Sargent 8X Line Privacy Door Knob - Grade 1
Note: The Privacy Door Knob has a pust button inside.
Finish: Satin Stainless
The SARGENT 8X line is designed and tested for robust applications. The Grade 1 bored-in lock is a worry free solution.
Durability
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Certified to ANSI/BHMA A156.2 Series 4000 Grade 1
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Flexibility
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Suitable for 1-3/8" – 2" thick doors
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Latches are reversible, self-adjusting to door bevel
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Accurate alignment, smooth operation and reversibility of the lock without disassembly of knob and cylinder
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Versatile design to satisfy door requirements, making installation easy for new construction, as well as retrofits and renovations
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Design accommodates common door preps and satisfies all door handing
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Maintain and expand master keying systems’ versatility for multiple levels of security
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Handles virtually all interior and exterior applications
Applications
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High traffic areas
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Hospitals
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Commercial buildings
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)