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Kaidah penggandaan maksimum Hund (atau secara sederhana disebut sebagai kaidah Hund atau aturan Hund) adalah suatu kaidah yang berdasarkan pada spektrum atom, yang digunakan untuk memperkirakan keadaan dasar suatu atom atau molekul dengan satu atau lebih kelopak elektron terbuka. Kaidah ini menyatakan bahwa untuk konfigurasi elektron tertentu, energi terrendah adalah yang memiliki nilai penggandaan spin terbesar.[1] Ini menyiratkan bahwa jika terdapat dua atau lebih orbital dengan ene...
Lapangan Merdeka pada tahun 1880-an. Di belakangnya, Hotel De Vink yang kemudian menjadi Grand Hotel (sekarang Bank Mandiri KCP Pulau Pinang). Lapangan Merdeka (abjad Jawi: لاڤڠن مرديك كوتا ميدن) adalah sebuah alun-alun di Kota Medan, Sumatera Utara, Indonesia. Letaknya di area Kesawan, tepat di pusat kota, dan merupakan titik nol Kota Medan seperti ditetapkan pemerintah kota Medan. Secara administratif, lokasinya berada dalam Kecamatan Medan Petisah. Lapangan Merdeka dikeli...
Part of a series onAntennas Common types Dipole Fractal Loop Monopole Satellite dish Television Whip Components Balun Block upconverter Coaxial cable Counterpoise (ground system) Feed Feed line Low-noise block downconverter Passive radiator Receiver Rotator Stub Transmitter Tuner Twin-lead Systems Antenna farm Amateur radio Cellular network Hotspot Municipal wireless network Radio Radio masts and towers Wi-Fi Wireless Safety and regulation Wireless device radiation and health Wireless electro...
Fernando Haddad Wali kota São PauloMasa jabatan1 Januari 2013 – 1 Januari 2017PendahuluGilberto KassabPenggantiJoão DoriaMenteri PendidikanMasa jabatan29 Juli 2005 – 24 Januari 2012PresidenLuiz Inácio Lula da SilvaDilma RousseffPendahuluTarso GenroPenggantiAloizio Mercadante Informasi pribadiLahirFernando Haddad25 Januari 1963 (umur 61)São Paulo, São Paulo, BrasilPartai politikPartai PekerjaSuami/istriAnna Estela Haddad (m. 1988)S...
Auto racing series in Japan TCR Japan Touring Car SeriesCategoryTouring carsCountryJapanInaugural season2019 Current season The TCR Japan Touring Car Series is a touring car racing series based in Japan, the first of its kind since Japanese Touring Car Championship folded in 1998. In an agreement between WSC Ltd and Japan TCR Management, the TCR Japan Series began in 2019. The competition takes advantage of the success of the class in the Super Taikyu Series and runs on the same weekends as t...
Place in Khyber Pakhtunkhwa, PakistanPrangPrangCoordinates: 34°48′N 71°26′E / 34.8°N 71.44°E / 34.8; 71.44Country PakistanProvince Khyber PakhtunkhwaElevation276 m (906 ft)Time zoneUTC+5 (PST) Prang is a town of Charsadda District in the Khyber Pakhtunkhwa province of Pakistan. It is at 34°8'20N 71°44'11E with an altitude of 276 metres (908 feet)[1] and is above the junction of the Swat and Kabul rivers, 16 miles north-east of Peshawar....
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 Maret 2016. SD Negeri Kleco IInformasiJenisSekolah NegeriKepala SekolahGitono, S.Pd.Rentang kelasI - VIAlamatLokasiJl. Brigjen Slamet Riyadi No 554, Kota Surakarta, Jawa Tengah, IndonesiaMoto SD Negeri Kleco I, merupakan salah satu Sekolah Dasar negeri ya...
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. (ديسمبر 2018) غاز كولغاز كولالشعارمعلومات عامةالتأسيس 2004النوع شركة مساهمةالمقر الرئيسي مدينة نصر - القاهرة - جمهورية �...
Defunct railroad in California, USA Not to be confused with Yosemite Mountain Sugar Pine Railroad. This article includes historical images which have been upscaled by an AI process. This will have introduced speculative and possibly inaccurate details not present in the source material. Such images should be replaced with their original versions. (March 2024) Yosemite Valley RailroadRoute of Yosemite Valley Railroad.Engine Number 22 on the Merced TurntableOverviewHeadquartersMerced, Californi...
County in Illinois, United States County in IllinoisJohnson CountyCountyJohnson County Courthouse in ViennaLocation within the U.S. state of IllinoisIllinois's location within the U.S.Coordinates: 37°28′N 88°52′W / 37.46°N 88.87°W / 37.46; -88.87Country United StatesState IllinoisFounded1812Named forRichard Mentor JohnsonSeatViennaLargest cityViennaArea • Total349 sq mi (900 km2) • Land344 sq mi (890...
American transportation company For other uses, see Ryder (disambiguation). This article contains content that is written like an advertisement. Please help improve it by removing promotional content and inappropriate external links, and by adding encyclopedic content written from a neutral point of view. (July 2022) (Learn how and when to remove this message) Ryder System, Inc.Company typePublic companyTraded asNYSE: RDJTA componentS&P 400 componentIndustryTransportationFounded1933&...
Parliament of EswatiniTypeTypeBicameral HousesHouse of AssemblySenateHistoryFounded1967Meeting placeLobambaWebsitewww.gov.sz Parliament buildings in Lobamba Politics of Eswatini Constitution Human rights LGBT rights Monarchy Ngwenyama (list) Mswati III Ndlovukati (list) Ntfombi Government Prime Minister Russell Dlamini Cabinet Parliament Senate President House of Assembly Speaker Administrative divisions Regions TinkhundlaUmphakatsi Elections Recent elections General: 201320182023 Political p...
Subgroup of the Finnish people Ethnic group Forest FinnsMetsäsuomalaiset (Finnish)Skogfinner / Skogfinnar (Norwegian)Skogsfinnar (Swedish)Official cultural flag (since 2022)[1]Total populationUnknownRegions with significant populations Norway and SwedenLanguagesHistorically Finnish (Savonian dialects) Now Norwegian and SwedishReligionChristianity (Lutheranism)Related ethnic groupsFinns Forest Finns (Finnish: Metsäsuomalaiset, Norwegian bokmål: Skogfinner, ...
مقتطفات من لوحة لمرة واحدة في علم التشفير كربتوغرافي، لوحة المرة واحدة OTP, هي نوع من التشفير تشفير الذي ثبت أن من المستحيل كسره إذا ما استخدم بشكل صحيح. يتم تشفير كل بت أو حرف من نص صريح (غير مشفر) بوساطة جمع نمطي حسابيات نمطية مع بت أو حرف من مفتاح عشوائي سري (أو لوحة) بنفس طول �...
士庫曼國家奧林匹克委員會士庫曼國家奧林匹克委員會會徽成立時間1990年總部土庫曼阿什哈巴德主席Mr Gurbanguly Berdimuhamedow網站olympic.tm奥林匹克委员会信息國家或地區 土库曼斯坦IOC編碼TKM加入IOC1993年区域组织亞洲奧林匹克理事會 土庫曼國家奧林匹克委員會（土庫曼語：Türkmenistanyň Milli Olimpiýa Komiteti；英語：National Olympic Committee of Turkmenistan）是土庫曼的國家奧林匹克委...
DharmendraLahirDharam Singh Deol8 Desember 1935 (umur 88)Phagwara, Punjab, IndiaTempat tinggalMumbai, IndiaNama lainDharminderPekerjaanactor, producer, politicianPartai politikBJPSuami/istriParkash Kaur (1954 - present) Hema Malini (1980 - sekarang)AnakSunny Deol (Ajay Singh Deol) Bobby Deol (Vijay Singh Deol) Ajeeta Deol Vijeta Deol Esha Deol Ahana Deol Dharam Singh Deol (bahasa Punjabi: ਧਰਮਿੰਦਰ ਸਿੰਘ ਦਿਉਲ), lahir 8 Desember 1935), dikenal sebagai ...
One hundred years, from 1801 to 1900 For other uses, see 19th century (disambiguation). An 1835 illustration of power loom weaving, as part of the Industrial Revolution Millennium 2nd millennium Centuries 18th century 19th century 20th century Timelines 18th century 19th century 20th century State leaders 18th century 19th century 20th century Decades 1800s 1810s 1820s 1830s 1840s 1850s 1860s 1870s 1880s 1890s Categories: Births – Deaths Est...
American magazine about journalism American Journalism ReviewAmerican Journalism Review (Spring 2013)CategoriesJournalism,Journalism ReviewFrequencyVariedFirst issueOctober 1977Final issue2013 (print) 2015 (online)CompanyPhilip Merrill College of JournalismUniversity of Maryland, College ParkCountryUnited StatesBased inCollege Park, MarylandLanguageEnglishWebsiteajr.orgISSN1067-8654 The American Journalism Review (AJR) was an American magazine covering topics in journalism. It was launched in...
Movimento dei Paesi non allineati(EN) Non-Aligned Movement(ES) Movimiento de Países No Alineados Stati membri Stati osservatori AbbreviazioneNAM Fondazione1º settembre 1961 FondatoreNasser, Nehru, Nkrumah, Sukarno e Tito Sede centrale New York Area di azioneGlobale Segretario generale Yoweri Museveni Sito web Modifica dati su Wikidata · Manuale Il Movimento dei Paesi non allineati (o, più brevemente, Movimento dei non alline...
Algorithm for finding zeros of functions This article is about Newton's method for finding roots. For Newton's method for finding minima, see Newton's method in optimization. An illustration of Newton's method. In numerical analysis, Newton's method, also known as the Newton–Raphson method, named after Isaac Newton and Joseph Raphson, is a root-finding algorithm which produces successively better approximations to the roots (or zeroes) of a real-valued function. The most basic version start...