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EurasiaPopulasi5,360,351,985 (16 Oktober 2019)[1][2]Kepadatan penduduk93/km2 (240/sq mi)DemonimEurasianNegara~93 negaraDependensi9 dependenZona waktuUTC−1 sampai UTC+12Wilayah Eurasia ditandai dengan warna hijau Eurasia adalah sebuah superbenua gabungan yang terdiri dari dua benua, yaitu Eropa dan Asia.[3][4] Eurasia tercipta dari Eropa dan Asia, yang berada di lempeng tektonik yang sama dan tidak memiliki laut di antara keduanya. Eurasia juga dianggap s...
Rosi BraidottiNaissance 28 septembre 1954 (69 ans)LatisanaNationalité australienneFormation Université de CanberraDistinction Chevalier de l'ordre du Lion néerlandaismodifier - modifier le code - modifier Wikidata Rosi Braidotti (née le 28 septembre 1954) est une philosophe contemporaine et une théoricienne du féminisme. Ses publications s’ancrent dans la philosophie continentale et féministe à l’intersection des théories politiques et sociales et des études féministes et ...
Ne doit pas être confondu avec micropesanteur. La Station spatiale internationale, un environnement en micropesanteur, mais pas en microgravité. La microgravité, dans le domaine de l'astronautique, est l'état d'un corps tel que l'ensemble des forces d'origine gravitationnelle auxquelles il est soumis possède une résultante très faible par rapport à la pesanteur à la surface de la Terre[1]. La microgravité caractérise un point de l'espace où les forces de gravitation ont un effet ...
1984 United States Senate election in North Carolina ← 1978 November 6, 1984 1990 → Nominee Jesse Helms Jim Hunt Party Republican Democratic Popular vote 1,156,768 1,070,488 Percentage 51.66% 47.81% County results Helms: 50– 60% 60–70% 70–80% Hunt: 40–50% 50–60% 60–70% ...
Cet article est une ébauche concernant une commune de la Haute-Loire. Vous pouvez partager vos connaissances en l’améliorant (comment ?). Le bandeau {{ébauche}} peut être enlevé et l’article évalué comme étant au stade « Bon début » quand il comporte assez de renseignements encyclopédiques concernant la commune. Si vous avez un doute, l’atelier de lecture du projet Communes de France est à votre disposition pour vous aider. Consultez également la page d’a...
Mutang Urud in Montreal, Canada, 2021Mutang Urud (20 October 1958) is an Indigenous Kelabit environmental activist, born in Long Napir in Sarawak, a state of Malaysia located on the island of Borneo.[1] Urud is known for helping to organize anti-logging blockades in Sarawak, and as the founder of the Sarawak Indigenous Peoples’ Alliance.[2] He was a member of the Voices for the Borneo Rainforest World Tour in 1990, and spoke to the UN to ask for a halt to logging on Indigeno...
روسيلنيوس (بالفرنسية: Roscelin de Compiègne) معلومات شخصية الميلاد 1050كومبيين الوفاة 1120بيزانسون مواطنة فرنسا الحياة العملية التلامذة المشهورون بيار أبيلار المهنة فيلسوف، وعالم عقيدة اللغات اللاتينية تعديل مصدري - تعديل روسلان (1050 - 1125) ، (بالإنجليزية: Roscellinu...
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. (نوفمبر 2019) دوري السوبر الألباني 2003–04 تفاصيل الموسم دوري السوبر الألباني النسخة 65 البلد ألبانيا التاريخ ب...
American scientist (1813–1895) James Dwight DanaDana in 1865Born(1813-02-12)February 12, 1813Utica, New YorkDiedApril 14, 1895(1895-04-14) (aged 82)New Haven, ConnecticutNationalityAmericanScientific careerFieldsgeology, mineralogy, zoologyAuthor abbrev. (zoology)Dana Signature James Dwight Dana FRS FRSE (February 12, 1813 – April 14, 1895) was an American geologist, mineralogist, volcanologist, and zoologist. He made pioneering studies of mountain-building, volcanic activity, a...
Alun-Alun SkanderbegSheshi SkënderbejAlun-alunKonstruksi:1968Luas:40.000 m²Didedikasikan bagi:Gjergj Kastrioti SkënderbeuLokasi:Tirana Albania Alun-Alun Skanderbeg (bahasa Albania: Sheshi Skënderbej) adalah alun-alun utama di pusat Tirana, Albania. Alun-alun ini dinamai pahlawan nasional Albania Gjergj Kastrioti Skënderbeu. Total area sekitar 40.000 meter persegi. Monumen Skanderbeg mendominasi alun-alun. Selama invasi Italia di Albania, rencana kota untuk Tirana dirancang...
Italian philosopher and physician Alessandro Achillini Alessandro Achillini (Latin Alexander Achillinus; 20[1] or 29[2][3] October 1463[4] (or possibly 1461[1]) – 2 August 1512) was an Italian philosopher and physician. He is known for the anatomic studies that he was able to publish, made possible by a 13th-century edict putatively by Emperor Frederick II allowing for dissection of human cadavers, and which previously had stimulated the ...
День ракетних військ і артилерії День ракетних військ і артилеріїДень ракетних військ і артилерії, 2017.Засновано 31 жовтня 1997Дата 3 листопада День ракетних військ і артилерії — державне свято України, що відзначається щорічно 3 листопада на честь українських ракетних в...
Flag The article's lead section may need to be rewritten. Please help improve the lead and read the lead layout guide. (August 2017) (Learn how and when to remove this message) MoraviaUseOther DesignHistorical flag of Moravia (the heraldic flag with Moravian Eagle), recommended by Czech Vexillological Society MoraviaUseOther DesignFlag of Moravia as bicolor with gold-red checked eagle (from 2007), by Moravian National Community An official version of the flag of Moravia, unlike the provincial...
Il territorio dell'Irlanda avvolto dai colori della bandiera arcobaleno. I rapporti d'amore tra persone dello stesso sesso sono stati depenalizzati e legalizzati nell'isola solamente nel 1993 (con l'età del consenso parificata ai rapporti eterosessuali); e da quel momento, il riconoscimento del governo dei diritti LGBT in Irlanda si è notevolmente ampliato nel corso degli ultimi due decenni Gli atteggiamenti nei confronti delle persone LGBT (lesbica-gay-bisessuale-transgender) sono divenuti...
Not to be confused with 2020 United States Senate election in North Carolina. 2020 North Carolina Senate election ← 2018 November 3, 2020 (2020-11-03) 2022 → All 50 seats in the North Carolina Senate26 (without Lieutenant Governor) seats needed for a majority Majority party Minority party Leader Phil Berger Dan Blue Party Republican Democratic Leader since January 1, 2005 March 2, 2014 Leader's seat 30th - Eden 14th - Raleigh Last&...
Artikel ini perlu diterjemahkan dari bahasa Inggris ke bahasa Indonesia. Artikel ini ditulis atau diterjemahkan secara buruk dari Wikipedia bahasa Inggris. Jika halaman ini ditujukan untuk komunitas bahasa Inggris, halaman itu harus dikontribusikan ke Wikipedia bahasa Inggris. Lihat daftar bahasa Wikipedia. Artikel yang tidak diterjemahkan dapat dihapus secara cepat sesuai kriteria A2. Jika Anda ingin memeriksa artikel ini, Anda boleh menggunakan mesin penerjemah. Namun ingat, mohon tidak men...
Cuboctaèdre Éléments Faces Arêtes Sommets 14 (8 triangles, 6 carrés) 24 12 de degré 4 Données clés Type Solide d'Archimède uniforme Références d'indexation U7 – C19 – W11 Symbole de Schläfli t1{4,3} ou t0,2{3,3} Symbole de Wythoff 2 | 3 4 ou 3 3 | 2 Diagramme C-D ou Caractéristique 2 Propriétés Semi-régulier convexe quasi-régulier Volume (arête a) 5 3 2 a 3 {\displaystyle {5 \over 3}{\sqrt {2}}a^{3}} Aire de surface ( 6 + 2 3 ) a 2 {\displaystyle (6+2{\sqrt {3}})a^{2}} ...
هذه مقالة غير مراجعة. ينبغي أن يزال هذا القالب بعد أن يراجعها محرر؛ إذا لزم الأمر فيجب أن توسم المقالة بقوالب الصيانة المناسبة. يمكن أيضاً تقديم طلب لمراجعة المقالة في الصفحة المخصصة لذلك. (ديسمبر 2021) بورصة نيويورك (تداول الأسهم) في وول ستريت، أكبر بورصة في العالم من حيث القي...
World War II Serbian puppet government This article is about the World War II Serbian puppet government. For the territory where this government operated, see Territory of the Military Commander in Serbia. For the Albanian caretaker government, see Government of National Reconciliation. Not to be confused with National Salvation Government. Government of National SalvationSerbian: Министарски савет Србије, romanized: Ministarski savet Srbije)German: Ministerrat von ...
Analytical expression in statistics Not to be confused with Laplace's method, which is based on an essentially identical construction. Whereas Laplace's method focusses on a limiting behaviour of the integral, Laplace's approximation isn't used in the limit, and considers both integral and integrand. This naming distinction may not be universal. Part of a series onBayesian statistics Posterior = Likelihood × Prior ÷ Evidence Background Bayesian inference Bayesian probability Bayes' theorem ...