Departure: | Devils Lake, ND |
Arrival: | Ventura, CA |
Fastest route: | 6h 28min |
Distance: | 2625km |
Cheapest route: | $72 |
Transfers: | 2 |
Train companies: | Amtrak |
One Passenger / One Trip
7:45am
Devils Lake, ND
Devils Lake
2:13pm
Ventura, CA
Ventura
6h 28min
++
$72
7:45am
Devils Lake, ND
Devils Lake
9:50am
Spokane, WA
Spokane
2h 5min
Amtrak
Thruway Bus
$20
0h 10min layover
10:00am
Spokane, WA
Spokane
11:22am
Anaheim, CA
Anaheim
1h 22min
Amtrak
Pacific Surfliner
$21
0h 2min layover
11:24am
Anaheim, CA
Anaheim
2:13pm
Ventura, CA
Ventura
2h 49min
Amtrak
Pacific Surfliner
$31
2:00pm
Devils Lake, ND
Devils Lake
8:59pm
Ventura, CA
Ventura
6h 59min
++
$72
2:00pm
Devils Lake, ND
Devils Lake
4:05pm
Spokane, WA
Spokane
2h 5min
Amtrak
Thruway Bus
$20
0h 31min layover
4:36pm
Spokane, WA
Spokane
6:09pm
Anaheim, CA
Anaheim
1h 33min
Amtrak
Pacific Surfliner
$21
0h 1min layover
6:10pm
Anaheim, CA
Anaheim
8:59pm
Ventura, CA
Ventura
2h 49min
Amtrak
Pacific Surfliner
$31
The Devils Lake - Ventura route has approximately 2 frequencies and its minimum duration is around 6h 28min. It is important you book your ticket in advance to avoid running out, since $72 tickets tend to run out quickly.
The distance between Devils Lake and Ventura is around 2625 kilometers and bus companies that can help you in your journey are: Amtrak.
Remember that the number of transfers to be made will be at least 2 so in some cases you should book the tickets separately.
The train journey may vary depending on the stops. The minimum duration is usually around 6h 28min to cover 2625 kilometers.
According to our data, the cheapest ticket costs $72 and leaves Devils Lake. If you decide to make this journey you will have to do 2 stops before reaching Ventura.
The last train leaves at 2:00pm from Devils Lake and arrives at 8:59pm at Ventura. It will take 6h 59min, its price is $72 and the number of changes will be 2.
We do not have direct routes in our database. The minimum number of transfers will be 2 transshipments and the total duration of the trip will be approximately 6h 28min