Georgian Dream Georgia's Got Talent Georgia–NATO relations Georgia–United States relations Georgia's 5th congressional district Parliament of Georgia Georgia (country) Georgia–Russia relations Azerbaijanis in Georgia China–Georgia relations Georgia–Germany relations Georgia–Japan relations President of Georgia Seal of Georgia Coast Guard of Georgia Georgia's 14th Senate district Georgia–European Union relations Economy of Georgia (country) Georgian wine Georgian art Kingdom of Georgia Georgia–Holy See relations Georgia State Capitol Georgia (U.S. state) Georgia–Ukraine relations Monarchism in Georgia History of Georgia (country) Defence Forces of Georgia Georgia, Georgia Minist…
try of Foreign Affairs of Georgia 2020 United States House of Representatives elections in Georgia 1819 Georgia's at-large congressional district special election Georgia Bulldogs football Lieutenant Governor of Georgia Democratic Republic of Georgia Georgian Orthodox Church Digital Library of Georgia Azerbaijan–Georgia relations Georgia's 60th House of Representatives district Province of Georgia Georgia–Slovenia relations Georgia's 95
th House of Representatives district 2006 Georgia state elections List of municipalities in Georgia (country) Georgian Golden Age Georgia's 111th House of Representatives district Belarus–Georgia relations 2008 Georgia state elections Central Georgia Georgian Jews Georgia's 108th House of Representatives district 1803 Georgia's at-large congressional district special election University System of Georgia Prelude to the Russo-Georgian War 1806 Georgia's at-large congressional district special elections Free Democrats (Georgia) Gun laws in Georgia (U.S. state) Assyrians in Georgia Georgian–Ossetian conflict Governor of Georgia Georgia's 13th congressional district Ambrosius of Georgia Georgi
Generalization of affine connections In the mathematical field of differential geometry, a Cartan connection is a flexible generalization of the notion of an affine connection. It may also be regarded as a specialization of the general concept of a principal connection, in which the geometry of the principal bundle is tied to the geometry of the base manifold using a solder form. Cartan connections describe the geometry of manifolds modelled on homogeneous spaces. The theory of Cartan connection…
Hong Kong TV series or program Heroic Legend of the Yang's FamilyDVD cover碧血青天楊家將Genrehistorical fictionfantasyStarringNorman ChuiJin Chao-chunPaul ChunYan Chi-keungOpening themeHau Tin Hot Jyut (吼天喝月) performed by Frances Yip and Johnny YipCountry of originHong KongOriginal languageCantoneseNo. of episodes30ProductionRunning time45 minutes/episodeOriginal releaseNetworkATVReleaseSeptember 26 (1994-09-26) –November 4, 1994 (1994-11-04)RelatedThe Great …
Social media statistics website Social Blade LLCType of siteSocial media analyticsAvailable inEnglishFoundedFebruary 8, 2008; 15 years ago (2008-02-08)HeadquartersRaleigh, North Carolina United StatesCreated byJason UrgoURLsocialblade.comRegistrationOptional Social Blade (sometimes spelled SocialBlade) is an American social media analytics website. Social Blade most notably tracks the YouTube platform, but also has analytical information regarding Twitch, Facebook, In…
ベリオール・カレッジ ベリオール・カレッジ（英: Balliol College [ˈbeɪliəl])[1]）は、1263年に設立された、オックスフォード大学を構成するカレッジのひとつ。 このカレッジの卒業生には、4人の首相経験者、5人のノーベル賞受賞者、大勢の文学者や写真家がいる。 政治経済学者アダム・スミスが、おそらく、最もよく知られた卒業生である。 最も人気があるカレ
Wolfenstein 3DLayar pembuka Wolfenstein 3DInformasi produksiPengembangid SoftwarePenerbitApogee Software (edisi pertama)FormGen (khusus Spear of Destiny)PengarahTom HallPerancangJohn RomeroTom HallPemrogramJohn CarmackJohn RomeroSenimanAdrian CarmackKomponisRobert Prince (DOS)Brian Luzietti (Macintosh)Todd Dennis (3DO) Data permainanSeriWolfenstein MesinWolfenstein 3D engine PlatformMS-DOS, Mac, Apple IIGS, Acorn Archimedes, RiscPC, SNES, Jaguar, Atari ST, GBA, 3DOGenretembak-menembak …
4 × 400 metres relayat the Olympic GamesThe 2008 Olympic men's 4 × 400 m relay finalOverviewSportAthleticsGenderMen, Women and MixedYears heldMen: 1912 – 2020 Women: 1972 – 2020 Mixed: 2020Olympic recordMen2:55.39 United States (USA) (2008)Women3:15.17 Soviet Union (URS) (1988)Mixed3:09.87 Poland (POL) (2020)Reigning championMen United States (USA)Women United States (USA)Mixed Poland (POL) The 4 × 400 metres relay at the Summ…
Тиреоїдектомія Тиреоїдектомія: етап мобілізації однієї з долейМКХ-9 06.4MeSH D013965LOINC —Інші коди —MedlinePlus —eMedicine — [редагувати у Вікіданих] Тиреоїдектомія — хірургічна операція при якій видаляється щитоподібна залоза. Найчастіше, цей вид оперативного втруча
Chiến dịch SerbiaMột phần của the Mặt trận Balkan trong Chiến tranh thế giới thứ nhấtLính Áo-Hung tại thủ đô Belgrade của Serbia đã bị liên quân Liên minh Trung tâm đánh chiếm vào năm 1915Thời gian28 tháng 7 năm 1914 – tháng 11 năm 1915Địa điểmSerbia, một phần nhỏ Bosna và HercegovinaKết quả Serbia giành chiến thắng năm 1914Liên minh Trung tâm giành chiến thắng chung cuộc 1915Serbia bị chiếm đóng cho đ…
Дуб черешчатий Країна УкраїнаРозташування Україна,Херсонська область, Голопристанський районПлоща 0 гаЗасновано 1983Оператор ДП «Збур'ївське ЛМГ»Посилання Дуб черешчатий у Вікісховищі Дуб черешчатий — ботанічна пам'ятка природи місцевого значення. Об'єкт розта…
«Компостела» Повна назва Sociedad Deportiva Compostela Прізвисько Compos, Esedé Засновано 1962 Населений пункт Сантьяго-де-Компостела, Іспанія Стадіон «Сан Лазаро» Вміщує 14,000 Президент Антоніо Кінтеро Почесний президент Яго Іглесіас Ліга Терсера Дивізіон Домашня Виїзна «Компостела» (іс
إسفنج مهبلي اسطواني الشكل في غلافه البلاستيكي الإسفنج المهبلي هي إحدى وسائل تحديد النسل وتعمل الإسفنجة بطريقتين حيث يتم إدخالها داخل المهبل وبذلك تكون حاجز يمنع دخول الحيوانات المنوية كما تقوم بقتلها ومنعها من التحرك في نفس الوقت وذلك عبر مبيد النطاف الموجود داخلها. الإسف
Toyota 2000GT Toyota 2000GT Visão geral Produção 1967 - 1970 Fabricante Toyota e Yamaha Modelo Classe Automóvel desportivoGran turismo Carroceria Cupê 2 portasDescapotável 2 portas (protótipo) Designer Jiro KawanoSatoru Nozaki Ficha técnica Motor Seis cilindros em linha1988 cm³ (2 L) 3M2253 cm³ (2,2 L) 2M-B Potência 150 CV Transmissão 5 marchas manual3 marchas automática Layout Motor dianteiro, tração traseira Dimensões Comprimento 4 175 mm (160 in) Entre-eixo…
الهيئة العامة للرقابة المالية الهيئة العامة للرقابة المالية (مصر)الشعار البلد مصر المقر الرئيسي القرية الذكية، محافظة الجيزة تاريخ التأسيس 2009 (منذ 14 سنة) المالك وزارة المالية النوع هيئة حكومية منطقة الخدمة مصر اللغات الرسمية العربية الرئيس محمد فريد الموقع الرسمي fra.gov.eg…
43°01′42″N 80°19′48″W / 43.028469°N 80.330089°W / 43.028469; -80.330089 Battle of Malcolm's MillsPart of the War of 1812DateNovember 6, 1814LocationOakland, Brant County, OntarioResult American victoryBelligerents United States United Kingdom Upper CanadaCommanders and leaders Duncan McArthur Henry BostwickJoseph RyersonAdam MuirStrength 800 550Casualties and losses 1 killed6 wounded 18 killed9 wounded126 taken prisoner450 killed, wounded or capture…
2010 single by Ariel Pink's Haunted GraffitiRound and RoundSingle by Ariel Pink's Haunted Graffitifrom the album Before Today A-sideMistaken WeddingReleasedApril 26, 2010 (2010-04-26)[1]Genre Soft rock[2] downtempo pop[3] Length5:13Label4ADSongwriter(s)Ariel Pink's Haunted GraffitiAudio samplefilehelp Round and Round is a song written and performed by the American hypnagogic pop band Ariel Pink's Haunted Graffiti.[4] It was released as a double A-si…
The Best of Frederik Pohl Cover of first editionAuthorFrederik PohlCover artistJohn BerkeyCountryUnited StatesLanguageEnglishSeriesBallantine's Classic Library of Science FictionGenreScience fictionPublisherDoubledayPublication date1975Media typePrint (hardcover)Pages306Preceded byThe Best of Henry Kuttner Followed byThe Best of Cordwainer Smith The Best of Frederik Pohl is a collection of science fiction short stories by American author Frederik Pohl, edited by Le…
Em física e demais ciências naturais, um sistema aberto é um sistema completamente permeável à energia e à matéria. Se a fronteira é semipermeável à matéria, ou seja, é seletiva quanto à permeabilidade química, o sistema é dito semiaberto. O oposto de um sistema aberto é um sistema isolado. Nesse a fronteira mostra-se totalmente restritiva ao fluxo de matéria e energia. Sistemas físicos e permeabilidades das fronteiras Sistemas Matéria Energia Calor Trabalho Entropia Volume Si…
Sistema Nacional de TelevisiónAcrónimo SNTVTipo Empresa EstatalIndustria Medios de comunicaciónFundación 1990Fundador Gobierno de NicaraguaMarcas Canal 6 NicaragüenseCanal 4 MultinoticiasTN8Viva NicaraguaCanal 15 NicaragüenseTeleStereoLa Rock 22Nicarao TVAsamblea TVServicios TelevisiónPropietario Gobierno de Nicaragua[editar datos en Wikidata] El Sistema Nacional de Televisión es una empresa de radiodifusión pública. Es propiedad del Estado nicaragüense. Historia Con el triu…
Murray Gell-Mann Las matrices de Gell-Mann, que toman su nombre de Murray Gell-Mann, son una posible representación de los generadores infinitesimales del grupo unitario especial SU(3). El álgebra de Lie de este grupo (una álgebra de Lie real, de hecho) tiene dimensión ocho y por lo tanto un conjunto con ocho generadores linealmente independientes, que se pueden escribir como g i {\displaystyle g_{i}} con i tomando valores entre 1 y 8. Definición Estos elementos del álgebra de Lie obedecen…
Nepali English newspaper Nepali TimesFront page of January 11, 2013 issuePublisher and EditorKunda DixitAssociate EditorOm Astha RaiCategoriesNews magazineFrequencyWeeklyCirculation50000/weekPublisherKunda DixitFirst issueJune 28, 2000; 23 years ago (2000-06-28)CompanyHimalmedia (pl)CountryNepalBased inPatan Dhoka Lalitpur Nepal LalitpurLanguageEnglishWebsitenepalitimes.comISSN1814-2613OCLC244793967 Nepali Times (stylized as NEPALI Times) is an English weekly newspaper that pro…
Lokasi Pengunjung: 18.218.183.18