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RENCONTRES NUMBERS

  • Rencontres numbers
  • combinatorics, the rencontres numbers are a triangular array of integers that enumerate permutations of the set { 1, ..., n } with specified numbers of fixed points:

    Rencontres numbers

    Rencontres_numbers

  • 44 (number)
  • Natural number

    metanumbers.com. Sloane, N. J. A. (ed.). "Sequence A000166 (Subfactorial or rencontres numbers, or derangements)". The On-Line Encyclopedia of Integer Sequences

    44 (number)

    44_(number)

  • 1000 (number)
  • Foundation. Sloane, N. J. A. (ed.). "Sequence A000166 (Subfactorial or rencontres numbers, or derangements: number of permutations of n elements with no fixed

    1000 (number)

    1000_(number)

  • Discrete uniform distribution
  • Probability distribution on equally likely outcomes

    instead estimate population size via a mark and recapture method. See rencontres numbers for an account of the probability distribution of the number of fixed

    Discrete uniform distribution

    Discrete uniform distribution

    Discrete_uniform_distribution

  • Permutation
  • Mathematical version of an order change

    pattern Permutation representation (symmetric group) Probability Rencontres numbers Sorting network Substitution cipher Superpattern Superpermutation

    Permutation

    Permutation

    Permutation

  • List of permutation topics
  • Permutation graph Permutation pattern Permutation polynomial Permutohedron Rencontres numbers Robinson–Schensted correspondence Sum of permutations: Direct sum

    List of permutation topics

    List_of_permutation_topics

  • List of statistics articles
  • engineering Reliability theory Reliability theory of aging and longevity Rencontres numbers – a discrete distribution Renewal theory Repeatability Repeated measures

    List of statistics articles

    List_of_statistics_articles

  • List of triangle topics
  • group Bell numbers Boustrophedon transform Eulerian number Floyd's triangle Lozanić's triangle Narayana number Pascal's triangle Rencontres numbers Romberg's

    List of triangle topics

    List_of_triangle_topics

  • Cycles and fixed points
  • Related mathematical concepts

    with exactly j fixed points. For the main article on this topic, see rencontres numbers. (1) For every j < 0 or j > k : f(k, j) = 0. (2) f(0, 0) = 1. (3)

    Cycles and fixed points

    Cycles and fixed points

    Cycles_and_fixed_points

  • Random permutation statistics
  • Concept in combinatorics

    have the claim. There is a generalization of these numbers, which is known as rencontres numbers, i.e. the number D ( n , m ) {\displaystyle D(n,m)}

    Random permutation statistics

    Random_permutation_statistics

  • Regular number
  • Numbers that evenly divide powers of 60

    Regular numbers are numbers that evenly divide powers of 60 (or, equivalently, powers of 30). Equivalently, they are the numbers whose only prime divisors

    Regular number

    Regular number

    Regular_number

  • Derangement
  • Type of permutation of a set of elements

    constant implied by the big O-term does not exceed Bm + 1. The problème des rencontres asks how many permutations of a size-n set have exactly k fixed points

    Derangement

    Derangement

    Derangement

  • J'ai rencontré le Père Noël
  • 1984 French film

    J'ai rencontré le Père Noël (English: I met Santa Claus) is a 1984 French musical science fiction fantasy film directed by Christian Gion and co-written

    J'ai rencontré le Père Noël

    J'ai_rencontré_le_Père_Noël

  • Schuette–Nesbitt formula
  • distribution of N converges to the Poisson distribution with parameter 1. Rencontres numbers Bowers, Newton L.; Gerber, Hans U.; Hickman, James C.; Jones, Donald

    Schuette–Nesbitt formula

    Schuette–Nesbitt_formula

  • Ménage problem
  • Assignment problem in combinatorial mathematics

    mathematical problem involving the arrangement of diners at tables Problème des rencontres, a similar problem involving partial derangements Dutka (1986). Gleick

    Ménage problem

    Ménage problem

    Ménage_problem

  • List of Masonic Grand Lodges
  • unrecognized or clandestine) which acknowledge their governance. Membership numbers are subject to change; for current figures, check the sources which are

    List of Masonic Grand Lodges

    List_of_Masonic_Grand_Lodges

  • Index of combinatorics articles
  • coefficient q-derivative q-series q-theta function q-Vandermonde identity Rencontres numbers Rubik's Cube How to solve the Rubik's Cube Optimal solutions for Rubik's

    Index of combinatorics articles

    Index_of_combinatorics_articles

  • Beautiful Kate
  • 2009 Australian film by Rachel Ward

    Retrieved 19 February 2015. "All the Awards from Festival des Antipodes". Rencontres Internationales du Cinéma des Antipodes. Retrieved 28 February 2024. Beautiful

    Beautiful Kate

    Beautiful_Kate

  • Dracula (2025 French film)
  • French film directed by Luc Besson

    Hollywood. Retrieved 2 September 2025. "Dracula: A Love Tale (2025)". The Numbers. Retrieved 25 September 2025. Rezwan, Fariba (7 February 2026). "New R-Rated

    Dracula (2025 French film)

    Dracula_(2025_French_film)

  • Fall of the Western Roman Empire
  • Loss of political control in antiquity

    Pierre-Marie Guihard (dir.) 1. Internationales Numismatikertreffen / 1ères Rencontres internationales de numismatique (15–16 mai 2014, Mainz) ISBN 978-3884672709

    Fall of the Western Roman Empire

    Fall of the Western Roman Empire

    Fall_of_the_Western_Roman_Empire

  • Code of Hammurabi
  • Babylonian legal text

    Ashoka CDLI (2019)'s line numbering, Roth (1995a)'s translation. The line numbers may seem low, since the CDLI edition does not include sections not found

    Code of Hammurabi

    Code of Hammurabi

    Code_of_Hammurabi

  • 300 (number)
  • Natural number

    look like if the decimal point was removed. 315 = 32 × 5 × 7. It is a rencontres number and a odd highly composite number. Because the sum of the divisors

    300 (number)

    300_(number)

  • Socialism
  • Political philosophy emphasising social ownership of production

    insurance schemes operated in Bulgaria, Eastern Germany and Hungary but the numbers claiming support as a result of losing their job through no fault of their

    Socialism

    Socialism

  • Chanel
  • French fashion house

    Bénédicte Dupré la Tour, would be framed as Les Rencontres. Wagner and Casiraghi also did "rencontres" for Summer Reading and Winter Reading discussions

    Chanel

    Chanel

    Chanel

  • Peter Scholze
  • German mathematician (born 1987)

    1987 in Dresden geboren und wuchs auf in Berlin. Centre International de Rencontres Mathématiques (29 June 2015). "Interview at CIRM: Peter Scholze". YouTube

    Peter Scholze

    Peter Scholze

    Peter_Scholze

  • Babylon
  • Ancient Mesopotamian city in Iraq

    presence in the trouble spot was often complemented by the removal of large numbers of the indigenous population to the imperial core, effectively breaking

    Babylon

    Babylon

    Babylon

  • John Wayne
  • American actor (1907–1979)

    this country from them was just a matter of survival. There were great numbers of people who needed new land, and the Indians were selfishly trying to

    John Wayne

    John Wayne

    John_Wayne

  • Nan Goldin
  • American photographer and activist

    and The Tiger Lillies". Rencontres d'Arles. Retrieved September 22, 2024. "Edition 2009: Sœurs, saintes et sibylles". Rencontres d'Arles. Retrieved November

    Nan Goldin

    Nan Goldin

    Nan_Goldin

  • Area codes 709 and 879
  • Telephone area code for Newfoundland and Labrador

    creation of the 879 overlay, NPA 709 comprised 209 exchange areas. Premium numbers: 976 Arnold's Cove: 463, 556 Badger: 539 Baie Verte: 297, 529, 532, 554

    Area codes 709 and 879

    Area codes 709 and 879

    Area_codes_709_and_879

  • Ginger's Tale
  • 2020 Russian film

    Russian). Archived from the original on 2020-06-16. Retrieved 2020-11-04. "Rencontres, sélections, "preview" : découvrez le programme du Festival d'animation

    Ginger's Tale

    Ginger's_Tale

  • Blackbeard
  • English pirate (c. 1680–1718)

    he had captured, and the two engaged in numerous acts of piracy. Their numbers were boosted by the addition to their fleet of two more ships, one of which

    Blackbeard

    Blackbeard

    Blackbeard

  • Tsai Ming-liang
  • Malaysian-Taiwanese filmmaker (born 1957)

    FIDMarseille. Retrieved on 22 May 2014. Ming Liang TSAI: Madame Butterfly | Rencontres Internationales Paris/Berlin/Madrid | Archived 12 July 2015 at the Wayback

    Tsai Ming-liang

    Tsai Ming-liang

    Tsai_Ming-liang

  • Cuneiform
  • Writing system of the ancient Near East

    BC. Early tokens with pictographic shapes of animals, associated with numbers, were discovered in Tell Brak, and date to the mid-4th millennium BC. It

    Cuneiform

    Cuneiform

    Cuneiform

  • Maximilien Robespierre
  • French revolutionary, lawyer and politician (1758–1794)

    Works 1.1–2 (1992): 57–77. Antoine de Baecque, "Robespierre au cinéma." Rencontres (2014): 271–281. Pascal Dupuy. "La Diffusion des stéréotypes révolutionnaires

    Maximilien Robespierre

    Maximilien Robespierre

    Maximilien_Robespierre

  • Martinique
  • Overseas department and region of France

    expelled from Portuguese Brazil introduced sugar plantations worked by large numbers of enslaved Africans. In 1667, the Second Anglo-Dutch War spilled out into

    Martinique

    Martinique

    Martinique

  • Electron
  • Elementary particle with negative charge

    Supersymmetry Breaking Made Easy, Viable and Generic. Proceedings of the XLIInd Rencontres de Moriond on Electroweak Interactions and Unified Theories. La Thuile

    Electron

    Electron

    Electron

  • Nineveh
  • Ancient Assyrian city

    Bible and the Quran, Jonah was a prophet who preached to Nineveh. Large numbers of Assyrian sculptures and other artifacts have been excavated from the

    Nineveh

    Nineveh

    Nineveh

  • The Substance
  • 2024 film by Coralie Fargeat

    original on March 12, 2025. Retrieved February 17, 2025. "The Substance". The Numbers. Nash Information Services, LLC. Archived from the original on October

    The Substance

    The_Substance

  • Sumerian language
  • Language of ancient Sumer and Babylon

    with 10 as a subbase. The cardinal numerals and ways of forming composite numbers are as follows: Ordinal numerals are formed with the suffix 𒄰𒈠 -kam-ma

    Sumerian language

    Sumerian language

    Sumerian_language

  • DYN (magazine)
  • Anaïs Nin ("The Eye´s Journey"), Gustav Regler ("L´Île à Deux Faces" and "Rencontre des Villes"), César Moro ("Le Temps") and Eva Sulzer ("Rêves de Papillons")

    DYN (magazine)

    DYN (magazine)

    DYN_(magazine)

  • Béké
  • Antillean Creole term for descendant of European settlers

    Joseph Zobel delarue, christian (2013-04-13). "Identité martiniquaise et rencontres diverses notamment avec un jeune Béké". Mediapart (in French). Retrieved

    Béké

    Béké

  • Marion Cotillard on screen and stage
  • Retrieved 2 March 2020. "Marion Cotillard – Box Office History". The Numbers. Archived from the original on 3 August 2020. Retrieved 2 March 2020. Mintzer

    Marion Cotillard on screen and stage

    Marion Cotillard on screen and stage

    Marion_Cotillard_on_screen_and_stage

  • The Voices
  • 2014 comedy horror film

    "[Interview] Rencontre avec Marjane Satrapi, réalisatrice de The Voices". GentleGeek. Retrieved April 11, 2018. "The Voices (2014)". The Numbers. Retrieved

    The Voices

    The_Voices

  • Universe
  • Everything in space and time

    This nucleosynthesis formed lighter elements, those with small atomic numbers up to lithium and beryllium, but the abundance of heavier elements dropped

    Universe

    Universe

    Universe

  • Ennio Morricone
  • Italian composer and conductor (1928–2020)

    July 2020 at the Wayback Machine rogerebert.com & July 2020 "Oscars in numbers: All the facts and figures behind the 88th Academy Awards". Mirror. 28

    Ennio Morricone

    Ennio Morricone

    Ennio_Morricone

  • Lilith
  • Female figurine in Near Eastern mythology

    Antiquity. The second mention of Lilith, this time explicit, is present in Numbers Rabbah 16:25. The midrash develops the story of Moses's plea after God

    Lilith

    Lilith

    Lilith

  • Bridgit Mendler
  • American actress, singer and entrepreneur (born 1992)

    8, 2015). "'The Night Shift', 'Undateable' Renewed by NBC". TV by the Numbers. Archived from the original on May 10, 2015. Retrieved May 14, 2016. Andreeva

    Bridgit Mendler

    Bridgit Mendler

    Bridgit_Mendler

  • Akkadian Empire
  • State in Mesopotamia (c. 2334–2154 BC)

    Agade" Before the Akkadian Empire, calendar years were marked by Regnal Numbers. During Sargonic times, a system of year-names was used. This practice

    Akkadian Empire

    Akkadian Empire

    Akkadian_Empire

  • Yoshi's Crafted World
  • 2019 video game

    Jordan (March 27, 2019). "Yoshi's Crafted World Review: "Nintendo by numbers"". GamesRadar+. Archived from the original on November 5, 2020. Retrieved

    Yoshi's Crafted World

    Yoshi's_Crafted_World

  • Ama (diving)
  • Japanese pearl divers

    2025. Retrieved 14 January 2026. "Kusukazu Uraguchi - Shima no Ama". Les Rencontres d'Arles. Archived from the original on 14 January 2026. Retrieved 14 January

    Ama (diving)

    Ama (diving)

    Ama_(diving)

  • Hirak (Algeria)
  • Protests against the government

    from the landmark central post office. There are no official government numbers published, but one expert put the number of demonstrators at 800,000 on

    Hirak (Algeria)

    Hirak (Algeria)

    Hirak_(Algeria)

  • Haitian crisis (2018–present)
  • Ongoing socioeconomic and political crisis in Haiti

    the Kenyan officers had been joined by two dozen from Jamaica, but the numbers fell far short of the 2,500 pledged by various countries, including Chad

    Haitian crisis (2018–present)

    Haitian crisis (2018–present)

    Haitian_crisis_(2018–present)

  • Owl
  • Birds from the order Strigiformes

    using barns and other agricultural buildings, but the decline in the numbers of these structures in the 20th and 21st centuries has reduced such opportunities

    Owl

    Owl

    Owl

  • Roman Opałka
  • Polish painter (1931–2011)

    Michela Rizzo and, for many years, at John Weber in New York. In 2003, Les Rencontres d'Arles exhibited his work through "L’œuvre photographique"'s exhibition

    Roman Opałka

    Roman Opałka

    Roman_Opałka

  • Marion Cotillard
  • French actress (born 1975)

    the wife of Guido (Daniel Day-Lewis), Cotillard performed two musical numbers: "My Husband Makes Movies" and "Take It All". Time magazine ranked her

    Marion Cotillard

    Marion Cotillard

    Marion_Cotillard

  • Sam Fender
  • English singer-songwriter (born 1994)

    decided to drop phone charges for their helplines in favour of free-to-call numbers. He contributed a cover of Metallica's "Sad but True" for the charity tribute

    Sam Fender

    Sam Fender

    Sam_Fender

  • Charles Leclerc
  • Monégasque racing driver (born 1997)

    9 August 2026. Bekking, Casper (6 January 2024). "2024 F1 driver race numbers: Who uses what number and why?". Motorsport.com. Motorsport Network. Archived

    Charles Leclerc

    Charles Leclerc

    Charles_Leclerc

  • Cities of the Democratic Republic of the Congo
  • districts are allocated seats in proportion to their voter registration numbers. The number of seats allocated to a city in the National Assembly and the

    Cities of the Democratic Republic of the Congo

    Cities_of_the_Democratic_Republic_of_the_Congo

  • Mike Patton
  • American singer (born 1968)

    2009 – Crank: High Voltage – Film Score 2010 – The Solitude of Prime Numbers – Film Score 2010 – Bunraku – Narrator 2012 – The Place Beyond the Pines

    Mike Patton

    Mike Patton

    Mike_Patton

  • Niels Schneider
  • Franco-Canadian actor (born 1987)

    Schneider at IMDb  Niels Schneider at AlloCiné (in French) Niels Schneider at Cineuropa Niels Schneider at Unifrance Niels Schneider at The-Numbers.com

    Niels Schneider

    Niels Schneider

    Niels_Schneider

  • Elton John
  • British musician and songwriter (born 1947)

    McLaughlin, Charlotte; Smith, Steven (26 June 2023). "Glastonbury in numbers as Elton John's set draws biggest-ever TV audience". WalesOnline. Archived

    Elton John

    Elton John

    Elton_John

  • How to Draw a Bunny
  • 2002 American film

    Special Jury Prize. The film also won the Grand Prix du Public 2002 at the Rencontres Internationales de Cinema in Paris and was nominated for a 2003 Independent

    How to Draw a Bunny

    How_to_Draw_a_Bunny

  • Lecithin
  • Generic term for amphiphilic substances of plant and animal origin

    ISSN 0021-9797. PMID 27744169. "Current EU approved additives and their E Numbers". UK Food Standards Agency. Archived from the original on 7 October 2010

    Lecithin

    Lecithin

    Lecithin

  • Inclusion–exclusion principle
  • Counting technique in combinatorics

    either "Montmort's problem" or by the name he gave it, "problème des rencontres". The problem is also known as the hatcheck problem. The number of derangements

    Inclusion–exclusion principle

    Inclusion–exclusion principle

    Inclusion–exclusion_principle

  • Depictions of Muhammad
  • Visual depictions of Prophet Muhammad

    campaigns against Persia and Iraq of the 1250s, which destroyed great numbers of books in libraries. Recent scholarship has noted that, although surviving

    Depictions of Muhammad

    Depictions of Muhammad

    Depictions_of_Muhammad

  • Henri Meschonnic
  • French poet

    PRIX INTERNATIONAL DE POESIE GUILLEVIC-VILLE DE SAINT-MALO - Les Prix - Rencontres Poetiques Internationales de Bretagne". 2008-11-18. Archived from the

    Henri Meschonnic

    Henri Meschonnic

    Henri_Meschonnic

  • List of adult animated television series of the 2010s
  • School USA!' to Preview in Primetime Sunday July 21 on FOX". TV By the Numbers. Archived from the original on July 8, 2013. Retrieved January 7, 2021

    List of adult animated television series of the 2010s

    List of adult animated television series of the 2010s

    List_of_adult_animated_television_series_of_the_2010s

  • List of longest prison sentences served
  • perpétuité. Rémy Roy était jugé pour le meurtre de trois homosexuels rencontrés par le biais de messageries" [The Minitel killer sentenced to life imprisonment

    List of longest prison sentences served

    List_of_longest_prison_sentences_served

  • Well temperament
  • Musical tuning system

    ISBN 978-1-135-94964-8. Musique ancienne, instruments et imagination : actes des Rencontres Internationales harmoniques, Lausanne 2004 = Music of the past, instruments

    Well temperament

    Well_temperament

  • Ray Harryhausen
  • American-British animator (1920–2013)

    Information". The Numbers. Retrieved January 1, 2023. "Sinbad and the Eye of the Tiger (1977) - Financial Information". The Numbers. Retrieved January

    Ray Harryhausen

    Ray Harryhausen

    Ray_Harryhausen

  • Proto-cuneiform
  • Early proto-writing system

    of a 'numerical' character, that is to say that they are inscribed with numbers, but do not contain yet any of the logographic signs that are found in

    Proto-cuneiform

    Proto-cuneiform

    Proto-cuneiform

  • Rook polynomial
  • Generating polynomial of the number of ways to place non-attacking rooks on a chessboard

    or "hat-check" problem (this is a particular case of the problème des rencontres); the same board without the squares on its diagonal and immediately above

    Rook polynomial

    Rook_polynomial

  • Latin rectangle
  • Matrix with symbols that each occur once per row and column

    permutations discordant with a given permutation is the famous problème des rencontres. The enumeration of permutations discordant with two permutations, one

    Latin rectangle

    Latin_rectangle

  • Asilah
  • Town in Tanger-Tetouan-Al Hoceima, Morocco

    (oriel windows). The main cultural center is the Centre Hassan II des Rencontres Internationales (housed in a former Spanish barracks). Due to its proximity

    Asilah

    Asilah

    Asilah

  • Indila
  • French singer-songwriter (born 1984)

    outside France, by the end of February 2014; "Dernière danse" was the numbers one and two song on iTunes in Greece and Romania as well as Turkey, respectively

    Indila

    Indila

    Indila

  • Industrial Workers of the World
  • International labor union

    totals with any certainty, as workers tended to join the IWW in large numbers for relatively short periods (e.g., during labor strikes and periods of

    Industrial Workers of the World

    Industrial Workers of the World

    Industrial_Workers_of_the_World

  • Amorites
  • Ancient Semitic-speaking people from the Levant

    Israelites (Numbers 21:21–35)—though in the case of the war led by Og/Bashan it appears none of them survived, and the land became part of Israel (Numbers 21:35)

    Amorites

    Amorites

    Amorites

  • Tesla Model 3
  • Electric mid-size sedan

    Deliveries began in the second half of 2017 as predicted, but not in the numbers Tesla had hoped. As some industry experts had predicted, Tesla did not

    Tesla Model 3

    Tesla Model 3

    Tesla_Model_3

  • United 93 (film)
  • 2006 film by Paul Greengrass

    10 June 2013. "Atlasvista Maroc - Portail Maroc : Actualité Annonces Rencontres Blogs Forums". Archived from the original on 28 May 2024. Retrieved 2

    United 93 (film)

    United_93_(film)

  • François Civil
  • French actor (born 1990)

    Atelier Couronnes in Paris between October and November 2017 during the Rencontres Photographiques du 10ème. In an interview for Madame Figaro in April 2019

    François Civil

    François Civil

    François_Civil

  • Dune (video game)
  • 1992 video game

    to boost troop morale and combat skill. Battles are influenced by troop numbers, equipment quality, morale, and Paul's presence on the battlefield. An

    Dune (video game)

    Dune_(video_game)

  • Hôtel de Besenval
  • Hôtel particulier in Paris, France

    town. In addition, he was allowed to receive visitors, who came in large numbers. Amongst others, he received members of the influential family de Ségur

    Hôtel de Besenval

    Hôtel de Besenval

    Hôtel_de_Besenval

  • History of opera
  • Aspect of musical history

    closed numbers with a tendency to ornamentation. Likewise, from the years 1630–1640 the ensemble, the conjunction of voices in different numbers, was gaining

    History of opera

    History of opera

    History_of_opera

  • Simone Signoret
  • French actress (1921–1985)

    related to Simone Signoret. Simone Signoret at IMDb Simone Signoret at Rotten Tomatoes Simone Signoret at TV Guide Simone Signoret at The-Numbers.com

    Simone Signoret

    Simone Signoret

    Simone_Signoret

  • Romain Danzé
  • French footballer (born 1986)

    from the original on 13 May 2020. Retrieved 17 May 2020. "RETOUR SUR LA RENCONTRE METZ / STADE RENNAIS F.C." (in French). Stade Rennais FC. 26 January 2008

    Romain Danzé

    Romain Danzé

    Romain_Danzé

  • Neo-Hittite states
  • Iron Age states of modern Syria and Turkey

    dispersal of settlements and ruralization, with the appearance of large numbers of hamlets, villages, and farmsteads. Syro-Hittite states emerged in the

    Neo-Hittite states

    Neo-Hittite states

    Neo-Hittite_states

  • Film industry
  • Institutions of filmmaking

    2 February 2023. Retrieved 9 June 2023. "The Numbers – Top Germany Movies of Each Year". The Numbers. Retrieved 9 June 2023. "2022 中国票房 | 中国票房 | 中国电影票房排行榜"

    Film industry

    Film_industry

  • Albert Zafy
  • President of Madagascar from 1993 to 1996

    receiving 67% of the vote. During his presidency, Zafy received poor polling numbers due to an economic decline with accusations of corruption in his office

    Albert Zafy

    Albert Zafy

    Albert_Zafy

  • Dipendra Prasad
  • Indian mathematician (born 1960)

    ICM(2018)[citation needed] Jean-Morlet Chair, Centre International de Rencontres Mathématiques (2016) Srinivasa Ramanujan Birth Centenary Award of The

    Dipendra Prasad

    Dipendra Prasad

    Dipendra_Prasad

  • Mikhael Gromov (mathematician)
  • Russian-French mathematician

    abelprize.no. "Comment Jeffrey Epstein a multiplié les voyages et les rencontres à Paris pour étendre son réseau d'influence". franceinfo (in French).

    Mikhael Gromov (mathematician)

    Mikhael Gromov (mathematician)

    Mikhael_Gromov_(mathematician)

  • Benjamin Fondane
  • Romanian-French writer

    Shestov, left by the poet in Ocampo's care, were collected in 1982, as Rencontres avec Léon Chestov ("Meetings with Lev Shestov"). Fondane's notes on Dada

    Benjamin Fondane

    Benjamin Fondane

    Benjamin_Fondane

  • Regency of Algiers
  • 1516–1830 autonomous Ottoman state in North Africa

    of Algiers, known as Bedestan between 1520 and 1660. From 1660 to 1830 numbers went down to at least 200,000 slaves, without counting the slave population

    Regency of Algiers

    Regency of Algiers

    Regency_of_Algiers

  • Franco-Provençal
  • Gallo-Romance language spoken in France, Italy and Switzerland

    and Stich (2003). Franco-Provençal uses a decimal counting system. The numbers "1", "2", and "4" have masculine and feminine forms (Duplay, 1896; Viret

    Franco-Provençal

    Franco-Provençal

    Franco-Provençal

  • La France Insoumise
  • French political party

    opposing Islamophobia high among its priorities. The party receives high numbers of votes from Muslim communities. Jean-Luc Mélenchon reportedly altered

    La France Insoumise

    La France Insoumise

    La_France_Insoumise

  • Ugarit
  • Ancient port city in western Syria and northern levant

    for nouns and adjectives (nominative, accusative, and genitive); three numbers: (singular, dual, and plural); and verb aspects similar to those found

    Ugarit

    Ugarit

  • A Better Tomorrow
  • 1986 Hong Kong film by John Woo

    Zhou 2017, p. 24. Jia 2010, p. 48. "Ying Xiong Ben Se (Hong Kong)". The Numbers. Nash Information Services. Archived from the original on 2 October 2025

    A Better Tomorrow

    A_Better_Tomorrow

  • Larsa
  • City-state in ancient Sumer

    University of Texas Press, 1992 Overmann, Karenleigh A., The Material Origin of Numbers: Insights from the Archaeology of the Ancient Near East, Piscataway, NJ

    Larsa

    Larsa

    Larsa

  • Illyrians
  • Ancient Western Balkanic tribes

    easily defensible. Meanwhile, a single charge of the Illyrians, whose numbers and close order gave them irresistible weight, served to dislodge the light-armed

    Illyrians

    Illyrians

    Illyrians

  • History of film
  • symbolic inserts already mentioned, the film also made extensive use of large numbers of Big Close Up shots of clutching hands and tapping feet as a means of

    History of film

    History_of_film

  • Healing (2014 film)
  • 2014 Australian film

    Role. Craig Monohan was nominated and won the Audience Award at the 2014 Rencontres Internationales du Cinéma des Antipodes. Craig Monohan was nominated and

    Healing (2014 film)

    Healing_(2014_film)

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