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بوسلام تقسيم إداري البلد المغرب  الجهة طنجة تطوان الحسيمة الإقليم شفشاون الدائرة بني أحمد الجماعة القروية واد ملحة المشيخة كيكت السكان التعداد السكاني 839 نسمة (إحصاء 2004)   • عدد الأسر 138 معلومات أخرى التوقيت ت ع م±00:00 (توقيت قياسي)[1]،  وت ع م+01:00 (توقيت صيفي)[1]
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Ludwig V, Elektor PfalzLudwig V Elektor PfalzElektor PfalzBerkuasa28 Februari 1508 – 16 Maret 1544PendahuluPhilippPenerusFriedrich IIInformasi pribadiKelahiran2 Juli 1478HeidelbergKematian16 Maret 1544(1544-03-16) (umur 65)HeidelbergWangsaWangsa WittelsbachAyahPhilipp, Elektor PfalzIbuMargaret dari BayernPasanganSibylle dari BayernAgamaLutheran (dari 1530an)Katolik Roma (hingga 1530an) Ludwig V, Graf Pfalz dari Rhein ( Jerman : Ludwig V. von der Pfalz ) (2 Juli 1478, di Heidelberg

Ridder Mayer van den Bergh door Jozef Janssens de Varebeke Frédéric Henri Godefroid Émile Constantin (Fritz) ridder Mayer van den Bergh (Antwerpen, 22 april 1858 - aldaar, 4 mei 1901) was een Belgisch kunstverzamelaar en kunsthistoricus. Levensloop Hij was de oudste zoon van Emil Mayer en Henriëtte Isabelle Joanna van den Bergh (1838-1920). Zijn vader was een succesvol handelaar in specerijen en farmaceutische producten. Zijn moeder was kunstverzamelaar en een dochter van Jean-Felix van d...

Нижче наведений список міністрів закордонних справ (або за відсутності такої посади — людини, яка відповідає за зовнішню політику країни) всіх країн світу. В більшості країн посада називається саме «Міністр закордонних справ», хоча в деяких країнах вона називається �...

← 1934 •  • 1942 → Plebiscito constitucional de Uruguay de 1938 Fecha Domingo 27 de marzo de 1938 Tipo Plebiscito Demografía electoral Hab. registrados 636 171 Votantes 357 187(propuesta 1) 340 649(propuesta 2) Resultados Sí – Propuesta 1 Votos 333 802      93.45 % No – Propuesta 1 Votos 23 385      6.55 % Sí – Propuesta 2 Votos 333 802   &#...

Any feature on a railway where an operation can take place The railways in Germany use several abbreviations to differentiate between various types of stations, stops, railway facilities and other places of rail service.[1] Places with a set of points Bf – Bahnhof (railway station), defined as a place where trains may start, terminate, stop, overtake, meet or change directions, and that has at least one set of points. It can be additionally named after its purpose: Hbf – Hauptbahn...

German actress 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: Lena Klenke – news · newspapers · books · scholar · JSTOR (January 2019) (Learn how and when to remove this template message) Lena ...

Galy RecordsFounded2002FounderEric GalyStatusActiveDistributor(s)F.A.B.GenreExtreme metalCountry of originCanadaLocationVerdun, QuebecOfficial websitewww.galyrecords.com Galy Records is a Canadian independent record label based in Verdun, Quebec, founded by Eric Galy in 2002.[1][2] The label includes albums released for bands such as Dead Brain Cells, Neuraxis, Despised Icon, Gorguts, Unexpect, Infernäl Mäjesty, Anvil, Beneath the Massacre, Coprofago, Ion Dissonance, Martyr,...

For other uses, see The Criminals. 1962 Australian filmThe CriminalsAd from SM 5 Sep 1962Directed byHenri SafranWritten byWilliam HaulkeEric Paice,StarringKen GoodletDistributed byABCRelease dates5 September 196226 September 1962[1]Running time60 mins[2]CountryAustraliaLanguageEnglish The Criminals is a 1962 Australian TV movie. Australian TV drama was relatively rare at the time.[3] Plot In London, a cracksman helps people in a firm help him with a robbery. Four men p...

Anggrek hitam Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Angiospermae (tanpa takson): Monokotil Ordo: Asparagales Famili: Orchidaceae Subfamili: Epidendroideae Genus: Coelogyne Spesies: C. pandurata Nama binomial Coelogyne pandurata Anggrek hitam (Coelogyne pandurata) adalah spesies anggrek yang tumbuh di Semenanjung Malaya, Kalimantan, dan Sumatra.[1][2] Anggrek hitam adalah maskot flora Provinsi Kalimantan Timur. Saat ini, habitat asli anggrek hitam mengalami ...

This article relies excessively on references to primary sources. Please improve this article by adding secondary or tertiary sources. Find sources: Little Miss Geek – news · newspapers · books · scholar · JSTOR (June 2013) (Learn how and when to remove this template message) Little Miss Geek[1] is a campaign that aims to inspire young women to consider careers in the technology and video-games industries. Little Miss Geek is the non-for-profit...

Urban park in Oranjezicht, Cape Town De Waal ParkTypeUrban parkLocationOranjezicht, Cape Town, South AfricaCoordinates33°56′12″S 18°24′45″E / 33.936664°S 18.41248°E / -33.936664; 18.41248Area7.267 hectares[1]Created1895 (1895)Operated byFriends of De Waal ParkCity of Cape TownStatusOpen all year De Waal Park is a public park and heritage site in the Oranjezicht suburb of Cape Town. The park, which contains over 120 species of trees,[2&...

Aeropuerto Valerio Catullo de Verona-Villafranca IATA: VRN OACI: LIPX FAA: LocalizaciónUbicación a 12 km de Verona, ItaliaElevación 72Sirve a Verona, Veneto, ItaliaDetalles del aeropuertoTipo Civil y militarOperador Aeropuerto Verona Villafranca S.p.A.Pistas DirecciónLargoSuperficie04/223.067AsfaltoMapa VRN / LIPXSitio web www.aeroportoverona.it ILS-PAPI[editar datos en Wikidata] Hangar del aeropuerto Catullo de Villafranca Verona El aeropuerto de Verona-Villafranca, bautizado c...

У этого топонима есть и другие значения, см. Ольховец. СелоОльховецукр. Вільховець 48°33′36″ с. ш. 26°09′11″ в. д.HGЯO Страна  Украина Область Тернопольская Район Борщёвский Сельский совет Ольховецкий История и география Первое упоминание 1517 Площадь 5,486 км² Часово...

Kingdom in South Asia (1642–1975) Not to be confused with Sikh Empire. This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (May 2016) (Learn how and when to remove this template message) Kingdom of Sikkimའབྲས་ལྗོངས། (Sikkimese)Drenjongའབྲས་མོ་གཤོངས། (Classical Tibetan)Dremoshongᰕᰚᰬᰯ ᰜᰤᰴ
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Village development committee in Janakpur Zone, NepalTulsiyahi Nikas तुल्सियाही निकासVillage development committeeTulsiyahi NikasLocation in NepalCoordinates: 26°37′N 85°53′E / 26.62°N 85.88°E / 26.62; 85.88Country   NepalZoneJanakpur ZoneDistrictDhanusa DistrictPopulation (1991) • Total3,722Time zoneUTC+5:45 (Nepal Time) Tulsiyahi Nikas is a village development committee in Dhanusa District in the J...

Hypothetical asteroids orbiting the Sun For similar sounding terms, see Vulcanite (disambiguation). Artist's impression of a vulcanoid The vulcanoids are a hypothetical population of asteroids that orbit the Sun in a dynamically stable zone inside the orbit of the planet Mercury. They are named after the hypothetical planet Vulcan, which was proposed on the basis of irregularities in Mercury's orbit that were later found to be explained by general relativity. So far, no vulcanoids have been d...

AlcedoAlcedo Volcano from SPOT Satellite imageHighest pointElevation1,130 m (3,710 ft)Coordinates0°26′S 91°07′W / 0.43°S 91.12°W / -0.43; -91.12GeographyAlcedoIsabela Island, Galápagos Islands, Ecuador GeologyMountain typeShield volcanoLast eruptionDecember 1993[1] Alcedo Volcano is one of the six coalescing shield volcanoes that make up Isabela Island in the Galapagos. The remote location of the volcano has meant that even the most rece...

Subfamily of moths Acronictinae Acronicta aceris Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Lepidoptera Superfamily: Noctuoidea Family: Noctuidae Subfamily: Acronictinae Genera See text Synonyms Acronyctinae Acronicta radcliffei, larva Acronictinae is a large subfamily of moths in the family Noctuidae. Acronicta Agriopodes Agrotisia Akoniodes Aleptina Aleptinoides Alika Amefrontia Amiana Amolita Amphia Amphidrina Amphilita Amphipoea ...

Bagian dari seri PolitikBentuk dasar dari pemerintahan Struktur kekuatan Konfederasi Federasi Hegemoni Kerajaan Negara kesatuan Sumber kekuatan Demokrasi Langsung Perwakilan Semi lainnya Kerajaan Mutlak Konstitusi Oligarki Aristokrasi Junta militer Kleptokrasi Plutokrasi Stratokrasi Timokrasi Otokrasi Otoritarianisme Despotisme Diktatur (Kediktatoran) Totalitarianisme Republik Parlementer Presidensial Semi presidensial Lainnya Anarki Anokrasi Khilafah Kritarsi Meritokrasi Oklokrasi Parti...