Norman — Fort Richardson distance, route on the map
Distance by car
Distance between Norman, Oklahoma, United States and Fort Richardson, Alaska, United States by car is — km, or miles. To travel this distance by car, you need minute, or h.
Route on the map, driving directions
Car route Norman — Fort Richardson was created automatically. The road on the map is shown as a blue line. By moving the markers, you can create a new route through the points you need.
Passing cities through which the car route passes: Moore, Oklahoma City, Oklahoma County, Edmond, Guthrie, Tonkawa, Blackwell, Braman, Riverdale, Mulvane, Derby, Haysville, Wichita, Sedgwick County, Wichita, Wichita, Bel Aire, Valley Center, Newton, North Newton, Hesston, Moundridge, McPherson, McPherson, Lindsborg, Assaria, Salina, Minneapolis, Concord, Munden, Bruning, Geneva, McCool Junction, York, Benedict, Stromsburg, Columbus Municipal Airport, Tarnov, Madison, Norfolk, Cedar County, Vermillion, Beresford, Worthing, Tea, Sioux Falls, Sioux Falls Regional Airport, Crooks, Baltic, Dell Rapids, Colman, Brookings, Watertown Regional Airport.
Distance by plane
If you decide to take a trip Norman Fort Richardson by plane, then you have to fly the distance — 4642 km or 2878 miles. It is marked on the map with a gray line (between two points in a straight line).
Flight time
Estimated flight time Norman Fort Richardson by plane at cruising speed 750 km / h will be — 6 h. and 11 min.
Direction of movement
United States, Norman — right-hand traffic. United States, Fort Richardson — right-hand traffic.
Difference in time
Norman and Fort Richardson are in different time zones. The time difference is 3 hours (UTC -5 America/Chicago, UTC -8 America/Anchorage).
Interesting Facts
Information on alternative ways to get to your destination.
The length of this distance is about 11.6% of the total length of the equator.
The cost of travel
Calculate the cost of the trip yourself using the fuel consumption calculator, changing the data in the table.
Calculate the cost of other distances from the starting point — Norman.