How to get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science by bus and train?
From Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science by bus and train
To get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science in Perugia, take the R train from San Secondo station to Ponte Felcino station. Next, take the P bus from Pietralunga Station Junction station to Porta Conca - University (PG) station. The total trip duration for this route is approximately 1 hr 50 min. The bus and train schedule from Enrico Fermi Avenue 1 may change. We recommend you check the updated bus and train schedule to Department of Mathematics and Computer Science on the Moovit app.
Step by Step
- 1Walk to train stationSan Secondo550 m • 8 min
- 2Wait for trainRPerugia Sant'Anna
- 3Ride to train stationPonte Felcino66 min
- 4Walk to bus stationPietralunga Station Junction200 m • 3 min
- 5Wait for busPFontivegge MM (Platform 2a)
- 6Ride to bus stationPorta Conca - University (PG)17 min
- 7Walk toDepartment of Mathematics and Computer ScienceVia Elce di Sotto360 m • 5 min
Alternative route from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science by bus and train via R, G and C
To get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science in Perugia, you’ll need to take one train line and 2 bus lines: take the R train from San Secondo station to Perugia Sant'Anna station. Next, you’ll have to switch to the G bus and finally take the C bus from Piazza Cavallotti station to Francesco Innamorati Street station. The total trip duration for this route is approximately 2 hr 7 min. The bus and train schedule from Enrico Fermi Avenue 1 may change. We recommend you check the updated bus and train schedule to Department of Mathematics and Computer Science on the Moovit app.
Step by Step
- 1Walk to train stationSan Secondo550 m • 8 min
- 2Wait for trainRPerugia Sant'Anna
- 3Ride to train stationPerugia Sant'Anna90 min
- 4Walk to bus stationVia Fratelli Pellas (Station)70 m • 1 min
- 5Wait for busGPiazza Italia
- 6Ride to bus stationPiazza Italia4 min
- 7Walk to bus stationPiazza Cavallotti540 m • 8 min
- 8Wait for busCFontivegge MM (Platform 4)
- 9Ride to bus stationFrancesco Innamorati Street3 min
- 10Walk toDepartment of Mathematics and Computer ScienceVia Elce di Sotto130 m • 2 min
Public transit directions from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science
Bus And Train schedule from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science
Related Routes
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Alternative route from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science by bus and train via R, G and C
To get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science in Perugia, you’ll need to take one train line and 2 bus lines: take the R train from San Secondo station to Perugia Sant'Anna station. Next, you’ll have to switch to the G bus and finally take the C bus from Piazza Cavallotti station to Francesco Innamorati Street station. The total trip duration for this route is approximately 2 hr 7 min. The bus and train schedule from Enrico Fermi Avenue 1 may change. We recommend you check the updated bus and train schedule to Department of Mathematics and Computer Science on the Moovit app.
Step by Step
- 1Walk to train stationSan Secondo550 m • 8 min
- 2Wait for trainRPerugia Sant'Anna
- 3Ride to train stationPerugia Sant'Anna90 min
- 4Walk to bus stationVia Fratelli Pellas (Station)70 m • 1 min
- 5Wait for busGPiazza Italia
- 6Ride to bus stationPiazza Italia4 min
- 7Walk to bus stationPiazza Cavallotti540 m • 8 min
- 8Wait for busCFontivegge MM (Platform 4)
- 9Ride to bus stationFrancesco Innamorati Street3 min
- 10Walk toDepartment of Mathematics and Computer ScienceVia Elce di Sotto130 m • 2 min
Questions & Answers
What is the fastest way to get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science?
The fastest way takes 110 minutes, using Train line R, Bus line (P1/Piccione)-(P2/Castello del Diavolo)-(P3/Upper Pitignano Road)-(P4/Resina)-Fontivegge Station.
What is the alternative route to get from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science?
The alternative route takes 127 minutes, using Train line R, Bus line Girasole (G5/San Mariano)-Italia Square, Bus line (Pila)-Santa Maria Misericordia Hospital-Fontivegge Station-University Square-(Sant'Erminio).
Is there a direct train between Enrico Fermi Avenue 1 and Department of Mathematics and Computer Science?
No, you’ll have to take one train line and one bus line in total. The total travelling time is 1 hr 50 min.
Which train line goes from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science?
The R train line goes from San Secondo station near Enrico Fermi Avenue 1 in Città Di Castello to Perugia Sant'Anna station. From there you’ll have to take one bus line till Perugia Sant'Anna station near Department of Mathematics and Computer Science in Perugia.
How long does it take to travel from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science by train and bus?
The total travel time between Enrico Fermi Avenue 1 in Città Di Castello and Department of Mathematics and Computer Science in Perugia by train and bus is about 1 hr 50 min.
Where do I get on the train near Enrico Fermi Avenue 1 to get to Department of Mathematics and Computer Science?
Get on the R train from the San Secondo station near Enrico Fermi Avenue 1 in Città Di Castello.
Where do I get off the train when travelling between Enrico Fermi Avenue 1 and Department of Mathematics and Computer Science?
Get off the train at the Perugia Sant'Anna stop, which is closest to Department of Mathematics and Computer Science in Perugia.
When is the first train from Enrico Fermi Avenue 1 to Department of Mathematics and Computer Science?
The first train from Enrico Fermi Avenue 1 in Città Di Castello to Department of Mathematics and Computer Science in Perugia is Perugia - Città di Castello. It leaves the San Secondo station at 7:02 AM.
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