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Max van Berchem's principal biographer Charles Genequand, a retired professor of Arabic philosophy and Islamic history at the University of Geneva, points out that both names – Saladin and Sarasin – sound Arabic and are thus a «striking illustration of the ancient Roman principle of nomen-omen.» [3] Max van Berchem's parents Alexandre ...
Antwerpen-Berchem railway station (Dutch: Station Antwerpen-Berchem; French: Gare d'Anvers-Berchem) [a] is a railway station in Berchem, in the south of Antwerp, Belgium. The station opened on 1 March 1865 [1] [2] and currently serves railway lines 25, 27, 27A and 59. The train services are operated by the National Railway Company of Belgium ...
Wouter Berthout van Ranst was a 13th-century nobleman, living in feudal times, and a vassal of the Duke of Brabant. He was given land near the Escaut River , which he named Bergheem (now : Berchem in Flanders ).
Berchem (Dutch pronunciation: ⓘ) is a southern district of the municipality and city of Antwerp in the Flemish Region of Belgium.Berchem is located along the old Grote Steenweg (Dutch for 'Big Paved Road') that has connected Brussels to Antwerp for several centuries; the town borders the districts of Deurne, Borgerhout, Wilrijk and Antwerp and the municipality of Mortsel.
Retrieved from "https://en.wikipedia.org/w/index.php?title=Berthout_van_Berchem&oldid=118039631"
As of 1 January 2024, the municipality had a population of 25,787 inhabitants. [2] The total area is 2.95 km 2 (1.14 sq mi), which gives a population density of 8,741/km 2 (22,640/sq mi). [2] The municipality is known for its calm and peaceful character. It is said that Berchem is a "village in the city".
The station, operated by the National Railway Company of Belgium (NMBS/SNCB), is located on line 50, between Jette and Groot-Bijgaarden railway stations. [1] It can be accessed from the Place de la Gare / Stationplein next to the Chaussée de Gand / Gentsesteenweg. The station connects with Brussels tram routes 82 and 83, as well as bus routes ...
The only numbers that are both tetrahedral and triangular numbers are (sequence A027568 in the OEIS): Te 1 = T 1 = 1 Te 3 = T 4 = 10 Te 8 = T 15 = 120 Te 20 = T 55 = 1540 Te 34 = T 119 = 7140. Te n is the sum of all products p × q where (p, q) are ordered pairs and p + q = n + 1