Semenec

Semenec is a scenic viewpoint in , , . Semenec is situated nearby to , as well as near the railway station .
  • Type: Scenic viewpoint
  • Description: observation tower in Týn nad Vltavou, České Budějovice District, Czechia
  • Also known as: rozhledna Semenec
  • Roof shape: pyramidal
  • Wheelchair access: no

Places of Interest Nearby

Highlights include Týn nad Vltavou and Zámek Týn nad Vltavou.

Railway station
is a railway station, which is situated 1 km south of Semenec.

Castle
is a castle, which is situated 1 km southeast of Semenec.

Church
is situated 1¼ km southeast of Semenec.

Places in the Area

Nearby places include Týn nad Vltavou and Neznašov.

Town
is a town in in the of the . It has about 7,800 inhabitants. It lies on the river. The historic town centre is well preserved and is protected as an urban monument zone.

Village
is a village.

Semenec

Latitude
49.2306° or 49° 13′ 50″ north
Longitude
14.41008° or 14° 24′ 36″ east
Elevation
425 metres (1,394 feet)
Inception
1930
Levels
2
Height
7 metres (23 feet)
Open location code
8FXP6CJ6+62
Open­Street­Map ID
way 422171458
Open­Street­Map feature
building=­yes
Open­Street­Map feature
man_made=­tower
Open­Street­Map feature
tourism=­viewpoint
Open­Street­Map attribute
roof-shape=­pyramidal
Open­Street­Map attribute
wheelchair=­no
Wiki­data ID
Q8556123
This page is based on OpenStreetMap, Wikidata, and Wikimedia Commons.
We’d love your help improving our open data sources. Thank you for contributing.

Satellite Map

Discover Semenec from above in high-definition satellite imagery.

In Other Languages

“Semenec” goes by many names.
  • Czech: Semenec

Places with the Same Name

Discover other places named “Semenec”.

Notable Places Nearby

Highlights include Přírodovědné muzeum Semenec and Semenec.

Nearby Places

Explore places such as Rozhledna and Semenec (rozhl.).

South Bohemia: Must-Visit Destinations

Delve into České Budějovice, Český Krumlov, Tábor, and Sumava.

Curious Scenic Viewpoints to Discover

Uncover intriguing scenic viewpoints from every corner of the globe.