2013年巴基斯坦大選
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Republik Sosialis Soviet PegununganГорская Автономная Советская Социалистическая Республикаcode: ru is deprecated (Rusia)1921–1924 BenderaKaukasus Soviet 1922Ibu kotaVladikavkazPemerintahanRepublik Sosialis SovietEra SejarahPeriode antarperang• Penyatuan ke RSFS Rusia 20 Januari 1921• Aneksasi 7 Juli 1924 Didahului oleh Digantikan oleh Republik Kaukasus Utara Bergunung Emirat Kaukasus Utara Oblast Otono...
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1963 murder of the 35th U.S. President Kennedy assassination redirects here. For the assassination of John's brother Robert, see Assassination of Robert F. Kennedy. November 22, 1963 redirects here. For the date, see November 22, 1963 (Friday). Assassination of John F. KennedyPresident John F. Kennedy, his wife Jacqueline, Texas governor John Connally, and Connally's wife Nellie in the presidential limousine minutes before the assassination in DallasLocationDealey Plaza in Dallas, Texas, U.S....
Northwest Formosan language of Taiwan KulonNative toTaiwanExtinct(date missing)Language familyAustronesian Northwest FormosanKulonLanguage codesISO 639-3uonGlottologkulo1238(pink, northwest) Saisiyat, Pazeh and Kulon. Some Chinese-language sources designate the white area in the northwest as a Kulon area, as opposed to the small pink circle on this map.[1]This article contains IPA phonetic symbols. Without proper rendering support, you may see question marks, boxes, or other sym...
René DupréeRené Duprée nel 2009NomeRené Emile Goguen Nazionalità Canada Luogo nascitaMoncton, New Brunswick[1]15 dicembre 1983 (40 anni) Ring nameGedonGeddonRené Bonaparte[1]René E. DupréeRené Duprée[1]René Rougeau[1]Gedòn[1] Residenza dichiarataParigi, Francia[2] Altezza dichiarata191[2] cm Peso dichiarato113[2] kg AllenatoreEmile Duprée[1] Debutto1996 FederazionePro Wrestling Noah sito ufficiale ...
List of events ← 1810 1809 1808 1811 in the United States → 1812 1813 1814 Decades: 1790s 1800s 1810s 1820s 1830s See also: History of the United States (1789–1849) Timeline of United States history (1790–1819) List of years in the United States 1811 in the United States1811 in U.S. states States Connecticut Delaware Georgia Kentucky Maryland Massachusetts New Hampshire New Jersey New York North Carolina Ohio Pennsylvania Rhode Island South Carolina Tennessee Vermont Virginia ...
Pro RomaCalcio Segni distintivi Uniformi di gara Casa Trasferta Colori sociali Bianco Dati societari Città Roma Nazione Italia Confederazione FIFA Federazione FIGC Fondazione 1911 Scioglimento1926 Stadio Campo Lungotevere Flaminio(. posti) Palmarès Si invita a seguire il modello di voce La Società Sportiva Pro Roma è stata una società polisportiva di Roma fondata il 28 agosto 1911 dalle ceneri del Club Sportivo Ardor. La sezione più titolata della società fu sicuramente quella calcist...
Election Not to be confused with 2020 United States Senate election in Idaho. 2020 Idaho Senate election ← 2018 November 3, 2020 (2020-11-03) 2022 → All 35 seats in the Idaho Senate18 seats needed for a majority Majority party Minority party Leader Chuck Winder Michelle Stennett Party Republican Democratic Leader's seat 20th District 26th district Seats before 28 7 Seats after 28 7 Seat change Popular vote 284,487 159...
Historical process in Eastern Europe 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: Christianization of Kievan Rus' – news · newspapers · books · scholar · JSTOR (January 2023) (Learn how and when to remove this template message) The Baptism of Rus' (Klavdiy Lebedev c. 1900) The Christianization of Kiev...
RNA molecule Small nucleolar RNA SNORD79Predicted secondary structure and sequence conservation of SNORD79IdentifiersSymbolSNORD79Alt. SymbolsU79RfamRF00152Other dataRNA typeGene; snRNA; snoRNA; C/D-boxDomain(s)EukaryotaGOGO:0006396 GO:0005730SOSO:0000593PDB structuresPDBe In molecular biology, snoRNA U79 (also known as SNORD79 or Z22) is a non-coding RNA (ncRNA) molecule which functions in the modification of other small nuclear RNAs (snRNAs). This type of modifying RNA is usually located in...
إثمد → قصدير ← إنديوم Ge↑Sn↓Pb 50Sn المظهر رمادي (الصورة إلى اليمين: النمط ألفا)، أو أبيض فضي (الصورة إلى اليسار: النمط بيتا) الخواص العامة الاسم، العدد، الرمز قصدير، 50، Sn تصنيف العنصر فلز بعد انتقالي المجموعة، الدورة، المستوى الفرعي 14، 5، p الكتلة الذرية 118.710 غ·مول−1 توزيع إ�...
2016年美國總統選舉 ← 2012 2016年11月8日 2020 → 538個選舉人團席位獲勝需270票民意調查投票率55.7%[1][2] ▲ 0.8 % 获提名人 唐納·川普 希拉莉·克林頓 政党 共和黨 民主党 家鄉州 紐約州 紐約州 竞选搭档 迈克·彭斯 蒂姆·凱恩 选举人票 304[3][4][註 1] 227[5] 胜出州/省 30 + 緬-2 20 + DC 民選得票 62,984,828[6] 65,853,514[6]...
Naviforme A naviforme (initially, navetiforme) was a prehistoric boat-shaped house built on the Balearic Islands of Spain. The hut-like buildings date to the Early Bronze Age or the Pretalayotic Period (ca. 2500–1200 B.C.). The building was generally large and had strong walls. It had dual functions for productive activities and living spaces.[1] Examples of Naviformes are found in various villages but good examples have been excavated at Boquer, Sa Vall, and Son Mercer de Baix.[...
Allah Loves EqualityLogo della campagna Allah Loves Equality.Titolo originaleAllah Loves Equality Lingua originale inglese urdu italiano Paese di produzionePakistan, Italia Anno2019 Durata90 min Generedocumentario RegiaWajahat Abbas Kazmi SceneggiaturaFaisal Zia ProduttoreWajahat Abbas Kazmi, Elena De Piccoli, Michele Benini, Pier Cesare Notaro Allah Loves Equality è un film documentario del 2019 diretto da Wajahat Abbas Kazmi. Pellicola indipendente incentrata sulla comunità LGBTQ paki...
Felix LeiterTokoh James BondJeffrey Wright sebagai pemeran Felix Leiter dari 2006–2021.PenampilanperdanaCasino Royale (1953)PenampilanterakhirNo Time to Die (2021)PenciptaIan FlemingPemeranMichael Pate (sebagai Clarence Leiter) (1954)Jack Lord (1962)Cec Linder (1964)Rik Van Nutter (1965)Norman Burton (1971)David Hedison (1973 dan 1989) Bernie Casey (1983)John Terry (1987)Jeffrey Wright (2006, 2008 dan 2021)InformasiJenis kelaminLaki-lakiPekerjaanOperatif CIAAgen DEADetektif swastaPasanganDe...
1773 American protest against British taxation For other uses, see Boston Tea Party (disambiguation). Boston Tea PartyPart of the American RevolutionBoston Tea Party, engraving in W. D. Cooper's The History of North America, London: E. Newberry, 1789[1]DateDecember 16, 1773; 250 years ago (1773-12-16)LocationBoston, Province of Massachusetts Bay, British America42°21′13″N 71°03′09″W / 42.3536°N 71.0524°W / 42.3536; -71.0524...
This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Keifuku Cable Line – news · newspapers · books · scholar · JSTOR (May 2015) (Learn how and when to remove this message) Eizan Cable funicular vteKeifukuElectric Railroad Legend Eizan Cable km min Eiden Eizan Main Line Yase-Hieizanguchi 0.0 Cable Car Yase 0 1.3 Cable Car Hiei 9 R...
Buddhist community in California, U.S. City of Ten Thousand Buddhas萬佛聖城The mountain gate to the cityReligionAffiliationChan BuddhismOwnershipDharma Realm Buddhist AssociationLocationLocation4951 Bodhi WayMunicipalityUkiahStateCaliforniaCountryUnited StatesLocation in Northern CaliforniaGeographic coordinates39°08′02″N 123°09′36″W / 39.134°N 123.160°W / 39.134; -123.160 (City of 10,000 Buddhas)ArchitectureStyleKirkbride PlanFounderHsuan HuaDa...
Buddhist festival celebrated in Ladakh, India Dosmoche/ DosmochheyCham dance during Dosmoche festival 2018 in Leh PalaceObserved byBuddhistsTypeReligious festivalNew yearCommemorationSignificancebeing celebrated for peace and prosperity in the coming Ladakhi new yearBeginsFebruaryEndsFebruaryDate28th and 29th day of the 12th month of the Tibetan lunar calendar every yearFrequencyAnnual Part of a series onTibetan Buddhism Schools Nyingma Kadam Sakya Bodong Kagyu Jonang Gelug Rimé Key per...
Theorem about admissible crystal symmetries This article is missing information about a succinct statement of the theorem. Please expand the article to include this information. Further details may exist on the talk page. (December 2018) The crystallographic restriction theorem in its basic form was based on the observation that the rotational symmetries of a crystal are usually limited to 2-fold, 3-fold, 4-fold, and 6-fold. However, quasicrystals can occur with other diffraction pattern symm...