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Ellesse AndrewsInformasi pribadiTinggi1,77 mBerat72 kg[1]Catatan membalapDisiplinTrekKategoriSprinter Perolehan medali Sepeda trek putri Mewakili Selandia Baru Olimpiade 2020 Tokyo Keirin Kejuaraan Dunia 2023 Glasgow Keirin 2023 Glasgow Sprint Pesta Olahraga Persemakmuran 2022 Birmingham Sprint beregu 2022 Birmingham Sprint 2022 Birmingham Leirin 2022 Birmingham Pursuit beregu Kejuaraan Dunia|Kejuaraan Dunia Junior 2016 Aigle Sprint beregu 2017 Montichiari Pursuit tunggal 2017 M...
Untuk kegunaan lain, lihat Dragon Age (disambiguasi). Dragon AgeBerkas:Dragon Age (series) logo.pngGenrePermainan peran videoPengembangBioWarePenerbitElectronic ArtsPembuatDavid Gaider dan BioWarePlatformMicrosoft Windows, PlayStation 3, PlayStation 4, Xbox 360, Xbox One, OS XAsal platformMicrosoft Windows, Xbox 360, PlayStation 3Rilis pertamaDragon Age: Origins3 November 2009Rilis terakhirDragon Age: Inquisition18 November 2014 Dragon Age adalah sebuah serial permainan peran video fantasi ti...
Sports teams of Dartmouth College, New Hampshire, USA Not to be confused with The Green (Dartmouth College). Dartmouth Big GreenUniversityDartmouth CollegeConferenceIvy League (primary)ECAC HockeyNEISA (sailing)EISA (skiing)EARC (rowing)ECAC (equestrian)CSA (squash)NCAADivision I (FCS)Athletic directorHarry SheehyLocationHanover, New HampshireVarsity teams34 varsityFootball stadiumMemorial FieldBasketball arenaLeede ArenaBaseball stadiumRed Rolfe Field at Biondi ParkSoccer stadiumBurnham Fiel...
حمض الدوديكانديويك حمض الدوديكانديويك الاسم النظامي (IUPAC) Dodecanedioic acid المعرفات الاختصارات DDDA CAS 693-23-2 بوب كيم 12736 مواصفات الإدخال النصي المبسط للجزيئات C(CCCCCC(=O)O)CCCCC(=O)O[1] المعرف الكيميائي الدولي InChI=1S/C12H22O4/c13-11(14)9-7-5-3-1-2-4-6-8-10-12(15)16/h1-10H2,(H,13,14)(H,15,16)[1] InChIKey:TVIDDXQYHWJXFK...
Supreme Court of PolandPolish: Sąd NajwyższyEstablishedSeptember 1, 1917; 106 years ago (1917-09-01)LocationWarsawComposition methodPresidential nominationAuthorized byConstitution of PolandNumber of positions120 (by statute)Websitesn.plFirst President of the Supreme CourtCurrentlyMałgorzata ManowskaSinceMay 25, 2020; 3 years ago (2020-05-25) Politics of Poland Government Constitution of Poland Law Human rights Legislature Parliament of Poland Current Pa...
His ExcellencyShipokosa Paulus MashatileMP Wakil Presiden Afrika Selatan ke-9PetahanaMulai menjabat 7 Maret 2023PresidenCyril RamaphosaPendahuluDavid MabuzaPenggantiPetahanaAnggota Majelis NasionalPetahanaMulai menjabat 6 Februari 2023PendahuluTshilidzi MunyaiPenggantiPetahanaMasa jabatan31 Oktober 2010 – 2 Februari 2016Daerah pemilihanGautengWakil Presiden Kongres Nasional Afrika ke-11PetahanaMulai menjabat 19 Desember 2022PresidenCyril RamaphosaPendahuluDavid MabuzaPe...
Содержание 1 Состав 2 История и цели 3 Издание пособия 4 Проект WNS 5 «Кодекс этики» 6 См. также 7 Примечания 8 Литература 9 Ссылки Всемирная ассоциация по развитию филателии Тип организации международная ассоциация[d] Основание Дата основания 1997 Всеми́рная ассоциа́ция по разв...
This is a WikiProject, an area for focused collaboration among Wikipedians. New participants are welcome; please feel free to participate! Guide to WikiProjects Directory of WikiProjects This is the talk page for discussing WikiProject South America and anything related to its purposes and tasks. Put new text under old text. Click here to start a new topic. New to Wikipedia? Welcome! Learn to edit; get help. Assume good faith Be polite and avoid personal attacks Be welcoming to newcomers Seek...
Kenjiro TsudaKenjiro Tsuda, 2018Nama asal津田 健次郎Lahir11 Juni 1971 (umur 52)[1] Prefektur Osaka, Jepang[1]AlmamaterUniversitas MeijiPekerjaan Pemeran pengisi suara narator sutradara Tahun aktif1995–sekarangAgenANDSTIRTinggi170 cm (5 ft 7 in)[1]Situs webtsudaken.jp Kenjiro Tsuda (津田 健次郎code: ja is deprecated , Tsuda Kenjirō, lahir 11 Juni 1971) adalah seorang pemeran, pengisi suara, narator, dan sutradara asal Prefektu...
Camille Jordan, auteur du théorème clé de la théorie En mathématiques et plus précisément en algèbre non commutative, un module sur un anneau est dit semi-simple ou complètement réductible s'il est somme directe de sous-modules simples ou, ce qui est équivalent, si chacun de ses sous-modules possède un supplémentaire. Les propriétés des modules semi-simples sont utilisées en algèbre linéaire pour l'analyse des endomorphismes, dans le cadre des anneaux semi-simples et pour la...
Berikut adalah calon anggota Dewan Perwakilan Daerah Papua Barat Daya periode 2024-2029, ditampilkan berdasarkan nomor urut masing-masing calon.[1] Nomor Urut Potret Nama Jenis Kelamin Domisili 1 Agil Saeni, S.Hut., M.Si. Laki-laki Kota Sorong 2 Agustinus R. Kambuaya, S.I.P. Laki-laki Maybrat 3 Amalut Boinauw, S.I.P. Laki-laki Kota Sorong 4 Amus Atkana, S.H., S.Pt., M.M. Laki-laki Maybrat 5 H. Hartono Laki-laki Kota Sorong 6 Hasbi Suaib, S.T., M.H. Laki-laki Kabupaten Raja Ampat 7 Pdt...
Chemical compound JWH-133Identifiers IUPAC name (6aR,10aR)-3-(1,1-Dimethylbutyl)-6a,7,10,10a-tetrahydro -6,6,9-trimethyl-6H-dibenzo[b,d]pyran CAS Number259869-55-1 NPubChem CID6918505IUPHAR/BPS747ChemSpider5293702 YUNIITDG8048RDAChEBICHEBI:146243ChEMBLChEMBL371214 YCompTox Dashboard (EPA)DTXSID30426077 Chemical and physical dataFormulaC22H32OMolar mass312.497 g·mol−13D model (JSmol)Interactive image SMILES O3c1cc(ccc1[C@@H]2C\C(=C/C[C@H]2C3(C)C)C)C(C)(C)CCC InChI InChI=...
Artikel ini membutuhkan rujukan tambahan agar kualitasnya dapat dipastikan. Mohon bantu kami mengembangkan artikel ini dengan cara menambahkan rujukan ke sumber tepercaya. Pernyataan tak bersumber bisa saja dipertentangkan dan dihapus.Cari sumber: Shinsegae – berita · surat kabar · buku · cendekiawan · JSTOR (November 2016) Shinsegae Inc.Nama asli주식회사 신세계JenisPublikKode emitenKRX: 004170IndustriRitelPendahuluGerai Mitsukoshi Keijō (Gyeon...
Village in Cheshire, England Human settlement in EnglandDodlestonSt Mary's Church, DodlestonDodlestonLocation within CheshirePopulation715 (2011 census)OS grid referenceSJ362610Civil parishDodlestonUnitary authorityCheshire West and ChesterCeremonial countyCheshireRegionNorth WestCountryEnglandSovereign stateUnited KingdomPost townCHESTERPostcode districtCH4Dialling code01244PoliceCheshireFireCheshireAmbulanceNorth West UK ParliamentCity of Chester...
Specialized subtype of cytotoxic lymphocyte Adaptive natural killer cellHuman natural killer cell, colorized scanning electron micrographDetailsSystemImmune systemFunctionCytotoxic lymphocyteAnatomical terms of microanatomy[edit on Wikidata] An adaptive natural killer (NK) cell or memory-like NK cell is a specialized natural killer cell that has the potential to form immunological memory.[1][2] They can be distinguished from cytotoxic NK (cNK) cells by their receptor expre...
Questa voce sull'argomento centri abitati del New Jersey è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Hardingtownship(EN) Harding Township, New Jersey Harding – Veduta LocalizzazioneStato Stati Uniti Stato federato New Jersey ConteaMorris TerritorioCoordinate40°44′16.08″N 74°29′43.08″W40°44′16.08″N, 74°29′43.08″W (Harding) Altitudine112 m s.l.m. Superficie...
فك علوي منظر جانبي: يظهر الفك العلوي في أسفل ويمين الصورة باللون الأخضر منظر أمامي: يظهر الفك العلوي في مركز الصورة باللون الأصفرمنظر أمامي: يظهر الفك العلوي في مركز الصورة باللون الأصفر تفاصيل يتكون من ناتئ سنخي نوع من كيان تشريحي معين [لغات أخرى]، وعظام غي...
تشيانغ مي (بالتايلندية: เทศบาลนครเชียงใหม่) تشيانغ مي تاريخ التأسيس 1296 تقسيم إداري البلد تايلاند[1][2] عاصمة لـ محافظة تشيانغ مي محافظة تشيانغ مي المسؤولون العمدة تاتساناي بورانوباكورن خصائص جغرافية إحداثيات 18°47′20″N 98°59′00″E / 18.78...
American sports coach (1885–1927) R. M. BrownBrown pictured in Bugle 1909, VPI yearbookBiographical detailsBorn(1885-08-02)August 2, 1885Elizabeth, New Jersey, U.S.DiedMarch 31, 1927(1927-03-31) (aged 41)Elizabeth, New Jersey, U.S.Playing careerFootball1907Princeton Position(s)EndCoaching career (HC unless noted)Football1908VPI1909ColgateBasketball1908–1909VPIBaseball1909VPI Administrative career (AD unless noted)1908VPI Head coaching recordOverall10–6–1 (football)4–2 (basketba...
The return to initial themes in a composition Recapitulation. Haydn's Sonata in G Major, Hob. XVI: G1, I, mm. 58-80 Playⓘ.[1] In music theory, the recapitulation is one of the sections of a movement written in sonata form. The recapitulation occurs after the movement's development section, and typically presents once more the musical themes from the movement's exposition. This material is most often recapitulated in the tonic key of the movement, in such a way that it reaffirms that...