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Abdoel Moeis HassanAbdoel Moeis Hassan Gubernur Kalimantan Timur ke-2Masa jabatan10 Agustus 1962 – 14 September 1966 PendahuluAPT PranotoPenggantiSoekadio Informasi pribadiLahir(1924-06-02)2 Juni 1924Samarinda, Hindia BelandaMeninggal21 November 2005(2005-11-21) (umur 81)Jakarta, IndonesiaPartai politikPNI (1950-1970)Suami/istriFatimahAnakZulchadriansyah Julian Anwarie Taufik Siradjudin Chaidir Aulia Farid Hamdi Olvia Afiaty Johny JanwarieOrang tuaMohammad Hassan (ayah) As...

Genre of literature common in the ancient Near East Tablet of the Dialogue between a Man and His God, c. 19th–17th centuries BC, Louvre Wisdom literature is a genre of literature common in the ancient Near East. It consists of statements by sages and the wise that offer teachings about divinity and virtue. Although this genre uses techniques of traditional oral storytelling, it was disseminated in written form. The earliest known wisdom literature dates back to the middle of the 3rd millenn...

Ustrzyki Górne (Desa)Negara PolandiaProvinsiPodkarpaciePowiatBieszczadyGminaLutowiska (desa gmina)Populasi (2006) • Total114Zona waktuUTC+1 (CET) • Musim panas (DST)UTC+2 (CEST)Postal code38-714Car platesRBISitus webhttp://www.ustrzyki-gorne.pl/ Ustrzyki Górne adalah desa di kecamatan Lutowiska, powiat Bieszczady, provinsi Podkarpacie, Polandia. Gallery Desa Ustrzyki Górne Church St. Anna Logo Taman Nasional Bieszczady Taman Nasional Bieszczady Taman Nasio...

Andorra la VellaPanorama Andorra la Vella dan Escaldes-EngordanyNegara AndorraAndorraAndorra la VellaPerkampunganLa Margineda, Santa Coloma d'AndorraPemerintahan • Wali kota KonsulMaria Rosa Ferrer ObiolsLuas • Total30 km2 (10 sq mi)Ketinggian1.023 m (3,356 ft)Populasi (2011) • Total63,574 [1] • Kepadatan741,87/km2 (1,921,4/sq mi)DemonimAndorran andorrà, andorrana (ca)Zona waktuWaktu eropa tengahS...

Ini adalah nama Korea; marganya adalah Lee. Lee Soo-hyukLee pada September 2021LahirLee Hyuk-soo31 Mei 1988 (umur 35)Gwacheon, Provinsi Gyeonggi, Korea SelatanPekerjaanModel, AktorTahun aktif2006-sekarangAgenYG EntertainmentNama KoreaHangul이수혁 Hanja李秀赫 Alih AksaraI Su-hyeokMcCune–ReischauerI Su-hyŏkNama lahirHangul이혁수 Hanja李赫秀 Alih AksaraI Hyeok-suMcCune–ReischauerI Hyŏk-su Lee Soo-hyuk (Hangul: 이수혁; lahir Lee Hyuk-soo; lahir 31 Mei 1988)...

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: Citroën Acadiane – news · newspapers · books · scholar · JSTOR (December 2012) (Learn how and when to remove this message) Motor vehicle Citroën AcadianeOverviewManufacturerCitroënProduction1977–1987Body and chassisClassLeisure activity vehicle (M)Body...

Volleyball at the 1993 Mediterranean Games← 19911997 → Medalists Event Gold Silver Bronze Men's Competition  France  Spain  Turkey Women's Competition  Croatia  France  Turkey Standings Men's Competition Rank Team  France  Spain  Turkey 4  Greece 5  Algeria 6  Bosnia and Herzegovina 7  Slovenia 8  Albania Women's Competition Rank Team  Croatia  France  Turkey 4  Greece 5  ...

Wahjoe Sardono (Dono)Kasino Hadiwibowo (Kasino)Indrodjojo Kusumonegoro (Indro) Warkop adalah sebuah grup lawak yang beranggotakan Wahjoe Sardono, Kasino Hadiwibowo, Indrodjojo Kusumonegoro, Nanu Moeljono dan Rudy Badil. Dono, Kasino, Nanu dan Rudy adalah mahasiswa Universitas Indonesia sedangkan Indro adalah mahasiswa Universitas Pancasila. Mereka pertama kali meraih kesuksesan lewat acara Obrolan Santai di Warung Kopi yang disiarkan oleh Radio Prambors. Dalam acara tersebut, Dono berperan se...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (فبراير 2021) مشكلة جيدة النوع Drama تأليف جوانا جونسون Bradley Bredeweg بيتر بيج بطولة مايا ميتشيل سيرا راميريز Zuri Adele Sherry Cola Tommy Martinez روجر بارت Emma Hunton جوش بينس [الإنجليزية] بو ميرتش...

Pour les articles homonymes, voir Six-Avril. Éphémérides Avril 1er 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30           6 mars 6 mai Chronologies thématiques Croisades Ferroviaires Sports Disney Anarchisme Catholicisme Abréviations / Voir aussi (° 1852) = né en 1852 († 1885) = mort en 1885 a.s. = calendrier julien n.s. = calendrier grégorien Calendrier Calendrier perpétuel Liste de calendriers Naissances du jour modifier...

Hereditary Princess of Denmark Caroline of DenmarkHereditary Princess of DenmarkPainting by August Schiøtt, 1854Born(1793-10-28)28 October 1793Christiansborg Palace, CopenhagenDied31 March 1881(1881-03-31) (aged 87)CopenhagenBurialRoskilde CathedralSpouse Ferdinand, Hereditary Prince of Denmark ​ ​(m. 1829; died 1863)​HouseOldenburgFatherFrederick VI of DenmarkMotherMarie of Hesse-Kassel Danish RoyaltyHouse of OldenburgMain Line Frederick...

2010 2018 Élection du gouverneur de l'Illinois de 2014 4 novembre 2014 Bruce Rauner[1] – R Voix 1 823 627 50,27 %  Pat Quinn[2] – D Voix 1 681 343 46,35 %  Résultats par comtés Gouverneur de l'Illinois Élu Bruce Rauner modifier - modifier le code - voir Wikidata  L’élection du gouverneur et de son adjoint a lieu le 4 novembre 2014 dans l'Illinois. Primaire démocrate Le 18 mars 2014, les démocrates désignent leurs candid...

Meitantei Konan Jūichi Ninme no SutoraikāSutradaraYasuichiro Yamamoto (utama) Kobun ShizunoDitulis olehKazunari KochiPenata musikKatsuo OnoDistributorTohoTanggal rilis 14 April 2012Durasi110 menitNegara JepangBahasaJepang Meitantei Konan Jūichi Ninme no Sutoraikā (名探偵コナン 11人目のストライカーcode: ja is deprecated ) adalah film ke-16 dari seri manga dan anime Detektif Conan. Film ini dirilis pada tanggal 14 April 2012.[1] Referensi ^ 16th Detective C...

  提示：此条目页的主题不是利比亚。 利比里亚共和國Republic of Liberia（英語） 国旗 国徽 格言：The love of liberty brought us here  （英语）“对自由的爱把我们带到这里”国歌：《为利比里亚欢呼！》首都暨最大城市蒙羅維亞官方语言英語宗教基督教政治體制单一制總統制共和国法律體系英美法系领导人• 總統 約瑟夫·博阿凱 现役军人2,000左右（2018年）（第135...

logo de l'UICN La Commission mondiale des aires protégées (CMAP ; en anglais World Commission on Protected Areas, WCPA) désigne une des six commissions de l'Union internationale pour la conservation de la nature (UICN) pour la protection des zones naturelles. Sa mission consiste à promouvoir l'établissement d'un réseau représentatif mondial de zones protégées terrestres et marines. Avec l'aide du World Database on Protected Areas Consortium et du Centre de surveillance de la con...

Слово «Понор» имеет и другие значения. Каталина Поноррум. Cătălina Ponor Личная информация Пол женский Страна  Румыния Клуб Динамо (Бухарест) Дата рождения 20 августа 1987(1987-08-20) (36 лет) Место рождения Констанца, Румыния Тренер Октавиан Беллу Рост 160 см Вес 51 кг Лучшие результаты...

Brazilian long distance runner (born 1998) Daniel Ferreira do NascimentoNascimento in 2020Personal informationFull nameDaniel Ferreira do NascimentoNicknameDanielzinhoBorn (1998-07-28) 28 July 1998 (age 26)Paraguaçu Paulista, BrazilSportSportAthleticsEvents10000 metresHalf marathonMarathon Daniel Ferreira do Nascimento (born 28 July 1998) is a Brazilian long distance runner, record holder in the Americas in the race.[1] In 2020 he took part in the World Athletics Half Marat...

Macerata—  Tỉnh  —Tỉnh Macerata Bản đồ với vị trí tỉnh Macerata ở ÝMacerataQuốc gia ÝVùngMarcheTỉnh lỵMacerata Chính quyền • Tỉnh trưởngGiulio SilenziDiện tích • Tổng cộng2,774 km2 (1,071 mi2)Dân số  • Tổng cộng301,701 • Mật độ109/km2 (280/mi2)Múi giờUTC+1, UTC+2 Mã bưu chính62100 Mã điện thoại0733M�...

Questa voce o sezione sull'argomento scrittori italiani non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Bianca Garavelli Bianca Garavelli (Vigevano, 23 agosto 1958 – Vigevano, 29 dicembre 2021[1]) è stata una scrittrice e critica letteraria italiana. Indice 1 Biografia 2 Opere 2.1 Romanzi 2.2 R...

Generalization of the one-dimensional normal distribution to higher dimensions Multivariate normal Probability density functionMany sample points from a multivariate normal distribution with μ = [ 0 0 ] {\displaystyle {\boldsymbol {\mu }}=\left[{\begin{smallmatrix}0\\0\end{smallmatrix}}\right]} and Σ = [ 1 3 / 5 3 / 5 2 ] {\displaystyle {\boldsymbol {\Sigma }}=\left[{\begin{smallmatrix}1&3/5\\3/5&2\end{smallmatrix}}\right]} , shown along with the 3-sigma ellipse, the two...