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Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Nanodetik – berita · surat kabar · buku · cendekiawan · JSTOR Nanodetik atau nanosekon (ns) adalah satuan waktu dalam Sistem Satuan Internasional (SI) yang setara dengan sepersemiliar detik, yaitu 11 000...
Wikispecies mempunyai informasi mengenai Ipomoea obscura. Ipomoea obscura TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmesangiospermsKladeudicotsKladcore eudicotsKladasteridsKladlamiidsOrdoSolanalesFamiliConvolvulaceaeTribusIpomoeeaeGenusIpomoeaSpesiesIpomoea obscura Ker Gawl. Tata namaBasionimConvolvulus obscurus (en) lbs Ipomoea obscura (Inggris: obscure morning glorycode: en is deprecated ) adalah spesies tumbuhan berbunga dari genus ipomoea.[1][2]...
Economy of Democratic Republic of CongoKinshasa, capital and economic center of the Democratic Republic of the CongoCurrencyCongolese Franc (CDF)Fiscal yearCalendar yearTrade organisationsAU, AfCFTA (signed), AfDB, SADC, COMESA, ECCAS, SADC, WTO, Group of 77Country group Least developed[1] Low-income economy[2] StatisticsPopulation 95,894,118 (2021)[3]GDP $69.474 billion (nominal, 2023 est.)[4] $147.348 billion (PPP, 2023 est.)[4] GDP rank 86th (nomina...
Untuk keju, lihat Quark (keju). Quark Sebuah proton, tersusun atas 2 up quark dan satu down quark (Pewarnaan Muatan warna pada tiap quark tidak begitu penting, hanya ketiga warna tersebut diwakilkan.) Komposisi: Partikel dasar Generasi: Ke-1, ke-2, ke-3 Interaksi: Elektromagnetik, Gravitasi, Interaksi Kuat, Interaksi Lemah Simbol: q Antipartikel: Antiquark (q) Penggagas: Murray Gell-Mann (1964) George Zweig (1964) Penemu: SLAC (~1968) Tipe: 6 (up, down, strange, charm, bottom, and top) Muatan...
Piermario Morosini Informasi pribadiTanggal lahir (1986-07-05)5 Juli 1986Tempat lahir Bergamo, ItalyTanggal meninggal 14 April 2012(2012-04-14) (umur 25)Tempat meninggal Pescara, ItalyTinggi 1,83 m (6 ft 0 in)Posisi bermain MidfielderKarier junior AtalantaKarier senior*Tahun Tim Tampil (Gol)2005–2007 Udinese 5 (0)2006–2007 → Bologna (pinjaman) 16 (0)2007–2009 Vicenza 66 (1)2009–2012 Udinese 0 (0)2009–2010 → Reggina (pinjaman) 17 (0)2010 → Padova (pinjaman)...
Zelkova serrata Status konservasiHampir terancamIUCN61967528 TaksonomiDivisiTracheophytaSubdivisiSpermatophytesKladAngiospermaeKladmesangiospermsKladeudicotsKladcore eudicotsKladSuperrosidaeKladrosidsKladfabidsOrdoRosalesFamiliUlmaceaeGenusZelkovaSpesiesZelkova serrata Makino Tata namaBasionimCorchorus serratus (en) lbs Zelkova serrata (Japanese zelkova, Japanese elm[1] atau keyaki; Jepang: 欅 (ケヤキ) keyaki /槻 (ツキ) tsuki; Hanzi: 榉树/櫸樹 jǔshù; bahasa Korea&...
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Sako, Pangean, Kuantan Singingi – berita · surat kabar · buku · cendekiawan · JSTOR Sako merupakan salah satu desa yang terletak di Kecamatan Pangean, Kabupaten Kuantan Singingi, Provinsi Riau, Indonesia...
Theoretical model for magnetic behaviour of some superconductors Calculated magnetization curve for a superconducting slab, based on Bean's model. The superconducting slab is initially at H = 0. Increasing H to critical field H* causes the blue curve; dropping H back to 0 and reversing direction to increase it to -H* causes the green curve; dropping H back to 0 again and increase H to H* causes the orange curve. This article needs additional citations for verification. Please help improve thi...
Padma BhushanTypeNational CivilianCountryIndiaPresented byGovernment of IndiaRibbonObverseA centrally located lotus flower is embossed and the text Padma written in Devanagari script is placed above and the text Bhushan is placed below the lotus.ReverseA platinum State Emblem of India placed in the centre with the national motto of India, Satyameva Jayate (Truth alone triumphs) in Devanagari ScriptEstablished1954First awarded1954Total94Websitehttp://www.padmaawards.gov.in/ PrecedenceNex...
State electoral district of Queensland, Australia LyttonQueensland—Legislative AssemblyElectoral map of Lytton 2017StateQueenslandMPJoan PeasePartyLabor PartyNamesakeLyttonElectors37,369 (2020)Area65 km2 (25.1 sq mi)DemographicInner-metropolitanCoordinates27°24′S 153°11′E / 27.400°S 153.183°E / -27.400; 153.183 Electorates around Lytton: Clayfield Moreton Bay Moreton Bay Clayfield Lytton Moreton Bay Bulimba Chatsworth Capalaba Electoral ma...
Comedy by Aristophanes This article is about Aristophanes' Ecclesiazusae (Ἐκκλησιάζουσαι). For women in parliament or government, see assembly and women in government. AssemblywomenAristophanes[1]Written byAristophanesChorusAthenian WomenSettingAn Athenian street Assemblywomen (Greek: Ἐκκλησιάζουσαι Ekklesiazousai; also translated as, Congresswomen, Women in Parliament, Women in Power, and A Parliament of Women) is a comedy written by the Greek playwright...
Disambiguazione – Se stai cercando altri significati, vedi Madrid (disambigua). MadridCapitale(ES) Madrid (dettagli) Madrid – VedutaVista panoramica di Madrid LocalizzazioneStato Spagna Comunità autonoma Madrid ProvinciaNon presente AmministrazioneAlcaldeJosé Luis Martínez-Almeida (PP) dal 15-6-2019 TerritorioCoordinate40°30′00″N 3°40′24″W40°30′00″N, 3°40′24″W (Madrid) Altitudine667 m s.l.m. Superficie604,3[1] km² Abitanti...
Local government elections in Cheshire, England Cheshire East Council elections are held every four years. Cheshire East Council is the local authority for the unitary authority of Cheshire East in Cheshire, England. Since the last boundary changes in 2011, 82 councillors have been elected from 52 wards.[1] Council elections 2008 Cheshire East Council election 2011 Cheshire East Council election (new ward boundaries)[1] 2015 Cheshire East Council election 2019 Cheshire East Co...
ПосёлокИтинохе Флаг Герб 40°12′47″ с. ш. 141°17′43″ в. д.HGЯO Страна Япония Префектура Иватэ Уезд Нинохе История и география Основан 1 апреля 1889 Площадь 300,11 км² Часовой пояс UTC+9:00 Население Население 13 229 человек (2014) Плотность 44,08 чел./км² Цифровые идентифик�...
Questa voce sull'argomento centri abitati della Romania è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. BaznacomuneBazna – Veduta LocalizzazioneStato Romania Regione Transilvania Distretto Sibiu TerritorioCoordinate46°12′N 24°17′E46°12′N, 24°17′E (Bazna) Superficie82,52 km² Abitanti4 058 (2007) Densità49,18 ab./km² Altre informazioniCod. postale557030 Fuso orar...
Period of human inhabitation in Japan predating the development of pottery Japanese Paleolithic period35,000 BCE – 14,000 BCEJapan at the Last Glacial Maximum in the Late Pleistocene about 20,000 years agoLocation JapanChronology Jōmon period Part of a series on theHistory of JapanPaleolithic stone axes PeriodsPaleolithicbefore 14,000 BCJōmon14,000 – 1000 BCYayoi 1000 BC – 300 ADKofun 300 AD – 538 ADAsuka 538 – 710Nara 710 – 794HeianFormer Nine ...
浦和レッドダイヤモンズ > 浦和レッドダイヤモンズ・レディース この記事は検証可能な参考文献や出典が全く示されていないか、不十分です。 出典を追加して記事の信頼性向上にご協力ください。（このテンプレートの使い方）出典検索?: 浦和レッドダイヤモンズ・レディース – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL...
Cet article est une ébauche concernant les probabilités et la statistique. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Pour les articles homonymes, voir IQR. Diagramme en boîte avec l'écart quartile apparent (noté IQR) En statistiques, l’écart interquartile[1] (aussi appelé étendue interquartile[2] ou EI ; en anglais, interquartile range ou IQR) est une mesure de dispersion qui s'obtient en fa...
History of Myanmar Prehistory of Myanmar 11,000–200 BCE Pyu city-states 200 BCE – 1050 CE (Sri Ksetra Kingdom, Tagaung Kingdom) Mon kingdoms 825?–1057? CE (Thaton Kingdom) Arakanese kingdoms 788?–1406 Pagan Kingdom 849–1297 Early Pagan Kingdom 849–1044 Warring states period Upper Myanmar 1297–1555 Myinsaing and Pinya Kingdoms 1297–1365 Sagaing Kingdom 1315–1365 Kingdom of Ava 1365–1555 Prome Kingdom 1482–1542 Hanthawaddy Kingdom 1287–1539, 1550–1552 Shan States 1215...
American psychologist (1886–1939) Leta HollingworthHollingworth in 1915BornLeta Anna StetterMay 25, 1886Chadron, Nebraska, U.S.DiedNovember 27, 1939 (1939-11-28) (aged 53)Columbia University Medical CenterManhattan, New York City, U.S.EducationUniversity of Nebraska (1905)Scientific careerFieldsPsychologyInstitutionsTeachers College, Columbia UniversityDoctoral advisorEdward ThorndikeNotable studentsFlorence Goodenough Theodora Mead Abel Leta Stetter Hollingworth (May 25, 1886 –...