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Sampul depan versi kuno novel Jin Ping Mei Jin Ping Mei (Hanzi: 金瓶梅) adalah sebuah karya sastra terkenal dari zaman Dinasti Ming. Jin Ping Mei adalah novel pertama yang menggunakan gaya bahasa vernakular (sehari-hari) dalam penulisannya, berbeda dari novel-novel klasik lainnya yang menggunakan bahasa klasik. Pengarang novel ini adalah sastrawan Dinasti Ming bernama Lanling Xiaoxiao Sheng (Hanzi: 蘭陵笑笑生). Mengambil tema kehidupan sehari-hari beberapa karakter yang diambil dari n...

Gambar potongan yang menunjukkan model interior Jupiter, dengan inti berbatu yang dilapisi oleh lapisan dalam hidrogen metalik. Dalam ilmu keplanetan, volatil atau pemeruap adalah kelompok unsur kimia dan senyawa kimia dengan volatilitas rendah yang berhubungan dengan planet atau kerak bulan dan / atau atmosfer. Contohnya termasuk nitrogen, air, karbon dioksida, amonia, hidrogen, metana dan sulfur dioksida. Dalam astrogeologi, senyawa ini keadaan padat, sering terdiri dari proporsi besar dari...

Russian swimmer Mikhail PolischukMikhail Polischuk in 2014Personal informationBirth nameMikhail Mikhailovich PolischukBorn10 January 1989 (1989-01-10) (age 35)Moscow, Russian SFSR, Soviet UnionHeight1.88 m (6 ft 2 in)Weight88 kg (194 lb)SportSportSwimmingClubDynamo Moscow Medal record Representing  Russia Olympic Games 2008 Beijing 4×200 m freestyle World Championships (LC) 2009 Rome 4×200 m freestyle World Championships (SC) 2010 Dubai 4×200 m ...

French high-speed train EuroduplexEuroduplex approaching Karlsruhe HauptbahnhofIn service2011–presentManufacturerAlstomFamily nameTGVConstructed2011–2023Entered service2011–present (SNCF)2018–present (ONCF)Number under construction134 trainsetsNumber in service134 trainsets (+2 power cars)(122 SNCF, 12 ONCF)(as of April 2023)[1][2]Formation10 cars(2 power cars + 8 trailers)Fleet numbers801-893, 4701-4730 (SNCF)1201-1212 (ONCF)Capacity509 seats (SNCF, 55 trainsets)556 s...

Order of birds ProcellariiformesTemporal range: Eocene–Present PreꞒ Ꞓ O S D C P T J K Pg N Possible Cretaceous record Buller's albatross (Thalassarche bulleri) Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Clade: Austrodyptornithes Order: ProcellariiformesFürbringer, 1888 Families †Diomedeoididae Procellariidae Diomedeidae Hydrobatidae Oceanitidae Diversity 4 extant families, 26 genera, 147 species Procellariiformes /prɒsɛˈlɛəri.ɪfɔ...

Asia Squawk BoxPresenterRico Hizon (1998)Cecilia Zecha(1998-2000)Christine Tan(2000-2002)Bettina Chua (2002-2005) Martin Soong(2005-04-25-kini) Amanda Drury(2007-03-26-kini) Karen Tso(Sementara)(2009-kini)Bahasa asliInggrisProduksiDurasi180 menit (3 jam)Rilis asliJaringanCNBC AsiaRilis1998-02-02 –masih ditayangkanAcara terkaitlihat dibawah Asia Squawk Box adalah program berita bisnis pagi di CNBC Asia yang mulai ditayangkan pada tanggal 2 Februari 1998, dan mengudara setiap pukul 07:0...

82 BC conflict in Sulla's Second Civil War Battle of SacriportusPart of Sulla's Second Civil WarMarius the Younger fleeing from PrenesteDateApril, 82 BCLocationSacriporto, ItaliaResult Optimate VictoryBelligerents Optimates (Sullan Faction) Populares (Cinna-Marius Faction)Commanders and leaders Lucius Cornelius Sulla Felix Gaius Marius the YoungerStrength 40,000 Legionaries 45,000 LegionariesCasualties and losses Low ~15,000 Killed vteRoman Republican civil wars 1st Servile 2nd Servile Social...

Сибирский горный козёл Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:СинапсидыКла�...

Bridge in Central Anatolia Region, TurkeyBent BridgeEğri KöprüThe Bent Bridge seen from upstream. The bend is between the 6th and 7th arches from the right.Coordinates39°43′34.8″N 37°02′28″E / 39.726333°N 37.04111°E / 39.726333; 37.04111 (Bent Bridge)CrossesKızılırmakLocaleSivas, Central Anatolia Region, TurkeyOther name(s)Curved BridgeCharacteristicsDesignArch bridgeMaterialStone masonryTotal length179.60 m (589.2 ft)Width4.55 ...

Belgian cyclist Edgard SorgeloosEdgard Sorgeloos in 1952Personal informationFull nameEdgard SorgeloosBorn(1930-12-14)14 December 1930Denderhoutem, BelgiumDied12 November 2016(2016-11-12) (aged 85)Oudenaarde, BelgiumTeam informationDisciplineRoadRoleRiderMajor wins1 stage Tour de France 1965 Edgard Sorgeloos (14 December 1930 – 12 November 2016) was a Belgian professional road bicycle racer. Sorgeloos' biggest success came at the end of his career, when he won a stage in the 1965 T...

2008 single by Avril Lavigne The Best Damn ThingSingle by Avril Lavignefrom the album The Best Damn Thing ReleasedJune 13, 2008 (2008-06-13)RecordedJanuary 2007Genre Pop punk Length3:10LabelRCASongwriter(s) Avril Lavigne Butch Walker Producer(s)Butch WalkerAvril Lavigne singles chronology Hot (2007) The Best Damn Thing (2008) Alice (2010) Music videoThe Best Damn Thing on YouTube The Best Damn Thing is a song by Canadian singer-songwriter Avril Lavigne, taken from her third stu...

Main article: List of political appointments by Joe Biden Below is a list of nominations and appointments to the Department of Commerce by Joe Biden, the 46th president of the United States. As of February 7, 2024[update], according to tracking by The Washington Post and Partnership for Public Service, 18 nominees have been confirmed, 0 nominees are being considered by the Senate, 5 positions do not have a nominee, and 1 appointment has been made that does not require Senate...

City in Mexico This article is about the city and capital of Baja California Sur. For the municipality, see La Paz Municipality, Baja California Sur. City in Baja California Sur, MexicoLa PazCity Top: La Paz coastline; middle: Old City Hall (left) and Balandra Beach (right); bottom: Perla de la Paz monument (left) and Our Lady of Peace Cathedral (right). Coat of armsLa PazLocation of La Paz in Baja California SurShow map of Baja California SurLa PazLocation of La Paz in MexicoShow map of Mexi...

Le regioni dell'Iran (persiano: استان ostān, plurale استان‌ها ostānhā) costituiscono la suddivisione territoriale di primo livello del Paese e sono in tutto trentuno. Ciascuna di esse ha un governo locale, con sede nel rispettivo capoluogo (persiano: مرکز markaz); l'autorità provinciale è il Governatore, nominato dal Ministro degli Interni e approvato dal consiglio dei ministri[1]. Il termine ostān, oltre che con province[2][3], viene a volte tr...

List of events in Ireland in 1909 This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: 1909 in Ireland – news · newspapers · books · scholar · JSTOR (March 2021) (Learn how and when to remove this message) ← 1908 1907 1906 1905 1904 1909 in Ireland → 1910 1911 1912 1913 1914 Centuries: 18th 19th 20th ...

RaavananTheatrical posterSutradaraMani RatnamProduserMani Ratnam Sharada TrilokDitulis olehSuhasini (Dialogues)SkenarioMani RatnamBerdasarkanRamayanaoleh ValmikiPemeranVikramAishwarya RaiPrithvirajKarthikPrabhuPriyamaniMunnaJohn VijayPenata musikA. R. RahmanSinematograferSantosh Sivan V. ManikandanPenyuntingSreekar PrasadPerusahaanproduksiMadras TalkiesDistributorReliance BIG Pictures Sony Pictures Ayngaran InternationalTanggal rilis 18 Juni 2010 (2010-06-18) Durasi134 minutesNegar...

此條目可参照越南語維基百科、英語維基百科和法語維基百科相應條目来扩充，它們在對應語言版為高品質條目。 (2022年10月5日)若您熟悉来源语言和主题，请协助参考外语维基百科扩充条目。请勿直接提交机械翻译，也不要翻译不可靠、低品质内容。依版权协议，译文需在编辑摘要注明来源，或于讨论页顶部标记{{Translated page}}标签。 波音 767 烏茲別克斯坦航空的波音767-300ER...

اضغط هنا للاطلاع على كيفية قراءة التصنيف خرشنة وردية حالة الحفظ أنواع غير مهددة أو خطر انقراض ضعيف جدا [1] المرتبة التصنيفية نوع[2][3]  التصنيف العلمي النطاق: حقيقيات النوى المملكة: حيوانات الشعبة: الحبليات الشعيبة: الفقاريات الطائفة: الطيور الطويئفة: الطيور ا�...

この項目では、質量の単位と通貨の単位について説明しています。その他の用法については「両 (曖昧さ回避)」をご覧ください。 両（りょう） 壹兩分銅。質量1両（実測37.484g）系 尺貫法量 質量SI 0.0375 kg定義 (15/400)kg = (1/100)貫テンプレートを表示 両（りょう）は、尺貫法における質量の単位であり、また、近世の日本における金貨、および中国における秤量銀貨の通貨...

La distribuzione dei numeri primi (linee blu) fino a 400 In matematica, un numero primo (in breve anche primo) è un numero intero positivo che abbia esattamente due divisori distinti. In modo equivalente si può definire come un numero naturale maggiore di 1 che sia divisibile solamente per 1 e per sé stesso; al contrario, un numero maggiore di 1 che abbia più di due divisori è detto composto. Ad esempio 2, 3 e 5 sono primi mentre 4 e 6 non lo sono perché sono divisibili rispettivamente ...