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Nama ini menggunakan cara penamaan Portugis. Nama keluarga pertama atau maternalnya adalah dos Reis dan nama keluarga kedua atau paternalnya adalah Lobato. Nicolau dos Reis LobatoLobato dalam Deklarasi Timor Leste (1975) Panglima Falintil ke-3Masa jabatanMei 1976 – 31 Desember 1978 PendahuluFernando do CarmoPenggantiXanana GusmãoPresiden Timor Leste nominalMasa jabatan7 Desember 1975 – 31 Desember 1978 PendahuluFrancisco Xavier do AmaralPenggantiSérgio Vieira d...

Mexican politician 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: Manuela Obrador Narváez – news · newspapers · books · scholar · JSTOR (June 2021) (Learn how and when to remove this template ...

Alexandre Lacazette Lacazette bersama Arsenal pada 2019Informasi pribadiNama lengkap Alexandre LacazetteTanggal lahir 28 Mei 1991 (umur 32)Tempat lahir Lyon, PrancisTinggi 1,75 m (5 ft 9 in)Posisi bermain PenyerangInformasi klubKlub saat ini LyonNomor -Karier junior1998–2003 ELCS Lyon2003–2011 LyonKarier senior*Tahun Tim Tampil (Gol)2008–2011 Lyon B 53 (23)2010–2017 Lyon 203 (100)2017–2022 Arsenal 158 (54)2022– Lyon 31 (24)Tim nasional2006–2007 Prancis U-16 ...

Station of the Tehran Metro Sohrevardi Metro Stationایستگاه مترو سهروردیTehran Metro StationGeneral informationLocation Beheshti Street- Sohrevardi Street District 7, Tehran, Tehran CountyTehran Province, IranCoordinates35°43′52″N 51°26′15″E / 35.73111°N 51.43750°E / 35.73111; 51.43750Operated byTehran Urban and Suburban Railways Organization (Metro)HistoryOpened18 Mordad 1395 H-Sh (14 September 2016)[1]Services Preceding station T...

Pour les articles homonymes, voir Parks. Gordon ParksGordon Parks, lors d'une manifestation pour les droits civiques, à Washington en 1963BiographieNaissance 30 novembre 1912Fort Scott, KansasDécès 7 mars 2006 (à 93 ans)New YorkSépulture Evergreen Cemetery (d)Nom de naissance Gordon Roger Alexander Buchannan ParksNationalité AméricaineFormation Central High School (en)Ricker College (en)Storm King School (en)Activités Réalisateur, artiste, photographe de mode, producteur de cin...

Diplomatic mission of Canada in the United Kingdom High Commission of Canada in the United KingdomHaut-commissariat du Canada au Royaume-UniCanada House in 2004LocationLondon, EnglandAddressTrafalgar SquareHigh CommissionerRalph GoodaleWebsiteOfficial website The High Commission of Canada in the United Kingdom (French: Haut-commissariat du Canada au Royaume-Uni) is the diplomatic mission of Canada to the United Kingdom.[1] It is housed at Canada House on Trafalgar Square in central Lo...

Pour les articles homonymes, voir Gillan. Ian GillanIan Gillan jouant avec Deep Purple lors d’un concert à Hoyos del Espino en 2013BiographieNaissance 19 août 1945 (78 ans)ChiswickNationalité britanniqueFormation Ark Acton Academy (en)Activités Chanteur, auteur-compositeur, musicienPériode d'activité depuis 1962Autres informationsMembre de Black Sabbath (1983)Deep PurpleTessiture TénorInstruments Harmonica, piano, guitare, instrument de percussion, batterieLabels EarMUSIC (d), ...

この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: コルク – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL（2017年4月） コルクを打ち抜いて作った瓶の栓 コルク（木栓、�...

David Pressman Duta Besar Amerika Serikat untuk Urusan Politik Khusus Perserikatan Bangsa-BangsaPetahanaMulai menjabat 17 September 2014PresidenBarack ObamaPendahuluJeffrey DeLaurentisPenggantiPetahana Informasi pribadiLahir1977 (umur 46–47)Alma materUniversitas BrownUniversitas New YorkSunting kotak info • L • B David Pressman (lahir 1977) adalah Duta Besar Amerika Serikat untuk Urusan Politik Khusus Perserikatan Bangsa-Bangsa. Ia dinominasikan oleh Presiden Obam...

Русская дореформенная орфография Государство  Российская империя Российская республика Создано на основе гражданский шрифт Следующее по порядку орфография русского языка до 1956 года Дата окончания 1918  Медиафайлы на Викискладе Ру́сская дорефо́рменная орфогра�...

American sprinter For the South African-born English cricketer, see Calvin Harrison (cricketer). Calvin HarrisonPersonal informationBorn (1974-01-20) January 20, 1974 (age 50)Orlando, Florida, U.S.Height6 ft 2 in (1.88 m)Weight155 lb (70 kg)SportSportRunningEventSprints Medal record Men's athletics Representing the  United States Olympic Games Disqualified 2000 Sydney 4×400 m relay[1] World Championships Disqualified 2003 Paris 4×400 m relay Updated on ...

The motto in Latin: Custos Custodum Ipsorum means Guard of the Guardians Themselves in English Aegis Ballistic Missile Defense System (Aegis BMD or ABMD) atau Pertahanan Rudal Balistik Aegis System adalah program yang dikembangkan United States Department of Defense Missile Defense Agency untuk memberikan pertahanan rudal terhadap rudal balistik jarak pendek sampai jarak menengah. Ini adalah bagian dari strategi pertahanan rudal nasional Amerika Serikat. Aegis BMD (juga dikenal sebagai Sea-Ba...

Межличностные отношенияТипы отношений Агамия Брак Броманс Вдовство Гражданское партнёрство Дружба Значимый другой Любовный треугольник Моногамия Отношения для секса Побратимство Полиамория Поливерность Полигамия Многожёнство Многомужество Родство Сексуальный па�...

Paesi a cui è stata imposta una zona d'interdizione al volo (Iraq, Bosnia ed Erzegovina e Libia) Una zona d'interdizione al volo[1] (in inglese no-fly zone, sigla: NFZ) è un territorio entro il quale vige il divieto di sorvolo.[2] Tali zone vengono di solito dichiarate in un contesto di controllo militare degli spazi aerei per delimitare una zona demilitarizzata del cielo. Indice 1 Iraq 1992-2003 2 Bosnia ed Erzegovina 1993-1995 3 Libia 2011 4 Note 5 Bibliografia 5.1 Pubblic...

Limited comic book series The League of Extraordinary Gentlemen, Volume IICoverPublication informationPublisherWildstorm (DC Comics)ScheduleIrregularFormatLimited seriesGenreAlternate historySteampunkPublication dateSeptember 2002 – November 2003No. of issues6Main character(s)Mina MurrayAllan QuatermainHawley GriffinDr. Henry Jekyll/Mr. Edward HydeCaptain NemoCreative teamWritten byAlan MooreArtist(s)Kevin O'NeillLetterer(s)Bill OakleyColorist(s)Benedict DimagmaliwEditor(s)Sc...

فرديناند الأول إمبراطور روماني مقدس إمبراطور روماني مقدس 1558–1564 ملك ألمانيا 1531–1564 ملك المجر 1526–1564[1] ملك كرواتيا 1526–1564 ملك بوهيميا 1526–1564 أرشيدوق النمسا 1521–1564 فترة الحكم24 فبراير 1558 – 25 يوليو 1564 تاريخ التتويج 14 مارس 1558، فرانكفورت كارل الخامس   معلومات شخصية الميلا�...

Not to be confused with Greatest Hits (Hank Williams Jr. album). 1982 greatest hits album by Hank Williams Jr.Hank Williams Jr.'s Greatest HitsGreatest hits album by Hank Williams Jr.Released1982 (1982)Genre Southern rock[1] country Length33:10LabelElektra/CurbHank Williams Jr. chronology High Notes(1982) Hank Williams Jr.'s Greatest Hits(1982) Strong Stuff(1983) Professional ratingsReview scoresSourceRatingAllmusic[1] Hank Williams Jr.'s Greatest Hits is a compil...

Cet article est une ébauche concernant le Wisconsin. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pour les articles homonymes, voir Bayfield. Comté de Bayfield(Bayfield County) Administration Pays États-Unis État Wisconsin Chef-lieu Washburn Fondation 1845 Démographie Population 15 014 hab. (2010) Densité 3,9 hab./km2 Géographie Coordonnées 46° 38′ nord, 91° 11′...

Au Moyen Âge, la seigneurie de Vignory était à l'origine démembrée de l'ancien comté de Bologne[1] (voir l'article Lambert de Bassigny). Elle formait une baronnie qui comprenait 26 communes, ainsi que la baronnie de Voivre, composée des villages de d'Argentolles-Pratz, Biernes et Harricourt[2]. Vassaux des comtes de Bourgogne, c'est en 1262 que Gautier II place sa seigneurie sous la mouvance définitive des comtes de Champagne. Gautier Ier aurait eu pour armes : d’argent à une ...

Interpretation of quantum mechanics Part of a series of articles aboutQuantum mechanics i ℏ d d t | Ψ ⟩ = H ^ | Ψ ⟩ {\displaystyle i\hbar {\frac {d}{dt}}|\Psi \rangle ={\hat {H}}|\Psi \rangle } Schrödinger equation Introduction Glossary History Background Classical mechanics Old quantum theory Bra–ket notation Hamiltonian Interference Fundamentals Complementarity Decoherence Entanglement Energy level Measurement Nonlocality Quantum number State Sup...