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此條目需要补充更多来源。 (2021年7月4日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：美国众议院 — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 美國眾議院 United States House of Representatives第118届美国国会众议院徽章 众议院旗帜…

American journalist (1928–2019) Sander VanocurVanocur in 2006BornAlexander Vinocur(1928-01-08)January 8, 1928Cleveland, Ohio, U.S.DiedSeptember 16, 2019(2019-09-16) (aged 91)Santa Barbara, California, U.S.Alma materNorthwestern UniversityOccupationBroadcast journalistSpouses Edith Pick ​ ​(m. 1956; died 1975)​ Virginia Backus Wood ​ ​(m. 1975)​ Children2 Sander Vanocur (/ˌvænˈoʊkər/; born Alexande…

Istana Kehakiman Putrajaya (tampak depan). Istana Kehakiman Putrajaya merupakan gedung yang terletak di Putrajaya. Gedung ini dijadikan tempat bagi Mahkamah Rayuan Malaysia dan Mahkamah Persekutuan Malaysia. Pemakaian Istana Kehakiman seiring dengan pemindahan dari Gedung Sultan Abdul Samad. Ini merupakan hasil dari pemindahan pusat pemerintahan Malaysia dari Kuala Lumpur ke Putrajaya. Pembangunan Istana Kehakiman diserahkan kepada perusahaan arsitektur bernama Qidea. Pembangunan Istana Kehakima…

American baseball player (1922-2007) This article is about the baseball player. For the actor/musician, see Art Fowler (actor). Baseball player Art FowlerPitcherBorn: (1922-07-03)July 3, 1922Converse, South Carolina, U.S.Died: January 29, 2007(2007-01-29) (aged 84)Spartanburg, South Carolina, U.S.Batted: RightThrew: RightMLB debutApril 17, 1954, for the Cincinnati RedsLast MLB appearanceMay 4, 1964, for the Los Angeles AngelsMLB statisticsWin–loss record54–…

{{{name}}} تعديل مصدري - تعديل   كنيسة القديسة حنة الكاثوليكية في بوخارا. الكنيسة الكاثوليكية النيباليَّة هي جزء من الكنيسة الكاثوليكية العالمية في ظل القيادة الروحية للبابا في روما؛ واعتباراً من عام 2011 ضمت البلاد أكثر من 10,000 كاثوليكي.[1] نشرت الكاثوليكية لأول مرة في نيبال …

English historian and civil servant For the British politician and Home Secretary, see Spencer Horatio Walpole. SirSpencer WalpoleKCB FBA10th Lieutenant Governor of the Isle of ManIn office1882–1893MonarchVictoriaPreceded byThe Lord LochSucceeded bySir West Ridgeway Personal detailsBornSpencer Walpole(1839-02-06)6 February 1839Died7 July 1907(1907-07-07) (aged 68)NationalityBritishSpouseMarion Jane MurrayChildrenOne son and one daughter Sir Spencer Walpole KCB, FBA (6 February 1839 &#…

American banjoist, actor and circus performer (1885–1951) Publicity photo for Bee Ho Gray – Champion Roper of the World, 1913–1915. Bee Ho Gray (born Emberry Cannon Gray on April 7, 1885, in Leon, Chickasaw Nation, Indian Territory – August 3, 1951, in Pueblo, Colorado) was a Western performer who spent 50 years displaying his skills in Wild West shows, vaudeville, circus, silent films, and radio. While he was primarily known as an expert at trick roping, he was also skilled with knife t…

British registered charity 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: Royal Air Forces Association – news · newspapers · books · scholar · JSTOR (July 2023) (Learn how and when to remove this message) Royal Air Forces AssociationFounded1943Registration no.Charity number 226686 (England & Wales), S…

Universidad Externado de ColombiaMottoPost tenebras spero lucemTypePrivateEstablished15 February 1886FounderNicolás Pinzón WarlostenRectorHernando Parra NietoStudents12,500AddressCalle 12 No. 1-17 Este., Bogotá, Colombia4°35′45″N 74°04′06″W / 4.595803°N 74.068360°W / 4.595803; -74.068360Websitehttp://www.uexternado.edu.co The Universidad Externado de Colombia (Externado University of Colombia) is a private university in Bogotá, Colombia. It has produced gr…

American Confederate war crime Great Hanging at GainesvilleIllustration from Frank Leslie's Illustrated Newspaper, 20 February 1864.LocationGainesville, TexasCoordinates33°37′49″N 97°8′25″W / 33.63028°N 97.14028°W / 33.63028; -97.14028DateOctober 1862Attack typeMass executionVictims41 suspected Unionists The Great Hanging at Gainesville was the execution by hanging of 41 suspected Unionists (men loyal to the United States) in Gainesville, Texas, in October 186…

Solar deity in Hinduism For other uses, see Surya (disambiguation). SuryaGod of the Sun[1]Ruler of the PlanetsMember of NavagrahaPainting of the god Surya, 19th centuryOther namesAditya, Surājā, Bhaskara, Bhanu, Divakara, Suryanarayana, Ravi, Kathiravan, Prabhakara, Vivasvan, SavitrAffiliationDeva, Adityas, NavagrahaAbodeSuryalokaPlanetSunMantra Gayatri Mantra Oṃ Adityayah Namo Namaḥ Oṃ Surya Devāya Namaḥ WeaponSuryastra, Astras, Wand, Trisula, Chakra, Gada and Conch ShellDayS…

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (أكتوبر 2019) أُنشئت لجنة فيجي لحقوق الإنسان بموجب مرسوم رئاسي عام 2009، خلفًا للكيان الذي يحمل نفس الاسم والذي أنشئ كهيئة قانونية مستقلة بموجب دستور عام 1997 لجمهورية جزر فيج…

الدول الملونة بالأزرق، تتبادل البعثات الديبلوماسية والفاتيكان. يدير وزير الخارجية في الكرسي الرسولي علاقات الفاتيكان مع دول العالم المختلفة، عن طريق السفارات والبعثات الديبلوماسية، ويبلغ عدد دول العالم التي تتبادل التمثيل الديبلوماسي والفاتيكان 183 دولة،[1][2] إضا�…

Area code serving central Oklahoma, United States Area codes 405 and 572 serve the central part of the U.S. state of Oklahoma. They cover Oklahoma City and most of its suburbs, including Edmond, El Reno, Norman, Stillwater, Shawnee, Chickasha, Tuttle, Moore, and Guthrie. The other three area codes serving Oklahoma are 918 and 539, which cover northeastern Oklahoma (including the city of Tulsa); and 580, which serves western and southern Oklahoma. Area code 405 was one of the original area codes …

Pour les articles homonymes, voir Gourgaud et Napoléon Gourgaud. Pour les autres membres de la famille, voir Famille Gourgaud. Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (août 2017). 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 références utiles à sa vérifiabilité et e…

Autoimmune diseaseقالب:SHORTDESC:Autoimmune disease Hashimoto's thyroiditis The غدة درقية of someone with Hashimoto's thyroiditis as seen with a microscope at low magnificationThe غدة درقية of someone with Hashimoto's thyroiditis as seen with a microscope at low magnification تسميات أخرى Chronic lymphocytic thyroiditis, autoimmune thyroiditis, struma lymphomatosa, Hashimoto's disease معلومات عامة الاختصاص علم الغدد الصم من أنواع…

Pour les articles homonymes, voir Air Force et RAF. Royal Air Force Drapeau de la RAF. Création 1er avril 1918[1] Pays Royaume-Uni Allégeance Monarque britanniqueMinistère de la Défense Branche Force aérienne Type Armée Effectif 31 000 Fait partie de British Armed Forces Couleurs Devise Per ardua ad astra(« À travers l'adversité jusqu'aux étoiles ») Marche Royal Air Force March Past Équipement 682 aéronefs [Quand ?] Commandant Air chief marshal Michael Wi…

Species of fish For the telecommunications company, see Brooktrout Technology. Brook trout Conservation status Secure  (NatureServe)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Actinopterygii Order: Salmoniformes Family: Salmonidae Genus: Salvelinus Subgenus: Baione Species: S. fontinalis Binomial name Salvelinus fontinalis(Mitchill, 1814)  Subspecies †S. f. agassizii (Garman, 1885) S. f. timagamiensis Henn & Rinckenbach, …

Perbentengan Vauban kelompokgroup of structures or buildings (en) TempatNegaraPrancis GeografiLuas wilayah1.153,16 ha [convert: unit tak dikenal] Perbentengan Vauban adalah Situs Warisan Dunia UNESCO yang terdiri dari 12 bangunan benteng di sepanjang perbatasan Prancis. Benteng-benteng ini dirancang oleh Vauban (1633–1707) dan diakui sebagai Situs Warisan Dunia pada tahun 2008.[butuh rujukan] Daftar situs Lokasi situs Arras, Pas-de-Calais: Benteng Vauban Besançon, Doubs: benteng,…

Not to be confused with Euler number or Euler's number. Polynomial sequence In combinatorics, the Eulerian number A ( n , k ) {\textstyle A(n,k)} is the number of permutations of the numbers 1 to n {\textstyle n} in which exactly k {\textstyle k} elements are greater than the previous element (permutations with k {\textstyle k} ascents). Leonhard Euler investigated them and associated polynomials in his 1755 book Institutiones calculi differentialis. The polynomials presently known as Eulerian p…