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      Distance from Bar to Alta

      The shortest distance (air line) between Bar and Alta is 1,185.60 mi (1,908.04 km).

      How far is Bar from Alta

      Bar is located in Crna Gora, Montenegro within 42° 6' 0" N 19° 6' 0" E (42.1000, 19.1000) coordinates. The local time in Bar is 06:26 (23.02.2025)

      Alta is located in Stockholms län, Sweden within 59° 15' 0" N 18° 10' 59.88" E (59.2500, 18.1833) coordinates. The local time in Alta is 06:26 (23.02.2025)

      The calculated flying distance from Alta to Alta is 1,185.60 miles which is equal to 1,908.04 km.

      Bar, Crna Gora, Montenegro

      Related Distances from Bar

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      Bar to Tivat30.63 mi (49.29 km)
      Bar to Danilovgrad35.33 mi (56.86 km)
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      Bar to Kolasin54.44 mi (87.61 km)
      Bar to Plav55.07 mi (88.63 km)
      Bar to Andrijevica55.98 mi (90.09 km)
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      Bar to Berane64.14 mi (103.23 km)
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      Alta, Stockholms län, Sweden

      Related Distances to Alta

      CitiesDistance
      Stockholm to Alta6.82 mi (10.97 km)
      Taby to Alta13.15 mi (21.16 km)
      Tumba to Alta13.41 mi (21.59 km)
      Upplands Vasby to Alta20.68 mi (33.28 km)
      Uppsala to Alta46.05 mi (74.11 km)
      Uppsala to Alta46.25 mi (74.43 km)
      Eskilstuna to Alta59.60 mi (95.92 km)
      Vasteras to Alta62.62 mi (100.78 km)
      Norrkoping to Alta83.78 mi (134.83 km)
      Gavle to Alta104.82 mi (168.69 km)
      Orebro to Alta105.09 mi (169.13 km)
      Linkoping to Alta108.10 mi (173.98 km)
      Vimmerby to Alta138.11 mi (222.27 km)
      Karlstad to Alta165.19 mi (265.85 km)
      Jonkoping to Alta177.00 mi (284.86 km)
      Kalmar to Alta190.88 mi (307.20 km)
      Vaxjo to Alta205.11 mi (330.09 km)
      Karlskrona to Alta233.94 mi (376.50 km)
      Gothenburg to Alta248.42 mi (399.79 km)
      Halmstad to Alta264.04 mi (424.92 km)
      Ostersund to Alta295.92 mi (476.24 km)
      Helsingborg to Alta299.37 mi (481.78 km)
      Malmo to Alta316.13 mi (508.76 km)
      Umea to Alta323.40 mi (520.46 km)
      Lulea to Alta455.50 mi (733.06 km)