Wynajmę mieszkanie w doskonałej lokalizacji

Cena się nie zmieniła od pierwszego wykrycia (7 paź 2026). Każdą zmianę zapiszemy tutaj.

Historia oferty

TXO obserwuje tę nieruchomość od dziś

1. 7 października 2026

   Pierwsze wykrycie

   Gratka

Otoczenie

Odległości w linii prostej od punktu oferty.

• Przystanek autobusowy

  Zachęta 01

  74 w promieniu 1 km

  50 m

  1 min pieszo

• Szkoła

  XI Liceum Ogólnokształcące im. Mikołaja Reja

  26 w promieniu 1 km

  60 m

  1 min pieszo

• Plac zabaw

  29 w promieniu 1 km

  100 m

  1 min pieszo

• Przedszkole

  Przedszkole nr 17 "Kółko Graniaste"

  17 w promieniu 1 km

  130 m

  2 min pieszo

• Park

  Ogród Saski

  22 w promieniu 1 km

  210 m

  3 min pieszo

• Przystanek tramwajowy

  Królewska 05

  16 w promieniu 1 km

  230 m

  3 min pieszo

• Przychodnia lub szpital

  Panoramik

  37 w promieniu 1 km

  250 m

  3 min pieszo

• Apteka

  Ziko Apteka

  18 w promieniu 1 km

  280 m

  4 min pieszo

• Sklep spożywczy

  Carrefour Express

  61 w promieniu 1 km

  320 m

  4 min pieszo

• Uczelnia

  Akademia Sztuk Pięknych

  16 w promieniu 1 km

  410 m

  5 min pieszo

• Stacja metra

  Świętokrzyska

  4 w promieniu 1 km

  450 m

  6 min pieszo

• Stacja kolejowa

  Warszawa Śródmieście

  1,1 km

  13 min pieszo

• Wjazd na autostradę lub ekspresówkę

  4,3 km

Dane: © autorzy OpenStreetMap.

Parametry i stan nieruchomości

Opis

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alt="">200 m. do przesiadkowej stacji metra "Świętokrzyska"( I-sza i II-ga linia) oraz do Parku Saskiego. Mieszkanie z 2 niezależnymi pokojami, z loggią.Usytuowane przy ulicy Królewskiej, ponad koronami drzew. Jest ciche i jasne. Nowoczesne, szybkie windy, świeżo po remoncie klatka schodowa. Wszystkie media, w pełni umeblowane, pralka, lodówka i małe AGD. Domofon.Posadzka z klepki dębowej. Możliwość podłączenia internetu i TV.Podana cena obejmuje opłatę czynszową. Doliczyć do niej należy opłaty licznikowe. Kontakt pod adresem michal.wolynczyk@gmail.com" rel="noopener noreferrer" target="_blank">michal.wolynczyk@gmail.com lub pod600 310 273