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Perubahan nama hewan di Turki merupakan revisi dari tata nama (nomenklatur) tiga subspesies yang dilakukan oleh Kementerian Pertanian dan Kehutanan Turki. Perubahan nama hewan tersebut mencakup menghilangkan referensi ke Armenia dan Basur dalam nomenklatur taksonomi (biologi) subspesies masing-masing hewan.[1][2][3][4][5][6] Revisi nomenklatur taksonomi Hewan Nama ilmiah Nama baru yang diusulkan Rubah merah Kurdistan Vulpes vulpes kurdistanica V...
Handa 半田市Kota BenderaLambangLocation of Handa in Aichi PrefectureNegara JepangWilayahChūbuPrefekturAichiPemerintahan • WalikotaSumio SakakibaraLuas • Total47,42 km2 (1,831 sq mi)Populasi (Oktober 1, 2019) • Total118.259 • Kepadatan2,494/km2 (6,46/sq mi)Zona waktuUTC+9 (Japan Standard Time)Simbol kota • PohonPinus thunbergii• BungaRhododendron indicumNomor telepon0569-21-3111Alamat2-1 Tōyō-chō...
Atas Boleh... Bawah Boleh...SutradaraTjut DjalilProduserRaam SorayaPemeranWarkop DKI (Dono, Kasino, Indro)Eva ArnazNyoman Ayu LenoraAminah CendrakasihArbie SoetamaDian NitamiBaron AchmadiLeo Adi SlametIlla DothNenny Ribut RawitWolly SutinahDistributorSoraya Intercine FilmsTanggal rilis18 Desember 1986Durasi81 menitNegaraIndonesiaPrekuelSama Juga BohongSekuelMakin Lama Makin Asyik Atas Boleh... Bawah Boleh... adalah adalah film drama komedi Indonesia yang dirilis dan diproduksi pada tanggal 18...
U.S. broadcast news reporter, anchor, and commentator (active 1931-2000) 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: Robert Trout – news · newspapers · books · scholar · JSTOR (May 2014) (Learn how and when to remove this template message) Robert TroutBornRobert Albert Blondheim(1909-10-15)October 15, 19...
English geographer, linguist, and civil servant (1764–1848) SirJohn BarrowFRS FRGS FSABarrow around 1810Second Secretary to the AdmiraltyIn office22 May 1804 – 28 April 1845 (1804-05-22 – 1845-04-28)Preceded byBenjamin TuckerSucceeded byWilliam Baillie-Hamilton Personal detailsBorn(1764-06-19)19 June 1764Dragley Beck, Ulverston, Lancashire, EnglandDied23 November 1848(1848-11-23) (aged 84)London, Middlesex, EnglandSpouse Anna Maria Truter&...
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 Desember 2022. Natalie Taylor (lahir 7 Agustus 1986)[1] adalah seorang penyanyi dan penulis-lagu berkebangsaan Amerika Serikat.[2] Ia dikenal karena gaya lagunya yang unik, serta suaranya yang emosional. Natalie TaylorLahirNatalie Taylor7 Agustus 198...
Belgian artist Jeanne TercafsBorn1898 (1898)Died1944 (aged 45–46)NationalityBelgianKnown forSculpture Jeanne Tercafs (1898–1944) was a Belgian artist. Biography Tercafs was born in 1898.[1] She was married to Alexis Bertrand.[2] She studied at the Académie royale des beaux-arts de Liège and the Académie Royale des Beaux-Arts in Brussels.[3] In 1935 she applied for and received from the grant from the Belgium Ministry of Colonies to travel to t...
RB3 beralih ke halaman ini. Untuk permainan video tahun 2010, lihat Rock Band 3.Red Bull RB3KategoriFormula OneKonstruktorRed BullPerancangAdrian Newey (Kepala Teknis) Mark Smith (Direktur Teknis)Rob Marshall (Kepala Perancang) Andrew Green (Kepala Litbang)Peter Prodromou (Kepala Aerodinamika)PendahuluRB2PenerusRB4Spesifikasi teknisSasisSerat fiber dan komposit monokok sarang lebahSuspensi (depan)Suspensi wishbone ganda dua keel, Pegas suspensi batang torsi yang diaktifkan oleh katup panjang....
International basketball competition Basketball at the 2024 Summer Olympics – Men's 3x3 tournamentTournament detailsHost countryFranceCityParisDates30 July – 5 AugustTeams8 (from 3 confederations)Venue(s)1 (in 1 host city)← Tokyo 2020 Los Angeles 2028 → Basketball at the2024 Summer OlympicsBasketballQualificationmenwomenTournamentmenwomenRostersmenwomen3x3 basketballQualificationmenwomenTournamentmenwomenvte The 2024 Summer Olympics men's 3x3 basketball tournamen...
Philosophical movementThe four principal German idealists, clockwise from Immanuel Kant in the upper left: J.G. Fichte, G.W.F. Hegel, F.W.J. Schelling German idealism is a philosophical movement that emerged in Germany in the late 18th and early 19th centuries. It developed out of the work of Immanuel Kant in the 1780s and 1790s,[1] and was closely linked both with Romanticism and the revolutionary politics of the Enlightenment. The period of German idealism after Kant is also known a...
Disambiguazione – Se stai cercando altri significati, vedi San Francisco (disambigua). San FranciscocomuneCity and County of San Francisco San Francisco – VedutaIl Golden Gate Bridge LocalizzazioneStato Stati Uniti Stato federato California ConteaSan Francisco AmministrazioneSindacoLondon Breed (D) dal 2018 Data di istituzione29 giugno 1776 TerritorioCoordinate37°46′39″N 122°24′59″W37°46′39″N, 122°24′59″W (San Francisco) Altitudine16 m...
Trigonometric identity relating the sides and angles of a triangle A triangle, showing the incircle and the partitioning of the sides. The angle bisectors meet at the incenter, which is the center of the incircle. By the above reasoning, all six parts are as shown. Trigonometry Outline History Usage Functions (sin, cos, tan, inverse) Generalized trigonometry Reference Identities Exact constants Tables Unit circle Laws and theorems Sines Cosines Tangents Cotangents Pythagorean theorem Cal...
VII South Asian Games VII தெற்காசிய விளையாட்டுHost city Madras, IndiaNations7Events14 SportsOpening18 DecemberClosing27 DecemberOpened byShankar Dayal Sharma, President of IndiaMain venueJawaharlal Nehru Stadium← Dhaka 1993Kathmandu 1999 → The 1995 South Asian Games (or 7th SAF Games) were held in Madras, India between 18 and 27 December 1995.[1] Medal tally * Host nation (India)RankNationGoldSil...
833-й истребительный авиационный полк ПВО Вооружённые силы ВС СССР Вид вооружённых сил ПВО Род войск (сил) истребительная авиация Формирование 01.05.1942 г. Расформирование (преобразование) 13.05.1992 г. Районы боевых действий Великая Отечественная война (1943 - 1945): ПВО войск, районов...
[1] Thrombopoiesis is the formation of thrombocytes (blood platelets) in the bone marrow. Thrombopoietin is the main regulator of thrombopoiesis. Thrombopoietin affects most aspects of the production of platelets. This includes self-renewal and expansion of hematopoietic stem cells, stimulating the increase of megakaryocyte progenitor cells, and supporting these cells so they mature to become platelet-producing cells.[2] The process of Thrombopoiesis is caused by the breakdown...
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?: ATR 72 – ニュース · 書籍 · スカラー · CiNii · J-STAGE · NDL · dlib.jp · ジャパンサーチ · TWL (2019年10月) ATR 72 マウントクック航空のATR 72-600 用途:旅客機 製�...
لمعانٍ أخرى، طالع بارك سيتي (توضيح). بارك سيتي علم الإحداثيات 37°47′57″N 97°19′20″W / 37.7992°N 97.3222°W / 37.7992; -97.3222 [1] تاريخ التأسيس 1953 تقسيم إداري البلد الولايات المتحدة[2][3] التقسيم الأعلى مقاطعة سيجويك خصائص جغرافية المساحة...
Pour les articles homonymes, voir John Davis et Davis. John W. DavisPortrait de John William Davis.FonctionsReprésentant des États-UnisAvocat général des États-UnisWilliam Marshall Bullitt (en)Alexander Campbell King (en)AmbassadeurBiographieNaissance 13 avril 1873Clarksburg (comté de Harrison)Décès 24 mars 1955 (à 81 ans)CharlestonSépulture Locust Valley Cemetery (en)Nationalité américaineFormation Université Washington et LeeFaculté de droit de l'université Washington e...
John Knox riconosciuto capo della riforma scozzese. La riforma scozzese fu la formale interruzione dei rapporti fra Scozia e papato nel 1560, e gli eventi che si succedettero. Essa fu parte della più ampia riforma protestante che interessò gran parte d'Europa e che, nel caso della Scozia, culminò ecclesiasticamente nella fondazione della chiesa riformata, e politicamente nel trionfo dell'influenza inglese sul Regno di Francia. La riforma del Parlamento scozzese del 1560, che ripudiò l'aut...
Form of mathematical proof Not to be confused with inductive reasoning. Mathematical induction can be informally illustrated by reference to the sequential effect of falling dominoes.[1][2] Mathematical induction is a method for proving that a statement P ( n ) {\displaystyle P(n)} is true for every natural number n {\displaystyle n} , that is, that the infinitely many cases P ( 0 ) , P ( 1 ) , P ( 2 ) , P ( 3 ) , … {\displaystyle P(0),P(1),P(2),P(3),\dots } all...