Торрубия-дель-Кастильо
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Orca[1]Seguni Periode Pliosen hingga kini[2] PreЄ Є O S D C P T J K Pg N ↓ Orcinus orca Dua ekor seguni dekat Pulau Unimak, di timur Kepulauan Aleut, AlaskaPerbandingan ukuran dengan manusiaRekaman Status konservasiKekurangan dataIUCN15421 TaksonomiKerajaanAnimaliaFilumChordataKelasMammaliaOrdoArtiodactylaFamiliDelphinidaeGenusOrcinusSpesiesOrcinus orca (Linnaeus, 1758) Tata namaSinonim taksonDelphinus orca (en)Delphinus gladiator (en) ProtonimDelphinus orca Distribusi...
Korn ja Seekor kucing korn ja Asal Thailand Kucing domestik (Felis catus) Korn ja adalah ras kucing asli yang berasal dari Thailand. Korn ja memiliki badan yang kecil dengan warna hitam solid serta memiliki mata berwarna kuning. Berat badan korn ja antara 6-11 pon (sekitar 2.7-4.9 kg).[1] Sejarah Korn ja berasal dari Thailand dan dianggap sebagai keberuntungan dalam sebuah buku Thailand berjudul Smud Khoi of Cats (sekitar 1900 M). Sangat sedikit sumber yang menjelaskan tentang asal m...
Bagian dari Alkitab KristenPerjanjian LamaYosua 1:1 pada Kodeks Aleppo Taurat Kejadian Keluaran Imamat Bilangan Ulangan Sejarah Yosua Hakim-hakim Rut 1 Samuel 2 Samuel 1 Raja-raja 2 Raja-raja 1 Tawarikh 2 Tawarikh Ezra Nehemia Ester Puisi Ayub Mazmur Amsal Pengkhotbah Kidung Agung Kenabian Besar Yesaya Yeremia Ratapan Yehezkiel Daniel Kecil Hosea Yoël Amos Obaja Yunus Mikha Nahum Habakuk Zefanya Hagai Zakharia Maleakhi Deuterokanonika Tobit Yudit Tambahan Ester 1 Makabe 2 Makabe Kebijaksanaa...
2012 FIFA Futsal World Cup qualificationTournament detailsHost country BrazilCityGramadoDates15–22 April 2012Teams10 (from 1 confederation)Venue(s)1 (in 1 host city)Final positionsChampions ArgentinaRunners-up ParaguayThird place BrazilFourth place ColombiaTournament statisticsMatches played27Goals scored185 (6.85 per match)2016 → International football competition The tournament acted as the South American qualifying tournament for the 201...
Drain line redirects here. For the London Underground line, nicknamed The Drain, see Waterloo & City line. 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: Condensate pump – news · newspapers · books · scholar · JSTOR (June 2022) (Learn how and when to remove this template message) Air condensate pump. No...
Kristus di Salib, karya Francisco de Zurbarán, 1627. Pernyataan Pilate di pakukan di salib pada bagian atas Yesus. Quod scripsi, scripsi (Latin untuk Apa yang kutulis, tetap tertulis) adalah sebuah peribahasa Latin. Peribahasa tersebut dikenal sebagai pernyataan yang dibuat oleh Pontius Pilatus dalam Alkitab saat menjawab para imam Yahudi yang menentang tulisannya di bagian tanda (titulus) yang digantung di atas Yesus pada saat Penyaliban-Nya. Peribahasa tersebut banyak ditemukan dalam Alkit...
In organometallic chemistry, a tuck-in complex usually refers to derivatives of Cp* ligands wherein a methyl group is deprotonated and the resulting methylene attaches to the metal. The C5–CH2–M angle is acute. The term tucked in was coined to describe derivatives of organotungsten complexes.[1] Although most tucked-in complexes are derived from Cp* ligands, other pi-bonded rings undergo similar reactions. Double tuck-in derivative of decamethyltungstocene. Scope and bonding The t...
Piece of data representing a particular aspect of a fictional character 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: Statistic role-playing games – news · newspapers · books · scholar · JSTOR (December 2015) (Learn how and when to remove this message) Part of a series onRole-playing games Types Table...
American video game developer Steve MeretzkySteve Meretzky, 2008Born (1957-05-01) May 1, 1957 (age 67)Yonkers, New YorkEducationMIT (BS)OccupationVideo game designerKnown forInteractive fiction Steven Eric Meretzky (born May 1, 1957)[1] is an American video game developer. He is best known for creating Infocom games in the early 1980s, including collaborating with author Douglas Adams on the interactive fiction version of The Hitchhiker's Guide to the Galaxy, one of the firs...
Pour les articles homonymes, voir Lydia. LydiaBiographieNaissance 15 janvier 1980 (44 ans)MadridNationalité espagnoleActivité Chanteuse (depuis 1996)Période d'activité depuis 1996Autres informationsMembre de Presuntos Implicados (en)Label Warner Music GroupGenre artistique Pop rockmodifier - modifier le code - modifier Wikidata Lydia, née Lydia Rodríguez Fernández à Madrid (Espagne) le 15 janvier 1980, est une chanteuse espagnole. Depuis 2008, elle est la chanteuse du groupe Pre...
Questa voce sull'argomento teoria dei numeri è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Rappresentazione dei primi quattro numeri esagonali. Un numero esagonale è un numero poligonale che rappresenta un esagono. Il numero esagonale per n può essere calcolato con la formula H e x n = 2 n 2 − n , {\displaystyle \mathrm {Hex} _{n}=2n^{2}-n,} oppure con la formula derivata da quella per i numeri pentagonali: H e x n = n ( 4 n − 2 ) 2 ...
Foxglove redirects here. For other uses, see Foxglove (disambiguation). For the drug used to treat heart conditions, see Digoxin. For the foxglove-tree, which has similar-looking blooms, see Paulownia tomentosa. Genus of flowering plants in the family Plantaginaceae Foxglove Digitalis purpurea (Common foxglove) Scientific classification Kingdom: Plantae Clade: Tracheophytes Clade: Angiosperms Clade: Eudicots Clade: Asterids Order: Lamiales Family: Plantaginaceae Tribe: Digitalideae Genus: Dig...
الحزب الجمهوري الإسلامي البلد إيران التأسيس تاريخ التأسيس 1979 المؤسسون محمد جواد باهنرمحمد بهشتيأكبر هاشمي رفسنجانيعلي خامنئيوعبد الكريم موسوي أردبيلي تاريخ الحل مايو 1987 مـ المقرات المقر الرئيسي إيران الأيديولوجيا إسلام سياسي، وضد الإمبريالية تعديل مص...
This article lists Italian regions and autonomous provinces (NUTS 2) by gross domestic product (GDP). Gross domestic product by region This table reports the nominal GDP of the twenty regions of Italy from 2000 to 2019, expressed in billions of euro. List of Italian regions by GDP (billions of euro[1]) Region 2000 2010 2019 2010-2019 % GDP change % of nationwide 2019 GDP 1 Lombardy 259.86 349.55 468.77 12.34 22.28 2 Lazio 138.11 187.67 200.84 6.55 11.22 3 Venet...
Line of longitude, at which longitude is defined to be 0° Prime Meridian redirects here. For Earth's prime meridian, often called the Prime Meridian, see IERS Reference Meridian. For the historical meridian it is based on, see Prime meridian (Greenwich). 0°class=notpageimage| Modern IERS Reference Meridian on Earth A prime meridian is an arbitrarily-chosen meridian (a line of longitude) in a geographic coordinate system at which longitude is defined to be 0°. Together, a prime meridian and...
Census Designated Place in Colorado, United StatesEl Jebel, ColoradoCensus Designated PlaceEl Jebel sign.Location of the El Jebel CDP in Eagle County, Colorado.El JebelLocation of the El Jebel CDP in the United States.Coordinates: 39°24′18″N 106°05′31″W / 39.40500°N 106.09194°W / 39.40500; -106.09194 (El Jebel CDP, Colorado)[1]Country United StatesState ColoradoCountyEagle CountyGovernment[1] • Typeunincorporat...
1987 Egyptian parliamentary election ← 1984 6 and 13 April 1987 1990 → All 458 seats to the People's Assembly of Egypt 230 seats were needed for a majority First party Second party Leader Atef Sedki Ibrahim Shoukry Party NDP IA Seats won 346 60 Popular vote 4,751,758 1,163,525 Percentage 69.62% 17.05% Prime Minister before election Atef Sedki National Democratic Party Subsequent Prime Minister Atef Sedki National Democratic Party Early parliamenta...
Peta lokasi Provinsi Sanuki. Provinsi Sanuki (讃岐国code: ja is deprecated , Sanuki no kuni) adalah provinsi lama Jepang yang terletak di pulau Shikoku dan sekarang dikenal sebagai Prefektur Kagawa. Sanuki mempunyai garis pantai dengan Laut Pedalaman Seto dan berbatasan dengan Provinsi Awa dan Iyo. Selat Naruto memisahkan Provinsi Sanuki dengan Provinsi Awaji. Di zaman dulu, Sanuki merupakan bagian dari jalur Nankaido dan mulai dihuni sejak abad ke-7. Pada awalnya Sanuki mencakup wilayah s...
This is the talk page for discussing improvements to the Cartoon Network template. Put new text under old text. Click here to start a new topic. New to Wikipedia? Welcome! Learn to edit; get help. Assume good faith Be polite and avoid personal attacks Be welcoming to newcomers Seek dispute resolution if needed Archives: 1 This template does not require a rating on Wikipedia's content assessment scale.It is of interest to the following WikiProjects:Cartoon Network Cartoon Network portalThis t...
Provincial electoral district in Manitoba, Canada Dauphin Manitoba electoral districtProvincial electoral districtLegislatureLegislative Assembly of ManitobaMLA Ron KostyshynNew DemocraticDistrict created1881First contested1881Last contested2019DemographicsPopulation (2016)23,290Electors (2019)16,315Area (km²)13,099Pop. density (per km²)1.8 Dauphin is a provincial electoral division in the Canadian province of Manitoba. It was originally created in 1881 with the expansion ...