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1981 single by Pink LadyOh!Single by Pink Ladyfrom the album Pink Lady LanguageJapaneseB-sideMuchū ga Ichiban UtsukushīReleasedMarch 5, 1981 (1981-03-05)GenreJ-popLength5:00LabelVictorComposer(s)Shunichi TokuraLyricist(s)Yū AkuProducer(s)Hisahiko IidaPink Lady singles chronology Last Pretender (1981) Oh! (1981) Fushigi Love (1984) OH! (オー!, Ō!) is the 22nd single of Japanese duo Pink Lady and last official single before their disbandment. The single was released on Mar...
Lepisma saccharinaRentang fosil: 400–0 jtyl PreЄ Є O S D C P T J K Pg N Karbon Akhir sampai sekarang Klasifikasi ilmiah Kerajaan: Hewan Filum: Arthropoda Subfilum: Hexapoda Kelas: Insecta Subkelas: Apterygota Ordo: Zygentoma Famili: Lepismatidae Genus: Lepisma Spesies: L. saccharina Nama binomial Lepisma saccharinaLinnaeus, 1758 Gegat (Lepisma saccharina) adalah serangga kecil tanpa sayap dari ordo Zygentoma. Gegat juga disebut kutu buku karena kebiasaannya memakan kertas. Nama...
Ikan trout cokelat yang mengalami furunkulosis, salah satu HPIK yang disebabkan oleh bakteri Aeromonas salmonicida Hama dan penyakit ikan karantina (disingkat HPIK) adalah istilah perkarantinaan yang digunakan untuk menyebut sejumlah penyakit pada ikan yang dicegah oleh pemerintah Indonesia untuk masuk, tersebar, dan keluar dari wilayah negara Indonesia. Lembaga pemerintah yang bertugas mencegah HPIK adalah Badan Karantina Ikan, Pengendalian Mutu, dan Keamanan Hasil Perikanan yang berada di b...
Dangerously ExcitedNama lainHangul나는 공무원이다 Hanja나는 公務員이다 Alih Aksara yang DisempurnakanNaneun KongmuwonidaMcCune–ReischauerNanŭn Kongmuwŏnida SutradaraKoo Ja-hongProduserJung Hye-young MapofilmDitulis olehKoo Ja-hongPemeranYoon Je-moon Sung JoonPenata musikJang Young-yuSinematograferOh Jae-hoPenyuntingKim Woo-ilDistributorNext Entertainment WorldTanggal rilis 12 Juli 2012 (2012-07-12) Durasi101 menitNegaraKorea SelatanBahasaKoreaAnggaran₩200 ...
Léopold EyhartsLahir28 April 1957 (umur 66)Biarritz, Pyrénées-Atlantiques, PrancisStatusPurnawirawanKebangsaanPrancisPekerjaanPilot uji cobaPenghargaan Karier luar angkasaAntariksawan CNES/ESAPangkatBrigadir Jenderal, Angkatan Udara PrancisWaktu di luar angkasa68 hari 21 jam 31 menitSeleksi1990 CNES Group 3, 1998 ESA GroupMisiSoyuz TM-27, Soyuz TM-26, STS-122, Ekspedisi 16, STS-123Lambang misi Léopold Eyharts (lahir 28 April 1957) adalah seorang Brigadir Jenderal Prancis dalam Angka...
Missile attack during the 2022 Russian invasion of Ukraine Millerovo air base attackPart of the spillover in Western Russia of the 2022 Russian invasion of UkraineDate25 February 2022 (2022-02-25)LocationMillerovo air base, Millerovo, Rostov Oblast, Russia48°57′08″N 040°18′08″E / 48.95222°N 40.30222°E / 48.95222; 40.30222Belligerents Ukraine RussiaUnits involved Ukrainian Armed Forces 19th Missile Brigade Russian Armed...
MataramKecamatanPeta lokasi Kecamatan MataramNegara IndonesiaProvinsiNusa Tenggara BaratKotaMataramKode Kemendagri52.71.02 Kode BPS5271020 Desa/kelurahan9 Kelurahan Mataram adalah sebuah kecamatan di kota Mataram, Nusa Tenggara Barat, Indonesia.[1][2] Pemerintahan Pembagian administratif Kecamatan Mataram dibagi dalam 9 Kelurahan, yaitu: Mataram Timur Pagesangan Pagesangan Barat Pagesangan Timur Pagutan Pagutan Barat Pagutan Timur Pejanggik Punia Referensi ^ Kecamatan Mat...
2010 single by Jason Derulo For the 2010 album by Keith Sweat and its title song, see Ridin' Solo (album). Ridin' SoloSingle by Jason Derulofrom the album Jason Derulo ReleasedFebruary 24, 2010Genre Electropop R&B Length3:36Label Warner Bros. (US) WEA International Inc. (outside US) Songwriter(s) Jason Derulo J.R. Rotem Xavier Thomas Producer(s)J.R. RotemJason Derulo singles chronology In My Head (2009) Ridin' Solo (2010) What If (2010) Audio sampleRidin' SolofilehelpMusic videoRidin' Sol...
本條目存在以下問題,請協助改善本條目或在討論頁針對議題發表看法。 此生者传记条目需要补充更多可供查證的来源。 (2015年9月18日)请协助補充可靠来源,无法查证的在世人物内容将被立即移除。 此條目過於依赖第一手来源。 (2015年9月18日)请補充第二手及第三手來源,以改善这篇条目。 此條目需要补充更多来源。 (2015年9月18日)请协助補充多方面可靠来源以改善这篇条...
73rd United States Postmaster General Patrick Donahoe73rd United States Postmaster GeneralIn officeDecember 6, 2010 – February 1, 2015PresidentBarack ObamaDeputyRonald StromanPreceded byJack PotterSucceeded byMegan Brennan Personal detailsBornOctober 27, 1955[1]Pittsburgh, Pennsylvania, U.S.EducationUniversity of Pittsburgh (BA)Massachusetts Institute of Technology (MBA) Patrick R. Donahoe is an American politician who served as the 73rd United States Postmaster General, ha...
Військово-музичне управління Збройних сил України Тип військове формуванняЗасновано 1992Країна Україна Емблема управління Військово-музичне управління Збройних сил України — структурний підрозділ Генерального штабу Збройних сил України призначений для планува...
People of Austria For an analysis on the nationality or Austrian citizenship, see Austrian nationality law. Ethnic group AustriansGerman: ÖsterreicherTotal populationc. 8–8.5 million Regions with significant populations Austria 7,427,759[a] United States684,184[2] Germany345,620[3] Canada197,990[4] Switzerland67,000[5] Australia45,530[6] United Kingdom39,600[5] France20,000[7] ...
Upward projection of ice from surface of frozen water body Classic spike form Ice candle form Inverted pyramid form An ice spike is an ice formation, often in the shape of an inverted icicle, that projects upwards from the surface of a body of frozen water. Ice spikes created by natural processes on the surface of small bodies of frozen water have been reported for many decades, although their occurrence is quite rare. A mechanism for their formation, now known as the Bally–Dorsey model...
2016 film directed by Tom Tykwer A Hologram for the KingTheatrical release posterDirected byTom TykwerScreenplay byTom TykwerBased onA Hologram for the Kingby Dave EggersProduced by Stefan Arndt Gary Goetzman Arcadiy Golubovich Uwe Schott Tim O'Hair Starring Tom Hanks Omar Elba Sarita Choudhury Sidse Babett Knudsen Ben Whishaw Tom Skerritt CinematographyFrank GriebeEdited byAlexander BernerMusic byJohnny KlimekTom TykwerProductioncompanies Playtone X-Filme Creative Pool Primeridian Entertainm...
Functional Requirements for Bibliographic Records (FRBR /ˈfɜːrbər/) is a conceptual entity–relationship model developed by the International Federation of Library Associations and Institutions (IFLA) that relates user tasks of retrieval and access in online library catalogues and bibliographic databases from a user’s perspective. It represents a more holistic approach to retrieval and access as the relationships between the entities provide links to navigate through the hierarchy of r...
Subfield of linguistics Part of a series onLinguistics OutlineHistoryIndex General linguistics Diachronic Lexicography Morphology Phonology Pragmatics Semantics Syntax Syntax–semantics interface Typology Applied linguistics Acquisition Anthropological Applied Computational Conversation analysis Corpus linguistics Discourse analysis Distance Documentation Ethnography of communication Ethnomethodology Forensic History of linguistics Interlinguistics Neurolinguistics Philology Philosophy of la...
コモロ諸島のうち3島を領有する主権国家「コモロ連合」については「コモロ」をご覧ください。 コモロ諸島 コモロ諸島(コモロしょとう、仏: L'archipel des Comores、阿: جزر القمر、英: Comoro Islands)は、アフリカ大陸東南部、マダガスカル島とモザンビークの間にある諸島。主にグランドコモロ島(ンジャジジャ島)、アンジュアン島(ムズワニ島)、モ...
Bird song redirects here. For other uses, see Birdsong (disambiguation) and Bird (disambiguation) § Songs. Sounds birds use to communicate An eastern towhee (Pipilo erythrophthalmus) singing, Jamaica Bay Wildlife Refuge, United States Blackbird song Bird vocalization includes both bird calls and bird songs. In non-technical use, bird songs are the bird sounds that are melodious to the human ear. In ornithology and birding, songs (relatively complex vocalizations) are distinguished by fu...
Non-orientable mathematical surface A two-dimensional representation of the Klein bottle immersed in three-dimensional space In mathematics, the Klein bottle (/ˈklaɪn/) is an example of a non-orientable surface; that is, informally, a one-sided surface which, if traveled upon, could be followed back to the point of origin while flipping the traveler upside down. More formally, the Klein bottle is a two-dimensional manifold on which one cannot define a normal vector at each point that varies...
Sigmoid shape special function Not to be confused with Loss function. In mathematics, the error function (also called the Gauss error function), often denoted by erf, is a function defined as:[1] erf z = 2 π ∫ 0 z e − t 2 d t . {\displaystyle \operatorname {erf} z={\frac {2}{\sqrt {\pi }}}\int _{0}^{z}e^{-t^{2}}\,\mathrm {d} t.} Error functionPlot of the error functionGeneral informationGeneral definition erf z = 2 π ∫ 0 z e −...