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Folia do balotów Agriflex 500mmx1800mb
renomowanej firmy Manuli Ekobal
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)
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)
Przy zakupie hurtowym (min 1 palety tj. ok 20 rolek) cena hurtowa 248 zł brutto. Koszt wysyłki 1 palety - 150 zł brutto
Parametry folii:
- folia 3-warstowa - wewnętrzna strona klejąca
- stabilizowana filtrem UV
- grubość: 25 mikronów
- rozciągliwość: do 70%
- gwarancja: 1 rok
- kraj pochodzenia: Włochy
- wydajność: 26 - 28 balotów
- waga: 22kg
Każdy zakup potwierdzony paragonem lub fakturą VAT!
W razie wątpliwości proszę o kontakt: 693 [zasłonięte] 37 27.
Sposób użytkowania:
Folia umożliwia przechowywanie w warunkach polowych siana i bel słomy. Zabezpiecza je na okres 12 miesięcy. Zaleca się przestrzegania następujących wskazówek producenta. Procent suchego siana w sianokiszonce powinien wynosić od 40 do 60%. Siano powinno być owinięte do 2 godzin od sprasowania beli i jeśli to możliwe na miejscu składowania beli. Folia posiada jedna stronę klejącą. Belę należy owinąć folią czterokrotnie (2 + 2 z zakładką 50%). Należy unikać owijania podczas deszczu. Owinięte bele należy składować w dwóch poziomach na powierzchni płaskiej. Bel nie należy składować na paletach. Unikać manipulacji belami po owinięciu.