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This article is about the residence hall association of the University of Florida. For other similar organizations, see Residence hall association. Inter-Residence Hall AssociationLogo as of 2023AbbreviationIRHAPredecessorInter-Hall CouncilFormation1978; 45 years ago (1978)TypeResidence hall associationHeadquartersRawlings Hall, Gainesville, FloridaPresidentKara SammetingerVice PresidentRemy RonkinAffiliationsUniversity of Florida Department of Housing and Residence LifeWebs...
画像提供依頼:コロナ流行前の営業当時の外観と構内の画像提供をお願いします。(2021年8月) 武漢華南海鮮卸売市場 武漢華南海鮮卸売市場空撮。左手に見えるのが正面玄関。消毒チームが付近の消毒を行っている(2020年3月4日)所在地 中国湖北省武漢市江漢区漢口発展大道207号座標: 北緯30度37分11秒 東経114度15分27秒 / 北緯30.61971度 東経114.25740度 / 30...
You can help expand this article with text translated from the corresponding article in Chinese. (August 2019) Click [show] for important translation instructions. View a machine-translated version of the Chinese article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikip...
American college football season 2001 Kansas State Wildcats footballInsight.com Bowl, L 3–25 vs. SyracuseConferenceBig 12 ConferenceDivisionNorthRecord6–6 (3–5 Big 12)Head coachBill Snyder (13th season)Offensive coordinatorRon Hudson (5th season)Defensive coordinatorPhil Bennett (3rd season)Home stadiumKSU Stadium(Capacity: 50,300)Seasons← 20002002 → 2001 Big 12 Conference football standings vte Conf Overall Team W L ...
Rudolf Moos (* 25. November 1866 in Buchau, Königreich Württemberg; † 9. Oktober 1951 in Birmingham) war ein deutscher Unternehmer. Er entwickelte die Marken „Salamander“, „Puma“ und „Fasan“. Inhaltsverzeichnis 1 Werdegang 1.1 Marke Salamander 1.2 Marke Puma 1.3 Marke Fasan 2 Literatur 3 Weblinks 4 Einzelnachweise Werdegang Salamander Kornwestheim, 2010 Rudolf Moos wurde als zweiter Sohn des Lederwarenhändlers Heinrich Moos (1834–1891) und dessen Ehefrau Karoline Moos, gebo...
طيران الهند إكسبريس الرحلة 1344 ملخص الحادث التاريخ 7 أغسطس 2020[1] البلد الهند الموقع مطار كاليكوت إحداثيات 11°07′59″N 75°58′14″E / 11.133055555556°N 75.970555555556°E / 11.133055555556; 75.970555555556 الوفيات 18 الناجون 172 [2] نوع الطائرة الأولى بوينغ 737 الجيل القادم ا...
Собор Вознесіння Пресвятої Діви Марії 45°01′32″ пн. ш. 14°34′33″ сх. д. / 45.02582000002777818° пн. ш. 14.57590000002777941° сх. д. / 45.02582000002777818; 14.57590000002777941Координати: 45°01′32″ пн. ш. 14°34′33″ сх. д. / 45.02582000002777818° пн. ш. 14.57590000002777941° сх. д.þ...
Parliamentary constituency in the United Kingdom, 1885-1918 & 1983 onwards Not to be confused with Central Norfolk (UK Parliament constituency). Mid NorfolkCounty constituencyfor the House of CommonsBoundary of Mid Norfolk in Norfolk for the 2010 general electionLocation of Norfolk within EnglandCountyNorfolkElectorate75,080 (December 2010)[1]Major settlementsDereham and WymondhamCurrent constituencyCreated1983Member of ParliamentGeorge Freeman (Conservative)SeatsOneCreated fr...
Ecological corridor in Brazil Central Atlantic Forest Ecological CorridorCorredor Central da Mata AtlânticaRio Preto National ForestCoordinates16°46′08″S 39°12′20″W / 16.768764°S 39.205427°W / -16.768764; -39.205427DesignationEcological corridorCreatedMarch 2002AdministratorFederal Ministry of the Environment The Central Atlantic Forest Ecological Corridor (Portuguese: Corredor Central da Mata Atlântica is an ecological corridor in the states of Espírito...
Historic district in Ohio, United States 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: Eastwood Historic District – news · newspapers · books · scholar · JSTOR (October 2013) (Learn how and when to remove this template message) United States historic placeEastwood Historic DistrictU.S. National Register of...
Board game Lords of WaterdeepDesignersPeter LeeRodney ThompsonIllustratorsEric BelisleSteven BelledinZoltan BorosNoah BradleyEric DeschampsWayne EnglandTony FotiTodd HarrisRalph HorsleyTyler JacobsonRon LemenHoward LyonWarren MahyPatrick McEvoyJim NelsonWilliam O'ConnorAdam PaquetteLucio ParrilloDave RapozaRichard SardinhaMike SchleyAndrew SilverAnne StokesGábor SzikszaiMatias TapiaKevin WalkerTyler WalpoleEva WidermannEricWilliams (I)Matt Wilson (I)Sam WoodBen WoottenJames ZhangPublishersWi...
LS V.League 1 - 2020Mùa giải2020Thời gian6 tháng 3 – 8 tháng 11 năm 2020Vô địchViettel (lần thứ 6)Xuống hạngQuảng NamAFC Champions LeagueViettelCúp AFCHà Nội (vô địch Cúp quốc gia)Sài GònSố trận đấu134Số bàn thắng346 (2,58 bàn mỗi trận)Vua phá lưới12 bànPedro Paulo (Sài Gòn)Rimario Allando Gordon (Hà Nội)Chiến thắng sânnhà đậm nhấtCách biệt 5 bànBecamex Bình Dương 5–0 Hải Phòng(11/06/2020)SHB Đà...
Chen XiTraditional Chinese陳豨Simplified Chinese陈豨TranscriptionsStandard MandarinHanyu PinyinChén XīWade–GilesCh‘ên Hsi In this Chinese name, the family name is Chen. Chen Xi (died November or December 196 BC[1]) was a Chinese rebel leader against the first Han emperor Liu Bang (posthumously the Emperor Gaozu or High Ancestor). Life The approximate borders of the Han Empire in 195 BC, the year after Chen Xi's rebellion was quelled. The vassal or princely st...
Postal History of Estwani A 1937 stamp of Swaziland. This is a survey of the postage stamps and postal history of Eswatini, formerly Swaziland. The first stamps of Swaziland were overprinted stamps of South African Republic (Transvaal) issued 18 October 1889.[1][2] Swaziland became a protectorate of the South African Republic in 1894 and the stamps of the South African Republic were used. In 1902, Swaziland became a British protectorate following the Second Boer War and the st...
The Joule expansion, in which a volume Vi = V0 is expanded to a volume Vf = 2V0 in a thermally isolated chamber. A free expansion of a gas can be achieved by moving the piston out faster than the fastest molecules in the gas. This free expansion is irreversible but can be quasi-static for each chamber: quasi-equilibrium is retained for each part but not for the whole system The Joule expansion (also called free expansion) is an irreversible process in thermodynamics in which a volume of gas i...
1971 book by B.F. Skinner Not to be confused with Beyond Good and Evil. Beyond Freedom and Dignity (1971) spent eighteen weeks on the New York Times Best-Seller list. Beyond Freedom and Dignity is a 1971 book by American psychologist B. F. Skinner. Skinner argues that entrenched belief in free will and the moral autonomy of the individual (which Skinner referred to as dignity) hinders the prospect of using scientific methods to modify behavior for the purpose of building a happier and better-...
1998 United States House of Representatives election in Montana ← 1996 November 3, 1998 2000 → Nominee Rick Hill Dusty Deschamps Party Republican Democratic Popular vote 175,748 147,073 Percentage 53.0% 44.4% County resultsHill: 40–50% 50–60% 60–70% 70–80% 80–90%Deschamps: ...
Grand Prix Sepeda Motor F.I.M. musim 2021 Sebelum: 2020 Sesudah: 2022 Moto2 musim 2021Moto3 musim 2021MotoE musim 2021Juara DuniaPembalap: Fabio Quartararo (Yamaha)Pabrikan: DucatiTim: Ducati Lenovo TeamRookie: Jorge Martín (Ducati) Fabio Quartararo (foto tahun 2015) adalah Juara Dunia Pembalap MotoGP 2021. Francesco Bagnaia menjadi runner-up pada tahun pertamanya bersama Ducati Lenovo Team. Joan Mir, juara bertahan, finis ketiga. Valentino Rossi pensiun pada akhir musim setelah berkarir se...
Australian cricketer Thomas WrayPersonal informationFull nameThomas Fawcett WrayBorn1827Cleasby, Yorkshire, EnglandDied6 September 1877 (aged 49–50)Melbourne, AustraliaBattingRight-handedDomestic team information YearsTeam1857/58–1859/60Victoria First-class debut11 January 1858 Victoria v New South WalesLast First-class2 February 1860 Victoria v New South WalesCareer statistics Competition FC Matches 3 Runs scored 58 Batting average 11.60 100s/50s 0/0 Top...
Theretra tibetiana Clasificación científicaReinu: AnimaliaFilu: ArthropodaClas: InsectaOrde: LepidopteraFamilia: SphingidaeXéneru: TheretraEspecie: T. tibetianaVaglia & Haxaire, 2010[1]Consultes[editar datos en Wikidata] Theretra tibetiana ye una poliya de la familia Sphingidae. Vuela del sur al este d'Asia. China, (Xizang/Tíbet). Taiwán, Xapón, (Ryukyu Archipelago), Corea.[2] Referencies ↑ «CATE Creating a Taxonomic eScience - Sphingidae». Cate-sp...