BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads

£20.71 GBP

DELIVERY
Ready to ship | in 2-6 business days
Delivery with DHL in 5-10 business days.
PRODUCT DESCRIPTION

Clean finish for unused mirror threads

After removing the original mirrors, open threaded holes remain at their mounting points. This replacement screw set closes the openings and provides a cohesive finish with its black coating.

BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads

Material and design

  • Made of lightweight Ergal
  • Black finish
  • For M10 threads with 1,5 mm pitch

Scope of delivery

  • Two Ergal screws
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads

Compatibility

The set is compatible with all BMW models and generally with M10 threads with a pitch of 1,5 mm. It is suitable for the BMW R 1200 GS LC from model years 2013 to 2018, among others.

The product is continuously developed in detail. Images may therefore show an earlier version.

Description

Clean finish for unused mirror threads

After removing the original mirrors, open threaded holes remain at their mounting points. This replacement screw set closes the openings and provides a cohesive finish with its black coating.

BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads

Material and design

  • Made of lightweight Ergal
  • Black finish
  • For M10 threads with 1,5 mm pitch

Scope of delivery

  • Two Ergal screws
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads
BMW R 1200 GS LC [2013-2018] - Ergal Blanking Screws for Mirror Threads

Compatibility

The set is compatible with all BMW models and generally with M10 threads with a pitch of 1,5 mm. It is suitable for the BMW R 1200 GS LC from model years 2013 to 2018, among others.

The product is continuously developed in detail. Images may therefore show an earlier version.