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Alexei Ivanovich RadzievskyLahir(1911-07-31)31 Juli 1911Uman, Cherkasy, UkrainaMeninggal1978Pengabdian USSRDinas/cabangTentara MerahAngkatan Darat SovietLama dinas1929–1978 Alexei Ivanovich Radzievsky (kelahiran 13 Agustus 1911 - wafat 1978) adalah seorang prajurit profesional Uni Soviet yang berjuang pada Perang Dunia II. Ia kemudian menulis karya-karya tentang strategi militer.[1] Catatan ^ Радзиевский Алексей Иванович Pengawasan otoritas Umum ISNI 1...
Совместное заседание ВБР и Центральной белорусской войсковой рады, 1917 год Великая белорусская рада (ВБР; белор. Вялікая беларуская рада) — координационный центр белорусского национального движения в октябре-декабре 1917 года. Великая белорусская рада была создана на II...
Artikel biografi ini ditulis menyerupai resume atau daftar riwayat hidup (Curriculum Vitae). Tolong bantu perbaiki agar netral dan ensiklopedis. Hamid Fahmy Zarkasyi(2019) BiografiKelahiranPonorogo Rektor 2020 – Data pribadiAgamaIslam PendidikanPondok Modern Darussalam Gontor Universitas Birmingham . Master of Philosophy (en) University of the Punjab (en) . Master of Arts (en) ISTAC . Doktor KegiatanPenasihat doktoralSyed Muhammad Naquib al-Attas SpesialisasiFilsafat d...
American judge This article is about the Pennsylvania Supreme Court justice. For his father, the first African American congressman from Pennsylvania, see Robert N. C. Nix Sr. Robert N. C. Nix Jr.Robert N. C. Nix Jr.in undated photoChief Justice of the Supreme Court of PennsylvaniaIn office1984–1996Preceded bySamuel J. RobertsSucceeded byJohn P. Flaherty, Jr.Justice of the Supreme Court of PennsylvaniaIn office1972–1996 Personal detailsBornRobert Nelson Cornelius Nix Jr.(1928-07-13)July 1...
American record label Nappy Boy EntertainmentFounded2005; 19 years ago (2005)FounderT-PainDistributor(s)Empire DistributionGenreR&B and hip hopCountry of originUnited StatesLocationTallahassee, Florida, U.S.Official websiteNappy Boy Entertainment official website Nappy Boy is an American record label founded by R&B and hip hop artist T-Pain.[1] The label is distributed by RCA Records, and formerly by Jive Label Group. The label's roster of artists includes Gy...
Questa voce sull'argomento tennisti spagnoli è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Questa voce o sezione sull'argomento tennisti spagnoli non cita le fonti necessarie o quelle presenti sono insufficienti. Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Albert Portas-Soy Albert Portas nel 2006 Nazionalità Spagna Altezza 187 cm Peso 78 kg Tennis Termine carriera 20...
List of events ← 1592 1591 1590 1593 in India → 1594 1595 1596 Centuries: 15th 16th 17th 18th Decades: 1570s 1580s 1590s 1600s 1610s See also:List of years in IndiaTimeline of Indian history Events from the year 1593 in India. Events This section is empty. You can help by adding to it. (October 2012) Births 6 April – Mumtaz Mahal, chief consort of Shah Jahan, (died 1631). Deaths Appayya Dikshitar, performer of yajñas dies (born 1520) See also Timeline of Indian history. Refere...
Questa voce sull'argomento centri abitati dell'Illinois è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Normaltown(EN) Normal, Illinois Normal – Veduta LocalizzazioneStato Stati Uniti Stato federato Illinois ConteaMcLean AmministrazioneSindacoChris Koos TerritorioCoordinate40°30′44″N 88°59′19″W / 40.512222°N 88.988611°W40.512222; -88.988611 (Normal)Coordinate: ...
この項目には、一部のコンピュータや閲覧ソフトで表示できない文字が含まれています(詳細)。 数字の大字(だいじ)は、漢数字の一種。通常用いる単純な字形の漢数字(小字)の代わりに同じ音の別の漢字を用いるものである。 概要 壱万円日本銀行券(「壱」が大字) 弐千円日本銀行券(「弐」が大字) 漢数字には「一」「二」「三」と続く小字と、「壱」「�...
هذه قائمة ميداليات الألعاب الأولمبية الشتوية 2006 التي أقيمت في إيطاليا وقد تحصلت ألمانيا على المركز الأول برصيد 11 ذهبية.[1][2][3] الدولة المضيفة (إيطاليا) الترتيب منتخب ذهبية فضية برونزية المجموع 1 ألمانيا (GER) 11 12 06 29 2 الولايات المتحدة (USA) 9 ...
1967 single by The Four Preps For the album by Waylon Jennings, see Love of the Common People (album). Love of the Common PeopleSingle by The Four PrepsB-sideWhat I Don't Know Can't Hurt MeReleasedJanuary 21, 1967[1]Recorded1966GenrePopLength2:35LabelCapitolSongwriter(s)John Hurley and Ronnie WilkinsProducer(s)Al De LoryThe Four Preps singles chronology Let's Call It a Day Girl (1966) Love of the Common People (1967) Draft Dodger Rag (1967) Love of the Common People is a song written ...
SI derived unit of angle ㎭ redirects here. Not to be confused with Rad (radiation unit). For other uses, see Radian (disambiguation). RadianAn arc of a circle with the same length as the radius of that circle subtends an angle of 1 radian. The circumference subtends an angle of 2π radians.General informationUnit systemSIUnit ofangleSymbolrad, R[1]Conversions 1 rad in ...... is equal to ... milliradians 1000 mrad ...
Politics of Poland Government Constitution of Poland Law Human rights Legislature Parliament of Poland Current Parliament Sejm Marshal Szymon Hołownia (PL2050) Deputy Marshals Senate Marshal Małgorzata Maria Kidawa- Błońska (PO) Deputy Marshals Executive President of Poland Andrzej Duda (I) Prime Minister of Poland Donald Tusk (PO) Cabinet Ministries Judiciary Supreme Court of Poland First President Małgorzata Manowska Constitutional Tribunal President Julia Przyłębska Supreme Administ...
Brigade of the Australian Army 13th BrigadeActive1912–19191939–19461948–19601988–presentCountry AustraliaAllegiance HM King Charles IIIBranch Australian ArmyTypeReserveSize100 (active)1,350 (reserve)30 (civilian)[1]Garrison/HQPerth, Western AustraliaEngagementsFirst World War Western Front Second World War Home front New Britain campaign CommandersNotable commandersBrigadier Thomas Glasgow (1916–18)Brigadier Sydney Herring (1918–19)InsigniaUnit colour patchMilitary unit T...
Ilustrasi potongan melintang dari sebuah kaison bertekanan Dalam rekayasa geoteknik, kaison adalah sebuah struktur kedap air yang biasa digunakan untuk menahan air di struktur tertentu. Struktur ini dapat dijumpai pada fondasi jembatan, konstruksi bendungan beton,[1] dan proses perbaikan kapal.[2] Nama kaison, juga disebut /ˈkeɪsən/ atau /ˈkeɪsɒn/, berasal dari bahasa Prancis caisson atau bahasa Italia cassone yang berarti kotak besar.[3] Kaison dibuat sedemikian...
Теодор Шнайдернем. Theodor Schneider Дата рождения 7 мая 1911(1911-05-07)[1] Место рождения Франкфурт-на-Майне, Висбаден[вд], Гессен-Нассау, королевство Пруссия, Германская империя Дата смерти 31 октября 1988(1988-10-31)[1] (77 лет) Место смерти Zähringen[вд], Фрайбург-им-Брайсгау, Баден-В�...
Robby Nahliyansyah Wakil Bupati Tanjung Jabung Timur ke-4PetahanaMulai menjabat 26 April 2021PresidenJoko WidodoGubernurHari Nur Cahya Murni (Pj.)Al HarisBupatiRomi HariyantoMasa jabatan12 April 2016 – 12 April 2021PresidenJoko WidodoGubernurZumi ZolaFachrori UmarHari Nur Cahya Murni (Pj.)BupatiRomi HariyantoPendahuluAmbo TangPenggantiPetahana Informasi pribadiLahir21 Juli 1983 (umur 41)Kuala Tungkal, JambiKebangsaanIndonesiaPartai politikPAN (sampai 2022)NasDem (sejak...
Korabl-Sputnik 2Kontraktor utamaOKB-1BusVostok-1KTanggal perluncuran19 Agustus 1960, 08:44:06 (19 Agustus 1960, 08:44:06) UTCRoket pembawaVostok-L 8K72Durasi misi1 hariBerat4.600 kilogram (10.100 pon)Orbital elementsInklinasi64.95°Apoapsis324 kilometer (201 mi)Periapsis287 kilometer (178 mi)Orbital period90.72 menit Korabl-Sputnik 2[1] (Bahasa Rusia: Корабль-Спутник 2 yang berarti Satelit-Kapal 2), disebut juga dengan nama Vostok-1K No. 2 dan di...
American television series Black SashGenre Action Drama Created byRobert Mark KamenStarring Russell Wong Sarah Carter Ray J Missy Peregrym Corey Sevier Mako Country of originUnited StatesOriginal languageEnglishNo. of seasons1No. of episodes8 (2 unaired)ProductionExecutive producerRobert Mark KamenRunning time45 minutesProduction companies The Sash Films Inc. Tollin/Robbins Productions Warner Bros. Television Original releaseNetworkThe WBReleaseMarch 30 (2003-03-30) –June 1, 2003&...
Esta superficie de Togliatti es una superficie algebraica de quinto grado. La imagen representa una porción de su lugar geométrico real La geometría algebraica es una rama de la matemática que, como sugiere su nombre, combina el álgebra abstracta, especialmente el álgebra conmutativa, con la geometría analítica. Se puede comprender como el estudio de los conjuntos de soluciones de los sistemas de ecuaciones algebraicas. Cuando hay más de una variable, aparecen las consideraciones geo...