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انقلاب 2019 في فنزويلا جزء من الأزمة الرئاسية الفنزويلية 2019 احتجاجات في محيط قاعدة لا كارلوتا الجوية، حيث بدأت الأحداث معلومات عامة التاريخ وسيط property غير متوفر. بداية 30 أبريل 2019  البلد فنزويلا  الموقع كاراكاس، فنزويلا النتيجة محاولة انقلاب فاشلة.[1] فشل الإطاحة بال�...

 

 

Annual college basketball tournament C-USA men's basketball tournamentSportBasketballConferenceConference USANumber of teams9FormatSingle-elimination tournamentCurrent stadiumPropst ArenaCurrent locationHuntsville, AlabamaPlayed1996–presentLast contest2024Current championWestern KentuckyMost championshipsMemphis Tigers (6)Official websiteConferenceUSA.com Men's Basketball The Conference USA men's basketball tournament is held annually following the end of the regular season of NCAA Division...

 

 

For other uses, see Cucuteni (disambiguation). Commune in Iași, RomaniaCucuteniCommuneArchaeological Reserve of CucuteniLocation in Iași CountyCucuteniLocation in RomaniaCoordinates: 47°16′N 26°56′E / 47.267°N 26.933°E / 47.267; 26.933CountryRomaniaCountyIașiGovernment • Mayor (2020–2024) Pamfilică Brânză[1] (PSD)Area28.22 km2 (10.90 sq mi)Elevation228 m (748 ft)Population (2021-12-01)[2]1,10...

Bendera nasional (digunakan sebagai bendera negara dan militer). Rasio bendera: 3:5 Bendera sipil dan negara. Rasio bendera: 1:2 Bendera laut. Rasio bendera: 1:2 Bendera Trinidad dan Tobago disetujui setelah kemerdekaan tahun 1962. Merah berarti 'kemurahan hati rakyatnya dan sinar matahari', putih untuk 'kemurnian dan laut' dan hitam untuk 'kekerasan hati dan perjuangan persatuan'. Di blazon, bendera ini Gules, a bend Sable fimbriated Argent. Bendera sipil adalah bendera nasional dalam rasio...

 

 

2001 2017 Élections sénatoriales de 2011 en Nouvelle-Calédonie 25 septembre 2011 Type d’élection Élections sénatoriales Postes à élire 2 sièges de sénateur Pierre Frogier – R-UMP Voix au 1er tour 230 45,91 %  Voix au 2e tour 240 47,90 %  Hilarion Vendégou – R-UMP Voix au 1er tour 232 46,31 %  Voix au 2e tour 238 47,50 %  Charles Pidjot – UC Voix au 1er tour 117 23,35 %  Voix au 2e tour 112 22,3...

 

 

Species of plant Jasminum grandiflorum Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Oleaceae Genus: Jasminum Species: J. grandiflorum Binomial name Jasminum grandiflorumL.[1] Jasminum grandiflorum, also known variously as the Spanish jasmine, Royal jasmine, Catalan jasmine,[2] Sicilian jasmine,[citation needed] is a species of jasmine native to South Asia, the Arabian pen...

Translator in Aragon (d. 1312) First pages of the Tabula antidotarii in the earliest copy. Armengaud Blaise (died 1312) was a physician, translator and author active in the Crown of Aragon and Papal Avignon. He mainly translated Arabic medical works into Latin, but he also made one translation from Hebrew with the help of a Jewish friend. Authors he translated include Galen, Avicenna and Maimonides. He wrote two original medical works in Latin, one of which was soon afterwards translated into...

 

 

Overview of the role and impact of Sikhism in Pakistan Sikhism in PakistanGurdwara Janam AsthanTotal population~50,0000.01% of Pakistan's total population (2010 survey)Regions with significant populationsHasan Abdal • Lahore • Nankana Sahib • Narowal Peshawar • Swat • Khyber • Karachi • Mithi LanguagesPunjabi • Urdu • Pashto • Sindhi • Hindi • Pakistani English Part of a series onSikhism People Topics Outline History ...

 

 

Badminton tournament The Odisha Masters, formerly known as Odisha Open (prior to 2023), is an annual badminton tournament held in India. The tournament is a part of the BWF World Tour tournaments and is leveled in BWF Tour Super 100.[1][2] The inaugural edition was held in 2022 at the Jawaharlal Nehru Indoor Stadium in Cuttack, Odisha.[3][4] Winners Year Men's singles Women's singles Men's doubles Women's doubles Mixed doubles 2022 Kiran George Unnati Hooda Nur...

Neighborhood map East Riverside-Oltorf is a neighborhood in Austin, Texas, located southeast of the city's urban core. The East Riverside, Parker Lane, and Pleasant Valley neighborhoods together form the East Riverside-Oltorf Combined Neighborhood Planning Area. The region is bounded on the north by Lake Lady Bird, to the east by Grove Boulevard and the Montopolis neighborhood, Texas State Highway 71 to the south, and Interstate 35 and South River City to the west. East Riverside Drive is a h...

 

 

Java-based GUI toolkit Example Swing widgets in Java Swing is a GUI widget toolkit for Java.[1] It is part of Oracle's Java Foundation Classes (JFC) – an API for providing a graphical user interface (GUI) for Java programs. Swing was developed to provide a more sophisticated set of GUI components than the earlier Abstract Window Toolkit (AWT). Swing provides a look and feel that emulates the look and feel of several platforms, and also supports a pluggable look and feel tha...

 

 

Dutch politician (1928–2016) His ExcellencyAar de GoedeAar de Goede in 1979Member of the SenateIn office3 June 1986 – 23 June 1987Parliamentary groupDemocrats 66Member of the European ParliamentIn office17 July 1979 – 24 July 1984Parliamentary groupNon-InscritsConstituencyNetherlandsState Secretary for FinanceIn office11 May 1973 – 19 December 1977Serving with Fons van der Stee (1973) Martin van Rooijen (1973–1977)Prime MinisterJoop den UylPreceded...

A wet meadow in the San Bernardino Mountains, California, United States. A wet meadow is a type of wetland with soils that are saturated for part or all of the growing season which prevents the growth of trees and brush. Debate exists whether a wet meadow is a type of marsh or a completely separate type of wetland.[1] Wet prairies and wet savannas are hydrologically similar. Hydrology and ecology Wet meadows may occur because of restricted drainage or the receipt of large amounts of w...

 

 

President of the Chamber of DeputiesPresidente da Câmara dos DeputadosLogo of the ChamberIncumbentArthur Lirasince 1 February 2021National Congress Style Mr. President, or simply President(informal) The Most Excellent Mr. President of the Chamber(formal) His Excellency(alternative formal, diplomatic) StatusPresiding officerMember ofNational Defense CouncilCouncil of the RepublicResidenceLago Sul, Brasília, Federal DistrictSeatNational Congress, Brasília, Federal DistrictAppointerChamb...

 

 

Sauf précision contraire, les dates de cet article sont sous-entendues « avant l'ère commune » (AEC), c'est-à-dire « avant Jésus-Christ ». Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (juin 2012). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les réf...

NGC 1798 L'amas ouvert NGC 1798 Données d’observation(Époque J2000.0) Constellation Cocher[1] Ascension droite (α) 05h 11m 39,3s[2] Déclinaison (δ) 47° 41′ 44″ Magnitude apparente (V) 10,0[3] Dimensions apparentes (V) 5,0′[3] Localisation dans la constellation : Cocher Astrométrie Distance environ 3 550 pc (∼11 600 al) [4] Caractéristiques physiques Type d'objet Amas ouvert Classe II2m[3] Galaxie hôte Voie lact�...

 

 

Cet article est une ébauche concernant une chanson, le Concours Eurovision de la chanson et le Royaume-Uni. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pour les articles homonymes, voir All. All Chanson de Patricia Bredin au Concours Eurovision de la chanson 1957 Sortie 1957 Durée 1:52 Langue Anglais Genre Musique britannique Auteur Alan Stranks Compositeur Reynell Wreford Chansons représentant le Ro...

 

 

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. جزء من سلسلة حولالقتل القتل العمد الاغتيال قتل الأطفال القتل الرضائي القتل المأجور القتل بسبب الشرف التضحية البشرية القتل الشهواني الإعدام بدون محاكمة القتل الجماعي القتل �...

Disproved conjecture Fig. 1. Block scheme of control system. G(s) – linear transfer function, f(e) – single-valued, continuous, differentiable function Kalman's conjecture or Kalman problem is a disproved conjecture on absolute stability of nonlinear control system with one scalar nonlinearity, which belongs to the sector of linear stability. Kalman's conjecture is a strengthening of Aizerman's conjecture and is a special case of Markus–Yamabe conjecture. This conjecture was proven fals...

 

 

One hundred years, from 1701 to 1800 For other uses, see 18th century (disambiguation). Millennium 2nd millennium Centuries 17th century 18th century 19th century Timelines 17th century 18th century 19th century State leaders 17th century 18th century 19th century Decades 1700s 1710s 1720s 1730s 1740s 1750s 1760s 1770s 1780s 1790s Categories: Births – Deaths Establishments – Disestablishments vte Political boundaries at the beginning of ye...