Distance from Auburn Hills to Famagusta
The shortest distance (air line) between Auburn Hills and Famagusta is 5,761.15 mi (9,271.68 km).
How far is Auburn Hills from Famagusta
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 18:04 (23.11.2024)
Famagusta is located in Kýpros, Cyprus within 35° 7' 30" N 33° 56' 30.12" E (35.1250, 33.9417) coordinates. The local time in Famagusta is 01:04 (24.11.2024)
The calculated flying distance from Famagusta to Famagusta is 5,761.15 miles which is equal to 9,271.68 km.
Auburn Hills, Michigan, United States
Related Distances from Auburn Hills
Related Distances to Famagusta
Cities | Distance |
---|---|
Paralimni to Famagusta | 6.76 mi (10.88 km) |
Larnaca to Famagusta | 22.62 mi (36.40 km) |
Aradippou to Famagusta | 23.45 mi (37.74 km) |
Dali to Famagusta | 30.36 mi (48.86 km) |
Latsia to Famagusta | 32.54 mi (52.38 km) |
Nicosia to Famagusta | 32.75 mi (52.70 km) |
Kyrenia to Famagusta | 38.15 mi (61.40 km) |
Germasogeia to Famagusta | 56.06 mi (90.22 km) |
Agios Athanasios to Famagusta | 58.11 mi (93.53 km) |
Mesa Geitonia to Famagusta | 58.58 mi (94.28 km) |
Limassol to Famagusta | 59.62 mi (95.95 km) |
Kato Polemidia to Famagusta | 61.17 mi (98.45 km) |
Paphos to Famagusta | 89.85 mi (144.59 km) |