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American businessman (1861–1912) George Dunton WidenerGeorge D. WidenerBorn(1861-06-16)June 16, 1861Philadelphia, Pennsylvania, U.S.DiedApril 15, 1912(1912-04-15) (aged 50)North Atlantic OceanResting placeNorth Atlantic Ocean41°43′55″N 49°56′45″W / 41.73194°N 49.94583°W / 41.73194; -49.94583OccupationBusinessmanSpouseEleanor ElkinsChildrenHarry Elkins WidenerGeorge D. Widener Jr.Eleanor WidenerParent(s)Peter A. B. WidenerHannah Josephine DuntonRelati...

Takuma Aoki Aoki nel 2019. Nazionalità  Giappone Altezza 182 cm Peso 69 kg Motociclismo Carriera Carriera nel Motomondiale Esordio 1993 in classe 250 Miglior risultato finale 5º Gare disputate 18 Podi 4 Punti ottenuti 169 Carriera in Superbike Esordio 1994 Miglior risultato finale 19º Gare disputate 6 Gare vinte 1 Podi 1 Punti ottenuti 56 Giri veloci 2   Modifica dati su Wikidata · Manuale Takuma Aoki (青木拓磨 Aoki Takuma?; Tokyo, 24 febbraio 1974) è un pilota mot...

Open source network stress testing and denial-of-service attack application LOIC redirects here. For other uses, see Loic (disambiguation). Low Orbit Ion CannonOriginal author(s)Praetox TechnologiesFinal release1.0.8 / 13 Dec 2014; 8 years ago (13 Dec 2014)[1] Written inC#Operating systemWindows, Linux, OS X, Android, iOSPlatform.NET, MonoSize131 KBAvailable inEnglishTypeNetwork testingLicensePublic domainWebsiteSourceForge: LOIC Low Orbit Ion Cannon (LOIC) is an open-sou...

АндачВитік Подунайські пагорбиГирло Радошинка (річка)Країни:  Словаччина Див. також: Андач Андач (словац. Andač) — річка в Словаччині; права притока Радошинки. Протікає в округах Глоговец і Нітра. Довжина — 16 км. Витікає в масиві Подунайські пагорби на висоті 185 мет

Dieser Artikel oder nachfolgende Abschnitt ist nicht hinreichend mit Belegen (beispielsweise Einzelnachweisen) ausgestattet. Angaben ohne ausreichenden Beleg könnten demnächst entfernt werden. Bitte hilf Wikipedia, indem du die Angaben recherchierst und gute Belege einfügst. Schmelzer in einer Nickelhütte Aluminiumskulptur: „Zwei Schmelzer“, Welper Ein Schmelzer ist ein Handwerker, der aus flüssigen Stoffen Werkzeuge, Waffen oder Waren aus Glas herstellt. Es gab spezialisierte Schmel...

本條目存在以下問題，請協助改善本條目或在討論頁針對議題發表看法。 此條目過於依赖第一手来源。 (2015年12月14日)请補充第二手及第三手來源，以改善这篇条目。 此条目也许具备关注度，但需要可靠的来源来加以彰显。（2015年4月20日）请协助補充可靠来源以改善这篇条目。 株式會社童夢DAUME CO., LTD.原文名称株式会社童夢公司類型株式會社法人編號5011301004675 成立1993年5�...

Кутіков Олександр Вікторович Основна інформаціяДата народження 13 квітня 1952(1952-04-13) (71 рік)Місце народження Москва, РРФСР, СРСРГромадянство СРСР і РосіяПрофесії музикант, співак, композитор, музичний продюсер, кінокомпозитор, аудіорежисер, виробник, муз

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: History in Africa – news · newspapers · books · scholar · JSTOR (May 2014) (Learn how and when to remove this template message) This article may rely exc...

2019 conflict in Syria Not to be confused with the Syrian Liberation Front–Tahrir al-Sham conflict of 2018. This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: National Front for Liberation–Tahrir al-Sham conflict – news · newspapers · books · scholar · JSTOR (January 2019) (Learn how and when to remove this...

Частина з серії проСхідне Православ'яМозаїка Христос панторатор, Собор Святої Софії Огляд Структура Богослов'я Літургія Історія Православ'я Таїнства Обоження Богородиця Ікони Основи Розп'яття / Воскреміння / Вознесіння Християнство Християнська церква Святе п

Боснійський санджак босн. Bosanski sandžak/Босански санџактур. Bosna Sancağı Загальна інформація Входила до складу Османської імперії Сучасна локація Боснія і Герцеговина Період уживання топоніма 1463–1878 Населення боснійці Розташування на карті Держави на території історичної обла

Season of television series Season of television series NCISSeason 18Season 18 U.S. DVD coverStarring Mark Harmon Sean Murray Wilmer Valderrama Emily Wickersham Maria Bello Brian Dietzen Diona Reasonover Rocky Carroll David McCallum Country of originUnited StatesNo. of episodes16ReleaseOriginal networkCBSOriginal releaseNovember 17, 2020 (2020-11-17) –May 25, 2021 (2021-05-25)Season chronology← PreviousSeason 17Next →Season 19List of episodes The eighteenth seas...

2020 South Korean television series Mystic Pop-up BarPromotional posterHangul쌍갑포차Hanja雙甲布車Literal meaningTwin Tops BarRevised RomanizationSsanggappocha GenreDramaFantasyMysteryComedySupernaturalBased onTwin Tops Barby Bae Hye-sooDeveloped byJTBCWritten byHa Yoon-ahDirected byJeon Chang-geunStarringHwang Jung-eumYook Sung-jaeChoi Won-youngCountry of originSouth KoreaOriginal languageKoreanNo. of episodes12ProductionExecutive producerOh Hwan-minProducerKim Bo-kyungRunning time70...

Malaysian educational comedy television series Oh My English!Also known asOME Season Titles: Oh My English! Class Of 2015 (Season 4) Oh My English! After School (Season 5) Oh My English! Level Up! (Season 6) GenreComedy, Educational, Teen SitcomDirected byImri Nasution (Season 1-3) Umi Salwana OmarStarringSee belowTheme music composerLiyana Jasmay and AltimetOpening themeOh My English!Ending themeSame as opening (Instrumental version)Country of originMalaysiaOriginal languagesEnglish Malay(wi...

Ship of the United States Revenue Service For other ships with the same name, see USS Apache and USNS Apache. History United States NameApache NamesakeThe Apache, the collective term for several culturally related groups of Native Americans originally from the American Southwest (previous name retained) BuilderReeder and Sons, Baltimore, Maryland Completed1891 Acquired1917 FateReturned to United States Coast Guard 28 August 1919 NotesServed as United States Revenue Service cutter USRC Galvest...

2018 season of the Formula 3 European Championship 2018 FIA Formula 3European Championship Drivers' Champion: Mick Schumacher Teams' Champion: Prema Theodore Racing Rookies' Champion: Robert Shwartzman Previous 2017 Next 2019 (FIA F3) Parent series:Deutsche Tourenwagen Masters Mick Schumacher, the series champion. The 2018 FIA Formula 3 European Championship was the seventh and final season of the FIA Formula 3 European Championship, a multi-event motor racing championship for third-tier...

Sara Rebecca ParrishBornSarah Rebecca Parrish(1869-11-01)November 1, 1869Crawfordsville, Indiana[1]DiedAugust 22, 1952(1952-08-22) (aged 82)Indianapolis, Indiana[2]NationalityAmericanEducationM.D.Alma materMedical College of IndianaOccupationMedical missionaryYears active1906-1933EmployerWomen's Foreign Missionary Society of the Methodist Episcopal ChurchKnown forFirst female doctor to practice in the PhilippinesNotable workEstablishment of the Mary Johnsto...

19th-century church organ in the Philippines 14°28′52″N 120°58′53″E / 14.481109°N 120.981498°E / 14.481109; 120.981498 The Las Piñas Bamboo Organ The Las Piñas Bamboo Organ in St. Joseph Parish Church in Las Piñas, Philippines, is a 19th-century church organ. It is known for its unique organ pipes; of its 1031 pipes, 902 are made of bamboo. It was completed after 6 years of work in 1824 by Father Diego Cera, the builder of the town's stone church and its...

Ferrari F2005KategoriFormula SatuKonstruktorScuderia FerrariPerancangRoss Brawn (Direktur Teknik)Rory Byrne (Direktur Desain dan Pengembangan) Ignazio Lunetta (Kepala R&D)Aldo Costa (Kepala Desainer)Marco Fainello (Kepala Dinamika Kendaraan)John Iley (Kepala Aerodinamika) Marco de Luca (Kepala Ahli Aerodinamika)Paolo Martinelli(Direktur Teknik Mesin)Gilles Simon(Kepala Desainer Mesin)PendahuluF2004Penerus248 F1Spesifikasi teknisSasisCarbon/epoxy composite monocoqueSuspensi (depan)Independ...

Kurva bicorn Dalam geometri, bicorn adalah sebuah kurva kuartik rasional yang didefinisikan dengan persamaan[1] y 2 ( a 2 − x 2 ) = ( x 2 + 2 a y − a 2 ) 2 . {\displaystyle y^{2}(a^{2}-x^{2})=(x^{2}+2ay-a^{2})^{2}.} Kurva ini mempunyai dua taring dalam simetrik mengenai sumbu- y {\displaystyle y} .[2] Kurva bicorn dikenal sebagai kurva topi berbentuk segitiga lantaran mempunyai kemiripannya dengan topi bicorne. Sejarah Pada tahun 1864, James Joseph Sylvester memp...