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Tanel PadarTanel Padar pada 2011Informasi latar belakangNama lahirTanel PadarLahir27 Oktober 1980 (umur 43)Uhtna, EstoniaGenreRockTahun aktif1999–sekarangArtis terkaitThe Sun, Speed FreeSitus webhttp://www.thesun.ee Tanel Padar (lahir 27 Oktober 1980) adalah seorang penyanyi dan penulis lagu asal Estonia. Ia dikenal di mancanegara karena memenangkan Kontes Lagu Eurovision 2001. Diskografi Album The Greatest Hits (2005) Veidi valjem kui vaikus (A bit louder than silence) (2005) 100% Roc...
artikel ini perlu dirapikan agar memenuhi standar Wikipedia. Tidak ada alasan yang diberikan. Silakan kembangkan artikel ini semampu Anda. Merapikan artikel dapat dilakukan dengan wikifikasi atau membagi artikel ke paragraf-paragraf. Jika sudah dirapikan, silakan hapus templat ini. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Jalur dogong Lemahabang-cibarusahBekas lahan rel jalur dogong Lemahabang-Cibarusah.IkhtisarJenisJalur dogong lintas cabangSistemJalur DogongStatus...
Reproductive structure in flowering plants For other uses, see Flower (disambiguation). Floral redirects here. For other uses, see Floral (disambiguation). A flower, also known as a bloom or blossom, is the reproductive structure found in flowering plants (plants of the division Angiospermae). Flowers consist of a combination of vegetative organs – sepals that enclose and protect the developing flower, petals that attract pollinators, and reproductive organs that produce gametophytes, which...
Fifth Season of television series Season of television series Bigg BossSeason 5Slogan: Battle of the Originals – തീ പാറും!Translation: The Fire Explodes!Presented byMohanlalNo. of days100No. of housemates21WinnerAkhil MararRunner-upReneesha Rahiman No. of episodes99ReleaseOriginal networkAsianetDisney+ HotstarOriginal release26 March (2023-03-26) –2 July 2023 (2023-07-02)Season chronology← PreviousSeason 4 Next →Season 6 List of episodes The fift...
Macedonian basketball player Adem MekićNo. 20 – ZadarPositionShooting guard / small forwardLeagueCroatian LeaguePersonal informationBorn (1995-12-28) December 28, 1995 (age 28)Skopje, MacedoniaNationalityMacedonianListed height1.97 m (6 ft 6 in)Listed weight91 kg (201 lb)Career informationPlaying career2013–presentCareer history2013–2014Vardar2014–2017MZT Skopje2017–2019Kumanovo2019AV Ohrid2019–2020Pelister2020–2023MZT Skopje2023Timișoara2...
طواف كرواتيا 2017 تفاصيل السباقسلسلة12. طواف كرواتيامنافسةطواف أوروبا للدراجات 2017 2.1مراحل6التواريخ18 – 23 أبريل 2017المسافات1٬047 كمالبلد كرواتيانقطة البدايةأوسييكنقطة النهايةزغربالفرق20عدد المتسابقين في البداية155عدد المتسابقين في النهاية140متوسط السرعة41٫543 كم/سالمنصةالفا...
Indice 1 I sistemi metrici 2 Sistema imperiale britannico e sistema consuetudinario USA 3 Unità naturali 3.1 Unità Atomiche 4 Unità non standard 5 Unità di valuta 6 Altri progetti 7 Collegamenti esterni I sistemi metrici Lo stesso argomento in dettaglio: Sistema metrico. I sistemi metrici di unità si sono evoluti, sin dalla loro adozione come primo sistema definito di unità di misura, in Francia nel 1791, in piena rivoluzione. Durante questa evoluzione, questi sistemi si sono affermati...
British politician The Right HonourableThe Earl BathurstPCCaptain of the Gentlemen PensionersIn office1742–1744Preceded byThe Duke of BoltonSucceeded byThe Lord Hobart Personal detailsBorn16 November 1684Died16 September 1775 (aged 90)Spouse Catherine Apsley (m. 1704)ChildrenHenry Bathurst, 2nd Earl BathurstParent(s)Sir Benjamin Bathurst Frances ApsleyAlma materTrinity College, Oxford Allen Bathurst, 1st Earl Bathurst, PC (16 November 1684 – 16 ...
لايونيل باريمور (بالإنجليزية: Lionel Barrymore) معلومات شخصية اسم الولادة (بالإنجليزية: Lionel Herbert Blythe) الميلاد 28 أبريل 1878(1878-04-28)فيلادلفيا، بنسيلفانيا الوفاة 15 نوفمبر 1954 (76 سنة)كاليفورنيا سبب الوفاة احتشاء عضل القلب الجنسية الولايات المتحدة الأمريكية الزوجة دوريس رانكين (1...
Jalan Tol Asia 142Informasi rutePanjang:200 km (124,3 mi)Persimpangan besarUjung Utara:Gambang, PahangUjung Selatan:Yong Peng, JohorLetakNegara:MalaysiaSistem jalan bebas hambatanJaringan Jalan Tol Asia Jalan Tol Asia 142 AH 142 merupakan bagian dari Jaringan Jalan Asia di Malaysia. Jalur ini membentang dari Jalan MEC (Rute Federal Malaysia 222), Jalan Tun Razak (Rute Federal Malaysia 12), dan Rute Federal 1.[1] Rujukan ^ ERIA Study Team. Current Status of ASEAN Transport S...
Частина серії проФілософіяLeft to right: Plato, Kant, Nietzsche, Buddha, Confucius, AverroesПлатонКантНіцшеБуддаКонфуційАверроес Філософи Епістемологи Естетики Етики Логіки Метафізики Соціально-політичні філософи Традиції Аналітична Арістотелівська Африканська Близькосхідна іранська Буддій�...
2008 novel by Amitav Ghosh Sea of Poppies First edition (India)AuthorAmitav GhoshLanguageEnglishSeriesIbis trilogyGenreNovelPublisherViking Press (India)Publication date14 October 2008Publication placeIndiaMedia typePrint (hardback)Pages528ISBN978-0-374-17422-4OCLC216941700Dewey Decimal823/.914 22LC ClassPR9499.3.G536 S43 2008Followed byRiver of Smoke Sea of Poppies (2008) is a novel by Indian novelist Amitav Ghosh which was shortlisted for the Man Booker Prize in 2008....
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 November 2022. Edith Ella BaldwinLahirNovember 19, 1870Worcester, MassachusettsMeninggalFebruary 21, 1941KebangsaanAmericanPekerjaanLukisan Edith Ella Baldwin (19 November 1870 – 21 Februari 1941) adalah seorang pelukis potret dan miniatur, pengrajin...
王祖藍《am730》專訪男艺人本名王浩然[1]罗马拼音Wong Cho Lam国籍 中华人民共和国(香港)籍贯廣東東莞厚街鎮出生 (1980-01-09) 1980年1月9日(44歲) 英屬香港职业演員、歌手、主持人、經理人、填詞人、導演、監製语言粵語、英語、國語、少许韩语、少许泰語教育程度香港演藝學院戲劇學院一級榮譽藝術學士母校基督教香港信義會馬鞍山信義學校聖公會曾肇添中學宗�...
Kongres Amerika Serikat ke-50Gedung Capitol (1906)Periode4 Maret 1887 – 4 Maret 1889Anggota76 senator325 anggota dewan8 delegasi tanpa suaraMayoritas SenatPartai RepublikPresiden SenatLowongMayoritas DPRPartai DemokratKetua DPRJohn G. Carlisle (D)Pres. Senat Pro TemporeJohn J. Ingalls (R)Sesike-1: 7 Desember 1887 – 20 Oktober 1888ke-2: 3 Desember 1888 – 3 Maret 1889ke-49 ←→ ke-51 Kongres Amerika Serikat ke-50 adalah sebuah pertemuan cabang legislatif pemerintahan fede...
UFC Fight Night: Santos vs. AndersProdotto daUltimate Fighting Championship Data22 settembre 2018 Città San Paolo SedeGinásio do Ibirapuera Spettatori9 485 Cronologia pay-per-viewUFC Fight Night: Hunt vs. OlejnikUFC Fight Night: Santos vs. AndersUFC 229: Khabib vs. McGregor Progetto Wrestling Manuale UFC Fight Night: Santos vs. Anders (conosciuto anche come UFC Fight Night 137) è stato un evento di arti marziali miste tenuto dalla Ultimate Fighting Championship il 22 settembre 2018 al...
Otto Wille Kuusinen Otto Wille Kuusinen dans les années 1940. Fonctions Président du gouvernement populaire (République démocratique finlandaise) 2 décembre 1939 – 12 mars 1940 (3 mois et 10 jours) Prédécesseur - Successeur Aucun (dissolution de la République démocratique finlandaise)Lui-même (président du présidium du soviet suprême de la RSS carélo-finnoise) Ministre des Affaires étrangères de la Finlande (République démocratique finlandaise) 2 décembre 1939 ...
2002 United States Supreme Court caseJPMorgan Chase Bank v. Traffic Stream (BVI) Infrastructure Ltd.Supreme Court of the United StatesArgued April 17, 2002Decided June 10, 2002Full case nameJPMorgan Chase Bank, Petitioner v. Traffic Stream (BVI) Infrastructure LimitedCitations536 U.S. 88 (more)122 S. Ct. 2054; 153 L. Ed. 2d 95; 2002 U.S. LEXIS 4203; 70 U.S.L.W. 4520; 197 A.L.R. Fed. 619; 2002 Cal. Daily Op. Service 5034; 2002 Daily Journal DAR 6353; 15 Fla. L. Weekly Fed. S 359Case historyPr...
Tschammerpokal 1940DFB Pokal 1940 Competizione Coppa di Germania Sport Calcio Edizione 6ª Luogo Germania Risultati Vincitore Dresdner SC(1º titolo) Secondo 1. FC Nürnberg Cronologia della competizione 1939 1941 Manuale La 1940 Tschammerpokal fu la sesta edizione della competizione. Nella finale giocata il 1º dicembre 1940 nell'Olympiastadion di Berlino il Dresdner SC sconfisse il 1. FC Nürnberg 2-1. Per la prima volta la finale fu decisa ai supplementari. Indice 1 1º turno 1.1 Ri...
Graph with oriented edges A simple directed graph In mathematics, and more specifically in graph theory, a directed graph (or digraph) is a graph that is made up of a set of vertices connected by directed edges, often called arcs. Definition In formal terms, a directed graph is an ordered pair G = (V, A) where[1] V is a set whose elements are called vertices, nodes, or points; A is a set of ordered pairs of vertices, called arcs, directed edges (sometimes simply edges with the corresp...