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Charles Hippolyte Louis Jules BinetLahir(1868-07-04)4 Juli 1868ClamecyMeninggal14 November 1941(1941-11-14) (umur 73)NiceKebangsaanPrancisPekerjaanDokter, PsikologKarya terkenalLa Folie de JésusLe Haras humain Charles Binet-Sanglé (4 Juli 1868 – 14 November 1941) adalah seorang dokter militer dan psikolog asal Prancis. Ia dikenal sebagai orang pertama yang secara terbuka mempertanyakan kesehatan mental Yesus, yang ia cantumkan dalam buku La Folie de Jésus.[1]&...

 

Formal withdrawal of a group from a political entity For other uses, see Secession (disambiguation). Secession is the formal withdrawal of a group from a political entity. The process begins once a group proclaims an act of secession (such as a declaration of independence).[1] A secession attempt might be violent or peaceful, but the goal is the creation of a new state or entity independent of the group or territory from which it seceded.[2] Threats of secession can be a strat...

 

Peta infrastruktur dan tata guna lahan di Komune Sainte-Anne-Saint-Priest.  = Kawasan perkotaan  = Lahan subur  = Padang rumput  = Lahan pertanaman campuran  = Hutan  = Vegetasi perdu  = Lahan basah  = Anak sungaiSainte-Anne-Saint-Priest merupakan sebuah komune di departemen Haute-Vienne di Prancis. Lihat pula Komune di departemen Haute-Vienne Referensi INSEE lbsKomune di departemen Haute-Vienne Aixe-sur-Vienne Ambazac Arnac-la-Poste Augne Aureil Azat-l...

Uninhabited island in Nunavut, Canada Rowley IslandRowley Island, Nunavut.Rowley IslandShow map of NunavutRowley IslandShow map of CanadaGeographyLocationFoxe BasinCoordinates69°09′N 78°52′W / 69.150°N 78.867°W / 69.150; -78.867 (Rowley Island)[1]ArchipelagoArctic ArchipelagoArea1,090 km2 (420 sq mi)AdministrationCanadaTerritoryNunavutRegionQikiqtaalukDemographicsPopulation62[2] (2016) Rowley Island is one of the Canadian ...

 

Drogön Chögyal Phagpa, salah satu dari lima pendiri mazhab Sakyapa dalam Buddhisme Tibet. Zhogön Qögyä Pagba, Zhogoin Qoigyai Phagspa atau Drogön Chögyal Phagpa (Tibet: འགྲོ་མགོན་ཆོས་རྒྱལ་འཕགས་པ་; Wylie: 'Gro mgon Chos rgyal 'Phags pa; juga ditulis Dongon Choegyal Phakpa, Dromtön Chögyal Pagpa, etc.), lahir dengan nama Lochö Gyäcän atau Lochoi Gyaicain (1235–1280), adalah pemimpin kelima mazhab Sakya dalam Buddhisme Ti...

 

This article relies largely or entirely on a single source. Relevant discussion may be found on the talk page. Please help improve this article by introducing citations to additional sources.Find sources: 1995 South Ribble Borough Council election – news · newspapers · books · scholar · JSTOR (December 2022) Main article: South Ribble Borough Council elections Elections to South Ribble Borough Council were held on 4 May 1995. The whole council was up f...

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Not to be confused with Ironclad (film). American TV series or program IroncladsPosterWritten byHarold GastDirected byDelbert MannStarringVirginia MadsenAlex Hyde-WhiteE. G. MarshallFritz WeaverPhilip CasnoffReed DiamondTheme music composerAllyn FergusonCountry of originUnited StatesOriginal languageEnglishProductionProducersDavid A. RosemontNorman RosemontCinematographyWilliam WagesEditorMillie MooreRunning time94 minutesProduction companyTurner PicturesOriginal releaseNetworkTurner Broadcas...

 

La Vía Láctea crea una zona vacía para los observadores locales. La zona vacía (en inglés: Zone of AvoidanceNota de Traducción sobre título, o ZOA) es un área del cielo nocturno que es oscurecida por nuestra propia galaxia, la Vía Láctea. Desde el plano galáctico de la Vía Láctea, la zona vacía se extiende unos 10° a cada lado.[1]​ La zona vacía fue originalmente llamada «zona de pocas nebulosas» (Zone of Few Nebulae) en un artículo de 1878 del astrónomo inglés Rich...

Men's double sculls at the 2017 World Rowing ChampionshipsVenueNathan Benderson ParkLocationSarasota, United StatesDates25 September – 1 OctoberCompetitors40 from 20 nationsWinning time6:10.07Medalists  John StoreyChris Harris   New Zealand Mirosław ZiętarskiMateusz Biskup   Poland Filippo MondelliLuca Rambaldi   Italy← 20152018 → 2017 World Rowing ChampionshipsOpenweight eventsSingle scullsmenwom...

 

Манёвр корпуса Остермана-Толстого (1813 год)Основной конфликт: Война шестой коалиции Штыковая атака Леб-гвардии Преображенского полка в бою при Гисгюбеле Дата 28 августа - 29 августа 1813 Место Петерсвальд[нем.] Итог манёвр позволил русскому корпусу опередить войска Вандама, в...

 

Anderlues L'ancienne église Saint-Médard et son clocher, appelé tour de la Bourlette. Héraldique Drapeau Administration Pays Belgique Région  Région wallonne Communauté  Communauté française Province  Province de Hainaut Arrondissement Thuin Bourgmestre Virginie Gonzalez (PS) Majorité PS SiègesPSANDERLUES j'y crois (AJC) 23149 Section Code postal Anderlues 6150 Code INS 56001 Zone téléphonique 071 - 064 Démographie Gentilé Anderlusien(ne)[1],[2]. Population– H...

Bus used for public transport with a single, rigid chassis A Magirus-Deutz L117 rigid bus, also a VöV SL-I type standard bus A rigid bus (either a motor bus or trolleybus) is a vehicle used in public transportation services with a single, rigid chassis. A bus of this type is to be contrasted with an articulated or bi-articulated bus,[1] which will have two or more rigid sections linked by a pivoting joint, also with a trailer bus, which is formed out of a bus bodied semi-trailer pull...

 

Kafka ist eine Weiterleitung auf diesen Artikel. Weitere Bedeutungen sind unter Kafka (Begriffsklärung) aufgeführt. Franz Kafka (1923) Franz Kafka (gelegentlich tschechisch František Kafka, hebräischer Name אנשיל Anschel;[1] * 3. Juli 1883 in Prag, Österreich-Ungarn; † 3. Juni 1924 in Kierling, Österreich) war ein Schriftsteller. Er gilt als einer der bedeutendsten Vertreter der Prager deutschen Literatur und der deutschsprachigen Literatur des 20. Jahrhunderts. Seine We...

 

Stadskanaal—  Đô thị  — Hiệu kỳStadskanaalQuốc giaHà LanTỉnhGroningenĐặt tên theoStadskanaal Thủ phủStadskanaal Diện tích(2006) • Tổng cộng119,96 km2 (4,632 mi2) • Đất liền117,85 km2 (4,550 mi2) • Mặt nước2,11 km2 (81 mi2)Dân số (1 Tháng 1 năm 2007) • Tổng cộng34.177 • Mật độ290/km2...

У этого термина существуют и другие значения, см. Кардинал де Бурбон. У этого термина существуют и другие значения, см. Карл де Бурбон. Карл I де Бурбонфр. Charles Ier de Bourbon Архиепископ Руана 3 октября 1550 — 9 мая 1590 Предшественник Жорж II Амбуаз Преемник Карл II де Бурбон-Ван...

 

Formation of galaxies, galaxy clusters and larger structures from small early density fluctuations Part of a series onPhysical cosmology Big Bang · Universe Age of the universe Chronology of the universe Early universe Inflation · Nucleosynthesis Backgrounds Gravitational wave (GWB) Microwave (CMB) · Neutrino (CNB) Expansion · Future Hubble's law · Redshift Expansion of the universe FLRW metric · Friedmann equations Inhomogeneous cosmology Future of an expa...

 

People's Republic of ChinaFirst nuclear weapon testOctober 16, 1964First thermonuclear weapon testDecember 28, 1966Last nuclear testJuly 29, 1996Largest yield test4 Mt Atmospheric – 4 Mt (November 17, 1976) Underground – 660~1,000 kt (May 21, 1992) Current stockpile500[1]Current strategic arsenal438[1]Cumulative strategic arsenal in megatonnage294 megatons (2009 est.)[2][3]Maximum missile range15,000 km[4]NPT partyYes (1992, one of five recogn...

1970 single by The Beatles For other songs with the same name, see Let It Be § Songs. Let It Be2011 (restored) US picture sleeveSingle by the Beatlesfrom the album Let It Be B-sideYou Know My Name (Look Up the Number)Released6 March 1970 (1970-03-06)Recorded Apple, 31 January 1969 EMI, 30 April 1969 and 4 January 1970 Genre Rock[1] pop[2] soft rock[3] Length 3:50 (single version) 4:03 (album version) LabelAppleSongwriter(s)Lennon–McCartneyProduce...

 

Mathematical framework for investment risk Portfolio analysis redirects here. For the text book, see Portfolio Analysis. For theorems about the mean-variance efficient frontier, see Mutual fund separation theorem. For non-mean-variance portfolio analysis, see Marginal conditional stochastic dominance. Modern portfolio theory (MPT), or mean-variance analysis, is a mathematical framework for assembling a portfolio of assets such that the expected return is maximized for a given level of risk. I...