kaiserkraft Cardboard Knife
CuttersMore than 10 items in stock at third-party supplier
Product details
The Kaiserkraft box cutter is a versatile and practical tool that is ideal for opening packages and cutting various materials. Equipped with a sharp ceramic blade, it offers high durability and efficiency when cutting cardboard, paper, carpets, fabrics, and plastics. The blade has a width of 6.5 mm and is double-sided and 100% rust-free, enhancing the knife's longevity. The ergonomic handle ensures comfortable handling, while the non-slip coating provides additional safety. The automatic blade retraction and easy blade replacement make the knife particularly user-friendly. With a convenient hanging handle for storage, this cutter set is a valuable addition to any workplace or household.
- Automatic blade retraction for increased safety
- Double-sided, rust-free ceramic blade for durability
- Ergonomic handle with non-slip coating
- Easy blade replacement for effortless maintenance
- Versatile use on various materials.
Item number | 9157964 |
Manufacturer | kaiserkraft |
Category | Utility knives |
Release date | 10.7.2018 |
External links |
cutter type | Cutters |
CO₂-Emission | |
Climate contribution |
Items per sales unit | 5 x |
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Warranty score
How often does a product of this brand in the «Utility knives» category have a defect within the first 24 months?
Source: Digitec Galaxus- kaiserkraftNot enough data
- 1.Bahco0 %
- 1.BGS0 %
- 1.Canary0 %
- 1.HAZET0 %
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: Digitec Galaxus- kaiserkraftNot enough data
- BahcoNot enough data
- BGSNot enough data
- Black & DeckerNot enough data
- Bosch ProfessionalNot enough data
Unfortunately, we don't have enough data for this category yet.
Return rate
How often is a product of this brand in the «Utility knives» category returned?
Source: Digitec Galaxus- kaiserkraftNot enough data
- 1.BGS0 %
- 1.Canary0 %
- 1.Dahle0 %
- 1.Hermex0 %