لايف ساينس (موقع)
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This article may rely excessively on sources too closely associated with the subject, potentially preventing the article from being verifiable and neutral. Please help improve it by replacing them with more appropriate citations to reliable, independent, third-party sources. (May 2017) (Learn how and when to remove this message) Alice's Shop seen from the east Tenniel's illustration of 'The Old Sheep Shop'. As the book was about a land behind a mirror, Tenniel's picture is a mirror image of the …
Philosophe en méditationPhilosophe en contemplationLe philosophe en méditation (ou Intérieur avec Tobie et Anne)Artiste RembrandtDate 1632Type Scène de genre (en)Matériau huile sur panneau de chêne (d)Dimensions (H × L) 28 × 34 cmPendant Philosophe au livre ouvert (d)Mouvement Âge d'or de la peinture néerlandaisePropriétaire Louis XVINo d’inventaire INV. 1740[1]Localisation Musée du Louvre, Département des peintures, Paris (France)modifier - modifier l…
Principato di Orange Dati amministrativiNome ufficiale(FR) Principauté d'Orange Lingue ufficialifrancese, Olandese CapitaleOrange Dipendente daSacro Romano Impero PoliticaForma di Statoprincipato Forma di governoMonarchia costituzionale Nascita1171 con Bertrando I di Baux CausaOttenimento dello status principesco Fine1713 con Guglielmo III d'Orange CausaCessione alla Francia sulla base del Trattato di Utrecht Territorio e popolazione Evoluzione storicaPreceduto daRegno di Arles Succeduto daRegn…
Fictional sci-fi TV series character This article is about the main character of the Doctor Who television series. For the Doctor as portrayed in the 1960s Dalek films, see Dr. Who (Dalek films). Fictional character The DoctorDoctor Who characterThe fifteen faces of the DoctorThe Doctor as portrayed by the series leads in chronological order, left to right from top row.First appearanceAn Unearthly Child (1963)Created bySydney NewmanPortrayed by Series leads William Hartnell (1963–1966) Patrick…
哈比卜·布尔吉巴الحبيب بورقيبة第1任突尼斯总统任期1957年7月25日—1987年11月7日（30年105天）总理巴希·拉德加姆（英语：Bahi Ladgham）（1969年－1970年）赫迪·努伊拉（英语：Hedi Nouira）（1970年－1980年）穆罕默德·姆扎利（英语：Mohammed Mzali）（1980年－1986年）拉希德·斯法尔（英语：Rachid Sfar）（1986年－1987年）宰因·阿比丁·本·阿里（1987年）继任宰因·阿比丁·本·阿…
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 Буддійсь…
1966 film by Lekh Tandon Not to be confused with Amrapali (1945) or Amrapali (1959). AmrapaliDirected byLekh TandonWritten byStory & Screenplay: Omkar SahibDialogue: Arjun Dev RashkBalbir Singh (Additional dialogue)Produced byF.C. MehraStarringSunil DuttVyjayanthimalaPrem NathCinematographyDwarka DivechaEdited byPran MehraMusic byShankar–JaikishanProductioncompanyEagle Films [1]Release date 11 September 1966 (1966-09-11) CountryIndiaLanguageHindi Amrapali is a 1966 h…
لمعانٍ أخرى، طالع ضعف (توضيح). جزء من سلسلة مقالات حولأمن المعلومات مفاهيم رئيسة أمن الإنترنت الشبكات الحاسوب الهاتف المحمول المعلومات المركبات حرب رقمية عبر الإنترنت حرب المعلومات جريمة رقمية عبر الإنترنت تجارة الجنس احتيال بواسطة الحاسوب إرهاب رقمي عبر الإنترنت إ…
Legislative branch of the state government of Idaho Idaho LegislatureTypeTypeBicameral HousesSenateHouse of RepresentativesLeadershipPresident of the Senate(Lt. Governor)Scott Bedke (R) since January 2, 2023 President pro tempore of the SenateChuck Winder (R) since December 1, 2020 Speaker of the HouseMike Moyle (R) since December 1, 2022 StructureSeats105 voting members 35 senators 70 representatives State Senate political groups Republican (28) Democratic (7)House of Re…
Physical and online contemporary art museum in Chelsea, London This article needs to be updated. Please help update this article to reflect recent events or newly available information. (November 2010) Saatchi GalleryLocation within Central LondonEstablished1985; 39 years ago (1985)LocationDuke of York's Headquarters, King's RoadLondon, SW3United KingdomCoordinates51°29′26″N 0°09′32″W / 51.4906°N 0.1589°W / 51.4906; -0.1589Visitors1,003,376 (…
Act of Parliament creating state-funded labour exchanges United Kingdom legislationLabour Exchanges Act 1909Act of ParliamentParliament of the United KingdomCitation9 Edw. 7. c. 7 Labour Exchange in Nottingham The Labour Exchanges Act 1909 was an Act of Parliament which saw the state-funded creation of labour exchanges, also known as employment exchanges. The stated purpose was to help the unemployed find employment.[1] Prior to the creation of these government-funded labour exchanges, w…
一中同表，是台灣处理海峡两岸关系问题的一种主張，認為中华人民共和国與中華民國皆是“整個中國”的一部份，二者因為兩岸現狀，在各自领域有完整的管辖权，互不隶属，同时主張，二者合作便可以搁置对“整个中國”的主权的争议，共同承認雙方皆是中國的一部份，在此基礎上走向終極統一。最早是在2004年由台灣大學政治学教授張亞中所提出，希望兩岸由一中各表的…
Stage play by George Chapman, Ben Jonson, and John Marston For the painting by Henry Nelson O'Neil, see Eastward Ho! (painting). Title page of Eastward Hoe Eastward Hoe or Eastward Ho! is an early Jacobean-era stage play written by George Chapman, Ben Jonson and John Marston. The play was first performed at the Blackfriars Theatre by a company of boy actors known as the Children of the Queen's Revels in early August 1605,[1] and it was printed in September the same year.[2] Eastw…
29th episode of the 1st season of Star Trek: The Original Series Operation -- Annihilate!Star Trek: The Original Series episodeEpisode no.Season 1Episode 29Directed byHerschel DaughertyWritten bySteven W. CarabatsosFeatured musicAlexander CourageCinematography byJerry FinnermanProduction code029Original air dateApril 13, 1967 (1967-04-13)Guest appearances Joan Swift - Aurelan Kirk Craig Hundley - Peter Kirk Dave Armstrong - Kartan Maurishka - Yeoman Zahra Fred Carson - First …
دوري آيسلندا الممتاز 2018 تفاصيل الموسم دوري آيسلندا الممتاز النسخة 107 البلد آيسلندا التاريخ بداية:27 أبريل 2018 نهاية:29 سبتمبر 2018 المنظم اتحاد آيسلندا لكرة القدم الهابطون نادي كيفلافيك مباريات ملعوبة 132 عدد المشاركين 12 دوري آيسلندا الممتاز 2017 د…
يفتقر محتوى هذه المقالة إلى الاستشهاد بمصادر. فضلاً، ساهم في تطوير هذه المقالة من خلال إضافة مصادر موثوق بها. أي معلومات غير موثقة يمكن التشكيك بها وإزالتها. (سبتمبر 2021) دوري الجنوب الوطني الجهة المنظمة الدوري الوطني [لغات أخرى] تاريخ الإنشاء 2004 الرياضة كر…
Máximo Santos 13.er Presidente Constitucional de Uruguay 1 de marzo de 1882-1 de marzo de 1886Predecesor Francisco Antonino Vidal SilvaSucesor Francisco Antonino Vidal Silva Presidente Constitucional de UruguayInterino 24 de mayo de 1886-18 de noviembre de 1886Predecesor Francisco Antonino Vidal SilvaSucesor Máximo Tajes Información personalNacimiento 15 de abril de 1847 Pando, UruguayFallecimiento 19 de mayo de 1889 (42 años) Buenos Aires, ArgentinaNacionalidad UruguayaFamiliaPadres Joaquí…
Questa voce sull'argomento calciatori nigerini è solo un abbozzo. Contribuisci a migliorarla secondo le convenzioni di Wikipedia. Segui i suggerimenti del progetto di riferimento. Seybou KoitaNazionalità Niger Altezza180 cm Peso77 kg Calcio RuoloAttaccante Squadra svincolato CarrieraSquadre di club1 2013-2015 Orléans8 (0)2015-2016 Hapoel Ashkelon10 (1)2016-2019 Amiens 224 (5)2016-2019 Amiens8 (1)2019 Ashdod6 (0)2019-2021 Red Star22 (4)2021-2022 And…
Shape-shifting puzzle similar to Rubik's Cube This article is about the puzzle. For the popular phrase, see Back to square one. 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. (May 2021) (Learn how and when to remove this message) The Square-1 puzzle was sold in this shape with instructions for turning it back to a cube. This is halfway through a vertic…
Type of formal logic Modal logic is a kind of logic used to represent statements about necessity and possibility. It plays a major role in philosophy and related fields as a tool for understanding concepts such as knowledge, obligation, and causation. For instance, in epistemic modal logic, the formula ◻ P {\displaystyle \Box P} can be used to represent the statement that P {\displaystyle P} is known. In deontic modal logic, that same formula can represent that P {\displaystyle P} is a mo…