Read other articles:

Pencitraan Landsat 7 dari Danau Gippsland. Danau Entrance terlihat di bagian kanan atas gambar. Danau-danau Gippsland adalah jaringan danau, rawa dan laguna di Gippsland timur, Victoria, Australia seluas sekitar 600 km persegi, danau terbesarnya adalah Danau Wellington (bahasa Gunai: Murla[1]), Danau King dan Danau Victoria. Mereka dimasukkan oleh sungai Avon, Thomson, Latrobe, Mitchell, Nicholson dan Tambo. Danau terbentuk oleh dua proses utama. Yang pertama adalah delta sungai endap...

Class of marine invertebrates For other uses, see Sea Urchin (disambiguation). Sea urchinTemporal range: Ordovician–Present PreꞒ Ꞓ O S D C P T J K Pg N Tripneustes ventricosus and Echinometra viridis Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Echinodermata Subphylum: Echinozoa Class: EchinoideaLeske, 1778 Subclasses Subclass Perischoechinoidea Order Cidaroida (pencil urchins) Subclass Euechinoidea Superorder Atelostomata Order Cassiduloida Order Spatangoida (h...

SEA-ME-WE 3Jenis kabelSerat optikSelesai dibangun2000Kapasitas terkini480 Gbit/detik/pasang (dua pasang serat)PemilikKonsorsiumSitus webhttp://www.smw3.com/ SEA-ME-WE 3 atau South-East Asia - Middle East - Western Europe 3 adalah kabel telekomunikasi bawah laut serat optik yang menghubungkan Asia Tenggara, Timur Tengah, dan Eropa Barat, dan merupakan kabel terpanjang di dunia. Peletakan kabel ini selesai pada akhir tahun 2000. Peletakan kabel dilakukan oleh France Telecom dan China Telecom at...

Unité de stockage de l'usine de biogaz de Güssing (Burgenland, Autriche). Vue aérienne d'une installation mixte de production d'énergie photovoltaïque et de biogaz. Stockage des digestats (utilisables comme amendements agricoles) de l'unité production de biométhane (à partir de biodéchets provenant préférentiellement de ménages berlinois) en fonctionnement depuis 2013. Le biogaz est le gaz produit par fermentation de matières organiques. C'est un gaz combustible composé essentie...

Books on the life and teachings of Jesus This article is about the written accounts of the life of Jesus. For the Christian message, the good news, see The gospel. For other uses, see Gospel (disambiguation). Part of a series onBooks of theNew TestamentPapyrus 46, one of the oldest New Testament papyri, showing 2 Cor 11:33–12:9 Gospels and Acts Four Evangelists MatthewMarkLukeJohn Lukan Acts Acts of the Apostles Epistles and Apocalypse Pauline epistles Romans 1 Corinthians2 Corint...

Eraldo Gastone Deputato della Repubblica ItalianaLegislaturaV, VI GruppoparlamentarePCI CircoscrizionePiemonte CollegioTorino-Novara Sito istituzionale Dati generaliPartito politicoPartito Comunista Italiano Titolo di studioLicenza media superiore ProfessioneRagioniere Eraldo Gastone, col nome di battaglia di Ciro (Torino, 16 dicembre 1913 – Novara, 22 febbraio 1986), è stato un partigiano, politico e comandante militare delle Brigate Garibaldi della Valsesia durante la Resi...

Rose Christiane Ossouka RapondaRaponda pada 2015 Perdana Menteri Gabon ke-12Masa jabatan16 Juli 2020 – 9 Januari 2023PresidenAli Bongo Ondimba PendahuluJulien Nkoghe BekalePenggantiAlain Claude NzeMenteri Pertahanan GabonMasa jabatan12 Februari 2019 – 16 Juli 2020 PendahuluÉtienne Massard Kabinda MakagaPenggantiPetahanaWalikota LibrevilleMasa jabatan26 Januari 2014 – 12 Februari 2019 Informasi pribadiLahir1964 (umur 59–60)Libreville, GabonPartai po...

Dalam nama Tionghoa ini, nama keluarganya adalah Chen. Chen Zaidao Chen Zaidao (Hanzi sederhana: 陈再道; Hanzi tradisional: 陳再道; Pinyin: Chén Zàidào, 1909–1993) adalah seorang jenderal Tiongkok dalam Tentara Pembebasan Rakyat, yang mengkomandani Kawasan Militer Wuhan dari 1954 sampai 1967. Ia dikenal karena menangkap tokoh pro-Mao Xie Fuzhi dan Wang Li dalam Insiden Wuhan pada Juli 1967.[1] Ia dipecat setelah insiden tersebut, tetapi direhabilitasi pada 1972 ...

ХристианствоБиблия Ветхий Завет Новый Завет Евангелие Десять заповедей Нагорная проповедь Апокрифы Бог, Троица Бог Отец Иисус Христос Святой Дух История христианства Апостолы Хронология христианства Раннее христианство Гностическое христианство Вселенские соборы Н...

Ordination of clergy in the Roman Catholic Church 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: Holy orders in the Catholic Church – news · newspapers · books · scholar · JSTOR (May 2016) (Learn how and when to remove this message) Priests lay their hands on the ordinands during a Catholic rite of ordinati...

Village in Maharashtra Archeological site in Maharashtra, IndiaDaimabadArcheological siteDaimabadDaimabadLocation in Maharashtra, IndiaShow map of MaharashtraDaimabadDaimabad (India)Show map of IndiaCoordinates: 19°30′37″N 74°42′3″E / 19.51028°N 74.70083°E / 19.51028; 74.70083CountryIndiaStateMaharashtraDistrictAhmednagarPopulation • Total9Time zoneUTC+5.30 (Indian Standard Time) Daimabad is a deserted village and archaeological site on the left...

Life Can Be BeautifulThe cast in 1940 from left: Ralph Locke (Papa David Solomon), Mitzi Gould (Rita), John Holbrook (Stephen Hamilton), Alice Reinhardt (Chichi Conrad)GenreSoap operaCountry of originUnited StatesLanguage(s)EnglishSyndicatesCBSStarringAlice ReinheartRalph LockeJohn HolbrookCarl EastmanMitzi GouldAnnouncerRalph EdwardsEd HerlihyCreated byDon BeckerCarl BixbyWritten byDon BeckerCarl BixbyOriginal releaseSeptember 5, 1938 –June 25, 1954Opening themeMelody in CSponsored by...

This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (November 2009) (Learn how and when to remove this message) Trinidad and Tobago has a number of dams and reservoirs. Reservoirs were constructed to supply potable water and are managed by the Water and Sewerage Authority of Trinidad and Tobago (WASA). In Trinidad Navet Dam Main...

Cet article traite de l'épreuve féminine. Pour la compétition masculine, voir Tournoi masculin de beach-volley aux Jeux olympiques d'été de 2024. Articles principaux : Beach-volley aux Jeux olympiques d'été de 2024 et Beach-volley aux Jeux olympiques. Tournoi féminin debeach-volley aux Jeuxolympiques d'été de 2024 Généralités Sport Beach-volley Organisateur(s) CIO Édition 8e Lieu(x) Paris Date du 27 juillet au 9 août 2024 Participants 48 joueuses Site(s) Champ-de-Mars Sit...

Частина серії проФілософіяLeft to right: Plato, Kant, Nietzsche, Buddha, Confucius, AverroesПлатонКантНіцшеБуддаКонфуційАверроес Філософи Епістемологи Естетики Етики Логіки Метафізики Соціально-політичні філософи Традиції Аналітична Арістотелівська Африканська Близькосхідна іранська Буддій�...

1917 film by Charlie Chaplin The CureTheatrical poster for 1932 sound re-release by RKO Radio PicturesDirected byCharlie ChaplinEdward Brewer (technical director)Written byCharlie Chaplin (scenario)Vincent Bryan (scenario)Maverick Terrell (scenario)Produced byHenry P. CaulfieldStarringCharlie ChaplinEdna PurvianceEric CampbellCinematographyRoland TotherohGeorge C. ZalibraEdited byCharlie ChaplinDistributed byMutual Film CorporationRelease dates April 16, 1917 (1917-04-16) Augus...

ماريا من النمسا (بالألمانية: Maria von Österreich)‏    معلومات شخصية الميلاد 15 مايو 1531   براغ[1]  الوفاة 11 ديسمبر 1581 (50 سنة)   الزوج فيلهلم، دوق يوليش-كليفه-برغ (18 يونيو 1546–11 ديسمبر 1581)  الأولاد آنا من كليفز، كونتيسة نيوبورغماغدالين من كليفزيوهان فيلهلم، دوق يوليش-كل...

For other uses, see Pothole (disambiguation). 16th episode of the 8th season of Seinfeld The PotholeSeinfeld episodeEpisode no.Season 8Episode 16Directed byAndy AckermanWritten bySteve O'Donnell & Dan O'KeefeProduction code816Original air dateFebruary 20, 1997 (1997-02-20)Guest appearances Wayne Knight as Newman Kristin Davis as Jenna Jack McGee as Ralph George Cheung as Owner Seraiah Coral as Mrs. Allister Radmar Agana Jao as Delivery Guy Walter Addison as Man Episode...

Type of mathematical link 41 knot In mathematics, a hyperbolic link is a link in the 3-sphere with complement that has a complete Riemannian metric of constant negative curvature, i.e. has a hyperbolic geometry. A hyperbolic knot is a hyperbolic link with one component. As a consequence of the work of William Thurston, it is known that every knot is precisely one of the following: hyperbolic, a torus knot, or a satellite knot. As a consequence, hyperbolic knots can be considered plentiful. A ...

Debido a políticas establecidas en Wikipedia, usted encontrará títulos cinematográficos en inglés y español. Para más información, véase: Convenciones de títulos. Premios Óscar 96.ª edición Premio a La excelencia en logros cinematográficosOtorgado por Academia de las Artes y las Ciencias Cinematográficas (AMPAS)Ubicación  Estados UnidosHistoriaPrimera entrega 16 de mayo de 19291.ª ediciónPremios Oscar Sitio web oficial[editar datos en Wikidata] El premio de la...