Vorlage Diskussion:Navigationsleiste Tumoren des Nervensystems
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This is a list of flatiron buildings that are relatively notable. Flatiron Building is a name applied to a number of buildings shaped like a flatiron. One of the most famous is the Flatiron Building in New York City, which was finished in 1902. The name Flatiron Building may refer to many of the buildings listed below. Map all coordinates using OpenStreetMap Download coordinates as: KML GPX (all coordinates) GPX (primary coordinates) GPX (secondary coordinates) Locations of all having coordi...
Uni Eropa Artikel ini adalah bagian dari seri: Politik dan pemerintahanUni Eropa Parlemen Presiden Jerzy Buzek Kelompok terbesar; Joseph Daul: EPP Martin Schulz: S&D Sesi ke-7 AP (736) Periode 2009-14 Biro Wakil Presiden Quaestor Konferensi Prosedur legislatif Dewan Menteri Kepresidenan Polandia Konfigurasi Umum Luar Negeri Ekonomi Euro Prosedur legislatif Pemungutan suara Sekretariat Sekretaris Jenderal Uwe Corsepius COREPER Dewan Eropa Presiden Herman Van Rompuy Partai Daftar rapat Kom...
Volta a Catalunya Volta a Catalunya 2020Rincian balapanPelaksanaanMarchLokasiCatalonia, SpanyolNama dalam bahasa InggrisTour of CataloniaNama lokalVolta a Catalunya (Catalonia)DisiplinJalan rayaKompetisiUCI World TourTipeBalap tahapanPengelolaVolta Ciclista a Catalunya Associació Esportiva (Unió Esportiva de Sants)Direktur balapanRubèn PerisSejarahEdisi pertama1911 (1911)Edisi terbaru101 (pada 2022)Juara pertama Sebastià Masdeu (ESP)Juara ...
Zee NewsDiluncurkan1992PemilikZee News LimitedNegara IndiaBahasaHindiKantor pusatEssel Studio, FC-19, Sector 16-A, Noida, IndiaSaluran seindukZee BusinessZee Punjabi 24 Ghanta Zee 24 TaasSitus webZeenews.com Zee News adalah saluran televisi berita dan urusan publik 24-jam berbahasa Hindi pertama di India, diluncurkan pada tahun 1992. Saluran ini dimiliki oleh Zee News Limited, yang merupakan bagian dari Essel Group. Program terkenal Cinema A to Zee The Inside Story Saluran saudara Zee Ne...
American politician John Charles TarsneyMember of the U.S. House of Representativesfrom Missouri's 5th districtIn officeMarch 4, 1889 – February 27, 1896Preceded byWilliam WarnerSucceeded byRobert T. Van Horn Personal detailsBorn(1845-11-07)November 7, 1845Medina Township, Michigan, U.S.DiedSeptember 4, 1920(1920-09-04) (aged 74)Kansas City, Missouri, U.S.Resting placeMount St. Mary’s Cemetery, Kansas City, MissouriSpouseMary Behan (m. 1871-1917, her death)Relati...
German princess Anna of Bentheim-TecklenburgPrincess of Anhalt-BernburgBorn(1579-01-04)4 January 1579BentheimHoly Roman EmpireDied9 December 1624(1624-12-09) (aged 45)Bernburg, AnhaltHoly Roman EmpireSpouseChristian I, Prince of Anhalt-BernburgIssueChristian II, Prince of Anhalt-BernburgEleonore Marie, Duchess of MecklenburgFrederick, Prince of Anhalt-HarzgerodeHouseBentheim-TecklenburgFatherArnold III, Count of Bentheim-Steinfurt-Tecklenburg-LimburgMotherMagdalena of Neuenahr-Alpen Anna...
Танковый полк — тактическое формирование Рабоче-крестьянской Красной и Советской армий ВС Союза ССР. Содержание 1 История 2 Вторая мировая война 3 Послевоенное время 4 Примечания 5 Литература История Несмотря на огромные экономические трудности после гражданской вой�...
Japanese manga series MarginalCover of the first volume of Marginal as published by Shogakukanマージナル(Maajinaru)GenreScience fiction, Yaoi MangaWritten byMoto HagioPublished byShogakukanMagazinePetit FlowerOriginal run1985 – 1987Volumes5 Marginal (Japanese: マージナル, Hepburn: Maajinaru) is a Japanese science fiction manga written and illustrated by Moto Hagio, and serialised in Petit Flower between 1985 and 1987.[1] It is a gender-reversed take on science fi...
Division of a long poem For other uses, see Canto (disambiguation). Detail of a 14th-century manuscript of Dante Alighieri's Commedia, a three-part poem (Inferno, Purgatorio, Paradiso) that was divided into 100 cantos. The canto (Italian pronunciation: [ˈkanto]) is a principal form of division in medieval and modern long poetry.[1] Etymology and equivalent terms The word canto is derived from the Italian word for song or singing, which comes from the Latin cantus, song, from ...
2007 single by DJ Felli Fel featuring Diddy, Akon, Ludacris and Lil JonGet Buck in HereSingle by DJ Felli Fel featuring Diddy, Akon, Ludacris and Lil JonReleasedOctober 4, 2007Recorded2007GenreHip hop, crunkLength3:49LabelSo So Def, Island Def Jam, Rock HillSongwriter(s)James CorrineLeroy WatkinsAliaune ThiamSean CombsChris BridgesJonathan SmithProducer(s)DJ Felli FelDJ Felli Fel singles chronology Get Buck in Here (2007) Finer Things (2008) Diddy singles chronology Through the Pain (...
Poupée de cire,poupée de son France Gall chante la chanson au Concours Eurovision de la chanson 1965. Single de France Gallextrait de l'album Poupée de cire, poupée de son Face A Poupée de cire, poupée de sonUn prince charmant Face B Dis à ton capitaineLe cœur qui jazze Sortie Mars 1965 Enregistré 1965Studio Blanqui, Paris (13e arr.) Durée 2:30 Genre Pop Format Super 45 tours Auteur-compositeur Serge Gainsbourg Producteur Denis Bourgeois Édition Sidonie (catalogue Bagatelle) ...
この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。(このテンプレートの使い方)出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL(2017年4月) コルクを打ち抜いて作った瓶の栓 コルク(木栓、�...
Penyuntingan Artikel oleh pengguna baru atau anonim untuk saat ini tidak diizinkan.Lihat kebijakan pelindungan dan log pelindungan untuk informasi selengkapnya. Jika Anda tidak dapat menyunting Artikel ini dan Anda ingin melakukannya, Anda dapat memohon permintaan penyuntingan, diskusikan perubahan yang ingin dilakukan di halaman pembicaraan, memohon untuk melepaskan pelindungan, masuk, atau buatlah sebuah akun. Untuk film biopik Indonesia tahun 2017, lihat Chrisye (film). ChrisyeChrisyeLahir...
Statistical machine learning algorithm for metric learning Large margin nearest neighbor (LMNN)[1] classification is a statistical machine learning algorithm for metric learning. It learns a pseudometric designed for k-nearest neighbor classification. The algorithm is based on semidefinite programming, a sub-class of convex optimization. The goal of supervised learning (more specifically classification) is to learn a decision rule that can categorize data instances into pre-defined cl...
此条目序言章节没有充分总结全文内容要点。 (2019年3月21日)请考虑扩充序言,清晰概述条目所有重點。请在条目的讨论页讨论此问题。 哈萨克斯坦總統哈薩克總統旗現任Қасым-Жомарт Кемелұлы Тоқаев卡瑟姆若马尔特·托卡耶夫自2019年3月20日在任任期7年首任努尔苏丹·纳扎尔巴耶夫设立1990年4月24日(哈薩克蘇維埃社會主義共和國總統) 哈萨克斯坦 哈萨克斯坦政府...
Country club in Rochester, New York This article is about the New York golf course. For the golf course in San Antonio, Texas, see Oak Hills Country Club. For the golf course in Oakland County, Michigan, see Oakland Hills Country Club. Oak Hill Country ClubClub informationLocation in the United StatesShow map of the United StatesLocation in New YorkShow map of New YorkLocationPittsford, New York, U.S.Established1901; 123 years ago (1901)TypePrivateTotal holes36Websiteoakhill...
Ocean current in the southern Indian Ocean The Agulhas Return Current (ARC) meanders east from the southern tip of Africa The Agulhas Return Current (ARC) is an ocean current in the South Indian Ocean. The ARC contributes to the water exchange between oceans by forming a link between the South Atlantic Current and the South Indian Ocean Current.[1] It can reach velocities of up to 4 knots (7.4 km/h; 4.6 mph) and is therefore popular among participants in trans-oceanic sailin...
1927 film Carnival MagicDirected byRudolf Walther-FeinRudolf DworskyWritten byWalter ReischStarringHarry LiedtkeGrete MosheimEmil RameauCinematographyWilly HameisterProductioncompanyAafa-FilmDistributed byAafa-FilmRelease date 1 February 1927 (1927-02-01) CountryGermanyLanguagesSilentGerman intertitles Carnival Magic (German: Faschingszauber) is a 1927 German silent drama film directed by Rudolf Walther-Fein and Rudolf Dworsky and starring Harry Liedtke, Grete Mosheim, and Emil...
Neolithic–Eneolithic archaeological culture The article's lead section may need to be rewritten. Please help improve the lead and read the lead layout guide. (January 2023) (Learn how and when to remove this message) Cucuteni–Trypillia culture(c. 4800 to 3000 BC)Characteristic example of Cucuteni–Trypillia pottery Topics Settlements Architecture House burning Religion and ritual Economy Decline and end Related articles Neolithic Europe Chalcolithic Europe Old Europe ← Boian ...
Campioni dei quattro calcogeni stabili in condizioni normali Gli elementi del gruppo 16 della tavola periodica o elementi del gruppo dell'ossigeno sono: ossigeno (O), zolfo (S), selenio (Se), tellurio (Te), e polonio (Po, radioattivo). Anche il livermorio (Lv) appartiene al gruppo 16, ma ne è stato prodotto solo qualche atomo e le sue proprietà fondamentali sono ancora sconosciute.[1] Indice 1 Descrizione 2 Proprietà 3 Reattività chimica e andamenti nel gruppo 4 Note 5 Bibliografi...