2002 All-Ireland Senior Hurling Championship
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Greek association football club For the Basketball Team, see P.A.O.K. BC. For the Volleyball Team, see P.A.O.K. V.C. For the Handball Team, see P.A.O.K. H.C. For the Women's Football Team, see PAOK FC (women). For the major multi-sport club, see P.A.O.K. Football clubPAOKFull nameΠανθεσσαλονίκειος Αθλητικός Όμιλος Κωνσταντινουπολιτών Panthessaloníkios Athlitikós Ómilos Konstadinoupolitón(Panthessalonian Athletic Club of Constantinopolitan...
علي البشير مناصب وزير الداخلية[1] في المنصب19 ديسمبر 1979 – 28 أغسطس 1980 سليمان عرار سليمان عرار معلومات شخصية الميلاد سنة 1930 السلط تاريخ الوفاة 11 أبريل 2021 (90–91 سنة) مواطنة الأردن الحياة العملية شهادة جامعية شهادة القانون المهنة قاضٍ، ...
Racing event on foot or horseback Riders in a mounted potato race. The rider on the white horse has just scored a point by placing a potato in his side's basket. A potato race is one of several similar racing events where contestants compete to collect a number of potatoes as quickly as possible. Participants may run on foot or be mounted on horseback, depending on the style of race. It is not clear precisely when or where the potato race originated. Potato races of both types were most popul...
Giannino Camperio Nazionalità Italia Calcio Ruolo Allenatore (ex Centrocampista) Termine carriera 1903 - giocatore1911 - allenatore Carriera Squadre di club1 1900 Milan0 (0)1902-1903 Milan0 (0) Carriera da allenatore 1908-1911 Milan1910-1911 ItaliaCom. tecnica 1 I due numeri indicano le presenze e le reti segnate, per le sole partite di campionato.Il simbolo → indica un trasferimento in prestito. Modifica dati su Wikidata · Manuale Giannino Camperio, all'...
Mad Max 2SutradaraGeorge MillerProduserByron KennedyDitulis olehTerry HayesGeorge MillerBrian HannantPemeranMel GibsonMichael PrestonBruce SpenceVernon WellsKjell NilssonVirginia HeyEmil MintyPenata musikBrian MaySinematograferDean SemlerPenyuntingDavid StivenMichael BalsonTim WellburnDistributorWarner Bros.Tanggal rilis24 Desember 1981Durasi91 menitNegaraAustraliaBahasaInggrisAnggaranA$4,000,000PendapatankotorUS$23,667,907(Amerika Utara) Mad Max 2 (juga dikenal sebagai The Road Warrior...
American fashion doll and media franchise This article is about the fashion doll line and media franchise. For people with the surname, see Bratz (surname). For other uses, see Bratz (disambiguation). BratzTypeFashion dollMedia franchiseInventor(s)Carter BryantCompanyMGA EntertainmentCountryUnited StatesAvailability2001 (23 years ago)–presentSloganthe girls with the passion for fashionOfficial website Bratz is an American fashion doll and media franchise created by former Mattel employee Ca...
Peralatan Kjeldahl pada mulanya (1883) Metode Kjeldahl atau digesti Kjeldahl (pengucapan bahasa Denmark: [ˈkʰɛld̥æːˀl]) dalam kimia analitik adalah metode untuk penentuan kadar nitrogen organik dalam zat kimia seperti amonia. Metode ini dikembangkan oleh Johan Kjeldahl pada tahun 1883.[1][2] Metode Metode ini terdiri dari pemanasan zat dengan asam sulfat, yang menguraikan zat organik melalui oksidasi untuk membebaskan nitrogen menjadi amonium sulfat. Pada langkah i...
Heart of America 200NASCAR Seri Truk Camping WorldTempatKansas SpeedwayLokasiKansas City, Kansas, Amerika SerikatPerusahaan sponsorAdventHealthLomba pertama2001Jarak tempuh250,5 mil (403,1 km)Jumlah putaran134[1]Tahap 1/2: 30 masing-masingTahap akhir: 74Nama sebelumnyaO'Reilly Auto Parts 250 (2001–2011)SFP 250 (2012–2014)Toyota Tundra 250 (2015–2017) 37 Kind Days 250 (2018)[2]Digital Ally 250 (2019)[3]Blue-Emu Maximum Pain Relief 200 (2020, ke-1)e.p.t. 200 (...
Questa voce o sezione sull'argomento storia non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Segui i suggerimenti del progetto di riferimento. Territorio dell'Orda Nogai alla fine del XV secolo. L'Orda Nogai fu l'orda tatara che controllava il territorio a settentrione delle montagne caucasiche dopo l'invasione mongola. L'etnia Nogai, ancor oggi presente ...
American entrepreneur and philanthropist For the footballer, see Sean Parker (footballer). Sean ParkerParker in 2011Born (1979-12-03) December 3, 1979 (age 44)[1]Herndon, Virginia, U.S.EducationOakton High SchoolChantilly High SchoolOccupation(s)Entrepreneur, investorKnown forManaging Partner at The Founders FundCo-founder of Plaxo, Napster, Airtime, and CausesPresident of FacebookChairman of the Parker FoundationSpouse Alexandra Lenas (m. 2013)...
Ben Burtt nel 2013 Oscar Special Achievement Award 1978 Oscar Special Achievement Award 1982 Oscar al miglior montaggio sonoro 1983 Oscar al miglior montaggio sonoro 1990 Benjamin Burtt, detto Ben (Syracuse, 12 luglio 1948) è un montatore e progettista del suono statunitense. Ha lavorato per svariati film celebri, tra cui i più noti sono quelli della serie di Guerre stellari. Burtt è stato infatti l'inventore di numerosi effetti sonori per la saga, tra cui il ronzio delle spade laser, i pi...
Line or vector perpendicular to a curve or a surface This article is about the normal to 3D surfaces. For the normal to 3D curves, see Frenet–Serret formulas. A polygon and its two normal vectors A normal to a surface at a point is the same as a normal to the tangent plane to the surface at the same point. In geometry, a normal is an object (e.g. a line, ray, or vector) that is perpendicular to a given object. For example, the normal line to a plane curve at a given point is the line perpen...
Group of three islands off the west coast of Ireland Not to be confused with Isle of Arran or Arranmore. Aran IslandsNative name: Oileáin ÁrannLocation of Aran IslandsGeographyLocationGalway BayCoordinates53°05′50″N 9°37′57″W / 53.0971°N 9.6326°W / 53.0971; -9.6326Total islands3Major islandsInishmore (Árainn / Inis Mór)Inishmaan (Inis Meáin)Inisheer (Inis Oírr)Area46 km2 (18 sq mi)Highest elevation120 m (390 ft)Highest...
هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. نقش هيلينستي يمثل الأولمبيين الإثنى عشر وكل منهم يحمل الشيء الذي اشتهر به في الدين والأساطير الإغريقية، الأولمبيون الاثنا عشر (باليونانية: Δώδεκα θεοί του Ολύμπου) هم الآل�...
Subnational administrative units of Guinea Politics of Guinea Constitution Constitution Human rights Government Interim President Mamady Doumbouya Interim Prime Minister Bernard Goumou Cabinet of Guinea Béavogui government Parliament National Assembly President: Vacant Administrative divisions Regions Prefectures Sub-prefectures Districts and Quarters Villages and Sectors Elections Recent elections Presidential: 20152020 Legislative: 20132020 Political parties Foreign relations Ministry of F...
City in Texas, United StatesBrady, TexasCityBrady City HallNickname: The Heart of TexasShow BradyShow McCulloch CountyShow TexasShow the United StatesCoordinates: 31°7′56″N 99°20′29″W / 31.13222°N 99.34139°W / 31.13222; -99.34139CountryUnited StatesStateTexasCountyMcCullochArea[1] • Total11.44 sq mi (29.63 km2) • Land8.94 sq mi (23.16 km2) • Water2.50 sq mi (6.47 ...
此條目可参照法語維基百科和英語維基百科相應條目来扩充。 (2019年8月28日)若您熟悉来源语言和主题,请协助参考外语维基百科扩充条目。请勿直接提交机械翻译,也不要翻译不可靠、低品质内容。依版权协议,译文需在编辑摘要注明来源,或于讨论页顶部标记{{Translated page}}标签。 「突尼斯」重定向至此。关于该国首都,请见「突尼斯市」。关于其他用法,请见�...
阿卜杜勒·哈米德·德贝巴2021年的卜杜勒·哈米德·德贝巴个人资料出生 (1959-02-13) 1959年2月13日(65歲)利比亞王國米蘇拉塔[1]政党無黨籍 阿卜杜勒·哈米德·德贝巴((阿拉伯语:عبدالحميد محمد الدبيبة,1959年2月13日—[2] ) 是一名利比亚政治人物和商人,2021年3月15日出任利比亚民族團結政府总理。 [3] 生平 阿卜杜勒·哈米德·德贝巴生於米苏拉�...
In this Chinese name, the family name is Liu. Liu Zongzhou Liu Zongzhou (simplified Chinese: 刘宗周; traditional Chinese: 劉宗周; pinyin: Liú Zōngzhōu, 1579–1645), also known as Liu Jishan (simplified Chinese: 刘蕺山; traditional Chinese: 劉蕺山), was a Confucian scholar from the Ming dynasty, born in Shanyin, Shaoxing. He is considered the last master of Song-Ming Neo-Confucianism and is known for his criticism of the teachings of Wang Yangming.[1]...
Analisis kelajuan lepas oleh Isaac Newton. Proyektil A dan B jatuh kembali ke Bumi. Proyektil C mencapai orbit lingkaran, D orbit elips. Proyektil E lepas. Dalam ilmu fisika, kelajuan lepas (bahasa Inggris: escape velocity) adalah kelajuan ketika energi kinetis dan energi potensial gravitasi suatu objek adalah nol.[nb 1] Inilah kelajuan yang dibutuhkan untuk terlepas dari medan gravitasi tanpa dorongan lebih lanjut. Untuk benda bulat simetris, kelajuan lepasnya dihitung menggunaka...