Буена Виста (Уехутла де Рејес)
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Heiratsurkunde von Theophanu und Otto II. Die sogenannte Heiratsurkunde der Kaiserin Theophanu (Staatsarchiv Wolfenbüttel 6 Urk 11) ist eine frühmittelalterliche Dotationsurkunde für die byzantinische Prinzessin Theophanu, die aus Anlass ihrer Vermählung mit Kaiser Otto II. im Jahre 972 zur Kaiserin des ostfränkisch-deutschen Reiches gesalbt wurde und später das Reich regierte. Das von Otto II. ausgestellte Rechtsdokument ist ein Beispiel für die politischen und kulturellen Kontakte zw...
Coordenadas: 46° 37' N 1° 15' E Ciron Comuna francesa Localização CironLocalização de Ciron na França Coordenadas 46° 37' N 1° 15' E País França Região Centro-Vale do Loire Departamento Indre Características geográficas Área total 58,78 km² População total (2018) [1] 573 hab. Densidade 9,7 hab./km² Código Postal 36300 Código INSEE 36053 Ciron é uma comuna francesa na região administrativa do Centro, no depart...
Map of the United States with Pennsylvania highlighted in red Pennsylvania is a state located in the Northeastern United States. As of the 2020 U.S. census, Pennsylvania is the fifth-most populous state with 13,002,700 inhabitants[1] and the 32nd-largest by land area spanning 44,742.70 square miles (115,883.1 km2) of land.[2] Pennsylvania is divided into 67 counties and contains 2,560 municipalities. Under Pennsylvania law, there are four types of incorporated municipalit...
MedesanoKomuneComune di MedesanoNegara ItaliaWilayahEmilia-RomagnaProvinsiParma (PR)FrazioniArduini, Ca'Bernini, Ca'Dordone, Ca'Rettori, Casa di Cura, Case Caselli, Case Faggi, Casa Matteo, Cavicchiolo, Divisione Julia, Felegara, Ferrari, Il Novellino, La Carnevala, Mezzadri, Pianezza, Ramiola, Roccalanzona, Sant'Andrea Bagni, Troilo, Varano MarchesiLuas • Total88,8 km2 (343 sq mi)Populasi (Dec. 2004) • Total9.637 • Kepadatan11/km2 ...
汶萊代牧區Apostolicus Vicariatus Bruneiensis教会管区 基本信息教座位置汶萊管轄範圍汶萊禮儀形式罗马礼創設時間2004年主教座堂聖母升天主教座堂首長職銜宗座代牧聯絡資訊網址官方網頁 天主教汶萊代牧區(Apostolicus Vicariatus Bruneiensis)是羅馬天主教的一個代牧區,包括汶萊全境。現任宗座代牧為沈高內略 (1997年起任監牧,2004年至今)。 歷史 1997年自天主教美里教區分出。2004年
Artikel ini bukan mengenai Vaishali Takkar. Vaishali ThakkarThakkar grace Mumbai Police & NGO kids functionLahirVaishali Thakkar25 JulyMumbai, Maharashtra, IndiaKebangsaanIndiaPekerjaanActress Vaishali Thakkar[1] (Hindi: वैशाली ठक्कर; born 25 July in Bombay) adalah aktris asal India yang dikenal lewat perannya sebagai Damini Rajendra barti di serial Uttaran. Biografi Vaishali Thakkar lahir pada 25 Juli di Mumbai . Dia adalah seorang aktris televisi India ...
Johan Frederik Kruse Zijn leven. Johan Frederik Kruse werd geboren in Zeist op 9 april 1848 en in diezelfde maand gedoopt in de Evangelische Broedergemeente aldaar. Hij was de oudste in het gezin van 4 kinderen van Johannes Frederikus Kruse en Elizabeth Hartwigsen. Op 21 mei 1873 verhuisde hij naar Neuwied (Dtsl.), iets wat heel gebruikelijk was in die tijd, omdat er vanuit de Broedergemeenten in Nederland veel uitwisseling was met die in Duitsland. Vanaf november 1875 woonde hij in Leeuwarde...
Cristian Tello Tello bermain untuk Porto pada tahun 2014Informasi pribadiNama lengkap Cristian Tello Herrera[1]Tanggal lahir 11 Agustus 1991 (umur 32)[1]Tempat lahir Sabadell, Spanyol[1]Tinggi 1,78 m (5 ft 10 in)[1]Posisi bermain Penyerang, sayapInformasi klubKlub saat ini Al FatehNomor 37Karier junior1999–2002 Can Rull2002–2008 Barcelona2007–2008 → Damm (pinjaman)2008–2010 EspanyolKarier senior*Tahun Tim Tampil (Gol)2010 Espanyol ...
Joachim Schöberl (* 27. Februar 1940; † 30. April 2016) war ein deutscher Germanist. Leben Grabstätte auf dem Waldfriedhof Winsen (Luhe) Nach der Promotion 1972 Die Metaphorik in der galanten Lyrik der Neukirchschen Sammlung. Ein Beitrag zur Charakteristik des spätbarocken Stils an der Universität Hamburg lehrte er von 1982 bis 2005 als Professor für Neuere deutsche Literatur in Hamburg und war ab 1993 Leiter des Instituts für Theater, Musiktheater und Film. Seine Forschungsschwerpunk...
Convenção sobre os direitos da criançaConvenção internacional sobre os direitos da criança Convenção internacional sobre os direitos da criança Membros da convenção Assinou, mas não ratificou Não-signatário Local de assinatura Nova Iorque, Estados Unidos Signatário(a)(s) 140 Partes 193 (setembro de 2013) (todos os membros das Nações Unidas, assim como as Ilhas Cook, Santa Sé e Niue, exceto Estados Unidos[1]) Depositário(a) Secretário-gera...
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: Gordon R. Sullivan – news · newspapers · books · scholar · JSTOR (March 2013) (Learn how and when to remove this template message) Gordon R. Sulli...
太陽和一些可見的黑子。 第15太陽週期是從1755年開始紀錄太陽黑子以來的第15個太陽週期[1][2],這個週期開始於1913年8月,結束於1923年8月,持續了10年。最大平滑黑子數(超過12個月期間的黑子月平均數值)為105.4,最小的數值為5.6[3],在這個週期內總共約有534天沒有黑子[4][5][6]。 相關條目 太陽活動 太陽週期表 太陽黑子 參考資料 ^ Kane, R.P. (...
2000 American filmJust, Melvin: Just EvilDirected byJames Ronald WhitneyWritten byJames Ronald WhitneyProduced byJames Ronald WhitneySheila Nevins (for HBO)Narrated byJames Ronald WhitneyCinematographyJohn TaggartMusic byBrent ArgovitzJames Ronald WhitneyDistributed byHBO FilmsRelease datesJanuary 27, 2000 (Sundance Film Festival)April 22, 2001 (HBO)Running time96 minutesCountryUnited StatesLanguageEnglishBudget<$500,000[1] Just, Melvin: Just Evil is a 2000 American documentary fil...
Genus of grass-like plants Gahnia Gahnia gahniiformis Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Clade: Commelinids Order: Poales Family: Cyperaceae Genus: GahniaJ.R. & G.Forst Synonyms[1] Lampocarya R.Br. Epiandria C.Presl Didymonema C.Presl Melachne Schrad. ex Schult. & Schult.f. in J.J.Roemer & J.A.Schultes Psittacoschoenus Nees in J.G.C.Lehmann Gahnia (sawsedge, saw-sedge) is a genus of sedges native to China, Sou...
Filipino TV series or program ForevermoreTitle cardGenre Romance Drama Comedy Created byJay FernandoWritten by Rona Co Jerome Co Mark Angos Generiza Reyes Olivia M. Lamasan Directed by Cathy Garcia-Molina Richard I. Arellano Theodore C. Boborol Rory B. Quintos Creative directorJohnny delos SantosStarring Enrique Gil Liza Soberano Theme music composerSide AOpening themeForevermore by Juris Fernandez and Jay DuriasComposerJoey GenerosoCountry of originPhilippinesOriginal languages Filipino...
Chemical compound LY-503430Clinical dataOther namesLY-503430; (R)-4'-[1-fluoro-1-methyl-2-(propane-2-sulfonylamino)-ethyl]-biphenyl-4-carboxylic acid methylamideRoutes ofadministrationOralLegal statusLegal status US: Investigational New Drug Identifiers IUPAC name 4'-{(1S)-1-fluoro-2-[(isopropylsulfonyl)amino]-1-methylethyl}-N-methylbiphenyl-4-carboxamide CAS Number625820-83-9 YPubChem CID9952446ChemSpider8128056 NUNII3NKZ7DGF3RChemical and physical dataFormulaC20H25FN2O3SMolar...
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: Tight song – news · newspapers · books · scholar · JSTOR (December 2009) (Learn how and when to remove this template message) 2002 single by INXSTightSingle by INXSfrom the album The Best of INXS ReleasedOctober 2002Recorded1992GenreRockLength3:38LabelMerc...
AwardSA Sports BadgeSports Badge of the SturmabteilungTypeBadgeAwarded forphysical fitnessPresented by Nazi GermanyEligibilityGerman military and paramilitary organizationsStatusNo longer awardedEstablished1933 The SA Sports Badge was a decoration of Nazi Germany that was issued between the years 1933 and 1945. It was a political version of the much more generic German Sports Badge, which was also issued in great numbers by the Nazis.[1] At its center was a 57mm high Roman broad ...
For general background and history of the Conway sporadic groups, see Conway group. Algebraic structure → Group theoryGroup theory Basic notions Subgroup Normal subgroup Quotient group (Semi-)direct product Group homomorphisms kernel image direct sum wreath product simple finite infinite continuous multiplicative additive cyclic abelian dihedral nilpotent solvable action Glossary of group theory List of group theory topics Finite groups Cyclic group Zn Symmetric group Sn Alternating group A...
This article is about the Erie Railroad train. For the Amtrak service, see Lake Cities (Amtrak train). 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: Lake Cities train – news · newspapers · books · scholar · JSTOR (August 2013) (Learn how and when to remove this template message) Lake CitiesThe Lake Ci...