Distance from Manhattan Beach to Sajoszentpeter
The shortest distance (air line) between Manhattan Beach and Sajoszentpeter is 6,227.85 mi (10,022.76 km).
How far is Manhattan Beach from Sajoszentpeter
Manhattan Beach is located in California, United States within 33° 53' 21.84" N -119° 36' 11.88" W (33.8894, -118.3967) coordinates. The local time in Manhattan Beach is 15:51 (27.02.2025)
Sajoszentpeter is located in Borsod-Abaúj-Zemplén, Hungary within 48° 13' 0.84" N 20° 43' 5.88" E (48.2169, 20.7183) coordinates. The local time in Sajoszentpeter is 00:51 (28.02.2025)
The calculated flying distance from Sajoszentpeter to Sajoszentpeter is 6,227.85 miles which is equal to 10,022.76 km.
Manhattan Beach, California, United States
Related Distances from Manhattan Beach
Sajoszentpeter, Borsod-Abaúj-Zemplén, Hungary