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Lihat pula: Daftar topik terkait Finlandia Bendera FinlandiaLambang kebesaran Finlandia Lokasi Finlandia Peta relief Republik Finlandia yang dapat diperbesar Berikut adalah garis besar yang menyediakan gambaran umum dan panduan topik untuk Finlandia. Finlandia – negara Nordik berdaulat yang terletak di Eropa Utara.[1] Finlandia berbatasan dengan Swedia di barat, dengan Rusia di timur, dan Norwegia di utara, sedangkan Estonia terletak di selatan di seberang Teluk Finlandia. Ibu k...

اضطراب الشخصية الفصامي معلومات عامة الاختصاص طب نفسي،  وعلم النفس  من أنواع اضطراب الشخصية،  واضطراب مجال الفُصام  [لغات أخرى]‏،  ونوع فصامي،  ومرض  الأسباب الأسباب علم الوراثة،  وصدمة الطفولة،  وإهمال الأطفال  المظهر السريري الأعراض تفكير س...

Top of a glacier Hawkins Glacier Head (21426626109) A glacier head is the top of a glacier. Although glaciers seem motionless to the observer they are in constant motion and the terminus is always either advancing or retreating.[1] The accumulation zone is found at the highest altitude of the glacier, where accumulation of material is greater than ablation. On a glacier, the accumulation zone is the area above the firn line, where snowfall accumulates and exceeds the losses from abla...

Hungarian football club Football clubMénfőcsanaki SEFull nameMénfőcsanaki SportegyesületFounded1923; 101 years ago (1923)LeagueNB III2017–18MB I, Győr-Moson-Sopron, 1st (promoted) Home colours Ménfőcsanaki Sportegyesület is a professional football club based in Győr, Győr-Moson-Sopron County, Hungary, that competes in the Nemzeti Bajnokság III, the third tier of Hungarian football.[1][2] Name changes 2017–present: Herold Trans-Ménfőcsanak ES...

Stasiun Kadokangabus Stasiun KadokangabusNama lainStasiun Dokbus, KedokangabusLokasiKedokangabus, Gabuswetan, Indramayu, Jawa Barat 45263IndonesiaKoordinat6°27′51″S 108°6′31″E / 6.46417°S 108.10861°E / -6.46417; 108.10861Koordinat: 6°27′51″S 108°6′31″E / 6.46417°S 108.10861°E / -6.46417; 108.10861Ketinggian+15 mOperator Kereta Api IndonesiaDaerah Operasi III Cirebon Letakkm 156+336 lintas Jakarta–Jatinegara–Cikampek�...

1997 video game 1997 video gameMega Man X4North American cover artDeveloper(s)CapcomPublisher(s)WW: CapcomEU: Virgin Interactive EntertainmentProducer(s)Keiji InafuneYoshinori TakenakaDesigner(s)Koji Okohara Mitsuru Endo Hiroyuki YamatoArtist(s)Masako HonmaHaruki SuetsuguComposer(s)Toshihiko HoriyamaSeriesMega Man XPlatform(s)PlayStation, Sega Saturn, Windows, mobile phoneRelease August 1, 1997 PlayStationJP: August 1, 1997NA: September 25, 1997EU: October 13, 1997SaturnJP: August 1, 1997NA: ...

Pour les articles homonymes, voir Jets de Winnipeg (homonymie). Jets de Winnipeg Données-clés Fondation 1972 Disparition 1996 Siège Winnipeg (Manitoba, Canada) Patinoire (aréna) Winnipeg Arena Couleurs Bleu, blanc et rouge Ligue Association mondiale de hockey Ligue nationale de hockey modifier Les Jets de Winnipeg sont une ancienne franchise de hockey sur glace qui jouait à Winnipeg au Manitoba au Canada. L'équipe a accompagné l'Association mondiale de hockey tout au long de son exist...

Paradigm that living organisms interact with their surroundings in a self-regulating system For other uses of Gaia, see Gaia (disambiguation). The study of planetary habitability is partly based upon extrapolation from knowledge of the Earth's conditions, as the Earth is the only planet currently known to harbour life (The Blue Marble, 1972 Apollo 17 photograph). Part of a series onRights of nature Movements and schools of thought Earth jurisprudenceDeep ecologyWild lawEnvironmental personhoo...

В Википедии есть статьи о других людях с фамилией Искандер. Фазиль Искандер Имя при рождении Фазильбей Абдулович Искандер Полное имя Фазиль Абдулович Искандер Дата рождения 6 марта 1929(1929-03-06)[1][2][…] Место рождения Сухум, Социалистическая Советская Республика Г...

متلازمة وولف -باركنسون -وايت موجة دلتا مميزة في شخص يعانون من متلازمة وولف باركنسون وايت. .موجة دلتا مميزة في شخص يعانون من متلازمة وولف باركنسون وايت. . معلومات عامة الاختصاص طب القلب  من أنواع المتلازمة السابقة للإثارة،  وإحصار القلب،  واضطراب جيني،  ومرض  الإ...

Theatre space in which the audience surrounds the stage In the round redirects here. For other uses, see In the round (disambiguation). The stage of the Cockpit Theatre, London, has seating on four sides with a capacity of 240. A theatre in the round, arena theatre, or central staging is a space for theatre in which the audience surrounds the stage. Theatre-in-the-round was common in ancient theatre, particularly that of Greece and Rome, but was not widely explored again until the latter half...

Pengibaran Bendera di Iwo Jima, foto oleh Joe Rosenthal / The Associated Press. Monumen peringatan di puncak Gunung Suribachi Pengibaran Bendera di Iwo Jima (bahasa Inggris: Raising the Flag on Iwo Jima) adalah foto bersejarah yang dipotret pada 23 Februari 1945 oleh Joe Rosenthal. Foto ini menggambarkan lima prajurit Marinir dan seorang prajurit Korps Medis Angkatan Laut Amerika Serikat yang sedang mengibarkan bendera Amerika Serikat di puncak Gunung Suribachi selama Pertempuran Iwo Jima...

RomancioRumantschParlato in Svizzera Regioni Grigioni LocutoriTotale41 519 (Censimento 2009)[1] TassonomiaFilogenesiLingue indoeuropee Lingue italiche  Lingue romanze   Lingue italo-occidentali    Lingue romanze occidentali     Lingue gallo-iberiche      Lingue galloromanze       Lingue gallo-retiche     
...

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: 13th IIFA Awards – news · newspapers · books · scholar · JSTOR (February 2019) (Learn how and when to remove this message) 13th IIFA AwardsThe official logo of the 13th IIFA AwardsDate7 June 2012 (2012-06-07)–9 June 2012 (2012-06...

內伶仃島從下白泥眺望內伶仃島地理位置 中国廣東省深圳市南山區赤灣及蛇口之西南坐标22°24′46″N 113°48′10″E / 22.4129°N 113.8027°E / 22.4129; 113.8027面積4.84平方公里（2平方英里）最高海拔338米（1,109英尺）最高點尖峰山管轄 中国分區廣東省深圳市南山區（原屬廣東省珠海市香洲區） 內伶仃島的鸦片船，1824年 從青山眺望內伶仃島 新安縣地圖，可見...

Cet article est une ébauche concernant une commune du Haut-Rhin. 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’aide �...

République des conseils de Bavière(de) Bayerische Räterepublik 7 avril 1919 – 3 mai 191926 joursDrapeau Emblème Informations générales Statut République des conseilsRégime communiste Capitale Munich Langue(s) Allemand Histoire et événements 7 avril 1919 Proclamation 13 avril 1919 Formation du nouveau gouvernement par le KPD bavarois 3 mai 1919 Fin des combats dans la ville après l'assaut des corps francs Entités précédentes : République de Weimar Ent...

Liberian politician This article includes a list of references, related reading, or external links, but its sources remain unclear because it lacks inline citations. Please help improve this article by introducing more precise citations. (September 2020) (Learn how and when to remove this message) Richard A. HenriesBornRichard Abrom Henries(1908-09-16)16 September 1908Monrovia, LiberiaDied(1980-04-22)22 April 1980Monrovia, LiberiaOccupationPoliticianNationalityLiberianEducationCollege of West...

Pour les articles homonymes, voir Jaubert. Jean-Alexis Jaubert Jean-Alexis Jaubert au congrès radical-socialiste de Reims (1929) Fonctions Sous-secrétaire d'État aux Travaux publics 18 janvier 1938 – 13 mars 1938(1 mois et 23 jours) Président Albert Lebrun Président du Conseil Camille Chautemps Gouvernement Chautemps IV Prédécesseur Fabien Albertin Successeur Paul Ramadier Sous-secrétaire d’État aux Finances 4 février 1934 – 4 février 1934(4 jours) Président ...

Representation method in chemistry Skeletal structure redirects here. For other uses, see Skeleton. The skeletal formula of the antidepressant drug escitalopram, featuring skeletal representations of heteroatoms, a triple bond, phenyl groups and stereochemistry The skeletal formula, line-angle formula, bond-line formula or shorthand formula of an organic compound is a type of molecular structural formula that serves as a shorthand representation of a molecule's bonding and some details of its...