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Italian Philosopher (1548–1598) Jacopo MazzoniJacobus MazzoniusBorn(1548-11-27)27 November 1548Cesena, Papal StatesDied10 April 1598(1598-04-10) (aged 49)Ferrara, Papal StatesNationalityItalianEducationUniversity of PaduaInstitutionsDella Crusca Academy The shovel of Jacopo Mazzoni (Stagionato) at Accademia della Crusca Jacopo Mazzoni (Latinized as Jacobus Mazzonius) (27 November 1548 – 10 April 1598) was an Italian philosopher, a professor in Pisa, and friend of Galileo Galilei.[...

Village in West Yorkshire, England For other people named Stanbury, see Stanbury (surname). Human settlement in EnglandStanburyEntry to Main Street, StanburyStanburyLocation within West YorkshireOS grid referenceSE010370• London180 mi (290 km) SSECivil parishHaworth and StanburyMetropolitan boroughCity of BradfordMetropolitan countyWest YorkshireRegionYorkshire and the HumberCountryEnglandSovereign stateUnited KingdomPost townKEIGHLEYPostcode...

Election in Indiana Main article: 2008 United States presidential election 2008 United States presidential election in Indiana ← 2004 November 4, 2008 2012 →   Nominee Barack Obama John McCain Party Democratic Republican Home state Illinois Arizona Running mate Joe Biden Sarah Palin Electoral vote 11 0 Popular vote 1,374,039 1,345,648 Percentage 49.85% 48.82% County Results Congressional District Results Obama   40-50%   50-60...

内華達州 美國联邦州State of Nevada 州旗州徽綽號：產銀之州、起戰之州地图中高亮部分为内華達州坐标：35°N－42°N, 114°W－120°W国家 美國建州前內華達领地加入聯邦1864年10月31日（第36个加入联邦）首府卡森城最大城市拉斯维加斯政府 • 州长（英语：List of Governors of {{{Name}}}]]） • 副州长（英语：List of lieutenant governors of {{{Name}}}]]）喬·隆巴爾多（R斯塔...

American politician (born 1962) Scott PerryOfficial portrait, 2019Chair of the House Freedom CaucusIn officeJanuary 1, 2022 – January 1, 2024Preceded byAndy BiggsSucceeded byBob GoodMember of the U.S. House of Representatives from PennsylvaniaIncumbentAssumed office January 3, 2013Preceded byTodd Platts (Redistricted)Constituency4th district (2013–2019)10th district (2019–present)Member of the Pennsylvania House of Representativesfrom the 92nd districtIn officeJ...

كأس أبطال ستانكوفيتش القاري الموسم الحالي2014 Stanković Continental Champions' Cup الجهة المنظمة الاتحاد الدولي لكرة السلة  الافتتاح 2005 تاريخ الإنشاء 2005؛ منذ 19 سنوات (2005) الرياضة كرة السلة البلد الاتحاد الدولي لكرة السلة member countries عدد الفرق 4 أحدث بطل  روسيا (1st title) الأكثر فوزا
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French sculptor (1827–1905) Vauban by Crauck, Cour Napoléon of the Palais du Louvre Gustave Adolphe Désiré Crauck (or Crauk; 16 July 1827 – 17 November 1905) was a French sculptor with a long distinguished career. He was born and died at Valenciennes, where a special museum for his works was erected in his honor.[1] Educated at the École des Beaux-Arts, Crauck took the Prix de Rome in 1851. Little known to the world at large during his long life, he ranks among the best mo...

Persian satrap of Egypt between 525 BCE and 496 BCE AryandesSatrap of EgyptAryandes was the first satrap of the Achaemenid Province of Egypt.Predecessornew officeSuccessorPherendatesDynasty27th DynastyPharaohCambyses II to Darius I Aryandes (Old Iranian: Aryavanda[1]: 266  or Arvanta, Ancient Greek: Ἀρυάνδης) was the first Achaemenid satrap of ancient Egypt between 525 BCE and 496 BCE, during the early 27th Dynasty of Egypt. Career When king Cambyses II defeat...

La energía potencial es la energía mecánica asociada a la localización de un cuerpo dentro de un campo de fuerzas (e.g. gravitatorio, electrostático, etc.) o a la existencia de un campo de fuerza en el interior de un cuerpo (energía elástica). La energía potencial de un cuerpo es una consecuencia de que el sistema de fuerzas que actúa sobre el mismo sea conservativo. Independientemente de la fuerza que la origine, la energía potencial que posee el sistema físico representa la energ...

David L. Hoffmann is a Distinguished Professor, an American historian, and an expert in Russian, Soviet, and East European history. His other interests include Environment, Health, Technology, and Science, as well as Power, Culture, and the State.[1] Since 2017 he has been Arts and Sciences Distinguished Professor of History at the Ohio State University.[2] Education B.A. in history, Lawrence University, (1983)[1] M.A. in Russian history, Columbia University, (1986)&#...

1981 studio album by the SelecterCelebrate the BulletStudio album by the SelecterReleased27 February 1981 (1981-02-27)RecordedOctober 1980StudioHorizon Studios (Coventry)Genre Ska 2 tone new wave Length42:29LabelChrysalisProducer Roger Lomas the Selecter The Selecter chronology Too Much Pressure(1980) Celebrate the Bullet(1981) The Happy Album(1994) Singles from Celebrate the Bullet Celebrate the BulletReleased: 1981 Facing SituationsReleased: 1981 (Spain-only release)...

Railway station in Derby, England Derby Midland redirects here. For the former football club, see Derby Midland F.C. DerbyDerby railway stationGeneral informationLocationDerbyEnglandGrid referenceSK362355Owned byNetwork RailManaged byEast Midlands RailwayPlatforms7Other informationStation codeDBYClassificationDfT category BHistoryOriginal companyMidland Counties RailwayBirmingham and Derby Junction RailwayNorth Midland RailwayPre-groupingMidland RailwayPost-groupingLondon, Midland and Scottis...

Airport in Argentina. For airports in the Malvinas, see List of airports in the Falkland Islands. Rosario – Islas Malvinas International AirportAeropuerto Internacional de Rosario – Islas MalvinasIATA: ROSICAO: SAARSummaryAirport typePublicOperatorProvince of Santa FeServesRosario, ArgentinaElevation AMSL85 ft / 26 mCoordinates32°54′13″S 60°47′04″W / 32.90361°S 60.78444°W / -32.90361; -60.78444 (Rosario - Islas Malvinas Internatio...

For the German-American soccer goalkeeper nicknamed Orri, see Orest Banach. Summer hut of the Estrets in the Vicdessos region in the Ariège département (French Pyrenees) Traditionally, an orri referred to an enclosed area for gathering sheep in the Eastern Pyrenees. In the late twentieth century, the word has taken on the meaning of drystone hut in Ariège. Ariège orris In scholarly studies In higher Vicdessos, a part of the French département of Ariège, the word orri traditionally refer...

Fraction of total particles in a sample which decay by a given mode In particle physics and nuclear physics, the branching fraction (or branching ratio) for a decay is the fraction of particles which decay by an individual decay mode or with respect to the total number of particles which decay. It applies to either the radioactive decay of atoms or the decay of elementary particles.[1] It is equal to the ratio of the partial decay constant to the overall decay constant. Sometimes a pa...

Village in Massachusetts, United StatesNewton Centre, MassachusettsVillageUnion StreetNewton CentreShow map of Greater Boston areaNewton CentreShow map of MassachusettsCoordinates: 42°19′50″N 71°11′40″W / 42.33056°N 71.19444°W / 42.33056; -71.19444CountryUnited StatesStateMassachusettsCountyMiddlesexCityNewtonElevation90 m (300 ft)Time zoneUTC-5 (Eastern (EST)) • Summer (DST)UTC-4 (EDT)ZIP Code02459Area code617 Newton Centre is one of...

Al-Qur'an Sejarah Wahyu Kesejarahan Asbabunnuzul Nuzululqur'an Manuskrip Samarkand Sanaa Birmingham Topkapi Pembagian Hizb Juz Manzil Muqatta'at Surah Daftar Makiyah Madaniyah Isi Eskatologi Hewan Keajaiban Ketuhanan Ilmu pengetahuan Legenda Nabi dan Rasul Nama lain Perumpamaan Wanita Membaca Taawuz Basmalah Hafiz Qiraat Qari Tajwid Tartil Khatam Terjemahan Daftar terjemahan Al-Qur'an Tafsir Daftar karya tafsir Hermeneutika Takwil Nasakh Hubungan dengan kitab lain Orang yang disebut namanya K...

1917 battle of the First World War Battle of Polygon WoodPart of the Battle of Passchendaele on the Western Front of the First World WarAustralian infantry wearing respiratorsDate26 September – 3 October 1917LocationPolygon Wood, Flanders, Belgium50°51′7″N 2°59′7″E / 50.85194°N 2.98528°E / 50.85194; 2.98528 (Battle of Polygon Wood)Result British victoryBelligerents  British Empire Australia  United Kingdom  German EmpireCommanders a...

Tuna sirip biru selatan Tuna sirip biru Selatan Status konservasi Punah EXSingkatan dari Extinct (Punah)  EWSingkatan dari Extinct in the Wild (Punah di Alam Liar)Terancam CRSingkatan dari Critical (Kritis) ENSingkatan dari Endangered (Genting) VUSingkatan dari Vulnerable (Rentan)  NTSingkatan dari Not Threatened (Tidak terancam)Aman LCSingkatan dari Least-Concern (Aman) Terancam  (IUCN 3.1)[1] Klasifikasi ilmiah Kerajaan: Animalia Filum: Chordata Kelas: Actinopterygii...

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