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      Distance from Conneaut to Norton Shores

      The shortest distance (air line) between Conneaut and Norton Shores is 301.55 mi (485.30 km).

      How far is Conneaut from Norton Shores

      Conneaut is located in Ohio, United States within 41° 55' 39" N -81° 25' 53.4" W (41.9275, -80.5685) coordinates. The local time in Conneaut is 22:17 (27.08.2025)

      Norton Shores is located in Michigan, United States within 43° 9' 43.56" N -87° 44' 53.16" W (43.1621, -86.2519) coordinates. The local time in Norton Shores is 22:17 (27.08.2025)

      The calculated flying distance from Norton Shores to Norton Shores is 301.55 miles which is equal to 485.30 km.

      Conneaut, Ohio, United States

      Related Distances from Conneaut

      CitiesDistance
      Conneaut to Minneapolis (Minnesota)669.84 mi (1,078.01 km)
      Conneaut to Tampa (Florida)968.45 mi (1,558.57 km)
      Conneaut to Dallas (Texas)1,087.68 mi (1,750.45 km)
      Conneaut to Miami (Florida)1,115.59 mi (1,795.38 km)
      Conneaut to Houston (Texas)1,176.66 mi (1,893.65 km)
      Conneaut to Denver (Colorado)1,274.94 mi (2,051.82 km)
      Conneaut to Phoenix (Arizona)1,804.28 mi (2,903.71 km)
      Conneaut to Detroit (Michigan)133.55 mi (214.93 km)
      Conneaut to Las Vegas (Nevada)1,888.55 mi (3,039.33 km)
      Conneaut to Seattle (Washington)2,059.61 mi (3,314.61 km)
      Conneaut to Riverside (California)2,064.07 mi (3,321.80 km)
      Conneaut to San Diego (California)2,085.19 mi (3,355.79 km)
      Conneaut to Portland (Oregon)2,091.41 mi (3,365.79 km)
      Conneaut to Los Angeles (California)2,110.64 mi (3,396.75 km)
      Conneaut to San Francisco (California)2,217.97 mi (3,569.48 km)
      Conneaut to Baltimore (Maryland)275.33 mi (443.10 km)
      Conneaut to Washington (District of Columbia)280.19 mi (450.93 km)
      Conneaut to Philadelphia (Pennsylvania)312.94 mi (503.63 km)
      Conneaut to Brooklyn (New York)354.68 mi (570.80 km)
      Conneaut to New York (New York)355.06 mi (571.42 km)
      Conneaut to Queens (New York)360.45 mi (580.08 km)
      Conneaut to Chicago (Illinois)366.11 mi (589.20 km)
      Conneaut to Boston (Massachusetts)486.49 mi (782.93 km)
      Conneaut to St. Louis (Missouri)558.02 mi (898.05 km)
      Conneaut to Atlanta (Georgia)601.85 mi (968.59 km)

      Norton Shores, Michigan, United States

      Related Distances to Norton Shores

      CitiesDistance
      Brooklyn (New York) to Norton Shores655.30 mi (1,054.60 km)
      New York (New York) to Norton Shores655.51 mi (1,054.94 km)
      Atlanta (Georgia) to Norton Shores656.88 mi (1,057.15 km)
      Queens (New York) to Norton Shores660.57 mi (1,063.09 km)
      Boston (Massachusetts) to Norton Shores770.77 mi (1,240.43 km)
      Dallas (Texas) to Norton Shores915.58 mi (1,473.49 km)
      Denver (Colorado) to Norton Shores990.24 mi (1,593.63 km)
      Houston (Texas) to Norton Shores1,052.87 mi (1,694.43 km)
      Tampa (Florida) to Norton Shores1,069.27 mi (1,720.83 km)
      Chicago (Illinois) to Norton Shores117.12 mi (188.48 km)
      Miami (Florida) to Norton Shores1,248.16 mi (2,008.72 km)
      Phoenix (Arizona) to Norton Shores1,540.13 mi (2,478.60 km)
      Las Vegas (Nevada) to Norton Shores1,605.73 mi (2,584.16 km)
      Seattle (Washington) to Norton Shores1,760.73 mi (2,833.62 km)
      Riverside (California) to Norton Shores1,786.84 mi (2,875.63 km)
      Portland (Oregon) to Norton Shores1,790.34 mi (2,881.27 km)
      San Diego (California) to Norton Shores1,812.93 mi (2,917.63 km)
      Los Angeles (California) to Norton Shores1,831.05 mi (2,946.79 km)
      Detroit (Michigan) to Norton Shores168.54 mi (271.24 km)
      San Francisco (California) to Norton Shores1,923.46 mi (3,095.50 km)
      Minneapolis (Minnesota) to Norton Shores369.75 mi (595.06 km)
      St. Louis (Missouri) to Norton Shores375.78 mi (604.76 km)
      Washington (District of Columbia) to Norton Shores563.61 mi (907.05 km)
      Baltimore (Maryland) to Norton Shores566.76 mi (912.11 km)
      Philadelphia (Pennsylvania) to Norton Shores613.92 mi (988.02 km)