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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 Februari 2023. Kuwe lilin Carangoides gymnostethus Status konservasiRisiko rendahIUCN20429774 TaksonomiKerajaanAnimaliaFilumChordataKelasActinopteriOrdoPerciformesFamiliCarangidaeGenusCarangoidesSpesiesCarangoides gymnostethus Cuvier, 1833 Distribusi lbs Kuwe lilin ...
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 Februari 2023. Artikel ini bukan mengenai Issei. IssieMakhluk misteriusNamaIssieNama Jepangイッシー (Isshī)KelompokKriptidSubkelompokMonster danauCirimenyerupai reptil, berleher panjangMakhluk serupaNessieAsalNegaraJepangDaerahDanau Ikeda, Pulau KyushuHabitatAi...
Federalist Paper by James Madison, or possibly Alexander Hamilton 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: Federalist No. 52 – news · newspapers · books · scholar · JSTOR (November 2016) (Learn how and when to remove this template message) Federalist No. 52 James Madison, author of Federalist No. 52Au...
Cerpelai Amazon Mustela africana Status konservasiRisiko rendahIUCN14025 TaksonomiKerajaanAnimaliaFilumChordataKelasMammaliaOrdoCarnivoraFamiliMustelidaeGenusMustelaSpesiesMustela africana Desmarest, 1818 Distribusi lbs Cerpelai Amazon ( Mustela africana ), juga dikenal sebagai Cerpelai tropis, adalah spesies cerpelai asli Amerika Selatan. Ini pertama kali diidentifikasi dari spesimen museum yang salah diberi label sebagai berasal dari Afrika, oleh karena itu dinamakan nama ilmiahnya. [2&...
Artikel ini perlu dikembangkan dari artikel terkait di Wikipedia bahasa Inggris. (Maret 2024) klik [tampil] untuk melihat petunjuk sebelum menerjemahkan. Lihat versi terjemahan mesin dari artikel bahasa Inggris. Terjemahan mesin Google adalah titik awal yang berguna untuk terjemahan, tapi penerjemah harus merevisi kesalahan yang diperlukan dan meyakinkan bahwa hasil terjemahan tersebut akurat, bukan hanya salin-tempel teks hasil terjemahan mesin ke dalam Wikipedia bahasa Indonesia. Janga...
Jeremy Davies a Toronto per la prima di L'alba della libertà (2007) Jeremy Davies, all'anagrafe Jeremy Boring (Traverse City, 8 ottobre 1969), è un attore statunitense specializzato in ruoli da caratterista, interpretando ruoli da comprimario introverso e un po' confuso in film importanti come Solaris e Secretary, oltre che nella serie tv Lost. Indice 1 Biografia 2 Filmografia 2.1 Cinema 2.2 Televisione 2.3 Videogiochi 3 Doppiatori italiani 4 Altri progetti 5 Collegamenti esterni Biografia ...
Peri Gilpin Peri Gilpin, vero nome Peri Kay Oldham (Waco, 27 maggio 1961), è un'attrice statunitense, conosciuta per il ruolo di Roz Doyle nella sit-com Frasier. Indice 1 Biografia 2 Filmografia 2.1 Cinema 2.2 Televisione 3 Doppiatrici italiane 4 Collegamenti esterni Biografia Figlia di un prete battista divenuto poi musicista, presentatore radiofonico e mezzobusto televisivo a Filadelfia (morto in un incidente di paracadutismo il 25 settembre 1983), e sorella di altri due attori (Marc e Apr...
Disambiguazione – Se stai cercando la stagione della massima serie del campionato italiano di calcio, vedi Prima Divisione 1924-1925. Questa voce o sezione sull'argomento Competizioni calcistiche non è ancora formattata secondo gli standard. Commento: Si invita a seguire il modello di voce Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Questa voce o sezione sull'argomento edizioni di competizioni calcistiche non ...
Lower house of parliament in Democratic Republic of the Congo National Assembly Assemblée nationale4th Legislature of the Third Republic of the Democratic Republic of the CongoTypeTypeLower House of the Parliament of the Democratic Republic of the Congo HistoryFounded1960StructureSeats500Political groups UDSP[a] (69) AA-UCN[b] (35) ADFC[c] (35) Agissons and Buildings (26) AA-ADC[d] (21) AAAP[e] (21) Alli...
Puerto Rican businessman Fermín Tangüisdeveloper of the Tanguis cotton seed which saved Peru's cotton industry.BornMarch 29, 1851San Juan, Puerto RicoDiedAugust 24, 1930(1930-08-24) (aged 79)Lima, Peru Fermín Tangüis (March 29, 1851 – August 24, 1930), was a Puerto Rican businessman, farmer, and scientist who developed the seed that would eventually produce the Tanguis cotton in Peru and save that nation's cotton industry. Early years Tangüis' father, Henri Tangüis, emigrated fr...
Atentados de noviembre de 2008 en Bombay Mapa mostrando los diferentes puntos de los atentadosLugar Bombay, IndiaCoordenadas 18°55′19″N 72°50′00″E / 18.921944444444, 72.833333333333Fecha 26-29 de noviembre de 2008Poco después de las 10pm hora local[1] (IST, UTC +5:30)Tipo de ataque Atentado terrorista, secuestro, tiroteo[2]Arma AK-47 y granadas[3]Muertos 173[4][5][6]Heridos 327+[3][7][3]Perpetr...
Bible Broadcasting Network radio station in Highland Heights, Kentucky WNKU redirects here. For the low-power radio station using the WNKU call sign, see WNKU-LP. WYHHHighland Heights, KentuckyBroadcast areaCincinnati, Northern KentuckyFrequency89.7 MHzProgrammingFormatChristianOwnershipOwnerBible Broadcasting Network, Inc.HistoryFormer call signsWNKU (1983–2017)Technical information[1]Licensing authorityFCCFacility ID4280ClassC3ERP12,000 watts horiz9,900 watts vertHAAT97 metersTran...
Non-parametric classification method This article is about supervised classification/regression, but NOT a clustering algorithm. For algorithms for finding nearest neighbors, see Nearest neighbor search. Not to be confused with k-means clustering. In statistics, the k-nearest neighbors algorithm (k-NN) is a non-parametric supervised learning method first developed by Evelyn Fix and Joseph Hodges in 1951,[1] and later expanded by Thomas Cover.[2] It is used for classification a...
Heinrich Schliemann Nama dalam bahasa asli(de) Johann Ludwig Heinrich Julius Schliemann BiografiKelahiran(de) Johan Ludwig Heinrich Julius Schliemann 6 Januari 1822 Neubukow (Konfederasi Jerman) Kematian26 Desember 1890 (68 tahun)Napoli (Kerajaan Italia) Penyebab kematianBacterial meningitis (en) Tempat pemakamanFirst Cemetery of Athens (en) Galat: Kedua parameter tahun harus terisi! Data pribadiPendidikanUniversitas Paris (1866–1868)Universitas Rostock KegiatanSpesialisasiArkeologi dan...
Sporting event delegationCzechoslovakia at theOlympicsIOC codeTCHNOCCzechoslovak Olympic CommitteeMedals Gold 51 Silver 57 Bronze 60 Total 168 Summer appearances19201924192819321936194819521956196019641968197219761980198419881992Winter appearances1924192819321936194819521956196019641968197219761980198419881992Other related appearances Bohemia (1900–1912) Czech Republic (1994–) Slovakia (1994–) This is a list of flag bearers who have represented Czechoslovakia at the Olym...
アイザック・マクワラ 2015年選手情報ラテン文字 Isaac Makwala愛称 Badman[1]国籍 ボツワナ競技 陸上競技(短距離走)種目 200m, 400m生年月日 (1985-09-29) 1985年9月29日(38歳)出身地 セントラル地区トゥトゥメ (en) 身長 185cm[1]体重 78kg成績オリンピック 400m:準決勝3組8着(2016年)4x400mR:5位(2016年)世界選手権 200m:6位(2017年)400m:5位(2015年)4x400mR:予選2�...
ネットカフェ・個室席の一例 ネットカフェ難民(ネットカフェなんみん)とは、いわゆるホームレスの一種で、定住する住居がなく、寝泊まりする場としてインターネットカフェを利用する人々のことを指す造語。略称はネカフェ難民(ネカフェなんみん)。 概説 ナイトパックが利用可能なインターネットカフェ店舗一例(東京都) 低額で利用できるインターネット...
Defining elements of a set in terms of other elements in the set Four stages in the construction of a Koch snowflake. As with many other fractals, the stages are obtained via a recursive definition. In mathematics and computer science, a recursive definition, or inductive definition, is used to define the elements in a set in terms of other elements in the set (Aczel 1977:740ff). Some examples of recursively-definable objects include factorials, natural numbers, Fibonacci numbers, and the Can...
Right-wing political party of the German Empire German Conservative Party Deutschkonservative ParteiFounded7 June 1876Dissolved9 November 1918 (de facto), 1933 (de jure)Preceded byPrussian Conservative PartyMerged intoGerman National People's PartyHeadquartersBerlin, GermanyNewspaperNeue Preußische ZeitungIdeologyConservatism (German)Prussian nationalismMonarchismStatismAnti-liberalismPolitical positionRight-wingColors BluePolitics of GermanyPolitical partiesElectionsThi...
English Romantic poet (1770–1850) Wordsworth redirects here. For other uses, see Wordsworth (disambiguation). For the English composer, see William Wordsworth (composer). For the British academic and journalist in India, see William Christopher Wordsworth. William WordsworthAnonymous portrait of Wordsworth, c. 1840–50Poet Laureate of the United KingdomIn office6 April 1843 – 23 April 1850MonarchVictoriaPreceded byRobert SoutheySucceeded byAlfred, Lord Tennyson Personal de...