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ipsilondata:image/png;base64,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:image/png;base64,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Mašine za pranje i sušenje veša

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Mašine za pranje i sušenje su postale neizostavan deo svakog savremenog domaćinstva. U ubrzanom tempu života koji danas vodimo, ove mašine značajno olakšavaju svakodnevne obaveze, omogućavajući nam da uštedimo dragoceno vreme i energiju. Ne samo da obezbeđuju besprekornu čistoću naše odeće, već i pružaju vrhunsku negu različitim vrstama tkanina, čuvajući njihov kvalitet i trajnost. Zahvaljujući naprednim funkcijama i tehnologijama, ove mašine su prilagođene da odgovore na potrebe i najzahtevnijih korisnika, nudeći raznovrsne programe pranja i sušenja koji se lako podešavaju prema individualnim preferencijama. Bilo da živite sami ili imate veliku porodicu, mašine za pranje i sušenje su vaš pouzdan saveznik u održavanju higijene i svežine garderobe.

Ukupno proizvoda: 10
INDESIT IDMA75624B masina za pranje i sušenje
Besplatna dostava
38.899RSD
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INDESITINDESIT IDMA75624B masina za pranje i sušenje
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
hisense Mašina za pranje i sušenje veša WD3S9043BW3
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54.799RSD
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hisensehisense Mašina za pranje i sušenje veša WD3S9043BW3
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Candy Mašina za pranje i sušenje veša COW4854TWM6/1-S apacitet pranja 8kg/sušenja 5kg/1400 obrtaja
Besplatna dostava
46.899RSD
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CandyCandy Mašina za pranje i sušenje veša COW4854TWM6/1-S apacitet pranja 8kg/sušenja 5kg/1400 obrtaja
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Haier Mašina za pranje i sušenje veša HWD80-B14959S8U1-S
Besplatna dostava
91.899RSD
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HaierHaier Mašina za pranje i sušenje veša HWD80-B14959S8U1-S
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Uštedi 5%
Candy Mašina za pranje i sušenje veša GWD485SB6-S
Besplatna dostava
Ušteda 2.200 RSD
41.499 RSD
43.699RSD
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CandyCandy Mašina za pranje i sušenje veša GWD485SB6-S
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Uštedi 1%
Gorenje Mašina za pranje i sušenje veša WD2PA1X64ADAAW
Besplatna dostava
Ušteda 700 RSD
58.599 RSD
59.299RSD
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GorenjeGorenje Mašina za pranje i sušenje veša WD2PA1X64ADAAW
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Uštedi 1%
Gorenje Mašina za pranje i sušenje veša W3D2A854ADS
Besplatna dostava
Ušteda 600 RSD
46.199 RSD
46.799RSD
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GorenjeGorenje Mašina za pranje i sušenje veša W3D2A854ADS
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Uštedi 1%
Gorenje Mašina za pranje i sušenje veša WD2A854ADS
Besplatna dostava
Ušteda 500 RSD
48.199 RSD
48.699RSD
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GorenjeGorenje Mašina za pranje i sušenje veša WD2A854ADS
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Candy Mašina za pranje i sušenje veša CSOW4746TWMB5-S
Besplatna dostava
48.799RSD
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CandyCandy Mašina za pranje i sušenje veša CSOW4746TWMB5-S
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša
Bosch Mašina za pranje i sušenje WNG254A0BY kapacitet pranja 10.5kg/sušenja 6kg/ 1400 obrtaja
Besplatna dostava
145.999RSD
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BoschBosch Mašina za pranje i sušenje WNG254A0BY kapacitet pranja 10.5kg/sušenja 6kg/ 1400 obrtaja
Bela tehnika /Veš mašine/Mašine za pranje i sušenje veša

Prednosti kombinovanih uređaja

Kombinovane mašine za pranje i sušenje predstavljaju praktično i efikasno rešenje za sve one koji žele da optimizuju prostor u svom domu. Ovi uređaji kombinuju funkcije klasične veš mašine i sušilice, pružajući komfor dva uređaja u jednom kompaktnom pakovanju. To je posebno korisno za stanove sa ograničenim prostorom, gde svaki centimetar igra važnu ulogu. Osim uštede prostora, kombinovane mašine nude i uštedu vremena, jer eliminišu potrebu za prebacivanjem veša iz jedne mašine u drugu. Sa jednim jednostavnim podešavanjem, vaša odeća će biti i oprana i osušena, spremna za nošenje ili odlaganje. Takođe, ove mašine su dizajnirane sa fokusom na efikasnost i performanse, obezbeđujući da kvalitet pranja i sušenja ne bude kompromitovan uprkos njihovoj multifunkcionalnosti. Uz raznovrsne programe i opcije, lako možete prilagoditi cikluse različitim vrstama tkanina, od delikatnih materijala do težeg platna, čime se osigurava optimalna nega za svaki komad odeće.


Napredne tehnologije i funkcije

Savremene mašine za pranje i sušenje su opremljene najnovijim tehnološkim dostignućima koja značajno unapređuju korisničko iskustvo. Jedna od ključnih karakteristika su inteligentni senzori koji automatski detektuju težinu veša i vrstu tkanine, prilagođavajući vreme pranja, temperaturu i brzinu centrifuge kako bi se postigli najbolji rezultati uz minimalnu potrošnju resursa. Takođe, funkcije kao što su odloženi start omogućavaju vam da programirate početak ciklusa prema vašem rasporedu, što je idealno za iskorišćavanje povoljnijih tarifa struje tokom noći ili jednostavno za usklađivanje sa vašim dnevnim aktivnostima. Brzi programi pranja i sušenja su savršeni za situacije kada vam je odeća potrebna u kratkom roku, pružajući čistu i suvu garderobu za manje od sat vremena. Neki modeli čak nude i opcije povezivanja putem Wi-Fi mreže, omogućavajući daljinsko upravljanje i praćenje procesa putem pametnih telefona ili drugih uređaja. Sve ove napredne funkcije čine korišćenje mašine intuitivnim i prilagođenim vašim potrebama.


Energetska efikasnost i ekološka svest

U eri kada je očuvanje životne sredine od suštinske važnosti, proizvođači mašina za pranje i sušenje posvećuju posebnu pažnju energetskoj efikasnosti svojih uređaja. Mašine sa visokim energetskim razredom, kao što su A++ ili A+++, dizajnirane su da troše minimalnu količinu električne energije i vode, bez žrtvovanja performansi. Ovo ne samo da doprinosi smanjenju mesečnih računa za struju i vodu, već i smanjuje ukupan ekološki otisak domaćinstva. Pored toga, mnogi uređaji koriste ekološki prihvatljive tehnologije poput sistema za reciklažu vode ili opcije eko-pranja koje koriste niže temperature i manje deterdženta. Time se smanjuje emisija štetnih gasova i potrošnja prirodnih resursa. Investicija u energetski efikasan uređaj predstavlja dugoročno isplativu odluku koja kombinuje finansijske uštede sa odgovornošću prema životnoj sredini.


Saveti za odabir odgovarajuće mašine

Prilikom odabira mašine za pranje i sušenje, ključno je uzeti u obzir nekoliko faktora kako biste pronašli model koji najbolje odgovara vašim potrebama. Pre svega, razmotrite kapacitet mašine. Ako imate veću porodicu ili često perete veće količine veša, veći bubanj će biti praktičniji. Sledeće, obratite pažnju na dostupne programe i funkcije. Proverite da li mašina nudi specifične cikluse za različite vrste tkanina, kao što su pamuk, sintetika, vuna ili delikatni materijali. Dodatne funkcije poput zaštite od gužvanja, opcije pare ili antibakterijskih programa mogu biti od velike koristi. Takođe, pregledajte energetski razred uređaja i procenite njegovu potrošnju. Na kraju, ali ne i manje važno, uzmite u obzir dimenzije mašine kako bi se uklopila u predviđeni prostor u vašem domu. Pažljivim istraživanjem i poređenjem različitih modela, osiguraćete da odabrani uređaj pruža optimalne performanse, dugotrajnost i efikasnost, čineći svakodnevne zadatke jednostavnijim i prijatnijim.