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      Distance from Auburn Hills to Limassol

      The shortest distance (air line) between Auburn Hills and Limassol is 5,750.87 mi (9,255.13 km).

      How far is Auburn Hills from Limassol

      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 17:20 (23.11.2024)

      Limassol is located in Kýpros, Cyprus within 34° 40' 28.92" N 33° 2' 39.12" E (34.6747, 33.0442) coordinates. The local time in Limassol is 00:20 (24.11.2024)

      The calculated flying distance from Limassol to Limassol is 5,750.87 miles which is equal to 9,255.13 km.

      Auburn Hills, Michigan, United States

      Related Distances from Auburn Hills

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      Auburn Hills to St. Louis (Missouri)460.67 mi (741.38 km)
      Auburn Hills to Brooklyn (New York)499.45 mi (803.79 km)
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      Limassol, Kýpros, Cyprus

      Related Distances to Limassol

      CitiesDistance
      Mesa Geitonia to Limassol1.91 mi (3.08 km)
      Agios Athanasios to Limassol2.38 mi (3.82 km)
      Kato Polemidia to Limassol2.86 mi (4.60 km)
      Germasogeia to Limassol3.81 mi (6.13 km)
      Dali to Limassol32.05 mi (51.57 km)
      Latsia to Limassol34.61 mi (55.69 km)
      Aradippou to Limassol36.17 mi (58.20 km)
      Paphos to Limassol36.20 mi (58.26 km)
      Larnaca to Limassol37.37 mi (60.15 km)
      Nicosia to Limassol38.90 mi (62.60 km)
      Kyrenia to Limassol48.55 mi (78.13 km)
      Paralimni to Limassol58.73 mi (94.51 km)
      Famagusta to Limassol59.62 mi (95.95 km)