Kits
2 ft kits come with 2 brackets, 1 -2ft tube and 2 dome end caps
3 ft kits come with 2 brackets, 1 -3ft tube and 2 dome end caps
4 ft kits come with 2 brackets, 1 -4ft tube and 2 dome end caps
5 ft kits come with 2 brackets, 1 -5ft tube and 2 dome end caps
6 ft kits come with 3 brackets, 2 -36" tubes with internal connector and 2 dome end caps
7 ft kits come with 3 brackets, 2 -42" tubes with internal connector and 2 dome end caps
8 ft kits come with 3 brackets, 2 -48" tubes with internal connector and 2 dome end caps
9 ft kits come with 3 brackets, 2 -54" tubes with internal connector and 2 dome end caps
** On Ornate Bar Mount kits and Victorian Swing Leg kits your end caps are matching carved end caps **
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)
Each kit includes the bracket of your choice plus the mounting screws required, 2 beautiful solid cast brass dome end caps *(Victorian End Caps provided for Ornate and Swing Leg kits ) and proper tubing cut to size.
For all kits over 5 ft, you will receive the internal splice connector to join the tubes effortlessly by sliding inside the two tubes.
This is simply covered with the middle bracket and unseen. No strength compromise is made with a joint.
If you require a size not listed above or need a custom cut, please do not hesitate to ask us.
I will cut your railing kit to size for you, no need to try and cut it yourself. You will not be able to cut this straight and effortlessly with a hack saw like others state unless you have the proper tools.
Have a question ? Use the "Ask the Seller" tab or call us (480)329-8628
For a full selection of other size, finish and components click