Crew (Marineoffiziere)
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DJ SAORI 3on3 3x3 PREMIER.EXE 2017 岡山大会(イオンモール岡山)基本情報出生名 上野 早織(うえの さおり)別名 DJ SAORI生誕 (1980-10-26) 1980年10月26日(43歳)出身地 日本・兵庫県加古川市ジャンル R&Bヒップホップ職業 DJトラックメーカー音楽プロデューサー活動期間 2003 -レーベル Urban Linx Records DJ SAORI(ディージェイ・サオリ 1980年10月26日 - )は日本のDJ、トラックメーカー...
Fictional character in Marvel Comics This article is about the Marvel Comics character. For the DC Comics character, see Medusa (DC Comics). For the mythological figure, see Medusa. Comics character MedusaMedusa, Queen of the Inhumans.Art by Jae Lee.Publication informationPublisherMarvel ComicsFirst appearanceFantastic Four #36 (March 1965)Created byStan LeeJack KirbyIn-story informationFull nameMedusalith Amaquelin-BoltagonSpeciesInhumanPlace of originAttilanTeam affiliationsInhuman Royal Fa...
У Вікіпедії є статті про інші географічні об’єкти з назвою Пла. ПлаPlats Країна Франція Регіон Овернь-Рона-Альпи Департамент Ардеш Округ Турнон-сюр-Рон Кантон Турнон-сюр-Рон Код INSEE 07177 Поштові індекси 07300 Координати 45°00′39″ пн. ш. 4°46′59″ сх. д.H G O Висота 1...
Жук Артем МихайловичНародився 12 листопада 1991 р.м. ЧернівціНаціональність УкраїнецьДіяльність активіст, депутатПартія Демократична Сокира У Вікіпедії є статті про інших людей із прізвищем Жук. Артем Михайлович Жук (нар. 12 листопада 1991, Чернівці, Україна) — український а...
Coordenadas: 46° 32' 15 N 1° 11' 52 E Chalais Comuna francesa Localização ChalaisLocalização de Chalais na França Coordenadas 46° 32' 15 N 1° 11' 52 E País França Região Centro-Vale do Loire Departamento Indre Características geográficas Área total 39,65 km² População total (2018) [1] 145 hab. Densidade 3,7 hab./km² Código Postal 36370 Código INSEE 36036 Chalais é uma comuna francesa na região...
Bridge over the Rhine 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: Theodor Heuss Bridge Düsseldorf – news · newspapers · books · scholar · JSTOR (June 2021) (Learn how and when to remove this template message) Theodor Heuss BridgeThe Theodor Heuss Bridge in DüsseldorfCoordinates51°14′49″N 6°45
Опис файлу Опис Стародавнє місто Дубно реверс Джерело https://old.bank.gov.ua/control/uk/currentmoney/cmcoin/details?coin_id=1352 Час створення 2020 Автор зображення НБУ Ліцензія див. нижче Ліцензування Відповідно до статті 8 Закону України про авторське право і суміжні права, наступні об'єкти не охороняють
City in Indiana, United StatesWarsaw, IndianaCityCity of WarsawDowntown Warsaw in October 2005Nickname(s): Lake City, Orthopedic Capital of the WorldLocation of Warsaw in Kosciusko County, Indiana.Coordinates: 41°14′26″N 85°50′49″W / 41.24056°N 85.84694°W / 41.24056; -85.84694CountryUnited StatesStateIndianaCountyKosciuskoTownshipsPlain and WayneGovernment • MayorJoseph Thallemer (R)Area[1] • Total14.75 sq mi (...
Turkish cross-border military operation Operation Euphrates ShieldPart of the Turkey–IS conflict, the Rojava conflict, the military intervention against IS, and Turkish involvement in the Syrian civil war Turkish-backed opposition control SDF control Syrian Army control Islamic State controlFor a more detailed, up-to-date, interactive map, see here.Date24 August 2016 – 29 March 2017(7 months and 5 days)[13]LocationAleppo Govern...
Кокіль Приклади лиття в кокіль олова Кокільне лиття — спосіб отримання відливок, який здійснюється вільним (гравітаційним) заливанням постійних чавунних або сталевих форм — кокілів[1]. Зміст 1 Загальний опис 2 Конструктивні особливості кокілю 3 Матеріали для лит
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada Oktober 2016. Untuk kegunaan lain, lihat Kensho (disambiguasi). Kenshō (見性) (C. Wu) adalah istilah dalam bahasa Jepang yang berarti pengalaman pencerahan. Kata ini sering kali digunakan dalam konteks Buddhisme Zen. Secara harafiah, kata tersebut berarti “meli...
NIO 333 Formula E TeamBerdiri2013 (sebagai Team China Racing (NEXTEV))Kantor pusatSilverstone Park, Britania RayaPrinsipal timAlex HuiPembalap03. Sérgio Sette Câmara33. Dan Ticktum Adam Carroll[a]Situs webhttps://www.nio.io/formulae/SejarahSeri saat iniFormula EGelar pembalapFormula E:2014–2015: Nelson Piquet Jr. Nio 333 Formula E Team merupakan tim balap mobil yang saat ini berpartisipasi dalam Kejuaraan Formula E. Tim ini dimiliki dan dikelola oleh Lisheng Sports serta Gusto Eng...
Area of Pune, India Mahathma Phule Mandai, the largest retail vegetable market in Pune, located in the Shukrawar Peth area of the city. Shukrawar Peth is an area of Pune in Maharashtra State, India.[1] It was the first local peth created in 1734 and named by the Bajirao Peshwe 1 because people used to reside in that area from his era. References ^ Peths in Pune. Pune Diary. Retrieved 16 April 2020. vtePune topicsHistory Maratha Empire 2010 Pune bombing 2012 Pune bombings GeographyHill...
Swedish sculptor (1879–1963) Sigrid FridmanBornSigrid Carolina Sofia Fridman(1879-11-23)23 November 1879Haparanda, SwedenDied8 January 1963(1963-01-08) (aged 83)Stockholm, SwedenNationalitySwedishOccupationsculptorYears active1911-1963Known forCentaur, sculpture at Observatorielunden in Stockholm Sigrid Carolina Sofia Fridman (23 November 1879 – 8 January 1963) was a Swedish sculptor most known for her works of women and the Centaur sculpture which is located in the park kn...
PinocchioWritten byDennis Kelly (play)Leigh Harline, Ned Washington & Paul J Smith (songs and score) Martin Lowe (additional music)Date premiered1 December 2017Place premieredRoyal National Theatre, LondonOriginal languageEnglishPinocchio is a play by Dennis Kelly, based on the classic children's story by Carlo Collodi and featuring the songs and score from the 1940 Walt Disney animated film by Leigh Harline, Ned Washington and Paul J. Smith, newly adapted by Martin Lowe. Synopsis Act One...
2004 video gameHaru no AshiotoDeveloper(s)Minori (Windows)HuneX (PS2)Publisher(s)Minori (Windows)Alchemist (PS2)Platform(s)Windows, PlayStation 2ReleaseWindowsJPN: July 23, 2004PlayStation 2JPN: April 6, 2006Genre(s)Eroge (Windows), Visual novel Haru no Ashioto (はるのあしおと, lit. Footstep Of Spring) is a Japanese adult visual novel by Minori released on July 23, 2004.[1] A PlayStation 2 port, Haru no Ashioto -Step of Spring- (はるのあしおと -Step of Spring-), was rele...
Ukrainian rabbi (1780–1844) RabbiNathan (Noson) SternhartzOhel over the grave of Nathan of BreslovPersonalBorn22 January 1780 (15 Shevat 5540Nemyriv, UkraineDied20 December 1844 (10 Tevet 5605Breslov, UkraineReligionJudaismSpouse Esther Shaindel Ohrbach Dishel Childrenwith Esther: ShachnehYitzchokDovid ZviChana Tzirel with Dishel: NachmanYosef Yonah Parent(s)Rabbi Naphtali Hertz and Chaya Laneh SternhartzBuriedBreslov, Ukraine Nathan of Breslov (January 22, 1780 – December 20, 1844), also...
2010 American filmMaster Harold... and the BoysPromotional posterDirected byLonny PriceScreenplay byNicky RebelloStory byAthol Fugard (play)Produced byMichael AuretZaheer Goodman-BhyatDavid PupkewitzMorris RuskinStarringFreddie HighmoreVing RhamesPatrick MofokengCinematographyLance GewerEdited byRonelle LootsMusic byPhilip MillerDistributed byFocus FilmsSpier FilmsShoreline EntertainmentRelease date March 17, 2010 (2010-03-17) (Cape Winelands) Running time87 minutesCountryU...
2016 biographical documentary film Keep QuietDirected byJoseph Martin Sam BlairProduced byAlex HolderDanielle ClarkNicole StottStarringCsanád SzegediAnne ApplebaumAndrás DezsőRabbi Boruch OberlanderKatalin Molnár SzegedinéImréné MolnárEva 'Bobby' NeumannCinematographyMárton VízkeletyEdited byBen StarkKim GasterMusic byPhilip SheppardProductioncompaniesAJH FilmsPassion PicturesRunning time94 minutesCountriesUnited KingdomHungaryCanadaBelgiumPolandLanguagesEnglishHungarianHebrew Keep ...
Mathematical functions with specific symmetries Not to be confused with Even and odd numbers. The sine function and all of its Taylor polynomials are odd functions. This image shows sin ( x ) {\displaystyle \sin(x)} and its Taylor approximations, polynomials of degree 1, 3, 5, 7, 9, 11 and 13. The cosine function and all of its Taylor polynomials are even functions. This image shows cos ( x ) {\displaystyle \cos(x)} and its Taylor approximation of degree 4. In mathematics, e...