Fein 3/4 in Weldon shank
12 - 65 mm10 items in stock at supplier
Product details
The 3/4 inch Weldon adapter shaft from Fein is a high-quality drill insert specifically designed for use with FEIN core drills. It is suitable for bench and pillar drilling machines as well as all other core drilling units with MK fittings. This adapter shaft allows for tool-free changing of core drills, which increases efficiency and user-friendliness during application. With a diameter range of 12 to 65 mm and a cutting depth of up to 75 mm, this drill insert is versatile and offers high flexibility for various drilling projects. Made in Germany, the Weldon adapter shaft stands for quality and durability that meets the demands of professional applications.
- Tool-free changing of core drills for increased efficiency
- Versatile use with a diameter range of 12 to 65 mm
- Made in Germany for high quality and durability.
Drill diameter | 12 - 65 mm |
Item number | 10295905 |
Manufacturer | Fein |
Category | Drill bit insert |
Manufacturer no. | 63901053020 |
Release date | 9.1.2019 |
Country of origin | Germany |
CO₂-Emission | |
Climate contribution |
Items per sales unit | 1 x |
Drill diameter | 12 - 65 mm |
Length | 22.40 cm |
Width | 10.80 cm |
Height | 9.10 cm |
Weight | 1.42 kg |
30-day right of return
Compare products
Goes with
Reviews & Ratings
Statutory warranty score
How often does a product of this brand in the «Drill bit insert» category have a defect within the first 24 months?
Source: Galaxus- FeinNot enough data
- 1.Dremel0 %
- 1.Eventus0 %
- 1.Exact0 %
- 1.Famag0 %
Statutory warranty case duration
How many working days on average does it take to process a warranty claim from when it arrives at the service centre until it’s back with the customer?
Source: Galaxus- FeinNot enough data
- 1.Bosch Professional Zubehör0 days
- 2.DeWalt9 days
- AlpenNot enough data
- BGSNot enough data
Return rate
How often is a product of this brand in the «Drill bit insert» category returned?
Source: Galaxus- FeinNot enough data
- 1.C.K Magma0 %
- 1.Donau0 %
- 1.Eventus0 %
- 1.Exact0 %