• Science • People
Non User
 • Locations • Timeline
Index: A B C D E F G H I J K L M N O P Q R S T U V W X Y Z

Home > Heilbronn

Heilbronn is a city in northern Baden-Württemberg, Germany, near Stuttgart. This district-free city is completely surrounded by the district Heilbronn. As of 2002, it has 120000 inhabitants.

Heilbronn was first mentioned as Helibrunna in 741. In 1281, it was declared city by Rudolph I.

External links


Rural and urban districts in Baden-Württemberg

Alb-Donau | Baden-Baden | Biberach | Bodenseekreis | Böblingen | Breisgau-Hochschwarzwald | Calw | Constance | Emmendingen | Enzkreis | Esslingen | Freiburg | Freudenstadt | Göppingen | Heidelberg | Heidenheim | Heilbronn (city) | Heilbronn (district) | Hohenlohekreis | Karlsruhe (city) | Karlsruhe (district) | Lörrach | Ludwigsburg | Main-Tauber | Mannheim | Neckar-Odenwald | Ortenaukreis | Ostalbkreis | Pforzheim | Rastatt | Ravensburg | Rems-Murr | Reutlingen | Rhein-Neckar | Rottweil | Schwarzwald-Baar | Schwäbisch Hall | Sigmaringen | Stuttgart | Tuttlingen | Tübingen | Ulm | Waldshut | Zollernalbkreis
[ }|action=edit}} Edit }]
This geographical article is a stub. You can help Wikipedia by [ ṣlocalurl: : |action=edit}} expanding it].
geography stubs




Cities in Germany Towns in Baden-Württemberg

Read more »

Topics: Heilbronn (district), Heilbronn Triangle Problem...

Heilbronn (district)Heilbronn is a district Kreis in the north of Baden-Wurttemberg, Germany. Neighboring districts are (from north clockwise) Neckar-Odenwald, Hohenlohe, Schwabisch Hall, Rems-Murr, Ludwigsburg, Enzkreis, Karlsruhe and Rhein-Neckar. The district-free city HeHeilbronnHeilbronn is a city in northern Baden-Wurttemberg, Germany, near Stuttgart. This district-free city is completely surrounded by the district Heilbronn. As of 2002, it has 120000 inhabitants. Heilbronn was first mentioned as Helibrunna in 741. In 1281, itHeilbronn triangle problemIn mathematics, the Heilbronn triangle problem is a typical question in the area of irregularities of distribution, within elementary geometry. Consider region D in the plane: a unit circle or general polygon — the asymptotics of the problem, which are th
Non User