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Mary Wollstonecraft, oleh John Opie (1797) Mary Wollstonecraft (pengucapan: /ˈwʊlstənkrɑːft/; 27 April 1759 – 10 September 1797) adalah penulis, filsuf dan feminis dari Spitalfields, London Britania Raya (Inggris) yang hidup pada dekade abad ke-18. Dia adalah anak kedua dari tujuh bersaudara yang lahir dari pasangan Elizabeth Dixon dan Edward John Wollstonecraft. Dalam catatan yang ada , ia terhitung pernah menikah dengan Gilbert Imlay dan William Godwin. Ia memiliki dua orang anak, ya...

Punctuation mark used to join words This article is about the punctuation mark. For other uses, see Hyphen (disambiguation). ‐Hyphen - ‑ Hyphen-minus Non-breaking hyphen The hyphen ‐ is a punctuation mark used to join words and to separate syllables of a single word. The use of hyphens is called hyphenation.[1] Son-in-law is an example of a hyphenated word. The hyphen is sometimes confused with dashes (en dash –, em dash — and others), which are wider, or with the minus sign...

The VisitorTheatrical release posterSutradaraThomas McCarthyProduserMichael LondonMary Jane SkalskiDitulis olehThomas McCarthyPemeranRichard JenkinsHaaz SleimanDanai GuriraHiam AbbassPenata musikJan A. P. KaczmarekSinematograferOliver BokelbergPenyuntingTom McArdlePerusahaanproduksiParticipant MediaDistributorOverture FilmsTanggal rilis 07 September 2007 (2007-09-07) (TIFF) 18 April 2008 (2008-04-18) (United States) Durasi103 menitNegaraAmerika SerikatBahasaInggrisPran...

Shuma-GorathShuma-Gorath seperti yang terlihat dari permainan video Marvel Super HeroesInformasi publikasiPenerbitMarvel ComicsPenampilan pertamaMarvel Premiere #5 (November 1972)Dibuat olehSteve Englehart Frank Brunner Robert E. HowardInformasi dalam ceritaSpesiesIblisNama alias terkenalLord of ChaosKemampuanProyeksi energiManipulasi realitasMengubah diriPengangkatanTeleportasiKekuatan mistis yang luasKeabadian Shuma-Gorath adalah karakter fiksi yang muncul di buku komik Amerika yang diterbi...

American record label Nappy Boy EntertainmentFounded2005; 19 years ago (2005)FounderT-PainDistributor(s)Empire DistributionGenreR&B and hip hopCountry of originUnited StatesLocationTallahassee, Florida, U.S.Official websiteNappy Boy Entertainment official website Nappy Boy is an American record label founded by R&B and hip hop artist T-Pain.[1] The label is distributed by RCA Records, and formerly by Jive Label Group. The label's roster of artists includes Gy...

Perbedaan utama antara usulan pembagian 1947 dan garis gencatan senjata 1949. Perjanjian Gencatan Senjata 1949 adalah perjanjian yang ditandatangani pada tahun 1949 antara Israel dengan Mesir,[1] Lebanon,[2] Yordania,[3] dan Suriah.[4] Persetujuan ini mengakhiri perang Arab-Israel 1948, dan menentukan batas wilayah sementara yang dikenal sebagai Garis Hijau. Garis ini tetap berlaku hingga meletusnya Perang Enam Hari tahun 1967. Referensi ^ Egypt Israel Diarsipk...

Questa voce o sezione sull'argomento Messico non cita le fonti necessarie o quelle presenti sono insufficienti. Commento: Assenza di fonti Puoi migliorare questa voce aggiungendo citazioni da fonti attendibili secondo le linee guida sull'uso delle fonti. Grito de DoloresRaffigurazione di Miguel Hidalgo y CostillaNome originaleGrito de Dolores Data16 settembre Periodoannuale Celebrata inMessico Oggetto della ricorrenzainizio della Guerra d'indipendenza del Messico, nel 1810 Il Grito...

非常尊敬的讓·克雷蒂安Jean ChrétienPC OM CC KC  加拿大第20任總理任期1993年11月4日—2003年12月12日君主伊利沙伯二世总督Ray HnatyshynRoméo LeBlancAdrienne Clarkson副职Sheila Copps赫布·格雷John Manley前任金·坎貝爾继任保羅·馬田加拿大自由黨黨魁任期1990年6月23日—2003年11月14日前任約翰·特納继任保羅·馬田 高級政治職位 加拿大官方反對黨領袖任期1990年12月21日—1993年11月...

River in western Canada Saskatchewan RiverMap of Saskatchewan River & WatershedLocationCountryCanadaRegionManitoba, SaskatchewanPhysical characteristics2nd sourceConfluence of North and South Saskatchewan Rivers • location40 kilometres (25 mi) east of Prince Albert, Saskatchewan • coordinates53°14′6″N 105°4′58″W / 53.23500°N 105.08278°W / 53.23500; -105.08278 • elevation380 m (1,250 ft)...

SMP Negeri 1 PurworejoLogo SMP Negeri 1 PurworejoInformasiDidirikan20 Oktober 1942JenisNegeriAkreditasiAKepala SekolahTuwuh Sutrisno, S.Pd.,MM.Pd.Rentang kelasVII, VIII, IXKurikulumKurikulum Tingkat Satuan PendidikanStatusSekolah Menengah PertamaAlamatLokasiJl. Jenderal Sudirman No.8, Purworejo, Jawa Tengah, IndonesiaTel./Faks.(0275) 321 405Koordinat7°43′10″S 110°00′12″E / 7.7193691°S 110.003427°E / -7.7193691; 110.003427Moto SMP Negeri 1 Purworejo mer...

Частина серії проФілософіяLeft to right: Plato, Kant, Nietzsche, Buddha, Confucius, AverroesПлатонКантНіцшеБуддаКонфуційАверроес Філософи Епістемологи Естетики Етики Логіки Метафізики Соціально-політичні філософи Традиції Аналітична Арістотелівська Африканська Близькосхідна іранська Буддій�...

Aviation museum in Bull Creek, Western AustraliaAviation Heritage MuseumEstablished17 November 1979; 44 years ago (17 November 1979)LocationBull Creek, Western AustraliaCoordinates32°02′57″S 115°51′32″E / 32.0493°S 115.859°E / -32.0493; 115.859 (Aviation Heritage Museum)TypeAviation museumWebsiteaviationmuseumwa.org.au Western Australia Heritage RegisterOfficial nameAviation Heritage Museum of WAReference no.12166Assessed10 August...

Type of salt-cured pork This article is about the meat. For other uses, see Bacon (disambiguation). BaconA strip of cooked side (streaky) baconTypeCured porkMain ingredientsSalt-cured pork belly Cookbook: Bacon  Media: Bacon Bacon is a type of salt-cured pork[1] made from various cuts, typically the belly or less fatty parts of the back. It is eaten as a side dish (particularly in breakfasts), used as a central ingredient (e.g., the BLT sandwich), or as a flavouring or accent...

α Equulei Lokasi α Equulei (dilingkari) Data pengamatan Epos J2000.0      Ekuinoks J2000.0 Rasi bintang Equuleus Asensio rekta  21j 15m 49.43192d[1] Deklinasi  +5° 14′ 52.2430″[1] Magnitudo tampak (V) +3,919[2] Ciri-ciri Kelas spektrum G7III + kA3hA4mA9[3] Indeks warna U−B +0,284[2] Indeks warna B−V +0,529[2] AstrometriKecepatan radial (Rv)−15,71 ± 0,05[...

NED Thuistenue Uittenue Nederland was een van de deelnemende landen aan het Europees kampioenschap voetbal 2020. Het was de tiende deelname voor het land. Frank de Boer was de bondscoach. Nederland werd uitgeschakeld door Tsjechië in de achtste finales. Kwalificatie Europees kampioenschap voetbal 2020 (kwalificatie) Kwalificatieduels 21 maart 2019«onderlinge duels»20.45 (UTC+1) Nederland  4 − 0  Wit-Rusland Stadion Feijenoord, RotterdamToeschouwers: 38.604Scheidsrechter: David...

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: Noyyal River – news · newspapers · books · scholar · JSTOR (December 2006) (Learn how and when to remove this message) River in IndiaNoyyal RiverKanchinadiThe Noyyal River at Noyyal Cross.LocationCountryIndiaPhysical characteristicsSource  ̶...

Đối với sông Delaware trong tiểu bang Kansas, xem sông Delaware (Kansas). Sông Delaware Sông Delaware phía trên đèo nước Delaware Quốc gia Hoa Kỳ Các bang New York, New Jersey, Pennsylvania, Delaware Các phụ lưu  - tả ngạn Sông Neversink, Sông Musconetcong  - hữu ngạn Sông Lehigh, Sông Schuylkill City Port Jervis, NY, Easton, PA, Trenton, NJ, Camden, NJ, Philadelphia, PA, Wilmington, DE Nguồn Nhánh tây  - Vị trí Núi ...

Eva Schlotheuber, aufgenommen von Werner Maleczek im Jahr 2011. Eva Schlotheuber (* 25. Oktober 1959 in Osnabrück) ist eine deutsche Historikerin. Nach einer Professur für Mittelalterliche Geschichte an der Universität Münster (2007–2010) lehrt sie seit 2010 als Professorin für Mittelalterliche Geschichte an der Heinrich-Heine-Universität Düsseldorf. Sie forscht vor allem zur Ordensgeschichte sowie zur Geschichte Kaiser Karls IV. Als erste Frau war sie von 2016 bis zum 8. Oktober 202...

Pour les articles homonymes, voir Ellipse. Ellipse Représentation d'une ellipse Axes de l'ellipse Demi-grand axe a Demi-petit axe b Demi-distance focale c O : Centre de l'ellipse F et F' : Foyers M : Point courant Équation cartésienne  : x 2 a 2 + y 2 b 2 = 1 {\displaystyle {\frac {x^{2}}{a^{2}}}+{\frac {y^{2}}{b^{2}}}=1} Équation bifocale  : M F + M F ′ = 2 a {\displaystyle MF+MF'=2a} Type Section conique Aire S = π a b {\displaystyle S=\pi ab} Pé...

50th ArmyActiveAugust 1941 – October 1945Country Soviet UnionBranch Red ArmyTypeInfantryPart ofBryansk FrontWestern FrontBelorussian Front1st Belorussian Front2nd Belorussian Front3rd Belorussian FrontEngagementsBattle of Smolensk (1941)Operation TyphoonBattle of MoscowOperation KutuzovBattle of Smolensk (1943)Operation BagrationEast Prussian OffensiveBattle of KönigsbergCommandersNotablecommandersIvan BoldinMilitary unit The 50th Army was a Soviet field army during World War II....