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Кавалеры ордена Святого Георгия III класса на букву «З» Список составлен по алфавиту персоналий. Приводятся фамилия, имя, отчество; звание на момент награждения; номер по спискам Григоровича — Степанова и Судравского; дата награждения. Лица, чьи имена точно идентифициро
Собор Гуарди 40°32′18″ пн. ш. 7°16′09″ зх. д. / 40.53833611002777815° пн. ш. 7.269291670027778096° зх. д. / 40.53833611002777815; -7.269291670027778096Координати: 40°32′18″ пн. ш. 7°16′09″ зх. д. / 40.53833611002777815° пн. ш. 7.269291670027778096° зх. д. / 40.53833611002777815; -7.26929167002777809...
This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Swimming Canada – news · newspapers · books · scholar · JSTOR (March 2017) (Learn how and when to remove this template message) Swimming CanadaSportSwimming (Amateur)Official websitewww.swimming.ca/en/ Swimming Canada is the Canadian national governing body for competitive swimming in the country. It was e...
Der Titel dieses Artikels ist mehrdeutig. Weitere Bedeutungen sind unter Uncle Sam (Begriffsklärung) aufgeführt. Diese weit verbreitete Darstellung von Uncle Sam entstammt einem Rekrutierungsplakat aus dem Ersten Weltkrieg von James Montgomery Flagg Uncle Sam ist die bekannteste Nationalallegorie der Vereinigten Staaten. Er war eine verbreitete Werbefigur, wurde aber erst 1961 durch Senatsbeschluss offiziell anerkannt. Uncle Sam wird weltweit benutzt und verstanden. Außerhalb der USA ist U...
Catherine Ashton (2014) Catherine Margaret Ashton, Baroness Ashton of Upholland, LG, GCMG (* 20. März 1956 in Upholland, Lancashire) ist eine britische Politikerin (Labour Party). Von 2009 bis 2014 war sie Hohe Vertreterin der EU für Außen- und Sicherheitspolitik und Erste Vizepräsidentin der Europäischen Kommission. Zudem ist sie Mitglied des britischen Oberhauses (House of Lords) sowie des Privy Council. Inhaltsverzeichnis 1 Leben 2 Politische Karriere in der EU 3 Kritik 4 Literatur 5 ...
?Губан райдужний Охоронний статус Найменший ризик (МСОП 3.1) Біологічна класифікація Домен: Ядерні (Eukaryota) Царство: Тварини (Animalia) Підцарство: Справжні багатоклітинні (Eumetazoa) Тип: Хордові (Chordata) Підтип: Черепні (Craniata) Надклас: Щелепні (Gnathostomata) Клас: Променепері ...
Sekolah Pendeta HKBPDidirikan18831947 (berdiri kembali)2006 (dibuka kembali)DirekturPdt. Robert F.H. Silitonga, M.Th[1]Jumlah mahasiswa15 (Angkatan 2020) Sekolah Pendeta HKBP adalah sebuah perguruan tinggi swasta milik HKBP di Pematangsiantar, Sumatera Utara. Sekolah Pendeta HKBP merupakan salah satu lembaga Pendidikan Teologi HKBP yang mendidik para calon-calon Hamba Tuhan atau Pendeta HKBP. Mereka adalah guru Huria atau guru Jemaat (Parhangir/voorhanger) yang sudah 10 hingga 15 tahu...
Dieser Artikel Beschreibt das Lied von Mariah Carey, für das Lied aus Toy Story 3 siehe We Belong Together (Randy-Newman-Lied). We Belong Together Mariah Carey Veröffentlichung 29. März 2005 Länge 3:21 Genre(s) R&B Text Mariah Carey, Jermaine Dupri, Manuel Seal, Johntá Austin, Kenneth Edmonds, Darnell Bristol, Bobby Womack, Patrick Moten, Sandra Sully Verlag(e) Island Album The Emancipation of Mimi We Belong Together ist ein Song von Mariah Carey, der für ihr zehntes Studioalbum The...
Talaga JayaKecamatanNegara IndonesiaProvinsiGorontaloKabupatenGorontaloPemerintahan • CamatSyaiful Hippy, S.E.Populasi • Total- jiwaKode Kemendagri75.01.22 Kode BPS7502083 Luas- km²Desa/kelurahan5 desa Kantor Camat Talaga Jaya Untuk tempat lain yang bernama sama, lihat Talaga Jaya. Talaga Jaya adalah sebuah kecamatan di Kabupaten Gorontalo, Gorontalo, Indonesia. lbsKecamatan Talaga Jaya, Kabupaten Gorontalo, GorontaloDesa Buhu Bulota Bunggalo Hutadaa Luwoo lbsKab...
Este artigo ou secção contém uma lista de referências no fim do texto, mas as suas fontes não são claras porque não são citadas no corpo do artigo, o que compromete a confiabilidade das informações. Ajude a melhorar este artigo inserindo citações no corpo do artigo. (Janeiro de 2021) Samário Promécio ← Samário → Európio - 62 Sm &...
Pan American Games 2007 Logo Pan American Games 2007 Tuan rumah Rio de Janeiro Jumlah negara peserta 43 negara Jumlah atlet 5.500 atlet (perkiraan) Jumlah pertandingan 33 cabang olahraga Upacara pembukaan 13 Juli 2007 Upacara penutupan 29 Juli 2007 Stadion Stadion Maracanã Pan American Games 2007 (Pan American Games ke-15) diadakan di Rio de Janeiro, Brasil dari 13 Juli sampai 29 Juli 2007. Pemilihan tuan rumah PASO melakukan pemungutan suara untuk pemilihan tuan rumah Pan American Games 200...
Adolf Hitler, dictator of Nazi Germany from 1933 until his suicide in 1945, was also a painter.[1] He produced hundreds of works when he tried to sell his paintings and postcards to earn a living during his Vienna years (1908–1913), but had little commercial success. A number of his paintings were recovered after the Second World War and have been sold at auction for tens of thousands of dollars. Others were seized by the United States Army and are still held by its government. Gene...
Иван Александрович Брайнингер Рождение 27 апреля 1930(1930-04-27)Саратовская область Смерть 8 октября 1984(1984-10-08) (54 года) Партия КПСС Награды Брайнингер Иван Александрович (1930—1984) — проходчик шахты «Красная горнячка» треста «Копейскуголь» комбината «Челябинскуголь». Герой С...
Pejorative term for opportunistic Northerner Carpetbaggers redirects here. For other uses, see Carpetbagger (disambiguation). 1872 cartoon depiction of Carl Schurz as a carpetbagger In the history of the United States, carpetbagger is a largely historical term used by Southerners to describe opportunistic Northerners who came to the Southern states after the American Civil War, who were perceived to be exploiting the local populace for their own financial, political, and/or social gain. The t...
Conjecture in graph theory Example of Hedetniemi's conjecture: the tensor product of C5 and C3 (on the left) produces a graph that contains a cycle with length 15 (on the right) so: the resulting graph requires 3 colors. In graph theory, Hedetniemi's conjecture, formulated by Stephen T. Hedetniemi in 1966, concerns the connection between graph coloring and the tensor product of graphs. This conjecture states that χ ( G × H ) = min { χ ( G ) , χ ( H ) } . {\displays...
Estonian writer and politician This biography of a living person relies on a single source. You can help by adding reliable sources to this article. Contentious material about living people that is unsourced or poorly sourced must be removed immediately. (March 2020) (Learn how and when to remove this template message) Hando Runnel standing next to the series Eesti Mõttelugu ('Estonia History of Thought') (2002) Hando Runnel (born on 24 November 1938 Liutsalu, Järva County) is an Estonian p...
This article is about the former railroad station. For the power station, see Fisher Power Station. For the former carriage station, see Fisher's Station. FishersFishers station from the northGeneral informationLocation335 East Logan Street, Philadelphia, Pennsylvania 19141Coordinates40°01′52″N 75°09′26″W / 40.0310°N 75.1571°W / 40.0310; -75.1571Owned bySEPTALine(s)Chestnut Hill East BranchPlatforms2 side platformTracks2ConstructionPlatform levels1ParkingNo...
Chemical compound Ro07-5220Legal statusLegal status CA: Schedule IV DE: NpSG (Industrial and scientific use only) UK: Under Psychoactive Substances Act Identifiers IUPAC name 7-chloro-5-(2,6-dichlorophenyl)-1-methyl-3H-1,4-benzodiazepin-2-one CAS Number30144-88-8PubChem CID9975396ChemSpider8150988ChEMBLChEMBL9689CompTox Dashboard (EPA)DTXSID40877930 Chemical and physical dataFormulaC16H11Cl3N2OMolar mass353.63 g·mol−13D model (JSmol)Interactive image SMILES CN1C(=O)CN=C...
British illusionist (born 1971) This article is about the English mentalist and illusionist. For the baseball coach, see Daren Brown. For other people with a similar name, see Darren Brown (disambiguation). Derren BrownBrown in September 2018Born (1971-02-27) 27 February 1971 (age 52)London, EnglandOccupationsEntertainermentalistillusionistwriterYears active1992–presentWebsitederrenbrown.co.uk Derren Brown (born 27 February 1971) is an English entertainer, mentalist, illusionist, ...
Championnats du monde de beach-volley 2023 Généralités Sport Beach-volley Organisateur(s) Fédération internationale de volley-ball Lieu(x) Tlaxcala Mexique Date du 6 octobre 2023au 15 octobre 2023 Participants 48 équipes féminines et 48 équipes masculines Épreuves 2 (Tournois Féminin et Masculin) Site(s) Arènes de Tlaxcala Site web officiel volleyballworld.com Palmarès Tenant du titre Anders Mol et Christian Sørum Eduarda Santos Lisboa et Ana Patricia Ramos Vainqueur Ondřej Peru...