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EleutherAIJenis usahaLembaga penelitian nirlabaDidirikan3 Juli 2020; 3 tahun lalu (2020-07-03)[1]Pendiri Connor Leahy Leo Gao Sid Black Tokoh penting Stella Biderman Curtis Huebner Shivanshu Purohit Ben Wang SektorKecerdasan buatanProdukGPT-Neo, GPT-J, The PileSitus webeleuther.ai Portal InternetSunting kotak info • L • BBantuan penggunaan templat ini EleutherAI (/əˈluːθər/[2]) adalah sebuah lembaga penelitian kecerdasan buatan nirlaba. Kelomp...

BadlishahSultan KedahPendahuluSultan Abdul Hamid Halim ShahPenerusSultan Abdul Halim Mu'adzam ShahKelahiran(1894-03-10)10 Maret 1894Kematian13 Juli 1958WangsaKedahAyahSultan Abdul Hamid Halim ShahPasanganTunku Sofia binti Tunku MahmudTunku Asmah ibni Almarhum Sultan Badrul Alam ShahAnakSultan Abdul Halim Mu'adzam Shah Sultan Badlishah atau Sultan Sir Badlishah ibni al-Marhum Sultan Sir Abdul Hamid Halim Shah, Sultan dan Yang di-Pertuan Kedah Dar ul-Aman, KCMG, KBE, (17 Maret 1894 –...

US Supreme Court justice since 2022 (born 1970) Ketanji Brown JacksonOfficial portrait, 2022Associate Justice of the Supreme Court of the United StatesIncumbentAssumed office June 30, 2022Nominated byJoe BidenPreceded byStephen BreyerJudge of the United States Court of Appeals for the District of Columbia CircuitIn officeJune 17, 2021 – June 29, 2022Nominated byJoe BidenPreceded byMerrick GarlandSucceeded byFlorence Y. PanJudge of the United States District Court for the Distri...

Pour les articles homonymes, voir Charles, Ray Robinson et Robinson. Ray CharlesRay Charles pose au piano en 1969.BiographieNaissance 23 septembre 1930Albany (Géorgie, États-Unis)Décès 10 juin 2004 (à 73 ans)Beverly Hills (Californie, États-Unis)Sépulture Inglewood Park Cemetery (en)Nom de naissance Ray Charles RobinsonSurnom The GeniusPseudonyme Ray CharlesNationalité américaineDomiciles Greenville, Seattle, Los AngelesFormation Florida School for the Deaf and Blind (en) (1937...

Si ce bandeau n'est plus pertinent, retirez-le. Cliquez ici pour en savoir plus. Cet article ne cite pas suffisamment ses sources (juin 2017). Si vous disposez d'ouvrages ou d'articles de référence ou si vous connaissez des sites web de qualité traitant du thème abordé ici, merci de compléter l'article en donnant les références utiles à sa vérifiabilité et en les liant à la section « Notes et références ». En pratique : Quelles sources sont attendues ? Comm...

У этого термина существуют и другие значения, см. Плато (значения). Плато Рорайма Плато́ (фр. plateau, от plat — «плоский») — возвышенная равнина с ровной или волнистой слабо разделённой поверхностью, ограниченная отчётливыми уступами от соседних равнинных пространств...

Church in New York, United StatesImmaculate Conception St. Mary's ChurchChurch of the Immaculate ConceptionFront façade of the church40°55′49.8″N 73°53′54.4″W / 40.930500°N 73.898444°W / 40.930500; -73.898444Location103 S Broadway,Yonkers, New YorkCountryUnited StatesDenominationCatholicWebsiteicmary.comHistoryStatusParish churchFounded1848DedicationImmaculate ConceptionDedicatedNovember 16, 1851ArchitectureArchitect(s)Lawrence J. O'ConnorArchitectural ty...

Clothing and fashion trends of the Byzantine Empire A 14th-century military martyr wears four layers, all patterned and richly trimmed: a cloak with tablion over a short dalmatic, another layer (?), and a tunic Byzantine dress changed considerably over the thousand years of the Empire,[1] but was essentially conservative. Popularly, Byzantine dress remained attached to its classical Greek roots with most changes and different styles being evidenced in the upper strata of Byzantine soc...

Mathematics of integer properties For the book by André Weil, see Number Theory: An Approach Through History from Hammurapi to Legendre. Not to be confused with Numerology. The distribution of prime numbers is a central point of study in number theory. This Ulam spiral serves to illustrate it, hinting, in particular, at the conditional independence between being prime and being a value of certain quadratic polynomials. Part of a series onMathematics History Outline Index Areas Number theory ...

† Египтопитек Реконструкция внешнего вида египтопитека Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:Четвероно...

FOLR2 التراكيب المتوفرة بنك بيانات البروتينOrtholog search: PDBe RCSB قائمة رموز معرفات بنك بيانات البروتين 4KMY, 4KMZ, 4KN0, 4KN1, 4KN2 المعرفات الأسماء المستعارة FOLR2, BETA-HFR, FBP, FBP/PL-1, FR-BETA, FR-P3, folate receptor beta, FRbeta, FOLR1 معرفات خارجية الوراثة المندلية البشرية عبر الإنترنت 136425 MGI: MGI:95569 HomoloGene: 627 GeneCards: 2350 علم �...

Artikel ini tidak memiliki referensi atau sumber tepercaya sehingga isinya tidak bisa dipastikan. Tolong bantu perbaiki artikel ini dengan menambahkan referensi yang layak. Tulisan tanpa sumber dapat dipertanyakan dan dihapus sewaktu-waktu.Cari sumber: Musik tegalan – berita · surat kabar · buku · cendekiawan · JSTOR Musik TegalanSumber aliranDangdutCampursariTarlingSumber kebudayaanAkhir tahun 1970-an di Brebes dan TegalAlat musik yang biasa digunakan...

1982 single by Bruce Springsteen Not to be confused with the 1948 song On the Boardwalk (In Atlantic City). Atlantic CitySingle by Bruce Springsteenfrom the album Nebraska B-sideMansion on the HillReleasedOctober 1982[1]RecordedJanuary 3, 1982StudioThrill Hill East, Colts Neck, New JerseyGenreFolk rockLength4:00Label Columbia (album) CBS 2794 (UK single) Songwriter(s)Bruce SpringsteenProducer(s)Bruce SpringsteenBruce Springsteen UK singles chronology Cadillac Ranch (1981) Atlantic...

SMA Negeri 4 SemarangInformasiDidirikan16 Januari 1978JenisSekolah NegeriNomor Statistik Sekolah30006Nomor Pokok Sekolah Nasional30.1.03.63.04.004Kepala SekolahWiwin Sri Winarni, S.S.AlamatLokasiJl. Karangrejo Raya 12A Banyumanik, Semarang, Jawa Tengah,  IndonesiaTel./Faks.+62 24 7471 540Situs [email protected] SMA Negeri 4 Semarang, merupakan salah satu Sekolah Menengah Atas Negeri yang ada di Semarang, yang beralamat di Jl. Karangrejo Raya 12A ...

خوفوتمثال لخوفو بالمتحف المصريفرعون مصرسبقهسنفروتبعهچدف رع الألقاب الملكية اسم التتويج: خوفوḪw(j).f w(j)أنا محمي / هو يحميني[1] تهجئة بديلة: خنوم خوفو ẖnmw ḫwj=f w(j) خنوم يحميني اسم حورس: ميجيدو Mḏd.w[2]من يحطم أعداء حور تهجئة بديلة: الاسم النبتي: نبتي إر مجدد Mḏd-r-Nnb.tj...

Information OfficeSeal of IHAgency overviewFormedMarch 1, 1990; 34 years ago (1990-03-01)[1]TypeIntelligence agencyHeadquarters1539 Budapest, HungaryMottoHome before everythingEmployees~800 (estimate)Agency executivedr. Krisztián Oláh[2], Director generalParent departmentMinistry of Foreign AffairsWebsiteih.gov.hu Information Office (Hungarian: Információs Hivatal) is a civilian foreign intelligence service of Hungary, officially tasked with gathering and...

Évolution de la température lors de la solidification d'un eutectique. Un eutectique (du grec εὔτηκτος -eútēktos- : qui fond aisément) est un mélange de deux ou plusieurs corps purs qui fondent et se solidifient à température constante de manière uniforme, contrairement aux mélanges habituels où le changement de température conduit à une variation de la proportion de solide par rapport à celle de liquide. Il se comporte en fait comme un corps pur du point de vue de...

American freight shipping company R+L Carriers, Inc.LTL terminal in West Salem, WisconsinCompany typePrivateIndustryLess than truckload (LTL) ShippingFounded1965FounderRalph L. Larry RobertsHeadquartersWilmington, Ohio, USAArea served50 States U.S. Virgin IslandsCanada Puerto Rico Dominican RepublicKey peopleRalph L. Larry Roberts I (Founder) Roby Roberts (CEO) Robert G. Zimmerman (President)Number of employeesUnder 10,000 (2015)Websiterlcarriers.com R+L Carriers is a privately owned American...

Globular cluster in the constellation Ophiuchus NGC 6304Observation data (J2000.0[1] epoch)ClassVI [2]ConstellationOphiuchus[3]Right ascension17h 14m 32.25s [1]Declination−29° 27′ 43.3″ [1]Distance19.2 kly [2]Apparent magnitude (V)9.03 [1]Apparent dimensions (V)3.8'Physical characteristicsVHB16.25 [4]Metallicity [ Fe / H ] {\displaystyle {\begin{smallmatrix}\left[{\ce {Fe}}/{\ce {H}}\right]\end{smallm...

この項目では、パズルゲームシリーズの第1作について説明しています。 シリーズ全体については「ぷよぷよシリーズ」をご覧ください。 この作品の同名モンスターについては「ぷよぷよ (ゲームキャラクター)」をご覧ください。 『ぷよぷよ』（Puyo Puyo）は、コンパイルが開発し、1991年10月25日に徳間書店インターメディアから発売された落ち物パズルゲーム。また、�...