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Halaman ini berisi artikel tentang politikus Pantai Gading. Untuk pesepak bola Burkina Faso, lihat Amadou Coulibaly. Amadou Gon Coulibaly Perdana Menteri Pantai Gading ke-10Masa jabatan10 Januari 2017 – 8 Juli 2020PresidenAlassane Ouattara PendahuluDaniel Kablan DuncanPenggantiPetahana Informasi pribadiLahir(1959-02-10)10 Februari 1959Abidjan, Afrika Barat Prancis(sekarang Pantai Gading)Meninggal8 Juli 2020(2020-07-08) (umur 61)Abidjan, Pantai GadingPartai politikRally of the ...
2022 South Korean television series Remarriage & DesiresPromotional posterAlso known asThe Bride of BlackHangul블랙의 신부Hanja블랙의 新婦Literal meaningBlack BrideRevised RomanizationBeullaeg-ui Sinbu GenreDramaSatireDeveloped byNetflix[1]Written byLee Geun-yeongDirected byKim Jeong-minStarringKim Hee-sunLee Hyun-wookJung Yoo-jinCha Ji-yeonPark HoonMusic byKim Jang-wooCountry of originSouth KoreaOriginal languageKoreanNo. of episodes8ProductionExecutive producersShin-ch...
1978 film by David Greene 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: Gray Lady Down – news · newspapers · books · scholar · JSTOR (February 2024) (Learn how and when to remove this template message) Gray Lady DownPromotional poster for Gray Lady DownDirected byDavid GreeneWritten byFrank P. Rosenberg (a...
Tasya RosmalaTasya Rosmala (2020)LahirNajwa Camila Tasya31 Maret 2003 (umur 21)Pasuruan, Jawa Timur, IndonesiaKebangsaanIndonesiaNama lainTasya RosmalaPekerjaanPenyanyiAktrisPresenterTahun aktif2012–sekarangKota asalPasuruanKarier musikAsalPasuruanGenreDangdutkoplopopLabelTasya Rosmala Official Najwa Camila Tasya (lahir 31 Maret 2003) atau lebih dikenal dengan nama Tasya Rosmala adalah penyanyi dangdut berdomisili dan membasiskan di Kabupaten Pasuruan. Dia merupakan pen...
Elm cultivar Ulmus minor 'Pendula'Ulmus minor 'Pendula', Snouck van Loosenpark, Enkhuizen (2006)SpeciesUlmus minorCultivar'Pendula'OriginBelgium The Field Elm cultivar Ulmus minor 'Pendula' was said to have been raised in Belgium in 1863.[1] It was listed as Ulmus sativa pendula by C. de Vos in 1887,[2] and by Boom in 1959 as a cultivar.[3] Herbarium specimens confirm that more than one field elm clone has been distributed as 'Pendula'. Henry (1913) distinguished the t...
K. H.Rojih Ubab Maimoen Anggota Dewan Perwakilan Rakyat Republik IndonesiaPetahanaMulai menjabat 1 Oktober 2019PresidenJoko WidodoDaerah pemilihanJawa Tengah II Informasi pribadiLahir3 April 1991 (umur 33)Rembang, Jawa TengahPartai politikPPPSuami/istriKhodijahHubunganMaimun Zubair (kakek)Anak2PekerjaanMubaligh, PolitikusSunting kotak info • L • B K. H. Rojih Ubab Maimoen (lahir 3 April 1991) adalah politikus Indonesia yang menjabat sebagai anggota DPR-RI periode 2019�...
Designated city in Hokkaido, Japan This article is about the city in Japan. For the automobile mode, see Mitsubishi Sapporo. For the brewery, see Sapporo Breweries. For other uses, see Sapporo (disambiguation). Designated city in Hokkaido, JapanSapporo 札幌市Designated cityCity of Sapporo[1]Left to right from top: the central business district at dusk; Sapporo Clock Tower; Sapporo Beer Museum; Hokkaido University; Sapporo Station; Sapporo Dome; and Sapporo TV Tower seen from Odori ...
This article has an unclear citation style. The reason given is: Citations need to use a consistent format. The references used may be made clearer with a different or consistent style of citation and footnoting. (February 2024) (Learn how and when to remove this message) Historical marker for the Rizal Monument This list of historical markers installed by the National Historical Commission of the Philippines (NHCP) in Metro Manila is an annotated list of people, places, or events in the reg...
TaurierscomuneTauriers – Veduta LocalizzazioneStato Francia RegioneAlvernia-Rodano-Alpi Dipartimento Ardèche ArrondissementLargentière CantoneVallon-Pont-d'Arc TerritorioCoordinate44°33′N 4°17′E / 44.55°N 4.283333°E44.55; 4.283333 (Tauriers)Coordinate: 44°33′N 4°17′E / 44.55°N 4.283333°E44.55; 4.283333 (Tauriers) Superficie4,46 km² Abitanti189[1] (2009) Densità42,38 ab./km² Altre informazioniCod. postale07110 Fu...
Поле направлений (штрихи) и изоклины По́ле направле́ний — геометрическая интерпретация множества линейных элементов, соответствующих системе обыкновенных дифференциальных уравнений x ˙ i = f i ( t , x 1 , . . . , x n ) , i = 1 , . . . , n {\displaystyle {\dot {x}}_{i}=f_{i}(t,x_{1},...,x_{n}),i=1,...,n} . Для систе...
Main article: 2024 United States presidential election 2024 United States presidential election in Arizona ← 2020 November 5, 2024 2028 → Nominee Joe Biden(presumptive) Donald Trump(presumptive) Party Democratic Republican Home state Delaware Florida Running mate Kamala Harris(presumptive) TBA Incumbent President Joe Biden Democratic Elections in Arizona Federal government Presidential elections 1912 1916 1920 1924 1928 1932 1936 1940 1944 1948 1952 195...
اندريه ايجلى معلومات شخصية الميلاد 8 مايو 1958 (66 سنة) بيغتسفيل الطول 1.83 م (6 قدم 0 بوصة) مركز اللعب مدافع الجنسية سويسرا مسيرة الشباب سنوات فريق FC Amriswil المسيرة الاحترافية1 سنوات فريق م. (هـ.) 1977–1984 غراسهوبر زيوريخ 177 (54) 1984–1985 بوروسيا دورتموند 31 (6) 1985–1990 غرا�...
Swedish musician (born 1957) Dr. AlbanDr. Alban in 2018Background informationBirth nameAlban Uzoma NwapaBorn (1957-08-26) 26 August 1957 (age 66)Oguta, Imo, Federation of NigeriaOriginStockholm, SwedenGenresEurodancehip hopreggaedancehallOccupation(s)SingerrapperproducerInstrument(s)VocalsYears active1980s—presentLabelsDr. Alban RecordsAriolaWebsitedralban.netMusical artist Alban Uzoma Nwapa (born 26 August 1957), better known by his stage name Dr. Alban, is a Nigerian-born Swedish mus...
العلاقات البليزية الساموية بليز ساموا بليز ساموا تعديل مصدري - تعديل العلاقات البليزية الساموية هي العلاقات الثنائية التي تجمع بين بليز وساموا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدولتين: وجه المقارنة بليز ساموا ال�...
Ayn al-Asad redirects here. Not to be confused with Al Asad Airbase. Place in Northern, IsraelEin al-Asad עין אל אסדعين الأسدEin al-AsadShow map of Northwest IsraelEin al-AsadShow map of IsraelCoordinates: 32°56′28″N 35°23′47″E / 32.94111°N 35.39639°E / 32.94111; 35.39639Country IsraelDistrictNorthernCouncilMerom HaGalilFounded1899Founded byBeit Jann residentsPopulation (2022)[1]920 Ein al-Asad (Arabic: عين الأسد th...
Louis XIVle Roi SoleilLouis le GrandLukisan Louis XIV dari Prancis oleh Hyacinthe Rigaud (1701)Raja PrancisBerkuasa14 Mei 1643 – 1 September 1715PendahuluLouis XIIIPenerusLouis XVWaliAna dari AustriaInformasi pribadiKelahiranSaint-Germain-en-Laye, Kerajaan Prancis(1638-09-03)3 September 1638Kematian1 September 1715(1715-09-01) (umur 76)Istana Versailles, Kerajaan PrancisPemakamanBasilica Saint-Denis, PrancisNama lengkapLouis-DieudonnéAyahLouis XIII dari PrancisIbuAnna dari AustriaPasa...
Aramaic elaboration of Esther Rabbinic literatureTalmud Readers by Adolf Behrman Talmudic literature Tannaitic Mishnah Tosefta Amoraic (Gemara) Jerusalem Talmud Babylonian Talmud Later Minor Tractates Halakhic Midrash Exodus Mekhilta of Rabbi Ishmael Mekhilta of Rabbi Shimon bar Yochai Leviticus Sifra (Torat Kohanim) Numbers and Deuteronomy Sifre Sifrei Zutta on Numbers (Mekhilta le-Sefer Devarim) Aggadic Midrash Tannaitic Seder Olam Rabbah Alphabet of Rabbi Akiva Baraita of the Forty-nine Ru...
こまつひめ小松姫 小松姫の肖像画(大英寺蔵)生誕 天正元年(1573年)死没 元和6年2月24日(1620年3月27日)武蔵国鴻巣宿墓地 勝願寺(埼玉県鴻巣市)正覚寺(群馬県沼田市)芳泉寺(長野県上田市)別名 於子亥、小松殿、稲姫、大蓮院配偶者 真田信之子供 まん(高力忠房室)、まさ(佐久間勝宗室)、真田信政、真田信重親 本多忠勝、於久の方(松平玄鉄[注 1]...
ثانية كبيسةمعلومات عامةصنف فرعي من ثانية جزء من توقيت عالمي منسق تاريخ البدء 30 يونيو 1972 تاريخ الحل أو الإلغاء أو الهدم 2035[1] تعديل - تعديل مصدري - تعديل ويكي بيانات الثانية الكبيسة (بالإنجليزية: Leap second) هي تعديل قدره ثانية زمنية واحدة موجبة أو سالبة للمقياس الزمني للتوق�...
More equations than unknowns (mathematics) For the philosophical term, see overdetermination. In mathematics, a system of equations is considered overdetermined if there are more equations than unknowns.[1][citation needed] An overdetermined system is almost always inconsistent (it has no solution) when constructed with random coefficients. However, an overdetermined system will have solutions in some cases, for example if some equation occurs several times in the system, or i...