MARDI 15 AOÛT - 13H U13 R.FC.DE LIÈGE 2 - 0 FC SERAING U13.
RFC Seraing SL16 FC : 3-0 ⚽ 31' : 1-0 Guillaume ⚽ 65' : 2-0 Cachbach ⚽ 80' : 3-0 Bayo ⚽ #SERSL16 #COYR.
Samedi, le FC Metz était de retour sur le terrain de Frescaty pour disputer le deuxième match amical de sa préparation estivale.
Samedi, le FC Metz était de retour sur le terrain de Frescaty pour disputer le deuxième match amical de sa préparation estivale.
34e match de la saison 2022/2023 - D1A - Pro League. Partage face au KVC Westerlo | 1-1 | Stade du Pairay. Cliquer ici ...
After a thrilling game in Leverkusen in the UEFA Europa League, Union SG won against Seraing on Sunday evening.
33e match de la saison 2022/2023 - D1A - Jupiler Pro League. ❌ Défaite face à l'Union Saint-Gilloise | 2-1 | Stade Joseph Marien ...
RFC Seraing is a refounded Belgian football club from the municipality of Seraing, province of Liège. They play at the 8,207-capacity Stade du Pairay.
RFC Seraing is a Belgian association football club based in Seraing in the province of Liège. They have been playing in the Belgian Second Division since 2009–10 as Royal Boussu Dour Borinage and were formerly known as Royal Francs Borains until the start of the 2008–09 season.
Seraina Mischol is a Swiss cross-country skier, who competed between 1999 and 2011.
Châtelet–Les Halles is a major train hub in Paris and one of the largest underground stations in the world. Opened in 1977, it is the central transit hub for the Paris metropolitan area, connecting three of five RER commuter-rail lines and five of sixteen Métro lines.
Châtelet ; Walloon: Tcheslet) is a city and municipality of Wallonia located in the province of Hainaut, Belgium. It lies on the river Sambre.
Châtelet is a station of the Paris Métro and Île-de-France's RER commuter rail service, located in the centre of medieval Paris, on the border between the 1st and 4th arrondissements. It serves RER A, RER B and RER D, as well as Line 1, Line 4, Line 7, Line 11 and Line 14 of the Paris Métro; it is the southern terminus of Line 11.
In medieval times, a châtelet was a little castle or fortress, wherein the Châtelain (female chatelaine) or governor lodged.
In arithmetic geometry, the Weil–Châtelet group or WC-group of an algebraic group such as an abelian variety A defined over a field K is the abelian group of principal homogeneous spaces for A, defined over K. John Tate named it for François Châtelet (1946) who introduced it for elliptic curves, and André Weil (1955), who introduced it for more general groups. It plays a basic role in the arithmetic of abelian varieties, in particular for elliptic curves, because of its connection with infinite descent.
The Théâtre du Châtelet is a theatre and opera house, located in the place du Châtelet in the 1st arrondissement of Paris, France. One of two theatres (the other being the Théâtre de la Ville) built on the site of a châtelet, a small castle or fortress, it was designed by Gabriel Davioud at the request of Baron Haussmann between 1860 and 1862.
Chatenet is a commune in the Charente-Maritime in the department in the Nouvelle-Aquitaine region in southwestern France.
Châtelet Les Halles is a 2000 album recorded by French singer Florent Pagny. It was his sixth studio album and his eighth album oversall.
The Grand Châtelet was a stronghold in Ancien Régime Paris, on the right bank of the Seine, on the site of what is now the Place du Châtelet; it contained a court and police headquarters and a number of prisons. The original building on the site may have been a wooden tower constructed by Charles the Bald in 870 to defend the then new Grand-Pont bridge , but it is known that Louis VI built a stronger structure in stone, a châtelet ('small castle'), in 1130; it was called the Grand Châtelet in contrast to the Petit Châtelet built around the same time at the end of the Petit Pont, on the south bank of the Seine.
In algebraic geometry, a Châtelet surface is a rational surface studied by Châtelet given by an equation y 2 − a z 2 = P ( x ) , {\displaystyle y^{2}-az^{2}=P(x),\,} where P has degree 3 or 4. They are conic bundles.