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Attilio Lombardo Informasi pribadiTanggal lahir 6 Januari 1966 (umur 58)Tempat lahir Santa Maria la Fossa, ItaliaTinggi 1,77 m (5 ft 9+1⁄2 in)Posisi bermain gelandang/sisi kananKarier senior*Tahun Tim Tampil (Gol)1983–1985 Pergocrema 38 (9)1985–1989 Cremonese 141 (17)1989–1995 Sampdoria 201 (34)1995–1997 Juventus 35 (2)1997–1999 Crystal Palace 43 (8)1999–2001 Lazio 33 (2)2001–2002 Sampdoria 34 (4)Tim nasional‡1990–1997 Italia 19 (3)Kepelatihan1998 ...

American politician Abram ComingoMember of the U.S. House of Representativesfrom MissouriIn officeMarch 4, 1871 – March 3, 1875Preceded byRobert T. Van HornSucceeded byBenjamin Joseph FranklinConstituency6th district (1871–1873)8th district (1873–1875) Personal detailsBorn(1820-01-09)January 9, 1820Mercer County, Kentucky, U.S.DiedNovember 10, 1889(1889-11-10) (aged 69)Resting placeElmwood Cemetery, Kansas City, MissouriPolitical partyDemocratic Abram Comingo (...

1975–1990 socialist state in West Africa People's Republic of BeninRépublique populaire du Bénin (French)1975–1990 Flag Coat of arms Motto: Fraternité, Justice, Travail (French)Fraternity, Justice, LabourAnthem: L'Aube nouvelle (French)The Dawn of a New DayCapitalPorto-NovoCommon languagesFrench, Yoruba, FonGovernmentUnitary Marxist–Leninist one-party socialist statePresident • 1975–1990 Mathieu Kérékou LegislatureRevolutionary National A...

Fashion Show Las VegasFashion Show Mall dilihat dari the Strip dengan The Cloud di tengahLokasiLas Vegas, NevadaAlamat3200 Las Vegas Boulevard SouthLas Vegas, NevadaTanggal dibuka1981PengembangRousePemilikGeneral Growth Properties Inc.Jumlah toko dan jasa200+Jumlah toko induk7Total luas pertokoan1,888,151 sq ft (175,415.0 m2) Fashion Show Las Vegas terletak di 3200 Las Vegas Boulevard South di Las Vegas Strip di Paradise, Nevada. Fashion Show Mall dimiliki oleh General Growth Properties Inc. ...

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Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

French subscription video streaming service SaltoType of businessJoint ventureType of siteOTT video streaming platformAvailable inFrenchDissolvedMarch 27, 2023; 13 months ago (March 27, 2023)HeadquartersBoulogne-Billancourt, Île-de-France, FranceCountry of originFranceArea servedFranceOwner France Télévisions (33%) TF1 Group (33%) Groupe M6 (33%) URLsalto.fr at the Wayback Machine (archived January 28, 2023)RegistrationRequiredUsers 800 000 (as of January 18...

Part of a series on theCulture of Argentina Society Argentines Ethnicity History Humor Language Immigration Holidays Religion Viveza criolla Women Topics Art Architecture Cinema Cuisine Literature Comics Media Radio Television Newspapers Monuments Music Painting Sport Symbols Flag Coat of arms Cockade Motto Anthem Sun of May World Heritage Sites  Argentina portalvte Pato is the national sport in Argentina. The practice of sports in Argentina is varied due to the population's diverse...

Place in Upper Carniola, SloveniaZapužeZapužeLocation in SloveniaCoordinates: 46°5′8.62″N 14°28′23.03″E / 46.0857278°N 14.4730639°E / 46.0857278; 14.4730639Country SloveniaTraditional regionUpper CarniolaStatistical regionCentral SloveniaMunicipalityLjubljanaElevation[1]312 m (1,024 ft) Zapuže (pronounced [ˈzaːpuʒɛ]; in older sources also Zapuše,[2] German: Sapusche[2]) is a former settlement in central Slov...

Taiwan Open 2018 Sport Tennis Data 29 gennaio – 4 febbraio Edizione 3ª Categoria International Superficie Cemento indoor Montepremi 250 000$ Impianto Heping Basketball Gymnasium Campioni Singolare Tímea Babos Doppio Duan Yingying / Wang Yafan 2017 Il Taiwan Open 2018 è stato un torneo di tennis giocato sui campi in cemento indoor. È stata la 3ª edizione del Taiwan Open, che fa parte della categoria International nell'ambito del WTA Tour 2018. Si è giocato all'Heping Basketball G...

First-level administrative division of Russia Oblast in Central, RussiaLipetsk OblastOblastЛипецкая область FlagCoat of armsCoordinates: 52°42′N 39°09′E / 52.700°N 39.150°E / 52.700; 39.150CountryRussiaFederal districtCentral[1]Economic regionCentral Black Earth[2]Administrative centerLipetsk[3]Government • BodyOblast Council of Deputies[4] • Head[6]Igor Artamonov[5]Area[...

Television channel Factoría de FicciónCountrySpainBroadcast areaSpainAndorraProgrammingLanguage(s)SpanishOwnershipOwnerGlobomedia, Grupo Antena 3, Gestevisión TelecincoSister channelsAntena 3, La Sexta, Neox, Nova, Telehit, Telecinco, Telecinco Estrellas, Telecinco SportHistoryLaunchedMay 19, 2000 (2000-05-19)ClosedJuly 1, 2007 (2007-07-01)LinksWebsitefactoriadeficcion.com Factoría de Ficción (lit. 'Factory of Fiction') was a Spanish specialty televis...

Solid-state driveSebuah drive solid-state Serial ATA 2,5 inciPenggunaan dari memori kilatDiperkenalkan oleh:SanDiskTanggal diperkenalkan:1991; 33 tahun lalu (1991)Kapasitas:20 MB (Faktor bentuk 2,5 in)Konsep asliOleh:Storage Technology CorporationDiakui:1978; 46 tahun lalu (1978)Daya tampung:45 MBPada 2019, daya tampung tersedia hingga 60 - 100TBlbs Sebuah SSD mSATA dengan penutup eksternal SSD 512GB Samsung 960 PRO NVMe M.2 Solid-state drive (SSD) atau pemacu wujud padat adalah per...

1986 U.S. Navy freedom-of-navigation operation in waters claimed by Libya Action in the Gulf of Sidra (1986)Part of the Cold WarA VMFA-314 F/A-18A lands on USS Coral SeaDate24 March 1986LocationGulf of Sidra, Mediterranean SeaResult American victoryBelligerents  United States  LibyaCommanders and leaders Ronald Reagan Muammar GaddafiStrength 30 warships 225 aircraft 2 missile corvettes 3 patrol boats Casualties and losses none 72 killed 6 Soviet technicians wounded[1] 1 corv...

Proof in set theory An illustration of Cantor's diagonal argument (in base 2) for the existence of uncountable sets. The sequence at the bottom cannot occur anywhere in the enumeration of sequences above. An infinite set may have the same cardinality as a proper subset of itself, as the depicted bijection f(x)=2x from the natural to the even numbers demonstrates. Nevertheless, infinite sets of different cardinalities exist, as Cantor's diagonal argument shows. Cantor's diagonal argument (amon...

ثلاثة أيام من دي بان للسيدات 2019 تفاصيل السباقسلسلة2. ثلاثة أيام من دي بان للسيداتمنافسةطواف العالم للدراجات للسيدات 2019 1.WWT‏التاريخ28 مارس 2019المسافات134٫4 كمالبلد بلجيكانقطة البدايةبروجنقطة النهايةدي بانالفرق20عدد المتسابقين في البداية118عدد المتسابقين في النهاية112متوسط ...

У этого термина существуют и другие значения, см. Байда. В Википедии есть статьи о других людях с такой фамилией, см. Вишневецкий; Вишневецкий, Дмитрий. Дмитрий Иванович ВишневецкийДимитрій Вишневецкій Портрет XVIII века[1] князь староста Черкасский[2]и КаневскийВел�...

This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (May 2024) (Learn how and when to remove this message) Contemporary hit radio station in Salt Lake City KZHTSalt Lake City, UtahBroadcast areaSalt Lake City Metropolitan AreaFrequency97.1 MHz (HD Radio)Branding97-1 ZHTProgrammingFormatTop 40 (CHR)AffiliationsPremier...

Equation characterising electrochemical kinetics In electrochemistry, the Butler–Volmer equation (named after John Alfred Valentine Butler[1] and Max Volmer), also known as Erdey-Grúz–Volmer equation, is one of the most fundamental relationships in electrochemical kinetics. It describes how the electrical current through an electrode depends on the voltage difference between the electrode and the bulk electrolyte for a simple, unimolecular redox reaction, considering that both a ...

Дифференциальное исчисление — раздел математического анализа, в котором изучаются понятия производной и дифференциала и способы их применения к исследованию функций. Формирование дифференциального исчисления связано с именами Исаака Ньютона и Готфрида Лейбница. �...