Henry Baines Lott
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mir-221Conserved secondary structure of mir-221IdentifiersSymbolmir-221RfamRF00651 miRBase familyMIPF0000051HGNC31601OMIM300568Other dataRNA typemicroRNADomain(s)Eukaryota; Vertebrata;PDB structuresPDBe In molecular biology, mir-221 microRNA (and its paralogue, mir-222) is a short RNA molecule. MicroRNAs function to regulate the expression levels of other genes by several mechanisms. mir-221 is an oncogenic microRNA.[1] It targets CD117, which then prevents cell migration and prolifer...
German prince and military general (1837–1906) For other individuals with the same name, see Albert of Hohenzollern. Prince Albert of PrussiaPrince Albert in 1883Born(1837-05-08)8 May 1837Berlin, PrussiaDied13 September 1906(1906-09-13) (aged 69)KamenzBurialKamenzSpouse Princess Marie of Saxe-Altenburg (m. 1873; died 1898)Issue Prince Friedrich Heinrich Prince Joachim Prince Friedrich Wilhelm NamesFriedrich Wilhelm Nikolaus AlbrechtHo...
Intento de golpe de Estado en Marruecos de 1971 محاولة انقلاب الصخيرات Parte de Años de plomo Tropas leales al rey Hasan II defienden el cuartel general de la SNRT durante el intento de golpe de Estado de Skhirat en 1971.Contexto del acontecimientoTambién conocido como Intento de golpe de SkhiratFecha 10 de julio de 1971Sitio Marruecos MarruecosImpulsores miembros de Fuerzas Armadas de MarruecosMotivos Años de plomo, corrupción , malestar en el Ejército Marroquí...
خدمات البترول الجوية إياتاPS إيكاوVPS رمز النداءPAS [1] تاريخ الإنشاء 1982 الجنسية مصر المطارات الرئيسية ميناء القاهرة الجوي حجم الأسطول 7 + 34 مروحية المقرات الرئيسية القاهرة، مصر شخصيات رئيسية يحي حسين (الرئيس) موقع ويب www.pas.com.eg تعديل مصدري - تعديل خدمات البترول الجو
Координати: 60°09′47″ пн. ш. 024°54′52″ сх. д. / 60.16306° пн. ш. 24.91444° сх. д. / 60.16306; 24.91444 У Вікіпедії є статті про інші значення цього терміна: Руохолахті. Руохолахті Гельсінський метрополітен Загальні даніТип лондонського типуКількість 1Тип острівн
السحب الزائد هو عملية استخراج المياه الجوفية بما يتجاوز التصريف المتوازن لطبقات المياه الجوفية. هناك نوعان من التصريف: التصريف المأمون والتصريف المستدام. التصريف المأمون هو كمية المياه الجوفية الممكن سحبها من الأرض دون أي نتائج غير مرغوبة. أما التصريف المستدام، فهو استخر...
NaiadHình mô phông cảnh vệ tinh Naiad đang trên quỹ đạo của nó quanh Sao Hải Vương.Khám pháKhám phá bởiVoyager Imaging TeamNgày phát hiệntháng 9 năm 1989Đặc trưng quỹ đạo[1]Kỷ nguyên 28 tháng 8 năm 1989Bán trục lớn48 227 ± 1 kmĐộ lệch tâm0.0004 ± 0.0003Chu kỳ quỹ đạo0.2943958 ± 0.0000002 dĐộ nghiêng quỹ đạo4.75 ± 0.03° (so với xích đạo của Sao Hải Vương)4.75° (to local Laplace plane)Vệ tinh c...
1538 battle of the Third Ottoman–Venetian War For the battle of the Italo-Turkish War, see Battle of Preveza (1911). Battle of PrevezaPart of the Third Ottoman–Venetian WarBattle of Preveza, Ohannes Umed BehzadDate28 September 1538Locationnear Preveza, Ionian SeaResult Ottoman victoryBelligerents Ottoman Empire Holy League: Venice Papal States Genoa Spain Mantua Malta Commanders and leaders Hayreddin Pasha Sinan Reis Dragut Seydi Ali Reis Andrea Doria Vincenzo Cappello M...
Marching band of the University of Alabama Million Dollar BandSchoolUniversity of AlabamaLocationTuscaloosa, AlabamaConferenceSECFounded1912 (1912)DirectorKenneth OzzelloMembers407Practice fieldButler FieldFight songYea AlabamaWebsitebands.ua.edu/mdb-2/ Million Dollar Band uniform, front and back. There is a gray pants/black shoes variant. The Million Dollar Band (sometimes shortened to MDB) is the official marching band of the University of Alabama. Founded in 1912, the Million Dollar B...
Symphonic poem by Antonín Dvořák This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (June 2017) (Learn how and when to remove this template message) This article relies largely or entirely on a single source....
No debe confundirse con Región de Mongolia. El mapa muestra las ciudades más grandes y los países vecinos a Mongolia. Mapa topográfico de Mongolia, con los principales accidentes geográficos. Se observan las tres principales cordilleras el país, en la mitad oeste: el macizo de Altái; la cordillera de Jangái en el centro; y los montes Jenti en el nordeste. Los lagos también se concentran en la zona occidental, mientras que la meseta se extiende por la oriental y los ríos principales ...
International borderThis article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (November 2022) View from the Debre Damo monastery in the Tigray Region of Ethiopia. The international border with Eritrea passes along the mountain. The Eritrea–Ethiopia border encompasses a roughly 1,033 km (641.9 mi) boundary between the two states. The former borders the Afar and Tigray regions of Ethiopia, while the latter borders ...
1967 filmManeater of HydraSpanish film posterDirected byMel WellesProduced byGeorge FerrerStarringCameron MitchellKai FischerElisa MontésGeorge MartinRelease date 1967 (1967) Running time88 minutesLanguagesItalian, dubbed into English Maneater of Hydra is a Spanish–German co-production released in 1967 directed by American expatriate Mel Welles. The alternate titles include La isla de la muerte, Island of the Doomed and The Blood Suckers (U.K. title). The horror film is set on a remot...
Japanese paper money This article is about Japanese banknotes issued by the Bank of Japan. For older government issued notes, see Meiji Tsuho. A series D 1000 yen note, featuring the portrait of Natsume Sōseki. It has been replaced by the series E 1000 yen note since November 1, 2004. Banknotes of the Japanese yen are the banknotes of Japan, denominated in Japanese yen (¥). These are all released by a centralized bank which was established in 1882, known as the Bank of Japan. The first note...
IHI Corporation株式会社IHI Тип Публичная компания (TYO: 7013) Листинг на бирже Розовые листы: IHICY[1] и TYO: 7013 Основание 1853 Прежние названия Ishikawajima Heavy Industries Co., Ltd. Расположение Токио, Япония Ключевые фигуры Кадзуаки Кама — президент и исполнительный директор Отрасль Производство ...
Italian footballer & coach (b.1980) Matteo Contini Personal informationDate of birth (1980-04-16) 16 April 1980 (age 43)Place of birth Gemonio, ItalyHeight 1.82 m (6 ft 0 in)Position(s) Centre backYouth career MilanSenior career*Years Team Apps (Gls)1999–2001 Milan 0 (0)1999–2000 → Livorno (loan) 15 (0)2000–2001 → SPAL (loan) 17 (0)2001–2002 Monza 25 (0)2002–2003 L'Aquila 33 (2)2003–2004 Milan 0 (0)2003–2004 → Avellino (loan) 39 (1)2004–2007 Parma...
Largest city in Vermont, U.S. City in Vermont, United StatesBurlingtonCityCity of BurlingtonChurch Street Marketplace FlagSealNicknames: BTV, The Queen City[1][2]Location within Chittenden CountyShow BurlingtonShow VermontShow the United StatesCoordinates: 44°28′33″N 73°12′43″W / 44.47583°N 73.21194°W / 44.47583; -73.21194[3]CountryUnited StatesU.S. stateVermontCountyChittendenRegionNew EnglandSettled1783Organized (town)1785Inco...
South Korean politician In this Korean name, the family name is Noh.Noh Woong-rae노웅래Member of the National AssemblyIncumbentAssumed office 30 May 2020ConstituencyMapo AIn office30 May 2016 – 29 May 2020ConstituencyMapo AIn office30 May 2012 – 29 May 2016Preceded byKang Seung-gyuConstituencyMapo AIn office30 May 2004 – 29 May 2008Preceded byConstituency establishedConstituencyMapo A Personal detailsBorn (1957-08-03) 3 August 1957 (age 66)Singongd...
American professional wrestler ToriTori in May 2011Birth nameTerri PochBorn (1964-08-20) August 20, 1964 (age 59)[1]Portland, Oregon, U.S.[2]Professional wrestling careerRing name(s)Taylor MadeTerri PowerToriThe Black NinjaBilled height5 ft 11 in (180 cm)[2]Billed weight140 lb (64 kg)Billed fromPortland, OregonTrained byBrad Rheingans[3]Roddy Piper[4]Debut1988Retired2001 Terri Poch (born August 20, 1964) is an American form...
El comportamiento de las hormigas fue fuente de inspiración de una técnica de optimización basada en metaheurísticas. En ciencias de la computación y en investigación operativa, el algoritmo de la colonia de hormigas, algoritmo hormiga u optimización por colonia de hormigas (Ant Colony Optimization, ACO) es una técnica probabilística para solucionar problemas computacionales que pueden reducirse a buscar los mejores caminos o rutas en grafos. Este algoritmo es un miembro de la famili...
Strategi Solo vs Squad di Free Fire: Cara Menang Mudah!