長澤鼎
|
Read other articles:
Untuk kegunaan lain, lihat Perspektif (disambiguasi). Pensil diihat secara perspektif Perspektif dalam konteks sistem dan persepsi visual adalah cara bagaimana objek terlihat pada mata manusia berdasarkan sifat spasial, atau dimensinya dan posisi mata relatif terhadap objek. Para seniman dari masa lalu telah membuat karya seni dengan memanfaatkan perspektif, seperti Leon Battista Alberti, Lorenzo Ghiberti, Piero della Francesca, dan Filippo Brunelleschi. Para ilmuwan pada zaman Renaissance se...
Hainleite Die Nordwestliche Hainleite südlich von Münchenlohra Die Nordwestliche Hainleite südlich von Münchenlohra Höchster Gipfel Wettenburg südwestlich Straußbergs (463,2 m ü. NHN) Lage Landkreise Kyffhäuser, Nordhausen und Sömmerda; Thüringen, Deutschland Teil der Haupteinheit Ringgau–Hainich–Obereichsfeld–Dün–Hainleite, Thüringer Becken (mit Randplatten) Einteilung nach Handbuch der naturräumlichen Gliederung Deutschlands Hainleite (Thüringen) Koordi...
(7321) 1979 MZ2ВідкриттяВідкривач Е. Гелін,Ш. Дж. БасМісце відкриття Обсерваторія Сайдинг-СпрінгДата відкриття 25 червня 1979ПозначенняНазвана на честь Minerva Hamilton HoytdТимчасові позначення 1979 MZ2 1990 FU2Категорія малої планети Астероїд головного поясуОрбітальні характеристики[1] Еп
Nadi Plaats in Fiji Situering Divisie Western Coördinaten 17° 48′ ZB, 177° 25′ OL Algemeen Inwoners (2007) 42.284 Portaal Oceanië Nadi is de op drie na grootste conurbatie van Fiji. De stad ligt op de westelijke kant van het hoofdeiland Viti Levu. In 2007 telde de stad 42.284 inwoners. Achtergrond Een restaurant in Nadi Nadi is multiraciaal. Veel van de inwoners zijn van Indiase of Fijiaanse afkomst. Derhalve is Nadi binnen Fiji een centrum voor het hindoeïsme en...
Eparki Agung Aleppo (Maronit)Archeparchy Aleppensis MaronitarumGereja Maronit Katedral Katolik Maronit AleppoLokasiNegaraSuriahStatistikPopulasi- Katolik(per 2012)4,000[1]Paroki5InformasiDenominasiGereja MaronitRitusRitus Siro-Antiokia BaratPendirianAbad ke-17KatedralKatedral Santo EliasKepemimpinan kiniPausFransiskusPatriarkBechara Boutros al-RahiEpark AgungJoseph TobjiEmeritusYoussef Anis Abi-Aad Eparki Agung Aleppo[2] dari umat Maronit (Latin: Archeparchy Aleppens...
Ne doit pas être confondu avec HACA. Pour les articles homonymes, voir HAC. Haute autorité de la communicationHistoireFondation 22 juin 2010CadreType Institution publiquePays GabonOrganisationPrésident Boubacar Yacine Diallo (depuis 2020)modifier - modifier le code - modifier Wikidata La Haute autorité de la communication (abrégé en HCA) est l'organisme guinéen de régulation de la communication. Elle a été mise en place le 22 juin 2010, en remplacement de l'ancien Conseil nati...
2013 novel by Lauren Beukes This article is about the novel. For the TV series, see Shining Girls. The Shining Girls First South African edition coverAuthorLauren BeukesCover artistJoey Hi-FiCountrySouth AfricaLanguageEnglishGenresThriller / science fictionPublisherRandom House Struik (SA)HarperCollins (UK)Mulholland Books (US)Publication date15 April 2013 (SA)25 April 2013 (UK)4 June 2013 (US)AwardAugust Derleth AwardISBN978-1-4152-0201-2 (SA)978-0-00-746456-2 (UK)978-0-316-21685-2 (US)...
Orcus Penemuan[1]Ditemukan olehM. Brown,C. Trujillo,D. RabinowitzTanggal penemuan17 Februari 2004PenamaanPenamaan90482 OrcusPelafalan[ˈɔrkəs] OR-kəs,bahasa Latin: OrcusNama alternatif2004 DWKategori planet minorPlutino[2][3]kandidat PlutoidCiri-ciri orbit[1]Epos 30 November 2008 (hari Julian 2 454 800)Aphelion7 188,17 Gm (48,05 SA)Perihelion4 535,80 Gm (30,32 SA)Sumbu semimayor5 862,44 Gm (39,188 SA)Eksentrisitas0...
1996 video gameDeath TankDeath Tank Zwei start screenDeveloper(s)Lobotomy SoftwarePlatform(s)Sega SaturnRelease1996 Death Tank is a 1996 competitive multiplayer, 2D artillery game developed by Ezra Dreisbach of Lobotomy Software. Influenced by Scorched Earth,[citation needed] the gameplay is real-time instead of turn-based. It supports two to seven players, represented by differently-colored tanks, with a range of weapons. The terrain on which this occurs is heavily deformed during pl...
Variety of grape IsabellaGrape (Vitis)Isabella grapesColor of berry skinNoirSpeciesVitis × labruscanaAlso calledOver 50 including; Alexander, Fragola & IzabellaOriginItalyNotable regionsformer USSR, Turkey, Latin America, eastern European Union.Notable winesFragolino and UhudlerVIVC number5560 The Isabella grape is a cultivar derived from the grape species Vitis labrusca or 'fox grape,' which is used for table, juice and wine production.[1][2] Appearance and use The skin ...
San Antonio de RequenaUbicaciónCoordenadas 39°31′20″N 1°09′01″O / 39.5222, -1.15035Municipio RequenaLocalidad San AntonioZona 6Datos de la estaciónCódigo 66201Servicios N.º de andenes 1N.º de vías 1Propietario AdifOperador RenfeTráfico actual Ver salidas y llegadasServicios detalladosCercanías Cercanías ValenciaEsquema de vías Leyenda hacia Requena hacia Utiel [editar datos en Wikidata] San Antonio de Requena es un apeadero ferroviario situa...
Flanders television provider This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (January 2013) (Learn how and when to remove this template message) TV VlaanderenTypeSubsidiaryIndustryPay TVFounded2006HeadquartersZaventem, BelgiumKey peopleK. Pauwels, General DirectorProductsDVB-S2, DVB-T2ParentM7 GroupWebsitewww.tv-vlaanderen.be TV Vlaanderen Digitaal previous an...
2013 single by Brothers OsborneLet's Go ThereSingle by Brothers OsborneReleasedSeptember 2013 (2013-09)GenreCountry[1]Length2:55LabelEMI NashvilleSongwriter(s)Jon MabeJohn OsborneT.J. OsborneProducer(s)Brad HillJohn OsborneT.J. OsborneBrothers Osborne singles chronology Let's Go There (2013) Rum (2014) Let's Go There is the debut single by American country music duo Brothers Osborne. The song was composed by John and T.J. Osborne, along with Jon Mabe. Released in 2013 on EMI...
Not to be confused with metastoma. Scorpion anatomy: 1 = prosoma; 2 = mesosoma; 3 = metasoma The metasoma is clearly visible on this ant: it is the posterior section, including the petiole. The metasoma is the posterior part of the body, or tagma, of arthropods whose body is composed of three parts, the other two being the prosoma and the mesosoma.[1] In insects, it contains most of the digestive tract, respiratory system, and circulatory system, and the apical segments are typically ...
Chinese general For other people named Wu Yanan, see Wu Yanan. In this Chinese name, the family name is Wu. Wu Yanan吴亚男Commander of the Central Theater CommandIn officeJanuary 2022 – January 2023Political CommissarXu DeqingPreceded byLin XiangyangSucceeded byHuang Ming Personal detailsBornAugust 1962 (age 61)Fuxin, Liaoning, ChinaPolitical partyChinese Communist PartyAlma materFuxin High SchoolMilitary serviceAllegiance People's Republic of ChinaBranch/service&...
Historic building in Wellington, New Zealand Defence HouseDefence House in 1939General informationArchitectural styleArt DecoLocation15–21 Stout Street, WellingtonCoordinates41°16′53″S 174°46′37″E / 41.28130°S 174.77695°E / -41.28130; 174.77695Current tenantsMinistry of Business, Innovation and EmploymentOwnerArgosy Property ManagementTechnical detailsFloor count8Floor area21,000 square metres Heritage New Zealand – Category 2Designated10 September...
Silvia D'Atri Telles (Brazilian Portuguese: [ˈsiwvia ˈtɛlis]; August 27, 1934 – December 17, 1966) was a Brazilian jazz Samba and Bossa Nova singer and composer of the 1950s and 1960s, considered one of the major artists of Bossa Nova and MPB. Most of her original recordings are out of print, though occasional compilations are released. Life and career Sylvia was born in 1934 in São Paulo, daughter of Paulo Telles and Maria Amelia D'Atri, her mother born in Paris of an Italian f...
A geometric separator is a line (or another shape) that partitions a collection of geometric shapes into two subsets, such that proportion of shapes in each subset is bounded, and the number of shapes that do not belong to any subset (i.e. the shapes intersected by the separator itself) is small. When a geometric separator exists, it can be used for building divide-and-conquer algorithms for solving various problems in computational geometry. Separators that are lines General question In 1979...
У этого термина существуют и другие значения, см. Гёттинген (значения). ГородГёттингеннем. Göttingen Флаг Герб 51°32′02″ с. ш. 9°56′08″ в. д.HGЯO Страна Германия[1] Земля Нижняя Саксония Район Гёттинген (район) Внутреннее деление 18 посёлков Обер-бургомистр Рольф-...
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (فبراير 2016) جنرال الجيش الدولة الاتحاد السوفيتي الرتبة الأدنى كولونيل عام تعديل مصدري - تعديل شارة الكتف م...