Read other articles:

Gereja Konvensi Baptis SelatanSingkatanSBCPenggolonganProtestanOrientasiGereja BaptisTeologiEvangelikalBentukpemerintahanKongregasionalPresidenJ.D. GreearWilayahUnited StatesDidirikan8–12 Mei 1845 Augusta, GeorgiaTerpisah dariTriennial Convention (1845)PecahanAmerican Baptist AssociationAlliance of BaptistsCooperative Baptist FellowshipJemaat47,272 (2016)Umat15.00 juta (2017) Weekly Attendance = 5,200,716[1]Situs web resmiwww.sbc.net Gereja Konvensi Baptis Selatan (bahasa Inggris: S...

artikel ini perlu dirapikan agar memenuhi standar Wikipedia. Tidak ada alasan yang diberikan. Silakan kembangkan artikel ini semampu Anda. Merapikan artikel dapat dilakukan dengan wikifikasi atau membagi artikel ke paragraf-paragraf. Jika sudah dirapikan, silakan hapus templat ini. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) Anarki beralih ke halaman ini. Untuk peristiwa abad ke-12, lihat Anarki (Inggris). Artikel ini bukan mengenai Arkeologi atau Arsitektur. Bagian da...

Festival Hantu di Bangka, diakhiri dengan membakar boneka kertas Dashiye. Foto bangunan dari pohon pinang yang akan dipanjat oleh para pemanjat untuk meramaikan Festival Cioko Festival Cioko (Hanzi: 鬼節; pinyin: gui jie; lit. sembahyang arwah umum), atau disebut juga Festival Hantu Kelaparan, adalah sebuah tradisi perayaan dalam kebudayaan Tionghoa.[1] Festival ini juga sering disebut Festival Tionggoan (Hanzi: 中元, pinyin: zhong yuan). Orang Hakka menamakannya Chiong Si Ku[...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. La mise en forme de cet article est à améliorer (mars 2023). La mise en forme du texte ne suit pas les recommandations de Wikipédia : il faut le « wikifier ». Note de bas de page notée entre parenthèse dans un ouvrage en français d'Alfred Fouillée paru en 1895. La note de bas de page ou note en bas de page, aussi appelée note infrapaginale, est une forme littéraire, consistant en une ou ...

У этого термина существуют и другие значения, см. Катушка (значения). Устройство безынерционной катушки: 1 — дуга лесоукладывателя 2 — удилище 3 — крепление к удилищу 4 — рукоятка 5 — кронштейн 6 — фиксатор, наматывание, или наматывание и отматывание лески 7...

Public high school in Bellingham, Massachusetts, United StatesBellingham High SchoolAddress60 Blackstone StreetBellingham, Massachusetts 02019United StatesCoordinates42°04′40″N 71°28′04″W / 42.0777°N 71.4678°W / 42.0777; -71.4678InformationTypePublic high schoolOpen enrollment[1]PrincipalMegan LafayetteStaff57.24 (FTE)[2]Grades8–12Enrollment744 (2018–19)[2]Student to teacher ratio13.00[2]Color(s)    Black and wh...

Freedom of expression and publication Artistic freedom (or freedom of artistic expression) can be defined as the freedom to imagine, create and distribute diverse cultural expressions free of governmental censorship, political interference or the pressures of non-state actors.[1] Generally, artistic freedom describes the extent of independence artists obtain to create art freely. Moreover, artistic freedom concerns the rights of citizens to access artistic expressions and take part in...

Peruvian writer For the football club, see Club Deportivo Universidad César Vallejo. For the volleyball club, see CV Universidad César Vallejo. For the university, see César Vallejo University. In this Spanish name, the first or paternal surname is Vallejo and the second or maternal family name is Mendoza. César VallejoVallejo in 1929BornCésar Abraham Vallejo MendozaMarch 16, 1892Santiago de Chuco, La Libertad, PeruDiedApril 15, 1938 (aged 46)Paris, FranceOccupationPoet, writer, ...

Kali CakungKali Tjakung, Kali TjakoengKali Cakung (K. Cakung) sebelah kanan tengah pada Peta Tata Air Jakarta (2012)Lokasi mulut sungaiTampilkan peta JawaKali Cakung (Indonesia)Tampilkan peta IndonesiaLokasiNegaraIndonesiaProvinsiJakartaCiri-ciri fisikMuara sungaiBanjir Kanal Timur - koordinat6°06′25″S 106°56′26″E / 6.10694°S 106.94056°E / -6.10694; 106.94056Koordinat: 6°06′25″S 106°56′26″E / 6.10694°S 106.94056°E࿯...

Metropolitanate of Montenegro and the LittoralCetinje Monastery, seat of the MetropolitanateLocationTerritoryMontenegroHeadquartersCetinje, MontenegroInformationDenominationEastern OrthodoxSui iuris churchSerbian Orthodox ChurchEstablished1219 (as Eparchy of Zeta)CathedralCathedral of the Resurrection of Christ, PodgoricaLanguageChurch Slavonicand SerbianCurrent leadershipBishopJoanikije IIMapWebsitemitropolija.com The Metropolitanate of Montenegro and the Littoral of the Serbian Orthodox Chu...

Questa voce sull'argomento attori francesi è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Yola d'Avril Montiague Yola d'Avril Montiague (Lilla, 8 aprile 1907 – Port Hueneme, 2 marzo 1984) è stata un'attrice francese. Indice 1 Biografia 2 Filmografia parziale 3 Altri progetti 4 Collegamenti esterni Biografia Durante la prima guerra mondiale, la sua famiglia si spostò a Parigi. Nel 1923, alla morte ...

Solution of Einstein field equations Gödel universe redirects here. Not to be confused with Gödel's constructible universe. General relativity G μ ν + Λ g μ ν = κ T μ ν {\displaystyle G_{\mu \nu }+\Lambda g_{\mu \nu }={\kappa }T_{\mu \nu }} Introduction HistoryTimelineTests Mathematical formulation Fundamental concepts Equivalence principle Special relativity World line Pseudo-Riemannian manifold Phenomena Kepler problem Gravitational ...

Второе Тырновское восстание — согласно публикации Н. В. Елагина 1847 г. («Северная Пчела», № 133—136), болгарское восстание против османской власти в 1686 году под руководством боярина Ростислава Стратимировича (Страшимировича) или Шишман III, претендента на княжес...

Integers have unique prime factorizations Not to be confused with Fundamental theorem of algebra. In Disquisitiones Arithmeticae (1801) Gauss proved the unique factorization theorem [1] and used it to prove the law of quadratic reciprocity.[2] In mathematics, the fundamental theorem of arithmetic, also called the unique factorization theorem and prime factorization theorem, states that every integer greater than 1 can be represented uniquely as a product of prime numbers, up t...

La politica fiscale, in politica economica, è una delle linee di azione adottate dal governo all'interno della politica di bilancio per far fronte in maniera predeterminata agli obiettivi di bilancio pubblico, ovvero stabilire un livello di imposizione o prelievo fiscale sui contribuenti al fine di coprire la quota prefissata di uscite statali (spesa pubblica). Indice 1 Descrizione 1.1 Funzioni e scopi 1.2 L'economia aperta 1.3 Aspetti socio-economici 2 Trattazione matematica 3 Voci correlat...

Citra kawasan Delta Okavango dari udara. Delta Okavango atau padang rumput Okavango (sebelumnya dieja Okovango atau Okovanggo) di Botswana adalah kawasan delta yang sangat besar dan berawa-rawa di bagian tengah cekungan Kalahari. Semua air yang mencapai delta ini pada akhirnya menguap dan bertranspirasi, sehingga airnya tidak mengalur ke laut atau samudra. Setiap tahun diperkirakan 11 km3 air menyebar di wilayah seluas 6.000-15.000 km2. Beberapa air banjir diserap oleh Danau Ngami. ...

دكتور في الطب[1] (MD) (باللاتينية: Medicinae Doctor) بمعنى «أستاذ في الطب»، وهي درجة طبية تعطى للطبيب وتمنح من قبل الكليات الطبية. تعتبر في بعض البلدان أول درجة مهنية لممارسة الطب، مثل كندا والولايات المتحدة. في بلدان أخرى مثل الهند والمملكة المتحدة، دكتور في الطب تعتبر درجة أكاد�...

1954 film The Crazy ClinicDirected byAlwin EllingWritten byAlwin EllingErwin KrekerStarringIngrid AndreeMaria AndergastClaus BiederstaedtCinematographyPaul GruppMusic byFriedrich SchröderProductioncompanyAstra-FilmRelease date 2 March 1954 (1954-03-02) Running time95 minutesCountryWest GermanyLanguageGerman The Crazy Clinic (German: Sanatorium total verrückt) is a 1954 West German comedy film directed by Alwin Elling and starring Ingrid Andree, Maria Andergast and Claus Biede...

This article has an unclear citation style. The references used may be made clearer with a different or consistent style of citation and footnoting. (September 2020) (Learn how and when to remove this message) Ethnographic and Linguistic Map of the Iberian Peninsula at about 300 BCE. This is a list of the pre-Roman people of the Iberian Peninsula (the Roman Hispania, i.e., modern Portugal, Spain and Andorra). Some closely fit the concept of a people, ethnic group or tribe. Others are confede...

This article is largely based on an article in the out-of-copyright Encyclopædia Britannica Eleventh Edition, which was produced in 1911. It should be brought up to date to reflect subsequent history or scholarship (including the references, if any). When you have completed the review, replace this notice with a simple note on this article's talk page. (June 2020) Occitan literature (referred to in older texts as Provençal literature) is a body of texts written in Occitan, mostly in the so...