![](data:image/png;base64,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)
2.5PoštnoomrežjeintransportnasredstvaPošteSlovenije
2.5.1PoštnoomrežjePošteSlovenije
Pošteinlogističnicentri
Vletu2018jepoštnoomrežjeobsegalo503kontaktnetočkrazličnihorganizacijskihoblik, kar Pošto Slovenije
uvrščameddržaveEUzvišjodostopnostjouporabnikovdopoštnegaomrežja.
Vokviruoptimizacijepoštnegaomrežja,katerenamenjevzpostavitevomrežja,kibo,upoštevajočvelikestrukturne
spremembenatrgupoštnihstoritev,omogočalodolgoročnostabilnostuspešnegaposlovanjadružbe,smov
letu2018vpogodbenepoštepreoblikovalipetpošt,vpremičnosmopreoblikovalienopošto,zaprlismopet
pogodbenihpoštin10poštvrednemsestavuPošteSlovenije,namestonjihpauniverzalnopoštnostoritev
zagotavljajopismonoškepošte.Takojepoštnoomrežjesestavljalo222pošt,kiopravljajodostavo(odtega196
dostavnih,22logističnihinštiripretovornepošte),štiriprevzemnepošte,111izročilnihpošt,141pogodbenih
poštin25premičnihpošt.Polegnavedenihorganizacijskihobliknašepoštnoomrežjesestavljajoše:dvapoštna
logističnacentra,39pismonoškihpošt,enadostavnatočkateralternativnasprejemno-izročilnamesta(114na
Petrolovihbencinskihservisihin24paketomatov).
Graf1:Strukturakontaktnihtočk
Dostavnepošte39,0%
Pogodbenepošte28,0%
Izročilnepošte22,1%
Premičnepošte5,0%
Logističnepošte4,4%
Prevzemnepošte0,8%
Pretovornepošte0,8%
Gostotapoštnegaomrežja
Vletu2018jepovprečnapošta(upoštevanesodostavne,logistične,pretovorne,prevzemne,izročilneinpogodbene
pošte)pokrivala42 km
2
in 1.637 gospodinjstev.
Pogostost dostave
Vletu2018jebilo57 odstotkovgospodinjstevvključenihvšestkrattedenskodostavoin43odstotkovgospodinjstev
vpetkrattedenskodostavo.Vizpostavljenepredalčnikejepošiljkeprejemalo0,16odstotkagospodinjstev.
2.5.2NapravepoštnegaomrežjaintransportnasredstvaPošteSlovenije
VPoštiSlovenijeuporabljamorazličnenaprave za izvajanje poštnih storitev,insicer1.677poštnihnabiralnikov,
16.456poštnihpredalov,6.028sprejemnihsistemov,2.621dostavnikovin1.961potovnikov.Pošiljkezlaga,deliin
usmerja33strojnihnaprav.
Uporabljamoštevilnatransportna sredstvazanotranjiinzunanjitransport.Vnotranjemtransportuuporabljamo
1.514transportnihsredstev(transportnihvozičkovinviličarjev),vzunanjemtransportupa3.476transportnih
sredstev(avtomobilov,dvokoles,kolesterprikolic).