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This article is about the Alphabeat song. For other songs, see Spell § Music. 2009 single by AlphabeatThe SpellSingle by Alphabeatfrom the album The Spell Released21 September 2009 (2009-09-21)Genre Dance-pop synthpop Europop Length3:37LabelCopenhagenSongwriter(s) Anders SG (Anders SG Nielsen) Anders B (Anders Bonlokke) Producer(s) Anders SG Anders B Alphabeat singles chronology What Is Happening (2008) The Spell (2009) DJ (2010) The Spell is a song by Danish pop band Alphabea...
Pavel Grudinin Pavel Nikolayevich Grudinin (Rusia: Павел Николаевич Грудининcode: ru is deprecated ; lahir 20 Oktober 1960) adalah seorang politikus dan wirausahawan Rusia. Grudinin menjadi kandidat Partai Komunis untuk pemilihan umum presiden Rusia 2018, namun dikalahkan oleh presiden petahana Vladimir Putin.[1] Referensi ^ Кандидатом в президенты от КПРФ станет не Геннадий Зюганов, а Павел Грудини�...
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
FriendsSingel oleh Justin Bieber dan BloodPopDirilis17 Agustus 2017 (2017-08-17)Genre Pop electro EDM Durasi3:09Label Genpop RBMG Schoolboy Def Jam Republic Pencipta Justin Bieber Michael Tucker Justin Tranter Julia Michaels ProduserBloodPopKronologi singel Justin Bieber 2U (2017) Friends (2017) Hard 2 Face Reality (2018) Kronologi singel BloodPop Friends(2017) Capital Letters(2018) Friends adalah lagu dari penyanyi asal Kanada, Justin Bieber dan produser rekaman asal Amerika S...
Sepak ragaParaga atau Maraga, variasi sepak raga yang berasal dari suku Bugis dan MakassarPertama dimainkanKepulauan Melayu[1][2][3]KarakteristikKontak fisikTidakAnggota timVariasiKategoriIndoor dan OutdoorPeralatanBola rattan, plastik karet sintetisKeberadaanOlimpiadeTidak Sepak raga (bahasa Minangkabau: sipak rago) adalah olahraga tradisional Indonesia dan Malaysia, yang dikembangkan di Kepulauan Melayu. Permainan ini berkaitan dengan sepak takraw modern. Permain...
Diverses vues de la marine militaire française, du Moyen Âge au XXIe siècle. En 1789, avec 80 vaisseaux, 80 frégates, 120 bâtiments légers, 80 000 inscrits maritimes et plus de 1 600 officiers, la marine française est la deuxième du monde[1]. William Pitt[Lequel ?], premier ministre britannique déclare : Tant qu'il y aura un Bourbon sur le trône de France, l'Angleterre aura à craindre sa marine. Cette forme d’apogée, due aux efforts con...
لقاح معلومات عامة من أنواع مستحضرات دوائية حيوية، ودواء التاريخ المكتشف إدوارد جينر سُمي باسم بقرة [لغات أخرى] وصفها المصدر الموسوعة السوفيتية الأرمينية، وقاموس بروكهاوس وإفرون الموسوعي الصغير [لغات أخرى]، والقاموس الجهنمي، ال�...
Confidence or trust in a person, thing, or concept This article is about religious belief. For trust in people or other things, see Trust (social science). For other uses of faith, see Faith (disambiguation). Faith (Armani), by Mino da Fiesole Faith is confidence or trust in a person, thing, or concept.[1] In the context of religion, faith is belief in God or in the doctrines or teachings of religion.[2] According to the Merriam-Webster's Dictionary, faith has multiple definit...
Coppa del Mondo di rugby 20112011 IRB Rugby World CupIpu o te Ao Whutupōro 2011 Logo della competizione Competizione Coppa del Mondo di rugby Sport Rugby a 15 Edizione 7ª Organizzatore New Zealand Rugby e World Rugby[1] Date dal 9 settembre 2011al 23 ottobre 2011 Partecipanti 20 (91 alle qualificazioni) Formula fase a gironi + play-off Sede finale Eden Park (Auckland) Direttore Martin Snedden Risultati Vincitore Nuova Zelanda(2º titolo) Finalista Francia Terzo Au...
For the 1989 film, see Swagatham (1989 film). 2008 Indian filmSwagatamMovie PosterDirected byDasarathWritten byDasarath(story / dialogues)Screenplay byGopimohanProduced byAditya RamStarringJagapati BabuAnushka ShettyBhumika ChawlaCinematographyR. Ramesh BabuEdited byM. R. VarmaMusic byR. P. PatnaikProductioncompanyAdityaram MoviesRelease date 25 January 2008 (2008-01-25) Running time154 minutesCountryIndiaLanguageTeluguBudget₹5 crores Swagatam (transl. Welcome) is a 200...
Shopping mall in Indiana, United StatesRiver FallsRiver Falls MallLocationClarksville, Indiana, United StatesCoordinates38°19′15″N 85°45′43″W / 38.32083°N 85.76194°W / 38.32083; -85.76194Opening date1990DeveloperGeneral Growth PropertiesManagementColumbus Pacific PropertiesOwnerColumbus Pacific PropertiesNo. of stores and services7No. of anchor tenants4Total retail floor area828,647 square feet (76,983.8 m2)[1]No. of floors2 River Falls Mall is...
この項目では、中国思想における天について説明しています。その他の用法については「天 (曖昧さ回避)」をご覧ください。 天金文で記された「天」中国語 天 文字通りの意味heaven(s)発音記号標準中国語漢語拼音tiānウェード式t'ien1IPA[ti̯ɛn]呉語ローマ字thi (T1)贛語ローマ字tien1粤語粤拼tin1閩南語閩南語白話字thiⁿ中古音中古音tʰen上古音鄭張/*qʰl'iːn/日本語漢字 天 篆�...
法隆寺夢殿 八角堂(はっかくどう)または八角円堂(はっかくえんどう)は、各地にある寺院などの建築物。 古代 法隆寺夢殿(奈良時代) 栄山寺(奈良時代) 興福寺北円堂 中世 興福寺北円堂(鎌倉時代) 法隆寺西円堂(鎌倉時代) 広隆寺桂宮院本堂(鎌倉時代) 東福寺愛染堂(室町時代) 仏性寺本堂(室町時代) 近世 佛性寺本堂(安土桃山時代) 石清水八幡宮...
Russian physiologist (1849–1936) For other people named Ivan Pavlov, see Ivan Pavlov (disambiguation). In this name that follows Eastern Slavic naming customs, the patronymic is Petrovich and the family name is Pavlov. Ivan PavlovForMemRSИван ПавловPavlov in his later yearsBorn(1849-09-26)26 September 1849Ryazan, Ryazan Governorate, Russian EmpireDied27 February 1936(1936-02-27) (aged 86)Leningrad, Russian SFSR, Soviet UnionAlma materSaint Petersburg UniversityKnown&...
Bridge for which road usage tolls are charged For the 1992 novel, see The Toll Bridge. For the border conflict, see Toll Bridge War. 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: Toll bridge – news · newspapers · books · scholar · JSTOR (December 2015) (Learn how and when to remove this message) Paying tol...
Roman Catholic bishop, writer and translator from Zadar Šimun Kožičić BenjaBornca. 1460ZadarDied1536ZadarOccupationpriestKnown forfounder of the Glagolitic printing house in Rijeka Šimun Kožičić Benja (ca. 1460 – March, 1536) was a Croatian-Dalmatian orator, humanist and printer, who served as the bishop of Modruš from 1509. He is primarily known for his speech De Corvatiae Desolatione (On the desolation of Croatia) in 1513, as well as for the Glagolithic printing press he fou...
Hungarian rabbi, botanist, and politician (1854–1944) 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: Immanuel Löw – news · newspapers · books · scholar · JSTOR (February 2021) (Learn how and when to remove this message) Immanuel Löw Immanuel Löw (January 20, 1854 in Szeged – July 19, 1944 in Budapest...
Season of television series Season of television series One PieceSeason 18ZouCover for the first Japanese DVD compilation of the eighteenth season as released by Avex PicturesNo. of episodes36ReleaseOriginal networkFuji TelevisionOriginal releaseJune 26, 2016 (2016-06-26) –April 2, 2017 (2017-04-02)Season chronology← PreviousSeason 17Next →Season 19List of episodes The eighteenth season of the One Piece anime television series was produced by Toei Animation, and...
German chemist (1841–1927) Carl GraebeCarl Graebe in the 1890sBorn(1841-02-24)24 February 1841Frankfurt am Main, GermanyDied19 January 1927(1927-01-19) (aged 85)EducationKarlsruhe PolytechnicUniversity of HeidelbergScientific careerInstitutionsHoechst AGUniversity of LeipzigUniversity of KönigsbergUniversity of GenevaDoctoral advisorRobert Wilhelm BunsenOther academic advisorsAdolf von BaeyerDoctoral studentsVera Bogdanovskaia Carl Graebe (German: [ˈɡʁɛːbə]; 24 Febr...
Study of superpositions in mathematics For the process of determining the structure of a piece of music, see Harmony. For broader coverage of this topic, see Harmonic (mathematics). Harmonic analysis is a branch of mathematics concerned with investigating the connections between a function and its representation in frequency. The frequency representation is found by using the Fourier transform for functions on unbounded domains such as the full real line or by Fourier series for functions on ...