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Kudy k nám

Autobus 174,130, stanice KOVÁŘOVÁ a STODŮLKY.

Metro - trasa B, stanice LUKA. 

Varianta I.    www.mapy.cz/s/cUlB

Od vystoupení z Metra B Luka, po můstku  nad ulicí  Mukařovského , skrz Nákupní středisko Luka, kolem ZŠ Trávníčkova a doprava cestou mezi paneláky do vnitrobloku a tam už nás hravě najdete. Délka trasy pěšky čítá  481 m, doba chůze 7 minut. Výškový profil trati uvádíme níže (stoupání 17 m, klesání 3m):

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

 

 

 

Varianta II.  www.mapy.cz/s/cUlF

Od stanice Metra B Luka sejdete do ulice Mukařovského a pak do ulice Trávníčkovi. Půjdete do mírného kopečka stále touto ulicí tak,  aby Vám po levé ruce neustále cestu lemoval souvislý  bytový rondel. Pokud nesejtede z cesty a půjdete pořád Trávníčkovou ulicí, tak na úplném jejím konci doslova narazíte na Středisko sociálních služeb Prahy 13. Délka trasy pěšky čítá  498 m, doba chůze 7 minut. Výškový profil trati uvádíme níže (stoupání 14, klesání 2m):

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