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Claustro del Monasterio de la Victoria, antiguo Penal de El Puerto Estatua en homenaje a los presos políticos El Penal de El Puerto de Santa María (el Penal del Puerto) fue una famosa cárcel española ubicada en la localidad andaluza de El Puerto de Santa María, entre 1886 y 1981. Estaba situada en los edificios antiguo monasterio de la Victoria. Aún hoy, aunque a varios kilómetros de distancia del antiguo penal, se ubican en esta ciudad de la provincia de Cádiz dos complejos penitenci...

ZadarKotaCity of ZadarGrad Zadar BenderaLambangNegara KroasiaKabupatenZadarLiburni settlementAbad ke-9 SMRoman foundation Colonia Iulia Iader48 BCPemerintahan • MayorZvonimir Vrančić (HDZ)Luas • Kota25 km2 (10 sq mi) • Luas metropolitan194 km2 (75 sq mi)Populasi (Sensus 2011) • Kota75.082 • Kepadatan3,000/km2 (7,800/sq mi)DemonimZadrani [1]Zona waktuUTC+1 (CET) • Musi...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (ديسمبر 2021) تفجير بيروت 2013 جزء من تداعيات الحرب الأهلية السورية في لبنان المعلومات الموقع بيروت، لبنان التاريخ 9 تموز 2013 نوع الهجوم انفجار سيارة الخسائر الإصابات 53 الم�...

DIBt, Berlin – Eingangsbereich außen DIBt, Berlin – Außenansicht Das Deutsche Institut für Bautechnik (DIBt) ist eine technische Behörde im Baubereich. Das Institut übt seine Tätigkeit auf Grundlage eines zwischen Bund und Ländern geschlossenen Abkommens aus. Seine wichtigste Aufgabe ist die Zulassung bzw. Genehmigung von regelungsbedürftigen Bauprodukten und Bauarten. Das Institut hat seinen Sitz in Berlin.[1] Inhaltsverzeichnis 1 Aufgaben / Tätigkeitsbereiche 2 Geschich...

 Nota: Este artigo é sobre o profissional da matemática. Para o criminoso brasileiro, veja Márcio Matemático. Arquimedes foi um dos maiores matemáticos da antiguidade Matemático é alguém que usa um amplo conhecimento de matemática em seu trabalho, normalmente para resolver problemas matemáticos. Os matemáticos se preocupam com números, dados, quantidade, estrutura, espaço, modelos e mudanças.[1] História Ver artigo principal: História da matemática Atividades Emm...

Former nationalist political party in Ireland For the National League Party founded in 1926, see National League Party. Irish National League SecretaryTimothy HarringtonFounderCharles Stewart ParnellFounded1882Dissolved1900Preceded byIrish National Land LeagueIdeologyIrish nationalismIrish Home RuleParnellitePolitical positionCentre-leftNational affiliationIrish Parliamentary PartyColoursGreenPolitics of IrelandPolitical partiesElections A hostile Punch cartoon, from 1885, depicting...

Prisión de Tura سجن طرة Vista de la prisiónLocalizaciónPaís EgiptoUbicación Tura  EgiptoCoordenadas 29°56′36″N 31°16′20″E / 29.94334, 31.27234Información generalFinalización 1908Construcción 1908Inauguración 1908[editar datos en Wikidata] La prisión de Tura[1]​ (en árabe: سجن طرة) es un complejo penitenciario en Egipto para detenidos comunes y políticos, que se encuentra en frente de la estación de metro de Tura El-Balad ...

American novelist Samuel Agnew Schreiner Jr. (June 6, 1921 – January 14, 2018)[1] was an American writer. Born in Mt. Lebanon, a suburb of Pittsburgh, Pennsylvania, Schreiner graduated from Princeton University in 1942. During World War II he served in the U.S. Army Office of Strategic Services as a cryptographer from 1942 to 1945. He served in the China-Burma-India theater and became a first lieutenant, receiving both a Bronze Star and Presidential Unit Citation. Schreiner bega...

Second chapter of the biblical book Ecclesiastes Ecclesiastes 2← chapter 1chapter 3 →Ecclesiastes in Hebrew, Aramaic, and Arabic from Yemen, circa 1480. British Library ms. Or 2375.BookBook of EcclesiastesCategoryKetuvimChristian Bible partOld TestamentOrder in the Christian part21 Ecclesiastes 2 is the second chapter of the Book of Ecclesiastes in the Hebrew Bible or the Old Testament of the Christian Bible.[1][2] The book contains philosophical speeches by a ch...

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: Square Mile of Murder – news · newspapers · books · scholar · JSTOR (December 2021) (Learn how and when to remove this template message) The Square Mile of Murder relates to an area of west-central Glasgow, Scotland. The term was first coined by the Scottish jo...

Elected Roman officials For other uses, see Tribune (disambiguation). Not to be confused with Tribute. 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: Tribune – news · newspapers · books · scholar · JSTOR (March 2019) (Learn how and when to remove this template message) Politics of ancient Rome Periods Roman...

Irish viscount (died 1643) Nicholas PrestonViscount GormanstonTenure1630–1643PredecessorJenico, 5th Viscount GormanstonSuccessorJenico, 7th Viscount GormanstonBornc. 1608Died29 July 1643Spouse(s)Mary BarnewallIssueDetailJenico & othersFatherJenico, 5th Viscount GormanstonMotherMargaret St. Lawrence Nicholas Preston, 6th Viscount Gormanston (1606–1643) sat in the House of Lords of the Irish Parliament of 1634–1635 and sided with the insurgents after the Irish Rebellion of 1641....

فرانك إل. سميث (بالإنجليزية: Frank L. Smith)‏    معلومات شخصية اسم الولادة (بالإنجليزية: Frank Leslie Smith)‏  الميلاد 24 نوفمبر 1867  شيكاغو،  ودوايت  الوفاة 30 أغسطس 1950 (82 سنة)   شيكاغو،  ودوايت  مواطنة الولايات المتحدة  مناصب الحياة العملية المهنة سياسي  الحزب الحز...

Adriaan Paets van Troostwijk (4 March 1752 – 3 April 1837) was a Dutch businessman amateur chemist. He conducted experiments and theorized on the nature of substances, conduct some of the earliest experiments on the electrolysis of water in collaboration with physician Johan Rudolph Deiman (1743–1808). Electrostatic generator at Teyler's museum that was used for many of the experiments Troostwijk was born in Utrecht to cloth-merchant Wouter van Troostwijk and Johanna Dolphina Paets. He ma...

Indian painter (1928–2013) 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: Shanu Lahiri – news · newspapers · books · scholar · JSTOR (April 2021) (Learn how and when to remove this template message) Shanu LahiriBornShanu Mazumdar(1928-01-23)23 January 1928KolkataDied1 February 2013(2013-02-01) (aged ...

Schiltern (Dorf)OrtschaftKatastralgemeinde Schiltern Schiltern (Gemeinde Langenlois) (Österreich) Basisdaten Pol. Bezirk, Bundesland Krems-Land (KR), Niederösterreich Pol. Gemeinde Langenlois Koordinaten 48° 30′ 59″ N, 15° 37′ 33″ O48.5164415.62588380Koordinaten: 48° 30′ 59″ N, 15° 37′ 33″ Of1 Höhe 380 m ü. A. Einwohner der Ortschaft 620 (1. Jän. 2023) Fläche d.&#...

Phase transition of matter from gaseous directly to solid This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help to improve this article by introducing more precise citations. (January 2020) (Learn how and when to remove this template message) Water vapour from humid winter-air deposits directly into a solid, crystalline frost pattern on a window, without ever being liquid in the process. De...

قصر محيرسمعلومات عامةنوع المبنى قصر محاط بحديقة حضريةالمنطقة الإدارية محافظة الأحساء البلد  السعودية معلومات أخرىالإحداثيات 25°15′54″N 49°20′41″E / 25.2649°N 49.3448°E / 25.2649; 49.3448تعديل - تعديل مصدري - تعديل ويكي بيانات قصر محيرس هو قصر يقع في محافظة الاحساء، شرق المملك�...

Federal State of the VisayasEstado Federal de Visayas (Spanish)1898–1899 Flag Seal Federal State of the Visayas within the First Philippine Republic.Territories controlled by the Federal State of the Visayas.StatusAutonomous regional government[1]CapitalIloilo CityCommon languagesSpanish and VisayanGovernmentRevolutionary federal state intended as a federated state within a federal republicPresident • 1898–1899 Roque López• 1899 Jovito Yusay Historica...

Combination of genetic material between compatible mating types See also: Sexual selection in fungi Fungi are a diverse group of organisms that employ a huge variety of reproductive strategies, ranging from fully asexual to almost exclusively sexual species.[1] Most species can reproduce both sexually and asexually, alternating between haploid and diploid forms. This contrasts with most multicellular eukaryotes such as mammals, where the adults are usually diploid and produce haploid ...