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Potret Jonas Basanavičius, ketua Seimas. Seimas Agung Vilnius (bahasa Lituania: Didysis Vilniaus Seimas, juga dikenal sebagai Majelis Agung Vilnius, Dewan Agung Vilnius, atau Dewan Agung Vilnius) adalah sebuah majelis agung yang diadakan pada 4 dan 4 Desember 1905 (21-22 November 1905 pada Kalender Julian) di Vilnius, Lithuania, saat itu bagian dari Kekaisaran Rusia, yang banyak terinspirasi oleh Revolusi Rusia 1905. Ini adalah kongres nasional modern pertama di Lithuania dan utamanya ta...

Disambiguazione – Se stai cercando altri significati, vedi Eneide (disambigua). EneideTitolo originaleAeneis Virgilio con un rotulus dell'Eneide tra Clio e Melpomene in un mosaico del III secolo d.C. (Tunisi, Museo Nazionale del Bardo). AutorePublio Virgilio Marone 1ª ed. originaleI secolo a.C. Editio princepsRoma, Sweynheym e Pannartz, 1469 Generepoema epico Lingua originalelatino ProtagonistiEnea AntagonistiTurno, Mezenzio, Achei, Rutuli, Latini Altri personaggiAnchise, Didone, Asca...

Wali Kota PontianakLambang Kota PontianakPetahanaAni Sofian (Penjabat)sejak 23 Desember 2023KediamanRumah Dinas Wali Kota PontianakDibentuk1947Pejabat pertamaR. SoepardanSitus webwww.pontianakkota.go.id Kota Pontianak dipimpin oleh seorang wali kota. Saat ini Wali kota Pontianak dijabat oleh Ir. H. Edi Rusdi Kamtono, M.M., M.T. bersama dengan Bahasan, S.H. sebagai wakil wali kota. Keduanya memenangkan 63,9% suara pada Pilwako 2018 dengan dukungan koalisi lima partai politik (Partai NasDe...

2007 United States Supreme Court case on abortion 2007 United States Supreme Court caseGonzales v. CarhartSupreme Court of the United StatesArgued November 8, 2006Decided April 18, 2007Full case nameAlberto R. Gonzales, Attorney General, Petitioner v. LeRoy Carhart, et al.; Alberto R. Gonzales, Attorney General, Petitioner v. Planned Parenthood Federation of America, Inc., et al.Docket nos.05-38005-1382Citations550 U.S. 124 (more)127 S. Ct. 1610; 167 L. Ed. 2d 480; 2007 U.S. LEXIS 4338; 75 U....

Jeremy Toljan Informasi pribadiTanggal lahir 08 Agustus 1994 (umur 29)Tempat lahir Stuttgart, JermanTinggi 182 m (597 ft 1 in)Posisi bermain BekInformasi klubKlub saat ini 1899 HoffenheimNomor 15Karier junior-2009 Stuttgarter Kickers2009-2011 VfB Stuttgart2011-2013 1899 HoffenheimKarier senior*Tahun Tim Tampil (Gol)2013– 1899 Hoffenheim 10 (0)Tim nasional‡2013- Jerman U-20 4 (0) * Penampilan dan gol di klub senior hanya dihitung dari liga domestik dan akurat per ...

For the hit single of 1958 by Buddy Holly & the Crickets, see Maybe Baby (song). For the film of 1988 released internationally as Maybe Baby, see For Keeps (film). 2000 British filmMaybe BabyTheatrical release posterDirected byBen EltonWritten byBen EltonProduced byPhil McIntyreStarringHugh LaurieJoely RichardsonAdrian LesterJames PurefoyTom HollanderJoanna LumleyRowan AtkinsonEmma ThompsonDawn FrenchCinematographyRoger LanserEdited byPeter HollywoodMusic byColin TownsProductioncompaniesP...

Halaman ini berisi artikel tentang ekstremitas bawah secara keseluruhan. Untuk bagian ekstremitas bawah yang menapak tanah, lihat Kaki. Tungkai manusia Tungkai serangga Tungkai (terkadang juga disebut secara kurang tepat sebagai kaki) merupakan bagian ekstremitas pada binatang yang bergerak di atas permukaan tanah dan digunakan sebagai alat untuk berpindah tempat (lokomosi). Tungkai pada hewan vertebrata umumnya berpasangan. Jumlah tungkai pada hewan sangatlah beragam. Pada hewan tetrapedal, ...

Шалфей обыкновенный Научная классификация Домен:ЭукариотыЦарство:РастенияКлада:Цветковые растенияКлада:ЭвдикотыКлада:СуперастеридыКлада:АстеридыКлада:ЛамиидыПорядок:ЯсноткоцветныеСемейство:ЯснотковыеРод:ШалфейВид:Шалфей обыкновенный Международное научное наз...

American professional organization Authors GuildFormation1912; 112 years ago (1912)Legal status501(c)(6) organization[1]PurposeAdvocacyHeadquartersNew York City, New York, U.S.Membership 9,000Council PresidentMaya Shanbhag LangFoundation PresidentLaura PedersenKey peopleMary Rasenberger, CEOAffiliationsIFJWebsiteauthorsguild.orgFormerly calledAuthors League of America The Authors Guild is America's oldest and largest professional organization for writers and provides...

American stock car racing driver NASCAR driver Travis KittlesonKittleson at Milwaukee in 2009.Born (1979-12-21) December 21, 1979 (age 44)Merritt Island, FloridaNASCAR Xfinity Series career11 races run over 5 years2009 position81stBest finish81st (2009)First race2004 Sam's Town 250 (Memphis)Last race2009 Virginia 529 College Savings 250 (Richmond) Wins Top tens Poles 0 0 0 NASCAR Craftsman Truck Series career8 races run over 2 yearsBest finish55th (2006)First race2006 Toyota Tundra 200 (...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne s'appuie pas, ou pas assez, sur des sources secondaires ou tertiaires (février 2022). Pour améliorer la vérifiabilité de l'article ainsi que son intérêt encyclopédique, il est nécessaire, quand des sources primaires sont citées, de les associer à des analyses faites par des sources secondaires. Cet article est une ébauche concernant une chanson en langue française, le Concours Eurovisio...

Cet article possède des paronymes, voir Phyrique et Phtisique. Pour les articles homonymes, voir Physique (homonymie). PhysiquePartie de Science de la naturePratiqué par Physicien ou physicienne, professeur de physique (d)Champs Astrophysiquephysique expérimentaleObjets MatièreénergieHistoire Histoire de la physiquemodifier - modifier le code - modifier Wikidata La physique est la science qui essaie de comprendre, de modéliser et d'expliquer les phénomènes naturels de l'Univers. Elle...

In matematica un numero trascendente è un numero irrazionale che non è un numero algebrico, ossia non è la soluzione di nessuna equazione polinomiale della forma: a n x n + a n − 1 x n − 1 + ⋯ + a 1 x + a 0 = 0 {\displaystyle a_{n}x^{n}+a_{n-1}x^{n-1}+\cdots +a_{1}x+a_{0}=0} dove n ≥ 1 {\displaystyle n\geq 1} e i coefficienti a i {\displaystyle a_{i}} sono razionali non tutti nulli. L'insieme dei numeri trascendenti non è chiuso rispetto all'addizione o al prod...

American politician Devin CarneyMember of the Connecticut House of Representatives from the 23rd districtIncumbentAssumed office January 7, 2015Preceded byMarilyn Giuliano Personal detailsBorn (1984-05-10) May 10, 1984 (age 39)Political partyRepublican Devin Carney (born May 10, 1984) is an American politician who has served in the Connecticut House of Representatives from the 23rd district since 2015. Carney is a Republican who served as cochairman of the Connecticut Future Caucus u...

Tiong-tikus Periode Paleocene - Holocene, 62.5–0 jtyl[1] PreЄ Є O S D C P T J K Pg N Coliidae Speckled Mousebird TaksonomiKerajaanAnimaliaFilumChordataKelasAvesOrdoColiiformesFamiliColiidae Swainson, 1837 lbs Tiong-tikus adalah burung dalam ordo Coliiformes . Mereka adalah kelompok saudara dari clade Cavitaves, yang mencakup Leptosomiformes ( tiong-lampu kangkok), Trogoniformes ( luntur ), Bucerotiformes ( rangkong dan hudhud ), Piciformes ( pelatuk, tukan, dan barbets ) dan ...

Australian physicist and humanitarian Eric BurhopFRSBurhop uses an optical pyrometer to measure the temperature within an apparatusBorn(1911-01-31)31 January 1911Hobart, Tasmania, AustraliaDied22 January 1980(1980-01-22) (aged 68)Camden, London, EnglandAlma materUniversity of MelbourneUniversity of CambridgeAwardsFellow of the Royal Society (1963)Joliot-Curie Medal of Peace (1965)Lenin Peace Prize (1972)Order of Saints Cyril and Methodius (1973)Scientific careerInstitutionsCavendish...

Prince Albert v StrangeCourtHigh Court of ChanceryDecided1849 Before Going to Bed - three views of Princess Vicky at the age of two, drawn and etched by Queen Victoria in 1843 Prince Albert v Strange was a court decision made by the High Court of Chancery in 1849, and began the development of confidence law in England.[1] The court awarded Prince Albert an injunction, restraining Strange from publishing a catalogue describing Prince Albert's etchings. Lord Cottenham LC noted that thi...

Characteristic of geographical land divisions not being interrupted by other land or water Åland, the autonomous region of Finland, and the Turku archipelago belonging to the rest of Finland in the Archipelago Sea. Geographic contiguity is the characteristic in geography of political or geographical land divisions, as a group, not being interrupted by other land or water. Such divisions are referred to as being contiguous. In the United States, for example, the 48 contiguous states excludes ...

Fountain of Cardinal Points Fântâna Punctelor CardinaleFountainThe fountain after the rehabilitation in 2012DesignȘtefan IojicăCompletion1978Dimensions44 m in diameterManagerAquatimLocationTimișoara, RomaniaCoordinates: 45°45′28″N 21°13′58″E / 45.75778°N 21.23278°E / 45.75778; 21.23278 Fountain of Cardinal Points is one of the representative fountains of Timișoara, being located near Ion I.C. Brătianu Square, at the intersection of Oituz Street and T...

New Zealand Māori academic and public servant Sir Tamati ReedyKNZMReedy in 2011BornTamati Muturangi Reedy (1936-07-16) 16 July 1936 (age 87)Ruatoria, New ZealandSpouseTilly MoekeChildrenEightRelativesMateroa Reedy (grandmother)Arnold Reedy (uncle)Academic backgroundAlma materUniversity of HawaiʻiThesisComplex sentence formation in Maori (1979)Academic workDisciplineLinguisticsInstitutionsUniversity of Waikato Rugby playerRugby union careerPosition(s) Wing, fullbackProvincial / Sta...