Avtor: S. Sam res prek easy jeta bi blo cenejše kot pa z avtomposlano v temi :: a kdo rabi kej iz nizozemske,nemčije,madžarske?? berlin,budapest,haag..? Avtor: http://www.cvek123.com/clani/maynapink/ Maynapink Zakaj pa čez Slovaško in Madžarsko?
Nizozemska, Nemčija, Avstrija in je že tu.
PS: Avion je cenejši.poslano v temi :: a kdo rabi kej iz nizozemske,nemčije,madžarske?? berlin,budapest,haag..? Avtor: S. Ja saj je napisala da kao nima keša za avionposlano v temi :: a kdo rabi kej iz nizozemske,nemčije,madžarske?? berlin,budapest,haag..? He he, kakšen ovinek 🙂
Zakaj pa ne pride direktno do tebe, pa jo potem skupaj pičita naokrog?
poslano v temi :: a kdo rabi kej iz nizozemske,nemčije,madžarske?? berlin,budapest,haag..? Avtor: odlično Si nova , lepo, zakaj nisi prilepila slike, Samo prašam.
Z redno imamo velike težave, predvsem ker jo razumemo. Ona nas pelje oko čoška, kadarkoli si ji zljubi. V galvnem Čvek deluje na nebulozah toko omenjene in omejene Redne.
Verjetno boš hitro spoznala za kaj gre.
Je res, če redne n, se tu ne dogaja nič, ker je populacija čvekačev takih, ki so zelo zadržani, neiniciativni nedomiselni. Na kratko rečeno, ničesar se ne spomnijo. Izjema je neki Hrast, ki ima veliko idej, obnaša se pa kot 12 letni najstnik.. Ko dobijo Čvekači njim primerno temo , pobezljajo tja do 32 strani komentarjev.
Tako na kratko.poslano v temi :: redna 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
poslano v temi :: redna Avtor: S. Mogoče sva najbolj debilni, ampak sva pa zato TANARTALEPŠI hahaAvtor: S. Saj zdaj sva šle na plastične operacije da bova bolj podobne množici heheposlano v temi :: redna Medexovega medu sicer ne cenim (če mi zmanjka medu od kolega čebelarja, potem kupim tistega dražjega v Hoferju), bi pa pripomnila sledeče (kopirano iz foruma slovenskih čebelarjev)
Da med kristalizira mora biti izpolnjenih več pogojev.
1. razmerje med saharozo in glukozo
2. količina vlage v medu
3. količina višjih sladkorjev
4 temperatura.
In glede na zgoraj napisano nekatere vrste medu ne spraviš do kristalizacije - četudi se na trepalnice postaviš. Druge pa ne moreš obdržati tekoče.
IN pri tem je vrsta medu samo delni indikator. Recimo hoja "Nikoli" ne trdi razen če medi ....
Smreka načeloma trdi razen če medi .....
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Meni redko kristalizira tudi kostanjev med.
poslano v temi :: TOČENI CVETLIČNI MED (MEDEX), 250ml - MOČNO ODSVETUJEM!! Avtor: dobri a nuben ne upa komentirat ane 🙂poslano v temi :: moški ženske in sex, očitno je tudi dober videz ključnega pomena... |
poslano v temi :: a kdo rabi kej iz nizozemske,nemčije,madžarske?? berlin,budapest,haag..?