Pakiranje: 1 kg
Gnojivo Lithovit se primjenjuje u tri glavne razvojne faze poljoprivrednih kultura:
- Početak vegetacije (porast listova)
- Prije cvatnje
- Početak razvoja plodova
Osim navedenih faza razvoja, gnojivo Lithovit se može primjenjivati i češće, u kraćim intervalima, svakih 10-15 dana, pogotovo u intnezivnoj proizvodnji povrća.
Doza primjene:
Gnojivo Lithovit se primjenjuje u količini od 1,5-2,0 kg/ha ili u koncentraciji od 0,5% (500 grama Lithovit/100 lit. vode). Uspiješno se može primjenjivati sa svima prskalicama, bez opasnosti od začepljenja dizni.
Vrijeme primjene po kulturama:
- Šećerna repa: u fazi 4-6 listova; ponoviti primjenu za 2 i za 4 tjedna
- Strne žitarice: u fazi 2-3 lista (ozimine)
- Kukuruz: u fazi 4-6 listova i u fazi 10 listova
- Uljana repica: u jesen u fazi 4-6 listova (ozima repica) i u fazi 6-8 listova (proljetna sjetva) te prije cvatnje
- Krumpir: nakon nicanja; ponoviti primjenu nakon 2 tjedna
- Lisnatno povrće (špinat, salata i dr.): nakon presađivanja, te još 2 primjene u razmaku od 15 dana
- Vinova loza, maslina i ostale drvenaste kulture: prije cvatnje, nakon cvatnje i intenzivni porast plodova
- Rajčica: 3-5 tretmana u razmaku od 15 dana, počevši od faze dva lista
- Jagoda: prije cvatnje, završetak cvatnje i početak zriobe plodova
- Ukrasno bilje i ostale trajnice: 2-4 tretamana tijekom vegetacije
Napomena: Zbog posebnog sastava gnojiva Lithovit, ne preporuča se primjena za biljke koje rastu u uvijetima kiselih tala (acidofili), kao što su Rododendroni, Azalee i sl.
Sastav gnojiva Lithovit:
- 77,9 % kalcijev karbonat (CaCO3)
- 7,4% silicij (SiO)
- 8,7 % magnezijev karbonat (MgCO3)
- 0,20 % kalijev oksid (K2O)
- 0,02 % fosfor (P2O5)
- 0,03 % natrij (Na)
- 7418 mg/kg željezo (Fe)
- 6347 mg/kg aluminij (Al)
- 278 mg/kg sulfat (SO3)
- 804 mg/kg stroncij (St)
- 174 mg/kg barij (Ba)
- 172 mg/kg mangan (Mn)
- 10 mg/kg cink (Zn)
Gnojivo Lithovit se u gnojidbi maslina preporuča u tri tretmana:
- Početak vegetacije (porast listova)
- Prije cvatnje
- Početak razvoja plodova
Doza primjene:
Gnojivo Lithovit se primjenjuje u količini od 1,5-2,0 kg/ha ili u koncentraciji od 0,5% (500 grama Lithovit/100 lit. vode). Uspiješno se može primjenjivati sa svima prskalicama, bez opasnosti od začepljenja dizni. Gnojivo Lithovit je kompatibilno sa većinom zaštitinih sredstava, osim sa sredstvima koja imaju kiselu reakciju.
Posebno se preporuča primjena kombinacije Lithovit +
Delfan plus (biostimulator)
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Rezultati primjene gnojiva Lithovit u gnojidbi masline
Istraživanje je provedeno tijekom tri vegetacije (2004., 2005. i 2006. godina) na sorti Oblica. Cilj primjene gnojiva Lithovit je bilo:
- Smanjiti alternativnu rodnost sorte Oblica
- Povećati prinos
- Povećati kvalitetu ulja
Primjenom gnojiva Lithovit, značajno je povećan prinos ploda (u cvjetnoj resi su bila zametnuta 2-3 ploda koja su se održala do berbe, te nije bilo ljetnog odbacivanja plodova) te je postignuta i veća kvaliteta ulja.
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)
Prema podacima koji se mogu vidjeti u gornjoj tablici,
primjena gnojiva Lithovit rezultirala je visokom kvalitetom ulja (oba ulja zadovoljavaju kvalitetu ekstradjevičanskog ulja), sa napomenom da je primjenom u tri tretmana, ulje bilo bolje kvalitete (veći peroksidni broj i manje fenola i intenziteta kiselosti).
Stoga se preporuča primjena gnojiva Lithovit u maslinarskoj proizvodnji, naročito u proizvodnji visokokvalitetnog ekstradjevičanskog ulja.