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Nobuhiko HasegawaHasegawa di Asian Games 1966Informasi pribadiLahir(1947-03-05)5 Maret 1947[1]Seto, Aichi, Jepang[2] [3]Meninggal7 November 2005(2005-11-07) (umur 58)[3]Kiryu, Gunma, Jepang OlahragaOlahragatenis mejaKlubAichi Technical College Rekam medali Mewakili  Jepang Kejuaraan Dunia 1967 Stockholm Team 1967 Stockholm Singles 1967 Stockholm Mixed doubles 1967 Stockholm Doubles 1969 Munich Team 1969 Munich Mixed doubles 1969 Munich Doubles 1971 N...

C'mon Aussie C'monSingle by Mojo singers.Released1978Recorded1978GenreAdvertising jingleLength2:20LabelWEASongwriter(s)Allan Johnston, Alan Morris, G Koos, S Baird C'mon Aussie C'mon is an Australian cricket anthem. Origins The work was written as a 60-second jingle by Allan Johnston, Alan Morris and other creative staff at the Sydney advertising agency Mojo in 1978 to promote the second season of Kerry Packer's cricket competition World Series Cricket for the Nine television network.[1&...

American baseball player (born 1996) Baseball player Connor WongWong during 2020 spring trainingBoston Red Sox – No. 12Catcher / InfielderBorn: (1996-05-19) May 19, 1996 (age 27)Houston, Texas, U.S.Bats: RightThrows: RightMLB debutJune 22, 2021, for the Boston Red SoxMLB statistics (through April 16, 2024)Batting average.240Home runs12Runs batted in51 Teams Boston Red Sox (2021–present) Connor Sun-Han Wong (born May 19, 1996) is an American professional baseball catche...

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

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

Inwa အင်းဝAvaInwaLokasi AvaKoordinat: 21°51′N 95°59′E / 21.850°N 95.983°E / 21.850; 95.983Negara MyanmarWilayahMandalayDistrikKyaukseDidirikan26 Februari 1365Populasi • Suku bangsaBamar • AgamaBuddha TheravadaZona waktuUTC+6:30 (MST) Artikel ini mengandung Burmese script. Tanpa dukungan perenderan yang baik, Anda mungkin akan melihat tanda tanya, kotak, atau simbol lain, bukan Burmese script. Ava atau Inwa (Burma: အ�...

Annual LGBTQ Pride carnival event and parade in Knysna, township, Western Cape, South Africa Pink Loerie Mardi Gras and Arts Festival2014 Pink Loerie festival attendeeStatusActiveGenreFestival/carnival with LGBTQ Pride paradeDate(s)April/MayFrequencyAnnuallyVenuevariousLocation(s)Knysna township, Western Cape province,CountrySouth AfricaYears active22Most recent2018Attendance25,000-30,000Websitewww.pinkloerie.co.za The Pink Loerie Mardi Gras and Arts Festival is an annual LGBTQ Pride carnival...

Artificially created or enhanced sound This article is about the usage in plays and movies. For the usage in electric guitars other instruments, see Sound effect (musical instruments). Not to be confused with Sound Affects (album). 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 contains instructions, advice, or how-to content. Please help rewrite the content so that it is mo...

Polish scholar For other uses, see Vitello (disambiguation). Cover of Vitellonis Thuringopoloni opticae libri decem (Ten Books of Optics by the Thuringo-Pole Witelo) Vitello (Polish: Witelon; German: Witelo; c. 1230 – 1280/1314) was a Polish friar, theologian, natural philosopher and an important figure in the history of philosophy in Poland. Name Vitello's name varies with some sources. In earlier publications he was quoted as Erazmus Ciolek Witelo, Erazm Ciołek, Vitellio and Vitulo...

Voce principale: Glitter Force Doki Doki. Logo occidentale della serie Lista degli episodi di Glitter Force Doki Doki (Dokidoki! Pretty Cure), decima serie anime di Pretty Cure, trasmessa in Giappone su TV Asahi dal 3 febbraio 2013[1] al 26 gennaio 2014. In Italia è arrivata l'edizione Saban, di cui i primi quindici episodi sono disponibili su Netflix dal 18 agosto 2017[2] e i successivi dal 10 novembre seguente; tuttavia alcuni di essi sono stati tagliati o ricombinati in m...

Disambiguazione – Se stai cercando altri significati, vedi Highgate (disambigua). HighgateHighgate visto da Parliament Hill Stato Regno Unito    Inghilterra Contea Grande Londra CittàLondra Distretto Camden Haringey Islington Codice postaleN6, N19 Abitanti10 955 ab. (censimento 2011. Ward) HighgateHighgate (Londra) Coordinate: 51°34′17.76″N 0°08′41.28″W / 51.5716°N 0.1448°W51.5716; -0.1448 Highgate è un quartiere nella North Londo...

NeyUn esemplare di ney turcoInformazioni generaliOrigineIran Classificazione421.111.1 Aerofoni labiali FamigliaFlauti diritti UsoMusica dell'Asia Occidentale Il ney (detto anche nai, nye o nay) è un flauto caratteristico soprattutto della musica tradizionale colta della Persia, della Turchia e di altri paesi del Medio Oriente, anche se è ampiamente diffuso nella musica popolare di diverse zone del Mediterraneo e dell'Asia occidentale. In alcune di queste tradizioni musicali, è l'unico stru...

Almost NormalSampul DVDSutradaraMarc MoodyProduserSharon TeoDitulis olehMarc MoodyPemeranJ. Andrew KeitchTim HammerJoan LaucknerPenata musikJonathan JoynerSinematograferRichie ShermanPenyuntingMarc MoodySharon TeoDistributorSeventh Art ReleasingTanggal rilis 26 Mei 2005 (2005-05-26) Durasi90 menitNegaraAmerika SerikatBahasaInggris Almost Normal adalah film drama komedi Amerika Serikat tahun 2005 yang disutradarai oleh Marc Moody dan dibintangi oleh J. Andrew Keitch, Tim Hammer, dan...

Cercle Arctique T. Cancer Équateur T. Capricorne Cercle AntarctiqueTracé du méridien de 70° ouest En géographie, le 70e méridien ouest est le méridien joignant les points de la surface de la Terre dont la longitude est égale à 70° ouest. Géographie Dimensions Comme tous les autres méridiens, la longueur du 70e méridien correspond à une demi-circonférence terrestre, soit 20 003,932 km. Au niveau de l'équateur, il est distant du méridien de Greenwich de 7&#...

Couvent de Gössweinstein Façade de la basilique de la Sainte-Trinité Présentation Rattachement Frères mineurs capucins puis Ordre des frères mineurs Début de la construction 1723 Fin des travaux 1739 Architecte Anselm Franz Freiherr von Ritter zu GroenesteynBalthasar Neumann Style dominant Architecture baroque Géographie Pays Allemagne Land Bavière Ville Gößweinstein Coordonnées 49° 46′ 12″ nord, 11° 20′ 14″ est Géolocalisation sur la cart...

County highway in New Jersey, U.S. County Route 527CR 527 highlighted in red, CR 527A in blueRoute informationLength84.86 mi[1] (136.57 km)ExistedJanuary 1, 1953[2]–presentMajor junctionsSouth end Route 166 / CR 549 in Toms RiverMajor intersections G.S. Parkway / US 9 in Toms River I-195 in Jackson Township Route 18 in Old Bridge Township I-95 / N.J. Turnpike in East Brunswick Township I-287 in Franklin Township US ...

Robotics company Figure AI, Inc.Figure AI's Founder and CEO Brett AdcockIndustryInformation technologyFounded2022; 2 years ago (2022)FoundersBrett AdcockHeadquartersSunnyvale, California, U.S.ProductsFigure 01 Humanoid RobotWebsitewww.figure.ai Figure AI, Inc. is a United States-based robotics company specializing in the development of AI-powered humanoid robots.[1] It was founded in 2022, by Brett Adcock, the founder of Archer Aviation and Vettery.[2] Figure...

Algorithm in data mining In data mining, k-means++[1][2] is an algorithm for choosing the initial values (or seeds) for the k-means clustering algorithm. It was proposed in 2007 by David Arthur and Sergei Vassilvitskii, as an approximation algorithm for the NP-hard k-means problem—a way of avoiding the sometimes poor clusterings found by the standard k-means algorithm. It is similar to the first of three seeding methods proposed, in independent work, in 2006[3] b...

Childeric IIIRaja FrankaPatung fiksi Childerich III oleh Jean Dassier (1676-1763).Raja FrankaBerkuasa743–751PendahuluCharles Martel (Bertindak)PenerusPippinInformasi pribadiKelahiranskt. 717Kematianskt. 754DinastiDinasti MerovingAnakTheuderich Childerich III (skt. 717 – skt. 754) merupakan Raja Franka dari tahun 743 sampai ia dipecat oleh Paus Zakarias di bulan Maret 751 atas instigasi Pippin yang Pendek. Meskipun asal usulnya tidak jelas, ia dianggap sebagai raja Franka terakhir yang ber...

lamelle in fibra di carbonio Malossi Sezione di un pacco lamellare La valvola lamellare chiamata anche pacco lamellare è un dispositivo passivo di regolazione della portata di immissione di gas freschi nella camera di manovella e/o combustione di un motore a due tempi, mentre per altre applicazioni come i compressori d'aria sono più semplici, costituite dalla sola lamella. Non è in realtà una vera valvola. Indice 1 Storia 2 Funzionamento 3 Descrizione 4 Caratteristiche delle lamelle 5 Mis...