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Curug Jenggala Curug Jenggala adalah air terjun yang berlokasi di Ketenger, Baturaden, Banyumas. Air terjun ini memiliki ketinggian 30 meter dari permukaan tanah.[1] Curug ini mempunyai tiga air terjun yang tingginya sejajar, dengan air terjun yang di tengah memiliki arus yang paling deras. Objek wisata ini menampilkan keindahan alam yang masih asli dan air terjun yang memesona. Di bawah air terjun terdapat sungai dengan batuan besar. Lokasinya berada di Dusun Kalipagu, Ketenger, Batu...

1942 film The BenefactorDirected byHenri DecoinWritten byPierre AshelbeHenri DecoinYves MirandeStarringRaimuSuzy PrimPierre LarqueyCinematographyJules KrugerEdited byJean FeyteMusic byGeorges Van ParysProductioncompanyRegina FilmDistributed byRegina DistributionRelease date11 December 1942Running time88 minutesCountryFranceLanguageFrench The Benefactor (French: Le bienfaiteur) is a 1942 French crime film directed by Henri Decoin and starring Raimu, Suzy Prim and Pierre Larquey.[1] It ...

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

English engineer and mathematician (1850–1925) Heaviside redirects here. For other uses, see Heaviside (disambiguation). Oliver HeavisideHeaviside c. 1900Born(1850-05-18)18 May 1850Camden Town, Middlesex, EnglandDied3 February 1925(1925-02-03) (aged 74)Mount Stuart Nursing Home Torquay, DevonResting placePaignton cemetery, DevonNationalityBritishKnown for Heaviside cover-up method Heaviside step function Heaviside condition Heaviside-Feynman formula Heaviside ellipsoid Kenne...

Rural district in Razavi Khorasan province, Iran For the villages, see Qaleh Hammam and Qaleh Hammam-e Hajji Rasul. Rural District in Razavi Khorasan, IranQaleh Hamam Rural District Persian: دهستان قلعه حمامRural DistrictQaleh Hamam Rural DistrictCoordinates: 35°36′07″N 60°51′22″E / 35.60194°N 60.85611°E / 35.60194; 60.85611[1]CountryIranProvinceRazavi KhorasanCountySalehabadDistrictCentralCapitalJafariyehPopulation (201...

Keng Po (Hanzi:競報 Pinyin:Jing Bao) adalah surat kabar Indonesia yang diterbitkan pertama kali pada tahun 1923 dan berperan penting dalam sejarah pers Indonesia pada masa setelah kemerdekaan. Keng Po dibangun oleh Hauw Tek Kong setelah perbedaan pendapat dengan Tjoe Bou San, pemimpin harian Sin Po. Harian ini mengalami perkembangan yang pesat di bawah kepemimpinan Khoe Woen Sioe dan Injo Beng Goat.[1] Pada 1 Agustus 1957, Harian Keng Po dilarang terbit oleh pemerintah Indonesia saa...

Head of the Catholic Church from 366 to 384 AD Pope SaintDamasus IBishop of RomeDamasus I depicted in a c. 4th century miniatureChurchCatholic ChurchPapacy began1 October 366Papacy ended11 December 384PredecessorLiberiusSuccessorSiriciusPersonal detailsBornc. 305Rome, Roman EmpireDied11 December 384Rome, Roman EmpireSainthoodFeast day11 December (Catholicism)Venerated inCatholic Church Eastern Orthodox ChurchAttributesas a pope with patriarchal cross and model of a churchPatronage...

This article has an unclear citation style. The references used may be made clearer with a different or consistent style of citation and footnoting. (March 2022) (Learn how and when to remove this message) Designates to the Presidency of theRepublic of HondurasDesignados a la Presidencia de la República de HondurasCoat of arms of HondurasIncumbentDoris GutiérrezRenato Florentinosince 27 January 2022StyleMr./Madame Vice President(informal) The Most Excellent and His/Her Excellency[1...

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 Desember 2023. Kees Hoving (Medan, Hindia Belanda (sekarang Indonesia), 1919 - Utrecht, Belanda, 1991) adalah seorang perenang Belanda. Hoving adalah orang Belanda pertama yang meraih gelar Eropa. Ia bertanding pada tanggal 8 Agustus 1938 di London, dengan waktu 59,...

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 Januari 2023. Lihat entri syarikat di kamus bebas Wiktionary. Baca definisi kata syarikatmenurut KBBI. Persyarikatan atau Perserikatan adalah perkumpulan dari berbagai golongan dalam mengadakan sesuatu yang dilandaskan pada hasil mufakat. Selain itu, persyarikatan j...

Goods and services import/export tax For other uses, see Tariff (disambiguation). Not to be confused with Tarif. Part of a series onTaxation An aspect of fiscal policy Policies Government revenue Property tax equalization Tax revenue Non-tax revenue Tax law Tax bracket Flat tax Tax threshold Exemption Credit Deduction Tax shift Tax cut Tax holiday Tax amnesty Tax advantage Tax incentive Tax reform Tax harmonization Tax competition Tax withholding Double taxation Representation Unions Medical ...

French newspaper MinuteTypeWeekly newspaperEditor-in-chiefCéline PascotEditorJean-Marie MolitorFounded1962Political alignmentFar-rightCeased publication2020HeadquartersParisISSN1243-7751OCLC number301746229 Websitewww.minute-hebdo.fr Minute (French: [miˈnyt]) was a weekly newspaper, initially right-wing but later far-right, circulated in France from 1962 to 2020. Its editorial position is satirical and conservative. According to figures provided by the paper's management, it had a c...

River in California, United StatesRush CreekLake Creek[1]Deep channel incision on Rush Creek due to lowering of Mono Lake. Photo by Greg Reis, courtesy of the Mono Lake CommitteeLocationCountryUnited StatesStateCaliforniaRegionMono CountyPhysical characteristicsSourceMount Lyell • locationMadera County, Sierra Nevada, California • coordinates37°44′22″N 119°16′18″W / 37.73944°N 119.27167°W / 37.73944; -119.27167&#...

جنيه إسترلينيPound sterlingمعلومات عامةالبلد  المملكة المتحدةتاريخ الإصدار 1158عوض Anglo-Saxon pound (en) East African rupee (en) pound Scots (en) عوضه Australian pound (en) رمز العملة £رمز الأيزو 4217 GBPالمصرف المركزي بنك إنجلتراسعر الصرف 1٫180998 يورو[1] (17 أكتوبر 2023)1٫246643 دولار أمريكي[1] (17 أكتوبر 2023) تعديل - تعد�...

American politician George W. CrouseMember of the U.S. House of Representativesfrom Ohio's 20th districtIn officeMarch 4, 1887 – March 3, 1889Preceded byWilliam McKinleySucceeded byMartin L. SmyserMember of the Ohio Senatefrom the 24th and 26th districtIn officeJanuary 4, 1886 – January 1, 1888Serving with George H. FordPreceded byS. P. WolcottSucceeded byJ. P. AlexanderGeorge H. Ford Personal detailsBornGeorge Washington Crouse(1832-11-23)November 23...

1933 film by A. Edward Sutherland Too Much HarmonyNewspaper advertisement for filmDirected byA. Edward SutherlandWritten byJoseph L. Mankiewicz Harry RuskinProduced byWilliam LeBaronStarringBing CrosbyJack OakieRichard Skeets GallagherHarry GreenJudith AllenCinematographyTheodor SparkuhlEdited byRichard C. CurrierMusic byHeinz RoemheldProductioncompanyParamount PicturesDistributed byParamount PicturesRelease date September 23, 1933 (1933-09-23) Running time76 minutesCountryUnit...

David Almond Hans Christian Andersen 2010 David Almond (Newcastle upon Tyne, 15 maggio 1951) è uno scrittore inglese, specializzato nella narrativa per ragazzi. Indice 1 Opere 1.1 Lista 2 Onorificenze 3 Note 4 Altri progetti 5 Collegamenti esterni Opere Il primo romanzo di David, ambientato a Newcastle, si intitola Skellig (1998) e ha vinto importanti premi letterari tra cui il Whitbread Children's Novel of the Year Award e la Carnegie Medal. David Almond nel incontro con i lettori alla Bibl...

Социоло́гия культу́ры (англ. Sociology of culture), культу́рсоциология (нем. Kultursoziologie) — отраслевая социологическая теория, объектом изучения которой являются закономерности функционирования и развития культуры в обществе, а также складывание, усвоение, сохранение и дал...

Numerical integration method This article is about a rule for approximating integrals. For the trapezoidal rule used for initial value problems, see Trapezoidal rule (differential equations) and Heun's method. The function f(x) (in blue) is approximated by a linear function (in red). In calculus, the trapezoidal rule (also known as the trapezoid rule or trapezium rule)[a] is a technique for numerical integration, i.e., approximating the definite integral: ∫ a b f ( x ) d x . {\...

Lieutenant Governor of Texas from 1903 to 1907 George D. Neal21st Lieutenant Governor of TexasIn officeJanuary 20, 1903 – January 15, 1907GovernorS. W. T. LanhamPreceded byJames BrowningSucceeded byAsbury Bascom DavidsonMember of the Texas Senatefrom the 15th districtIn officeJanuary 12, 1897 – January 13, 1903Preceded byWilliam P. McCombSucceeded byAlred William Morris Personal detailsBorn(1853-10-07)October 7, 1853Amelia Court House, Virginia, U.S.DiedJuly 13, 1916...