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Project ASutradaraJackie ChanProduserRaymond ChowLeonard HoEdward TangDitulis olehJackie ChanEdward TangPemeranJackie ChanSammo HungYuen BiaoSinematograferCheung Yiu TsouPenyuntingPeter CheungTanggal rilis1983Durasi101 menitNegaraHong KongBahasaKantonSekuelProject A Part IIIMDbInformasi di IMDbAMGProfil All Movie Guide Project A Hanzi tradisional: A計劃 Hanzi sederhana: A计划 Alih aksara Mandarin - Hanyu Pinyin: A jìhuà - Wade-Giles: A Chi-hua Yue (Kantonis) - Romanisasi Yale: A Ji hwa ...
Gajahan timur Numenius madagascariensis Status konservasiGentingIUCN22693199 TaksonomiKerajaanAnimaliaFilumChordataKelasAvesOrdoCharadriiformesFamiliScolopacidaeGenusNumeniusSpesiesNumenius madagascariensis Linnaeus, 1766 Tipe taksonomiNumenius Tata namaSinonim taksonScolopax madagascariensis Linnaeus, 1766 Numenius cyanopus Vieillot, 1817 Numenius australis Gould, 1838 Numenius rostratus Gray, 1843[1]lbs Burung Gajahan timur ( Numenius madagascariensis ) adalah bu...
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Rabbinical dynasty VeretzkyYiddish: VeretzkyHasidic Jewish Rabbinical dynastyParent familyLandauPlace of originNyzhni Vorota, UkraineFounderRabbi Moshe Ber LandauCurrent headRabbi Yitzchak Meir Landau IISeatKhal Hisachdus Yirieim Veretzky (synagogue), in Midwood, Brooklyn, New York City, New York, United StatesTraditionsOrthodox JudaismCadet branchesZiditshov Veretzky is the name of a Hasidic Jewish Rabbinical dynasty originating in Nyzhni Vorota, Ukraine (known as Veretzky in Yiddish), near ...
Austroasiatic language spoken in Malaysia Cheq WongCeq Wong, ChewongNative toMalaysiaRegionPeninsula MalaysiaNative speakers460 (2008)[1]Language familyAustroasiatic AslianJahaicCheq WongLanguage codesISO 639-3cwgGlottologchew1245ELPChewong An ethnographic map of the Malay Peninsula showing were the Cheq Wong people live (in green). Cheq Wong (Ceq Wong, Chewong) is an Austroasiatic language spoken in the Malay Peninsula by the Cheq Wong people. It belongs to the Northern sub...
NanggulanKapanewonNegara IndonesiaProvinsiDaerah Istimewa YogyakartaKabupatenKulon ProgoPemerintahan • PanewuDrs. Jazil Ambar Was`anPopulasi • Total32,036 jiwa jiwaKode Kemendagri34.01.10 Kode BPS3401100 Luas- km²Desa/kelurahan6 Nanggulan (bahasa Jawa: ꦤꦁꦒꦸꦭ꧀ꦭꦤ꧀, translit. Nanggulan) adalah sebuah kecamatan di Kabupaten Kulon Progo, Provinsi Daerah Istimewa Yogyakarta, Indonesia. Daerah ini sebelumnya pernah berstatus sebagai kabupaten ...
土库曼斯坦总统土库曼斯坦国徽土库曼斯坦总统旗現任谢尔达尔·别尔德穆哈梅多夫自2022年3月19日官邸阿什哈巴德总统府(Oguzkhan Presidential Palace)機關所在地阿什哈巴德任命者直接选举任期7年,可连选连任首任萨帕尔穆拉特·尼亚佐夫设立1991年10月27日 土库曼斯坦土库曼斯坦政府与政治 国家政府 土库曼斯坦宪法 国旗 国徽 国歌 立法機關(英语:National Council of Turkmenistan) ...
Kalium pirosulfat Nama Nama IUPAC dikalium (sulfonatooksi)sulfonat Nama lain Kalium pirosulfat; kalium disulfat Penanda Nomor CAS 7790-62-7 Y Model 3D (JSmol) Gambar interaktif 3DMet {{{3DMet}}} ChemSpider 56432 Y Nomor EC PubChem CID 62681 Nomor RTECS {{{value}}} UNII AVJ6ZST7L6 CompTox Dashboard (EPA) DTXSID10889580 InChI InChI=1S/2K.H2O7S2/c;;1-8(2,3)7-9(4,5)6/h;;(H,1,2,3)(H,4,5,6)/q2*+1;/p-2 NKey: KAQHZJVQFBJKCK-UHFFFAOYSA-L NInChI=1/2K.H2O7S2/c;;1-8(2,3)7-9(4,5)...
American stage and screen actor (born 1982) Bryce PinkhamPinkham in 2016BornBryce Allen Pinkham (1982-10-19) October 19, 1982 (age 41)Redding, California, U.S.EducationBoston College (BA)Yale University (MFA)Occupation(s)Actor, singerYears active2010–presentMusical careerGenres Musical theatre Crossover Pop Instrument(s)Vocals Musical artist Bryce Allen Pinkham (born October 19, 1982) is an American actor and singer. He has appeared in the PBS period drama Mercy Street. On Broadwa...
Hermiston redirects here. For other uses, see Hermiston (disambiguation). City in Oregon, United StatesHermiston, OregonCityRiverfront Park & Umatilla RiverEtymology: Hermiston, Edinburgh (district of capital of Scotland)Motto: Where life is sweet.Location in OregonCoordinates: 45°49′58″N 119°17′06″W / 45.83278°N 119.28500°W / 45.83278; -119.28500CountryUnited StatesStateOregonCountyUmatillaIncorporated1907Government • TypeCouncil-Manag...
Calcolo letterale Monomio Binomio Trinomio Polinomio Prodotti notevoli Divisione dei polinomi Divisibilità dei polinomi Teorema di Ruffini Regola di Ruffini Divisibilità di binomi notevoli In algebra, il teorema del resto fornisce un metodo per calcolare il resto di un polinomio intero P ( x ) {\displaystyle P(x)} quando viene diviso per un binomio della forma ( x − a ) {\displaystyle (x-a)} , senza dover eseguire la divisione. Il teorema afferma che il resto di tale divisione è ug...
Federal electoral district of Germany 184 OffenbachElectoral districtfor the BundestagOffenbach in 2025StateHessePopulation367,100 (2019)Electorate219,511 (2021)Major settlementsOffenbach am MainDreieichLangenArea241.4 km2Current electoral districtCreated1949PartyCDUMemberBjörn SimonElected2017, 2021 Offenbach is an electoral constituency (German: Wahlkreis) represented in the Bundestag. It elects one member via first-past-the-post voting. Under the current constituency numbering system, it ...
Il fumoir di Tomaso Buzzi a Villa Necchi Campiglio Tomaso Buzzi (Sondrio, 30 settembre 1900 – Rapallo, 16 febbraio 1981) è stato un architetto, progettista e arredatore italiano. Indice 1 Biografia 2 Opere 3 Note 4 Bibliografia 5 Altri progetti 6 Collegamenti esterni Biografia Dopo la laurea in architettura presso l'allora Regio Istituto Tecnico Superiore, oggi Politecnico di Milano, entrò nel 1927 a far parte dell'associazione per la diffusione nella casa delle moderne arti figurative Il...
Voce principale: Campionato Dilettanti 1958-1959. Campionato Nazionale Dilettantifase Tridentina 1958-1959 Competizione Campionato Nazionale Dilettanti Sport Calcio Edizione 2ª Organizzatore FIGCLega Regionale Venezia Tridentina Luogo Italia Partecipanti 12 Formula Girone all'italiana Cronologia della competizione 1957-1958 1959-1960 Manuale Il Campionato Nazionale Dilettanti 1958-1959 è stato il V livello del campionato italiano. A carattere regionale, fu il secondo campionato dilet...
For other people named William Paterson, see William Paterson (disambiguation). Scottish actor (born 1945) Bill PatersonPaterson in December 2006BornWilliam Tulloch Paterson (1945-06-03) 3 June 1945 (age 79)Glasgow, ScotlandAlma materRoyal Conservatoire of ScotlandOccupationActorYears active1967–presentSpouse Hildegard Bechtler (m. 1984)Children2Websitebillpaterson.co.uk William Tulloch Paterson (born 3 June 1945) is a Scottish actor with a care...
Bola basket 3×3 pada Pesta Olahraga Solidaritas Islam 2017LokasiArena Bola BasketBakuTanggal18–21 Mei 2017Jumlah disiplin2JuaraPutra AzerbaijanPutri Azerbaijan← 2013 (5×5) Bola basket 3×3 pada Pesta Olahraga Solidaritas Islam 2017 adalah pelaksanaan cabang olahraga bola basket 3×3 pada penyelenggaraan Pesta Olahraga Solidaritas Islam 2017. Kompetisi pada cabang olahraga ini berlangsung di Arena Bola Basket, Baku, sejak tanggal 18 hingga 21 Mei 2017. Edisi ini menand...
Italian painter (c. 1590–1645) Paolo Domenico Finoglia, Immaculate Conception, 1620, Palais des Beaux-Arts, Lille. Paolo Domenico Finoglia, or Finoglio (c. 1590 – 1645), was an Italian painter of the early-Baroque period, active mainly in South Italy, including Naples and towns in Apulia. Life Finoglia was born in Orta di Atella, near Naples, but sometimes signed his work Neapolitanus. He likely apprenticed with Ippolito Borghese, but derived from Battistello Caracciolo a tenebrist ...
SuperLiga 2017-2018Jelen SuperLiga 2017-2018 Competizione SuperLiga Sport Calcio Edizione 12ª Organizzatore FSS Date dal 21 luglio 2017al 19 maggio 2018 Luogo Serbia Partecipanti 16 Risultati Vincitore Stella Rossa(4º titolo) Retrocessioni Javor IvanjicaBorac Čačak Statistiche Miglior marcatore Aleksandar Pešić (25) Incontri disputati 296 Gol segnati 802 (2,71 per incontro) Cronologia della competizione 2016-2017 2018-2019 Manuale La SuperLiga 2017-2018 è stata...
Place in Salzburg, AustriaWeißbach bei Lofer Coat of armsWeißbach bei LoferLocation within AustriaCoordinates: 47°31′00″N 12°45′00″E / 47.51667°N 12.75000°E / 47.51667; 12.75000CountryAustriaStateSalzburgDistrictZell am SeeGovernment • MayorJJosef Michael Hohenwarter (ÖVP)Area[1] • Total69.59 km2 (26.87 sq mi)Elevation666 m (2,185 ft)Population (2018-01-01)[2] • Total429...
Pour les articles homonymes, voir Aberration. En optique géométrique, on appelle aberration géométrique (ou aberration monochromatique[1]) un écart entre un rayon paraxial défini dans l'approximation de Gauss et le rayon réel correspondant. Une aberration géométrique peut également être caractérisée par un écart entre la surface d'onde paraxiale et la surface d'onde réelle. Voici quelques exemples d'aberrations géométriques[2] : Aberration Δ y i ∝ {\displa...