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Disambiguazione – Se stai cercando altri significati, vedi Nizza (disambigua). Questa voce o sezione sull'argomento Francia è ritenuta da controllare. Motivo: in alcune sezioni toni da promozione turistica Partecipa alla discussione e/o correggi la voce. Questa voce o sezione sull'argomento geografia ha problemi di struttura e di organizzazione delle informazioni. Motivo: La voce non risponde agli standard richiesti da Wikipedia:Modello di voce/Centro abitato nell'impostazione e...

Tidal island of Normandy in France TatihouTatihou seen from La PernelleTatihouGeographyLocationEnglish ChannelCoordinates49°35′20″N 1°14′36″W / 49.58889°N 1.24333°W / 49.58889; -1.24333Area0.29 km2 (0.11 sq mi)AdministrationFranceRegionNormandyDepartmentMancheCommuneSaint-Vaast-la-HougueDemographicsPopulation0 Vauban's tower in Tatihou Tatihou is an islet of Normandy in France with an area of 29 hectares (72 acres). It is located to the east ...

Untuk kegunaan lain, lihat Kacang babi. Untuk Kacang-kacangan yang berasal dari genus Vicia, lihat Kara oncet. Kara benguk Perbungaan kara benguk Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiospermae (tanpa takson): Eudikotil (tanpa takson): Rosidae Ordo: Fabales Famili: Fabaceae Subfamili: Faboideae Tribus: Phaseoleae Genus: Mucuna Spesies: M. pruriens Nama binomial Mucuna pruriens(L.) DC. Sinonim Referensi:[1][2] Mucuna utilis Wall. ex Wight (1840) M. prurie...

Leang Bunga Eja IIGua Bunga Eja II, Gua Bunga Eja 2, Leang Bunga Eja 2Lua error in Modul:Location_map at line 425: Kesalahan format nilai koordinat.LokasiDusun Bungaeja, Desa Tukamasea, Kecamatan Bantimurung, Kabupaten Maros, Sulawesi Selatan, IndonesiaKoordinat04°57'08.9S 119°39'09.6E[1]Geologikarst / batu kapur / batu gampingSitus webvisit.maroskab.go.idcagarbudaya.kemdikbud.go.idkebudayaan.kemdikbud.go.id/bpcbsulsel/ Wisata Gua PrasejarahLeang Bunga Eja II Informasi Lokasi Dusun ...

Ong Teng Cheong王鼎昌 Presiden Singapura ke-5Masa jabatan2 September 1993 – 1 September 1999Perdana MenteriGoh Chok Tong PendahuluWee Kim WeePenggantiS.R. Nathan Informasi pribadiLahir(1936-01-22)22 Januari 1936SingapuraMeninggal8 Februari 2002(2002-02-08) (umur 66)SingapuraKebangsaanSingapuraPartai politikPAP(1972-1993) Independen(1993-2002)Suami/istriLing Siew May (meninggal 1999)ProfesiArsitekSunting kotak info • L • B Ong Teng Cheong (王鼎昌) , (22 ...

Canadian artist This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Kelly Richardson – news · newspapers · books · scholar · JSTOR (February 2017) (Learn how and when to remove this template message...

See also: 2014 United States gubernatorial elections 2014 Massachusetts gubernatorial election ← 2010 November 4, 2014 (2014-11-04) 2018 → Turnout51.62% 3.19 [1]   Nominee Charlie Baker Martha Coakley Party Republican Democratic Running mate Karyn Polito Steve Kerrigan Popular vote 1,044,573 1,004,408 Percentage 48.4% 46.5% County resultsMunicipality resultsCongressional district resultsPrecinct resultsBaker:     ...

Голубянки Самец голубянки икар Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ПервичноротыеБез ранга:ЛиняющиеБез ранга:PanarthropodaТип:ЧленистоногиеПодтип:ТрахейнодышащиеНадкласс:ШестиногиеКласс...

内華達州 美國联邦州State of Nevada 州旗州徽綽號：產銀之州、起戰之州地图中高亮部分为内華達州坐标：35°N－42°N, 114°W－120°W国家 美國建州前內華達领地加入聯邦1864年10月31日（第36个加入联邦）首府卡森城最大城市拉斯维加斯政府 • 州长（英语：List of Governors of {{{Name}}}]]） • 副州长（英语：List of lieutenant governors of {{{Name}}}]]）喬·隆巴爾多（R斯塔...

Disambiguazione – Se stai cercando l'omonimo comune dell'Honduras, vedi Manto (Honduras). Disambiguazione – Se stai cercando il saggista, scrittore, commediografo pakistano, vedi Saadat Hasan Manto. Disambiguazione – Se stai cercando in biologia, vedi Mantello (biologia). Manto nel De mulieribus claris di Giovanni Boccaccio Profilo di Mantova Manto (in greco antico: Μαντώ?, Mantṑ) è una maga, personaggio letterario della mitologia greca. A lei vengono attribuiti dei figli Anfil...

لوار أتلانتيك الكلاسيكي 2021 تفاصيل السباقسلسلة21. لوار أتلانتيك الكلاسيكيمنافسةطواف أوروبا للدراجات 2021 1.1‏التاريخ2 أكتوبر 2021المسافات182٫8 كمالبلد فرنسانقطة البدايةLa Haie-Fouassière [الإنجليزية]‏نقطة النهايةLa Haie-Fouassière [الإنجليزية]‏المنصةالفائز ألان ريو [الإنجليز...

Alfredo VrackoInformación personalNombre completo Alfredo Vracko NeuenschwanderApodo Don AlfredoNacimiento marzo de 1957Quincemil, CuscoFallecimiento 19 de noviembre de 2015 (59 años)Inambari, Tambopata, Madre de DiosCausa de muerte Asesinato por arma de fuegoNacionalidad PeruanaInformación profesionalOcupación Activista ambiental, empresario.Seudónimo Protector del Bosque[editar datos en Wikidata] El asesinato de Alfredo Vracko ocurrió el 19 de noviembre de 2015 en el distrit...

This is a list of current presiding officers of the legislative assemblies of sovereign and unrecognized states, autonomous regions, dependencies and other territories, sui generis entities, and international organisations. States recognised by the United Nations State Assembly Title Name Political affiliation Assumed office  Afghanistan Leadership Council[a] Supreme Leader Hibatullah Akhundzada Taliban 15 August 2021  Albania Parliament Chairman Lindita Nikolla Socialist 1...

House of WaxPoster bioskopSutradaraJaume Collet-SerraProduserBruce Berman Herb Gains Steve RichardsDitulis olehCharles Belden Chad Hayes Carey HayesPemeranElisha Cuthbert Chad Michael Murray Brian Van Holt Paris Hilton Jared Padalecki Jon AbrahamsPenata musikJohn OttmanSinematograferStephen WindonPenyuntingJoel NegronDistributorWarner Bros. PicturesTanggal rilis 26 April 2005Durasi113 menit.Negara Amerika SerikatBahasaInggrisAnggaranUSD $40,000,000[1]PendapatankotorUSD $68,...

Surface drawn by a moving line passing through a fixed point An elliptic cone, a special case of a conical surface In geometry, a conical surface is a three-dimensional surface formed from the union of lines that pass through a fixed point and a space curve. Definitions A (general) conical surface is the unbounded surface formed by the union of all the straight lines that pass through a fixed point — the apex or vertex — and any point of some fixed space curve — the directri...

City in Alabama, United States City in Alabama, United StatesGadsden, AlabamaCityAerial photo of downtown Gadsden FlagSealMotto: City of ChampionsLocation of Gadsden in Etowah County, AlabamaCoordinates: 34°0′36″N 86°0′37″W / 34.01000°N 86.01028°W / 34.01000; -86.01028CountryUnited StatesStateAlabamaCountyEtowahFoundedFebruary 18, 1867[1]IncorporatedMarch 9, 1871[2]Government • TypeMayor Council (with seven councilmen) ...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Eva Knardahl – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this message) Eva Knardahl Freiwald (10 May 1927 – 3 September 2006) was a Norwegian pianist, with a noted career both as a child prodigy and adult performer. Her debu...

This article is about a municipality in Kanchanpur district. For other uses, see Mahakali (disambiguation). 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: Mahakali, Kanchanpur – news · newspapers · books · scholar · JSTOR (May 2019) (Learn how and when to remove this message)Municipality in Sudurpashchim Pr...

Kurt Heinrich Sethe. Kurt Heinrich Sethe (30 September 1869 – 6 Juli 1934) adalah seorang Egiptologis dan filologis asal Berlin, Jerman. Ia adalah murid dari Adolf Erman. Sethe mengumpulkan sejumlah teks dari Mesir pada kunjungannya kesana dan menyunting Urkunden des ægyptischen Altertums yang menjadi katalog standar dari sastra dan teks Mesir kuno. Referensi Kurt Sethe: Das aegyptische verbum im altaegyptischen, neuaegyptischen und koptischen, Leipzig: J. C. Hinrichs, 1902. ...

هذه قائمة جزئية من عُلماء المصريات . ويعد عالِم المصريات هو أي عالِم آثار أو مؤرخ أو لغوي أو مؤرخ فني مُتخصص في علم المصريات والدراسة العلمية لمصر القديمة وآثارها . بينما يعتبر الديموطيون هم عُلماء مصريات مُتخصصون في دراسة اللغة الديموطيقية ومجال الدراسات الديموطيقية. وعل�...