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Naomi, Rut, dan Orpa, lukisan William Blake (1795). Orpa (bahasa Ibrani: עָרְפָּה‎; artinya sisi belakang leher; bahasa Inggris: Orpah) adalah nama seorang perempuan Moab yang disebut dalam Alkitab Ibrani dan Perjanjian Lama di Alkitab Kristen, khususnya dalam Kitab Rut. Ia hidup pada zaman para hakim memerintah (sekitar 1100 SM).[1] Keluarga Wilayah Yehuda dan Moab pada zaman Hakim-hakim Orpa menikah dengan Kilyon bin Elimelekh, seorang Efrata dari suku Yehuda, ...

Pertapaan GedonoInformasi biaraNama lengkapPertapaan Bunda Pemersatu GedonoOrdoTrapis (OCSO)Didirikan12 April 1987Biara indukPertapaan Santa Maria Rawaseneng, TemanggungDidedikasikan kepadaMaria Bunda PemersatuKeuskupanKeuskupan Agung SemarangTokohPendiriDom Frans Harjawiyata, OCSOAbbasIbu Abdis Martha Elisabeth Driscoll, OCSOTokoh penting yang terkaitIbu Abdis Cristiana Piccardo, OCSORomo Suitbertus Ari Sunardi OCSOArsitekturArsitekRD Y.B. MangunwijayaSitusLokasiDusun Weru,Desa Jetak,Getasan...

Chemical compound CorbadrineClinical dataATC codenoneLegal statusLegal status In general: ℞ (Prescription only) Identifiers IUPAC name 4-[(1R,2S)-2-amino-1-hydroxypropyl]benzene-1,2-diol CAS Number829-74-3 YPubChem CID164739IUPHAR/BPS508DrugBankDB06707 YChemSpider144416 YUNIIV008L6478DKEGGD02388 YChEMBLChEMBL677 YCompTox Dashboard (EPA)DTXSID6046349 ECHA InfoCard100.113.606 Chemical and physical dataFormulaC9H13NO3Molar mass183.207 g·mol−13D model ...

La dernière seconde de Ceefax Ceefax est un standard de télétexte créé par la BBC. Conforme aux spécifications publiées sous le nom générique UK Teletext et également utilisé par l'IBA sous le nom de ORACLE. L'acronyme est la retranscription phonétique de la locution anglaise see facts, en français : voir les faits. Historique Le système a été présenté en octobre 1972. À la suite de transmissions d'essai en 1973-1974, Ceefax a été lancé auprès du public le 23 septe...

Ancient Greek political confederation of city-states in western Asia Minor Part of a series on the History of Greece Neolithic Greece Pelasgians Greek Bronze Age Helladic Cycladic Minoan Mycenaean Greece 1750 BC–1050 BC Ancient Greece Greek Dark Ages 1050 BC–750 BC Archaic Greece 800 BC–480 BC Classical Greece 500 BC–323BC Hellenistic Greece 323 BC–31 BC Roman Greece 146 BC–330 Medieval Greece Byzantine Greece Frankish and Latin states 1204 Early modern Greece Venetian Crete Venet...

For the UK magazine, see Historical Association. Academic journalThe HistorianDisciplineHistoryLanguageEnglishEdited byKees BoterbloemPublication detailsHistory1938–presentPublisherTaylor & Francis on behalf of Phi Alpha Theta (United States)FrequencyQuarterlyStandard abbreviationsISO 4 (alt) · Bluebook (alt1 · alt2)NLM (alt) · MathSciNet (alt )ISO 4HistorianIndexingCODEN (alt · alt2) · JSTOR (alt) ...

Academic journalNaval War College ReviewDisciplinePublic policyLanguageEnglishPublication detailsFormer name(s)Information Service for OfficersHistory1948-presentPublisherNaval War College (United States)FrequencyQuarterlyOpen accessYesLicensePublic domainStandard abbreviationsISO 4 (alt) · Bluebook (alt1 · alt2)NLM (alt) · MathSciNet (alt )ISO 4Nav. War Coll. Rev.IndexingCODEN (alt · alt2) · JSTOR (alt) ·...

Hot dog restaurant chain in New York City Gray's PapayaGray's Papaya former midtown locationIndustryFast food restaurantFounded1973; 51 years ago (1973) in New York CityFounderNicholas GrayNumber of locations1 (2020)Area servedNew York City Gray's Papaya is a hot dog restaurant located at 2090 Broadway at 72nd Street in New York City.[1] It had other locations, all of which had closed by June 2020.[2][1] Gray's Papaya is famous for its inexpensiv...

Pemberontakan BanatBagian dari Peperangan Utsmaniyah-SerbiaPeta yang menunjukkan lokasi pemberontakanTanggalMaret — 10 Juli 1594LokasiEyalet Temeşvar, Kesultanan UtsmaniyahHasil Kemenangan UtsmaniyahPihak terlibat Pemberontak Serbia Bantuan dari Austria Kesultanan UtsmaniyahTokoh dan pemimpin Teodor dari VršacSava TemišvaracVelja MironićĐorđe RacSpahija Vukadin † Koca Sinan PashaMustafa PashaAli ÇavuşKekuatan 5.000 20–30.000Korban 1.000+ Pemberontakan Banat adalah pemberont...

قانون بويل   النوع قوانين الغازات  الصيغة P ∝ 1 V {\displaystyle P\propto {\frac {1}{V}}} P V = k {\displaystyle PV=k} P 1 V 1 = P 2 V 2 {\displaystyle P_{1}V_{1}=P_{2}V_{2}}   جزء من ديناميكا حرارية  سميت باسم روبرت بويل  تعديل مصدري - تعديل   العلاقة بين الضغط والحجم بثبات درجة الحرارة والكمية. قانون بويل هو إحدى...

Department store in Sydney, Australia Francis Foy redirects here. Not to be confused with Frances Foy. Mark Foy's LimitedThe Mark Foy's buildingTrade nameMark Foy'sCompany typePublicIndustryRetailFoundedSydney, New South Wales 1885; 139 years ago (1885)FounderFrancis Foy, Mark FoyDefunct1980; 44 years ago (1980)FatedefunctHeadquartersSydney, New South Wales, AustraliaServicesDepartment store Mark Foy's Limited or Mark Foy's was a department store in Sydney,...

See also: Ancient history This article possibly contains original research. Please improve it by verifying the claims made and adding inline citations. Statements consisting only of original research should be removed. (October 2023) (Learn how and when to remove this message) The exterior of the Colosseum at night, showing the partially intact outer wall (left) and the mostly intact inner wall (right), one of the best-known symbols of the Roman Empire Recognized great powers came about firs...

Geological processes that underlie the formation of mountains Thrust and reverse fault movement are an important component of mountain formation. Illustration of mountains that developed on a fold that thrusted. Mountain formation refers to the geological processes that underlie the formation of mountains. These processes are associated with large-scale movements of the Earth's crust (tectonic plates).[1] Folding, faulting, volcanic activity, igneous intrusion and metamorphism can all...

XX secolo · XXI secolo · XXII secolo Anni 2000 · Anni 2010 · Anni 2020 · Anni 2030 · Anni 2040 2018 · 2019 · 2020 · 2021 · 2022 · 2023 · 2024 · 2025 · 2026 Il 2022 (MMXXII in numeri romani) è un anno del XXI secolo. 2022 negli altri calendariCalendario gregoriano2022 Ab Urbe condita2775 (MMDCCLXXV) Calendario armeno1470 — 1471 Calendario bengalese1428 — 1429 Calendario berbero2972 Calendario...

Theme park at Walt Disney World This article is about the theme park at the Walt Disney World Resort. For other Disney theme parks informally called Magic Kingdom, see Disneyland (disambiguation). For other uses, see Magic Kingdom (disambiguation). Magic Kingdom ParkCinderella Castle, the icon of Magic KingdomLocationWalt Disney World, Bay Lake, Florida, United StatesCoordinates28°25′07″N 81°34′52″W / 28.41861°N 81.58111°W / 28.41861; -81.58111StatusOperati...

Pinamungajan Munisipalitas di Filipina Tempat Negara berdaulatFilipinaRegion di FilipinaVisayas TengahProvinsi di FilipinaCebu NegaraFilipina Pembagian administratifAnislag (en) Anopog (en) Binabag (en) Buhingtubig (en) Busay (en) Butong (en) Cabiangon (en) Camugao (en) Duangan (en) Guimbawian (en) Lamac (en) Lut‑od (en) Mangoto (en) Opao (en) Pandacan (en) Poblacion (en) Punod (en) Rizal (en) Sacsac (en) Sambagon (en) Sibago (en) Tajao (en) Tangub (en) Tanibag (en) Tupas (en) Tutay (en) Pe...

SperchiádaNom local (el) ΣπερχειάδαGéographiePays  GrècePériphérie Grèce-CentraleDistrict municipal Kamena Vourla Municipal Unit (d)Nome PhthiotideCommunauté Commune of Kamena Vourla, Fthiotida (d)Dème dème de Makrakómi (d) (chef-lieu)Altitude 230 mCoordonnées 38° 54′ 30″ N, 22° 07′ 38″ EDémographiePopulation 2 470 hab. (2021)IdentifiantsCode postal 350 03Indicatif téléphonique 2236modifier - modifier le c...

Klip en bloc dimasukan langsung ke senapan M1 Garand Klip adalah alat yang digunakan untuk menyimpan beberapa butir amunisi bersama-sama menjadi satu kesatuan, klip yang telah dipasangi amunisi kemudian dimasukan kedalam magazen atau silinder senjata api. Penggunaan klip berguna untuk mempercepat proses pengisian amunisi ke dalam senjata api, karena dengan menggunakan klip, amunisi akan dapat dimuat sekaligus ke dalam magazen atau silinder senjata api. Dari berbagai jenis klip yang ada, beber...

Asymmetry of classical and quantum action Quantum field theoryFeynman diagram History Background Field theory Electromagnetism Weak force Strong force Quantum mechanics Special relativity General relativity Gauge theory Yang–Mills theory Symmetries Symmetry in quantum mechanics C-symmetry P-symmetry T-symmetry Lorentz symmetry Poincaré symmetry Gauge symmetry Explicit symmetry breaking Spontaneous symmetry breaking Noether charge Topological charge Tools Anomaly Background field method BRS...

Branch of algebra that studies commutative rings This article is about a branch of algebra. For algebras that are commutative, see Commutative algebra (structure). This article includes a list of general references, but it lacks sufficient corresponding inline citations. Please help to improve this article by introducing more precise citations. (June 2019) (Learn how and when to remove this message) Algebraic structure → Ring theoryRing theory Basic conceptsRings • Subrings • Ideal • ...