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ChEMBLKontenDeskripsiBasis data biologiJenis dataMolekul dengan sifat dan aktivitas biologis seperti-obatKontakPusat penelitianLaboratorium Biologi Molekuler EropaLaboratorium Institut Bioinformatika EropaPenulisAndrew Leach, Pimpinan Tim 2016-sekarang; John Overington, Pimpinan Tim 2008-2015Kutipan utama21948594Tanggal rilis2009AksesSitus webChEMBLURL pengunduhanUnduhURL layanan webChEMBL WebservicesEndpoint SparqlChEMBL EBI-RDF PlatformPerangkatLain-lainLisensiData ChEMBL tersedia dalam Lis...

Location of Barbados in the Caribbean This is a list of amphibians and reptiles found on Barbados, a Caribbean island-nation in the Lesser Antilles. Barbados is largely flat and has been intensively cultivated for over 300 years. This has left little natural vegetation on the island, leaving most species found there restricted to narrow habitats such as wooded gullies.[1] Amphibians There are two species of amphibians on Barbados, at least one of which was introduced. Frogs (Anura) Tr...

Molosipat WKelurahanNegara IndonesiaProvinsiGorontaloKotaGorontaloKecamatanKota BaratKode Kemendagri75.71.01.1006 Kode BPS7571010006 Luas4000. km²Jumlah penduduk2000.. jiwaKepadatan20. jiwa/km² Kantor Lurah Molosipat W. Molosipat W adalah salah satu kelurahan di wilayah kecamatan Kota Barat, Kota Gorontalo, Provinsi Gorontalo, Indonesia. Referensi (Indonesia) Keputusan Menteri Dalam Negeri Nomor 050-145 Tahun 2022 tentang Pemberian dan Pemutakhiran Kode, Data Wilayah Administrasi Pemer...

Isobar untuk wilayah Amerika Utara, 5 Januari 1998. Wilayah tekanan rendah ditandai dengan tulisan LOW. Wilayah bertekanan rendah atau depresi, atau siklon, wilayah tekanan rendah, pusat tekanan rendah, atau sistem tekanan rendah adalah sebagaian wilayah atmosfer Bumi yang memiliki tekanan udara lebih rendah dibandingkan wilayah di sekitarnya pada ketinggian yang sama. Wilayah tekanan rendah dapat digambarkan pada peta sebagai sebuah wilayah tertutup dengan nilai isobar yang semakin menurun m...

Пам'ятник Миколаю Копернику 52°14′17″ пн. ш. 21°01′05″ сх. д. / 52.23805556002777450° пн. ш. 21.018055560027779194° сх. д. / 52.23805556002777450; 21.018055560027779194Координати: 52°14′17″ пн. ш. 21°01′05″ сх. д. / 52.23805556002777450° пн. ш. 21.018055560027779194° сх. д. / 52.238...

Speicheldrüsen:1 Glandula parotidea2 Glandula submandibularis3 Glandula sublingualis Gemeinsame Ausführungsöffnung der Unterkiefer- und Unterzungenspeicheldrüse: Caruncula sublingualis Die Unterzungenspeicheldrüse oder Glandula sublingualis ist eine der drei großen Speicheldrüsen der Säugetiere, welche den Speichel produzieren. Die Unterzungenspeicheldrüse bildet beim Menschen ein gemischtes, jedoch überwiegend muköses Sekret.[1] Bei Pferden und Raubtieren ist sie ebenfalls...

Ця стаття має кілька недоліків. Будь ласка, допоможіть удосконалити її або обговоріть ці проблеми на сторінці обговорення. Ця стаття недостатньо ілюстрована. Ви можете допомогти проєкту, додавши зображення до цієї статті. (січень 2020) Пам'ятник воїнам-інтернаціоналіст

دوائر النباتات الخضراء المروية في المملكة العربية السعودية ، أبريل 1997 الري في السعودية، الري هو سُقيا التربة الزراعية بالماء لسد احتياج النباتات،[1] وفي المملكة العربية السعودية من أهم طرق الري هي طريقة الري المحوري حيث أن طبيعه البلد من المناطق الجافة أي القليلة المو...

The list of shipwrecks in March 1843 includes ships sunk, foundered, wrecked, grounded, or otherwise lost during March 1843. This is a dynamic list and may never be able to satisfy particular standards for completeness. You can help by adding missing items with reliable sources. March 1843 MonTueWedThuFriSatSun 1 2 3 4 5 6 7 8 9 10 11 12 13 14 15 16 17 18 19 20 21 22 23 24 25 26 27 28 29 30 31 Unknown date References 1 March List of shipwrecks: 1 March 1843 Ship Country Description Lord Anson...

Ini adalah nama Batak Toba, marganya adalah Nababan. Putra NababanAnggota Dewan Perwakilan RakyatRepublik IndonesiaPetahanaMulai menjabat 1 Oktober 2019Daerah pemilihanDKI Jakarta I Informasi pribadiLahirJames Parulian Putra Nababan28 Juli 1974 (umur 49)Jakarta, IndonesiaKebangsaanIndonesiaPartai politikPartai Demokrasi Indonesia PerjuanganSuami/istriMira Maria Melati SiraitAnak2Orang tuaPanda Nababan (ayah)Ria Purba (ibu)KerabatSoritua Albert Ernst Nababan (amang tua)Asmara Nababan ...

Para la película basada en esta novela, véase Harry Potter y la piedra filosofal (película). Para el videojuego, véase Harry Potter y la piedra filosofal (videojuego). Harry Potter y la piedra filosofal de J. K. Rowling Género NovelaSubgénero FantasíaAventurasTema(s) Mago y piedra filosofal Universo ficticio Universo de Harry Potter Ambientada en 1992 y 1991 Londres en la ficción, Privet Drive, terrenos de Hogwarts, Diagon Alley, Reino Unido, Inglaterra y Escocia Edición origina...

Japanese actor This article is about the actor. For the chemist, see Makoto Fujita (chemist). You can help expand this article with text translated from the corresponding article in Japanese. (February 2022) Click [show] for important translation instructions. View a machine-translated version of the Japanese article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the trans...

Subscription-based content network TAPP TV logo TAPP TV (TAPP stands for TV APP) is a subscription-based online video content network, home to individual channels built around public personalities with large followings.[1][2] It was founded in 2013 by Jeff Gaspin, former chairman of NBC Universal Television, and Jonathan Klein, former president of CNN US. Michael Greer, former CTO of the Onion, is TAPP's co-founder and CTO. TAPP TV subscribers pay $9.95 per month or $99.95 per...

French mathematician (1838–1922) For the French politician, see Camille Jordan (politician). Camille JordanBorn(1838-01-05)5 January 1838LyonDied22 January 1922(1922-01-22) (aged 84)ParisNationalityFrenchAlma materÉcole polytechniqueKnown forJordan curve theoremJordan decompositionJordan normal formJordan matrixJordan measureJordan totient functionJordan's inequalityJordan's lemmaJordan's theorem (symmetric group)Jordan–Chevalley decompositionJordan–Hölder theoremJordan...

This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material may be challenged and removed.Find sources: Proper orbital elements – news · newspapers · books · scholar · JSTOR (December 2008) (Learn how and when to remove this template message) Distribution of the difference between proper and osculating orbital elements for asteroids with semi-major axes lying bet...

You can help expand this article with text translated from the corresponding article in French. (April 2023) Click [show] for important translation instructions. View a machine-translated version of the French article. Machine translation, like DeepL or Google Translate, is a useful starting point for translations, but translators must revise errors as necessary and confirm that the translation is accurate, rather than simply copy-pasting machine-translated text into the English Wikipedi...

Bishop of Augsburg Johann Otto von GemmingenBishop of AugsburgJohann Otto von GemmingenChurchRoman CatholicDioceseDiocese of AugsburgIn office1591–1598PredecessorMarquard von BergSuccessorHeinrich von KnöringenPersonal detailsBorn(1545-10-23)23 October 1545TiefenbronnDied6 October 1598(1598-10-06) (aged 52)Dillingen Johann Otto von Gemmingen (23 October 1545 – 6 October 1598) was the Bishop of Augsburg from 1591 to 1598. Biography Johann Otto von Gemmingen was born in Tiefenbronn on...

Sociological concept used to study population The city of Atlanta, Georgia, was reported to have a daytime population of 676,431 in 2000, a 62.4% increase over the residential population of 416,474, making it the largest gain in daytime population in the country among cities with fewer than 500,000 residents.[1] Daytime population, also known as commuter-adjusted population,[2] is a demographic concept used in sociology referring to the number of people who are present in an a...

Questa voce sull'argomento politici italiani è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Andrea De Priamo Senatore della Repubblica ItalianaIn caricaInizio mandato13 ottobre 2022 LegislaturaXIX CoalizioneCentro-destra CircoscrizioneLazio Sito istituzionale Dati generaliPartito politicoIl Popolo della LibertàFratelli d'Italia Titolo di studioLaurea in giurisprudenza UniversitàU...

Автошлях М 18 Придорожнє кафе на автошляху М18 біля МелітополяЗагальні даніКраїна УкраїнаНомер ОбластіХарківська, Дніпропетровська, Запорізька, ХерсонськаАвтономна РеспублікаКримДовжина703,8 (723,9) кмпочатокХарківкінецьЯлтаOpenStreetMapr2141574  ·R Автошлях М 18  Автошлях М ...