Oborniki Wielkopolskie Miasto: Różnice pomiędzy wersjami

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Linia 8: Linia 8:
 
==Opis układu torowego==
 
==Opis układu torowego==
 
Na przystanku znajdują się dwa tory: główny (czynny) i "boczny" (nieczynny). Tor boczny jest tak na prawdę częścią toru szlakowego. Obecnie jest zakończony przed mostem na rzece Warcie kozłem oporowym. Dawniej przebiegał przez most i łączył się z torem do Poznania na Post. odg. Oborniki Most. Oba tory są zelektryfikowane
 
Na przystanku znajdują się dwa tory: główny (czynny) i "boczny" (nieczynny). Tor boczny jest tak na prawdę częścią toru szlakowego. Obecnie jest zakończony przed mostem na rzece Warcie kozłem oporowym. Dawniej przebiegał przez most i łączył się z torem do Poznania na Post. odg. Oborniki Most. Oba tory są zelektryfikowane
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

Wersja z 08:40, 13 lut 2018

Oborniki Wielkopolskie Miasto – przystanek kolejowy w Obornikach, w województwie wielkopolskim. Znajduje się on na linii kolejowej nr 354 Poznań– Piła Główna.

Charakterystyka

  • Liczba torów - 2
  • Liczba peronów - 1
  • Liczba krawędzi peronowych - 1
  • Kasa - czynna

Opis układu torowego

Na przystanku znajdują się dwa tory: główny (czynny) i "boczny" (nieczynny). Tor boczny jest tak na prawdę częścią toru szlakowego. Obecnie jest zakończony przed mostem na rzece Warcie kozłem oporowym. Dawniej przebiegał przez most i łączył się z torem do Poznania na Post. odg. Oborniki Most. Oba tory są zelektryfikowane

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