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В Википедии есть статьи о других людях с такой фамилией, см. Миклашевский; Миклашевский, Андрей Михайлович. Андрей Михайлович Миклашевский Дата рождения 1801(1801) Место рождения с. Ярославец, Глуховский уезд Дата смерти 1895(1895) Место смерти Путивльский район, Украина Супр

يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (ديسمبر 2018) سعد الدولة الأبهريالمناصب وزير بيانات شخصيةالميلاد 1240أبهرالوفاة 5 مارس 1291 (50/51 سنة) بغداد المهن طبيب وزير...

У Вікіпедії є статті про інші географічні об’єкти з назвою Честерфілд. Місто Честерфілдангл. Chesterfield Координати 44°28′13″ пн. ш. 73°28′40″ зх. д. / 44.47027777780577651° пн. ш. 73.47777777780578390° зх. д. / 44.47027777780577651; -73.47777777780578390Координати: 44°28′13″ пн. ш. 73°28�...

Not to be confused with Football at the Central American Games. Football tournamentFootball at the Central American and Caribbean GamesFounded1930 (men's)2010 (women's)RegionCentral AmericaCaribbeanNumber of teams8 (women's)8 (men's)Current champions Mexico (men's) Mexico (women's)Most successful team(s) Mexico (men's) (7) Mexico (women's) (3) Football at the 2023 Central American and Caribbean Games Association football is one of the sports played at the Central American ...

Unsolved 1978 missing person case Genette TateA photograph of Tate in her school uniform released at the time of her disappearance in August 1978.BornGenette Louise Tate5 May 1965Disappeared19 August 1978 (age 13)Aylesbeare, Devon, EnglandStatusMissing for 45 years, 3 months and 6 daysNationalityBritishHeight5 ft 0 in (1.52 m)ParentsJohn Tate (father)Sheila Cook (mother) The disappearance of Genette Tate is a missing person case in which a 13-year-old girl disapp...

LGBT rights in BulgariaLocation of Bulgaria (dark green)– in Europe (light green & dark grey)– in the European Union (light green)  –  [Legend]StatusLegal from 1858 (as part of the Ottoman Empire) to 1879Legal since 1968,age of consent equalized in 2002Gender identityTransgender people not allowed to change sex by official decree since 2023[1][2]MilitaryGays, lesbians, and bisexuals allowed to serveDiscrimination p...

Nymphaeum van Alexander Severus Ruine van het Nymphaeum van Alexander Severus Locatie Piazza Vittorio Voltooid Ca. 226 In opdracht van Alexander Severus Type bouwwerk Nymphaeum Lijst van antieke bouwwerken in Rome Portaal    Romeinse Rijk Het Nymphaeum van Alexander Severus (Latijn:Nymphaeum Alexandri) was een grote fontein in het oude Rome. Het nymphaeum werd rond 226 n.Chr. gebouwd in opdracht van keizer Alexander Severus. De fontein vormde het eindreservoir van de Aqua Julia. De ...

Esta página cita fontes, mas que não cobrem todo o conteúdo. Ajude a inserir referências. Conteúdo não verificável pode ser removido.—Encontre fontes: ABW  • CAPES  • Google (N • L • A) (Dezembro de 2022) Quarta Colônia de Imigração Italiana é uma região localizada no Rio Grande do Sul, na Mesorregião do Centro Oriental Rio-grandense, que foi o quarto centro de colonização italiana e o primeiro fora da Serra Gaúch...

This article is part of a series aboutJohn Adams Early life Family Diplomacy Electoral history Legacy Memorials Bibliography 1st Vice President of the United States Vice Presidency 2nd President of the United States Inauguration Presidency Cabinet appointments Judicial appointments XYZ Affair Alien and Sedition Acts Fries's Rebellion Treaty of Tellico Treaty of Tripoli State of the Union Address 1797 1798 1799 1800 Publications Thoughts on Government Defense of Constitutions Vice Presidential...

Długość 3,3 km Dystrykty Północny wschód-zachód przebieg trasy Legenda w użyciu   projekt, budowa, konieczność modernizacji węzeł drogowy typu WA węzeł drogowy typu WB skrzyżowanie rondo przejście granicznepunkt poboru opłat (PPO) stacja poboru opłat (SPO) most / wiadukt / estakada prom rzeka – brak przeprawy przejazd kolejowo-drogowy tunel parking z bufetem stacja paliw restauracja hotel / motel lub inne miejsce noclegowe drogowy odcinek lotniskowy roboty budowlane z...

Figure 1. General schematic of the WLA. The Weak-Link Approach (WLA) is a supramolecular coordination-based assembly methodology, first introduced in 1998 by the Mirkin Group at Northwestern University.[1] This method takes advantage of hemilabile ligands -ligands that contain both strong and weak binding moieties- that can coordinate to metal centers and quantitatively assemble into a single condensed ‘closed’ structure (Figure 1). Unlike other supramolecular assembly methods, th...

2010 historical novel by Bernard Cornwell The Fort Cover of the first UK editionAuthorBernard CornwellCountryUnited KingdomLanguageEnglishGenreHistorical NovelPublisherHarperCollinsPublication date30 September 2010Media typePrintPages480 pp (first edition, hardback)ISBN978-0-00-733172-7 (first edition, hardback)OCLC636905232 The Fort is a 2010 historical novel written by Bernard Cornwell which relates to the events of the Penobscot Expedition of 1779 during the American Revolutionary War...

Negara yang masih menerapkan hukuman mati di seluruh dunia Tiongkok telah menerapkan hukuman mati selama lebih dari 4.000 tahun. Walaupun di banyak negara hukuman ini sudah dihapuskan, Tiongkok masih mempertahankan jenis hukuman ini. Hal ini disebabkan, hukuman mati dianggap efektif untuk melakukan pencegahan secara luas. Ada pepatah Tiongkok populer untuk menggambarkan efektivitas hukuman mati, yakni melaksanakan satu menghalangi seratus dan membunuh ayam menakut-nakuti monyet. Selain itu, h...

В Википедии есть статьи о других людях с такой фамилией, см. Чичерин. Георгий Васильевич Чичерин 1-й Народный комиссар иностранных дел СССР 6 июля 1923 — 21 июля 1930 Глава правительства Владимир Ильич Ленин Алексей Иванович Рыков Предшественник должность учреждена Преемни...

Роман Мстиславич Печать Романа периода Новгородского княжения с изображением святых Бориса и Глеба Князь новгородский 1168 — 1170 Предшественник Святослав Ростиславич Преемник Рюрик Ростиславич Князь волынский 1170 — 1188[1]; 1188 — 1205 Предшественник Мстислав Изяслав...

Parliamentary constituency in the United Kingdom, 1832–1918 Worcestershire, Mid or Droitwich DivisionFormer County constituencyfor the House of Commons1885–1918SeatsoneReplaced byKidderminster and Evesham1554–1885Seatstwo (1554–1832); one (1832–1885)Type of constituencyBorough constituency Droitwich was the name of a constituency of the House of Commons of England in 1295, and again from 1554, then of the House of Commons of Great Britain from 1707 to 1800 and of the House of Common...

Computer based digital film system created by Kodak Cineon Image File FormatFilename extension .cinDeveloped byKodakType of formatImage file formatsExtended toDPXStandardDraft 4.5Websitewww.cineon.com The Cineon System was one of the first computer based digital film systems, created by Kodak in the early 1990s. It was an integrated suite of components consisting a Motion picture film scanner, a film recorder and workstation hardware with software (the Cineon Digital Film Workstatio...

Indian TV series or programme Mooh Boli ShaadiGenreRomance Comedy DramaCreated byShashi Sumeet ProductionsStarringMeghan Jadhav Fahad Ali Zalak DesaiComposersDony Hazarika Udbhav OjhaCountry of originIndiaOriginal languageHindiNo. of seasons01No. of episodes79ProductionProducersShashi Mittal Sumeet Hukamchand MittalProduction locationMumbaiRunning time20 minutesProduction companyShashi Sumeet ProductionsOriginal releaseNetworkSony Entertainment TelevisionReleaseFebruary 23 (2015-02-...

У этого термина существуют и другие значения, см. Кавказ (значения). Физическая карта Кавказа Кавка́з — географическая область, преимущественно горная страна в Евразии, расположенная к югу от Восточно-Европейской равнины, на границе Европы и Азии, которая охватывает тер�...

American mathematician William Thomas Trotter Jr. is an American mathematician, who is on the faculty of the Department of Mathematics at the Georgia Institute of Technology. His main expertise is partially ordered sets, but he has also done significant work in other areas of combinatorics,[1] such as the Szemerédi–Trotter theorem and Chvátal-Rödl-Szemerédi-Trotter theorem. Trotter is the author of the book Combinatorics and partially ordered sets: dimension theory (Johns Hopkin...