Read other articles:
Hubungan Armenia-Pakistan Armenia Pakistan Hubungan Armenia–Pakistan adalah hubungan internasional dan bilateral antara Armenia dan Pakistan. Hubungan Pakistan dengan Armenia tidak begitu baik. Pakistan adalah satu-satunya negara yang tidak mengakui Armenia sebagai negara berdaulat.[1] Akar permasalahannya adalah Genosida Armenia dan Konflik Nagorno-Karabakh.[2] Sejak 1970-an, Pakistan mendukung kebijakan Turki yang menyangkal genosida Armenia. Daerah Nagorno-Karabakh dihuni...
Зміст 1 Ласкаво просимо до україномовної Вікіпедії! 2 Вікіпедія:Перейменування статей/Сирцевий код → Джерельний код 3 Зауваження 4 Шаблон:За відновлення СРСР 5 en:logic gates 6 Патрулювання 7 ?? 8 Поліщук Олександр Петрович 9 Велика Вітчизняна війна → Німецько-радянська війна 10 Ви...
3345 ТарковськийВідкриттяВідкривач Карачкіна Людмила ГеоргіївнаМісце відкриття КрАОДата відкриття 23 грудня 1982ПозначенняНазвана на честь Тарковський Андрій АрсенійовичТимчасові позначення 1982 YC1 1938 QC 1952 BD2 1969 OBКатегорія малої планети Астероїд головного поясуОрбітальні...
Ferrocarril de Valparaíso a Santiago Paso del ferrocarril de Valparaíso a Santiago, por la ladera de un cerro pedregoso (c. 1910).DescripciónTipo Ferrocarril regionalTren de cargaInauguración 14 de septiembre de 1863Clausura 8 de marzo de 1992 (pasajeros)Reapertura est. 2030[1]Inicio Estación Puerto, ValparaísoEl Salto, Viña del Mar (est. 2030)[1]Fin Estación Mapocho, Santiago Estación Alameda, Santiago (hasta 1992) Quinta Normal, Santiago (est. 2030)[1]Caracter...
Zawartość tej strony może naruszać prawa autorskie. Tekst źródłowy prawdopodobnie pochodzi z: zobacz przypisy, artykuł wymaga przeredagowania Nie usuwaj tego szablonu. Zostanie on usunięty, jeżeli prawa autorskie tego artykułu zostaną wyjaśnione. Jeżeli potrafisz, napisz artykuł tak, aby nie naruszał praw autorskich. Jeżeli masz prawa autorskie do tej treści lub masz zgodę na publikację zgodną z naszą licencją, prosimy, napisz o tym na stronie dyskusji tego artykułu i ...
هذه المقالة تحتاج للمزيد من الوصلات للمقالات الأخرى للمساعدة في ترابط مقالات الموسوعة. فضلًا ساعد في تحسين هذه المقالة بإضافة وصلات إلى المقالات المتعلقة بها الموجودة في النص الحالي. (نوفمبر 2023) يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة
Untuk konstruktor dan pembuat mesin asal Italia yang aktif pada tahun 1960-an dengan nama yang sama, lihat Automobili Turismo e Sport. ATSNama resmiATS WheelsKantor pusatJermanPendiriGünther SchmidtStaf terkenalRobin HerdGiacomo CaliriGustav BrunnerJo RamírezPembalap terkenalJean-Pierre JarierKeke RosbergManfred WinkelhockEliseo SalazarGerhard BergerSejarah dalam ajang Formula SatuGelar Konstruktor0Gelar Pembalap0Jumlah lomba101Menang0Posisi pole0Putaran tercepat0Lomba pertamaGrand Prix AS ...
Guntur–Tenali sectionRepalle Delta Passenger runs on this routeOverviewStatusOperationalOwnerIndian RailwaysLocaleAndhra PradeshTerminiGunturTenaliServiceOperator(s)South Coast RailwayHistoryOpened1916TechnicalLine length25.47 km (15.83 mi)Number of tracks2Track gauge5 ft 6 in (1,676 mm) broad gaugeElectrificationYes Route map Legend km to Pagidipalli–Nallapadu section 0 Guntur Junction to Guntur–Krishna Canal section 3 Manipuram Cabin (special class)...
Parc Central du LacGéographiePays ItalieRégion LatiumVille métropolitaine ville métropolitaine de Rome CapitaleCapitale RomeCoordonnées 41° 49′ 42″ N, 12° 28′ 04″ ESuperficie 0,2 km2AdministrationType Jardin public, lac artificielCréation 1936Site web (it) www.eurspa.it/it/asset-property/patrimonio/parchi-e-giardini/parco-centrale-lago Géolocalisation sur la carte : Italie Géolocalisation sur la carte : Latium modifier - mod...
American track and field athlete This article uses bare URLs, which are uninformative and vulnerable to link rot. Please consider converting them to full citations to ensure the article remains verifiable and maintains a consistent citation style. Several templates and tools are available to assist in formatting, such as reFill (documentation) and Citation bot (documentation). (August 2022) (Learn how and when to remove this template message) Janay DeLoachPersonal informationFull nameCyn...
2011 WNBA All-Star Game 1234 Total East 33322726 118 West 36302621 113 DateJuly 23, 2011ArenaAT&T CenterCitySan Antonio, TexasMVPSwin CashAttendance12,540[1]NetworkABCWNBA All-Star Game < 2010 2013 > The 2011 WNBA All-Star Game was played on July 23, 2011 (3:30pm EDT on ABC) at the AT&T Center in San Antonio, Texas, home of the San Antonio Silver Stars. The game was the 10th WNBA All-Star Game, which has been held annually since 1999 except in 2004, 2008, and 2...
Historic house in Massachusetts, United States For the Frank Lloyd Wright House in Wisconsin, see Patrick and Margaret Kinney House. United States historic placeA. Kinney HouseU.S. National Register of Historic Places Location42 Edwards St.,Southbridge, MassachusettsCoordinates42°04′44″N 72°02′12″W / 42.0789°N 72.0367°W / 42.0789; -72.0367Built1865Architectural styleGreek Revival, ItalianateMPSSouthbridge MRANRHP reference No.89000565[1...
South Korean actor (born 1983) For other uses, see Park Jin-woo (volleyball) and Jinjin. In this Korean name, the family name is Park. Park Jin-wooBorn (1983-07-31) July 31, 1983 (age 40)South KoreaEducationDongguk University - Theater and FilmOccupationActorYears active2004–presentAgentBel Actors EntertainmentKorean nameHangul박진우Hanja朴鎭宇Revised RomanizationBak Jin-uMcCune–ReischauerPak Chin-u Park Jin-woo (born July 31, 1983) is a South Korean actor.His instagram is...
Está é uma lista de pinturas de Eduardo de Martino. De Martino foi um pintor e professor, nascido em Meta, Itália 1838, e falecido em Londres, Inglaterra 1912.[1] Estudou na Escola Naval de Nápoles, Itália, na década de 1840. De Martino veio para o Brasil em 1868, e situou-se no Rio de Janeiro, de onde viajou para Porto Alegre para anunciar seus trabalhos e também lecionar aulas de pintura para Telles Júnior (1851-1914). Foi encarregado como pintor oficial por Dom Pedro ll (1825-1891)...
2000 non-fiction bookEmpire Express: Building the First Transcontinental Railroad AuthorDavid Haward BainLanguageEnglishSubjectHistoryPublisherPenguin BooksPublication dateAugust 8, 2000[1]Media typePrint, hardcover and paperbackPages816 ppISBN978-0-14-008499-3 Empire Express: Building the First Transcontinental Railroad is a book written by David Haward Bain,[2] published in 2000. It follows the initial conception of the idea of a transcontinental railroad, during the tw...
Proposed flag of Frisia Frisian nationalism (West Frisian: Frysk nasjonalisme, Dutch: Fries nationalisme, German: friesischer Nationalismus) refers to the nationalism which views Frisians as a nation with a shared culture. Frisian nationalism seeks to achieve greater levels of autonomy for Frisian people, and also supports the cultural unity of all Frisians regardless of modern-day territorial borders. The Frisians derive their name from the Frisii, an ancient Germanic tribe which inhabited t...
2018 single by Jay Rock, Kendrick Lamar, Future and James Blake King's DeadSingle by Jay Rock, Kendrick Lamar, Future and James Blakefrom the album Black Panther: The Album and Redemption ReleasedJanuary 11, 2018 (2018-01-11)Recorded2017GenreAlternative hip hoptrapLength3:50 2:40 (Jay Rock album version) LabelTop DawgAftermathInterscopeSongwriter(s)Kendrick DuckworthMichael WilliamsTravis WaltonMark SpearsJohnny McKinzieNayvadius WilburnJames LitherlandSamuel GloadeAnthony Tiff...
Paul Blart: Mall Cop 2Poster resmiSutradara Andy Fickman Produser Todd Garner Kevin James Adam Sandler Ditulis oleh Nick Bakay Kevin James Pemeran Kevin James Raini Rodriguez Neal McDonough Shirley Knight Penata musikRupert Gregson-WilliamsSinematograferDean SemlerPenyuntingScott HillPerusahaanproduksiHappy Madison ProductionsDistributorColumbia PicturesTanggal rilis 17 April 2015 (2015-04-17) Durasi94 Menit[1]Negara Amerika Serikat Bahasa Inggris Anggaran$40 Juta[2]...
Not to be confused with Kauffman bracket. In knot theory, the Kauffman polynomial is a 2-variable knot polynomial due to Louis Kauffman.[1] It is initially defined on a link diagram as F ( K ) ( a , z ) = a − w ( K ) L ( K ) {\displaystyle F(K)(a,z)=a^{-w(K)}L(K)\,} , where w ( K ) {\displaystyle w(K)} is the writhe of the link diagram and L ( K ) {\displaystyle L(K)} is a polynomial in a and z defined on link diagrams by the following properties: L ( O ) = 1 {\displaystyle L(O...
Calendar year Millennium: 1st millennium BC Centuries: 5th century BC 4th century BC 3rd century BC Decades: 350s BC 340s BC 330s BC 320s BC 310s BC Years: 337 BC 336 BC 335 BC 334 BC 333 BC 332 BC 331 BC 334 BC by topic Politics State leaders Political entities Categories Deaths vte 334 BC in various calendarsGregorian calendar334 BCCCCXXXIII BCAb urbe condita420Ancient Egypt eraXXXI dynasty, ...