Cene i detalji o vaučerima za taksi od aerodroma
Ocenu kvaliteta taksi servisa daje stanovnik grada i to je takođe deo Holističkog pristupa problemu. Istovremeno je Biheviorizam smer istraživanja koji svoja saznanja crpi iz analize ponašanja i stavova korisnika. Upravo zbog toga, u Analizi stanja taksi servisa Beograda, analizi stavova stanovnika dat je odgovarajući značaj i ona ima značajno mesto kako u oceni stanja, tako i u svim predloženim reformama taksi servisa. Poslednjim studijama postignuta je i potpuna saglasnost, između gradskih službi i taksi udruženja, o načinu utvrđivanja potrebnog broja taksista i reformama koje treba sprovesti. Ipak, primena prihvaćenih reformi se ne sprovodi na potreban i mogući način. Problem je birokratija na svim nivoima, koja ne oseća svoju odgovornost za neodrživo stanje i dugoročne posledice.
Vijeću ministara će biti predloženo ukidanje taksi za odlazeće … – Klix.ba
Vijeću ministara će biti predloženo ukidanje taksi za odlazeće ….
Posted: Tue, 05 Sep 2023 07:00:00 GMT [source]
Vaučer važi za jednu vožnju i nije važan broj putnika u taksi vozilu. U najbogatijoj zemlji u Evropi, Nemačkoj, taksi servis se strogo reguliše, kao i u Francuskoj i u nizu drugih zemalja. Beograd mora https://taxi-travel.me/ da se integriše oko ovog problema i da konačno donese odluku da se od niza ishitrenih i uopštenih zakonskih rešenja njegovi potencijali sačuvaju u procesu tranzicije i posebnim Zakonom o Beogradu.
Koje je to najefikasnije outdoor sredstvo za reklamiranje proizvoda, usluga ili manifestacija?
Cenu od 3.700 dinara platićete ako idete do Čukarice, Krnjače, Ovče, Borče, Pančevačkog i Zrenjaninskog puta, Koteža i drugih dela Palilule. Na zvaničnoj taksi stanici nalaze se i komunalni milicajci, koji proveravaju da li je sve uredu i kojima se građani mogu obratiti za sve nedoumice. Već letimični pogled na taksi vozila na bilo kojoj od Beogradskih raskrsnica, biće dovoljan da se uoči niz propusta i neprimerenih ponašanja taksista. Na taj način će podići nivo svoje https://podgorica.taxi/ struke, i iskazati na određen način poštovanje ne samo prema gradu u kome obavljaju taksi delatnost i građanima od kojih na kraju krajeva i zarađuju za život, već i prema sebi samima. Po mišljenju taksista, poštovanje zakona i donošenje jasnih pravila ponašanja, jedinstvene cene, formiranje manjeg broja većih udruženja, uvođenje licenci, omogućavanje uvoza i lakše dobijanje kredita, kao i povećanje kazni za nesavesne taksiste, su dalje aktivnosti koje treba sprovesti.
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" 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U Beogradu je cena taksi prevoza višestruko niža od cena i u neposrednom okruženju, i na tome se ne može zasnivati bilo kakva budućnost, mesto i uloga taksi servisa. Nesumnjivo preveliki broj taksista u gradu je uticao na višegodišnju praksu davanja popusta na telefonski poziv, na ionako nisku cenu, što dodatno usložnjava i otežava rad taksista, ali i utiče na nizak nivo usluga u taksi servisu Beograda. Za svakoga ko se vozi taksijem ili planira da se vozi taksijem važno je da od radnika koji se nalazi uz kućici uzme potvrdu o fiksnoj ceni, odnosno vaučer. Potvrda je besplatna i izdaje se u obliku vaučera na kome stoji zona u koju građanin ide, relacija od – do i ono što je najvažnije, fiksna cena za određenu zonu. U cenovniku se može videti da se cene kreću od 2.300 dinara za određena naselja u okviru Surčina, Zemuna i Novog Beograda do 9.900 dinara za vožnju do Lazarevca, Mladenovca ili Barajeva. Ako želite da od aerodroma stignete do Vračara, Zvezdare, Savskog Venca, ili nekog dela Palilule biće vam potrebno 3.000 dinara.
U TAKSI VOZILIMA?
Ne vozim i ne plaćam ništa više od toga“, rekao je za naš portal Vukojević. Beogradski taksi, 24h na dan, u svakom delu grada 100% zadovoljava sve potrebe svojih mušterija. To je taksi koji je uspeo da značajnim poboljšanjem kvaliteta usluge postane specifični znak drugačije i bolje taksi usluge. Za taksi do aerodroma proteklih 6 meseci Beogradski taksi je uspeo da od i do aerodroma dnevno realizuje od 90 do 150 vožnji sa konstantnim trendom rasta, poveća broj poziva za dnevnu vožnju za 200% a za noćnu vožnju 300%, poveća broj realizovanih vožnji na telefonski poziv za 60%, poveća broj novih članova za 250%.