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عزلة الحوطة  - عزلة -  تقسيم إداري البلد  اليمن[1] المحافظة محافظة لحج المديرية مديرية تبن خصائص جغرافية إحداثيات 13°03′48″N 44°52′52″E / 13.06334°N 44.88109°E / 13.06334; 44.88109  الارتفاع 138 متر  السكان التعداد السكاني 2004 السكان 83٬444   • الذكور 43٬230   • الإ�...

Сурсельва нім. Region Surselva[1] Герб Прапор Країна  Швейцарія[2] Кантон Граубюнден Номерний знак GR Населення  - повне 21 318 (31 грудня 2020) Площа  - повна 1373.56 км² Висота  - максимальна 3612 м  - мінімальна 616 м Дата заснування 1 січня 2016 Код BFS B1850 Вікісховище м

UlpianusPatung Ulpianus dari abad ke-19 di Palais de Justice di kota Brussels, Belgia.LahirSekitar tahun 170Meninggal223RomaKebangsaanRomawiPekerjaanAhli hukum Ulpianus (bahasa Latin: Gnaeus Domitius Annius Ulpianus; sekitar tahun 170 – 223) adalah seorang ahli hukum Romawi keturunan Tirus. Ia dianggap sebagai salah satu ahli hukum terbaik pada masanya. Ia juga merupakan salah satu dari lima ahli hukum yang dijadikan sebagai otoritas hukum menurut lex citationum yang dikelu...

Bazylika św. Elżbiety we Wrocławiu A/1300/25 z dnia 1947-11-26 26 listopada 1947(dts)i z 1962-10-23 23 października 1962(dts)[1] kościół garnizonowy, bazylika mniejsza Państwo  Polska Województwo  dolnośląskie Miejscowość Wrocław Adres Świętej Elżbiety Wyznanie katolickie Kościół rzymskokatolicki Parafia cywilno-wojskowa św. Elżbiety we Wrocławiu Bazylika mniejsza• nadający tytuł od 31.5.2003Jan Paweł II Wezwanie św. Elżbietyśw. Wawrzy�...

German writer, Freemason, and leading member of the Order of the Illuminati This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (February 2013) (Learn how and when to remove this template message) Adolph Freiherr KniggeFreiherr Adolph KniggeBornAdolph Franz Friedrich Ludwig Knigge16 October 1752Wennigsen, GermanyDied6 May 1796 (aged 43)Bremen, GermanyNationalityGe...

Rabbinic literatureTalmud Readers by Adolf Behrman Talmudic literature Tannaitic Mishnah Tosefta Amoraic (Gemara) Jerusalem Talmud Babylonian Talmud Later Minor Tractates Halakhic Midrash Exodus Mekhilta of Rabbi Ishmael Mekhilta of Rabbi Shimon bar Yochai Leviticus Sifra (Torat Kohanim) Numbers and Deuteronomy Sifre Sifrei Zutta on Numbers (Mekhilta le-Sefer Devarim) Aggadic Midrash Tannaitic Seder Olam Rabbah Alphabet of Rabbi Akiva Baraita of the Forty-nine Rules Baraita on the Thirty-two ...

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: Central Institute of Psychiatry Ranchi – news · newspapers · books · scholar · JSTOR (April 2022) (Learn how and when to remove this template message) Central Institute of Psychiatry RanchiFormer namesRanchi European Lunatic AsylumTypePublic Medical SchoolEstab...

This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Saint Mary's Gaels women's basketball – news · newspapers · books · scholar · JSTOR (March 2017) (Learn how and when to remove this template message) Saint Mary's Gaels 2022–23 Saint Mary's Gaels women's basketball team UniversitySaint Mary's College of CaliforniaHead coachJeff Cammon[1] (1st sea...

The Greek Secret School (Krifó scholió). Oil painting by Nikolaos Gyzis, 1885/86. Underground education or clandestine education refers to various practices of teaching carried out at times and places where such educational activities were deemed illegal. Examples of places where widespread clandestine education practices took place included education of Blacks during the slave period in the USA and the Secret Teaching Organization in Poland under the Nazis. History Early modern era There i...

Infinite sum This article is about infinite sums. For finite sums, see Summation. Part of a series of articles aboutCalculus Fundamental theorem Limits Continuity Rolle's theorem Mean value theorem Inverse function theorem Differential Definitions Derivative (generalizations) Differential infinitesimal of a function total Concepts Differentiation notation Second derivative Implicit differentiation Logarithmic differentiation Related rates Taylor's theorem Rules and identities Sum Product...

This article is about the district. For its eponymous headquarters, see Valsad. District of Gujarat in IndiaValsad districtDistrict of GujaratTop: Check dam in Panchlai, PardiBottom: Tithal BeachInteractive Map Outlining Valsad DistrictLocation of Valsad district in GujaratCoordinates: 20°36′36″N 72°55′33″E / 20.61000°N 72.92583°E / 20.61000; 72.92583Country IndiaStateGujaratHeadquartersValsadArea[1] • Total2,947.49 km2 (1,138....

Morgan State University 1951–1955 track relay team 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 may be in need of reorganization to comply with Wikipedia's layout guidelines. Please help by editing the article to make improvements to the overall structure. (December 2013) (Learn how and when to remove this template message) This article needs additional citations for ver...

Samurai clan prominent during the Sengoku period KurodaPronunciationKurodaOriginWord/nameJapaneseRegion of originJapaneseOther namesVariant form(s)Sasaki, Kodera In this Japanese name, the surname is Kuroda. The Kuroda clan (Japanese: 黒田氏, Hepburn: Kuroda-shi) was a Japanese samurai clan which came to prominence during the Sengoku period. Origins Corner tower of Fukuoka castle, residence of the Kuroda main clan during the Edo period Main articles: Kamakura period and Muromachi period Th...

Charyn National Park(alt: Sharyn National Park)Charyn Canyon, in Eastern KazakhstanLocation of ParkLocationAlmaty RegionNearest cityAlmatyCoordinates43°21′N 79°04′E / 43.350°N 79.067°E / 43.350; 79.067Area125,050 hectares (309,005 acres; 1,250 km2; 483 sq mi)Established23 February 2004 (2004-02-23) Charyn National Park (Kazakh: Шарын ұлттық табиғи паркі, Şaryn ūlttyq tabiği parkı) officially, Charyn C...

Spanish painter and sculptor (1881–1973) Picasso redirects here. For other uses, see Picasso (disambiguation). In this Spanish name, the first or paternal surname is Ruiz and the second or maternal family name is Picasso. Pablo PicassoPicasso in 1908BornPablo Diego José Francisco de Paula Juan Nepomuceno María de los Remedios Cipriano de la Santísima Trinidad Ruiz y Picasso[1](1881-10-25)25 October 1881Málaga, Kingdom of SpainDied8 April 1973(1973-04-08) (aged 91)Mo...

Environmental activist and geographer Hindou Oumarou IbrahimBorn1984 (age 38–39)ChadOccupationEnvironmental ActivistOrganization(s)Association of Peul Women and Autochthonous Peoples of Chad (AFPAT)Board member ofInternational Indigenous Peoples Forum on Climate ChangePan-African Alliance Climate Justice (PACJA)Policy Board United Nations: Indigenous Peoples Partnership (UNIPP)Indigenous Peoples of Africa Coordinating Committee (IPACC)AwardsNational Geographic Emerging Explore...

Television channel in Fiji Television channel FBC TVYou're No.1 With UsCountryFijiBroadcast areaNationalHeadquarters69 Gladstone Road, SuvaProgrammingLanguage(s)English, Hindi, FijianPicture formatPAL-576i (SDTV 16:9) /w A2 StereoOwnershipOwnerFiji Broadcasting CorporationHistoryLaunchedNovember 25, 2011LinksWebsitehttp://fbctv.com.fj/AvailabilityTerrestrialAnalogue VHF Band (Deuba, Navua, Suva, Nausori, Korovou, Coral Coast, Rakiraki, Labasa, Savusavu, Taveuni, Nadi, Lautoka, Yasawa, Mamanuc...

1987 studio album by the Cars Door to DoorStudio album by The CarsReleasedAugust 25, 1987RecordedApril–May 1987StudioElectric Lady (New York City)GenreRock[1]Length46:43LabelElektraProducerRic OcasekThe Cars chronology Greatest Hits(1985) Door to Door(1987) Just What I Needed: The Cars Anthology(1995) Singles from Door to Door You Are the GirlReleased: August 1987 Strap Me InReleased: October 19, 1987 Coming Up YouReleased: January 1988 Professional ratingsReview scoresSourceRat...

Spiral dive entered by a pilot due to spatial disorientation Graveyard spiral In aviation, a graveyard spiral is a type of dangerous spiral dive entered into accidentally by a pilot who is not trained or not proficient in flying in instrument meteorological conditions (IMC).[1] Other names for this phenomenon include suicide spiral, deadly spiral, death spiral and vicious spiral.[2] Graveyard spirals are most common at night or in poor weather conditions where no horizon exist...

American computer security expert Vincent Vinnie MoscaritoloAmerican Computer Security ExpertOccupationsemi-retiredKnown forCryptographic engineering and Internet securityWebsitehttps://vinthewrench.substack.com Vincent (Vinnie) Moscaritolo is a retired American computer security expert known for his work in encryption applications for mobile devices. After decades in the computer industry, he now volunteers as a search and rescue professional. He holds NREMT, WFR, and Amateur Radio Extr...