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Medan Moeslimin

Medan Moeslimin, 1 Januari 1925 Medan Moeslimin merupakan surat kabar bulanan berbahasa Jawa dan Melayu yang dikeluarkan oleh H.M. Misbach & M. Sastrositojo.[1] Koran ini terbit perdana pada 15 Januari 1915 di Yogyakarta, dan terbit pada tanggal 15 setiap bulannya. Koran ini terdiri dari 16 halaman saat pertama kali terbit.[1] Menurut buku Seabad Pers Kebangsaan: 1907-2007, Medan Moeslimin diawaki oleh orang-orang muslim di kampung santri atau dikenal dengan sebutan Kauman...

Kapasitansi

Pemisahan muatan dalam sebuah kondensator lempeng-sejajar menciptakan medan elektrik internal. Sebuah peruang dielektrik terpolarisasi (oranye) mengurangi medan elektrik serta meningkatkan kapasitansi. Simbol umumCSatuan SIfaradSatuan lainnyaμF, nF, pFDalam satuan pokok SIF = A2 s4 kg−1 m−2Dimensi SIM−1 L−2 T4 I2Turunan daribesaran lainnyaC = muatan / tegangan Artikel ini merupakan bagain dari seriListrik dan MagnetMichael Faraday. Bapak kelistrikan dunia, dan sosok penting pada ilmu...

Provinsi Kastamonu

Kastamonu province Kastamonu iliProvince of TurkeyLocation of Kastamonu Province in TurkeyCountryTurkeyRegionBlack SeaLuas • Total13,108 km2 (5,061 sq mi)Populasi (2010-12-31)[1] • Total361.222 • Kepadatan28,000/km2 (71,000/sq mi)Kode area telepon0366Pelat kendaraan37Situs webkastamonu.gov.tr Kastamonu (Turkish: Kastamonu ilicode: tr is deprecated ) adalah sebuah provinsi Turki. lbsDaftar provinsi Turki Adana · Ad...

Сибирская монета

У этого термина существуют и другие значения, см. Сибирская монета (игорная зона). Сибирская монета номиналом 5 копеек выпуска 1772 года. Сибирская монета — медная монета, чеканившаяся с 5 декабря 1763 года[1] по 7 июня 1781 года исключительно для обращения в Сибири....

Paangshu

2018 Sri Lankan filmPaangshuPosterDirected byVisakesa Chandrasekaram[1]Written byVisakesa ChandrasekaramProduced byTVTStarringNita Fernando Nadee Kammellaweera Jagath ManuwarnaCinematographyDimuthu KalingaEdited bySithum SamarajeewaMusic byChinthaka JayakodyRelease dates September 2018 (2018-09) (Montreal) 21 August 2020 (2020-08-21) Running time86 minutesCountrySri LankaLanguageSinhala Paangshu (Sinhala: පාංශු; The Soil) is a 2018 Sri Lankan Sin...

Train to Busan

Train to BusanNama lain부산행釜山行SutradaraYeon Sang-hoProduserLee Dong-haDitulis olehPark Joo-sukPemeran Jung Yu-mi Kim Su-an Gong Yoo Ma Dong-seok Choi Woo-shik Ahn So-hee Penata musikJang Young-gyuSinematograferLee Hyung-deokPenyuntingYang Jin-moPerusahaanproduksiRedPeter FilmDistributorNext Entertainment WorldTanggal rilis 13 Mei 2016 (2016-05-13) (Cannes) 20 Juli 2016 (2016-07-20) (Korea Selatan) Durasi118 menitNegaraKorea SelatanBahasaKoreaPendapatan...

بادما ساتشديف

بادما ساتشديف (بالهندية: पद्मा सचदेव)‏ معلومات شخصية الميلاد سنة 1940 جامو الوفاة 4 أغسطس 2021 (80–81 سنة)[1] مومباي مواطنة الراج البريطاني (1940–1947) الهند (1947–2021) الزوج سوريندر سينغ [لغات أخرى]‏ الحياة العملية المهنة كاتبة سير ذاتية، �...

The Savages (film)

The SavagesPoster film The SavagesSutradaraTamara JenkinsProduserTed HopeAnne CareyErica WestheimerDitulis olehTamara JenkinsPemeranLaura LinneyPhilip Seymour HoffmanPenata musikStephen TraskSinematograferMott HupfelPenyuntingBrian A. KatesPerusahaanproduksiThis Is That ProductionsAd Hominem EnterprisesDistributorSearchlight PicturesTanggal rilis 19 Januari 2007 (2007-01-19) (Festival Film Sundance) 28 November 2007 (2007-11-28) (Amerika Serikat) Durasi114 menit[1&...

Atto unico europeo

Atto unico europeoFirma17 febbraio 1986 LuogoLussemburgo (città), Lussemburgo Efficacia1º luglio 1987 Parti Italia Spagna Francia Portogallo Paesi Bassi Lussemburgo Belgio Germania Danimarca Grecia Regno Unito Irlanda FirmatariGermaniaPortogalloSpagnaGreciaRegno UnitoIrlandaDanimarcaRegno dei Paesi BassiLussemburgoFranciaBelgio e Italia DepositarioGoverno italiano voci di trattati presenti su Wikipedia L'Atto unico europeo è il tr...

Makoto Itoh

Japanese economist (1936–2023) Makoto ItohBorn(1936-04-20)April 20, 1936Tokyo, JapanDiedFebruary 7, 2023(2023-02-07) (aged 86)Academic careerFieldMarxian economicsSchool ortraditionMarxian economicsInfluencesKozo Uno, Karl Marx Makoto Itoh (伊藤誠, Itō Makoto, April 20, 1936 – February 7, 2023) was a Japanese economist who was considered internationally to be one of the most important scholars of Karl Marx's theory of value. He taught at Kokugakuin University, Tokyo, and wa...

1948 Democratic Party vice presidential candidate selection

1948 Democratic vice presidential nomination ← 1944 July 13, 1948 (1948-07-13) 1952 → Nominee Alben W. Barkley Home state Kentucky Previous Vice Presidential nominee Harry S. Truman Vice Presidential nominee Alben W. Barkley This article lists those who were potential candidates for the Democratic nomination for Vice President of the United States in the 1948 election. At the 1948 Democratic National Convention, President Harry S. Truman won no...

Shanghai Masters

Disambiguazione – Se stai cercando il torneo di snooker, vedi Shanghai Masters (snooker). Shanghai MastersAltri nomiShanghai Rolex Masters(2009-2017)Rolex Shanghai Masters(dal 2018) Sport Tennis Tiposingolare/doppio maschile CategoriaATP Tour Masters 1000 Paese Cina LuogoShanghai ImpiantoQizhong Forest Sports City Arena SuperficieCemento OrganizzatoreAssociation of Tennis Professionals Cadenzaannuale Aperturaottobre Sito Internetshanghairolexmasters.com StoriaFondazione2009 Numero edi...

Constitution Act 1986

Act of the New Zealand Parliament Constitution Act 1986New Zealand Parliament Long title An Act to reform the constitutional law of New Zealand, to bring together into one enactment certain provisions of constitutional significance, and to provide that the New Zealand Constitution Act 1852 of the Parliament of the United Kingdom shall cease to have effect as part of the law of New Zealand Passed13 December 1986Commenced1 January 1987Amended by1987, 1999, 2005Related legislationNew Zealand Bil...

Australopithecus sediba

Australopithecus sediba Squelette reconstruit d’Australopithecus sediba, basé sur les spécimens MH1 et MH2, exposé au musée d'histoire naturelle de Londres, en Angleterre. 1.98–1.98 Ma PreꞒ Ꞓ O S D C P T J K Pg N ↓ Pléistocène inférieur.2 collectionsClassification Règne Animalia Embranchement Chordata Sous-embr. Vertebrata Classe Mammalia Ordre Primates Infra-ordre Simiiformes Super-famille Hominoidea Famille Hominidae Sous-famille Homininae Tribu Hominini Sou...

Homotopie

Dieser Artikel behandelt den topologischen Begriff Homotopie. Für die daraus entstandene Begriffsbildung der homologischen Algebra siehe Homotopie (homologische Algebra). Zu homotopen Gruppen in der Chemie siehe Topizität. Eine Homotopie, die eine Kaffeetasse in einen Donut (einen Volltorus) überführt. In der Topologie ist eine Homotopie (von griechisch ὁμός homos ‚gleich‘ und τόπος tópos ‚Ort‘, ‚Platz‘) eine stetige Deformation zwischen zwei Abbildungen von einem ...

2015 Hwaebul Cup

Football tournament season 2015 Hwaebul CupTournament detailsCountryNorth KoreaDates27 July–28 August 2015Teams14Defending championsApril 25Final positionsChampionsApril 25 (3rd title)Runner-upKigwanchaSemifinalistsKyŏnggong'ŏpWŏlmidoTournament statisticsMatches played50Goals scored160 (3.2 per match)← 20142016 → The 2015 Hwaebul Cup was the third edition of the Hwaebul Cup (홰불, Torch) celebrating North Korea's Youth Day. The competition was held ...

بولدكلوبن فرم

بولدكلوبن فرم تأسس عام 1886 البلد الدنمارك الموقع الرسمي الموقع الرسمي تعديل مصدري - تعديل بولدكلوبن فرم (بالدنماركية: Boldklubben Frem)‏ هو نادي كرة قدم دنماركي تأسس في 1886 ، يقع مقره الرئيسي في كوبنهاغن، ويلعب في Danish 2nd Division [الإنجليزية]‏.[1][2][3] قائمة �...

Computational physics

Numerical simulations of physical problems via computers This article is about computational science applied in physics. For theories comparing the universe to a computer, see digital physics. For the study of the fundamental physical limits of computers, see physics of computation.Computational physics Mechanics Electromagnetics Multiphysics Particle physics Thermodynamics Simulation Potentials Morse/Long-range potential Lennard-Jones potential Yukawa potential Morse potential Fluid dynamics...

Dermestes frischii

Species of beetle Dermestes frischii Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Arthropoda Class: Insecta Order: Coleoptera Family: Dermestidae Genus: Dermestes Species: D. frischii Binomial name Dermestes frischiiKugelann, 1792 Synonyms Dermestes frischi Dermestes pollinctus Hope, 1834 Dermestes frischii is a species of beetle found in the Palearctic, including Europe, tropical Africa, the Near East, the Nearctic, North Africa and East Asia. In Europe, it is k...

Adolphe, Grand Duke of Luxembourg

Grand Duke of Luxembourg from 1890 to 1905 AdolpheGrand Duke of LuxembourgReign23 November 1890 – 17 November 1905PredecessorWilliam IIISuccessorWilliam IVPrime MinisterPaul EyschenDuke of NassauReign20 August 1839 – 20 September 1866PredecessorWilliamSuccessorNassau annexed by the Kingdom of PrussiaBorn(1817-07-24)24 July 1817Biebrich Palace, Wiesbaden, Duchy of NassauDied17 November 1905(1905-11-17) (aged 88)Schloss Hohenburg, Lenggries, Kingdom of Bavaria, German EmpireBurialSchlo...