History HIStory: Past, Present and Future, Book I History of Turkey Social history Outline of history Alternate history Intellectual history Political history Counterfactual history Whig history Nationalization of history History (disambiguation) History Channel History of the Aromanians BBC History Recorded history World history Medical history Women's history History of Harringay History of computing Diplomatic history Maritime history Art history History of Song People's history History of modern Serbia Business history Economic history of China History TV18 History of Muhajirs Europe: A History Labor history Unive…

ersal history The Isles: A History Labour History (journal) Teaching of Welsh history Black history History (Canadian TV channel) Legal history History of Greece Canada's History Military history of Britain Han history History of Ming Cultural history Economic History Association World history (field) History of Libya Natural history museum The Cambridge World History History of Slovakia Institute of History Archives of Natural History History of radio Black History Month End of history History of Dallas History of technology History of the Gaelic Athletic

Association History of Song (book) History of the Jews in the United Kingdom History of the Cossacks Magazine of Western History History of North Macedonia HIStory (song) Coptic history History of Britain (disambiguation) Ukraine: A History History of the Church (book) History of Utah LGBT History Month History of Java The Historians' History of the World History painting New Mormon history History of Oregon Victoria County History Music history History of Verona Gender history A History of Pi Construction History Society History of French Korean History Compilation Committee History of the Basques History of the Peloponnesian Wa

«Beyond the Pleasure Principle» Автор Sigmund FreudКраїна GermanyМова GermanТема психоаналіз і Q114065894?Жанр монографіяМісце ВіденьВидавництво Internationaler Psychoanalytischer VerlagdВидано 1920У «Гутенберзі» 28220 Частина серіїПсихоаналіз Концепти Психосексуальний розвиток за Еріксоном[en] Несвідоме Передсвід…

Yang MuliaJaime Lucas Ortega y AlaminoKardinal, Uskup Agung Emeritus San Cristobal de la HabanaGerejaGereja Katolik RomaKeuskupan agungKeuskupan Agung San Cristóbal de la HabanaPenunjukan21 November 1981Masa jabatan berakhir26 April 2016PendahuluFrancisco Ricardo Oves FernándezPenerusJuan de la Caridad Garcia RodriguezJabatan lainKardinal Imam Ss. Aquila e PriscillaImamatTahbisan imam2 Agustus 1964oleh José Maximino Eusebio Domínguez y RodríguezTahbisan uskup14 Januari 1979oleh Ma…

Research facility where body decomposition is studied For other uses, see Body farm (disambiguation). A body farm is a research facility where decomposition of humans and animals can be studied in a variety of settings. The initial facility was conceived by anthropologist William M. Bass in 1981 at the University of Tennessee in Knoxville, Tennessee, where Bass was interested in studying the decomposition of a human corpse from the time of death to the time of decay.[1][2] The ai…

Genie Music CorporationNama asli주식회사 지니뮤직JenisPublik perseroan terbatasKode emitenKRX: 043610IndustriKonten (musik)PendahuluBlue Cord Technology Co., Ltd.(sebagai sebuah divis)Didirikan7 February 1991Kantorpusat106-17 Samseong-dong, Gangnam-gu, Seoul, Korea SelatanWilayah operasiSeluruh duniaTokohkunciKim Hoon-bae (CEO)[1]ProdukAlbum musik, layanan daringJasaProduksi, distribusiPemilikKT Corporation (42.49%)LG Uplus (15%)SM-YG-JYP Konsorsium (7.12%)[2][3]&…

MosaicSutradaraRoy Allen SmithSkenarioScott LobdellCeritaStan LeePemeranAnna PaquinKirby MorrowCam ClarkeGarry ChalkRon HalderNicole OliverPenata musikWilliam Kevin AndersonPenyuntingShawn LoguePerusahaanproduksiManga EntertainmentDistributorAnchor Bay EntertainmentTanggal rilis 9 Januari 2007 (2007-01-09) (Amerika Serikat) Durasi72 menitNegaraAmerika SerikatBahasaInggris Mosaic adalah sebuah film pahlawan super animasi tentang sebuah karakter baru ciptaan Stan Lee. Film tersebut …

Mazmur 17Naskah Gulungan Mazmur 11Q5 di antara Naskah Laut Mati memuat salinan sejumlah besar mazmur Alkitab yang diperkirakan dibuat pada abad ke-2 SM.KitabKitab MazmurKategoriKetuvimBagian Alkitab KristenPerjanjian LamaUrutan dalamKitab Kristen19← Mazmur 16 Mazmur 18 → Mazmur 17 (disingkat Maz 17, Mzm 17 atau Mz 17; penomoran Septuaginta: Mazmur 16) adalah sebuah mazmur dalam Kitab Mazmur di Alkitab Ibrani dan Perjanjian Lama dalam Alkitab Kristen. Mazmur ini digubah oleh Daud.[…

Классическая механикаИстория… Фундаментальные понятия Пространство Время Масса Скорость Сила Механическая работа Энергия Импульс Формулировки Ньютоновская механика Лагранжева механика Гамильтонова механика Формализм Гамильтона — Якоби Уравнения Рауса Уравнения А�…

Austronesian language spoken in New Caledonia JaweNative toNew CaledoniaRegionNorth ProvinceNative speakers990 (2009 census)[1]Language familyAustronesian Malayo-PolynesianCentral-Eastern Malayo-PolynesianEastern Malayo-PolynesianOceanicSouthern OceanicNew Caledonian[2]Northern New CaledonianNorth or Other NorthernHienghene Region[3] or Nemi[1]JaweLanguage codesISO 639-3jazGlottologjawe1237Jawe is classified as Vulnerable by the UNESCO Atlas of the World…

Species of virus Human gammaherpesvirus 8 Kaposi's sarcoma Virus classification (unranked): Virus Realm: Duplodnaviria Kingdom: Heunggongvirae Phylum: Peploviricota Class: Herviviricetes Order: Herpesvirales Family: Orthoherpesviridae Genus: Rhadinovirus Species: Human gammaherpesvirus 8 Kaposi's sarcoma-associated herpesvirus (KSHV) is the ninth known human herpesvirus; its formal name according to the International Committee on Taxonomy of Viruses (ICTV) is Human gammaherpesvirus 8, or HHV-8 i…

Pour les articles homonymes, voir Bismuth (homonymie). Bismuth 209 table Général Nom Bismuth 209 Symbole 20983Bi126 Neutrons 126 Protons 83 Données physiques Présence naturelle 100 % Demi-vie (2,01 ± 0,08) × 1019 ans[1] Produit de désintégration 205Tl Masse atomique 208,9803986(15) u Spin 9/2−[1] Excès d'énergie −18 258,6 ± 1,4 keV[1] Énergie de liaison par nucléon 7 847,987 ± 0,007 keV[1] Production radiogéniq…

Matthieu Dreyer Matthieu Dreyer saat sesi latihan bersama Caen pada 2016Informasi pribadiNama lengkap Matthieu DreyerTanggal lahir 20 Maret 1989 (umur 35)Tempat lahir Strasbourg, PrancisTinggi 1,88 m (6 ft 2 in)Posisi bermain Penjaga gawangInformasi klubKlub saat ini Saint-ÉtienneNomor 1Karier junior1998–2003 AS Ernolsheim/Bruche2003–2009 SochauxKarier senior*Tahun Tim Tampil (Gol)2009–2011 Sochaux 20 (0)2011–2012 Fréjus Saint-Raphaël 32 (0)2012–2016 Troyes 30 (0…

Public secondary magnet school in Chicago, Illinois, United StatesCurie Metropolitan High SchoolAddress4959 S. Archer AvenueChicago, Illinois 60632United StatesCoordinates41°48′09″N 87°43′17″W / 41.8025°N 87.7213°W / 41.8025; -87.7213InformationSchool typePublic Secondary MagnetMottoWe strive for Excellence!School districtChicago Public SchoolsCEEB code141016[2]PrincipalAllison C. Tingwall[1]Grades9–12GenderCoedEnrollment2,990 (2020–21)[…

Sebastiano Rossi Rossi al Milan nel 1996 Nazionalità  Italia Altezza 197 cm Peso 94 kg Calcio Ruolo Portiere Termine carriera 2003 Carriera Giovanili 1979-1982 Cesena Squadre di club1 1982-1983→  Forlì11 (-13)1983-1984 Cesena0 (0)1984-1985→  Empoli0 (0)1985-1986→  Rondinella Marzocco28 (-19)1986-1990 Cesena127 (-123)[1]1990-2002 Milan240 (-207)2002-2003 Perugia12 (-16) 1 I due numeri indicano le presenze e le reti segnate, per le sole …

German general (1884–1963) 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: Georg Lindemann – news · newspapers · books · scholar · JSTOR (November 2012) (Learn how and when to remove this template message) You can help expand this article with text translated from the corresponding article in German. (Ap…

Traditional boat from Indonesia and Malaysia For the small Filipino traditional boat from the Sulu Islands also known as Pelang or Pilang, see Vinta. A small pelang (5 m in length) with marine plywood for its side planks. Pelang or pilang is a traditional boat from Indonesia and Malaysia. It may refer to several different types of boats in the Nusantara, but commonly they refer to an outrigger canoe. The function differs from where they were used, from transporting people, fishing, to trading. P…

English mathematician and astrologer For the Constable of Wallingford Castle, see Richard of Wallingford (constable). Richard of WallingfordRichard of Wallingford measuring with a pair of compasses in this 14th-century miniature.Born1292Wallingford, EnglandDied1336St AlbansOccupation(s)Astronomer, horologist, cleric, mathematician, astrologer Richard of Wallingford (1292–1336) was an English mathematician, astronomer, horologist, and cleric who made major contributions to astronomy and horolog…

Swedish ice hockey player (born 1990) For the forward, see Erik Karlsson (ice hockey, born 1994). For other people with similar names, see Eric Karlsson (disambiguation). Ice hockey player Erik Karlsson Karlsson with the Ottawa Senators in May 2017Born (1990-05-31) 31 May 1990 (age 33)Landsbro, SwedenHeight 6 ft 0 in (183 cm)Weight 190 lb (86 kg; 13 st 8 lb)Position DefenceShoots RightNHL teamFormer teams Pittsburgh PenguinsFrölunda HCOttawa SenatorsJoker…

Bataille de Torfou Bataille de Torfou-Tiffauges : les femmes de Tiffauges barrent le chemin aux Vendéens épouvantés à la vue des Mayençais conduits par Kléber, peinture de Alfred de Chasteignier. Informations générales Date 19 septembre 1793 Lieu Torfou, Tiffauges, Boussay et Gétigné Issue Victoire vendéenne Belligérants Républicains  Vendéens Commandants • Jean-Baptiste Kléber • Maurice d'Elbée• Louis de Lescure• Charles de Bonchamps• François Athanase Chare…

Pour les articles homonymes, voir Commission exécutive. Commission exécutive (1848) Deuxième République François Jean Arago Données clés Président de la Commission exécutive François Arago Formation 9 mai 1848 Fin 28 juin 1848 Durée 1 mois et 19 jours Composition initiale Gouvernement provisoire de 1848 Gouvernement Eugène Cavaignac modifier - modifier le code - voir Wikidata (aide) La Commission exécutive de la République française est un gouvernement éphémère de la …

Untuk kegunaan lain, lihat Medan (disambiguasi). Segi tujuh biasa tidak dapat dibangun hanya dengan menggunakan konstruksi garis lurus dan kompas; ini dapat dibuktikan menggunakan bidang bilangan konstruksibel. Struktur aljabar Sejenis grup Grup Semigrup / Monoid Rak dan ganjal Grup semu dan gelung Grup abelian Magma Grup Lie Teori grup Sejenis gelanggang Gelanggang Semigelanggang Gelanggang dekat Gelanggang komutatif Ranah integral Medan Gelanggang pembagian Teori gelanggang Sejenis kekisi…