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List of number-one hits of 2023 (France) This is a list of the French SNEP Top 200 Singles and Top 200 Albums number-ones of 2023.
1 January Jul: Loin du monde: 1 8 January 2 15 January ZKR Dans les mains: 3 22 January Mister V: MVP Réédition: 4 29 January Jul Loins du monde: 5 5 February Bénabar: Indocile heureux: 6 12 February Hamza: 140 BPM 2: 7 19 February Julien Clerc: Terrien: 8 26 February Elsa Esnoult 5: 9 5 March Gazo Drill Fr: 10 12 March Les Enfoirés
Week Issue date Download + Streaming Artist(s) Title Ref. 1 3 January Gradur featuring Heuss l'Enfoiré "Ne reviens pas" 2 10 January 3 17 January 4 24 January Gambi featuring Heuss l'Enfoiré
List inclusion. All acts are listed alphabetically. Solo artists are alphabetized by last name (unless they use only their first name, e.g. Alizée, listed under A), Groups by group name excluding "A," "An", "The" (in English), "Le", "La" and "Les" (in French). Featurings are also listed if they appear on the cover of the single.
Retrieved 31 October 2012. ^ "Top Albums : Francis Cabrel faiblit mais reste leader" (in French). Chartsinfrance.net. Retrieved 12 November 2012. ^ "Top Albums : Céline Dion écrase Biolay, Françoise Hardy et Patricia Kaas devant Robbie Williams" (in French). Chartsinfrance.net. Retrieved 15 November 2012. ^ "Top Albums : Johnny Hallyday ...
This is a list of singles that have peaked at number-one in France from the Top 100 Singles chart compiled weekly by Institut français d'opinion publique (1955 - 1983) and Syndicat National de l'Édition Phonographique (since 1984).
1 4 January Les Compagnons de la chanson "Le marchand de bonheur" 2 11 January 3 18 January 4 25 January 5 1 February 6 8 February 7 15 February Johnny Hallyday [dubious – discuss] "T'aimer follement" 8 22 February 9 1 March 10 8 March 11 14 March Bob Azzam "Mustapha" 12 21 March Dalida "T'aimer follement" 13 28 March Bob Azzam "Mustapha" 14
This is a list of articles about prime numbers. A prime number (or prime) is a natural number greater than 1 that has no positive divisors other than 1 and itself. By Euclid's theorem, there are an infinite number of prime numbers. Subsets of the prime numbers may be generated with various formulas for primes.