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Artikel ini bukan mengenai Stasiun Depok Baru. Untuk kegunaan lain, lihat DP. Stasiun Depok B21 Tampak depan Stasiun Depok, 2022Nama lainStasiun Depok LamaLokasiJalan Stasiun DepokPancoran Mas, Pancoran Mas, Depok, Jawa Barat 16436IndonesiaKetinggian+93 mOperatorKAI CommuterLetak dari pangkalkm 32+684 lintas Jakarta-Manggarai-Bogor/Nambo[1]Jumlah peronDua peron pulau yang tinggiJumlah jalur4 (jalur 1 dan 4: sepur lurus)Informasi lainKode stasiunDP0706[2]KlasifikasiBesar tipe A...

Midhat Pasha Nama asli Midhat Pasha (1822-1884) ialah Ahmad Syafiq. Ia menempuh studi tingkat pertamanya dengan pemikiran ketimuran, mempelajari Bahasa Arab dan Persia serta bisa menguasainya dengan baik. Pada 1860 ia menjadi Gubernur Nicea dan menunjukkan kemampuannya, kemudian menjadi Gubernur Tona, Danube (kini Bosnia Herzegovina) pada 1864 selama 3 tahun, lalu ke Istambul untuk bekerja sebagai Ketua Syuro Negara selama setahun. Lalu jadi Gubernur Baghdad. Karena berbeda pendapat dengan Me...

Em matemática os números de Perrin são definidos pela relação de recorrência P(n) = P(n − 2) + P(n − 3) para n > 2, com valores iniciais P(0) = 3, P(1) = 0, P(2) = 2. A sequência dos números de Perrin começa com 3, 0, 2, 3, 2, 5, 5, 7, 10, 12, 17, 22, 29, 39, ... (sequência A001608 na OEIS) O número de diferentes conjuntos independentes máximos em um n-vértice grafo ciclo é contado pelo n-ésimo número de Perrin para n > 1.[1] História Esta sequência foi mencionada ...

Louis Hackethal (* 30. Januar 1837 in Duderstadt; † 8. April 1911 in Hannover)[1] war als Erfinder des Hackethaldrahts an der Entwicklung des deutschen Telegraphen- und Fernsprechwesens beteiligt. Inhaltsverzeichnis 1 Leben 2 Patente 3 Hackethal-Draht-Gesellschaft 3.1 Keymile/DZS – Dasan Zhone Solutions 4 Veröffentlichungen 5 Literatur 6 Weblinks 7 Einzelnachweise Leben Gedenktafel am Haus, Scharrenstraße 20, in Duderstadt Louis Hackethal wurde als zweiter Sohn von Carl und Chri...

El fraude de Taxil es probablemente la más famosa farsa antimasónica. Su autor fue el escritor marsellés Léo Taxil (1854-1907), que buscó vengarse de la masonería, de la que había sido expulsado en 1882 por un caso de plagio.[1]​ El fraude de Leo Taxil se menciona en El cementerio de Praga, una novela de Umberto Eco. Cartel publicitario de una obra de Leo Taxil. Culto a Bafomet por parte de los masones, según Leo Taxil. El diablo en el siglo diecinueve, obra de Charles Hacks en ...

2020 studio album by Christian Lee HutsonBeginnersStudio album by Christian Lee HutsonReleasedMay 29, 2020 (2020-05-29)Length36:35LabelAnti-ProducerPhoebe Bridgers Professional ratingsAggregate scoresSourceRatingMetacritic75/100[1]Review scoresSourceRatingExclaim!8/10[2]The Line of Best Fit9.5/10[3]Loud and Quiet9/10[4]Paste7.6/10[5]Pitchfork7.8/10[6] Beginners is the third studio album by American musician Christian Lee H...

Gerakan Hak-Hak Sipil Amerika beralih ke halaman ini. Untuk untuk periode sebelumnya, lihat Gerakan Hak-Hak Sipil Afrika-Amerika (1896–1954). Tokoh-tokoh utama Gerakan Hak Sipil Amerika-Afrika. Searah jarum jam dari kiri atas: W.E.B. Du Bois, Malcolm X, Rosa Parks, Martin Luther King, Jr. Gerakan Hak-Hak Sipil Afrika-Amerika (1955-1968) mengacu pada gerakan-gerakan di Amerika Serikat yang ditujukan untuk melarang diskriminasi rasial terhadap orang Afrika-Amerika dan memulihkan hak-hak suara...

هذه المقالة يتيمة إذ تصل إليها مقالات أخرى قليلة جدًا. فضلًا، ساعد بإضافة وصلة إليها في مقالات متعلقة بها. (سبتمبر 2015) تنظيم الأيكيدو في فرنسا. (بالفرنسية: Organisation de l'aïkido en France)‏، في فرنسا يمارس الأيكيدو سواء داخل الأندية المنتسبة إلى إحدى الإتحاديتين الرياضية معتمدة، الفيد�...

Indian television series DurvaGenrePolitical dramaDirected byDeepak NalawadeStarringSee belowCountry of originIndiaOriginal languageMarathiNo. of episodes1164ProductionProducersNitin VaidyaNinad VaidyaCamera setupMulti-cameraRunning time22 minutesProduction companyDashami CreationsOriginal releaseNetworkStar PravahRelease18 March 2013 (2013-03-18) –12 November 2016 (2016-11-12) Durva is an Indian Marathi language television series which aired on Star Pravah.[1] It is ...

1961 single by The Allisons Are You Sure?Single by The AllisonsB-sideThere's One Thing MoreReleasedFebruary 1961GenrePopLength2:05LabelFontana RecordsSongwriter(s) John Allison Bob Day The Allisons singles chronology Are You Sure? (1961) Words (1961) Eurovision Song Contest 1961 entryCountryUnited KingdomArtist(s)John AllisonBob DayAsThe AllisonsLanguageEnglishComposer(s)John AllisonBob DayLyricist(s)John AllisonBob DayConductorHarry RobinsonFinals performanceFinal result2ndFinal points24Entr...

This article does not cite any sources. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Sex and Flags – news · newspapers · books · scholar · JSTOR (June 2019) (Learn how and when to remove this template message) 2005 compilation album by StackridgeSex and FlagsCompilation album by StackridgeReleasedJuly 2005Recorded2002-2005GenreProgressive rockLength49:49...

1961 film by Ferdinando Baldi, Richard Thorpe The TartarsOriginal film posterDirected byRichard ThorpeWritten byDomenico SalvatiSabatino CiuffiniOreste PalellaGaio FrattiniAmbrogio MolteniJulian De KasselProduced byRiccardo GualinoStarringVictor MatureOrson WellesCinematographyAmerigo GengarelliEdited byMaurizio LucidiMusic byRenzo RosselliniProductioncompanyLux FilmDistributed byMGMRelease date20 June 1962Running time83 minCountriesItalyYugoslaviaLanguageEnglishBox office$1.1 million (US/Can...

Animación relativa a la criba de Eratóstenes. La teoría de cribas es un conjunto de técnicas generales en teoría de números, diseñadas para contar o estimar el tamaño de un conjunto de números enteros. El ejemplo primordial de un conjunto tamizado es conjunto de números primos menores iguales a x. Correspodientemente, el ejemplo primordial es la criba de Eratóstenes, o más general, la criba de Legendre. El ataque directo sobre los números primos usando estos métodos muestra obst...

1933 film Fish HookyDirected byRobert F. McGowanProduced byHal RoachCinematographyArt LloydEdited byRichard C. CurrierMusic byLeroy ShieldMarvin HatleyDistributed byMetro-Goldwyn-MayerRelease date January 28, 1933 (1933-01-28) Running time18' 17[1]CountryUnited StatesLanguageEnglish Fish Hooky is a 1933 Our Gang short comedy film directed by Robert F. McGowan.[2] It was the 120th (32nd talking episode) Our Gang short that was released. Plot Wheezer, Dickie, Uh-h...

Device that generates sparks in internal combustion engines For other uses, see Spark plug (disambiguation). Several sizes of spark plug (electrodes at the bottom)Spark plug operation (the red/yellow star near the end of phase 2) in a four-stroke engine A spark plug is an electrical device used in an internal combustion engine to produce a spark which ignites the air-fuel mixture in the combustion chamber. As part of the engine's ignition system, the spark plug receives high-voltage electrici...

Email client by Apple Inc. AppleMail redirects here. For the piece of System 7 software, see PowerTalk. MailDeveloper(s)Apple Inc.EnginesWebKit, NitroIncluded withmacOS, iOS, watchOS, and iPadOSAvailable in33 languages[1]List of languagesEnglish, Arabic, Catalan, Croatian, Czech, Danish, Dutch, Finnish, French, German, Greek, Hebrew, Hindi, Hungarian, Indonesian, Italian, Japanese, Korean, Malay, Norwegian Bokmål, Polish, Portuguese, Romanian, Russian, Simplified Chinese, Slovak, Spa...

Japanese softball player Haruka SaitoPersonal informationNative name斎藤 春香, Saitō HarukaNationalityJapaneseBorn (1970-03-14) March 14, 1970 (age 53)Hirosaki, Aomori Prefecture, JapanSportCountry JapanSportSoftball Medal record Olympic Games 2000 Sydney Softball 2004 Athens Softball Haruka Saito (斎藤 春香, Saitō Haruka) (born March 14, 1970, in Hirosaki, Aomori, Japan) is a Japanese softball player. She played in the Hitachi softball club from 1994 to 2006[1 ...

Era in Greece from c. 1050 to c. 750 BC Greek Dark AgesGeographical rangeGreek mainland and Aegean SeaPeriodAncient GreeceDatesc. 1050 BC – c. 750 BCCharacteristicsDestruction of settlements and collapse of the socioeconomic systemPreceded byMycenaean Greece, Minoan civilizationFollowed byArchaic Greece Part of a series on the History of Greece Neolithic Greece Pelasgians Greek Bronze Age Helladic Cycladic Minoan Mycenaean Greece 1750 BC–1050 BC Ancient Greece Greek Dark ...

Indian swimmer This article contains wording that promotes the subject in a subjective manner without imparting real information. Please remove or replace such wording and instead of making proclamations about a subject's importance, use facts and attribution to demonstrate that importance. (November 2021) (Learn how and when to remove this template message) Arati GuptaSaha on a 1999 stamp of IndiaPersonal informationBirth nameArati SahaNational teamIndiaBorn(1940-09-24)24 September...

You can help expand this article with text translated from the corresponding article in Russian. (October 2019) Click [show] for important translation instructions. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedia. Consider adding a topic to this template: there are...