How to get from Coastal to Department of Computer Science and Mathematics by bus and train?
From Coastal to Department of Computer Science and Mathematics by bus and train
To get from Coastal to Department of Computer Science and Mathematics in Genoa, you’ll need to take 2 bus lines and one train line: take the P bus from Coastal station to Via Di Monale station. Next, you’ll have to switch to the RV train and finally take the 45 bus from Brignole Station station to San Martino 2/Papigliano station. The total trip duration for this route is approximately 2 hr 9 min. The bus and train schedule from Coastal may change. We recommend you check the updated bus and train schedule to Department of Computer Science and Mathematics on the Moovit app.
Step by Step
- 1Walk to bus stationCoastal60 m • 1 min
- 2Wait for busPSarzana
- 3Ride to bus stationVia Di Monale4 min
- 4Walk to train stationLa Spezia Central770 m • 10 min
- 5Wait for trainRVGenova Brignole
- 6Ride to train stationGenova Brignole85 min
- 7Walk to bus stationBrignole Station70 m • 1 min
- 8Wait for bus45Gaslini Hospital (Via V Maggio)
- 9Ride to bus stationSan Martino 2/Papigliano6 min
- 10Walk toDepartment of Computer Science and MathematicsDodecaneso Street390 m • 5 min
Public transit directions from Coastal to Department of Computer Science and Mathematics
Bus And Train schedule from Coastal to Department of Computer Science and Mathematics
Related Routes
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- Ceparana to Department of Computer Science and Mathematics
- Brugnato to Department of Computer Science and Mathematics
- Beverino Val Quarta Zone - Santa Martina Junction to Department of Computer Science and Mathematics
- Aurelia Street - Canal Junction to Department of Computer Science and Mathematics
- San Lazzaro Aurelia Street - Palei Junction to Department of Computer Science and Mathematics
- La Serra-Zanego to Department of Computer Science and Mathematics
- Lerici P. Garibaldi to Department of Computer Science and Mathematics
- The Pearl to Department of Computer Science and Mathematics
- Lerici to Department of Computer Science and Mathematics
- Lerici-Tellaro Maralunga Junction to Department of Computer Science and Mathematics
- Lerici-Tellaro Cove to Department of Computer Science and Mathematics
- Fiascherino Beach to Department of Computer Science and Mathematics
- Pugliola to Department of Computer Science and Mathematics
- San Terenzo to Department of Computer Science and Mathematics
Questions & Answers
What is the fastest way to get from Coastal to Department of Computer Science and Mathematics?
The fastest way takes 129 minutes, using Bus line P, Train line RV, Bus line 45.
Is there a direct bus between Coastal and Department of Computer Science and Mathematics?
No, you’ll have to take 2 bus lines and one train line in total. The total travelling time is 2 hr 9 min.
Which bus line goes from Coastal to Department of Computer Science and Mathematics?
The P bus line goes from Coastal station near Coastal in La Spezia to Via Di Monale station. From there you’ll have to take one bus line and one train line till Via Di Monale station near Department of Computer Science and Mathematics in Genoa.
How long does it take to travel from Coastal to Department of Computer Science and Mathematics by bus and train?
The total travel time between Coastal in La Spezia and Department of Computer Science and Mathematics in Genoa by bus and train is about 2 hr 9 min.
Where do I get on the bus near Coastal to get to Department of Computer Science and Mathematics?
Get on the P bus from the Coastal stop near Coastal in La Spezia.
Where do I get off the bus when travelling between Coastal and Department of Computer Science and Mathematics?
Get off the bus at the Via Di Monale stop, which is closest to Department of Computer Science and Mathematics in Genoa.
When is the first train from Coastal to Department of Computer Science and Mathematics?
The first train from Coastal in La Spezia to Department of Computer Science and Mathematics in Genoa is Pisa → Genova → Ventimiglia. It leaves the La Spezia Central station at 7:08 AM.
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