Canson Drawing folder "Annonay", 260 x 330 mm
1 xMore than 10 items in stock at supplier
Product details
The "Annonay" drawing folder from Canson is a practical solution for storing and presenting drawings and other flat documents. With a size of 260 x 330 mm, it offers ample space for various types of sheets and similar materials. The folder features an elegant color combination of black and green and has a secure elastic band closure that keeps the contents reliably in place. This folder is ideal for artists, students, and professionals who want to keep their work organized and protected. Made in France, the folder combines functionality with appealing design to meet the needs of creative minds.
- Elastic band closure for secure hold
- Suitable for storing sheets and similar materials
- Made in France for high quality.
Files + Sleeve type | Portfolio |
Items per sales unit | 1 x |
Exact colour description | Black, Green |
Item number | 33610698 |
Colour | Black, Green |
Exact colour description | Black, Green |
Files + Sleeve type | Portfolio |
File capacity | 1 Sheets |
Perforation | without perforation |
Items per sales unit | 1 x |
Country of origin | France |
CO₂-Emission | |
Climate contribution |
Length | 33 cm |
Width | 26 cm |
Height | 33 cm |
Length | 33.60 cm |
Width | 27 cm |
Height | 0.90 cm |
Weight | 270 g |
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Reviews & Ratings
Warranty score
How often does a product of this brand in the «Files» category have a defect within the first 24 months?
Source: Digitec Galaxus- 53.Erola0.3 %
- 53.Rotring0.3 %
- 56.Rhodia0.4 %
- 57.Canson0.6 %
- 58.Rumold0.9 %
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- CansonNot enough data
- 1.Exacompta0 days
- 1.Kolma0 days
- AdocNot enough data
- AlassioNot enough data
Return rate
How often is a product of this brand in the «Files» category returned?
Source: Digitec Galaxus- 1.Artico0 %
- 1.Bene0 %
- 1.Canson0 %
- 1.Donau0 %
- 1.Hama0 %