View full-size photo · Photo: Open Food Facts contributors, CC BY-SA
Sauerkirschen
Sauerkirschen by Real/Seidel provides 81 kcal per 100 g, with 18 g of sugars and 0.6 g of protein. That is 16% more sugar than the average product in this category. Its Nutri-Score is C and it is classified as NOVA 3 (processed food). It is listed in the Fruits in syrup category and comes in a 1pcs pack.
Nutrient levels per 100 g
Levels use UK front-of-pack reference thresholds.
Nutrition facts
| Nutrient | Per 100 g | Category avg |
|---|---|---|
| Calories | 81 kcal | 76 +7% |
| Total fat | 0.3 g | 0.3 −11% |
| Saturated fat | 0.1 g | 0.1 −22% |
| Carbohydrates | 18 g | 17.3 |
| Total sugars | 18 g | 15.5 +16% |
| Added sugars | 18 g | 7.8 +131% |
| Protein | 0.6 g | 0.6 |
| Salt | 0 g | 0.1 −100% |
*% Daily Value for 100 g, based on a 2,000-calorie diet (FDA reference values). Category average across 414 Fruits in syrup products on Foodmetria.
Compared with other fruits in syrup
Bar shows the share of products in this category that contain less of the nutrient.
Ingredients
Schattenmorellen, Wasser, Zucker 18%
Product details
- Quantity
- 1pcs
- Sold in
- France, Germany
- Barcode
- 40397658
Prices reported by shoppers
Loading prices…
Frequently asked questions
How many calories are in Sauerkirschen?
Sauerkirschen contains 81 kcal per 100 g.
How much sugar is in Sauerkirschen?
Sauerkirschen has 18 g of sugars per 100 g, which is considered moderate by UK front-of-pack guidelines.
Is Sauerkirschen healthy?
It has a Nutri-Score of C (A is best, E is worst); it is in NOVA group 3 — processed food. Scores describe nutritional quality and processing, not suitability for your individual diet.
Source: Open Food Facts (ODbL). Last updated March 13, 2026. Spotted a mistake? Edit this product on Open Food Facts. Not medical advice — always check the package label.
Reviews
Compare & rankings
Healthier alternatives
Best in category →Same category, meaningfully better on at least one measure and no worse on the others. Each card shows what improves.
a NOVA 1 
a NOVA 1 
a NOVA 1 
a NOVA 1 More fruits in syrup
View all →
a NOVA 1 
b NOVA 3 
b NOVA 3 
b NOVA 3 
NOVA 4