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Historic house in Connecticut, United States 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: A. Everett Austin House – news · newspapers · books · scholar · JSTOR (January 2008) (Learn how and when to remove this template message) United States historic placeA. Everett Austin HouseU.S. National Register of H...

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: Sittin' in the Balcony – news · newspapers · books · scholar · JSTOR (August 2016) (Learn how and when to remove this template message) Sittin' in the Balcony is a song written and performed by John D. Loudermilk under his artist name Johnny Dee. It was release...

Lake in Manitoba, CanadaRed Sucker LakeRed Sucker Lake, with the community of Red Sucker Lake and the Airport in frontRed Sucker LakeLocationManitoba, CanadaCoordinates54°08′32″N 93°40′17″W / 54.14222°N 93.67139°W / 54.14222; -93.67139TypelakeSurface area150 square kilometres (58 sq mi) Red Sucker Lake is a lake in the northeastern part of Manitoba, Canada, near its border with Ontario. It has a surface area of approximately 150 square kilometres ...

Vanenburg kan verwijzen naar: Gerald Vanenburg - Nederlandse voetballer, Kasteel De Vanenburg - kasteel in de Nederlandse gemeente Putten, Verzorgingsplaats Vanenburg - naar het kasteel vernoemde verzorgingsplaats langs de Rijksweg 28. Bekijk alle artikelen waarvan de titel begint met Vanenburg of met Vanenburg in de titel. Dit is een doorverwijspagina, bedoeld om de verschillen in betekenis of gebruik van Vanenburg inzichtelijk te maken. Op deze pagina staat een uitl...

Article connexe : Taux de fécondité. Le taux de natalité (ou taux brut de natalité) est le rapport entre le nombre annuel de naissances vivantes et la population totale moyenne sur une période et dans un territoire donné. Il s'exprime souvent en pour mille (‰). Calcul TN s'exprime habituellement en ‰ (pour mille). Le taux de natalité se calcule : T N = n p . 1000 {\displaystyle TN={\frac {n}{p}}.{1000}} n est le nombre de naissances par année et p est la population total...

اليهود الرومانيوت أو الرومانيوت هم مجموعة إثنية يهودية يعود أصلهم لشرق البحر المتوسط. يُعد الرومانيوت أقدم مجموعة يهودية موجودة وأقدم مجموعة يهودية في أوروبا. كانت لغتهم المميزة هي اليونانية اليهودية، وهي لهجة يونانية تتضمن العبرية إضافةً لكلمات آرامية وتركية، ولكنهم ي�...

← 2009 2008 2007 2010 ở Việt Nam → 2011 2012 2013 Thập kỷ: Xem thêm: Sự kiện khác năm 2010 Niên biểu lịch sử Việt Nam Dưới đây là sự kiện trong năm tại Việt Nam 2010. Đương nhiệm Ảnh Vị trí Tên Tổng bí thư Nông Đức Mạnh Chủ tịch nước Nguyễn Minh Triết Thủ tướng Nguyễn Tấn Dũng Chủ tịch Quốc hội Nguyễn Phú Trọng Sự kiện Đại lễ 1000 năm Thăng Long – Hà Nội Mất Xem: Thể lo

International auxiliary language and abbreviated writing system This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This article may need to be rewritten to comply with Wikipedia's quality standards. You can help. The talk page may contain suggestions. (December 2019) This article is written like a manual or guide. Please help rewrite this article and remove advice or instruction. (December 2...

Town in Greater Accra Region, GhanaKokomlemleTownCountry GhanaRegionGreater Accra RegionDistrictAccra MetropolitanTime zoneGMT • Summer (DST)GMT Kokomlemle is a town in the Accra Metropolitan District, a district of the Greater Accra Region of Ghana and noted for the location of Joy FM and Accra Technical Training Center (ATTC), among other institutions. Kokomlemle is recognized as the capital town of the Ayawaso Central Municipal District.[1] It is surrounded by other tow...

Place in Aceh, IndonesiaMuara Dua SealMuara DuaLocation of the city in northern SumatraCoordinates: 5°11′17″N 97°8′25″E / 5.18806°N 97.14028°E / 5.18806; 97.14028CountryIndonesiaProvinceAcehCitylhokseumaweDistrictMuara DuaCity EstablishedJune 21, 2001Government • CamatUmar, S.SosArea • Total57.80 km2 (22.32 sq mi)Population (2012[1]) • Total22,850 • Density400/km2 (1,000/sq mi)...

American college basketball season 1986–87 Georgetown Hoyas men's basketballBig East regular season co-championsBig East tournament championsNCAA tournament, Elite EightConferenceBig East ConferenceRankingCoachesNo. 4APNo. 4Record29-5 (12-4 Big East)Head coachJohn Thompson (15th season)Assistant coaches Craig Esherick (5th season) Mike Riley (5th season) CaptainReggie Williams (1st year)Home arenaCapital CentreSeasons← 1985–861987–88 → 1986–87...

スタンダード・エキザクタ エキザクタ (Exakta) は、ドイツのカメラメーカー、イハゲーが一眼レフカメラに使ったブランド。第二次世界大戦終戦後も外国資本であったため、東ドイツ時代にもVEB（人民所有公社）に再編されることはなかったが、国策により1970年にVEBペンタコン・ドレスデンに吸収され、その後はペンタコンが設計開発生産を行った。 本項では、普及機�...

Indian cinematographer This article has multiple issues. Please help improve it or discuss these issues on the talk page. (Learn how and when to remove these template messages) This biography of a living person needs additional citations for verification. Please help by adding reliable sources. Contentious material about living persons that is unsourced or poorly sourced must be removed immediately from the article and its talk page, especially if potentially libelous.Find sources: Chota...

Richard II dari Inggris bertemu para pemberontak Pemberontakan Para Petani Pemberontakan masyarakat di Eropa abad pertengahan akhir adalah kebangkitan dan pemberontakan oleh (biasanya) kaum petani di pinggiran negara, atau kaum burjois di kota-kota, melawan kaum bangsawan, biarawan dan raja pada kebangkitan abad ke-14 sampai awal abad ke-16, bagian dari Krisis Abad Pertengahan Akhir. Meskipun terkadang dikenal sebagai Pemberontakan Petani, fenomena kebangkitan masyarakat tersebut memiliki can...

Anti-personnel landmine ban treaty Not to be confused with Ottawa Conference. Ottawa Treaty(Mine Ban Treaty)Convention on the Prohibition of the Use, Stockpiling, Production and Transfer of Anti-Personnel Mines and on their Destruction  States that are party to the Ottawa TreatyDrafted18 September 1997Signed3 December 1997LocationOttawa, Ontario, CanadaEffective1 March 1999ConditionRatifications by 40 statesSignatories133Parties164 (Complete List)[1]DepositarySecretary-Gener...

English footballer (born 1996) Harry Winks Winks lining up for Tottenham Hotspur in 2020Personal informationFull name Harry Billy Winks[1]Date of birth (1996-02-02) 2 February 1996 (age 27)[2]Place of birth Hemel Hempstead, Hertfordshire, EnglandHeight 5 ft 10 in (1.78 m)[3]Position(s) Central midfielderTeam informationCurrent team Leicester CityNumber 8Youth career2002–2014 Tottenham HotspurSenior career*Years Team Apps (Gls)2014–2023 Tottenham...

Fictional character from Adventure Time The Ice King redirects here. For other uses, see Ice King (disambiguation). Fictional character Ice KingAdventure Time characterFirst appearanceAdventure Time (2007)Created byPendleton WardVoiced byTom Kenny (2010–present)John Kassir (2007)In-universe informationFull nameSimon PetrikovNicknameIce KingSpeciesHumanGenderMaleSignificant otherBetty GrofChildrenMarceline the Vampire Queen (adoptive daughter) Ice King, also known as Simon Petrikov, is a fic...

Species of bird Hawaiian duck Conservation status Endangered (IUCN 3.1)[1] Imperiled (NatureServe)[2] Scientific classification Domain: Eukaryota Kingdom: Animalia Phylum: Chordata Class: Aves Order: Anseriformes Family: Anatidae Genus: Anas Species: A. wyvilliana Binomial name Anas wyvillianaSclater, PL, 1878 The Hawaiian duck (Anas wyvilliana) or koloa is a species of bird in the family Anatidae that is endemic to the large islands of Hawaiʻi. Taxonomica...

Громадянська війна в Грузії Зіткнення неподалік будівлі парламенту в ТбілісіЗіткнення неподалік будівлі парламенту в Тбілісі Дата: 22 грудня 1991 — 31 грудня 1993 Місце: Грузія Результат: Перемога Державної ради над звіадистами Сторони Уряд Звіада Гамсахурдії у вигнанні �...

De gravitatiewet van Newton De gravitatiewet van Isaac Newton is een natuurwet, die de aantrekking door de zwaartekracht tussen voorwerpen beschrijft. Deze wet staat in Newtons werk Philosophiae Naturalis Principia Mathematica dat hij publiceerde op 5 juli 1687:[1] Elke puntmassa oefent een kracht uit op elke andere puntmassa. Deze kracht is gericht langs de lijn die beide punten verbindt en is evenredig met het product van de massa's en is omgekeerd evenredig met het kwadraat van de ...