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Akari Yoshida吉田 朱里Informasi latar belakangNama lainAkarin (アカリンcode: ja is deprecated )Lahir16 Agustus 1996 (umur 27)AsalPrefektur OsakaGenreJ-popTahun aktif9 Oktober 2010–sekarangArtis terkaitNMB48 Tim N Akari Yoshida (吉田 朱里code: ja is deprecated , Yoshida Akari, lahir 16 Agustus 1996) adalah anggota grup idola Jepang NMB48 Tim N. Ia berada di bawah manajemen agensi artis Kyoraku Yoshimoto Holdings. Karier Yoshida mengikuti Audisi Anggota Pendiri NMB48 (generas...

The Best ManPoster perilisanSutradaraMalcolm D. LeeProduserSpike LeeSam KittBill CarraroDitulis olehMalcolm D. LeePemeranTaye DiggsNia LongMorris ChestnutHarold PerrineauTerrence HowardSanaa LathanMonica CalhounMelissa De SousaRegina HallPenata musikStanley ClarkeSinematograferFrank PrinziPenyuntingCara SilvermanPerusahaanproduksi40 Acres and a Mule FilmworksDistributorUniversal PicturesTanggal rilis22 Oktober 1999 (AS)Durasi120 menitNegaraAmerika SerikatBahasaBahasa InggrisAnggaran$9 m...

Halo, Alhamdulilah Anjar. Selamat datang di Wikipedia bahasa Indonesia! Memulai Memulai Para pengguna baru dapat melihat halaman Pengantar Wikipedia terlebih dahulu. Anda bisa mengucapkan selamat datang kepada Wikipediawan lainnya di Halaman perkenalan. Bingung mulai menjelajah dari mana? Kunjungi Halaman sembarang. Untuk mencoba-coba menyunting, silakan gunakan bak pasir. Tuliskan juga sedikit profil Anda di Pengguna:Alhamdulilah Anjar, halaman profil dan ruang pribadi Anda, agar kami dapat...

Dotclear Informations Créateur Olivier Meunier Développé par Olivier Meunier puis Xavier Plantefève puis Franck Paul + bénévoles Première version 2002 Dernière version 2.24 (24 décembre 2022)[1] Dépôt git.dotclear.org/dev/dotclear Écrit en PHP Système d'exploitation Distribution GNU/Linux, Microsoft Windows et macOS Langues Multilingue Type Moteur de blog Licence Licence publique générale GNU Site web dotclear.org modifier - modifier le code - voir Wikidata (aide) Dotclear est...

Questa voce sull'argomento calciatori italiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Luigi Brunetti Nazionalità  Italia Calcio Ruolo Centrocampista Carriera Squadre di club1 1922-1926 Sestrese? (?)1926-1927 Sampierdarenese5 (1)1927-1928 La Dominante3 (0)1928-1930 Sestri Levante? (?)1930-1931 Veloci Embriaci? (?) 1 I due numeri indicano le presenze e le reti segn...

Head of the Catholic Church from 855 to 858 PopeBenedict IIIBishop of RomeChurchCatholic ChurchPapacy began29 September 855Papacy ended17 April 858PredecessorLeo IVSuccessorNicholas IPersonal detailsBornRome, Papal StatesDied(858-04-17)17 April 858Other popes named Benedict Pope Benedict III (Latin: Benedictus III; died 17 April 858) was the bishop of Rome and ruler of the Papal States from 29 September 855 to his death.[1] Early career Little is known of Benedict's life before h...

Open cluster in the constellation Puppis NGC 2527Observation data (J2000 epoch)Right ascension08h 04m 58s[1]Declination−28° 08′ 48″[1]Distance1,960 ly (601 pc[2])Apparent magnitude (V)6.5 [1]Apparent dimensions (V)20'Physical characteristicsMass740[3] M☉Estimated age445 million years[2]810 million years[4]Other designationsNGC 2520, Cr 174AssociationsConstellationPuppisSee also...

Kathrin Wörle-Scheller Kathrin Wörle durante un match Nazionalità  Germania Altezza 175 cm Peso 68 kg Tennis Carriera Singolare1 Vittorie/sconfitte 367-360 Titoli vinti 0 Miglior ranking 119º (22 febbraio 2010) Risultati nei tornei del Grande Slam  Australian Open 1T (2006, 2009, 2010, 2011)  Roland Garros  Wimbledon  US Open Doppio1 Vittorie/sconfitte 188-208 Titoli vinti 0 Miglior ranking 99º (16 maggio 2011) Risultati nei tornei del Grande Slam  Australi...

American architect and civil engineer known for work on Scotty's Castle Mat Roy ThompsonBornLeroy ThompsonFebruary 8, 1874Dunlap, IowaDiedJune 8, 1962Tacoma, WashingtonNationality U.S.Other namesMatthew R. Thompson, Matt R. Thompson, Mathew R. Thompson, M. Roy Thompson, Roy ThompsonEducationRose PolytechnicStanford UniversityKnown forCivil engineering projects including work on Scotty's Castle in what is now Death Valley National Park.Spouse(s)Patience O'Hara (c. 1896–1931)Iva...

Deep swimming pool in Poland DeepspotThe Deepspot facilityBuilding informationCityMszczonów, PolandCoordinates51°58′40.4″N 20°31′29.4″E / 51.977889°N 20.524833°E / 51.977889; 20.524833 (Deepspot)Built2019–2020OpenedDecember 2020Architect(s)AerotunelWebsitewww.deepspot.comDeepspotDepth45m Deepspot is a 45-metre (148 ft) deep swimming pool and scuba diving training center, located near Warsaw in Mszczonów, Poland. It held the record for being...

銮披汶·頌堪แปลก พิบูลสงคราม第3任泰國總理任期1938年12月16日—1944年8月1日君主國王拉玛八世前任披耶帕凤侯爵继任寬·阿派旺第8任泰國總理任期1948年4月8日—1957年9月16日君主國王拉玛九世前任寬·阿派旺继任乃朴·沙拉信 个人资料出生貝·基達桑卡(1897-07-14)1897年7月14日 暹罗暖武里府逝世1964年6月11日(1964歲—06—11)（66歲） 日本神奈川縣相模原市国籍&#...

Constituency of the European Parliament HertfordshireEuropean Parliament constituencyEuropean Parliament logoMember stateUnited KingdomCreated1979Dissolved1999 MEPs1Sources[1] Hertfordshire was a constituency of the European Parliament located in the United Kingdom, electing one Member of the European Parliament by the first-past-the-post electoral system. Created in 1979 for the first elections to the European Parliament, it was abolished in 1999 on the adoption of proportional representatio...

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: One Night Stand – The Town Hall Concert 1947 – news · newspapers · books · scholar · JSTOR (June 2010) (Learn how and when to remove this message) 1997 live album by Sarah Vaughan and Lester YoungOne Night Stand: Town Hall Concert 1947Live album by Sa...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: List of parkways and named highways in Kentucky – news · newspapers · books · scholar · JSTOR (November 2017) (Learn how and when to remove this message) Highway markers for Audubon Parkway, Western Kentucky Parkway, and AA HighwayHighway namesInterstatesInterstate nn (I-nn)US&...

El esquí es en Argentina un deporte relativamente popular en la zona cordillerana y la Patagonia. La cordillera de los Andes es muy apta para la práctica de este deporte y cuenta con 20 estaciones de esquí repartidas entre las provincias de Mendoza, Neuquén, Río Negro, Chubut, Santa Cruz y Tierra del Fuego. Argentina es un país en donde la nieve es común, la nevadas se presentan en cantidad y frecuencia, al igual que Chile son los únicos dos países de América Latina donde la cantida...

In law, the impossibility of performing a contractual duty This article is about the excuse for non-performance of a contract. For other uses, see Impossibility (disambiguation). 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: Impossibility of performance – news · newspapers · books · scholar · JSTOR (Septem...

Municipal public university in Manila, Philippines Not to be confused with the University of Manila or Universidad de Manila. Pamantasan ng Lungsod ng MaynilaUniversity of the City of ManilaMottoKarunungan, Kaunlaran, KadakilaanMotto in EnglishWisdom, Prosperity, HonorTypePublic, Local universityEstablishedJune 19, 1965; 59 years ago (1965-06-19)Academic affiliationASAIHL, IAU, ALCUPresidentDr. Domingo Reyes Jr.Academic staff2,000[1]Students13,000cUndergraduates...

越王勾踐在位期間：公元前496年－前464年前任：允常繼任：鹿郢勾踐畫像姓名勾践（鳩淺、句踐、菼執、勾錢）封號越王別名鳩淺出生生年不詳逝世公元前464年父親允常 勾踐（？—前464年），又寫作句踐；在出土文物「越王勾踐劍」裡寫為鳩淺[1]；司馬貞《史記索隱》引《紀年》作菼執[2]，是中國春秋時代後期的越國君主。有關他的先世，有說「其先禹之苗裔」...

In data 18 settembre 2010 la pagina Template:Papi è stata mantenuta, nell'ambito di una procedura di cancellazione, in seguito a voto della comunità con risultato 6 a 28.Consulta la pagina della votazione per eventuali pareri e suggerimenti. Indice 1 .. 2 Risolto il problema degli allineamenti 3 Revisione template 4 autorizzazione colore 5 Divisione template .. Avevamo parlato di questo template in questa discussione. Erano venute fuori queste due proposte: Utente:Cerrigno/Sandbox e Templat...

El principio de Premack, también llamado principio de probabilidad diferencial, es una teoría del condicionamiento operante propuesta por el psicólogo estadounidense David Premack, que indica que cuando dos estímulos se vinculan, el que tiene mayor probabilidad de ocurrir refuerza positivamente a otro menos probable. Premack señaló que el reforzador puede ser cualquier situación o actividad que el sujeto valore.[1]​ Por lo tanto, un comportamiento agradable y frecuente aumentará...