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Indonesiadalam tahun2023 ← 2021 2022 2023 2024 2025 → Dekade :2020-anAbad :ke-21Milenium :ke-3Lihat juga Sejarah Indonesia Garis waktu sejarah Indonesia Indonesia menurut tahun Bagian dari seri mengenai Sejarah Indonesia Prasejarah Manusia Jawa 1.000.000 BP Manusia Flores 94.000–12.000 BP Bencana alam Toba 75.000 BP Kebudayaan Buni 400 SM Kerajaan Hindu-Buddha Kerajaan Kutai 400–1635 Kerajaan Tarumanagara 450–900 Kerajaan Kalingga 594–782 Kerajaa...

Matthew BroderickLahir21 Maret 1962 (umur 61)Manhattan, New York, USAPekerjaanPemeranTahun aktif1981–sekarangSuami/istriSarah Jessica Parker ​ ​(m. 1997)​Anak3Orang tuaJames BroderickPatricia BroderickKerabatMilton H. Biow (kakek) Matthew Broderick (lahir 21 Maret 1962) merupakan seorang aktor berkebangsaan Amerika Serikat yang memenangkan penghargaan Tony Award. Dia terkenal lewat perannya sebagai David Lightman di WarGames. Broderick menikah d...

Disambiguazione – Se stai cercando altri significati, vedi Lunedì (disambigua). Lunedì è il giorno della settimana tra la domenica e il martedì. Il nome viene dal latino lunae dies, «giorno della Luna».[1] Affresco del Perugino sulla volta della Sala delle Udienze del Collegio del Cambio, a Perugia, raffigurante le qualità astrologiche della Luna, astro luminare governatore del lunedì, tradizionalmente dedicato alla famiglia, alla cura della casa e dei campi.[2] Ind...

Unincorporated community in McPherson County, Kansas Unincorporated community in Kansas, United StatesConway, KansasUnincorporated communityKDOT map of McPherson County (legend)ConwayShow map of KansasConwayShow map of the United StatesCoordinates: 38°22′10″N 97°47′11″W / 38.36944°N 97.78639°W / 38.36944; -97.78639[1]CountryUnited StatesStateKansasCountyMcPhersonElevation[1]1,542 ft (470 m)Time zoneUTC-6 (CST) • Summer ...

  دونيتسك (بالأوكرانية: Донецьк)‏    دونيتسك دونيتسك  خريطة الموقع سميت باسم جون هيوز،  ويوسف ستالين،  ونهر سيفيرسكي دونتس  تاريخ التأسيس 1869  تقسيم إداري البلد الإمبراطورية الروسية (–1 سبتمبر 1917) الاتحاد السوفيتي (6 يوليو 1923–24 أغسطس 1991) أوكرانيا (24 أغسطس ...

Cet article est une ébauche concernant le scepticisme scientifique. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Skeptics SocietyHistoireFondation 1992CadreType Organisation à but non lucratifPays  États-UnisOrganisationFondateur Michael ShermerSite web (en) www.skeptic.commodifier - modifier le code - modifier Wikidata The Skeptics Society est une organisation à but non lucratif, soutenue par s...

Deputy Prime Minister of Liechtenstein from 2001 to 2005 Kieber-Beck (left) with Princess Maria-Pia and Emil Brix in 2006 Rita Kieber-Beck (born 27 December 1958) is a politician from Liechtenstein who served as the Deputy Prime Minister of Liechtenstein from 2005 to 2009.[1] Kieber-Beck is a member of the Progressive Citizens' Party. She was the minister of foreign affairs for Liechtenstein from 21 April 2005 to 25 March 2009. References ^ Mitglieder der Regierung des Fürstentums Li...

2007 filmBlack SunDirected byKrzysztof ZanussiWritten byKrzysztof Zanussi Rocco FamiliariProduced bySaïd Ben Saïd Francesco Papa Igor UboldiStarringValeria GolinoCinematographyEnnio GuarnieriMusic byWojciech KilarRelease date 2007 (2007) LanguageItalianBox office$ 88 786[1] Black Sun (Italian: Il sole nero) is a 2007 Italian-French revenge drama film written and directed by Krzysztof Zanussi and starring Valeria Golino. It is based on the stage drama Agata by Rocco Familiari.&#...

Los diez dígitos utilizados en la cultura occidental. Con ellos podemos representar gráficamente los números. Una cifra es un símbolo o carácter gráfico que sirve para representar un número.[1]​ Por ejemplo, los caracteres «0», «1», «2», «3», «4», «5», «6», «7», «8» y «9» son cifras del sistema de numeración arábigo, mientras que los caracteres «I», «V», «X», «L», «C», «D» y «M» son cifras del sistema de numeración romano. Las cifras se usan t...

2015–16 Top LeaguePanasonic win the Lixil Cup for season 2015–16.Countries JapanDate13 November 2015 – 24 January 2016ChampionsPanasonic Wild Knights (4th title)Runners-upToshiba Brave LupusMatches played115Top point scorer Ayumu Goromaru (83 pts)  Yamaha JúbiloTop try scorer Taiyo Ando (6 tries) Toyota Verblitz Shota Emi (6 tries) Suntory Sungoliath← 2014–152016–17 → The 2015–16 Top League was the 13th season of Japan's domestic rugby union c...

Boxing competitions Men's welterweight boxingat the Games of the III OlympiadVenuePhysical Culture Gymnasium (Washington University in St. Louis)DatesSeptember 21 (semifinals) September 22 (final)Competitors4 from 1 nationMedalists Albert Young  United States Harry Spanjer  United States Joseph Lydon  United States1920 → Boxing at the1904 Summer OlympicsFlyweightmenBantamweightmenFeatherweightmenLightweightmenWelterweightmenMiddleweightmenHeavyweightmenvte ...

Argentine film organization 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: National Institute of Cinema and Audiovisual Arts – news · newspapers · books · scholar · JSTOR (May 2018) (Learn how and when to remove this message) The National Institute of Cinema and Audiovisual Arts (Spanish: Instituto Nacional...

Cet article est une ébauche concernant la Mongolie et les Jeux olympiques. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Mongolie aux Jeux olympiques de la jeunesse d'hiver de 2012 Code CIO MGL Comité Comité olympique mongol Site web www.olympic.mn/ Lieu Innsbruck Participation 1re aux Jeux olympiques de la jeunesse d'hiver Athlètes 2 dans 2 sports Porte-drapeau Dandar Usukhbayar[1] MédaillesRang : O...

Tennis tournament2014 French OpenDate25 May – 8 June 2014Edition113Category84th Grand Slam (ITF)Draw128S/64D/32XPrize money€25,018,900SurfaceClayLocationParis (XVIe), FranceVenueStade Roland GarrosChampionsMen's singles Rafael NadalWomen's singles Maria SharapovaMen's doubles Julien Benneteau / Édouard Roger-VasselinWomen's doubles Hsieh Su-wei / Peng ShuaiMixed doubles Anna-Lena Grönefeld / Jean-Julien RojerWheelchair men's singles Shingo KuniedaWheelchair women's singles Yui Kam...

Contea di CoffeeconteaLocalizzazioneStato Stati Uniti Stato federato Tennessee AmministrazioneCapoluogoManchester Data di istituzione8 gennaio 1836 TerritorioCoordinatedel capoluogo35°29′24″N 86°04′12″W35°29′24″N, 86°04′12″W (Contea di Coffee) Superficie1 125 km² Abitanti48 014 (2000) Densità42,68 ab./km² Altre informazioniFuso orarioUTC-6 CartografiaManchester Contea di Coffee – Mappa Sito istituzionaleModifica dati su Wikidata · Manua...

محتوى هذه المقالة بحاجة للتحديث. فضلًا، ساعد بتحديثه ليعكس الأحداث الأخيرة وليشمل المعلومات الموثوقة المتاحة حديثًا. (فبراير 2016) 32°53′N 6°54′W / 32.883°N 6.900°W / 32.883; -6.900 إقليم خريبكة [[ملف:{{{شعار}}}|200px]] العاصمة خريبكة البلد  المغرب الجهة {{{جهة}}} عدد السكان 499.144 [1] ...

Future annular solar eclipse Solar eclipse of November 15, 2077MapType of eclipseNatureAnnularGamma0.4705Magnitude0.9371Maximum eclipseDuration474 s (7 min 54 s)Coordinates7°48′N 70°48′W / 7.8°N 70.8°W / 7.8; -70.8Max. width of band262 km (163 mi)Times (UTC)Greatest eclipse17:07:56ReferencesSaros134 (47 of 71)Catalog # (SE5000)9682 An annular solar eclipse will occur at the Moon's descending node of orbit on Monday, November 1...

Relationship between two numbers of the same kind For other uses, see Ratio (disambiguation). is to redirects here. For the grammatical construction, see am to. The ratio of width to height of standard-definition television In mathematics, a ratio (/ˈreɪʃ(i)oʊ/) shows how many times one number contains another. For example, if there are eight oranges and six lemons in a bowl of fruit, then the ratio of oranges to lemons is eight to six (that is, 8:6, which is equivalent to the ratio 4:3)....

تأثير سمي معلومات عامة من أنواع كيف  التاريخ وصفها المصدر موسوعة بلوتو  [لغات أخرى]‏  تعديل مصدري - تعديل   الجمجمة والعظمتان المتقاطعتان شعار مشهور للدلالة على السمية. السمية أو تأثير سمي هي الضرر الذي يمكن أن تلحقه مادة بكائن حي[1]، وقد تعكس السمية تأثير...

Book by Glenn Greenwald For other uses, see No Place to Hide. No Place to Hide AuthorGlenn GreenwaldLanguageEnglishSubjectGlobal surveillance disclosures, Edward SnowdenGenreNon-fictionPublished2014, Metropolitan BooksPublication placeUnited StatesMedia typePrint, e-bookPages272 pagesISBN978-1627790734 No Place to Hide: Edward Snowden, the NSA, and the U.S. Surveillance State is a 2014 non-fiction book by American investigative journalist Glenn Greenwald.[1] It was first publishe...