Sheikh Mohammed bin Zayed Al Nahyan

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Adolphe CrémieuxPotret Adolphe Crémieux karya Nadar, 1856 Menteri PertahananMasa jabatan4 September 1870 – 17 Februari 1871 PendahuluThéodore GrandperretPenggantiJules Armand DufaureMasa jabatan25 Februari 1848 – 7 Juni 1848 PendahuluMichel HébertPenggantiEugène Bethmont Informasi pribadiLahirIsaac Moïse(1796-04-30)30 April 1796Nîmes, PrancisMeninggal10 Februari 1880(1880-02-10) (umur 83)Paris, PrancisMakamPemakaman Montparnasse, ParisProfesiPengacaraTanda ta...

 

 

Bagian dari seri tentang:Islamisme Dasar Islam Sejarah Budaya Ekonomi Politik Sekularisme Ideologi Islamisme Qutbisme Salafisme Islamisme Syiah Fundamentalisme Islam Konsep Kekhalifahan Demokrasi Islam Sosialisme Islam Negara Islam Monarki Islam Republik Islam Islamisasi (pengetahuan) Jihad Pan-Islamisme Pasca-Islamisme Syariah Syura Perbudakan Teori dua bangsa Umat Pengaruh Anti-imperialisme Anti-Zionisme Kebangkitan Islam Zaman Kejayaan Islam GerakanMazhab Ahl-i Hadith Deobandi Madkhal...

 

 

Карта Древнего Египта из энциклопедии Брокгауза и Эфрона, 1890—1897 гг. Топонимия Египта — совокупность географических названий, включающая наименования природных и культурных объектов на территории Египта. Структура и состав топонимии обусловлены такими факторами...

5th century BC Chinese military treatise For other uses, see The Art of War (disambiguation). Know thy enemy redirects here. For the episode of The Vampire Diaries, see Know Thy Enemy. For other uses, see Know Your Enemy (disambiguation). Not to be confused with Sun Bin's Art of War. The Art of War AuthorSun Tzu (traditional)Original title孫子兵法CountryChinaLanguageClassical ChineseSubjectMilitary artGenreMilitary strategyPublication date5th century BCDewey Decimal355.02LC Clas...

 

 

Sir Herbert Henry Bartlett, 1st Baronet (30 April 1842 – 23 June 1921) was a civil engineer and contractor responsible for many landmark buildings in London. The family grave of Herbert Bartlett in Highgate Cemetery Life Bartlett was born at Hardington Mandeville. Aged 23, he joined Perry & Company, a civil engineering contractor founded by East End carpenter John Perry, based in Bow, east London, in 1865. He became a partner in the business in 1872, and after the death of Perry's ...

 

 

TagPoster resmiSutradaraJeff TomsicProduserTodd GarnerMark SteilenSkenarioRob McKittrickMark SteilenCeritaMark SteilenBerdasarkanIt Takes Planning, Caution to Avoid Being Itoleh Russell AdamsPemeran Ed Helms Jake Johnson Annabelle Wallis Hannibal Buress Isla Fisher Rashida Jones Leslie Bibb Jon Hamm Jeremy Renner Penata musikGermaine FrancoSinematograferLarry BlanfordPenyuntingJosh CrockettPerusahaanproduksiNew Line CinemaBroken Road ProductionsDistributorWarner Bros. PicturesTanggal ri...

Psycho-Pass is a Japanese anime television series produced by Production I.G, directed by Naoyoshi Shiotani, and written by Gen Urobuchi.[1] The series aired from October 12, 2012 to March 22, 2013 on Fuji TV's Noitamina.[2][3] Funimation has licensed the series in North America and simulcasted the series on their website.[4] On July 6, 2013, Production I.G. president Mitsuhisa Ishikawa said at Anime Expo that production on a second season had begun.[5]...

 

 

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

 

 

Cet article concerne le pay-per-view. Pour le jeu vidéo, voir WWF No Mercy (jeu vidéo). No MercyInformationsFédération World Wrestling EntertainmentDivision SmackDown (2003 - 2006) ; (2016)Raw (2017)NXT (2023)Date de fin 2017modifier - modifier le code - modifier Wikidata No Mercy est un pay-per-view (PPV) annuel de catch promu par la fédération World Wrestling Entertainment (WWE). La première édition de No Mercy s'est déroulée le 16 mai ...

Keuskupan RomaDioecesis Urbis seu RomanaDiocesi di RomaKatolik LokasiNegara Italia  VatikanWilayahRomaProvinsi gerejawiRomaKoordinat41°53′9.26″N 12°30′22.16″E / 41.8859056°N 12.5061556°E / 41.8859056; 12.5061556Koordinat: 41°53′9.26″N 12°30′22.16″E / 41.8859056°N 12.5061556°E / 41.8859056; 12.5061556StatistikLuas881 km2 (340 sq mi)Populasi- Total- Katolik(per 2013)2.885.2722,365,923...

 

 

City in Minnesota, United States City in Minnesota, United StatesWarroadCityWarroad City HallNickname(s): Hockeytown, USA[1]Location of Warroadwithin Roseau County and state of MinnesotaCoordinates: 48°54′19″N 95°18′52″W / 48.90528°N 95.31444°W / 48.90528; -95.31444CountryUnited StatesStateMinnesotaCountyRoseauArea[2] • Total3.38 sq mi (8.76 km2) • Land3.27 sq mi (8.48 km2) •&...

 

 

Val d'ArrycomuneVal d'Arry – VedutaIl municipio LocalizzazioneStato Francia Regione Normandia Dipartimento Calvados ArrondissementVire Cantone TerritorioCoordinate49°07′21″N 0°34′02″W / 49.1225°N 0.567222°W49.1225; -0.567222 (Val d'Arry)Coordinate: 49°07′21″N 0°34′02″W / 49.1225°N 0.567222°W49.1225; -0.567222 (Val d'Arry) Altitudine47 - 193 m s.l.m. Superficie24,54 km² Abitanti2 305 (2018) Densit�...

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. لمعلوماتٍ أكثر: الحرب في دونباس مجموعة الاتصال الثلاثية بشأن أوكرانيا المعروفة أيضًا باسم مجموعة الاتصال الثلاثية للتسوية السلمية للوضع في شرق أوكرانيا هي مجموعة من الممثل�...

 

 

International athletics championship eventXXXI South American Junior Championships in AthleticsDatesOctober 22–23Host cityConcepción, Chile LevelJuniorEvents43Participationabout 278 athletes from 11 nations← 1998 Córdoba 2000 São Leopoldo → The 31st South American Junior Championships in Athletics were held in Concepción, Chile from October 22–23, 1999. Participation (unofficial) Detailed result lists can be found on the World Junior Athletics History website.[1] A...

 

 

Propensity for humans to favor suggestions from automated decision-making systems Part of a series onAutomation Automation in general Banking Building Home Highway system Laboratory Library Broadcast Mix Pool cleaner Pop music Reasoning Semi-automation Telephone Attendant Switchboard Teller machine Vehicular Vending machine Robotics and robots Domestic Vacuum cleaner Roomba Lawn mower Guided vehicle Industrial Paint ODD Impact of automation Manumation OOL Bias Self-driving cars Technological ...

American–Canadian actress (born 1958) Jennifer TillyTilly at the 2024 WonderConBornJennifer Ellen Chan (1958-09-16) September 16, 1958 (age 65)Los Angeles, California, U.S.Alma materStephens CollegeOccupationsActresspoker playerYears active1983–presentSpouse Sam Simon ​ ​(m. 1984; div. 1991)​PartnerPhil Laak (2004–present)RelativesMeg Tilly (sister) Jennifer Tilly (born Jennifer Ellen Chan; September 16, 1958)[1] is ...

 

 

Ce tableau dresse la liste des présidents de la République gabonaise depuis son indépendance de la France, en 1960. No  Portrait Nom Élection Début du mandat Fin du mandat Partipolitique 1 Léon Mba(9 février 1902 - 27 novembre 1967) 1961 12 février1961 19 mars1967 BDG 1967 19 mars1967 27 novembre1967 † 2 Omar Bongo(30 décembre 1935 - 8 juin 2009) – 27 novembre1967 25 février1973 PDG 1973 25 février1973 30 décembre1979 1979 30 décembre1979 9 novembre1986 1986 9 novembre19...

 

 

1994 Flintstones Christmas special A Flintstones Christmas CarolDVD coverBased onA Christmas Carolby Charles DickensWritten byGlenn LeopoldDirected byJoanna RomersaVoices ofHenry CordenJean Vander PylFrank WelkerB.J. WardRussi TaylorDon MessickJohn StephensonHoward MorrisWill RyanMarsha ClarkJoan GerberMusic bySteven BernsteinCountry of originUnited StatesOriginal languageEnglishProductionExecutive producersWilliam HannaJoseph BarberaBuzz PotamkinRunning time70 minutes[1]Production co...

Unrelated vertices in graphs The nine blue vertices form a maximum independent set for the Generalized Petersen graph GP(12,4). In graph theory, an independent set, stable set, coclique or anticlique is a set of vertices in a graph, no two of which are adjacent. That is, it is a set S {\displaystyle S} of vertices such that for every two vertices in S {\displaystyle S} , there is no edge connecting the two. Equivalently, each edge in the graph has at most one endpoint in S {\displaystyle S} ....

 

 

Family of flowering plants Carlemanniaceae Silvianthus bracteatus Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: CarlemanniaceaeAiry Shaw Type genus CarlemanniaBenth. Genera Carlemannia Silvianthus The Carlemanniaceae are a tropical East Asian and Southeast Asian family of subshrub to herbaceous perennial flowering plants with 2 genera.[1] Older systems of plant taxonomy place the two genera, C...