Budapest Guided Tours on an e-Scooter
Availability and prices
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3 Hours
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Offered in: English
Discover the exciting streets of Buda and Pest on an e-Scooter.
Discover both sides of the city, Buda and Pest as well! On this tour you will see the vibrant downtown and the historic Castle Hill too. You will taken to the must-see attractions of Budapest, such as the Saint Stephen's Basilica, the Parliament, the Fisherman's Bastion and Matthias Church. Whether you are looking for a riding experience, memorable photos or a local guide, you will find it all in this urban adventure.
- Use of Luna bike
- Helmets (optional), lights
- Gloves (winter season)
- All taxes, fees and handling charges
- Local professional guide
- Food and drinks
- Entry/Admission - Hungarian Parliament Building
- Entry/Admission - Matthias Church
- Entry/Admission - St. Stephen's Basilica (Szent Istvan Bazilika)
Ticket options:
Grand City Tour (2 hrs)
Duration: 2 hours
Grand City Tour route: Parliament Building - Buda Castle - Matthias Church - St. Stephen's Basilica - Freedom sq. - Chain Bridge - Elizabeth bridge
Sunset & Night Tour (2 hrs)
Duration: 2 hours
Sunset & Night Tour route: Chain Bridge - Castle District - Buda Castle - Funicular - Fisherman's Bastion - Matthias Church - Liberty Statue
Royal Castle Tour (1 hrs)
Duration: 1 hour
Royal Castle Tour route: Ruins of Contra Aquincum - Elisabeth Bridge - Castle Garden - Matthias Church - Fisherman's Bastion - 3x best selfie spot
Downtown Tour (1 hrs)
Duration: 1 hour
Downtown route: Ferris Wheel of Budapest - Hungarian Parliament Building - St. Stephen's Basilica - Bloody Thursday Memorial
- You'll start at Március 15. tér 1
- Hungarian Parliament Building
Stop: 15 minutes - Admission excluded - Buda Castle
Stop: 30 minutes - Matthias Church
Stop: 10 minutes - Admission excluded - Heroes' Square
Stop: 15 minutes - Citadel
Stop: 20 minutes - St. Stephen's Basilica (Szent Istvan Bazilika)
Stop: 10 minutes - Admission excluded - Pass by Danube River
- Margaret Island
Stop: 30 minutes - You'll return to the starting point