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Revolusi SerbiaTanggal1804–17 (1833)LokasiBalkan (terutama di Serbia dan Republik Srpska)Hasil Pendirian Kepangeranan SerbiaPihak terlibat Kaum revolusioneri Serbia Sukarelawan dari Kekaisaran Habsburg Kekaisaran Rusia  Kesultanan Utsmaniyah PrancisTokoh dan pemimpin Karađorđe Petrović Miloš Obrenović Mateja Nenadović Veljko Petrović Stanoje Glavaš Sultan Selim III Marashli Pasha Sultan Mahmud II Napoleon BonaparteKekuatan 80.000[butuh rujukan] 300.000 tentara Utsmaniya...

Computed tomography of the heartIntervensiKontras yang ditingkatkan menggunakan CT scan dua sumber radiasiICD-9-CM87.41Kode OPS-3013-224[sunting di Wikidata] Angiogram CT scan jantung atau CT coronary angiogram (CTA) adalah prosedur untuk mengetahui penyumbatan/hambatan pada arteri jantung, biasanya untuk mendiagnosa penyakit arteri koroner. Pasien diinjeksi intravena (IV) dengan cairan/pewarna yodium dan jantungnya discan menggunakan CT scan berkecepatan tinggi, minimal CT scan 64 s...

Radio station in Sweetwater, Texas KXOXSweetwater, TexasBroadcast areaSweetwater/AbileneFrequencyKXOX-FM: 96.7 MHzKXOX-AM: 1240 kHzBrandingKXOXProgrammingFormatCountryOwnershipOwnerStein Broadcasting CompanyHistoryFirst air dateLate 1930sTechnical informationClassKXOX-FM: AKXOX-AM: CPowerKXOX-AM: 1000 WattsERPKXOX-FM: 2,900 WattsLinksWebsitehttp://www.kxox.net KXOX is a radio station in the Sweetwater, Texas, area, simulcast on 96.7 FM and 1240 AM. The station's format is country music. The s...

Об экономическом термине см. Первородный грех (экономика). ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Ран�...

City in Tehran province, Iran For other places with a similar name, see Ab-e Sard. City in Tehran, IranAbsard Persian: آبسردCityAbsardCoordinates: 35°37′10″N 52°09′07″E / 35.61944°N 52.15194°E / 35.61944; 52.15194[1]CountryIranProvinceTehranCountyDamavandDistrictCentralElevation1,700−2,000 m (−4,900 ft)Population (2016)[2] • Total10,648Time zoneUTC+3:30 (IRST) Absard (Persian: آبسرد), also Romanized a...

For the former theater at 254 West 42nd Street in New York City, see Anco Cinema. Former theatres in Manhattan, New York 844 Broadway before ...and after alteration Three New York City playhouses named Wallack's Theatre played an important part in the history of American theater as the successive homes of the stock company managed by actors James W. Wallack and his son, Lester Wallack. During its 35-year lifetime, from 1852 to 1887, that company developed and held a reputation as the best the...

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: Geography of Equatorial Guinea – news · newspapers · books · scholar · JSTOR (April 2015) (Learn how and when to remove this message) Geography of the Republic of Equatorial GuineaRepública de Guinea Ecuatorial (Spanish)République de Guinée équatoriale...

In matematica, le funzioni trigonometriche inverse sono un insieme di funzioni strettamente collegate alle funzioni trigonometriche. Le funzioni inverse principali sono elencate nella seguente tabella. Nome Notazione usuale Definizione Dominio Codominio arcoseno y = arcsin ⁡ ( x ) {\displaystyle y=\arcsin(x)} x = sin ⁡ ( y ) {\displaystyle x=\sin(y)} [ − 1 ; + 1 ] {\displaystyle \left[-1;+1\right]} − π 2 ≤ y ≤ π 2 {\displaystyle -{\frac ...

American labor leader Herb SorrellSorrell in 1946BornHerbert Knott Sorrell(1897-04-18)April 18, 1897Deepwater, Missouri[1]DiedMay 7, 1973(1973-05-07) (aged 76)[2]Burbank, California, United StatesNationalityAmericanOccupation(s)Trade union organizer and activist Herbert Knott Sorrell (April 18, 1897 – May 7, 1973) was an American labor leader and Hollywood union organizer.[3] He headed the Conference of Studio Unions (CSU) in the late 1940s, and was the business...

Максимилиан Гюнтер Общая информация Пол мужской Гражданство  Германия Дата рождения 2 июля 1997(1997-07-02) (26 лет) Место рождения Оберстдорф, Германия Формула-E Дебют 2018-19 Текущая команда Maserati MSG Racing Персональный номер 7 Бывшие команды GEOX Dragon[англ.]BMW i Andretti Motorsport[англ.]Nissan e.dams С�...

Cet article est une ébauche concernant le rugby à XV et le Venezuela. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Venezuela Données clés Surnom Las Orquídeas Données clés Sélectionneur Mario Urdaneta Premier match officiel1er juillet 1998 Trinité-et-Tobago 26 – 23 Venezuela Plus large victoire14 octobre 2006 Venezuela 70 – 0 Costa Rica Plus large défaite1er mai 2004 Argentine 147 – 7 Venezuel...

ريد بلوف     الإحداثيات 40°10′36″N 122°14′17″W / 40.176666666667°N 122.23805555556°W / 40.176666666667; -122.23805555556   [1] تاريخ التأسيس 1850  تقسيم إداري  البلد الولايات المتحدة[2][3]  التقسيم الأعلى مقاطعة تيهاما  عاصمة لـ مقاطعة تيهاما  خصائص جغرافية  المساحة 19...

You can help expand this article with text translated from the corresponding article in Spanish. (July 2016) Click [show] for important translation instructions. View a machine-translated version of the Spanish 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-translated text into the English Wikiped...

SariharjoKalurahanNegara IndonesiaProvinsiDaerah Istimewa YogyakartaKabupatenSlemanKecamatanNgaglikKode Kemendagri34.04.12.2001 Jumlah penduduk21.399 Kantor kalurahan Sariharjo, Kabupaten Sleman, Yogyakarta Sariharjo (bahasa Jawa: Sariharja) adalah desa di kecamatan Ngaglik, Sleman, Daerah Istimewa Yogyakarta, Indonesia. Pranala luar (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemerintahan, dan...

Progress of miniaturisation, and comparison of sizes of semiconductor manufacturing process nodes with some microscopic objects and visible light wavelengths 1970s The first chips that could be considered microprocessors were designed and manufactured in the late 1960s and early 1970s, including the MP944 used in the F-14 Central Air Data Computer.[1] Intel's 4004 of 1971 is widely regarded as the first commercial microprocessor.[2] Designers predominantly used MOSFET transis...

Free and open source home entertainment application MythTVA screenshot of MythTV's main menu in the default theme, TerraDeveloper(s)Isaac RichardsInitial releaseApril 10, 2002; 22 years ago (2002-04-10)Stable release34 / 10 February 2024; 5 months ago (2024-02-10) Repositorygithub.com/MythTV/mythtv Written inC, C++Operating systemLinux, FreeBSD, macOS, Windows (playback only)TypeDigital video recorderLicenseGNU GPLWebsitewww.mythtv.org MythTV is a free and ...

داكي ثوت   معلومات شخصية الاسم عند الميلاد نياداك ثوت الميلاد 23 أكتوبر 1995 (العمر 28 سنة)ملبورن, أستراليا[1] الأصل  أستراليا اللغات المحكية الإنجليزية  الطول 5 قدم 10.5 إنش [2] لون الشعر أسود [2] لون العيون بني [2] الأقارب نيكي بيركنز (شقيقة كبرى)[3] الحياة ...

Protein-coding gene in the species Homo sapiens EDNRAIdentifiersAliasesEDNRA, ET-A, ETA, ETA-R, ETAR, ETRA, hET-AR, MFDA, endothelin receptor type AExternal IDsOMIM: 131243; MGI: 105923; HomoloGene: 1478; GeneCards: EDNRA; OMA:EDNRA - orthologsGene location (Human)Chr.Chromosome 4 (human)[1]Band4q31.22-q31.23Start147,480,917 bp[1]End147,544,954 bp[1]Gene location (Mouse)Chr.Chromosome 8 (mouse)[2]Band8|8 C1Start78,389,660 bp[2]End78,451,093 bp[...

La Jolla Stato Stati Uniti Stato federatoCalifornia ConteaContea di San Diego CittàSan Diego Codice858 Codice postale92037-92039, 92092, 92093 Abitanti42 808 ab.[1] (2004) Sito webwww.lajollabythesea.com/ La Jolla (pronuncia inglese [ləˈhɔɪə][senza fonte]) è una località turistica degli Stati Uniti d'America, situata nella contea di San Diego, nella California meridionale. È conosciuta per la bellezza delle spiagge e per il clima mite: la temperatura me...

Subset of a manifold that is a manifold itself; an injective immersion into a manifold Immersed manifold straight line with self-intersections In mathematics, a submanifold of a manifold M {\displaystyle M} is a subset S {\displaystyle S} which itself has the structure of a manifold, and for which the inclusion map S → M {\displaystyle S\rightarrow M} satisfies certain properties. There are different types of submanifolds depending on exactly which properties are required. Different au...