Schlage A-Series Tulip Door Knobset - Passage
Since its invention in 1925, the A-Series continues to be the cornerstone of Schlage's product line and sets standards by which the industry is bound. Worldwide acceptance and use of the A-Series are testimony to the precision and integrity of its design. A-Series Door Knob locksets are constructed of high strength steel and plated for superior corrosion resistance and maintenance-free performance.
Passage Latch:
Both knobs always unlocked.
![](data:image/png;base64,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)