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Yes! Pretty Cure 5Yes! プリキュア5(Iesu! PuriKyua Faibu)GenreAksi, komedi, shōjo, AnimeSutradaraToshiaki KomuraStudioToei AnimationTayang 4 Februari 2007 – 27 Januari 2008 AnimeYes Pretty Cure 5 GoGo!SutradaraToshiaki KomuraStudioToei AnimationTayang 3 Februari 2008 – 25 Januari 2009  Portal anime dan manga Yes! PreCure 5 (Yes!プリキュア５code: ja is deprecated , Iesu! PuriKyua Faibu) atau Yes! Pretty Cure 5 adalah serial anime Jepang dan seri ke-4 dari serial Pretty ...

Korean restaurant in New York City JungsikRestaurant informationHead chefJungsik YimChefDaeik KimPastry chefEunchong KimFood typeKoreanRating (Michelin Guide)Street address2 Harrison StreetCityNew York CityStateNew YorkPostal/ZIP Code10013CountryUnited StatesCoordinates40°43′7.8″N 74°0′32.7″W / 40.718833°N 74.009083°W / 40.718833; -74.009083WebsiteOfficial website Jungsik is a restaurant in New York City.[1][2] The restaurant serves Korean c...

Field of inquiry in business Design management is the business side of design. Design managers need to speak the language of the business and the language of design. Design management is a field of inquiry that uses design, strategy, project management and supply chain techniques to control a creative process, support a culture of creativity, and build a structure and organization for design. The objective of design management is to develop and maintain an efficient business environment in wh...

Questa voce sull'argomento stagioni delle società calcistiche italiane è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Voce principale: Alma Juventus Fano 1906. Società Polisportiva del Littorio Alma Juventus FanoStagione 1938-1939Sport calcio Squadra Fano Allenatore Italo Breviglieri Presidente Aldo Paolini Serie C6º posto nel girone eliminatorio F. 1937-1938 1939-1940 Si invita a seguire il m...

Relative abundance of heavy elements in a star or other astronomical object For the metallicity of chemical elements, see Properties of metals, metalloids and nonmetals. The globular cluster M80. Stars in globular clusters are mainly older metal-poor members of population II. In astronomy, metallicity is the abundance of elements present in an object that are heavier than hydrogen and helium. Most of the normal currently detectable (i.e. non-dark) matter in the universe is either hydroge...

←→Июль Пн Вт Ср Чт Пт Сб Вс 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31         2024 год Содержание 1 Праздники и памятные дни 1.1 Международные 1.2 Национальные 1.3 Религиозные 1.4 Именины 2 События 2.1 До XIX века 2.2 XIX век 2.3 XX век 2.4 XXI век 3 Родились 3.1 До XIX века 3.2 XIX век 3.3 XX в...

DirghamDiedMay/June or July/August 1164FustatNationalityFatimid CaliphateOccupation(s)Military commander, vizierYears activebefore 1153 – 1164 Abu'l-Ashbāl al-Ḍirghām ibn ʿĀmir ibn Sawwār al-Lukhamī (Arabic: أبو الأشبال ضرغام بن عامر بن سوار اللخمي) (fl. 1153–1164) was an Arab military commander in the service of the Fatimid Caliphate. An excellent warrior and model cavalier, he rose to higher command and scored some successes against t...

2012 American filmBenjiDirected byCoodie and ChikeRelease date April 20, 2012 (2012-04-20) (Tribeca Film Festival) Running time78 minutesCountryUnited StatesLanguageEnglish Benji: The True Story of a Dream Cut Short is a 2012 American documentary film about Chicago South Side basketball player Ben Wilson, a star athlete with promising career prospects who played for Simeon Career Academy and was shot and killed. The film debuted at the Tribeca/ESPN Sports Film Festival on ...

1861 constitution of the Austrian Empire February Patent The February Patent was a constitution of the Austrian Empire promulgated in the form of letters patent on 26 February 1861. Background In the Austrian Empire, the early 1860s were a period of significant constitutional reforms. The revolutions and wars of the late 1840s-1850s had created a national sense of discontent. The disastrous war in Italy demonstrated openly the weaknesses of the Austrian bureaucracy and army. The burgeoning in...

乔冠华 中华人民共和国外交部部长 中国人民对外友好协会顾问 任期1974年11月—1976年12月总理周恩来 → 华国锋前任姬鹏飞继任黄华 个人资料性别男出生(1913-03-28)1913年3月28日 中華民國江蘇省盐城县逝世1983年9月22日(1983歲—09—22)（70歲） 中华人民共和国北京市籍贯江蘇鹽城国籍 中华人民共和国政党 中国共产党配偶明仁（1940年病逝） 龚澎（1970年病逝） 章含�...

Wrestling Championship Wrestling event 2023 U23 World Wrestling ChampionshipsHost city Tirana, AlbaniaDates23–29 OctoberStadiumTirana Olympic ParkChampionsFreestyle United StatesGreco-Roman TurkeyWomen Japan← 20222024 → 2023 U23 World Wrestling ChampionshipsFreestyleGreco-RomanWomen57 kg55 kg50 kg61 kg60 kg53 kg65 kg63 kg55 kg70 kg67 kg57 kg74 kg72 kg59 kg79 kg77 kg62 kg86 kg82 kg65 kg92 kg87 kg68 kg97 kg97 kg72 kg125 kg130 kg76 kgvte The 2023 U23 World ...

Nella religione egizia i campi Aaru (alternative: Yaru, Iaru, Aar, Aalu, Campi dei giunchi) sono, insieme ai campi hotep, la residenza dei defunti. Campi Hotep Campi Hotep dalla tomba di Sennedjem sḫt i3ru (sekhet iaru) Campi iaru (Campi dei giunchi) Nelle versioni più antiche, facenti parte dei Testi delle piramidi erano collocati nel cielo orientale ed erano descritti come un'indefinita distesa di acque, dove gli dei e i sovrani defunti facevano un bagno di purificazione all'inizio d...

Cusano Milaninocomune Cusano Milanino – VedutaVia Sormani, angolo Via Marconi di Cusano Milanino LocalizzazioneStato Italia Regione Lombardia Città metropolitana Milano AmministrazioneSindacoValeria Lesma (Forza Italia - Lega Nord - Fratelli d'Italia - liste civiche) dal 27-5-2019 TerritorioCoordinate45°33′N 9°11′E45°33′N, 9°11′E (Cusano Milanino) Altitudine152 m s.l.m. Superficie3,08 km² Abitanti18 823[1] (31-5-2023) Dens...

American actor and model Timothy GranaderosGranaderos in 2018Born (1986-09-09) September 9, 1986 (age 37)Ypsilanti, Michigan, U.S.Alma materMichigan State UniversityOccupationsActormodelYears active2011–present Timothy Granaderos (born September 9, 1986) is an American actor and model. He is known for his portrayals of Montgomery de la Cruz in the Netflix teen drama series 13 Reasons Why, Ash Franklin in the thriller web series Tagged, and Taylor Price in the TV series In the...

العلاقات اليابانية الإندونيسية اليابان إندونيسيا   اليابان   إندونيسيا تعديل مصدري - تعديل   العلاقات اليابانية الإندونيسية هي العلاقات الثنائية التي تجمع بين اليابان وإندونيسيا.[1][2][3][4][5] مقارنة بين البلدين هذه مقارنة عامة ومرجعية للدو�...

歙（shè）州，中国隋朝时设置的州。 开皇九年（589年），隋灭陈后，改新安郡为歙州。原属新安郡的歙县、黟县、遂安县废。治所在海宁县（今安徽省休宁县万安镇）。开皇十一年（591年），复置歙县、黟县。开皇十八年（598年），改海宁县为休宁县。仁寿中，复置遂安县，属睦州。大业三年（607年），改歙州为新安郡，十三年（617年），移治歙县（今安徽省歙县）。辖境...

Coppa di Francia 1979-1980Coupe de France 1979-1980 Competizione Coppa di Francia Sport Calcio Edizione 63ª Organizzatore Federazione calcistica della Francia Luogo  Francia Risultati Vincitore  Monaco(3º titolo) Secondo  Orléans Cronologia della competizione 1978-1979 1980-1981 Manuale La Coupe de France 1979-1980 fu la 63ª edizione del torneo. Indice 1 Trentaduesimi di finale 2 Sedicesimi di finale 3 Ottavi di finale 4 Quarti di finale 5 Semifinali 6 Finale 7 Collegament...

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: Whiteprint – news · newspapers · books · scholar · JSTOR (October 2015) (Learn how and when to remove this message) Whiteprint plan copy. USSR whiteprints. 70s Whiteprint describes a document reproduction produced by using the diazo chemical process.[1]...

Like all municipalities of Puerto Rico, Canóvanas is subdivided into administrative units called barrios, which are, in contemporary times, roughly comparable to minor civil divisions.[1] The barrios and subbarrios,[2] in turn, are further subdivided into smaller local populated place areas/units called sectores (sectors in English). The types of sectores may vary, from normally sector to urbanización to reparto to barriada to residencial, among others. Some sectors appear ...

Process of mechanically stirring a heterogeneous mixture to homogenize it Part of a series onContinuum mechanics J = − D d φ d x {\displaystyle J=-D{\frac {d\varphi }{dx}}} Fick's laws of diffusion Laws Conservations Mass Momentum Energy Inequalities Clausius–Duhem (entropy) Solid mechanics Deformation Elasticity linear Plasticity Hooke's law Stress Strain Finite strain Infinitesimal strain Compatibility Bending Contact mechanics frictional Material failure theory Fracture mec...