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Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Desember 2023. René NavarreLahir(1877-06-08)8 Juni 1877Limoges, Haute-Vienne, Republik Ketiga PrancisMeninggal8 Februari 1968(1968-02-08) (umur 90)Azay-sur-Cher, Indre-et-Loire, PrancisPekerjaanPemeranTahun aktif1910–1946 René Navarre (8 Juli 1877&...

Penjaga Dua Kota Suci Fahd dari Arab SaudiNama dalam bahasa asli(ar) فهد بن عبد العزيز آل سعود BiografiKelahiran1921 Riyadh Kematian1r Agustus 2005 (83/84 tahun)Riyadh Penyebab kematianRadang paru-paru Tempat pemakamanPemakaman Al Oud Riyadh   Raja Arab Saudi 13 Juni 1982 – 1r Agustus 2005 ← Khalid dari Arab Saudi – Abdullah dari Arab Saudi →   Perdana Menteri Arab Saudi 13 Juni 1982 – 1r Agustus 2005 ...

Aspect of Hinduism in Denmark Denmark HindusHindu goddess Kali, National Museum, CopenhagenTotal population40,000 (2022) (0.5%) of total populationRegions with significant populationsCopenhagen, AarhusReligionsHinduismLanguagesSacredSanskrit MajorityHindi, TamilHinduism by country Africa Algeria Angola Benin Botswana Burkina Faso Burundi Cameroon Cape Verde Central African Republic Chad Comoros Democratic Republic of the Congo Republic of the Congo Djibouti Egypt Equatorial Guinea Eritrea Esw...

Запрос «Пугачёва» перенаправляется сюда; см. также другие значения. Алла Пугачёва На фестивале «Славянский базар в Витебске», 2016 год Основная информация Полное имя Алла Борисовна Пугачёва Дата рождения 15 апреля 1949(1949-04-15) (75 лет) Место рождения Москва, СССР[1]...

Vous lisez un « bon article » labellisé en 2013. Pour les articles homonymes, voir McKinley. Ne doit pas être confondu avec William B. McKinley. William McKinley Portrait du président McKinley (Auteur inconnu, 1900). Fonctions 25e président des États-Unis 4 mars 1897 – 14 septembre 1901(4 ans, 6 mois et 10 jours) Élection 3 novembre 1896 Réélection 6 novembre 1900 Vice-président Garret Hobart (1897-1899)Theodore Roosevelt (1901) Gouvernement Administrati...

Scottish actress Lindsay DuncanCBEDuncan in 2011BornLindsay Vere Duncan (1950-11-07) 7 November 1950 (age 73)ScotlandEducationRoyal Central School of Speech and DramaOccupationActressYears active1975–presentSpouseHilton McRaeChildren1 Lindsay Vere Duncan CBE (born 7 November 1950) is a Scottish actress. She is the recipient of three BAFTA nominations and one Scottish BAFTA nomination, as well as two Olivier Awards and a Tony Award for her work on stage. She has starred in several ...

Федеральное агентство по делам Содружества Независимых Государств, соотечественников, проживающих за рубежом, и по международному гуманитарному сотрудничествусокращённо: Россотрудничество Общая информация Страна  Россия Юрисдикция Россия Дата создания 6 сентября...

此條目可能包含不适用或被曲解的引用资料，部分内容的准确性无法被证實。 (2023年1月5日)请协助校核其中的错误以改善这篇条目。详情请参见条目的讨论页。 各国相关 主題列表 索引 国内生产总值 石油储量 国防预算 武装部队（军事） 官方语言 人口統計 人口密度 生育率 出生率 死亡率 自杀率 谋杀率 失业率 储蓄率 识字率 出口额 进口额 煤产量 发电量 监禁率 死刑 国债 ...

Heikki RenvallRenvall in 1939BornHenrik Gabriel Renvall(1872-01-19)January 19, 1872Turku, Grand Duchy of Finland, Russian Empire (now Finland)DiedJune 1, 1955(1955-06-01) (aged 83)Helsinki, FinlandNationalityFinnishOccupationLawyer Henrik Gabriel Heikki Renvall (January 19, 1872 in Turku – June 1, 1955 in Helsinki) was a Finnish lawyer, journalist and the Head of the Editorial Board at the Finnish Ministry of Trade and Industry from 1917–1918.[1] He married opera singer Aino ...

Djawa TengahHalaman depan Djawa Tengah terbitan tanggal 29 Maret 1919TipeHarianPemimpin redaksiH.C. GoldmanBahasaMelayuPusatSemarang, Jawa Tengah Untuk provinsi di Indonesia, lihat Jawa Tengah. Djawa Tengah atau dikenal dalam bahasa Mandarin sebagai 壟川中央爪哇日報 (Lǒngchuān Zhōngyāng Zhǎowā Rìbào), adalah sebuah koran peranakan Tionghoa berbahasa Melayu yang terbit di Semarang, Hindia Belanda mulai tahun 1909 hingga 1938. Koran ini dikatakan sebagai koran Tionghoa pertama d...

Major League Baseball season Major League Baseball team season 1998 Atlanta BravesNational League East ChampionsLeagueNational LeagueDivisionEastBallparkTurner FieldCityAtlantaRecord106–56 (.654)Divisional place1stOwnersTime WarnerGeneral managersJohn SchuerholzManagersBobby CoxTelevisionWTBSTBS Superstation(Pete Van Wieren, Skip Caray, Don Sutton, Joe Simpson)Fox Sports South(Ernie Johnson, Bob Rathbun)RadioWSB (AM)(Pete Van Wieren, Skip Caray, Don Sutton, Joe Simpson) ← 19...

1980s William Gibson short story For the film, see Johnny Mnemonic (film). Johnny MnemonicShort story by William GibsonStandalone edition coverLanguageEnglishGenre(s)CyberpunkPublicationPublished inOmni Burning Chrome (1986)Media typeMagazinePublication dateMay 1981Chronology  Fragments of a Hologram Rose   The Gernsback Continuum Johnny Mnemonic is a science fiction short story by American-Canadian writer William Gibson. It first appeared in Omni magazine in May 1981,[1] an...

Bahasa HakkaBPS: 1161 0 Dituturkan di  Republik Rakyat Tiongkok  Republik Tiongkok  Singapura  Malaysia  Indonesia  Mauritius dan komunitas Tionghoa Hakka lainnya di seluruh dunia WilayahTimur laut, timur dan selatan Provinsi Guangdong, barat daya dan selatan Fujian dan tenggara Guangxi di Republik Rakyat Tiongkok/Cina, SichuanPenutur44.065.190 (Ethnologue tahun 2019)[1] Rincian data penutur Jumlah penutur beserta (jika ada) metode pengambilan, jenis...

Fruit of Rubus species This article is about the bramble fruit. For the handheld electronics brand, see BlackBerry. For other uses, see Blackberry (disambiguation). Blackberry Ripe, ripening, and unripe Allegheny blackberries (Rubus allegheniensis) Blackberry flower, Rubus fruticosus species aggregate Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Rosids Order: Rosales Family: Rosaceae Genus: Rubus Subgenus: Rubus subg. Rubus Species ...

Medical conditionHistiocytosisSpecialtyHematology  In medicine, histiocytosis is an excessive number of histiocytes[1] (tissue macrophages), and the term is also often used to refer to a group of rare diseases which share this sign as a characteristic. Occasionally and confusingly, the term histiocytosis is sometimes used to refer to individual diseases. According to the Histiocytosis Association, 1 in 200,000 children in the United States are born with histiocytosis each year.&#...

Religious denomination in the Cook Islands Cook Islands Christian ChurchAbbreviationCICCClassificationProtestantOrientationReformedPolityCongregationalModeratorRev. Tuaine NgametuaAssociationsWorld Council of Churches, Pacific Conference of ChurchesRegionCook Islands; Australia, New ZealandHeadquartersRarotongaFounderLondon Missionary SocietyOrigin1852 (as Cook Islands LMS Church)1968 (became autonomous)Branched fromLondon Missionary SocietyCongregations61Members180,000Official websitewww.cic...

Yukuhashi 行橋市Kota BenderaLambangLocation of Yukuhashi in Fukuoka PrefectureNegara JepangWilayahKyūshūPrefektur FukuokaPemerintahan • WalikotaJun TanakaLuas • Total70,0 km2 (300 sq mi)Populasi (Oktober 1, 2015) • Total70.586 • Kepadatan1.008/km2 (2,610/sq mi)Zona waktuUTC+9 (Waktu Standar Jepang)Simbol • PohonOsmanthus fragrans• BungaCosmosSitus webSitus web resmi Yukuhashi (行橋市code: ja is...

III Liga Profissional de FutebolCXXXVIII Primera División da Argentina Primera División Argentina de 2023 Campeonato Argentino de Futebol de 2023 – Primeira DivisãoLogo oficial da competição. Dados Participantes 28 Organização Liga Profissional Anfitrião  Argentina Período 27 de janeiro – 30 de julho Gol(o)s 778 Partidas 378 Média 2,06 gol(o)s por partida Campeão River Plate (38º título) Vice-campeão Talleres 3.º colocado San Lorenzo Rebaixado(s) ColónArsenal de Sara...

Un diurétique est une substance qui entraîne une augmentation de la sécrétion urinaire et qui peut être utilisée notamment pour traiter l'hypertension artérielle, l'insuffisance cardiaque, certains œdèmes, l'hypertension portale. Schéma d'un néphron, tiré du Gray, avec un code couleur pour visualiser où agissent les différents diurétiques. Certaines de ces substances sont utilisées comme médicaments : elles inhibent la réabsorption rénale des ions sodium et entraînent...

Concept in probability theory Markov's inequality gives an upper bound for the measure of the set (indicated in red) where f ( x ) {\displaystyle f(x)} exceeds a given level ε {\displaystyle \varepsilon } . The bound combines the level ε {\displaystyle \varepsilon } with the average value of f {\displaystyle f} . In probability theory, Markov's inequality gives an upper bound on the probability that a non-negative random variable is greater than or equal to some positive constan...