How to Travel from

Hausach to Oberwolfach Research Institute for Mathematics

by Rideshare or Car

Germany Hausach Oberwolfach Research Institute for Mathematics

Cheapest

Other

Bus operators

VGF

Phone:

07443 247-340

Email:

[email protected]

Website:

vgf-info.de/

Bus from Hausach Bahnhof to Oberwolfach

Ave. Duration:

18 min

Frequency:

Every 3 hours

What is the cheapest way to get from Hausach to Oberwolfach Research Institute for Mathematics?

The cheapest way to get from Hausach to Oberwolfach Research Institute for Mathematics is to drive which costs $1.96 - $2.93 and takes 16 min.

What is the fastest way to get from Hausach to Oberwolfach Research Institute for Mathematics?

The fastest way to get from Hausach to Oberwolfach Research Institute for Mathematics is to taxi which takes 16 min and costs $35.87 - $43.48 .

Is there a direct bus between Hausach and Oberwolfach Research Institute for Mathematics?

Yes, there is a direct bus departing from Hausach Bahnhof and arriving at Oberwolfach Walke. Services depart every three hours, and operate every day. The journey takes approximately 18 min.

How far is it from Hausach to Oberwolfach Research Institute for Mathematics?

The distance between Hausach and Oberwolfach Research Institute for Mathematics is 13 km. The road distance is 12.4 km.

How do I travel from Hausach to Oberwolfach Research Institute for Mathematics without a car?

The best way to get from Hausach to Oberwolfach Research Institute for Mathematics without a car is to line 7266 bus which takes 30 min and costs .

How long does it take to get from Hausach to Oberwolfach Research Institute for Mathematics?

The line 7266 bus from Hausach Bahnhof to Oberwolfach Walke takes 18 min including transfers and departs every three hours.

Where do I catch the Hausach to Oberwolfach Research Institute for Mathematics bus from?

Hausach to Oberwolfach Research Institute for Mathematics bus services, operated by VGF, depart from Hausach Bahnhof station.

Where does the Hausach to Oberwolfach Research Institute for Mathematics bus arrive?

Hausach to Oberwolfach Research Institute for Mathematics bus services, operated by VGF, arrive at Oberwolfach Walke station.

Can I drive from Hausach to Oberwolfach Research Institute for Mathematics?

Yes, the driving distance between Hausach to Oberwolfach Research Institute for Mathematics is 12 km. It takes approximately 16 min to drive from Hausach to Oberwolfach Research Institute for Mathematics.

Where can I stay near Oberwolfach Research Institute for Mathematics?

There are 1202+ hotels available in Oberwolfach Research Institute for Mathematics. Prices start at $65.75 per night.

[{"selectedTransportType":"ride_share","routePoints":[{"latitude":48.2835013472,"longitude":8.1733459473,"title":"Hausach"},{"latitude":48.345554,"longitude":8.235278,"title":"Oberwolfach Research Institute for Mathematics"}],"compositeRoutePoints":[],"transportTypes":{"car":{"title":"Car","color":"var(--color-transport-car)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_car\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CAR\u0027\u003E\u003C\/i\u003E"},"taxi":{"title":"Taxi","color":"var(--color-transport-taxi)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_taxi\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TAXI\u0027\u003E\u003C\/i\u003E"},"bus":{"title":"Bus","color":"var(--color-transport-bus)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_bus\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_BUS\u0027\u003E\u003C\/i\u003E"},"train":{"title":"Train","color":"var(--color-transport-train)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_train\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAIN\u0027\u003E\u003C\/i\u003E"},"truck":{"title":"Truck","color":"var(--color-transport-truck)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_truck\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRUCK\u0027\u003E\u003C\/i\u003E"},"plane":{"title":"Plane","color":"var(--color-transport-plane)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_plane\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_PLANE\u0027\u003E\u003C\/i\u003E"},"ride_share":{"title":"Rideshare","color":"var(--color-transport-ride_share)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_rideshare\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_RIDE_SHARE\u0027\u003E\u003C\/i\u003E"},"people":{"title":"Person","color":"var(--color-transport-people)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_people\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_PEOPLE\u0027\u003E\u003C\/i\u003E"},"walk":{"title":"Walking","color":"var(--color-transport-walk)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_walk\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_WALK\u0027\u003E\u003C\/i\u003E"},"bike":{"title":"Bicycle","color":"var(--color-transport-bike)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_bike\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_BIKE\u0027\u003E\u003C\/i\u003E"},"transfer":{"title":"Transfer","color":"var(--color-transport-transfer)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"},"subway":{"title":"Subway","color":"var(--color-transport-subway)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_subway\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_SUBWAY\u0027\u003E\u003C\/i\u003E"},"composite":{"title":"Route","color":"var(--color-transport-composite)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"},"carsharing":{"title":"Carsharing","color":"var(--color-transport-carsharing)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_carsharing\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CARSHARING\u0027\u003E\u003C\/i\u003E"},"suburban":{"title":"Electric Train","color":"var(--color-transport-suburban)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_suburban\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_SUBURBAN\u0027\u003E\u003C\/i\u003E"},"tram":{"title":"Tram","color":"var(--color-transport-tram)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_tram\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAM\u0027\u003E\u003C\/i\u003E"},"trolleybus":{"title":"Trolleybus","color":"var(--color-transport-trolleybus)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_trolleybus\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TROLLEYBUS\u0027\u003E\u003C\/i\u003E"},"cable_car":{"title":"Funicular","color":"var(--color-transport-cable_car)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_funicular\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CABLE_CAR\u0027\u003E\u003C\/i\u003E"},"rail":{"title":"Rail","color":"var(--color-transport-rail)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_train\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAIN\u0027\u003E\u003C\/i\u003E"},"ferry":{"title":"Ferry","color":"var(--color-transport-ferry)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_ferry\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_FERRY\u0027\u003E\u003C\/i\u003E"},"rent":{"title":"Rent auto","color":"var(--color-transport-rent)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_rent\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_RENT\u0027\u003E\u003C\/i\u003E"},"unknown":{"title":"Unknown","color":"var(--color-transport-unknown)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"}},"pointIcon":"\u003Ci class=\u0022icon iconmoon iconmoon-map_point\u0022 style=\u0022color:var(--color-primary)\u0022 aria-label=\u0027MAP_POINT\u0027\u003E\u003C\/i\u003E","routeId":47449517}, {"selectedTransportType":"car","routePoints":[{"latitude":48.2835013472,"longitude":8.1733459473,"title":"Hausach"},{"latitude":48.345554,"longitude":8.235278,"title":"Oberwolfach Research Institute for Mathematics"}],"compositeRoutePoints":[],"transportTypes":{"car":{"title":"Car","color":"var(--color-transport-car)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_car\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CAR\u0027\u003E\u003C\/i\u003E"},"taxi":{"title":"Taxi","color":"var(--color-transport-taxi)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_taxi\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TAXI\u0027\u003E\u003C\/i\u003E"},"bus":{"title":"Bus","color":"var(--color-transport-bus)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_bus\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_BUS\u0027\u003E\u003C\/i\u003E"},"train":{"title":"Train","color":"var(--color-transport-train)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_train\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAIN\u0027\u003E\u003C\/i\u003E"},"truck":{"title":"Truck","color":"var(--color-transport-truck)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_truck\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRUCK\u0027\u003E\u003C\/i\u003E"},"plane":{"title":"Plane","color":"var(--color-transport-plane)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_plane\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_PLANE\u0027\u003E\u003C\/i\u003E"},"ride_share":{"title":"Rideshare","color":"var(--color-transport-ride_share)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_rideshare\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_RIDE_SHARE\u0027\u003E\u003C\/i\u003E"},"people":{"title":"Person","color":"var(--color-transport-people)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_people\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_PEOPLE\u0027\u003E\u003C\/i\u003E"},"walk":{"title":"Walking","color":"var(--color-transport-walk)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_walk\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_WALK\u0027\u003E\u003C\/i\u003E"},"bike":{"title":"Bicycle","color":"var(--color-transport-bike)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_bike\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_BIKE\u0027\u003E\u003C\/i\u003E"},"transfer":{"title":"Transfer","color":"var(--color-transport-transfer)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"},"subway":{"title":"Subway","color":"var(--color-transport-subway)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_subway\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_SUBWAY\u0027\u003E\u003C\/i\u003E"},"composite":{"title":"Route","color":"var(--color-transport-composite)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"},"carsharing":{"title":"Carsharing","color":"var(--color-transport-carsharing)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_carsharing\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CARSHARING\u0027\u003E\u003C\/i\u003E"},"suburban":{"title":"Electric Train","color":"var(--color-transport-suburban)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_suburban\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_SUBURBAN\u0027\u003E\u003C\/i\u003E"},"tram":{"title":"Tram","color":"var(--color-transport-tram)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_tram\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAM\u0027\u003E\u003C\/i\u003E"},"trolleybus":{"title":"Trolleybus","color":"var(--color-transport-trolleybus)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_trolleybus\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TROLLEYBUS\u0027\u003E\u003C\/i\u003E"},"cable_car":{"title":"Funicular","color":"var(--color-transport-cable_car)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_funicular\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_CABLE_CAR\u0027\u003E\u003C\/i\u003E"},"rail":{"title":"Rail","color":"var(--color-transport-rail)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_train\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRAIN\u0027\u003E\u003C\/i\u003E"},"ferry":{"title":"Ferry","color":"var(--color-transport-ferry)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_ferry\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_FERRY\u0027\u003E\u003C\/i\u003E"},"rent":{"title":"Rent auto","color":"var(--color-transport-rent)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_rent\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_RENT\u0027\u003E\u003C\/i\u003E"},"unknown":{"title":"Unknown","color":"var(--color-transport-unknown)","icon":"\u003Ci class=\u0022icon iconmoon iconmoon-transport_transfer\u0022 style=\u0022color:var(--color-white)\u0022 aria-label=\u0027TRANSPORT_TRANSFER\u0027\u003E\u003C\/i\u003E"}},"pointIcon":"\u003Ci class=\u0022icon iconmoon iconmoon-map_point\u0022 style=\u0022color:var(--color-primary)\u0022 aria-label=\u0027MAP_POINT\u0027\u003E\u003C\/i\u003E","routeId":47449517}]

Two ways to Travel from Hausach to Oberwolfach Research Institute For Mathematics

Transport providers