Cities near Brandýs nad Labem-Stará Boleslav

Brandýs nad Labem-Stará Boleslav is a city of 20,313 inhabitants in Czechia. The most populous cities near Brandýs nad Labem-Stará Boleslav within 100 km are Prague, Liberec, Hradec Králové. Distances are measured as the crow flies.

Use the map and table below to explore the cities near Brandýs nad Labem-Stará Boleslav.

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Latitude: 50.1871° Longitude: 14.6633° Population: 20,313 Timezone: Europe/Prague
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Nearby cities 99 cities found

Sorted by population, from largest to smallest. Distances are measured as the crow flies.

City Country Distance Population
Prague Czechia 20.5 km 1,165,581
Liberec Czechia 70.2 km 102,951
Hradec Králové Czechia 83.3 km 90,596
Ústí nad Labem Czechia 69.1 km 90,378
Pardubice Czechia 81.0 km 88,520
Kladno Czechia 40.2 km 69,664
Most Czechia 80.9 km 63,474
Stodůlky Czechia 29.0 km 60,758
Žižkov Czechia 19.1 km 58,267
Teplice Czechia 77.9 km 50,912
Chodov Czechia 20.2 km 50,043
Královské Vinohrady Czechia 20.1 km 48,805
Chomutov Czechia 93.5 km 46,771
Děčín Czechia 73.4 km 46,376
Jablonec nad Nisou Czechia 69.7 km 46,209
Mladá Boleslav Czechia 30.2 km 43,684
Pirna Germany 99.9 km 40,322
Staré Strašnice Czechia 16.4 km 37,665
Holešovice Czechia 17.8 km 37,664
Vršovice Czechia 19.7 km 36,836
Česká Lípa Czechia 56.1 km 36,815
Tábor Czechia 85.9 km 36,264
Libeň Czechia 16.1 km 36,151
Záběhlice Czechia 18.4 km 35,228
Nusle Czechia 21.0 km 35,150
Smíchov Czechia 22.5 km 34,987
Modřany Czechia 26.6 km 33,574
Kolín Czechia 42.2 km 33,444
Příbram Czechia 72.4 km 32,773
Trutnov Czechia 97.9 km 31,398
Krč Czechia 22.4 km 27,344
Nové Město Czechia 21.1 km 27,105
Kobylisy Czechia 16.6 km 27,030
Zittau Germany 79.7 km 25,286
Litoměřice Czechia 53.9 km 24,489
Havlíčkův Brod Czechia 92.0 km 24,356
Chrudim Czechia 85.0 km 23,630
Hlubočepy Czechia 24.5 km 23,461
Dejvice Czechia 21.7 km 23,401
Černý Most Czechia 10.9 km 22,466
Řepy Czechia 28.9 km 22,461
Litvínov Czechia 87.4 km 22,387
Háje Czechia 19.4 km 22,059
Letňany Czechia 12.0 km 21,702
Kutná Hora Czechia 50.7 km 21,642
Beroun Czechia 49.0 km 21,521
Michle Czechia 21.1 km 21,402
Jirkov Czechia 93.0 km 19,240
Mělník Czechia 22.6 km 19,231
Hostivař Czechia 18.3 km 19,161
Žatec Czechia 81.0 km 18,959
Louny Czechia 64.4 km 18,068
Braník Czechia 24.5 km 17,777
Vysočany Czechia 13.6 km 17,465
Kralupy nad Vltavou Czechia 25.7 km 17,373
Říčany Czechia 21.7 km 17,143
Benešov Czechia 45.1 km 17,043
Prosek Czechia 13.7 km 16,850
Pelhřimov Czechia 93.2 km 16,541
Bogatynia Poland 82.7 km 16,460
Bohnice Czechia 18.6 km 16,444
Neratovice Czechia 13.1 km 16,427
Jičín Czechia 56.2 km 16,328
Dvůr Králové nad Labem Czechia 86.1 km 16,150
Košíře Czechia 25.2 km 16,145
Střížkov Czechia 13.8 km 15,705
Rakovník Czechia 66.9 km 15,682
Horní Měcholupy Czechia 16.7 km 15,303
Poděbrady Czechia 32.8 km 15,232
Slaný Czechia 41.3 km 15,070
Varnsdorf Czechia 80.6 km 14,704
Turnov Czechia 56.1 km 14,507
Bílina Czechia 74.7 km 14,497
Rokycany Czechia 91.0 km 14,381
Nymburk Czechia 26.9 km 14,373
Troja Czechia 18.7 km 14,303
Horní Počernice Czechia 9.2 km 14,296
Milovice Czechia 16.6 km 14,270
Hloubětín Czechia 12.7 km 14,074
Krupka Czechia 79.4 km 13,687
Podolí Czechia 22.7 km 13,611
Roudnice nad Labem Czechia 38.9 km 13,084
Vrchlabí Czechia 83.0 km 12,898
Jaroměř Czechia 91.4 km 12,831
Čelákovice Czechia 6.9 km 12,474
Karlín Czechia 18.6 km 12,261
Vlašim Czechia 56.1 km 12,225
Neustadt in Sachsen Germany 98.7 km 11,810
Nový Bor Czechia 63.9 km 11,318
Malešice Czechia 15.8 km 11,237
Vokovice Czechia 24.7 km 11,083
Uhříněves Czechia 18.2 km 10,992
Humpolec Czechia 87.4 km 10,914
Rumburk Czechia 85.3 km 10,815
Jesenice Czechia 26.6 km 10,460
Újezd nad Lesy Czechia 12.3 km 10,429
Kunratice Czechia 23.2 km 10,091
Kyje Czechia 12.9 km 10,031
Čáslav Czechia 60.3 km 10,025

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Distances are calculated using the Haversine formula, which gives the great-circle distance between two points on a sphere — the shortest path over the Earth's surface. The result is accurate to within a few kilometres for most city pairs. Note that the Haversine formula assumes a perfectly spherical Earth; the true Earth is slightly flattened, so very long distances may differ by up to 0.5% from the exact geodetic distance.

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