Vaníliás gesztenyekrém
Gesztenyebél és cukor megfelelő állagú keveréke. Előállítási és felhasználási módjában hasonló a lekvárhoz. Ideális számos desszert elkészítéséhez. Harmonikusan párosítható tejszínhabbal, joghurttal és más tejtermékkel.
Gesztenye, cukor, víz, glükóz-szirup, vaníliakivonat.
(44 g gesztenyepüré/100 g termék)
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)
Csomagolás: 1 kg/doboz
Gyűjtőcsomagolás: 12 x 1 kg/karton
Tárolási feltételek:
- Felbontás előtt: +2°C és +30°C közötti hőmérsékleten. Nedvességtartalom: < 90%
- Felbontást követően: hűtött helyen, 0°C és +6°C közötti hőmérsékleten. Felbontás után 7 napon belül felhasználandó.