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Stasiun Shirakawa白河駅Stasiun Shirakawa Station in 2023LokasiKakunai, Shirakawa-shi, Fukushima-ken 961-0074JepangKoordinat37°07′50″N 140°12′47″E / 37.1306°N 140.2130°E / 37.1306; 140.2130Koordinat: 37°07′50″N 140°12′47″E / 37.1306°N 140.2130°E / 37.1306; 140.2130Operator JR EastJalur■ Jalur Utama TōhokuLetak188.2 km dari TokyoJumlah peron1 peron pulauJumlah jalur2Layanan Pemberhentian bus Informasi lainStatusMemili...
Canadian politician Chad CollinsMPCollins in 2019Member of Parliamentfor Hamilton East—Stoney CreekIncumbentAssumed office 20 September 2021 (2021-09-20)Preceded byBob BratinaHamilton City CouncillorIn office1995 – 25 September 2021Preceded byDominic AgostinoSucceeded byRuss PowersConstituencyWard 5 Personal detailsBornJanuary 1971Hamilton, Ontario, CanadaPolitical partyLiberalParentShirley CollinsResidence(s)Hamilton, OntarioAlma materUniversity of Western Ont...
Hipotesis Bumi Bola Salju merupakan hipotesis yang memperkirakan bahwa permukaan Bumi pernah beku sepenuhnya sekitar 650 juta tahun yang lalu. Pendukung hipotesis ini menyatakan bahwa penjelasan yang ditawarkan hipotesis Bumi Bola Salju mampu menjawab pertanyaan mengenai keberadaan endapan sedimen yang sifatnya glasial di lintang purba, sementara penentang hipotesis ini menolak simpulan yang ditarik dari bukti tersebut dan mempertanyakan kemungkinan terjadinya peristiwa ini.[1][2&...
Rockwell Automation, Inc.JenisPublikKode emitenNYSE: ROKKomponen S&P 500Didirikan1903; 121 tahun lalu (1903)KantorpusatMilwaukee, Wisconsin, Amerika SerikatWilayah operasiSeluruh duniaTokohkunciBlake Moret, Chairman dan CEOProdukOtomasi industriTransformasi digitalAllen-BradleyFactoryTalkLifecycleIQPendapatan US$7 milyar (2021)Karyawan24.500 (2021)Situs webrockwellautomation.com Kantor pusat Rockwell Automation di Milwaukee, WI Rockwell Automation, Inc. adalah sebuah penyedia la...
Sumber referensi dari artikel ini belum dipastikan dan mungkin isinya tidak benar. Mohon periksa, kembangkan artikel ini, dan tambahkan sumber yang benar pada bagian yang diperlukan. (Pelajari cara dan kapan saatnya untuk menghapus pesan templat ini) UNIVERSITAS RAHARJA Jenis Universitas Swasta Presdir Ir. Untung Rahardja MTI. Direktur Drs. PO. Abas Sunarya MSi Diarsipkan 2008-04-10 di Wayback Machine. Lokasi Tangerang, Banten Situs Resmi http://www.raharja.ac.id Universitas Raharja adalah se...
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: Kufah – berita · surat kabar · buku · cendekiawan · JSTOR Kufah (Arab: الكوفة, translit: al-Kuufahcode: ar is deprecated ) merupakan sebuah kota di Iraq. Ia terletak 10 km di timur laut N...
American campaign for Democratic and Libertarian nominations Mike Gravel for President 2008CampaignU.S. presidential election, 2008CandidateMike GravelU.S. Senator from Alaska(1969–1981)Speaker of the Alaska House of Representatives(1965–1967)AffiliationDemocratic PartyLibertarian Party[1]StatusWithdrawnAnnouncedApril 17, 2006SuspendedMarch 26, 2008HeadquartersArlington, VirginiaKey peopleChris Petherick (Chief of Staff) April Shapley (Dep. Chief of Staff) Alex Colvin (Press ...
Справедливость и свободаитал. Giustizia e Libertà Логотип движения Годы существования 1929—1945 Страна Королевство Италия Входит в Движение Сопротивления в Италии Тип движение Включает в себя Партия действия (с 1942)ряд бригад Функция партизанская борьба против Национальной �...
Vittoria della RovereLa granduchessa Vittoria della Rovere ritratta da Justus Sustermans nel 1654, Galleria degli Uffizi, FirenzeGranduchessa consorte di ToscanaStemma In carica6 aprile 1637 –23 maggio 1670 Incoronazione5 luglio 1637 PredecessoreMaria Maddalena d'Austria SuccessoreMargherita Luisa d'Orléans Nome completoVittoria Feltria della Rovere TrattamentoSua Altezza Serenissima Altri titoliSignora di Poggio dei BerniSignora di Monte San Savino NascitaPesaro, 7 febbraio 162...
Election of Pope Leo XII 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: 1823 papal conclave – news · newspapers · books · scholar · JSTOR (June 2015) (Learn how and when to remove this message) Papal conclaveSeptember 1823Dates and location2–28 September 1823Quirinal Palace, Papal StatesKey officialsDeanG...
دوربينوكلوب روكفين 2017 تفاصيل السباقسلسلة41. دوربينوكلوب روكفينمنافسةطواف أوروبا للدراجات 2017 1.2التاريخ12 مارس 2017المسافات191 كمالبلد هولندانقطة البدايةنقطة النهايةالفرق17عدد المتسابقين في البداية161عدد المتسابقين في النهاية142متوسط السرعة45٫972 كم/سالمنصةالفائز مارتن فان ...
Cette page concerne l'année 1775 du calendrier grégorien. Pour l'année 1775 av. J.-C., voir 1775 av. J.-C. Chronologies Le jugement de PougatchevDonnées clés 1772 1773 1774 1775 1776 1777 1778Décennies :1740 1750 1760 1770 1780 1790 1800Siècles :XVIe XVIIe XVIIIe XIXe XXeMillénaires :-Ier Ier IIe IIIe Chronologies thématiques Art Architecture, Arts plastiques (Dessin, Gravure, Peinture et Sculpture), (), Littérature (),...
Statue of Liberty restoration project, 1984 The Statue of Liberty (Liberty Enlightening the World), a colossal sculpture on Liberty Island in New York Harbor, underwent an extensive conservation-restoration between 1984 and 1986, in advance of its centennial. The statue, designed by French sculptor Frédéric Auguste Bartholdi, is part of the Statue of Liberty National Monument. Much of the restoration effort was based on unprecedented restorative methods, as metallurgical repair work on suc...
Berikut adalah daftar danau-danau terbesar di dunia: Daftar danau terbesar di dunia No. Peta Nama Lokasi Luas (km²) Panjang (km) Kedalaman maksimum (m) 1 Laut Kaspia1 Azerbaijan, Rusia, Kazakhstan, Turkmenistan, Iran 394.299 1.199 1.025 2 Superior Amerika Serikat, Kanada 82.100 616 406.3 3 Victoria Tanzania, Uganda 68.870 322 84 4 Huron Amerika Serikat, Kanada 59.600 332 229 5 Michigan Amerika Serikat 58.000 494 281 6 Ta...
Behaviouralisme adalah pendekatan teori hubungan internasional yang meyakini bahwa dalam kesatuan ilmu, pemikiran bahwa ilmu sosial pada dasarnya tidak berbeda dengan ilmu alam.[1] Lihat pula Perdebatan Besar (hubungan internasional) Referensi ^ Jackson, Robert, Sorensen, Georg, “Introduction to International Relations: Theories and Approaches, OUP, 3rd ed, p305 lbsTeori hubungan internasionalRealisme Realisme neoklasik Neorealisme (realisme struktural) Realisme klasik Realisme ofen...
Examination board in Faisalabad, Punjab Some of this article's listed sources may not be reliable. Please help improve this article by looking for better, more reliable sources. Unreliable citations may be challenged and removed. (March 2017) (Learn how and when to remove this message) Board of Intermediate and Secondary Education, Faisalabadبورڈ آف انٹرمیڈیٹ اینڈ سیکنڈری ایجوکیشن، فیصل آبادBISE FsdLogo of Board of Intermediate and Secondary Educatio...
Glacial age that occurred before the Last Glacial Period Diagram of glacial cycles, with the Penultimate Glacial Period labelled as MIS 6. The Penultimate Glacial Period (PGP) is the glacial period that occurred before the Last Glacial Period. The penultimate glacial period is officially unnamed just like the Last Glacial Period. The PGP lasted from ~194,000 years ago, to ~135,000 years ago, and was succeeded by the Last Interglacial.[1] The PGP also occurred during Marine Isotope Sta...
Đại tướngLê Trọng TấnChân dung Đại tướng Lê Trọng TấnChức vụTổng Tham mưu trưởng Quân đội nhân dân Việt NamNhiệm kỳ7 tháng 2 năm 1980 – 5 tháng 12 năm 19866 năm, 301 ngàyTiền nhiệmVăn Tiến DũngKế nhiệmLê Đức Anh Phó Tổng Tham mưu trưởng Quân đội nhân dân Việt NamNhiệm kỳtháng 3 năm 1961 – 1980Tổng Tham mưu trưởngVăn Tiến Dũng Viện trưởng Học viện...
Open di Francia 1975Singolare femminileSport Tennis Vincitrice Chris Evert Finalista Martina Navrátilová Punteggio2-6, 6-2, 6-1 Tornei Singolare uomini donne Doppio uomini donne misto 1974 1976 Voce principale: Open di Francia 1975. Chris Evert ha battuto in finale Martina Navrátilová 2–6 6–2 6–1. Indice 1 Teste di serie 2 Tabellone 2.1 Legenda 2.2 Fase finale 2.3 Parte alta 2.3.1 Sezione 1 2.3.2 Sezione 2 2.4 Parte bassa 2.4.1 Sezione 3 2.4.2 Sezione 4 3 Collegamenti esterni...
Informal set theories This article is about the mathematical topic. For the book of the same name, see Naive Set Theory (book). Naive set theory is any of several theories of sets used in the discussion of the foundations of mathematics.[3] Unlike axiomatic set theories, which are defined using formal logic, naive set theory is defined informally, in natural language. It describes the aspects of mathematical sets familiar in discrete mathematics (for example Venn diagrams and symbolic...