Kwikset 966SELLH-15.UNIV Sedona Lever Handleset Trim Satin Nickel

Product Description

The KWIKSET 966SELLH-15.UNIV is a left-hand Sedona lever interior trim assembly designed for single cylinder handlesets. It provides the interior-side lever, rose, and hardware needed to complete a handleset installation on an entry door. This trim kit is finished in Satin Nickel and is built to coordinate with matching exterior handleset components. Weighing 0.4 pounds and measuring 3.7 inches by 6.5 inches by 3.5 inches, it is a compact, direct-fit component suited for residential entry door applications. Installation is typically performed by a locksmith, door hardware installer, or finish carpenter.

This interior trim is intended for residential entry door installations where the door swings with the left-hand configuration. It is sold as a single unit and is designed to work with both the 800 Series and 687 Series Kwikset handlesets, making it useful as a replacement trim piece or as part of a new handleset assembly. The Satin Nickel finish provides a consistent aesthetic match when paired with coordinating Kwikset exterior hardware.

Key Features

• Left-hand Sedona lever style interior trim for single cylinder handlesets
• Satin Nickel finish for a clean, brushed metallic appearance
• Compatible with both 800 Series and 687 Series Kwikset handlesets
• Compact footprint: 3.7 inches by 6.5 inches by 3.5 inches
• Sold individually as a direct replacement or new installation component

Compatibility

Designed for use with Kwikset 800 Series and 687 Series single cylinder handlesets, left-hand door configuration only.

Installation Notes

This trim should be installed by a qualified locksmith or finish carpenter familiar with residential door hardware. Before beginning installation, ensure the door is not under load and that any existing hardware is fully removed. Follow the handleset manufacturer instructions for proper lever orientation and fastener engagement. Verify door hand configuration prior to ordering, as this trim is not reversible.