Château de Pirou
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Koordinat: 5°03′43″S 119°31′57″E / 5.061868°S 119.5325167°E / -5.061868; 119.5325167 HasanuddinKelurahanKantor Kelurahan Hasanuddin di Jl. Bandara Lama No. 36Negara IndonesiaProvinsiSulawesi SelatanKabupatenMarosKecamatanMandaiKodepos90552[1]Kode Kemendagri73.09.01.1001 Kode BPS7308010011 Luas4,16 km² tahun 2017Jumlah penduduk9.049 jiwa tahun 2017Kepadatan2.175,24 jiwa/km² tahun 2017Jumlah RT32Jumlah RW6 Untuk pengertian lain, lihat Hasanuddi...
Minor Roman deity Religion inancient RomeMarcus Aurelius (head covered)sacrificing at the Temple of Jupiter Practices and beliefs libation votum temples festivals ludi funerary practices imperial cult mystery religions Priesthoods Pontifices Augures Vestales Flamines Fetiales Epulones Fratres Arvales Deities Twelve major gods Capitoline Triad Aventine Triad Underworld indigitamenta Agriculture Birth Deified leaders: Julius Caesar Augustus Related topics Glossary of ancient Roman religion Roma...
This article is about the town in Bristol County, Massachusetts. For the census-designated place and village situated therein, see Norton Center, Massachusetts. Town in Massachusetts, United StatesNorton, MassachusettsTownTown of NortonNorton Town Common SealLocation in Bristol County in MassachusettsCoordinates: 41°58′00″N 71°11′15″W / 41.96667°N 71.18750°W / 41.96667; -71.18750CountryUnited StatesStateMassachusettsCountyBristolSettled1669Incorporated1711G...
Chemical compound WAY-100635Identifiers IUPAC name N-[2-[4-(2-Methoxyphenyl)-1-piperazinyl]ethyl]-N-(2-pyridyl)cyclohexanecarboxamide CAS Number146714-97-8 YPubChem CID5684IUPHAR/BPS80ChemSpider5482 NUNII8S48P899NEChEMBLChEMBL31354 NCompTox Dashboard (EPA)DTXSID20167467 Chemical and physical dataFormulaC25H34N4O2Molar mass422.573 g·mol−13D model (JSmol)Interactive image SMILES COC1=CC=CC=C1N2CCN(CC2)CCN(C3=CC=CC=N3)C(=O)C4CCCCC4 InChI InChI=1S/C25H34N4O2/c1-31-23-12-6-5...
Peasant revolt against Empress Catherine II of Russia Pugachev's RebellionDate1773–1775LocationRussian EmpireResult Russian government victory Catherine expands serfdom[1]Belligerents Russian Empire Coalition of Cossacks, Russian serfs, Old Believers, and non-Russian peoplesCommanders and leaders Catherine the GreatGrigory PotemkinPetr PaninAlexander SuvorovJohann von Michelsohnen Yemelyan Pugachev Salawat YulayevStrength 5,000+ men[2] 1773: 15,000 men[2]...
العلاقات الإثيوبية الكينية إثيوبيا كينيا إثيوبيا كينيا تعديل مصدري - تعديل العلاقات الإثيوبية الكينية هي العلاقات الثنائية التي تجمع بين إثيوبيا وكينيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة إثي�...
Type of rotary-wing kite Fa 330 Bachstelze An Fa 330 on display at the Hubschraubermuseum Role Rotor kiteType of aircraft Manufacturer Focke-Achgelis GmbH First flight August 1942 Number built 200[1] The Focke-Achgelis Fa 330 Bachstelze (English: Wagtail) was a type of rotary-wing kite, known as a rotor kite. They were towed behind German U-boats during World War II to allow a lookout to see further. About 200 were built by Weser Flugzeugbau[2] Development Because of their low...
Chronologie de l'Europe 2007 en Roumanie - 2008 en Roumanie - 2009 en Roumanie - 2010 en Roumanie - 2011 en Roumanie 2007 par pays en Europe - 2008 par pays en Europe - 2009 par pays en Europe - 2010 par pays en Europe - 2011 par pays en Europe 2007 en Europe - 2008 en Europe - 2009 en Europe - 2010 en Europe - 2011 en Europe Chronologies Données clés 2006 2007 2008 2009 2010 2011 2012Décennies :1970 1980 1990 2000 2010 2020 2030Siècles :XIXe XXe XX...
Indian politician Pramatha Ranjan ThakurStatue of P. R. Thakur at ThakurnagarBorn1902Orakandi, Gopalganj, Bengal Presidency, British India (now in Bangladesh)Died1990NationalityIndianOccupationPolitical Leader Pramatha Ranjan Thakur (1902 – 28 Decembder 1990)[1] was an Indian politician elected as a member of the West Bengal Legislative Assembly from the Hanskhali constituency in the 1962 elections as a candidate of the Indian National Congress.[2] The seat was reserved for ...
American politician Warren PetersenPresident of the Arizona SenateIncumbentAssumed office January 9, 2023Preceded byKaren FannMember of the Arizona SenateIncumbentAssumed office January 11, 2021Preceded byEddie FarnsworthConstituency12th district (2021–2023)14th district (2023–present)In officeJanuary 9, 2017 – January 14, 2019Preceded byAndy BiggsSucceeded byEddie FarnsworthConstituency12th districtMajority Leader of the Arizona House of RepresentativesIn officeJanuary...
Lord of WarNicolas Cage in una scena del filmPaese di produzioneStati Uniti d'America Anno2005 Durata117 min Generedrammatico, poliziesco RegiaAndrew Niccol SoggettoAndrew Niccol SceneggiaturaAndrew Niccol ProduttoreNicolas Cage, Norman Golightly, Andreas Grosch, Andrew Niccol, Chris Roberts, Philippe Rousselet Produttore esecutivoBradley Cramp, Christopher Eberts, Fabrice Gianfermi, Michael Mendelsohn, Gary Hamilton, Andreas Schmid, James D. Stern Casa di produzioneEntertainment Manufact...
Al di là del misteroGlenn Strange (nei panni del mostro di Frankenstein) trascina Boris KarloffTitolo originaleThe House of Frankenstein Paese di produzioneStati Uniti d'America Anno1944 Durata71 min Dati tecniciB/N Genereorrore RegiaErle C. Kenton SoggettoCurt Siodmak ProduttorePaul Malvern FotografiaGeorge Robinson MontaggioPhilip Cahn Effetti specialiJohn P. FultonCarl Elmendorf TruccoJack Pierce Interpreti e personaggi Boris Karloff: Dr. Gustav Niemann Lon Chaney Jr.: Lawrence Talbot Joh...
Philippe Bergeroo Informasi pribadiNama lengkap Philippe BergerooTanggal lahir 13 Januari 1954 (umur 70)Tempat lahir Ciboure, PrancisTinggi 1,91 m (6 ft 3 in)Posisi bermain Penjaga gawangKarier junior1969–1971 Saint-Jean-de-LuzKarier senior*Tahun Tim Tampil (Gol)1971–1978 Girondins de Bordeaux 1978–1983 Lille OSC 1983–1988 Toulouse FC Tim nasional1979–1984 Prancis 3 (0)Kepelatihan1988–1990 INSEP1990–1998 Prancis (pelatih kiper)1998–1999 Paris Saint-Germain...
Japanese social club for descendants of the former kazoku The Kasumi Kaikan has its club rooms on the top floor of the Kasumigaseki Building in Tokyo The Kasumi Kaikan (霞会館) is the association of the former kazoku of Japan.[1] It was originally called the Kazoku Kaikan (華族会館), or Peers' Club, and renamed in 1947 after the post-war Constitution of Japan abolished the hereditary peerage. The association used to have its headquarters in the Rokumeikan building, which was re...
Typlokalität der Anisium-Ladinium-Grenze, ein Kalkstein-Aufschluss bei Bagolino in den italienischen Alpen, rechts unten eine Nahaufnahme des „Golden Spike“. Die Basis des Ediacariums mit dem „Golden Spike“ (unten) in ihrer Typlokalität, ein Dolomit-Aufschluss am Enorama Creek, Flinderskette, Südaustralien Global Stratotype Section and Point (auch Global Boundary Stratotype Section and Point, wörtlich „Profil und Punkt des weltweiten Grenz-Stratotypus“, kurz GSSP) ist die Beze...
Subfamily of wasps Eucharitinae Obeza floridana Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Hymenoptera Family: Eucharitidae Subfamily: Eucharitinae Eucharitinae is a subfamily of chalcid wasps in the family Eucharitidae.[1] Pseudochalcura gibbosa Hydrorhoa stevensoni Genera Ancylotropus Cameron, 1909 Apometagea Heraty, 2002 Athairocharis Heraty, 2002 Austeucharis Boucek, 1988 Babcockiella Heraty, 2002 Carletonia Heraty, 2002 ...
Form of research Part of a series onResearch Research design Ethics Proposal Question Writing Argument Referencing Research strategy Interdisciplinary Multimethodology Qualitative Art-based Quantitative Philosophical schools Antipositivism Constructivism Critical rationalism Empiricism Fallibilism Positivism Postpositivism Pragmatism Realism Critical realism Subtle realism Methodology Action research Art methodology Critical theory Grounded theory Hermeneutics Historiography Human subject res...
Algebraic structure consisting of a set with an associative binary operation Algebraic structures between magmas and groups: A semigroup is a magma with associativity. A monoid is a semigroup with an identity element. In mathematics, a semigroup is an algebraic structure consisting of a set together with an associative internal binary operation on it. The binary operation of a semigroup is most often denoted multiplicatively (just notation, not necessarily the elementary arithmetic multiplica...
Questa voce sull'argomento storia del Giappone è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Mappa delle province giapponesi con la provincia di Awa (Chiba) evidenziata Awa (安房国?, Awa-kuni) fu una vecchia provincia del Giappone che nell'XI secolo è compresa della prefettura di Chiba. La provincia di Awa occupa la punta della penisola di Bōsō e confina con la provincia di Kazusa. Si ritiene che la vecchia capitale, Heguri-gun, si trovi vicin...
Scottish lawyer and government official Sir James Gibson-Craig, 1st BaronetW.S.Portrait of Sir James Gibson-Craig, 1st Baronet from 1846Born1765Died1850Occupationlawyer Riccarton House near Edinburgh Sir James Gibson-Craig, 1st Baronet (1765–1850) was a Scottish lawyer and government official. In politics he was a Foxite Whig.[1] In early life he was known as James Gibson of Ingleston. He was created a baronet in the Baronetage of the United Kingdom in 1831. Life Born James Gibson h...