Distance from Auburn Hills to Larnaca
The shortest distance (air line) between Auburn Hills and Larnaca is 5,760.47 mi (9,270.58 km).
How far is Auburn Hills from Larnaca
Auburn Hills is located in Michigan, United States within 42° 40' 24.6" N -84° 45' 18.72" W (42.6735, -83.2448) coordinates. The local time in Auburn Hills is 17:38 (23.11.2024)
Larnaca is located in Kýpros, Cyprus within 34° 55' 0.12" N 33° 37' 59.88" E (34.9167, 33.6333) coordinates. The local time in Larnaca is 00:38 (24.11.2024)
The calculated flying distance from Larnaca to Larnaca is 5,760.47 miles which is equal to 9,270.58 km.
Auburn Hills, Michigan, United States
Related Distances from Auburn Hills
Related Distances to Larnaca
Cities | Distance |
---|---|
Aradippou to Larnaca | 3.34 mi (5.38 km) |
Dali to Larnaca | 14.07 mi (22.64 km) |
Latsia to Larnaca | 19.70 mi (31.70 km) |
Paralimni to Larnaca | 21.39 mi (34.42 km) |
Famagusta to Larnaca | 22.62 mi (36.40 km) |
Nicosia to Larnaca | 23.30 mi (37.49 km) |
Germasogeia to Larnaca | 33.96 mi (54.66 km) |
Kyrenia to Larnaca | 34.23 mi (55.09 km) |
Agios Athanasios to Larnaca | 36.05 mi (58.02 km) |
Mesa Geitonia to Larnaca | 36.50 mi (58.73 km) |
Limassol to Larnaca | 37.37 mi (60.15 km) |
Kato Polemidia to Larnaca | 39.15 mi (63.01 km) |
Paphos to Larnaca | 69.76 mi (112.27 km) |