Таманская армия (РККА)
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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 Oktober 2022. MRF LimitedJenisPublikKode emitenBSE: 500290NSE: MRFISININE883A01011IndustriBanDidirikanTiruvottiyur, Madras, Tamil Nadu, India (1946; 78 tahun lalu (1946))PendiriK. M. Mammen MappillaiKantorpusatChennai, Tamil Nadu, IndiaWilayah operasiWorld...
Drs.I Ketut SuiasaS.H. Wakil Bupati Badung ke-4PetahanaMulai menjabat 17 Februari 2016PresidenJoko WidodoGubernurMade Mangku Pastika Wayan KosterBupatiI Nyoman Giri Prasta PendahuluI Made SudianaPenggantiPetahana Informasi pribadiLahir31 Desember 1964 (umur 59) Pecatu, BaliKebangsaan IndonesiaPartai politikGolkar (1992-2015) PDI-P (2015-sekarang)Suami/istriNi Wayan KristinaAnak3Alma materIKIP PGRI Bali Universitas DwijendraPekerjaanPolitikusSunting kotak info • L • ...
إيميريخ ييني معلومات شخصية الاسم الكامل إيميريخ ييني الميلاد 22 مارس 1937 (العمر 87 سنة)أغريش الطول 176 سنتيمتر مركز اللعب خط وسط مدافع الجنسية رومانيا اللقب نيا لمي (Nea Imi) معلومات النادي النادي الحالي معتزل المسيرة الاحترافية1 سنوات فريق مشاركات (أهداف) 1955–1956 يو تي أي أرا...
Russian politician In this name that follows Eastern Slavic naming customs, the patronymic is Igorevich and the family name is Samokish. Vladimir SamokishВладимир СамокишDeputy of the 8th State DumaIncumbentAssumed office 19 September 2021 Personal detailsBorn (1975-09-20) 20 September 1975 (age 48)Tomsk, Russian Soviet Federative Socialist Republic, USSRPolitical partyUnited RussiaAlma materTomsk State University Vladimir Samokish (Russian: Владимир Иго...
Defunct film studio Crown International PicturesCompany typePrivateIndustryFilmFounded1959; 65 years ago (1959)FounderNewton P. JacobsDefunct1992; 32 years ago (1992)FateChapter 11 bankruptcyHeadquartersBeverly Hills, California, US Crown International Pictures (CIP) was an independent film studio and distribution company formed in 1959 by Newton P. Jacobs.[1] History Jacobs was a branch head of RKO Pictures until 1947, when he formed Favorite Films...
Voce principale: Fußballclub Carl Zeiss Jena. Fußballclub Carl Zeiss JenaStagione 2000-2001Sport calcio Squadra Carl Zeiss Jena Allenatore Slavko Petrović All. in seconda Mario Röser Regionalliga sud18° posto Maggiori presenzeCampionato: Uster (33)Totale: Uster (33) Miglior marcatoreCampionato: Jović (9)Totale: Jović (9) StadioErnst-Abbe-Sportfeld Maggior numero di spettatori10 142 vs. Rot Weiss Erfurt Minor numero di spettatori1 402 vs. Monaco 1860 II Media spettatori3...
Argument against assuming the existence of God Part of a series onAtheism Concepts Implicit and explicit atheism Naturalism Negative and positive atheism History History of atheism Atheism during the Age of Enlightenment New Atheism Society Atheist feminism Criticism of religion Demographics of atheism Discrimination against atheists Secular ethics Secularism Separation of church and state State atheism ArgumentsArguments for atheism Atheist's wager Creator of God Evil God challenge Fate of t...
My Little Pony - L'amicizia è magicaserie TV d'animazione Logo italiano della serie. Titolo orig.My Little Pony: Friendship Is Magic Lingua orig.inglese PaeseStati Uniti, Canada AutoreLauren Faust RegiaJayson Thiessen, James Wootton SceneggiaturaLauren Faust, Amy Keating Rogers, Cindy Morrow, Chris Savino, Meghan McCarthy, Charlotte Fullerton, M. A. Larson, Dave Polsky, Merriwether Williams MusicheWilliam Kevin Anderson, Daniel Ingra...
Free and open-source operating system for smartphones, based on Alpine Linux postmarketOSDeveloperpostmarketOS open-source communityOS familyLinux (Unix-like)Working stateActiveSource modelOpen sourceInitial release26 May 2017; 6 years ago (2017-05-26)Latest release23.12 (The One We Asked The Community To Name)[1] / 18 December 2023; 4 months ago (2023-12-18)Repositorygitlab.com/postmarketOS Marketing targetOperating system replacement for Android a...
Artikel ini adalah bagian dari seri:Politik Uni Soviet Kepemimpinan Pemimpin Kepala Negara PresidenWakil Presiden Kepemimpinan bersama Dewan Negara Dewan Presidensial Partai Komunis Kongres Komite Pusat Sejarah Sekretaris Jenderal Politbiro Sekretariat Orgbiro Perwakilan Kongres Soviet(Komite Eksekutif Pusat) Majelis Agung Dewan Kesatuan Dewan Kebangsaan Presidium Kongres Perwakilan Rakyat Ketua Pemilu legislatif 1989 Pemerintahan Konstitusi Nama resmi 1924 1936 1977 Pemerintah Kemente...
62SmSamariumSamarium murni berukuran 8×15 mm Garis spektrum samariumSifat umumNama, lambangsamarium, SmPengucapan/samarium/[1] Penampilanputih keperakanSamarium dalam tabel periodik 62Sm Hidrogen Helium Lithium Berilium Boron Karbon Nitrogen Oksigen Fluor Neon Natrium Magnesium Aluminium Silikon Fosfor Sulfur Clor Argon Potasium Kalsium Skandium Titanium Vanadium Chromium Mangan Besi Cobalt Nikel Tembaga Seng Gallium Germanium Arsen Selen Bromin Kripton Rubidium Strontium Yttriu...
French historian, archivist and writer You can help expand this article with text translated from the corresponding article in French. (December 2009) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine...
Para otros usos de este término, véase Estrómboli (desambiguación). Isla de Estrómboli Isola di Stromboli Ubicación geográficaOcéano mar TirrenoContinente EuropaRegión Islas EoliasArchipiélago Islas EoliasCoordenadas 38°48′14″N 15°13′24″E / 38.804, 15.2233Ubicación administrativaPaís Italia ItaliaRegión SiciliaSubdivisión Ciudad metropolitana de MesinaLocalidades LipariCaracterísticas generalesGeología isla marítimaSuperficie 12,19Punto m...
Electric amplifier and loudspeaker A Leslie speaker in a clear plastic cabinet Leslie Sound A chord is played on the organ while the Leslie speaker is switched from chorale to tremolo and back again Problems playing this file? See media help. The Leslie speaker is a combined amplifier and loudspeaker that projects the signal from an electric or electronic instrument and modifies the sound by rotating a baffle chamber (drum) in front of the loudspeakers. A similar effect is provided by a rotat...
فالنتين ألسينا الاسم الرسمي Valentín Alsina الإحداثيات 34°40′S 58°25′W / 34.667°S 58.417°W / -34.667; -58.417 تأسس 1874 تقسيم إداري بلد الأرجنتين محافظات الأرجنتين بوينس آيرس (محافظة) Partido Lanús خصائص جغرافية ارتفاع 7 عدد السكان (2001 إحصاء سكان [المعهد الوطني للإحصاء والتعداد ا�...
American historian Kenneth John ConantPainting of Kenneth John Conant by Denman Waldo Ross (1916)BornKenneth John ConantJune 28, 1894Neenah, Wisconsin, United StatesDiedMarch 3, 1984(1984-03-03) (aged 89)Bedford, Massachusetts, United StatesNationalityAmericanOccupation(s)Architectural historianEducatorSpouseMarie SchneiderChildren2Parent(s)John F. ConantLucie MickelsenAwardsGuggenheim FellowshipAcademic backgroundAlma materHarvard UniversityThesisThe Early Architectural History of the C...
Important law of classical magnetism Articles aboutElectromagnetism Electricity Magnetism Optics History Computational Textbooks Phenomena Electrostatics Charge density Conductor Coulomb law Electret Electric charge Electric dipole Electric field Electric flux Electric potential Electrostatic discharge Electrostatic induction Gauss law Insulator Permittivity Polarization Potential energy Static electricity Triboelectricity Magnetostatics Ampère law Biot–Savart law Gauss magnetic law Magne...
For other uses of Composition, see Composition (disambiguation). In mathematics, a composition of an integer n is a way of writing n as the sum of a sequence of (strictly) positive integers. Two sequences that differ in the order of their terms define different compositions of their sum, while they are considered to define the same integer partition of that number. Every integer has finitely many distinct compositions. Negative numbers do not have any compositions, but 0 has one composition, ...
Конструкція джойстика: 1 Руків'я 2 Підстава 3 Кнопка «Вогонь» (гашетка) 4 Додаткові кнопки 5 Перемикач автоматичного вогню 6 Газ/тяга 7 Мініджойстик 8 Присоски (кріплення) Напрямки можливих рухів джойстика Не плутати з Геймпад. Ця стаття не містить посилань на джерела. Ви може...
Location of Southington in Connecticut This is a list of the National Register of Historic Places listings in West Hartford, Connecticut. This is intended to be a complete list of the properties and districts on the National Register of Historic Places in West Hartford, Connecticut, United States. The locations of National Register properties and districts for which the latitude and longitude coordinates are included below, may be seen in various online maps.[1] There are more than 4...