Name: dörner + helmer 4915034 Snap hook Stainless steel A2 (Ø x L) 4 mm x 40 mm
Brand: dörner + helmer
SKU: 1206682
Availability: InStock

A metal carabiner, open. Commonly used for connecting or securing.

'Open S-hook with dimensional specifications: Length (L), Width (W), Diameter (D). Used for connecting or suspending objects.'

A silver metal carabiner hook in a C-shape, opened with a spring, suspended in a floating position against a white background.

1/3

EAN:

Part number:

Item no:

Fast track dispatch on Thu 5 Nov

18 Set(s)

Sales and shipping:

Conrad ElectronicTerms & Conditions

Number (Package size 20 pc(s))

Set(s)

Total (€ 4.70 / piece)

€ 70.99

-34 %

€ 46.99

incl. VAT

14-day return policy included

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Highlights & Details

Snap hook Stainless steel A2

Stainless steel, stainless steel, V2A
Similar to DIN 5299-C

Technical specifications

Product type: Snap hook

Factory colour: Silver

Material: Stainless steel

Rope diameter: 5 mm

Dim: (Ø x L) 4 mm x 40 mm

Content: 20 pc(s)

Length: 40 mm

(Ø): 4 mm

Documents & Downloads

User & Safety Instructions

User & Safety Instructions 1206682 dörner + helmer 4915034 Snap hook Stainless steel A2 (Ø x L) 4 mm x 40 mm

Description

Application:
Universal accessories for versatile use. Especially for a quick fixing and loosening of suspended elements in brackets as ring eyelets or hooks.

For outdoor use.

Material:
Stainless steel, stainless steel, V2A, unaudited

This text is machine translated.

Features

Stainless steel
Load bearing capacity: 10kg.

Scope of delivery

10 x 2 pieces in VK packaging

Hints

Article before use on your application. For details about the dimensions, weights, carrying capacities, loads, etc. is theoretical values, the deviations are subject and therefore not binding.

Description

Features

Stainless steel
Load bearing capacity: 10kg.

Scope of delivery

10 x 2 pieces in VK packaging

Hints

Article before use on your application. For details about the dimensions, weights, carrying capacities, loads, etc. is theoretical values, the deviations are subject and therefore not binding.