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Henodontidae Periode Trias Akhir, Carnian–Rhaetian PreЄ Є O S D C P T J K Pg N TaksonomiKerajaanAnimaliaFilumChordataKelasReptiliaOrdoPlacodontiaFamiliHenodontidae von Huene, 1936 Genera †Chelyoposuchus †Henodus †Parahenodus lbs Henodontidae adalah famili placodontia punah yang secara dangkal mirip dengan kura-kura dari superfamili Cyamodontoidea. Fosil telah ditemukan di Jerman dan Spanyol.[1][2] Referensi ^ de Miguel Chaves, Carlos; Ortega, Francisco; Pérez-García, …

Segunda División de Chile 1982 XXXI Campeonato Nacional de Fútbol Profesional de la Segunda División de Chile 1982Datos generalesSede Chile ChileCategoría Segunda DivisiónFecha 1982Edición 31.ªPalmarésPrimero Arturo Fernández VialSegundo EvertonTercero TrasandinoCuarto Unión San FelipeDatos estadísticosParticipantes 22Goleador Caupolicán Escobar (Trasandino) 24 goles Intercambio de plazas Ascenso(s): Arturo Fernández VialEvertonTrasandinoUnión San FelipeDeportes AntofagastaSan…

Untuk militan Slavofon di Makedonia Yunani pada masa Perang Dunia II, lihat Ohrana. OkhranaDepartemen untuk Perlindungan Keamanan dan Tatanan MasyarakatInformasi lembagaDibentuk1881[1]Dibubarkan1917Wilayah hukum Kekaisaran RusiaKantor pusatPetrograd Departemen untuk Perlindungan Keamanan dan Ketertiban Masyarakat (bahasa Rusia: Отделение по Охранению Общественной Безопасности и Порядка), yang biasanya disebut departemen pertaha…

Contoh kemenangan telak adalah ketika Ronald Reagan memenangkan 49 dari 50 negara bagian di Amerika Serikat pada pemilu presiden tahun 1984. Contoh kemenangan telak dalam pemilu legislatif: kemenangan Partai Fidesz dalam pemilihan umum Parlemen Hungaria 2018.[1] Dalam pemilihan umum, kemenangan telak (bahasa Inggris: landslide victory) adalah kemenangan yang diperoleh ketika perbedaan suara antara pemenang dengan yang lain terlampau besar. Contohnya adalah kemenangan telak Jacques Ch…

The Irregular at Magic High SchoolPoster promosi menampilkan karakter utama Tatsuya Shiba dan Miyuki Shiba魔法科高校の劣等生(Mahouka Koukou no Rettousei)GenreSejarah alternatif, Fantasi sains Seri novelPengarangTsutomu SatōPenerbitShōsetsuka ni NarōTerbit12 Oktober – 21 Maret 2011Volume6 Novel ringanPengarangTsutomu SatōIlustratorKana IshidaPenerbitASCII Media WorksPenerbit bahasa InggrisNA Yen PressImprintDengeki BunkoDemografiLaki-lakiTerbit10 Juli 2011 – 10 September 2020Volu…

2022 video gameDigimon SurviveDeveloper(s)Hyde[a]Publisher(s)Bandai Namco EntertainmentDirector(s)Yusuke ShimadaProducer(s)Kazumasa HabuArtist(s)Ukumo UitiComposer(s)Tomoki MiyoshiSeriesDigimonEngineUnity[b]Platform(s)Nintendo SwitchPlayStation 4WindowsXbox OneReleaseNintendo Switch, PS4JP: July 28, 2022WW: July 29, 2022 Windows, Xbox OneNA: July 29, 2022EU: July 29, 2022Genre(s)Visual novel, tactical role-playingMode(s)Single-player Digimon Survive[c] is a visual novel w…

Map all coordinates using: OpenStreetMap Download coordinates as: KML GPX (all coordinates) GPX (primary coordinates) GPX (secondary coordinates) This list is incomplete; you can help by adding missing items. (May 2011) This is a list of public art installations in Tampa, Florida, organized by neighborhoods in the city. These are works of public art accessible in an outdoor public space. Most of the works mentioned are sculptures. When this is not the case (i.e. sound installation, for example) …

2019 South Korean television series The Tale of NokduPromotional posterAlso known asJoseon Rom-com: Mung Bean ChroniclesHangul조선로코-녹두전Hanja朝鮮로코-綠豆傳Literal meaningJoseon Rom-com: Tale of Nok-duRevised RomanizationJoseolloko Nokdujeon GenrePeriod dramaRomantic comedy[1]Based onJoseon Love Story: The Tale of Nokdu [ko]by Hye Jin-yangWritten byBaek So-yeonLim Ye-jinDirected byKim Dong-hwiStarringJang Dong-yoonKim So-hyunKang Tae-ohJung Joon-hoOpening …

Obtuse triangle formed by the side and diagonals of a regular heptagon   Regular heptagon    Longer diagonals   Shorter diagonals Each of the fourteen congruent heptagonal triangles has one green side, one blue side, and one red side. In Euclidean geometry, a heptagonal triangle is an obtuse, scalene triangle whose vertices coincide with the first, second, and fourth vertices of a regular heptagon (from an arbitrary starting vertex). Thus its sides coincide with one…

Scales covering the skin of snakes Elaborately shaped scales on the head of a Vine snake, Ahaetulla nasuta. Scales of a black-tailed rattlesnake (Crotalus molossus). Snakes, like other reptiles, have skin covered in scales.[1] Snakes are entirely covered with scales or scutes of various shapes and sizes, known as snakeskin as a whole. A scale protects the body of the snake, aids it in locomotion, allows moisture to be retained within, alters the surface characteristics such as roughness …

For the Avon Dam in Devon, England, see Dartmoor reservoirs. Dam in Avon Dam, New South WalesAvon DamThe curved arch dam wallLocation of Avon Dam in New South WalesLocationAvon Dam Road, Avon Dam, New South WalesCoordinates34°21′09″S 150°38′30″E / 34.3526341175°S 150.6415665100°E / -34.3526341175; 150.6415665100PurposePotable water supplyStatusOperationalConstruction began1921Opening date20 January 1928Construction costA£1,047,000Built byErnest…

French composer, saxophonist, and clarinetist Michel PortalBackground informationBorn (1935-11-27) 27 November 1935 (age 88)Bayonne, FranceGenresJazzClassicalAvant-garde musicOccupation(s)Musician, composerInstrument(s)Saxophone, clarinet, bandoneonYears active1950s–presentLabelsLabel Bleu, Harmonia Mundi, RCA, Trema, Cy RecordsMusical artist Michel Portal (born 27 November 1935)[1] is a French composer, saxophonist, and clarinetist. He plays both jazz and classical music and is c…

American-Israeli biblical scholar James L. Kugel (Hebrew: Yaakov Kaduri, יעקב כדורי; born August 22, 1945) is professor emeritus in the Bible department at Bar Ilan University in Israel and the Harry M. Starr Professor Emeritus of Classical and Modern Hebrew Literature at Harvard University. James Kugel is the author and editor of 16 books and numerous articles on the Bible and its early commentators, focusing on the Second Temple period. He identifies as an Orthodox Jew.[1] Mom…

Segue-se abaixo uma lista com todos os jogos da Seleção Brasileira de Rugby Union.[1][2] Algumas partidas aparecem tanto na seção de eliminatórias para a Copa do Mundo quanto para o Campeonato Sul-Americano, uma vez que foram válidas para ambas as competições.[3][4] Eliminatórias da Copa do Mundo de Rugby 1999 11 de novembro de 1996  Trinidad e Tobago 41 - 0  Brasil Port of Spain, Trinidad e Tobago 2003 1ª fase 27 de outubro de 2001  Brasil 51 - 9  Peru Varginha, MG…

В Википедии есть статьи о других людях с такой фамилией, см. Рахимов.Батыр Рахимовузб. Botir Rahimov Имя при рождении Батыр Икрамжанович Рахимов Дата рождения 30 июня 1966(1966-06-30) (57 лет) Место рождения Коканд, Узбекская ССР, СССР Образование Государственный юридический университет Т…

Historical Chinese rulers 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: Five Hegemons – news · newspapers · books · scholar · JSTOR (September 2015) (Learn how and when to remove this template message) Map of the Five Hegemons during the Spring and Autumn period of Zhou Dynasty The Five Hegemons (Chinese:…

Japanese light novel series and its adaptations Sword Art OnlineFirst light novel volume cover, featuring Kirito (left) and Asuna (right)ソードアート・オンライン(Sōdo Āto Onrain)GenreAdventure[1]Science fiction[2] Novel seriesWritten byReki KawaharaPublished bySelf-publishedOriginal run2002 – 2008 Light novelWritten byReki KawaharaIllustrated byabecPublished byASCII Media WorksEnglish publisherNA: Yen PressImprintDengeki BunkoDemographicMa…

Census division in Manitoba, Canada Division No. 19, also informally known as North East Manitoba, is a census division within the Province of Manitoba, Canada. Unlike in some other provinces, census divisions do not reflect the organization of local government in Manitoba. These areas exist solely for the purposes of statistical analysis and presentation; they have no government of their own. Division No. 19 actually extends all the way across the province from west to east at near its middle, …

Lima Hiệu kỳẤn chươngTên hiệu: City of the KingsKhẩu hiệu: Hoc signum vere regum estLima Province and Lima within PeruLimaTọa độ: 12°02.6′N 77°1.7′T / 12,0433°N 77,0283°T / -12.0433; -77.0283 Quốc gia PeruKhu vựcLima RegionTỉnhLima ProvinceSettledJanuary 18, 1535Người sáng lậpFrancisco Pizarro Chính quyền • Thị trưởngJorge Muñoz (2019-2022)Diện tích •&#…

В Википедии есть статьи о других людях с фамилией Гослинг. Джеймс ГослингJames Arthur Gosling Имя при рождении англ. James Gosling Дата рождения 19 мая 1955(1955-05-19) (68 лет) Место рождения недалеко от города Калгари, Альберта, Канада Гражданство  Канада Род деятельности информационны…