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Political party in Serbia Not to be confused with Greens of Serbia. Green Party Зелена странкаZelena strankaAbbreviationZESLeaderGoran ČabradiSecretary-GeneralNataša PjevacFounded2014Dissolved26 June 2021Merged intoSavez 90/Zelenih SrbijeHeadquartersNovi Sad, SerbiaIdeologyGreen politics[1]Slovak minority interests[1]Pro-EuropeanismPolitical positionCenter-leftInternational affiliationWorld Ecological Parties[2]Websitewww.zelenastranka.rs Polit...

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Untuk kompetisi mendatang tahun ini, lihat Miss Charm 2024. Miss CharmLogo Miss CharmSingkatanMCTanggal pendirian8 Oktober 2019; 4 tahun lalu (2019-10-08)Didirikan diHo Chi Minh, VietnamStatusAktifTipeKontes kecantikanorganisasiKantor pusatHo Chi Minh, VietnamLokasi VietnamBahasa resmi InggrisVietnamPemenang terkiniLuma Russo BrasilPresidenNguyễn Thị Thúy NgaOrganisasi indukElite Vietnam CompanySitus webmisscharm.tv Miss Charm (atau yang dikenal sebagai Miss Charm Internat...

French criminal ordinance François Serpillon, Code criminel, ou commentaire sur l'ordonnace de 1670, 1767 The Criminal Ordinance of 1670 (French: Ordonnance criminelle de 1670, or Ordonnance criminelle de Colbert) was a Great Ordinance dealing with criminal procedure which was enacted in France under the reign of King Louis XIV. Made in Saint-Germain-en-Laye, the Ordinance was registered by the Parlement of Paris on 26 August 1670 and came into effect on 1 January 1671. It was one of the fir...

Media access control method used most notably in early Ethernet Carrier-sense multiple access with collision detection (CSMA/CD) is a medium access control (MAC) method used most notably in early Ethernet technology for local area networking. It uses carrier-sensing to defer transmissions until no other stations are transmitting. This is used in combination with collision detection in which a transmitting station detects collisions by sensing transmissions from other stations while it is tran...

Not to be confused with Sturehof. Sturehov ManorBotkyrka Municipality, Sweden Sturehov Manor, garden façadeCoordinates59°15′28.4″N 17°45′31.2″E / 59.257889°N 17.758667°E / 59.257889; 17.758667TypeManorSite informationOpen tothe publicYesSite historyBuilt byJohan Liljencrantz (owner)Carl Fredrik Adelcrantz (architect) Sturehov Manor (Swedish: Sturehovs slott; sometimes Sturehof) is a manor house in Botkyrka Municipality, a suburb of Stockholm...

Radio station in Granite Falls, MinnesotaKDMA-FMGranite Falls, MinnesotaBroadcast areaMontevideo, MinnesotaGranite Falls, MinnesotaClara City, MinnesotaFrequency93.9 MHzProgrammingFormatFull-service/CountryAffiliationsFox News RadioMinnesota TimberwolvesOwnershipOwnerIowa City Broadcasting Company, Inc.Sister stationsKDMA, KMGMHistoryFirst air date1994Former call signsKKRC (1990–2018)Technical informationFacility ID34618ClassAERP6,000 wattsHAAT80 metersLinksWebcastListen LiveWebsitekdmanews...

Chinese number theorist In this Chinese name, the family name is Chen. Chen JingrunBorn22 May 1933Fuzhou, Fujian, ChinaDied19 March 1996(1996-03-19) (aged 62) Beijing, ChinaAlma materChinese Academy of SciencesXiamen UniversityKnown forChen's theorem, Chen primeScientific careerFieldsMathematicsDoctoral advisorHua Luogeng Chinese nameTraditional Chinese陳景潤Simplified Chinese陈景润TranscriptionsStandard MandarinHanyu PinyinChén JǐngrùnWade–GilesChʻen2 Ching3-j...

1971 mayoral election in Philadelphia, Pennsylvania 1971 Philadelphia mayoral election ← 1967 November 2, 1971 1975 → Turnout77%[1] 4 pp   Nominee Frank Rizzo Thacher Longstreth Party Democratic Republican Popular vote 394,067 345,912 Percentage 52.87% 46.41% Mayor before election James Tate Democratic Elected Mayor Frank Rizzo Democratic Elections in Pennsylvania Federal government U.S. President 1789 1792 1796 1800 1804 1808 1812 1816 1820 1824 1828 1...

Disambiguazione – Se stai cercando l'omonimo distretto austriaco, vedi Distretto di Wiener Neustadt-Land. Wiener Neustadtcittà statutaria Wiener Neustadt – VedutaVeduta aerea della città LocalizzazioneStato Austria Land Bassa Austria DistrettoNon presente AmministrazioneSindacoKlaus Schneeberger (ÖVP) TerritorioCoordinate47°49′N 16°15′E / 47.816667°N 16.25°E47.816667; 16.25 (Wiener Neustadt)Coordinate: 47°49′N 16°15′E / 47....

Gopinath Kaviraj (Sanskerta: गोपीनाथ कविराज) (7 September 1887 - 12 Juni 1976) adalah seorang filsuf dan sastrawan Bahasa Bengali dan Sanskerta dari India. Artikel bertopik biografi India ini adalah sebuah rintisan. Anda dapat membantu Wikipedia dengan mengembangkannya.lbs

Freud e Fliess negli anni 1890 Wilhelm Fliess (Arnswalde, 24 ottobre 1858 – Berlino, 13 ottobre 1928) è stato un chirurgo tedesco. Indice 1 Biografia 2 Opere 3 Note 4 Bibliografia 5 Altri progetti 6 Collegamenti esterni Biografia Otorinolaringoiatra, incontra Sigmund Freud nel 1887. Convinto sostenitore della bisessualità innata, ideò teorie cliniche e scientifiche che riscossero inizialmente un certo successo ma che in alcuni casi nel tempo si sono rivelate prive di fondamento, tra cui ...

Bagian dari seri tentangAnime dan manga Anime Sejarah Industri Animasi net orisinal Animasi video orisinal Fansub Fandub Perusahaan Seri terpanjang Daftar Manga Sejarah Pasar internasional Mangaka Dōjinshi Scanlation Alternatif Gekiga Yonkoma Penerbit Seri terlaris Seri terpanjang Daftar Kelompok demografi Anak-anak Dewasa Shōnen Shōjo Seinen Josei Genre Bara (manga gay) Harem Isekai Mahō shōjo Mecha Ryona Yaoi Yuri Lainnya Tokoh Mitsuru Adachi Fujio Akatsuka George Akiyama Hideaki Anno ...

أمريكيون آسيويونالعلمستيفن تشوإليانور ماريانوEugene H. Trinhكم يونغجورج تاكينادية عليدانيال إينويبوبي جندالريتشارد أوكيالتعداد الكليالتعداد 19٬886٬049 (2020)حسب : تعداد الولايات المتحدة 2020 مناطق الوجود المميزةالبلد الولايات المتحدة Throughout the United States especially منطقة لها إحصائيات حضر...

Royal title of India Sayyid Mian Abdullah Khan Barha The Mian or miyan is a royal title of the Indian subcontinent, also sometimes used as a surname. Begum or Beygum, is used to describe the wife of a Mian. It is used by several monarchs of Indian states. In the Mughal Empire, mian indicated a king or a prince under the suzerainty of the Mughal emperor; it is hence roughly equivalent to the title of raja, but could also take the higher meaning of maharaja, in which sense it was used by the Ka...

الكواكب القزمة المعترف بها من قبل الاتحاد الفلكي الدولي وتواريخ الاكتشاف سيريس (1801) بلوتو (1930) إريس (2005) ميكميك (2005) هاوميا (2004) يعرف الاتحاد الفلكي الدولي الأجرام الخمس أو الكواكب القزمة:[1] سيريس كما صوره المسبار الفضائي داون، يحتمل أنه الكوكب القزم الوحيد في حزام الكوي�...

غلام علي حداد عادل (بالفارسية: غلامعلی حداد عادل)‏  رئيس البرلمان الإيراني في المنصب6 يونيو 2004 – 27 مايو 2008 النائب محمد رضا باهنر حسن أبو ترابي فرد مهدي كروبي علي لاريجاني الدائرة الإنتخابية طهران، ري، شميرانات، إسلام شهر عضو في البرلمان الإيراني في المنصب28 مايو 2000 – 27 م�...

Taiwanese dish 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: Moon shrimp cake – news · newspapers · books · scholar · JSTOR (April 2022) (Learn how and when to remove this message) Moon shrimp cakeSlices of moon shrimp cakeAlternative namesThai-style moon shrimp cake, yueliang xiabingPlace of originTaiwan ...

Эта статья — о водном пути между Тихим и Атлантическим океанами в западном полушарии, вдоль северного побережья Северной Америки. О водном пути между теми же океанами в восточном полушарии, вдоль северного побережья Евразии см. Северный морской путь. Северо-З�...

Methods for dividing computing resources In computing, virtualization (v12n) is a series of technologies that allows dividing of physical computing resources into a series of virtual machines, operating systems, processes or containers.[1] Screenshot of one virtualization environment Virtualization began in the 1960s with IBM CP/CMS.[1] The control program CP provided each user with a simulated stand-alone System/360 computer. In hardware virtualization, the host machine is th...