(28360) 1999 FU55
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?Vivantia Біологічна класифікація Домен: Еукаріоти (Eukaryota) Царство: Гриби (Fungi) Відділ: Аскомікотові гриби (Ascomycota) Клас: Сордаріоміцети (Sordariomycetes) Порядок: Xylariales Родина: Graphostromataceae Рід: VivantiaJ.D. Rogers, Y.M. Ju & Cand. Посилання MB: 27648 IF: 27648 Vivantia — рід грибів родини Graphostromataceae. Назва вперше о
En este artículo sobre informática se detectaron varios problemas. Por favor, edítalo y/o discute los problemas en la discusión para mejorarlo: No tiene una redacción neutral. Por favor, modifica los párrafos o secciones que muestran un punto de vista parcial en concordancia con lo esperado en una enciclopedia. Necesita ser wikificado conforme a las convenciones de estilo de Wikipedia. Carece de fuentes o referencias que aparezcan en una fuente acreditada. Este aviso fue puesto el ...
ルドルフ・ヘルマン・ブラント（Rudolf Hermann Brandt、1909年6月2日‐1948年6月2日）は、ナチス・ドイツの親衛隊（SS）隊員。階級は親衛隊大佐（SS-Standartenführer）。ドイツ内務省でのハインリヒ・ヒムラーの相談役。法学博士号を所持。 略歴 フランクフルト・アン・デア・オーダー出身。タイプライターの速記官として訓練を積み、また法学を学ぶ。その後、ドイツ内務省に
Annual music festival in George, Washington, United States Sasquatch! Music FestivalSasquatch! Music Festival 2005GenreIndie rock, experimental rock, singer-songwriter, electronica, alternative rock, underground hip-hopDatesMemorial Day weekendLocation(s)The Gorge Amphitheatre, George, Washington, U.S.Years active2002–2018Founded byAdam ZacksWebsitesasquatchfestival.com Sasquatch! Music Festival was an annual music festival held at The Gorge Amphitheatre in George, Washington, United States...
Consejo Nacional para la Salvaguardia de la Patria GobiernoTipo Gobierno militarPresidente Abdourahamane TchianiVicepresidente Salifou ModiHistoriaInicio 26 de julio de 2023[editar datos en Wikidata] El Consejo Nacional para la Salvaguardia de la Patria (en árabe: المجلس الوطني لحماية الوطن, en francés: Conseil national pour la sauvegarde de la patrie, CNSP) es una junta militar gobernante del país de Níger, luego del golpe de Estado de Níger de 20...
筑波大学陸上競技部正式名称 筑波大学陸上競技部愛称 筑波、筑波大、競技部競技種目 陸上競技創設 1902年（明治35年）本拠地 日本茨城県つくば市ウェブサイト 公式サイト 筑波大学陸上競技部（つくばだいがくりくじょうきょうぎぶ、英語: University of Tsukuba Track and Field Team）は、筑波大学体育会所属の陸上競技チーム。1902年（明治35年）に東京高等師範学校徒歩部とし
HutabuluDesaKepala Desa Hutabulu Martua Simanjuntak Negara IndonesiaProvinsiSumatera UtaraKabupatenTapanuli UtaraKecamatanSiborongborongKode pos22474Kode Kemendagri12.02.09.2016 Luas14.30 km²Jumlah penduduk1.132 jiwaKepadatan79.16 jiwa/km² Hutabulu merupakan salah satu desa yang berada di Kecamatan Siborongborong, Kabupaten Tapanuli Utara, Provinsi Sumatera Utara, Indonesia. Pemerintahan Desa Hutabulu terdiri dari dusun[1]: Adian Nalambok Hutabulu Huta Ginjang Lobu Tua Pangumpa...
Wikipedia tidak disensor. Gambar atau rincian yang terdapat dalam artikel ini mungkin bersifat grafis atau tidak pantas demi memastikan kualitas artikel dan liputan lengkap tentang pokok bahasannya. Untuk informasi selengkapnya lihat halaman Wikipedia penyangkalan isi dan opsi untuk tidak melihat gambar. Baca juga: nasihat untuk orang tua. Labia minoraLabia minora (labia bagian dalam)RincianPendahuluLipatan urogenitalPengidentifikasiBahasa Latinlabium minus pudendiTA98A09.2.01.007TA23553FMA20...
Нур ад-Дін МухаммадНародився 1148Помер 1210Країна Nizari Ismaili statedДіяльність релігійний лідер, правительПосада Imamate in Ismaili doctrined і Lord of AlamutdКонфесія НізаритиБатько Хасан II ібн Хасан[1]Діти Джалал ад-Дін Хасан[1] Нур ад-Дін Мухаммад II (перс. نورالدین محمد; нар. 1148...
Negara Islam Irak dan Syamالدولة الإسلاميةad-Dawlah al-IslāmiyahBendera[1]Nama lainIS, ISIS, ISIL, DaeshPendiriAbu Musab al-Zarqawi †[2]Pemimpin Pemimpin: Abu Hafs al-Hashimi al-Qurashi Mantan pemimpin: Abu al-Hussein al-Husseini al-Qurashi †[3][4][5] Abu al-Hasan al-Hashimi al-Qurashi †[6] Abu Ibrahim al-Hashimi al-Qurashi †[7] Abu Bakr al-Baghdadi †[8] Wakil pemimpin di Irak: A...
Canadian businessman and inventor (1830–1915) Photograph of Leggo taken in 1871 William Augustus Leggo (25 January 1830 – 21 July 1915) was a Canadian inventor, engraver and businessperson. He is noted for co-inventing the half-tone engraver with George-Édouard Desbarats. He had several patents to his name, including leggotyping and granulated photography. Early life Leggo was born in Quebec City on January 25, 1830, to William Augustus Leggo, a bookbinder and engraver, and Margaret ...
Award honoring best new attraction Golden Ticket Award for Best New RideAwarded forBest new attraction in both Amusement and Water parksCountryUnited StatesPresented byAmusement TodayFirst awarded2005Currently held bySteel Vengeance (amusement park) Medusa's Slidewheel (water park)Websitegoldenticketawards.com The Golden Ticket Award for Best New Ride is presented by Amusement Today to the best new attraction in the water park industry. The award was presented for best new attraction in both ...
Mineralogical term for the visible shape of a mineral This article is about the descriptive term used in mineralogy. For the addictive drug, see crystal methamphetamine. Smoky quartz with spessartine on top of feldspar matrix, featuring different crystal habits (shapes) In mineralogy, crystal habit is the characteristic external shape of an individual crystal or aggregate of crystals. The habit of a crystal is dependent on its crystallographic form and growth conditions, which generally creat...
1966 history book by Barbara Tuchman This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (May 2021) (Learn how and when to remove this template message) First edition(publ. The Macmillan Company) The Proud Tower: A Portrait of the World Before the War, 1890-1914 is a 1966 book by Barbara Tuchman, consisting of a collection of essays she had published in various pe...
Ini adalah nama Tionghoa; marganya adalah Chung.Arthur Raymond ChungOEPresiden Guyana ke-1Masa jabatan17 Maret 1970 – 6 Oktober 1980Perdana MenteriForbes BurnhamPendahulujabatan dibentukPenggantiForbes Burnham Informasi pribadiLahir(1918-01-10)10 Januari 1918Windsor Forest, West Demerara, Guiana BritaniaMeninggal23 Juni 2008(2008-06-23) (umur 90)Bel Air Gardens, GuyanaPartai politikIndependenSuami/istriDoreen Chung (1954–2008; kematiannya)Sunting kotak info • L �...
Indian actor (born 1972) Maria Goretti WarsiGoretti at the screening of SonataBorn (1972-01-26) 26 January 1972 (age 51)[1]Mumbai, IndiaOccupation(s)Actress, Chef, ModelYears active1995-presentSpouse Arshad Warsi (m. 1999) Maria Goretti Warsi is an Indian MTV VJ.[2] She has hosted several TV shows including Do It Sweet on the NDTV Good Times channel[3] and I Love Cooking on Living Foodz. Career Goretti was a popular MTV VJ and ...
2016 documentary film directed by Kahane Cooperman Joe's ViolinDirected byKahane CoopermanProduced byKahane CoopermanRaphaela NeihausenCinematographyBob RichmanEdited byAmira DughriAndrew SaundersonMusic byGary MeisterProductioncompanyLucky Two ProductionsDistributed byThe New YorkerRelease date April 14, 2016 (2016-04-14) (Tribeca) Running time24 MinutesCountryUnited StatesLanguageEnglish Joe's Violin is a 2016 American short documentary film directed by Kahane Cooperman, ...
Betika is an online gaming firm based in Nairobi, Kenya with operations in Kenya, Tanzania, Ethiopia, DRC, Ghana, Nigeria, Mozambique, Zambia and Malawi. Betika has a number of products including Sportsbook Betting, Casino, Virtual Games and E-Sports Betting.Biggest Sports Betting Company in Africa. BETIKATypePrivateIndustryLotteries and GamingFounded2016HeadquartersNairobi, KenyaArea servedGlobalProductsSports Betting, Casino, Virtuals, E-Sports Betting,ServicesSports BettingTotal equityShop...
2017年公開のアメリカ映画については「Death Note/デスノート」をご覧ください。 DEATH NOTE > デスノート (映画) 『デスノート』は、漫画『DEATH NOTE』を原作とした2006年に公開された日本映画。丸の内ピカデリー3他全国松竹系にて公開された。全体的なストーリーは原作の第一部と第二部の結末をベースに脚色したものとなっている。公開は邦画史上として初の前・後編...
Kalkulus Teorema dasar Limit fungsi Kontinuitas Teorema nilai purata Teorema Rolle Diferensial Definisi Turunan (perumuman) Tabel turunan Diferensial infinitesimal fungsi total Konsep Notasi untuk pendiferensialan Turunan kedua Turunan ketiga Perubahan variabel Pendiferensialan implisit Laju yang berkaitan Teorema Taylor Kaidah dan identitas Kaidah penjumlahan dalam pendiferensialan Perkalian Rantai Pangkat Pembagian Rumus Faà di Bruno Integral Definisi Antiderivatif Integral (takw...