Ovo javno preduzeće po novom zakonu neće morati da vozi vozove na sopstvenu štetu, neće biti vozova koji moraju da saobraćaju iz političkih razloga, niti vozova s nekoliko putnika, kao što je to činjeno decenijama unazad
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)
Železnica nije spremna za tržišnu utakmicu (Foto Tanjug)
„Železnice Srbije”, prema novom zakonu o železnicama, više neće imati monopol u organizovanju saobraćaja na svojim prugama. Železničari se ne protive otvaranju tržišta, ali, kako kažu, u ovom trenutku nisu spremni za liberalizaciju transportnih usluga i dolazak strane konkurencije. Za njih će to, tvrde, biti neravnopravna tržišna utakmica.
– Treba da trčimo trku na 100 metara sa drugim operaterima, ali su oni ispred nas barem 60-70 metara. Kakve šanse u takvoj tržišnoj trci mogu da budu? – pita Dragoljub Simonović, direktor „Železnica Srbije”, odgovarajući na pitanja novinara „Politike”.
On kaže da će insistirati da u liberalizaciji železničkog tržišta ne bude privilegovanih operatera, već da ono bude principijelno otvoreno za sve prevoznike.
– Imamo potpuno neshvatljivu i neprihvatljivu situaciju – da mi još nemamo sve potrebne dozvole i sertifikate za organizovanje železničkog saobraćaja na našim prugama, a obe se već nude strancima – kaže Simonović.
Železničke uprave u okruženju, koje su liberalizovale svoje železničko-transportno tržište, kako navodi, dozvole i licence dobijale su po automatizmu, a samo su novi operateri morali da podnose molbu i dobijaju dozvole za korišćenje železničke infrastrukture. To kod nas nije slučaj, pa će i naše železnice morati, kao i svi ostali, da podnose zahtev Direkciji za železnicu.
– To ne bi bilo ništa neobično da mali privatni prevoznik „Kombinovani transport” Novi Sad, sa svega nekoliko lokomotiva, već nema sve potrebne dozvole za organizovanje železničkog saobraćaja na našim prugama i već traži da im se odmah na pojedinim relacijama u Srbiji omogući organizovanje robnog saobraćaja. A mi ih nemamo. E, to neće moći. Ako otvaramo železničko tržište za druge operatere, onda je naš principijelni stav da nema privilegovanih operatera i da tržište bude otvoreno za sve, pa ko bude bolji, efikasniji i jeftiniji. Tek tada će liberalizacija transportnog tržišta doneti pozitivne efekte i železnici, ali i svim korisnicima železničkih usluga, a time i čitavoj državi – ističe Simonović.
Da bi „Železnice Srbije” mogle da se ravnopravno uključe u tržišnu utakmicu, prema njegovom mišljenju, moraju imati nove vagone i lokomotive, rekonstruisati i modernizovati pruge, ali i izvršiti finansijsku konsolidaciju kompanije, pre svega, kada je reč o obavezama države.
– Decenijama se u srpske železnice nije ulagalo gotovo ništa, a sada takva, stara i spora železnica treba da se takmiči na tržištu. To, jednostavno, nije moguće. Da bismo u potpunosti reformisali i modernizovali železnicu u Srbiji potrebno nam je pet do sedam godina. I mi smo taj proces započeli i uspešno ćemo ga realizovati. Ali, železničke uprave u okruženju, kao i najrazvijenije železnice u Evropi, svoja tržišta su liberalizovale tek nakon potpune reorganizacije i modernizacije. Mi smatramo da takav isti koncept treba primeniti i u Srbiji – naglašava Simonović.
On obećava da će u narednih 165 dana stručne službe „Železnice Srbije” predložiti kakva će biti buduća organizacija kompanije i kakva je železnica potrebna Srbiji. Da bi se srpske železnice prilagodile tržišnom poslovanju, mnogi odnosi i navike moraće da budu promenjeni.
– Ubuduće, umesto državnih subvencija, koje su se do sada trošile na isplatu zarada ili nekontrolisano, imaćemo finansiranje srpskih železnica na osnovu ugovornih odnosa, kako između vlade i novih železničkih društava, tako i između društava međusobno, sa detaljno regulisanim obavezama i odgovornostima. Tako će buduće železničko Društvo za infrastrukturu ostvarivati prihod po osnovu utvrđene naknade za pristup infrastrukturi, ali i državnih subvencija za održavanje železničke infrastrukture i pokrivanja razlike između prihoda od naknade za pristup infrastrukturi i realnih troškova. To znači da će liberalizacijom transportnog tržišta i srpske železnice uvesti nadoknadu za pristup železničkoj infrastrukturi – kaže Simonović.
Novi zakon predviđa da svi železnički operateri koji koriste naše pruge za to plaćaju naknadu, kao što je to slučaj u većini evropskih zemalja. Ali direktor „Železnica Srbije” kaže da više neće morati da organizuje saobraćaj vozova, koji nisu rentabilni. A, ako to čini, jer je reč o javnom interesu, razliku između realnih troškova prevoza i naplaćenih prihoda moraće da im subvencionišu iz budžeta ili država, lokalna samouprava, po osnovu takozvane obaveze javnog prevoza.
– „Železnice Srbije” više po novom zakonu neće morati da voze vozove na sopstvenu štetu, neće biti vozova koji moraju da saobraćaju iz političkih razloga, niti vozova s nekoliko putnika, kao što je to činjeno decenijama unazad. Preduzeće će morati da preraste iz socijalne u ekonomsku kategoriju i postane efikasan i tržišno orijentisan poslovni sistem, što je još jedna od posledica liberalizacije transportnog tržišta – kaže Simonović.
Marijana Avakumović, novinarka Politike
objavljeno: 08.04.2013.
Preuzeto sa portala "Politike"
Železnica nije spremna za tržišnu utakmicu (Foto Tanjug)
„Železnice Srbije”, prema novom zakonu o železnicama, više neće imati monopol u organizovanju saobraćaja na svojim prugama. Železničari se ne protive otvaranju tržišta, ali, kako kažu, u ovom trenutku nisu spremni za liberalizaciju transportnih usluga i dolazak strane konkurencije. Za njih će to, tvrde, biti neravnopravna tržišna utakmica.
– Treba da trčimo trku na 100 metara sa drugim operaterima, ali su oni ispred nas barem 60-70 metara. Kakve šanse u takvoj tržišnoj trci mogu da budu? – pita Dragoljub Simonović, direktor „Železnica Srbije”, odgovarajući na pitanja novinara „Politike”.
On kaže da će insistirati da u liberalizaciji železničkog tržišta ne bude privilegovanih operatera, već da ono bude principijelno otvoreno za sve prevoznike.
– Imamo potpuno neshvatljivu i neprihvatljivu situaciju – da mi još nemamo sve potrebne dozvole i sertifikate za organizovanje železničkog saobraćaja na našim prugama, a obe se već nude strancima – kaže Simonović.
Železničke uprave u okruženju, koje su liberalizovale svoje železničko-transportno tržište, kako navodi, dozvole i licence dobijale su po automatizmu, a samo su novi operateri morali da podnose molbu i dobijaju dozvole za korišćenje železničke infrastrukture. To kod nas nije slučaj, pa će i naše železnice morati, kao i svi ostali, da podnose zahtev Direkciji za železnicu.
– To ne bi bilo ništa neobično da mali privatni prevoznik „Kombinovani transport” Novi Sad, sa svega nekoliko lokomotiva, već nema sve potrebne dozvole za organizovanje železničkog saobraćaja na našim prugama i već traži da im se odmah na pojedinim relacijama u Srbiji omogući organizovanje robnog saobraćaja. A mi ih nemamo. E, to neće moći. Ako otvaramo železničko tržište za druge operatere, onda je naš principijelni stav da nema privilegovanih operatera i da tržište bude otvoreno za sve, pa ko bude bolji, efikasniji i jeftiniji. Tek tada će liberalizacija transportnog tržišta doneti pozitivne efekte i železnici, ali i svim korisnicima železničkih usluga, a time i čitavoj državi – ističe Simonović.
Da bi „Železnice Srbije” mogle da se ravnopravno uključe u tržišnu utakmicu, prema njegovom mišljenju, moraju imati nove vagone i lokomotive, rekonstruisati i modernizovati pruge, ali i izvršiti finansijsku konsolidaciju kompanije, pre svega, kada je reč o obavezama države.
– Decenijama se u srpske železnice nije ulagalo gotovo ništa, a sada takva, stara i spora železnica treba da se takmiči na tržištu. To, jednostavno, nije moguće. Da bismo u potpunosti reformisali i modernizovali železnicu u Srbiji potrebno nam je pet do sedam godina. I mi smo taj proces započeli i uspešno ćemo ga realizovati. Ali, železničke uprave u okruženju, kao i najrazvijenije železnice u Evropi, svoja tržišta su liberalizovale tek nakon potpune reorganizacije i modernizacije. Mi smatramo da takav isti koncept treba primeniti i u Srbiji – naglašava Simonović.
On obećava da će u narednih 165 dana stručne službe „Železnice Srbije” predložiti kakva će biti buduća organizacija kompanije i kakva je železnica potrebna Srbiji. Da bi se srpske železnice prilagodile tržišnom poslovanju, mnogi odnosi i navike moraće da budu promenjeni.
– Ubuduće, umesto državnih subvencija, koje su se do sada trošile na isplatu zarada ili nekontrolisano, imaćemo finansiranje srpskih železnica na osnovu ugovornih odnosa, kako između vlade i novih železničkih društava, tako i između društava međusobno, sa detaljno regulisanim obavezama i odgovornostima. Tako će buduće železničko Društvo za infrastrukturu ostvarivati prihod po osnovu utvrđene naknade za pristup infrastrukturi, ali i državnih subvencija za održavanje železničke infrastrukture i pokrivanja razlike između prihoda od naknade za pristup infrastrukturi i realnih troškova. To znači da će liberalizacijom transportnog tržišta i srpske železnice uvesti nadoknadu za pristup železničkoj infrastrukturi – kaže Simonović.
Novi zakon predviđa da svi železnički operateri koji koriste naše pruge za to plaćaju naknadu, kao što je to slučaj u većini evropskih zemalja. Ali direktor „Železnica Srbije” kaže da više neće morati da organizuje saobraćaj vozova, koji nisu rentabilni. A, ako to čini, jer je reč o javnom interesu, razliku između realnih troškova prevoza i naplaćenih prihoda moraće da im subvencionišu iz budžeta ili država, lokalna samouprava, po osnovu takozvane obaveze javnog prevoza.
– „Železnice Srbije” više po novom zakonu neće morati da voze vozove na sopstvenu štetu, neće biti vozova koji moraju da saobraćaju iz političkih razloga, niti vozova s nekoliko putnika, kao što je to činjeno decenijama unazad. Preduzeće će morati da preraste iz socijalne u ekonomsku kategoriju i postane efikasan i tržišno orijentisan poslovni sistem, što je još jedna od posledica liberalizacije transportnog tržišta – kaže Simonović.
Marijana Avakumović, novinarka Politike
objavljeno: 08.04.2013.
Preuzeto sa portala "Politike"
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