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本條目存在以下問題，請協助改善本條目或在討論頁針對議題發表看法。 此條目需要补充更多来源。 (2018年3月17日)请协助補充多方面可靠来源以改善这篇条目，无法查证的内容可能會因為异议提出而被移除。致使用者：请搜索一下条目的标题（来源搜索：羅生門 (電影) — 网页、新闻、书籍、学术、图像），以检查网络上是否存在该主题的更多可靠来源（判定指引）。 �...

Pimpinan Partai Buruh Australia (ALP) ada pada tingkat federal serta di setiap negara bagian dan wilayah di Australia. Pimpinan Partai Buruh Australia dipilih dari anggota parlemen masing-masing partai lokal, baik melalui keputusan anggota atau dengan masukan dari anggota ALP yang menduduki jabatan rendah. Pimpinan tingkat federal Ketua Berikut ini adalah daftar Ketua Partai Buruh Australia (periode waktu sebagai pelaksana jabatan ketua akan dimiringkan): # Ketua Partai Mulai Selesai Durasi j...

Town in Briceni District, Moldova Place in Briceni District, MoldovaLipcaniChurch in Lipcani FlagSealLipcaniLocation in MoldovaCoordinates: 48°16′N 26°48′E / 48.267°N 26.800°E / 48.267; 26.800Country MoldovaDistrictBriceni DistrictEstablished1699Government • MayorDumenco EvgheniiArea • Total4.58 sq mi (11.87 km2)Population (2014)[1] • Total4,685 • Density1,000/sq mi (390/km2)...

Championnats du monde de cyclo-cross 2024 Généralités Sport Cyclo-cross Organisateur(s) Union cycliste internationale Édition 75e Lieu(x) Tábor Tchéquie Date 2 février-4 février 2024 Épreuves 7 Site web officiel mstabor2024.cz Navigation Édition précédente Édition suivante modifier Les championnats du monde de cyclo-cross 2024, soixante-quinzième édition des championnats du monde de cyclo-cross, se déroulent du 2 au 4 février 2024 à Tábor en Tchéquie. Organisation Les cha...

† Человек прямоходящий Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:Синапсиды�...

This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) 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: The Journal of Popular Culture – news · newspapers · books · scholar · JSTOR (November 2010) (Learn how and...

American Internet personality (born 1997) Nash GrierGrier in 2015Born (1997-12-28) December 28, 1997 (age 26)[1]Greensboro, North Carolina, U.S.EducationDavidson Day SchoolKnown forVine videosPartner(s)Taylor Giavasis (2015–present; engaged)Children2Websitewww.nashgrier.com Nash Grier (born December 28, 1997) is an American Internet personality.[2] He became known for his online videos on the now-defunct video sharing service Vine in early 2013. By 2015, Grier was ...

Spanish politician In this Spanish name, the first or paternal surname is García-Margallo and the second or maternal family name is Marfil. José Manuel García-MargalloMinister of Foreign Affairs and CooperationIn office22 December 2011 – 4 November 2016Prime MinisterMariano RajoyPreceded byTrinidad JiménezSucceeded byAlfonso DastisMember of the Congress of DeputiesIn office13 January 2016 – 21 May 2019ConstituencyAlicanteIn office22 June 1986 – 19 ...

Female deity of the Kushan Empire The fire god Pharro (left) and Ardoksho, in a Kushan sculpture found at Gandhara. The style is influenced by Greco-Buddhist art and Ardoksho is shown holding a cornucopia (upper right), a feature apparently adopted from the Greek goddess Tyche. Ardoksho (Bactrian script Αρδοχϸο), also Romanised as Ardochsho, Ardokhsho and Ardoxsho, the Iranic goddess of wealth was a female deity of the Kushan Empire, in Central and South Asia during the early part of t...

Bilateral relationsGermany–Jordan relations Germany Jordan Germany–Jordan relations are described by the Federal Foreign Office as having been close and friendly for a long time. Germany is one of Jordan's most important partner countries, with intensive political and economic relations.[1] History Richard von Weizsäcker in Jordan (1985) Official diplomatic relations between Jordan and the Federal Republic of Germany (West Germany) were established in November 1953.[2] Si...

Case law reporting in US courts Federal Reporter, Third Series The Federal Reporter (ISSN 1048-3888) is a case law reporter in the United States that is published by West Publishing and a part of the National Reporter System.[1] It begins with cases decided in 1880; pre-1880 cases were later retroactively compiled by West Publishing into a separate reporter, Federal Cases. The fourth and current Federal Reporter series publishes decisions of the United States courts of appeals an...

Kantor Pusat Taisho Pharmaceutical Holdings Co.Ltd. (大正製薬ホールディングス株式会社,Taishōseiyaku hōrudingusu kabushikigaisha,TYO:4581)adalah perusahaan farmasi multinasional asal Jepang yang memproduksi, memasarkan & menjual obat-obatan dan minuman kesehatan.Perusahaan ini didirikan pada 12 Oktober 1912 (tahun pertama Taisho) oleh Kinjiro Ishii. Perusahaan ini berpusat di Toshima-ku,Tokyo,Jepang. Perusahaan ini memiliki divisi riset teknik farmasi untuk mengembangkan ...

Turkish mathematician and physicist Feza GürseyBorn(1921-04-07)April 7, 1921IstanbulDiedApril 13, 1992(1992-04-13) (aged 71)New Haven, ConnecticutAlma materIstanbul UniversityImperial College LondonUniversity of CambridgeKnown forChiral modelSU(6)Gürsey-Radicati mass formulaParents Reşit Süreyya Gürsey Remziye Hisar Scientific careerFieldsMathematical PhysicsInstitutionsBrookhaven National LaboratoryInstitute for Advanced StudyColumbia UniversityMiddle East Technical Unive...

Chinese insurance company Not to be confused with China Pacific Insurance Company, which has a similar Chinese name. Not to be confused with People's Insurance Company of China, former parent company, which has a name that similar to China Taiping's former name. China Taiping Insurance Holdings Company LimitedFormerlyChina Insurance International Holdings Company LimitedCompany typePublicTraded asSEHK: 966ISINHK0000055878IndustryFinancial servicesPredecessorTaiping Insurance Company, Lim...

  هذه المقالة عن المؤسسة العمومية للتلفزيون. لمعانٍ أخرى، طالع التلفزيون الجزائري. المؤسسة العمومية للتلفزيونالمؤسسة العمومية للتلفزيونالشعارخدمة عمومية ورسالة إعلاميةمعلومات عامةالبلد جزائريةالتأسيس 24 ديسمبر 1956النوع شركة تلفزيونيةالشكل القانوني مؤسسة صناعية و...

Italian fencer (born 1979) Margherita GranbassiPersonal informationBorn (1979-09-01) 1 September 1979 (age 44)Trieste, ItalySportSportFencing Medal record Women's fencing Representing  Italy Olympic Games 2008 Beijing Foil 2008 Beijing Team foil World Championships 2004 New York Team foil 2006 Turin Foil 2006 Turin Team foil 2007 St-Peterburg Foil European Championships 2006 İzmir Foil Margherita Granbassi (Italian pronunciation: [marɡeˈriːta ɡramˈbassi]; born 1 Septem...

Soviet unmanned Progress cargo spacecraft Progress 7A Progress 7K-TG spacecraftMission typeSalyut 6 resupplyCOSPAR ID1979-059A SATCAT no.11421[1] Spacecraft propertiesSpacecraftProgress (No.107)Spacecraft typeProgress 7K-TG[2]ManufacturerNPO Energia Start of missionLaunch date28 June 1979, 09:25:11 UTC[1]RocketSoyuz-U[2]Launch siteBaikonur, Site 31/6 End of missionDisposalDeorbitedDecay date20 July 1979, 01:57:30 UTC[3] Orbital parametersReference ...

DanjongRitratto di Danjong (c. 1927)Re di JoseonIn carica1452 –1455 Investituramaggio 1452 PredecessoreMunjong di Joseon SuccessoreSejo di Joseon Nome completoYi Hongwi Nascita9 agosto 1441 MorteContea di Yeongwol, 17 novembre 1457 (16 anni) SepolturaJangneung Luogo di sepolturaContea di Yeongwol Casa realecasato di Yi PadreMunjong di Joseon MadreHyeondeok di Joseon ConsorteJeongsun di JoseonSugui KimSugui Gwon Danjong (단종?, 端宗?, TanchongMR; nato Yi Hongwi (이홍위...

山东步长制药股份有限公司公司類型民营企业、合资公司、上市公司股票代號上交所：603858ISINCNE100002FV6机构代码91370000728611939A （查）成立1993年8月28日（咸阳步长制药有限公司）2001年5月12日（上市主体）創辦人赵步长、赵涛代表人物赵涛（董事长）總部 中华人民共和国山东省菏泽市中华西路369号产业制药业產品中药營業額▼136.64億人民幣（2018年）[1]净利润▲18.88�...

Smooth manifold with an inner product on each tangent space Not to be confused with Riemann surface. The dot product of two vectors tangent to the sphere sitting inside 3-dimensional Euclidean space contains information about the lengths and angle between the vectors. The dot products on every tangent plane, packaged together into one mathematical object, are a Riemannian metric. In differential geometry, a Riemannian manifold is a geometric space on which many geometric notions such as dista...