Dripchevo Дрипчево | |
---|---|
Village | |
Coordinates: 41°59′N26°13′E / 41.983°N 26.217°E | |
Country | |
Province | Haskovo Province |
Municipality | Harmanli |
Government | |
• Mayor | Mihail Liskov |
Population (2010) | |
• Total | 47 |
Time zone | EET (UTC+2) |
• Summer (DST) | EEST (UTC+3) |
Dripchevo (Bulgarian : Дрипчево) is a village in the municipality of Harmanli, in Haskovo Province, in southern Bulgaria. [1] It is located on the southern slope of the Sakar Mountain.
Bulgarian, is an Indo-European language and a member of the Southern branch of the Slavic language family.
Harmanli is a town in Haskovo Province, South-central Bulgaria. It is the administrative centre of the eponymous Harmanli Municipality. As of December 2009, the town has a population of 18,557 inhabitants.
Haskovo Province is a province in southern Bulgaria, neighbouring Greece and Turkey to the southeast, comprising parts of the Thracian valley along the river Maritsa. It is named after its administrative and industrial centre - the city of Haskovo. The province embraces a territory of 5,533.3 km² that is divided into 11 municipalities with a total population, as of December 2009, of 256,408 inhabitants.
Klokotnitsa is a village in southern Bulgaria near Haskovo. It has a population of 619 people.
Sakar is a mountain in southeastern Bulgaria, between the rivers Maritsa, Tundzha, Sokolitsa and Sazliyka and close to the borders with Greece and Turkey. The mountain's highest peak is Vishegrad at 856 m.
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Coordinates: 41°59′N26°13′E / 41.983°N 26.217°E
A geographic coordinate system is a coordinate system that enables every location on Earth to be specified by a set of numbers, letters or symbols. The coordinates are often chosen such that one of the numbers represents a vertical position and two or three of the numbers represent a horizontal position; alternatively, a geographic position may be expressed in a combined three-dimensional Cartesian vector. A common choice of coordinates is latitude, longitude and elevation. To specify a location on a plane requires a map projection.
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