Read other articles:

Karikatur keseimbangan kekuasaan, yang mengibaratkan para prajurit yang menyeimbangkan wilayah eropa Keseimbangan kekuasaan (Inggris: Balance of power) dalam hubungan internasional mengacu pada keseimbangan antara negara-negara atau aliansi untuk mencegah satu entitas menjadi terlalu kuat.[1] Dengan keseimbangan ini, negara tersebut tidak dapat memaksakan kehendaknya atau mengganggu kepentingan negara lain.[2] Negara dapat melakukan keseimbangan kekuasaan dengan dua cara, yait...

Keuskupan Le HavreDioecesis Portus GratiaeDiocèse du HavreKatolik Katedral Le HavreLokasiNegara PrancisProvinsi gerejawiRouenStatistikLuas1.902 km2 (734 sq mi)Populasi- Total- Katolik(per 2013)417.600364,000 (87.2%)InformasiDenominasiKatolik RomaGereja sui iurisGereja LatinRitusRitus RomaPendirian6 Juli 1974KatedralKatedral Notre Dame di Le HavreKepemimpinan kiniPausFransiskusUskupJean-Luc BruninUskup agungJean-Charles Marie DescubesEmeritusMichel Jean...

ماري سيفيرين (بالإنجليزية: Marie Severin)‏   رسم لماري سيفيرين بريشة مايكل نتزر    معلومات شخصية الميلاد 21 أغسطس 1929 [1][2]  إيست روكسواي[1]  الوفاة 29 أغسطس 2018 (89 سنة) [3]  أميتيفيل[3]  سبب الوفاة سكتة دماغية[3]  مكان الدفن مقبرة غرين-وود  م...

The following is a list of the 314 communes of the Tarn department of France. The communes cooperate in the following intercommunalities (as of 2020):[1] Communauté d'agglomération de l'Albigeois Communauté d'agglomération de Castres Mazamet Communauté d'agglomération Gaillac-Graulhet Communauté de communes Carmausin-Ségala Communauté de communes Centre Tarn Communauté de communes du Cordais et du Causse Communauté de communes Lauragais Revel Sorezois (partly) Communauté ...

Indian politician Ram MadhavNational General Secretary, Bharatiya Janata PartyIn office2014–2020President Amit Shah J. P. Nadda Personal detailsBornVaranasi Ram Madhav[1] (1964-08-22) 22 August 1964 (age 59)Amalapuram, Andhra Pradesh, IndiaPolitical partyBharatiya Janata PartyAlma materUniversity of MysoreOccupationPoliticianWebsiterammadhav.in Varanasi Ram Madhav (born 22 August 1964) is an Indian politician who served as the National General Secretary of the Bharatiya Janata ...

Japanese anime series This article describes a work or element of fiction in a primarily in-universe style. Please help rewrite it to explain the fiction more clearly and provide non-fictional perspective. (April 2023) (Learn how and when to remove this template message) Delicious Party Pretty CureVisual of the series, featuring the four main Cures and the Energy Fairies. Clockwise from bottom right: Cure Precious (with Kome-Kome), Cure Finale, Cure Spicy (with Pam-Pam), and Cure Yum-Yum (wit...

Salim Alaydrus Informasi pribadiNama lengkap Salim AlaydrusTanggal lahir 17 Februari 1977 (umur 47)Tempat lahir Purwakarta, IndonesiaTinggi 174 cm (5 ft 9 in)Posisi bermain GelandangInformasi klubKlub saat ini Persija JakartaKarier junior Persika KarawangKarier senior*Tahun Tim Tampil (Gol) 1988-199119911991-19982004-20052005-20062006-20092009 Persipo PurwakartaPersib BandungPersika KarawangPelita JayaPersikota TangerangPersib BandungPersija Jakarta ? (?)? (?)? (?)27 (2)2...

Election in Vermont Main article: 1832 United States presidential election 1832 United States presidential election in Vermont ← 1828 November 2 – December 5, 1832 1836 →   Nominee William Wirt Henry Clay Andrew Jackson Party Anti-Masonic National Republican Democratic Home state Maryland Kentucky Tennessee Running mate Amos Ellmaker John Sergeant Martin Van Buren Electoral vote 7 0 0 Popular vote 13,106 11,152 7,870 Percentage 40.79% 34.71% 24...

University for International Integration of the Afro-Brazilian LusophonyUniversidade da Integração Internacional da Lusofonia Afro-BrasileiraOther namesUNILABTypePublic FederalEstablished2010 (2010)Affiliation Ministry of EducationChancellorTomaz Aroldo da Mota SantosVice-ChancellorAristeu RosendoAcademic staff173 (2014)[1]Administrative staff468 (2014)Students4166 (2014)Undergraduates2176 (2014)Postgraduates105 (2014)LocationRedenção, Ceará, BrazilWebsitewww.unilab.edu.br T...

شَوَّالمعلومات عامةصنف فرعي من شهر هجري المدة 29 يوم[1] الفهرس الزمني 10 شهر لديه جزء أو أجزاء هلال شوالليلة الجائزةزكاة الفطر رَمَضَان ذو القعدة تعديل - تعديل مصدري - تعديل ويكي بيانات <<شوال - 1445 هـ>>السبتالأحدالاثنينالثلاثاءالأربعاءالخميسالجمعة276 أبريل 2024 287 أبري...

温贝托·德·阿连卡尔·卡斯特洛·布兰科Humberto de Alencar Castelo Branco第26任巴西總統任期1964年4月15日—1967年3月15日副总统若澤·馬利亞·奥克明前任拉涅里·馬齐利继任阿图尔·达科斯塔·伊·席尔瓦 个人资料出生(1897-09-20)1897年9月20日 巴西塞阿腊州福塔雷萨逝世1967年7月18日(1967歲—07—18)（69歲） 巴西塞阿腊州梅塞雅納墓地 巴西福塔雷薩卡斯特洛·布兰科陵寢[1]...

Branch of probability theory Renewal theory is the branch of probability theory that generalizes the Poisson process for arbitrary holding times. Instead of exponentially distributed holding times, a renewal process may have any independent and identically distributed (IID) holding times that have finite mean. A renewal-reward process additionally has a random sequence of rewards incurred at each holding time, which are IID but need not be independent of the holding times. A renewal process h...

Maraton Tokyo 2009 Maraton Tokyo 2008 Maraton Tokyo (東京マラソンcode: ja is deprecated , Tōkyō Marathon) adalah perlombaan tahunan lari maraton yang diadakan di Tokyo, Jepang. Perlombaan ini dimulai tahun 2007. Penyelenggaraan maraton ini disponsori oleh Tokyo Metro.[1] Lintasan Gedung Pemerintah Metropolitan Tokyo -> Iidabashi -> Istana Kekaisaran Tokyo -> Taman Hibiya (garis finish lari 10 km) -> Shinagawa -> Ginza -> Nihonbashi -> Asakusa -> Tsukiji...

MassoulèscomuneLocalizzazioneStato Francia Regione Nuova Aquitania Dipartimento Lot e Garonna ArrondissementVilleneuve-sur-Lot CantoneLe Pays de Serres TerritorioCoordinate44°21′N 0°53′E44°21′N, 0°53′E (Massoulès) Altitudine215 m s.l.m. Superficie7,75 km² Abitanti214[1] (2009) Densità27,61 ab./km² Altre informazioniCod. postale47140 Fuso orarioUTC+1 Codice INSEE47162 CartografiaMassoulès Modifica dati su Wikidata · Manuale Massoul�...

National intelligence agency of Norway Norwegian Intelligence Service (NIS)EtterretningstjenestenIntelligence agency overviewFormed1915JurisdictionGovernment of NorwayHeadquartersLutvann, OsloMottoViten om verden for vern av Norge (Knowledge of the World for the Protection of Norway)EmployeesClassifiedAnnual budgetkr 2.3 billion[1]Minister responsibleBjørn Arild Gram Centre Party, DefenceIntelligence agency executiveVice Admiral Nils Andreas StensønesParent Intelligence agencyM...

Type of mirror designed for sunlight A solar mirror in the Solar Collector Laboratory at Lewis Research Center, November 1966 A solar mirror contains a substrate with a reflective layer for reflecting the solar energy, and in most cases an interference layer. This may be a planar mirror or parabolic arrays of solar mirrors used to achieve a substantially concentrated reflection factor for solar energy systems. See article Heliostat for more information on solar mirrors used for terrestrial en...

Genus of palm endemic to Hispaniola Not to be confused with Zambia. Zombia Zombia antillarum at Marie Selby Botanical Gardens, Sarasota, Florida, United States Conservation status Vulnerable  (IUCN 3.1)[1] Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Monocots Clade: Commelinids Order: Arecales Family: Arecaceae Subfamily: Coryphoideae Tribe: Cryosophileae Genus: ZombiaL.H. Bailey Species: Z. antillarum Binomial name Zombia antilla...

Autógrafo de Georg Friedrich Händel en la portada del Mesías. El Mesías, HWV 56[a]​ (en inglés, Messiah),[b]​ es un oratorio en inglés compuesto por Georg Friedrich Händel en 1741, con un texto bíblico recopilado por Charles Jennens de la Biblia del rey Jacobo y de la Biblia Coverdale, la versión de los Salmos incluida en el Libro de Oración Común. Su estreno fue en Dublín el 13 de abril de 1742 y se representó casi un año después en Londres. Después de una acogida...

Ма́лая теоре́ма Ферма́ — теорема теории чисел, которая утверждает, что[1]: Если p {\displaystyle p} — простое число и a {\displaystyle a} — целое число, не делящееся на p , {\displaystyle p,} то a p − 1 − 1 {\displaystyle a^{p-1}-1} делится на p . {\displaystyle p.} На языке теории сравнений: a p − 1 {\displaystyle a^{p-1}} ...

Den här artikeln handlar om året 138. För talet, se 138 (tal). 138 – CXXXVIII(891 A.U.C.)1886 år sedan År135 | 136 | 137138139 | 140 | 141 Årtionde110-talet  | 120-talet 130-talet140-talet | 150-talet Århundrade000-talet 100-talet200-talet Årtusende0000-talet Året Födda | AvlidnaBildanden | Upplösningar 138 (CXXXVIII) var ett normalår som började en tisdag i den julianska kalendern. Händelser Febru...