Arrow H Series Single Cylinder - Door Knob - Dormitory
Arrow’s H Series Grd 1 cylindrical knob locks have been engineered for years of dependable operation. They’re offered in a complete range of functions and finishes and can be purchased with either conventional or SFIC cylinders.
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Solid brass, 6 pin cylinder with Arrow“ A” keyway.
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Supplied with two 6 pin nickel silver keys.
Dormitory Function:
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Latchbolt operated by knob either side except when outside knob is locked by key outside or pushbutton inside. Key outside locks or unlocks outside knob. Unlocked by turning inside knob, closing door or using key outside.
![](data:image/png;base64,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)