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)
Product Specification Sheet:
Lock-Safe™ Double Door Security Latch
Lock-Safe™ Double Door Security Latch is a
high-quality and innovative solution designed to enhance the security of
flat-handled doors, particularly French doors and patio doors. This affordable
and easy-to-use security bar lock offers exceptional protection against
unauthorized access, providing peace of mind for residential and commercial
properties.
Key Features (PRO.
Design):
- Protective Layer: Equipped
with an internal protective foam layer that prevents scratches
and damage to door handles and surfaces.
- Quick Installation: Can be easily fitted and removed in a matter
of seconds with bespoke threaded cylindrical locking retainers
- Compatibility: Suitable
for all flat-handled doors, including French doors and patio doors..
- Enhanced Security: Provides
essential additional security to external doors, deterring criminals and
intruders from forced entry.
- Construction: Crafted
from premium corrosion-free Grade 7000 Aluminium for durability and
longevity.
- High Attack Force Resistance: Designed
to withstand exceptionally high forces commonly employed during break-in
attempts.
- Contemporary Design: Features
a modern design that complements various door styles.
- Keyless Operation: No
locks or keys required for operation, simplifying usage.
- Heavy-Duty Build: Built
to be sturdy and reliable, ensuring long-term security.
- Colour Options: Available
in vinyl wrap finishes of White, Anthracite Grey and Gold
Benefits:
- Versatile Installation: Suitable
for UPVC doors, wooden doors, composite doors, and patio
doors.
- User-Friendly: Designed
to be easily installed and removed, making it accessible for all users.
- Effective Deterrence: Provides
a robust barrier against criminals and thieves attempting to breach doors.
- Minimal Maintenance: Corrosion-free
materials ensure the product's longevity without rust or deterioration.
Specifications:
- Material: Exceptionally Strong Grade 7000 Aluminium
- Dimensions: 250mm X 40mm X
40mm (L x W x H)
- Colour Options: White
or Anthracite Grey
- Compatibility: Suitable
for UPVC doors, wooden doors, composite doors, and inward-opening patio
doors.
Installation:
- Slide the Lock-Safe™ over the door handles (internal use only).
- Secure in place using the threaded cylindrical locking retainers.
- Ensure the internal protective layer is in contact with the door handles.
Package Contents:
Designed for enhancing security
on French doors and patio doors, protecting residential and commercial
properties from unauthorized access and break-in attempts.
Invest in the Lock-Safe™ for optimal
door security and enjoy the peace of mind that comes with knowing your property
is well-protected.
Lock-Safe™ UK