Distance from Ashby de la Zouch to Jesenik
The shortest distance (air line) between Ashby de la Zouch and Jesenik is 819.79 mi (1,319.33 km).
How far is Ashby de la Zouch from Jesenik
Ashby de la Zouch is located in Leicestershire CC and Rutland, United Kingdom within 52° 44' 45.6" N -2° 31' 26.4" W (52.7460, -1.4760) coordinates. The local time in Ashby de la Zouch is 02:05 (25.11.2024)
Jesenik is located in Olomoucký kraj, Czechia within 50° 13' 46.92" N 17° 12' 16.92" E (50.2297, 17.2047) coordinates. The local time in Jesenik is 03:05 (25.11.2024)
The calculated flying distance from Jesenik to Jesenik is 819.79 miles which is equal to 1,319.33 km.
Ashby de la Zouch, Leicestershire CC and Rutland, United Kingdom
Related Distances from Ashby de la Zouch
Jesenik, Olomoucký kraj, Czechia
Related Distances to Jesenik
| Cities | Distance |
|---|---|
| Opava to Jesenik | 36.99 mi (59.53 km) |
| Olomouc to Jesenik | 43.98 mi (70.77 km) |
| Ostrava to Jesenik | 55.43 mi (89.20 km) |
| Hradec Kralove to Jesenik | 60.69 mi (97.68 km) |
| Havirov to Jesenik | 62.27 mi (100.22 km) |
| Frydek-Mistek to Jesenik | 63.31 mi (101.88 km) |
| Pardubice to Jesenik | 64.50 mi (103.80 km) |
| Karvina to Jesenik | 64.80 mi (104.28 km) |
| Zlin to Jesenik | 71.89 mi (115.69 km) |
| Brno to Jesenik | 76.46 mi (123.04 km) |
| Jihlava to Jesenik | 91.99 mi (148.04 km) |
| Jablonec nad Nisou to Jesenik | 95.85 mi (154.25 km) |
| Liberec to Jesenik | 101.02 mi (162.58 km) |
| Mlada Boleslav to Jesenik | 102.26 mi (164.57 km) |
| Prague to Jesenik | 123.59 mi (198.90 km) |
| Brevnov to Jesenik | 126.42 mi (203.45 km) |
| Kladno to Jesenik | 137.44 mi (221.19 km) |
| Decin to Jesenik | 137.45 mi (221.20 km) |
| Usti nad Labem to Jesenik | 142.28 mi (228.97 km) |
| Ceske Budejovice to Jesenik | 149.86 mi (241.18 km) |
| Teplice to Jesenik | 151.15 mi (243.26 km) |
| Most to Jesenik | 158.37 mi (254.87 km) |
| Chomutov to Jesenik | 167.77 mi (270.00 km) |
| Plzen to Jesenik | 173.23 mi (278.78 km) |
| Karlovy Vary to Jesenik | 191.45 mi (308.11 km) |