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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 November 2022. Eduardo de Jesus BarretoEduardo de Jesus Barreto (2019) Informasi pribadiLahir(1951-08-14)14 Agustus 1951 Ermera, Timor PortugisMeninggal26 Mei 2021(2021-05-26) (umur 69) Jakarta, IndonesiaPartai politik CNRTKarier militerPihak Timor LesteMa...

Disambiguazione – Se stai cercando altri significati, vedi Garonna (disambigua). Questa voce o sezione sull'argomento fiumi della Francia 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. GaronnaLa Garonna a TolosaStati Spagna Francia Suddivisioni Catalogna Nuova Aquitania Occitania Suddivisioni (2) Provincia di Lleida Alta Garonna Ta...

Cultural heritage of West Bengal Part of a series on theCulture of Bengal History People Bangal Bengali Muslims Bengali Hindus Bengali Buddhists Bengali Christians Bhadralok Dhakaiyas Ghoti Mahimal Sylhetis List of Bengalis Languages Script Dialects Vocabulary Grammar Bengali Language Movement Bengali Language Movement (Manbhum) Bengali Language Movement (Barak Valley) Bengali language Movement (North Dinajpur) Traditions Bengali Muslim wedding Walima Bengali Hindu wedding Panjika Gaye holud ...

Swedish painter (1782–1862) Fredric WestinFredric Westin, from the Svenskt Porträttgalleri XX (1901); artist not credited. (Self-portrait?)Born(1782-05-13)May 13, 1782Stockholm, SwedenDiedMay 13, 1862(1862-05-13) (aged 79)NationalitySwedish Fredric Westin (22 September 1782, in Stockholm – 13 May 1862, in Stockholm) was a Swedish history and portrait painter. Biography He studied with Lorens Pasch the Younger and Louis Masreliez at the Royal Swedish Academy of Arts.[1] I...

English local election 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: 1994 Harlow District Council election – news · newspapers · books · scholar · JSTOR (October 2019) (Learn how and when to remove this message) 1994 Harlow District Council election[1][2] ← 1992 5 May 1994 1995&#...

Village in West Bengal, India Village in West Bengal, IndiaKatlamariVillageKatlamariShow map of West BengalKatlamariShow map of IndiaCoordinates: 24°16′27″N 88°34′50″E / 24.27417°N 88.58056°E / 24.27417; 88.58056Country IndiaStateWest BengalDistrictMurshidabadBlockRaninagar- IIGovernment • TypeSarpanchArea • Total16.10 km2 (6.22 sq mi)Elevation21 m (69 ft)Population (2011) • Total33,290&...

Bellator mixed martial arts event in 2021 Bellator 268: Nemkov vs. AnglickasThe poster for Bellator 268: Nemkov vs. AnglickasInformationPromotionBellator MMADateOctober 16, 2021 (2021-October-16)VenueFootprint CenterCityPhoenix, Arizona, United StatesEvent chronology Bellator 267: Lima vs. MVP 2 Bellator 268: Nemkov vs. Anglickas Bellator 269: Fedor vs. Johnson Bellator 268: Nemkov vs. Anglickas (also known as Bellator Phoenix) was a mixed martial arts event produced by Bellato...

Star in the constellation Carina HR Car An I band (near infrared) light curve for HR Carinae, plotted from ASAS data[1] Observation dataEpoch J2000.0      Equinox J2000.0 Constellation Carina Right ascension 10h 22m 53.84074s[2] Declination −59° 37′ 28.3774″[2] Apparent magnitude (V) 8.42[3] (6.95–8.80[4]) Characteristics Spectral type LBV[5] + RSG[6] U−B color...

President of University of Alabama Robert WittChancellor of the University of Alabama SystemIn officeMay 5, 2012 – September 1, 2016Preceded byMalcolm PorteraSucceeded byRay HayesPresident of the University of AlabamaIn office2003–2012Preceded byJ. Barry MasonSucceeded byGuy BaileyPresident of the University of Texas, ArlingtonIn office1995 – 2003Acting: 1995–1996Preceded byRyan C. AmacherSucceeded byCharles A. Sorber Personal detailsBorn (1940-09-16) September 16, 1...

Borough in England Cheshire West redirects here. For the former European Parliament constituency, see Cheshire West (European Parliament constituency). Unitary authority area and borough in EnglandCheshire West and ChesterUnitary authority area and boroughChester, the county town of Cheshire and the largest settlement in Cheshire West and ChesterCheshire West and Chester shown within CheshireCoordinates: 53°12′47″N 2°54′07″W / 53.213°N 2.902°W / 53.213; -2....

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 November 2022. The Return of the Musketeers, orThe Treasures of Cardinal MazarinThe Return of the Musketeers theatrical posterSutradaraGeorgi Yungvald-KhilkevichProduserOleg ChaminVeronika RojkovaDitulis olehAlexandre DumasGeorgi Yungvald-KhilkevichAnton MarkovYuri ...

Dome situated above the rotunda of the United States Capitol The dome of the United States Capitol building at night in 2006 The United States Capitol features a dome situated above its rotunda. The dome is 288 feet (88 m) in height and 96 feet (29 m) in diameter.[1] Designed by Thomas U. Walter, the fourth Architect of the Capitol, it was constructed between 1855 and 1866 at a cost of $1,047,291 (equivalent to $17.1 million in 2023).[2][3] The Statue of...

Oleta CrainBirth nameOleta Lawanda CrainBorn(1913-09-08)September 8, 1913Earlsboro, Oklahoma, U.S.DiedNovember 7, 2007(2007-11-07) (aged 94)Denver, Colorado, U.S.AllegianceUnited States of AmericaService/branchUnited States Army, United States Air ForceYears of service1943–1963RankMajorAwardsAir Force Longevity Service Award with four bronze oak leaf clustersUnited States Department of Labor Distinguished Service AwardColorado Women's Hall of Fame (1988)Other workRegional ad...

2016年夏季奧林匹克運動會羽毛球比賽 單打   男單   女單   雙打   男雙   女雙   混雙 2016年夏季奧林匹克運動會羽毛球比賽為第31屆夏季奧林匹克運動會的其中一項競賽項目，共產生五面金牌；賽事將於2016年8月11日至8月20日在巴西里約熱內盧的里約中心4號館（會展中心）舉行[1]。本條目為混合雙打項目的比賽結果。 本賽事的决赛由印尼组合通托�...

SondakanKelurahanPeta lokasi Kelurahan SondakanNegara IndonesiaProvinsiJawa TengahKotaSurakartaKecamatanLaweyanKodepos57147Kode Kemendagri33.72.01.1008 Kode BPS3372010008 Kelurahan Sondakan (bahasa Jawa: ꦱꦺꦴꦤ꧀ꦢꦏꦤ꧀, translit. Sondakan) adalah kelurahan di kecamatan Laweyan, Surakarta. Kelurahan ini memiliki kode pos 57147. Pada tahun 2020, kelurahan ini berpenduduk 12.293 jiwa. Pembagian wilayah Kelurahan Sondakan dibagi menjadi beberapa kampung : Jantirejo...

鄭仲升 鄭仲升（？—？）字次超，内蒙古克什克腾旗经棚镇人[1]，中华民国政治人物。[2][3] 生平 清朝光绪二十三年（1897年）春，克什克腾旗经棚郑仲升考中举人。同年秋，赴日本观光。 [2] 1918年，郑仲升成为中华民国第二届国会参议员。1920年，第二届国会解散。[4] 察哈尔旅京同乡会设在北京宣武门外椿树上头条6号，以联络旅京同乡之感情为...

Dutch colony in Southeast Asia and Oceania (1800–1949) Dutch East IndiesNederlands-Indië (Dutch)Hindia-Belanda (Indonesian)1800–19491942–1945 (in exile) Flag Coat of arms Motto: Je maintiendrai (French)(I will uphold)Anthem: Wien Neêrlands Bloed (Dutch) (1815–1932)(Those in whom Dutch blood)Het Wilhelmus (Dutch) (1932–1949)(The Wilhelmus)Map of Dutch Expansion in Indonesia:   1600s   1700s   1800s   1900–1942StatusColon...

مهام مكافحة الشغب يتولاها الأمن المركزي المصري شبه العسكرية في مصر وحدة مكافحة الشغب في فرنسا سيارات مكافحة الشغب في باريس شرطة مكافحة الشغب هي وحدة الشرطة المدنية أو العسكرية، المتمثل دورها في السيطرة على أعمال العنف خلال المظاهرات والانتفاضات أو أعمال الشغب.[1][2 ...

Frigate of the French Navy (1806-1828) For other ships with the same name, see French ship Pénélope. Portrait of Pénélope by François-Geoffroi Roux History France NamePénélope NamesakePenelope Ordered22 August 1803 BuilderBordeaux Laid down12 February 1804 Launched28 October 1806 Commissioned6 November 1806 Decommissioned1828 FateSold for scrap 1828 General characteristics Class and typeArmide-class frigate Displacement1,330 tonnes Tons burthen1,10430/94 (bm) Length47 m (154 ...

Theorem that any three objects in space can be simultaneously bisected by a plane Not to be confused with the squeeze theorem (sometimes called the sandwich theorem). In mathematical measure theory, for every positive integer n the ham sandwich theorem states that given n measurable objects in n-dimensional Euclidean space, it is possible to divide each one of them in half (with respect to their measure, e.g. volume) with a single (n − 1)-dimensional hyperplane. This is even possible if the...