Cet article est une ébauche concernant une éclipse.
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L'éclipse solaire du 14 décembre 2020 est une éclipse solaire totale.
C'est la 13e éclipse totale du XXIe siècle, mais le 15e passage de l'ombre de la Lune sur Terre (en ce siècle).
Cette éclipse totale a commencé en plein océan Pacifique équatorial, puis est descendue vers des latitudes plus australes, croisant ainsi le parcours de l'éclipse totale précédente. Ensuite elle a touché le sud du Chili, puis est passée en Patagonie où elle a eu son maximum, vers le midi local. Puis elle a continué sur l'océan Atlantique Sud où elle a fini au large des côtes de Namibie.
Durée de la totalité et pourcentage du Soleil cachés (au maximum) dans les principales villes du Chili, du nord au sud :
روفنو (بالأوكرانية: Рівне) روفنو روفنو خريطة الموقع تاريخ التأسيس 1283 تقسيم إداري البلد أوكرانيا (24 أغسطس 1991–) الاتحاد السوفيتي (14 أكتوبر 1939–24 أغسطس 1991) [1][2] عاصمة لـ الإدارة العسكرية في أوكرانياريفنا أوبلاست خصائص جغرافية إحداثيات 50°37′11″N 2…
United Kingdom legislationAnimal Health Act 1981Parliament of the United KingdomLong titleAn Act to consolidate the Diseases of Animals Act 1935, the Diseases of Animals Act 1950, the Ponies Act 1969, the Rabies Act 1974, the Diseases of Animals Act 1975, and certain related enactments.Citation1981 c. 22Territorial extent United KingdomDatesRoyal assent11 June 1981Other legislationAmended byAnimal Health and Welfare Act 1984Animal Health (Amendment) Act 1998Status: Current legislationText o…
У Вікіпедії є статті про інші значення цього терміна: Фен Ю. Фен ЮFeng YuЗагальна інформаціяГромадянство КНРНародження 30 вересня 1999(1999-09-30) (24 роки)Пекін, КНРСпортВид спорту синхронне плавання Участь і здобутки Нагороди Жіноче синхронне плавання Представник КНР Чемпіо
Elang-alap dada-merah Status konservasi Risiko Rendah (IUCN 3.1)[1] Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Aves Ordo: Falconiformes Famili: Accipitridae Genus: Accipiter Spesies: A. rhodogaster Nama binomial Accipiter rhodogaster(Schlegel, 1862) Elang-alap dada-merah adalah spesies burung pemangsa dalam famili Accipitridae. Burung ini endemik di Pulau Sulawesi, Kepulauan Banggai, dan Kepulauan Sula.[2] Referensi ^ BirdLife International (2012). Acc…
Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Daftar tokoh anarkis – berita · surat kabar · buku · cendekiawan · JSTOR Bagian dari seri politik tentangAnarkisme Aliran pemikiran Kulit hitam Kapitalis Kristen Kolektif Komunis Egois Eksistensialis Femini…
Parliamentary constituency in the United Kingdom, 1950–1983 Bolton EastFormer Borough constituencyfor the House of CommonsCountyLancashire, until 1974Greater Manchester from 1974Major settlementsBolton1950–1983SeatsOneCreated fromBoltonReplaced byBolton North East and Bolton South East Bolton East was a borough constituency in the town of Bolton in Greater Manchester (formerly in Lancashire). It returned one Member of Parliament (MP) to the House of Commons of the Parliament of the United Ki…
Pasukan Keamanan Nasional Palestinaقوات الأمن الوطني الفلسطينيNSF EmblemDidirikan1994Angkatan* Pasukan Keamanan Nasional* Intelijensi Militer* Liaison Militer* Polisi Angkatan Laut [1] Pasukan Keamanan Nasional Palestina (Arab: قوات الأمن الوطني الفلسطيني) adalah pasukan keamanan paramiliter dari Otoritas Nasional Palestina. Nama tersebut merujuk kepada seluruh Pasukan Keamanan Nasional, termasuk beberapa layanan khusus namun tidak…
French defeat in the War of the First Coalition Siege of MaltaPart of the naval operations and the Mediterranean campaign during the War of the First CoalitionWatercolour depicting French-occupied Valletta and Manoel Island as seen from Għargħar Battery, a rebel artillery position during the blockadeDate2 September 1798 – 4 September 1800 (2 years, 2 days)LocationMainly Valletta and the Three Cities, MaltaConflict in Mdina-Rabat areaResult Anglo-Maltese victoryTerritorialchanges Malta become…
Tatak han Rehiyon han Umbria Mapa kun diin makikit-an an mga lalawigan han Rehiyon han Umbria An Umbria (puyde liwat Umbriya; ha Kinatsila: Umbría) amo an usa (1) ha karuhaan (20) ka rehiyon han Italya. An ulohan hini amo an Perugia. Mga lalawigan han Umbria Perugia Terne khlMga Rehiyon han Italya AbruzzoSiong han AostaApuliaBasilicata CalabriaCampaniaEmilia-RomagnaFriuli-Venezia Giulia LazioLiguriaLombardiyaMarche MolisePiemonteSardinyaSicilia Trentino-Alto Adige/SüdtirolTos…
Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada November 2022. Cesare GravinaGravina pada 1924Lahir(1858-01-23)23 Januari 1858Napoli, ItaliaMeninggal16 September 1954(1954-09-16) (umur 96)New York City, New York, Amerika SerikatTahun aktif1911–1929 Cesare Gravina (23 Januari 1858 – 16 Sep…
Elamite and Mesopotamian goddess of the rainbow This article is about the Mesopotamian and Elamite goddess. For the French commune, see Manzat. ManzatGoddess of the rainbowMajor cult centerDeh-e Now, Tappeh Horreeye, Larsa, DerAbodethe skyPersonal informationParentsSin and Ningal (in a single Maqlû incantation)SiblingsShamash (as above)SpouseSimut (in Elam) Ishtaran (in Der) ChildrenLugalgidda Manzat (Manzât), also spelled Mazzi'at, Manzi'at and Mazzêt, sometimes known by the Sumerian name Ti…
Cet article dresse une liste des lieux, objets ou d'autres choses nommées d'après l'homme d'affaires et ancien président des États-Unis Donald Trump. Beaucoup de ces choses sont associées à la Trump Organization, un conglomérat qu'il détient et qui agit dans différents domaines (développement immobilier, hôtellerie, tourisme, tours résidentielles et terrains de golfs), aux États-Unis comme à l'international. Immobilier Trump Tower Trump Tower à New York Dont la construction est ac…
American actor, businessman (1915–2006) For the British boxer, see John Conteh. John ConteConte in 1955 as the host of Matinee TheaterBorn(1915-09-15)September 15, 1915Palmer, Massachusetts, U.S.DiedSeptember 4, 2006(2006-09-04) (aged 90)Rancho Mirage, California, U.S.OccupationActorYears active1932–1972Spouses Marilyn Maxwell (m. 1944; div. 1946) Ruth Harris Conte (m. 1954; div. 1964&#…
Radio station in College Station, Texas For the former radio station that held the WTAW callsign from 1922-2000, see KZNE. 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: WTAW AM – news · newspapers · books · scholar · JSTOR (February 2020) (Learn how and when to remove this template message)WTAWCollege St…
Italian screenwriter (1910 –1993) Mario AmendolaBornMario Natalino Concetto Amendola(1910-12-08)8 December 1910Recco, Kingdom of ItalyDied22 December 1993(1993-12-22) (aged 83)Rome, ItalyOccupations Screenwriter film director Years active1931–1987RelativesFerruccio Amendola (nephew)Claudio Amendola (great-nephew)Alessia Amendola (great-great-niece) Mario Natalino Concetto Amendola (8 December 1910 – 22 December 1993) was an Italian screenwriter, film director and dramatist. B…
В Википедии есть статьи о других людях с такой фамилией, см. Жеребцов; Жеребцов, Александр. Александр Александрович Жеребцов Прозвище Рыцарь венчанного креста Дата рождения 1781(1781) Место рождения Санкт-Петербург Дата смерти 1832(1832) Место смерти Вязьма Принадлежность …
An isotropic etchant that creates an undercutAn anisotropic etchant leaves no undercut Undercuts from etching (microfabrication) are generally an unwanted side effect,[citation needed] however are sometimes used as a feature such as in the Niemeyer–Dolan technique.[1] Undercuts from etching can occur from two common causes. The first is over etching, which means the etchant was applied too long. The second is due to an isotropic etchant, which means the etchant etches in all di…
Relationship between two sets, defined by a set of ordered pairs This article is about basic notions of (homogeneous binary) relations in mathematics. For a more in-depth treatment, see Binary relation. For relations on any number of elements, see Finitary relation. Illustration of an example relation on a set A = { a, b, c, d }. An arrow from x to y indicates that the relation holds between x and y. The relation is represented by the set { (a,a), (a,b), (a,d), (b,a), (b,d), (c,b), (d,c), (d,d) …
Princess of the United Principalities Elena CuzaPrincess of the United PrincipalitiesTenure24 January 1859 – 11 February 1866Born(1825-06-17)17 June 1825Iaşi, MoldaviaDied2 April 1909(1909-04-02) (aged 83)Piatra Neamț, RomaniaBurialSolești, RomaniaSpousePrince Alexandru Ioan CuzaHouseCuza (by marriage)FatherIordache RosettiMotherEcaterina SturdzaReligionEastern OrthodoxySignature Elena Cuza (17 June 1825 – 2 April 1909), also known under her semi-official title Elena Doamna, was a Mo…
The Dodo Horn (Georgian: დოდოს რქა), romanized: dodos rka) also known as Dodo church is a historical and architectural monument in the monastic complex of David Gareja History The church was founded by Dodo, one of David Gareja's students in the first half of the 6th century.[1] Its history is directly linked to the general history of the monastery. In the thirteenth and eighteenth centuries the church was subjected to attacks by the Mongol dynasties, Teymurilar, Selj…
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