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هذه مقالة غير مراجعة. ينبغي أن يزال هذا القالب بعد أن يراجعها محرر مغاير للذي أنشأها؛ إذا لزم الأمر فيجب أن توسم المقالة بقوالب الصيانة المناسبة. يمكن أيضاً تقديم طلب لمراجعة المقالة في الصفحة المخصصة لذلك. (مايو 2020) هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضل...
Vicente Bascuñán Vargas Diputado de la República de Chilepor Valdivia y La Unión 1852-1855Predecesor Vicente Sanfuentes TorresSucesor Juan Vidaurre Leal Morla Información personalNacimiento 19 de octubre de 1813 Melipilla, ChileFallecimiento 5 de diciembre de 1888 (75 años) Santiago de Chile, ChileNacionalidad ChilenaFamiliaCónyuge María Luisa Astaburuaga ZuazagoitíaInformación profesionalOcupación HacendadoPartido político Conservador[editar datos en Wikidata] Vice...
Pangkat militer Indonesia Angkatan Darat Angkatan Laut Angkatan Udara Perwira Jenderal Besar Laksamana Besar Marsekal Besar Jenderal Laksamana Marsekal Letnan Jenderal Laksamana Madya Marsekal Madya Mayor Jenderal Laksamana Muda Marsekal Muda Brigadir Jenderal Laksamana Pertama Marsekal Pertama Kolonel Kolonel Kolonel Letnan Kolonel Letnan Kolonel Letnan Kolonel Mayor Mayor Mayor Kapten Kapten Kapten Letnan Satu Letnan Satu Letnan Satu Letnan Dua Letnan Dua Letnan Dua Bintara Pembantu Letnan ...
District in Sar-e Pol, AfghanistanSozma Qala سوزمه قلعهDistrictSozma QalaLocation in AfghanistanCoordinates: 36°13′17″N 65°55′40″E / 36.22139°N 65.92778°E / 36.22139; 65.92778Country AfghanistanProvinceSar-e PolPopulation • ReligionsIslamTime zoneUTC+4:30 Sozma Qala District is a district of Sar-e Pol Province, Afghanistan. The estimated population in 2019 was 54,970.[1] See also Districts of Afghanistan References ^ Estima...
Ieri, oggi Wykonawca kompilacji Amanda Lear Wydany 1982 Nagrywany 1976-1982 Gatunek pop, disco Długość 50:23 Wydawnictwo Ariola Records Producent Anthony Monn Album po albumie Poet Amanda Lear(1981) Ieri, oggi(1982) Tam-Tam(1983) Ieri, Oggi – album francuskiej piosenkarki Amandy Lear, wydany w 1982 roku. Ogólne informacje Tytuł albumu w języku włoskim oznacza Wczoraj i dziś. Była to pierwsza składanka z największymi przebojami Amandy Lear. Zawierała 9 najpopularniejszych singlow...
سليمان المستعين بالله سليمان بن الحكم بن سليمان بن عبد الرحمن بن محمد بن عبد الله بن محمد بن عبد الرحمن بن الحكم بن هشام بن عبد الرحمن بن معاوية بن هشام بن عبد الملك بن مروان بن الحكم بن أبي العاص بن أمية. معلومات شخصية الميلاد 965 (354 هـ)قرطبة الوفاة 1016 (407 هـ) (53 سنة)قرطبة سبب الوف
صفحة من كتاب تاريخ الأدب العربي باللغة الألمانية سنة 1909 م. تاريخ الأدب العربي (بالألمانية: Geschichte der arabischen Litteratur ويعرف اختصارا بـ GAL؛ 1898 - 1942 م)[1] هي أهم وأشهر آثار المستشرق الألماني كارل بروكلمان (ت. 1956 م). قال عبد الرحمن بدوي أن الكتاب «يعد المرجع الأساسي والوحيد في كل ما يت...
An 1888 illustration of Esmond James William Esmond (11 April 1822 – 3 December 1890) was an Irish-Australian gold prospector and miner, and was one of the first people to discover gold in Australia. Early life Esmond was born in Enniscorthy, a town in County Wexford in the south-east of Ireland, in 1822, the son of a merchant.[1] Migrating to the Port Phillip District (later the colony of Victoria) in 1840, Esmond worked a number of jobs, including working on stations in the We...
维基百科中的醫學内容仅供参考，並不能視作專業意見。如需獲取醫療幫助或意見，请咨询专业人士。詳見醫學聲明。 此條目需要編修，以確保文法、用詞、语气、格式、標點等使用恰当。 (2016年8月8日)請按照校對指引，幫助编辑這個條目。（幫助、討論） 卡尔曼综合征GNRH1结构示意图(from PDB 1YY1)症状嗅覺喪失、性腺功能低下症、骨質疏鬆症、不孕类型hypogonadotropic hypogonadis...
Personnel Secretary of IndiaKārmika SacivaFlag of IndiaIncumbentS. RADHA CHAUHAN, IASsince 3 May 2022Department of Personnel and Training, Ministry of Personnel, Public Grievances and PensionsReports toParliament of IndiaCouncil of Ministers of IndiaPrime Minister of IndiaMinister of Personnel, Public Grievances and PensionsSeatMinistry of Personnel, Public Grievances and Pensions North Block, Cabinet Secretariat Raisina HillNew DelhiAppointerAppointments Committee of the CabinetFormati...
The topic of this article may not meet Wikipedia's notability guideline for books. Please help to demonstrate the notability of the topic by citing reliable secondary sources that are independent of the topic and provide significant coverage of it beyond a mere trivial mention. If notability cannot be shown, the article is likely to be merged, redirected, or deleted.Find sources: The Naama War – news · newspapers · books · scholar · JSTOR (May 2014) (L...
British music magazine UncutUncut, October 2021 issueEditorMichael Bonner[1]CategoriesMusic magazineFrequencyMonthlyCirculation47,890 (ABC Jul – Dec 2015)[2]Print and digital editionsFirst issueMay 1997CompanyKelsey MediaCountryUnited KingdomBased inLondonLanguageEnglishWebsiteuncut.co.ukISSN1368-0722 Uncut is a monthly magazine based in London. It is available across the English-speaking world, and focuses on music, but also includes film and books sections. A DVD magazine ...
Tuần hành phụ nữ tại WashingtonMột phần của phong trào vì Quyền phụ nữ và phản đối Donald TrumpNgày21–22 tháng 1 năm 2017Địa điểmKhắp thế giới, sự kiện chính tại Washington, D.C.Nguyên nhân Lễ nhậm chức của Donald Trump[1][2] Mục tiêuBảo vệ quyền lợi, sự an toàn, sức khỏe và gia đình của chúng tôi -- công nhận cộng đồng sôi động và đa dạng của chúng tôi chính là sức ...
У этого термина существуют и другие значения, см. Чернь. Цвет и шраффировка Чернь (фр. и англ. Sable) — традиционное название для чёрного цвета в геральдике. В геральдической литературе именуется также: чёрный, соболь, диамант, диамантовый, траур. В гербах принцев выра...
Piłka do gry w piłkę nożną w uproszczonej stylistyce Tango Piłka – kulisty przedmiot, używany do gry w piłkę nożną. Zgodnie z wymogami piłka musi być sporządzona ze skóry lub innego dozwolonego materiału o obwodzie nie większym niż 70 cm i nie mniejszym niż 68 cm. Może ważyć 410–450 g. Przy rozpoczęciu zawodów piłka musi być napompowana tak, że w jej wnętrzu panuje nadciśnienie od 0,6 do 1,1 atm (0,6–1,1 kG/cm²)[1]. Większość piłek jest zszytych z 32 ...
American politician from Connecticut For the video game developer, see Xona Games. Jason DoucetteMember of the Connecticut House of Representativesfrom the 13th districtIncumbentAssumed office January 9, 2019Preceded byMark Tweedie Personal detailsBorn (1977-01-23) January 23, 1977 (age 46)Political partyDemocratic Jason Edward Doucette (born January 23, 1977) is an American politician who is the member of the Connecticut House of Representatives from the 13th district in...
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: Texas T – news · newspapers · books · scholar · JSTOR (March 2008) (Learn how and when to remove this template message) See also: Texas tea (disambiguation) Texas T ramp in Bellevue, Washington, USA, connecting I-405 to the Bellevue Transit Center A Texas T, al...
Association football club in England Football clubStoke Gabriel & Torbay Police F.C.Full nameStoke Gabriel & Torbay Police Football ClubNickname(s)The Bees, StokeFounded1905 (Stoke Gabriel)1969 (Torbay Police)2021 (Stoke Gabriel & Torbay Police)GroundKia Speedwell Stadium, Stoke GabrielChairmanDaniel MuirdenManagerSam BiscoeLeagueSouth West Peninsula League Premier Division East2022–23Devon League South West Division, 3rd of 10 (promoted)WebsiteClub website Home colours Away col...
Municipal unit in Vlorë, AlbaniaLukovëMunicipal unitLukova villageLukovëCoordinates: 39°59′N 19°55′E / 39.983°N 19.917°E / 39.983; 19.917Country AlbaniaCountyVlorëMunicipalityHimarëPopulation (2011) • Municipal unit2,916Time zoneUTC+1 (CET) • Summer (DST)UTC+2 (CEST) Lukovë is a village and a former municipality in the Vlorë County, southern Albania. At the 2015 local government reform, it became a subdivision of the mun...
Integration over a non-flat region in 3D space It has been suggested that Area element be merged into this article. (Discuss) Proposed since December 2023. The definition of surface integral relies on splitting the surface into small surface elements. 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 tota...