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Questa voce o sezione sull'argomento matematica non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Distribuzione degenereFunzione di probabilità Funzione di ripartizione Parametri x 0 ∈ R {\displaystyle x_{0}\in \mathbb {R} } Supporto { x 0 }   {\displaystyle \{x_{0}\}\ } Funzione di densità P ( x …

Денежная реформа — осуществляемые государством изменения в области денежного обращения, как правило, направленные на укрепление денежной системы. Осуществляется в рамках финансово-экономической политики[1]. Причины проведения денежной реформы носят политически

Định lý Thales (hay Định lý Talet) là một định lý rất quan trọng trong hình học, được đặt theo tên nhà toán học người Hy Lạp Thales. Định lý Thales trong tam giác Định lý Thalès được phát biểu như sau: Nếu 1 đường thẳng song song với 1 cạnh của tam giác đó và cắt 2 cạnh còn lại thì nó định ra trên 2 cạnh đó những đoạn thẳng tương ứng tỉ lệ.[1] Tại hình vẽ bên nếu có: tam gi…

Saint-Menges   Comuna francesa    Símbolos Brasão de armas Localização País  França Região Grande Leste Departamento Ardenas Características geográficas Área total 12,21 km² População total (2018) [1] 976 hab. Densidade 79,9 hab./km² Código Postal 08200 Código INSEE 08391 Saint-Menges é uma comuna francesa na região administrativa de Grande Leste, no departamento das Ardenas. Estende-se por uma área de 12,21 km². Em 2010 a comuna tinha …

Boroughs and census areas of Alaska  Borough •   City-borough •   Census areas of the Unorganized Borough LocationState of AlaskaNumber19 organized boroughs 11 census areasPopulations(Organized boroughs): 700 (Yakutat) – 287,145 (Anchorage) (Census areas): 2,287 (Hoonah-Angoon) – 18,257 (Bethel)Areas(Organized boroughs): 434 square miles (1,120 km2) (Skagway) – 88,824 square miles (230,050 km2) (North Slope)(Census areas): 4,393 square miles (11,380 km2…

Albrecht Dürer, Veronica, 1513. Contoh penerapan teknik hatching. Detail Veronica. Arsiran (hatching) dan juga arsiran silang (cross-hatching) adalah teknik dalam lukisan dan karya grafis yang digunakan untuk memberikan efek warna maupun bayangan dengan membuat garis-garis sejajar. Jika garis-garis sejajar ini ditimpa dengan garis-garis sejajar lain yang saling berpotongan, maka teknik ini menjadi arsir silang. Perupa menggunakan teknik ini dengan memvariasikan jarak, sudut, panjang, dan jenis-…

Sagarmatha Legendsसगरमाथा लेजेन्ड्सNickname(s)SLLeagueEverest Premier LeaguePersonnelCaptainBinod BhandariCoachJagat TamataOwnerGhorahi Cement IndustryTeam informationColours  YellowFounded2014HistoryNPL wins0Notable playersBinod BhandariMehboob AlamParesh LohaniAnil MandalChandra SawadOfficial websitehttp://ghorahicement.com.np/ Sagarmatha Legends (Nepali: सगरमाथा लेजेन्ड्स) is one of the franchise teams of the Nepal Prem…

Este artículo o sección necesita referencias que aparezcan en una publicación acreditada.Este aviso fue puesto el 18 de septiembre de 2015. RenegadesÁlbum de versiones de Rage Against the MachinePublicación 5 de diciembre de 2000Grabación 1999 - 2000Género(s) Rap metal, funk metal, metal alternativo, hardcore punkDuración 51 min, 21 sDiscográfica Epic RecordsProductor(es) Brendan O'BrienRage Against the MachineCalificaciones profesionales Allmusic enlace Rolling Stone enlace Cronología…

Hof van Beroep voor het 11e circuitCourt of Appeals for the Eleventh Circuit Het Elbert P. Tuttle U.S. Courthouse, zetel van het hof Type Hof van Beroep Werktalen Engels Jurisdictie Alabama Florida Georgia Zittingsplaats(en) Elbert P. Tuttle U.S. CourthouseAtlanta, Georgia Geschiedenis Opgericht 1 oktober 1981 Samenstelling Samenstelling 1 president12 rechters8 senior rechters (2017) President Edward Earl Carnes Circuitrechter Clarence Thomas Website ca11.uscourts.gov Portaal    Mens &…

École pour l'informatique et les techniques avancéesEpita 48°48′56″ пн. ш. 2°21′47″ сх. д. / 48.81560527780555248° пн. ш. 2.36313250002777764° сх. д. / 48.81560527780555248; 2.36313250002777764Координати: 48°48′56″ пн. ш. 2°21′47″ сх. д. / 48.81560527780555248° пн. ш. 2.36313250002777764° сх. д. / 48.8156052778…

Railway station in Takasaki, Gunma Prefecture, Japan Shinmachi Station新町駅Shinmachi Station in March 2006General informationLocation2150 Shinmachi, Takasaki-shi, Gunma-ken 370-1301JapanCoordinates36°16′24″N 139°06′22″E / 36.2732°N 139.106°E / 36.2732; 139.106Operated by JR East JR Freight Line(s) ■ Takasaki Line ■ Shonan-Shinjuku Line Distance64.2 km from ŌmiyaPlatforms1 island + side platformOther informationStatusStaffed (Midori no Madoguchi )Websi…

Sites recognized by the South African Heritage Resources Agency. Map all coordinates using: OpenStreetMap Download coordinates as: KML GPX (all coordinates) GPX (primary coordinates) GPX (secondary coordinates) This is a list of the heritage sites in Cape Town's Bo-Kaap as recognized by the South African Heritage Resources Agency.[1][2] For the purposes of this list all sites on the south eastern side of Lion's Head and signal hill, northwest of Buitengracht – New Church Street…

Sabit Syi'ah. Angka-angka menunjukkan persentase Syi'ah dalam populasi Sabit Syi'ah adalah wilayah berbentuk sabit imajiner di Timur Tengah di mana mayoritas populasinya merupakan Syi'ah atau di mana terdapat sebuah minoritas Syi'ah yang kuat dalam populasi. Istilah bersangkutan terutama lazim di Jerman, di mana dikenal sebagai Schiitischer Halbmond (Bulan sabit Syi'ah).[1] Jika Irak pimpinan Syi'ah memiliki hubungan khusus dengan Iran, dan Anda melihat hubungan tersebut dengan Suriah da…

Japanese-American artist and landscape architect (1904–1988) The native form of this personal name is Noguchi Isamu. This article uses Western name order when mentioning individuals. Isamu NoguchiIsamu Noguchi, 1983Born(1904-11-17)November 17, 1904Los Angeles, California, USDiedDecember 30, 1988(1988-12-30) (aged 84)New York City, USEducationColumbia UniversityKnown forSculpture landscape architecture furniture designNotable workRed Cube (New York City) Black Sun (Seattle)Sky Gat…

كايزر جونيور معلومات شخصية الميلاد 16 أكتوبر 1944 (79 سنة)  سويتو  مركز اللعب مهاجم الجنسية جنوب إفريقيا  المسيرة الاحترافية1 سنوات فريق م. (هـ.) أورلاندو بيراتس 1968–1971 أتلانتا تشيفز 63 (32) 1974–1975 Denver Dynamos [الإنجليزية]‏ 35 (11) 1 عدد مرات الظهور مع الأندية وعدد الأهداف تحسب لل…

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Februari 2023. Aosta Airport(Corrado Gex Airport)Aeroporto regionale della Valle d'Aosta Corrado GexAéroport régional de la Vallée d'Aoste Corrado GexIATA: AOTICAO: LIMWInformasiJenisPublicPengelolaGovernmentMelayaniAostaLokasiSaint-Christophe, ItalyKetinggian …

British author, producer and media broadcaster A major contributor to this article appears to have a close connection with its subject. It may require cleanup to comply with Wikipedia's content policies, particularly neutral point of view. Please discuss further on the talk page. (November 2020) (Learn how and when to remove this template message) Shini SomaraBornShini SomarathneNationalityBritishEducationHenrietta Barnett SchoolAlma materBrunel UniversityKnown forFluid dynamics, promo…

1983 single by Dionne Warwick and Luther VandrossHow Many Times Can We Say GoodbyeSingle by Dionne Warwick and Luther Vandrossfrom the album How Many Times Can We Say Goodbye and Busy Body ReleasedSeptember 1983 (US)Recorded1983GenreR&BLength3:27LabelArista Records AS 1-9073Songwriter(s)Steve GoldmanProducer(s)Luther VandrossDionne Warwick singles chronology All the Love in the World(June 1983) How Many Times Can We Say Goodbye(Sept 1983) Got A Date(Jan 1984) Luther Vandross singles …

Japanese association football player Kohei Ito Ito with South China in 2019Personal informationFull name Kohei ItoDate of birth (1988-12-05) 5 December 1988 (age 35)Place of birth Sakata, Yamagata Prefecture, JapanHeight 1.78 m (5 ft 10 in)Position(s) MidfielderTeam informationCurrent team South ChinaYouth career2008–2009 Saitama SCSenior career*Years Team Apps (Gls)2010–2015 Sakata Takutomo 2015–2016 Wong Tai Sin 7 (1)2016–2017 Dreams 2017 Lampang 2019– South China…

В Википедии есть статьи о других людях с такой фамилией, см. Уоддл. Крис Уоддл Общая информация Полное имя Кристофер Роланд Уоддл Родился 14 декабря 1960(1960-12-14)[1][2][…] (62 года)Феллинг[en], графство Тайн-энд-Уир, Англия Гражданство Англия Рост 188 см Позиция крайний атакующи…

Jake és Blake Jake LaMotta Jake Paul Jake Talley Jake Lacy Jake Short Jake Bass Jake Johnson Jake Lloyd Jake Wesley Rogers Jake Shimabukuro Jake Gyllenhaal Jake Busey Jake T. Austin Jak–200 Jake Hesketh Jake és Sohaország kalózai Jake Nerwinski Jake Kasdan Jak–40 Jak–52 Jak–17 Less Than Jake Jak–9 Jak–28 Jak–12 Jake Mulraney Jak–25 Jake Hughes Jak–18 Jak–23 Jake Livermore Jak–42 Jak–3 Jak–141 Jak–15 Jak–54 Jak–24 Jak–100 Jak–19 Jak–11 Jak–1 Jak–50 (1972) Jak–38 JakB–12,7 Jak–14 Jak–36 Jak–130 A Kalandra fel! szereplőinek listája Jak–50 (1949) A Jake és Sohaország kalózai epizódjainak list…

ája Jak–50 (egyértelműsítő lap) Házi jak Jake Angeli Jake E. Lee Jakoba József Attila Kör A (sz)ex az oka mindennek Sose hátrálj meg Christmas Inheritance Pilot (Jericho) Jak–30 (1960) Jak–152 Hesám Jakan Sherlock, a jak A háló alatt Ha a pokol elszabadul (1) Mona Bone Jakon Jako Boldogság kezdőknek Jaka Ihbeisheh Vándorsólyom kisasszony különleges gyermekei (film) Cserebere szerencse S.O.S. Love – Az egymillió dolláros megbízás Halálos kitérő 2. Revolver (film, 2005) Amerikai sárkány Az ikrek Malibuból Már megint egy dilis amcsi film Űrvihar (film) Replikáns Rossz társas

g Kutyátlanok kíméljenek Mindenütt nő Mint a tűz Blues Brothers (film) Ha a pokol elszabadul (2) Vox Populi (Jericho) Tizenhat szál gyertya Jak Crawford 11/22/63 Szuperhekus kutyabőrben Tom Sawyer, a detektív A fenevad gyomrában Fulladás (Odaát) Üldözők (film, 1966) 2024-es Formula–E Misano nagydíj Szerelem első vendéglátásra Szabó-Kasornya Dávid 1893 Jakoba Országúti diszkó (film, 2024) A bűnös (film, 2021) Bark at the Moon Fogságban (film, 2013) Parányi varázslat (film) Jumanji (egyértelműsítő lap) Dühöngő bika Érintés (televíziós sorozat) Drágám, terhes vagyok! Kaliforniai álom (televíziós sorozat) Jonathan Morgan Heit Számos pasas Kutyaszálló KSI vs. Sli

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