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James VI, oleh Adrian Vanson di Kastel Edinburgh Adrian Vanson (meninggal c. 1602) adalah seorang pelukis potret yang bekerja untuk James VI dari Skotlandia . Latar belakang Adrian kemungkinan lahir di Breda, sebagai anak dari Willem Claesswen van Son dari Kathelijn Adriaen Matheus de Blauwverversdochter. Paman atau sepupunya, Peter Mattheus atau Matteusen, adalah seorang pelukis di London.[1] Peter Matheeusen dalam surat wasiatnya pada tahun 1588 mewariskan kepada sepupunya Adrian Va...
Struktur aljabar → Teori grupTeori grup Gagasan dasar Subgrup Subgrup normal Grup hasil bagi darab langsung semi-darab langsung Homomorfisme grup kernel bayangan jumlah langsung karangan bunga sederhana hingga takhingga kontinu multiplikatif aditif siklik Abel dihedral nilpoten terselesaikan aksi Glosarium teori grup Daftar topik teori grup Grup hingga Klasifikasi grup sederhana hingga siklik bergantian tipe Lie sporadik Teorema Cauchy Teorema Lagrange Teorema Sylow Teorema Hall grup-p Grup...
Georgian coder This article is an orphan, as no other articles link to it. Please introduce links to this page from related articles; try the Find link tool for suggestions. (May 2017) Faramarz Fekri from the Georgia Institute of Technology, Atlanta was named Fellow of the Institute of Electrical and Electronics Engineers (IEEE) in 2016[1] for contributions to coding theory and its applications. References ^ 2016 elevated fellow (PDF). IEEE Fellows Directory. Archived from the origina...
Han Berger Han Berger (1983)Informasi pribadiTanggal lahir 17 Juni 1950 (umur 73)Tempat lahir BelandaPosisi bermain BekKepelatihanTahun Tim 2004 Oita Trinita Han Berger (lahir 17 Juni 1950) adalah pemain sepak bola asal Belanda. Pranala luar (Jepang)J.League Data Site Diarsipkan 2017-12-12 di Wayback Machine. Artikel bertopik pemain sepak bola Belanda ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs
Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...
Legislative Council election for New South Wales, Australia in March 2007 2007 New South Wales state election (Legislative Council) ← 2003 24 March 2007 2011 → 21 of the 42 seats in the Legislative Council21 seats needed for a majority First party Second party Third party L/NP Leader John Della Bosca Mike Gallacher None Party Labor Coalition Greens Seats before 18 13 3 Seats won 9 8 2 Seats after 19 15 4 Seat change 1 2 1 Popular vo...
VoorschotenMunicipalityKloosterkapel Bijdorp in Voorschoten BenderaLambang kebesaranCountryBelandaProvinceHolland SelatanLuas(2006) • Total11,59 km2 (447 sq mi) • Luas daratan11,21 km2 (433 sq mi) • Luas perairan0,38 km2 (15 sq mi)Populasi (1 January 2007) • Totalnearly 30.000 • Kepadatan2.032/km2 (5,260/sq mi) Source: CBS, Statline.Zona waktuUTC+1 (CET) • Musim ...
Ворота Азимовской мечети — пример сочетания татарского зодчества и эклектики Татарская архитектура — совокупность построек, тесно связанных с историей татарского народа, сформировавшееся под влиянием оседлого и кочевого образа жизни в древние времена, развивая...
Міністерство оборони України (Міноборони) Емблема Міністерства оборони та Прапор Міністерства оборони Будівля Міністерства оборони у КиєвіЗагальна інформаціяКраїна УкраїнаДата створення 24 серпня 1991Попередні відомства Міністерство оборони СРСР Народний комісарі...
Manchu-led dynasty of China (1644–1912) Qing redirects here. For other uses, see Qing (disambiguation). Not to be confused with the Qin dynasty, the first dynasty of imperial China. This article may be too long to read and navigate comfortably. When this tag was added, its readable prose size was 13,950 words. Consider splitting content into sub-articles, condensing it, or adding subheadings. Please discuss this issue on the article's talk page. (March 2024) Great Qing大清 (Chinese)�...
The Gore–Chernomyrdin Commission, or U.S.–Russian Joint Commission on Economic and Technological Cooperation, was a United States and Russian Joint Commission developed to increase cooperation between the two countries in several different areas.[1] The Commission was developed by the United States’ President Bill Clinton and Russian President Boris Yeltsin at a summit in Vancouver in April 1993.[1] Al Gore, the United States Vice President, and Viktor Chernomyrdin, the ...
Species of archaeon This article may require cleanup to meet Wikipedia's quality standards. The specific problem is: grammar and formatting issues scattered throughout. Please help improve this article if you can. (September 2023) (Learn how and when to remove this message) Sulfolobus solfataricus Scientific classification Domain: Archaea Phylum: Thermoproteota Class: Thermoprotei Order: Sulfolobales Family: Sulfolobaceae Genus: Sulfolobus Species: S. solfataricus Binomial name Sulfolobu...
Borough in Pennsylvania, USA Borough in Pennsylvania, United StatesGettysburgBoroughGettysburg National Military Park in April 2019 FlagSealLocation in Adams County and the U.S. state of Pennsylvania.GettysburgShow map of PennsylvaniaGettysburgShow map of the United StatesCoordinates: 39°49′42″N 77°13′56″W / 39.82833°N 77.23222°W / 39.82833; -77.23222[1]CountryUnited StatesStatePennsylvaniaCountyAdamsSettled1780Incorporated1806Named forSamuel Gettys...
Solanum Solanum lycopersicum Klasifikasi ilmiah Kerajaan: Plantae (tanpa takson): Tracheophyta (tanpa takson): Angiospermae (tanpa takson): Eudikotil (tanpa takson): Asterid Ordo: Solanales Famili: Solanaceae Genus: Solanum L.[1] Subgenera Lihat teks Sinonim Androcera Nutt. Aquartia Jacq. Artorhiza Raf. Bassovia Aubl. Battata Hill Bosleria A.Nelson Ceranthera Raf. Cliocarpus Miers Cyphomandra Mart. ex Sendtn. Diamonon Raf. Dulcamara Moench Lycopersicon Mill. Melongena Mill. Normania ...
Insieme convesso. Insieme non convesso. In uno spazio euclideo un insieme convesso è un insieme nel quale, per ogni coppia di punti, il segmento che li congiunge è interamente contenuto nell'insieme. Esempi di insiemi convessi sono cerchi, sfere, cubi, piani, semipiani, trapezi, mentre non lo sono archi di circonferenze, tori o qualunque insieme che contenga buchi o incavature o che non sia connesso. In tre dimensioni, esempi di insiemi convessi sono la sfera, il cubo, il paraboloide, mentr...
日本內閣第三次安倍第三次改造内閣だいさんじあべだいさんじかいぞうないかく全體閣員在任命儀式(日语:認証官)後合影(2017年8月3日)內閣總理大臣安倍晉三(第97任)成立日期2017年8月3日總辭日期2017年11月1日執政黨/派系自由民主黨、公明黨(自公連立政權)內閣閣僚名簿(首相官邸) 第三屆安倍第三屆改組内閣(日语:第三次安倍第三次改造内閣/だいさ�...
藤原 新也(ふじわら しんや、1944年3月4日 - )は、日本の作家・随筆家、写真家・旅人である。麻原彰晃の研究家としても知られる。 幼少期を過ごした鉄輪温泉(大分県) 経歴 藤原は写真集・随筆集『鉄輪』で鉄輪温泉の路地の写真を多く発表している。 福岡県門司市(現:北九州市門司区)の門司港地区生まれ。生家は旅館を営んでいた。旅館を廃業後、大分県別�...
Samanhudi Anwar Wali Kota Blitar ke-22Masa jabatan17 Februari 2016 – 15 Februari 2019PresidenJoko WidodoGubernurSoekarwoWakilSantosoPendahuluSuprianto (pj.)PenggantiSantosoMasa jabatan3 Agustus 2010 – 3 Agustus 2015PresidenSusilo Bambang YudhoyonoJoko WidodoGubernurSoekarwoWakilPurnawan BuchoriPendahuluDjarot Saiful HidayatPenggantiSuprianto (pj.)Ketua DPRD Kota BlitarMasa jabatan2009–2010PendahuluDirinya sendiriPenggantiGlebot Catur ArijantoMasa jabatan2004–2009...
Этот перевод статьи с другого языка требует улучшения (см. Рекомендации по переводу). Вы можете помочь улучшить перевод. Оригинал можно найти слева в списке языков.Статья, целиком являющаяся машинным переводом, может быть удалена на основании критерия быстрого удаления �...
Presiding Bishop of The Episcopal Church since 2015 This article is about the American presiding bishop. For other people named Michael Curry, see Michael Curry. The Most ReverendMichael Curry27th Presiding Bishop of the Episcopal ChurchCurry in 2018ChurchEpiscopal ChurchDioceseNon-territorial/non-metropoliticalInstalledNovember 1, 2015[1]PredecessorKatharine Jefferts SchoriOther post(s)Bishop of North CarolinaOrdersOrdinationJune 1978 (deacon) December 1978 (priest)by Harold B. ...