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Bommireddy Nagi Reddyబొమ్మిరెడ్డి నాగిరెడ్డిIndia Post, Pemerintah India, 2018Lahir(1912-12-02)2 Desember 1912Desa Pottipadu, Distrik Kadapa, Andhra PradeshMeninggal25 Februari 2004(2004-02-25) (umur 91)ChennaiPekerjaanproduser, presenter, penyunting, sutradara, pengusaha, rumah sakit, filantropiTahun aktif1950–89 Bommireddy Nagi Reddy (bahasa Telugu: బొమ్మిరెడ్డి నాగిరెడ్డి; 2 Desember 19...
Daniel Toding Anggota Dewan Perwakilan RakyatMasa jabatan1 Juni 1994 – 1 Oktober 1997PresidenSoehartoGrup parlemenABRIBupati SintangMasa jabatan1984 – 27 Maret 1989GubernurSoedjimanParjoko Suryokusumo PendahuluSaleh AliPenggantiBonar Sianturi Informasi pribadiLahir12 Juni 1941 (umur 82)Rantepao, Toraja, CelebesSuami/istriAlbertinaAnak3Karier militerPihak IndonesiaDinas/cabang TNI Angkatan DaratMasa dinas1965—1997Pangkat Brigadir Jenderal TNINRP20437Satua...
جزء من سلسلة مقالات حولالشيعة العقيدة توحيد الله الإيمان بالملائكة الإيمان بالكتب السماوية الإيمان بالرسل والأنبياء الإيمان باليوم الآخر الإيمان بالقضاء والقدر إحياء شهر مُحرَّم الحرام التوسل عصمة الأئمَّة الاعتقاد بغيبة المهدي الأعياد والمناسبات عيد الفطر عيد الأضحى...
Darwin Zahedy SalehDarwin Zahedy Saleh sebagai Menteri Energi dan Sumber Daya Mineral (2011) Menteri Energi dan Sumber Daya Mineral Indonesia Ke-13Masa jabatan22 Oktober 2009 – 19 Oktober 2011PresidenSusilo Bambang YudhoyonoWakil PresidenBoediono PendahuluPurnomo YusgiantoroPenggantiJero WacikAnggota Dewan Perwakilan Rakyat Republik IndonesiaMasa jabatan1 Oktober 2009 – 22 Oktober 2009 PenggantiZulkifli AnwarDaerah pemilihanLampung I Informasi pribadiLahir29 Oktober ...
Sepak bola pada Olimpiade Musim PanasMulai digelar1900WilayahInternasional (FIFA)Jumlah tim16 (dari 6 konfederasi)Juara bertahan Brasil Putra (gelar ke-2) Kanada Putri (gelar ke-1)Tim tersukses Britania Raya Putra (3 gelar) Hungaria Putra (3 gelar) Amerika Serikat Putri(4 gelar) Sepak bola telah diadakan dalam setiap Olimpiade Olahraga Musim Panas kecuali tahun 1896 dan 1932 sebagai sebuah olahraga kompetisi laki-laki. Sepak bola wanita ditambahkan ke cabang olahraga ...
Milind GunajiMilind Gunaji pada 2012Lahir23 Juli 1961 (umur 62)Mumbai, Maharashtra, IndiaPekerjaanPemeran, penulisTahun aktif1993–sekarangTinggi188 m (616 ft 10 in)[1]Suami/istriRani GunajiSitus webwww.milindgunaji.in Milind Gunaji (kelahiran 23 Juli 1961) adalah seorang pemeran, model, pembawa acara televisi, dan pengarang India, yang dikenal atas peran-perannya dalam perfilman Marathi dan Hindi.[2][3] Ia membuat penampilan film pertamanya ...
Questa voce sugli argomenti organizzazioni criminali e Stati Uniti d'America è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. La Mano Nera (in inglese Black Hand) fu un insieme di bande che praticava estorsioni all'interno delle comunità italiane nelle città statunitensi all'inizio del XX secolo. Un manifesto della polizia di New York per ricercati della Mano Nera, 1910 Indice 1 Storia 1.1 L'uccisione...
Australian architect Not to be confused with James Barnett. James BarnetJames Barnet, circa 1888BornJames Johnstone Barnet1827Almericlose, Angus, Scotland, U.K.Died16 December 1904 (aged 77 years)Forest Lodge, New South WalesResting placeRookwood CemeteryNationalityScottishOccupation(s)Colonial Architect, New South WalesYears active1862 – 1890Known forDesign of Italianate, Gothic Revival, and Neoclassical public buildings with heavily worked façades, made typically w...
Artikel utama: Pemilihan umum Presiden Indonesia 2024 Pemilihan Umum Presiden Indonesia di Papua Barat 2024Logo pemilihan umumMascot pemilihan umum2019202914 Februari 2024 (14 Februari 2024)Jajak pendapatTerdaftar385.465 jiwa[1]Kehadiran pemilih336.703 jiwa[2]Suara terhitung100%per 20 Maret 2024 [3]Kandidat Pasangan calon Partai Koalisi 11.32%Anies BaswedanMuhaimin Iskandar Independen[a] Koalisi Perubahan Suara populer: 37.459 ...
هيشان 鹤山市 خريطة الموقع تقسيم إداري البلد الصين[1] التقسيم الأعلى جيانغمن خصائص جغرافية إحداثيات 22°46′11″N 112°57′28″E / 22.76974°N 112.95776°E / 22.76974; 112.95776 [2] المساحة 1108.3 كم² السكان التعداد السكاني 492814 نسمة (إحصاء 2010) الكثافة السكانية 477.0 نسمة/كم2 معلو...
PorteñoCalcio Segni distintivi Uniformi di gara Casa Trasferta Colori sociali Blu, bianco Dati societari Città Buenos Aires Nazione Argentina Confederazione CONMEBOL Federazione Fondazione 1895 Scioglimento1929 Stadio ?(? posti) Palmarès Si invita a seguire il modello di voce Il Club Atlético Porteño è stata una società calcistica argentina di Buenos Aires, fondata il 28 luglio 1895. Indice 1 Storia 2 Palmarès 2.1 Competizioni nazionali 2.2 Altri piazzamenti 3 Note 4 Voci correlate 5...
Ukrainian Jewish concentration camp survivor (born 1936) Roman ShvartsmanShvartsman in his officeBornShvartsman Ruvin Mordkovich[citation needed] (1936-11-07) November 7, 1936 (age 87)Bershad, Ukrainian SSRAlma materOdesa National Maritime UniversityOccupationsPublic figureChairman of Odesa regional Association of Jews – former prisoners of ghetto and nazi concentration campsAwards Roman Markovich Shvartsman (born November 7, 1936) is chairman of the Odesa regional Associa...
Critérium du Dauphiné libéré2006GénéralitésCourse 58e Critérium du Dauphiné libéréCompétition UCI ProTour 2006Étapes 8Date 4-11 juinDistance 1 098,1 kmPays traversé(s) FranceLieu de départ AnnecyLieu d'arrivée GrenobleÉquipes 21RésultatsVainqueur Non attribué[n 1]Deuxième Christophe MoreauTroisième Bernhard KohlClassement par points Francisco ManceboMeilleur grimpeur Christophe MoreauVainqueur du combiné Christophe MoreauMeilleure équipe AG2R PrévoyanceCrité...
Ornithologie de Francis Willughby. Cet ouvrage est considéré comme le début de l'ornithologie scientifique en Europe, et qui a révolutionné l'ornithologie, en organisant les espèces selon leurs caractéristiques physiques. Cette chronologie de l'ornithologie présente, à travers les siècles, les avancées historiques en ornithologie (branche de l'histoire naturelle consacrée à l'étude des oiseaux). Antiquité 1500 av. J.-C. – vers 800 av. J.-C. : les chants védiques mention...
American federal courts This article is part of a series on thePolitics of the United States Federal government Constitution of the United States Law Taxation Policy Legislature United States Congress House of Representatives Speaker Mike Johnson (R) Majority Leader Steve Scalise (R) Minority Leader Hakeem Jeffries (D) Congressional districts (list) Non-voting members Senate President Kamala Harris (D) President Pro Tempore Patty Murray (D) Majority Leader Chuck Schumer (D) Minority Leader Mi...
Former state electoral district of New South Wales, Australia Wollongong-Kembla was an electoral district of the Legislative Assembly in the Australian state of New South Wales. It was created in 1941 and abolished in 1968, being split into Wollongong and Kembla.[1][2][3] Members for Wollongong-Kembla Member Party Term Billy Davies Labor 1941–1949 Baden Powell Labor 1950–1950 Rex Connor Labor 1950–1963 Doug Porter Labor 1964–1965 ...
This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (December 2016) Disability in China is common, and according to the United Nations, approximately 83 million people in China are estimated to have a disability.[1] Demographics Of the total number of disabled individuals, men account for 42.77 million (51.55%) and women account for 40.19...
German trainer aircraft G 115 (Tutor) Grob Tutor T1 of No. 16(R) Squadron, Royal Air Force Role Basic trainerType of aircraft Manufacturer Grob Aircraft First flight November 1985 Introduction 1999 Status active Primary users Royal Air ForceEgyptian Air ForceFinnish Air ForceRoyal NavyArmy Air Corps (UK) Produced 1985–present The Grob G 115 is a general aviation fixed-wing aircraft, primarily used for flight training. It is built in Germany by Grob Aircraft (Grob Aerospace before Janua...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (فبراير 2016) إذاعة البرنامج الأوروبي تعديل مصدري - تعديل إذاعة البرنامج الأوروبي هي إذاعة مصرية بدأت إرسالها في ب�...
Pour les articles homonymes, voir Compacité et Compact. En mathématiques, et plus précisément en topologie, on dit d'un espace qu'il est compact s'il est séparé et vérifie la propriété de Borel-Lebesgue. La compacité revêt une importance fondamentale en topologie, et possède des applications dans de nombreux domaines des mathématiques. Plusieurs propriétés des segments de la droite réelle ℝ se généralisent aux espaces compacts, ce qui les rend par exemple utiles pour prou...