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Dimasalang Munisipalitas di Filipina Tempat categoria:Articles mancats de coordenades Negara berdaulatFilipinaIsland group of the Philippines (en)LuzonRegion di FilipinaBicol Region (en)Provinsi di FilipinaMasbate NegaraFilipina PendudukTotal24.909  (2020 )Tempat tinggal5.761  (2020 )Bahasa resmiBahasa Masbatenyo dan Tagalog GeografiLuas wilayah148,07 km² [convert: unit tak dikenal]Ketinggian38 m Berbatasan denganUson Palanas Informasi tambahanKode pos5403 Kode telepon56 Dimasala…

Grand Prix Jepang 1977 Lomba ke-17 dari 17 dalam Formula Satu musim 1977 Detail perlombaanTanggal October 23 1977Lokasi Fuji Speedway, FujiSirkuit Permanent racing facilityPanjang sirkuit 4.359 km (2.709 mi)Jarak tempuh 73 putaran, 318.207 km (197.757 mi)Cuaca DryPosisi polePembalap Mario Andretti Lotus-FordWaktu 1:12.23Putaran tercepatPembalap Jody Scheckter Wolf-FordWaktu 1:14.30 putaran ke-71PodiumPertama James Hunt[1] McLaren-FordKedua Carlos Reutemann FerrariKetiga Patrick Depailler…

Pour le dispositif mécanique, voir Spray (aérosol) Transports de poussières/aérosols jusqu'aux îles Canaries à partir du Sahara (Image Terra/MODIS 17.02.2004). La révolution industrielle a été à l'origine d'une pollution massive, par aérosols et gaz, de l'air. Les premières sources d'émission de ces substances sont aujourd'hui les moteurs à explosion, l'érosion agricole et les feux de forêt. Les incendies de forêt sont une source importante d'aérosols, aux époques sèches où …

Kalu Lal Shrimali (Desember 1909 – 5 Januari 2000), yang lebih dikenal sebagai K. L. Shrimali, adalah Menteri Pendidikan Pemerintah India. Ia menjabat sebagai Menteri Pendidikan dalam Dewan Menteri dari Mei 1955 sampai Agustus 1963. Shrimali mewakili Negara Bagian Rajasthan di Rajya Sabha dari April 1952 sampai April 1956 dan dari April 1956 sampai April 1962.[1] Ia lahir pada Desember 1909 di Udaipur dan wafat pada 5 Januari 2000 dalam usia 90 tahun di Udaipur, Rajasthan. Referensi ^ …

يشار بالتأثير الأوروبي في أفغانستان إلى التأثير السياسي والاجتماعي وبدرجة كبيرة الإمبريالي الذي أثرت به العديد من الدول الأوروبية والقوى الاستعمارية على التطور التاريخي لأفغانستان. صعود دوست محمد خان الملك دوست محمد خان مع أحد أبنائه. بعد تراجع السلالة الحاك…

Period in the political history of the United States Era of Good Feelings1817–1825Independence Day Celebration in Centre Square by John Lewis Krimmel, 1819President(s)James MonroeKey eventsMissouri CompromisePanic of 1819Adams-Onis TreatyMonroe DoctrineChronology Jeffersonian era Jacksonian era This article is part of a series on theHistory of the United States Timeline and periodsPrehistoric and Pre-Columbian Erauntil 1607Colonial Era 1607–17651776–1789    American Rev…

Highest-tier professional men's club basketball competition in Europe For the women's league, see EuroLeague Women. For other uses, see Euro league (disambiguation). Basketball leagueTurkish Airlines EuroLeagueOrganising bodyEuroleague BasketballFoundedFIBA era14 December 1957; 66 years ago (1957-12-14)[1]Euroleague Basketball era9 June 2000; 23 years ago (2000-06-09)[2]First seasonFIBA era1958Euroleague Basketball era2000–01RegionEuropeNumbe…

U.S. House district for California CA-8 redirects here. For the state route, see California State Route 8 (disambiguation). California's 8th congressional districtInteractive map of district boundaries since 2023 (Used in the 2022 elections)Representative  John GaramendiD–Walnut GrovePopulation (2022)748,189Median householdincome$91,501[1]Ethnicity35.2% Hispanic24.0% White18.3% Asian15.1% Black5.7% Two or more races1.9% otherCook PVID+26[2] California's 8th congressional d…

Role-playing in Self-portrait as an Oriental Potentate with a Kris, etching, 1634. B18 Royal Collection, 1642 The dozens of self-portraits by Rembrandt were an important part of his oeuvre. Rembrandt created approaching one hundred self-portraits including over forty paintings, thirty-one etchings and about seven drawings; some remain uncertain as to the identity of either the subject (mostly etchings) or the artist (mostly paintings), or the definition of a portrait.[1] This was an enor…

2020 film by RDM. This article needs a plot summary. Please add one in your own words. (January 2021) (Learn how and when to remove this message) Kavalthurai Ungal NanbanTheatrical release posterDirected byRDMWritten byRDMProduced byRajapondiyanBhaskaran BSuresh RaviStarringSuresh RaviRaveena RaviMime GopiCinematographyK. S VishnushriEdited byVadivelVimalrajMusic byAdithyhaSooryaProductioncompaniesBR Talkies CorporationWhite Moon TalkiesDistributed byCreative Entertainers and DistributorsRelease…

The tenor is a type of male singing voice and is the highest male voice within the modal register. The typical tenor voice lies between C3 (C one octave below middle C), to the high C (C5). The low extreme for tenors is roughly A2 (two octaves below middle C). At the highest extreme, some tenors can sing up to F one octave above middle C (F5).[1] The term tenor was developed in relation to classical and operatic voices, where the classification is based not merely on the singer's vocal r…

هذه المقالة بحاجة لصندوق معلومات. فضلًا ساعد في تحسين هذه المقالة بإضافة صندوق معلومات مخصص إليها. قانون التوحيد والتعريب والمغربة هو قانون صدر في المغرب بعد نيل الاستقلال[1] وهو ينقسم إلى ثلاثة أقسام هي: 1 التوحيد:وهو توحيد القوانين في المغرب حيت كانت مناطق المغرب تحكم م�…

American diplomat John Forsyth Jr.Born(1812-10-31)October 31, 1812Augusta, GeorgiaDiedMay 2, 1877(1877-05-02) (aged 64)Mobile, AlabamaResting placeMagnolia CemeteryEducationPrinceton UniversityOccupation(s)Editor, diplomat, politicianPolitical partyDemocraticSpouse Margaret Hull ​(m. 1834)​ParentJohn Forsyth (father) John Forsyth Jr. (October 31, 1812 – May 2, 1877) was an American newspaper editor of the Mobile Register and the son of politician John Forsyth.…

2012 book by Jeffrey Toobin For the 1973 novel by Elie Wiesel, see The Oath (Wiesel novel). For the 1995 novel by Frank Peretti, see The Oath (Peretti novel). The Oath: The Obama White House and the Supreme Court First editionAuthorJeffrey ToobinCountryUnited StatesLanguageEnglishPublisherDoubledayPublication date2012Media typePrint (Hardcover & Paperback)Pages325 pagesISBN978-0-385-52720-0 The Oath: The Obama White House and the Supreme Court is a 2012 book by Jeffrey Toobin describing…

Partikel Alfa Peluruhan alfa Komposisi: 2 proton, 2 neutron Simbol: α, α2+, He2+ Massa: 6,644657230(82)×10−27 kg[1] 4,001506179127(63) u 3,727379378(23) GeV/c2 Muatan listrik: 2 e Spin: 0[2] Partikel alpha terdefleksi oleh medan magnet Radiasi alpha terdiri dari nukleus helium-4 dan dapat dengan mudah dihentikan dengan selembar kertas saja. Radiasi beta, yang terdiri dari elektron, dapat dihentikan dengan lempengan aluminium. Radiasi gamma diabsorbsi seca…

Species of carnivore Bengal fox Bengal fox in Thar Desert, Rajasthan Conservation status Least Concern  (IUCN 3.1)[1] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Mammalia Order: Carnivora Family: Canidae Genus: Vulpes Species: V. bengalensis Binomial name Vulpes bengalensis(Shaw, 1800) Range map Synonyms Canis bengalensis Canis kokree Canis rufescens Canis indicus Canis xanthura Vulpes kokree Vulpes rufescens Vulpes indicus Vulpes xanth…

Type of autoloading rifle 2nd Lt. Val Browning with the Browning Automatic Rifle in France during World War I An automatic rifle is a type of autoloading rifle that is capable of fully automatic fire. Automatic rifles are generally select-fire weapons capable of firing in semi-automatic and automatic firing modes (some automatic rifles are capable of burst-fire as well). Automatic rifles are distinguished from semi-automatic rifles in their ability to fire more than one shot in succession once t…

Number of stacked spheres in a pyramid Geometric representation of the square pyramidal number 1 + 4 + 9 + 16 = 30. In mathematics, a pyramid number, or square pyramidal number, is a natural number that counts the stacked spheres in a pyramid with a square base. The study of these numbers goes back to Archimedes and Fibonacci. They are part of a broader topic of figurate numbers representing the numbers of points forming regular patterns within different shapes. As well as counting spheres in a …

فايشنافيةمعلومات عامةصنف فرعي من هندوسية سُمِّي باسم فيشنو المكان شبه القارة الهنديةعالميًّا تعديل - تعديل مصدري - تعديل ويكي بيانات الفايشنافية (بالسنسكريتية: वैष्णव धर्म، ”فيشنو دارما“)‏ هي فرع من الفروع الرئيسية للهندوسية إلى جانب الشيفية والسمارتية والشاكتية. و…

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