拉科朗塞勒

拉科朗塞勒
La Collancelle
 法國市镇
拉科朗塞勒的位置
地图
拉科朗塞勒在法国的位置
拉科朗塞勒
拉科朗塞勒
拉科朗塞勒在涅夫勒省的位置
拉科朗塞勒
拉科朗塞勒
坐标：47°10′30″N 3°38′25″E / 47.175°N 3.6403°E / 47.175; 3.6403
国家 法國
大区 勃艮第-弗朗什-孔泰大区
省 涅夫勒省
面积1
 • 市镇21.95 平方公里（8.47 平方英里）
人口（2021年）[1]
 • 市镇164人
 • 密度7.47人/平方公里（19.4人/平方英里）
时区CET（UTC+01:00）
 • 夏时制CEST（UTC+02:00）
邮政编码58800
INSEE58080
省级选区科尔比尼县（英语：Canton of Corbigny）
海拔235—306米（771—1,004英尺）
（平均：270.5米）
1法國統計部門在計算土地面積時，不計算面積大於1平方公里的湖泊、池塘、冰川和河口。 2「人口不重複計算」：擁有多重居住地的居民（如：學生和軍人）僅計算一次。

拉科朗塞勒（法語：La Collancelle，法语发音：[la kɔlɑ̃sɛl]）是法国涅夫勒省的一个市镇，属于克拉姆西区。

地理

拉科朗塞勒（47°10'30"N, 3°38'25"E）面积21.95 平方千米，位于法国勃艮第-弗朗什-孔泰大區涅夫勒省，该省份为法国中部省份，北至约讷省，西北接卢瓦雷省，西接谢尔省，南至阿列省，东南接索恩-卢瓦尔省，东临科多尔省。

与拉科朗塞勒接壤的市镇（或旧市镇、城区）包括：帕济、阿尚、巴佐勒、萨尔迪莱塞皮里、维特里拉谢[2]。

拉科朗塞勒的时区为UTC+01:00、UTC+02:00（夏令时）。

拉科朗塞勒的OSM定位图

行政

拉科朗塞勒的邮政编码为58800，INSEE市镇编码为58080。

政治

拉科朗塞勒所属的省级选区为科尔比尼县（英语：Canton of Corbigny）。

人口

拉科朗塞勒于2021年1月1日时的人口数量为164人。

1962-2008年间拉科朗塞勒人口变化图示

参见

参考文献

  1. ^ Populations légales 2019. 法国国家统计与经济研究所. 2023年4月27日. 
  2. ^ Géoportail. Carte. Géoportail. [2020-03-22]. （原始内容存档于2017-01-29） （法语）. 

Read other articles:

Barry McCormick

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: Barry McCormick – news · newspapers · books · scholar · JSTOR (March 2013) (Learn how and when to remove this template message) American baseball player and umpire (1874–1956) Baseball player Barry McCormickInfielder / UmpireBorn: (1874-12-25)December 25, 187...

 

 

Yumi Kazama

Artikel ini sebatang kara, artinya tidak ada artikel lain yang memiliki pranala balik ke halaman ini.Bantulah menambah pranala ke artikel ini dari artikel yang berhubungan atau coba peralatan pencari pranala.Tag ini diberikan pada September 2016. Yumi Kazama (風間ゆみ - Kazama Yumi) alias Chika Suzukawa (鈴川ちか - Suzukawa Chika) (lahir 31 Januari 1979) adalah seorang aktris film pornografi Jepang. Yumi Kazama mengaku mulai terjun menjadi bintang film biru sejak usia 18 tahun, setela...

 

 

Синелобый амазон

Синелобый амазон Научная классификация Домен:ЭукариотыЦарство:ЖивотныеПодцарство:ЭуметазоиБез ранга:Двусторонне-симметричныеБез ранга:ВторичноротыеТип:ХордовыеПодтип:ПозвоночныеИнфратип:ЧелюстноротыеНадкласс:ЧетвероногиеКлада:АмниотыКлада:ЗавропсидыКласс:Пт�...

Final Piala FA 2002

Final Piala FA 2002TurnamenPiala FA 2001–2002 Arsenal Chelsea 2 0 Tanggal4 Mei 2002StadionStadion Millennium, CardiffWasitMike RileyPenonton73.963← 2001 2003 → Final Piala FA 2002 adalah pertandingan sepak bola antara Arsenal dan Chelsea yang diselenggarakan pada 4 Mei 2002 di Stadion Millennium, Cardiff. Pertandingan ini merupakan pertandingan final ke-121 Piala FA sebagai pertandingan penentu pemenang musim 2001–2002. Pertandingan ini dimenangkan oleh Arsenal dengan skor 2�...

 

 

List of assets owned by Bell Media

For the assets that were previously owned by CTVglobemedia, see List of assets owned by CTVglobemedia. Further information: Bell Media This article's lead section may be too short to adequately summarize the key points. Please consider expanding the lead to provide an accessible overview of all important aspects of the article. (April 2023) This article needs additional citations for verification. Please help improve this article by adding citations to reliable sources. Unsourced material ma...

 

 

Tasmanian Devil (Looney Tunes)

Warner Bros. theatrical cartoon character Tazmanian Devil redirects here. For other uses, see Tasmanian Devil (disambiguation). Fictional character Tasmanian Devil (Taz)Looney Tunes/Merrie Melodies characterFirst appearanceDevil May Hare (June 19, 1954; 69 years ago (1954-06-19))Created byRobert McKimsonSid Marcus[1]Voiced byMel Blanc (1954–1989)Jeff Bergman (1990–1994, 1997, 2004, 2014)Noel Blanc (1990)Maurice LaMarche (1990)Greg Burson (1990–1995, 1997)Jim Cu...

Courtyard Speech

1914 speech given by King Gustaf V of Sweden King Gustaf V during the speech The Courtyard Speech (Swedish: Borggårdstalet) was a speech written by conservative explorer Sven Hedin and Swedish Army lieutenant Carl Bennedich, delivered by King Gustaf V of Sweden to the participants of the Peasant armament support march (Swedish: Bondetåget) at the courtyard of the Royal Palace in Stockholm. The speech sparked the Courtyard Crisis in Swedish government in February 1914. Context The speech was...

 

 

Culebra, Puerto Rico

Island-town and municipality in Puerto Rico Culebra Island redirects here. For the island in the Falkland archipelago, see Sedge Island. Island-Municipality in Puerto Rico, United StatesCulebra Municipio de CulebraIsla de CulebraIsland-MunicipalityEntrance to Culebra's Ensenada FlagCoat of armsEtymology: Spanish: “Culebra”, i.e., (Non-venomous) SnakeNicknames: La Isla Chiquita (The Little Island), Última Virgen (Last Virgin), Cuna del Sol Borincano (Cradle of the Puerto Rican Sun)An...

 

 

Vaughn Monroe

American singer (1911–1973) Vaughn MonroeBackground informationBirth nameVaughn Wilton MonroeBorn(1911-10-07)October 7, 1911Akron, Ohio, U.S.DiedMay 21, 1973(1973-05-21) (aged 61)Stuart, Florida, U.S.GenresBig band, traditional popYears active1939–1965LabelsRCA Victor, Dot RecordsWebsiteVaughn Monroe Big Band Era SingerMusical artist Vaughn Wilton Monroe (October 7, 1911 – May 21, 1973)[1] was an American baritone singer, trumpeter and big band leader who was most popular i...

Nimrud ivories

Group of ivory carvings dating back to the 9th and 7th centuries BC Nimrud ivoriesAn ivory plaque which depicts a lion eating a man, from Nimrud in the British Museum. The plaque still has much of its original gold leaf and paint.MaterialElephant ivory[1]Created9th to 7th centuries BCPeriod/cultureNeo-AssyrianPlaceNimrudPresent locationBritish Museum, London, National Museum of Iraq, Baghdad, and elsewhereIdentification1954,0508.1 The Nimrud ivories are a large group of small carved i...

 

 

Миколаївська сільська рада (Семенівський район)

Миколаївська сільська рада Основні дані Країна  Україна Область Чернігівська область Район Семенівський район Адм. центр с. Миколаївка Утворена у 1977 році Код КОАТУУ 7424784000 Облікова картка Миколаївська сільська рада  Склад Кількість членів 12 депутатів Голова ради Б...

 

 

Greatest Generation

Cohort born from 1901 to 1927 For other uses, see Greatest Generation (disambiguation). Part of a series onSocial generations of the Western world Lost Generation Greatest Generation Silent Generation Baby boomers Generation X Millennials Generation Z Generation Alpha vte The Greatest Generation, also known as the G.I. Generation and the World War II Generation, is the demographic cohort following the Lost Generation and preceding the Silent Generation. The social generation is generally defi...

Stadium

Place or venue for (mostly) outdoor sports, concerts, or other events This article is about the building type. For other uses, see Stadium (disambiguation). Etihad Stadium Melbourne Cricket Ground Gelora Bung Karno Stadium A stadium (pl.: stadiums or stadia)[1] is a place or venue for (mostly) outdoor sports, concerts, or other events and consists of a field or stage completely surrounded by a tiered structure designed to allow spectators to stand or sit and view the event.[2]...

 

 

Final Liga Eropa UEFA 2025

Final Liga Eropa UEFA 2025San Mamés in Bilbao will host the final.TurnamenLiga Eropa UEFA 2024–2025Tanggal21 Mei 2025 (2025-05-21)StadionSan Mamés, Bilbao← 2024 2026 → Final Liga Eropa UEFA 2025 akan menjadi pertandingan final Liga Eropa UEFA 2024–25, musim ke-54 turnamen sepak bola antarklub sekunder Eropa yang diselenggarakan oleh UEFA, dan musim ke-16 sejak berganti nama dari Piala UEFA menjadi Liga Eropa UEFA . Pertandingan akan dimainkan di San Mamés di Bilbao, Sp...

 

 

Valsugana

Valsugana Obere Valsugana links der Lago di Caldonazzo, rechts der Lago di Levico, davor der Ort Levico Terme Obere Valsugana links der Lago di Caldonazzo, rechts der Lago di Levico, davor der Ort Levico Terme Lage Trentino, Italien Gewässer Lago di Caldonazzo, Lago di Levico, Brenta Gebirge Fleimstaler Alpen, Vizentiner Alpen Geographische Lage 46° 3′ 0″ N, 11° 27′ 0″ O46.0511.45Koordinaten: 46° 3′ 0″ N, 11° 27′ ...

2008 en rugby à XV

Cet article est une ébauche concernant le rugby à XV. Vous pouvez partager vos connaissances en l’améliorant (comment ?) selon les recommandations des projets correspondants. Chronologies Chronologie du sport 2005 2006 2007  2008  2009 2010 2011Mois :Jan - Fév - Mar - Avr - Mai - Juin Juil - Aoû - Sep - Oct - Nov - Déc 2007 ◄◄ 2008 en sport ►► 2009 Chronologie dans le monde 2005 2006 2007  2008  2009 2010 2011Décennies :1970 1980 1990  ...

 

 

Legione romana

Si propone di dividere questa pagina in più pagine, intitolate Legione romana dell'età repubblicana, Legione romana dell'età imperiale e Legione romana dell'età regia. Segui i consigli sulla dimensione delle voci. Vedi anche la discussione. Questa voce o sezione sugli argomenti guerra e storia ha problemi di struttura e di organizzazione delle informazioni. Motivo: La scansione degli argomenti è confusa e molte informazioni son ridondanti. Vi sono sezioni vuote nidifica...

 

 

Neocortex

Mammalian structure involved in higher-order brain functions For other uses, see Neocortex (disambiguation). NeocortexA representative column of neocortex. Cell body layers are labeled on the left, and fiber layers are labeled on the right.IdentifiersMeSHD019579NeuroNames757NeuroLex IDbirnlex_2547TA98A14.1.09.304 A14.1.09.307TA25532FMA62429Anatomical terms of neuroanatomy[edit on Wikidata] The neocortex, also called the neopallium, isocortex, or the six-layered cortex, is a set of layers ...

لمسيات النبت

تحتاج النصوص المترجمة في هذه المقالة إلى مراجعة لضمان معلوماتها وإسنادها وأسلوبها ومصطلحاتها ووضوحها للقارئ، لأنها تشمل ترجمة اقتراضية أو غير سليمة. فضلاً ساهم في تطوير هذه المقالة بمراجعة النصوص وإعادة صياغتها بما يتناسب مع دليل الأسلوب في ويكيبيديا. (أغسطس 2016) اضغط هنا ...

 

 

سهم الزمن

في العلوم الطبيعية، سهم الزمن مصطلح سكه عام 1927 الفلكي البريطاني آرثر إدنغتون لتمييز اتجاه الزمن على خارطة رباعية الأبعاد للعالم.[1][2][3] وفقا لإدنغتون فإن اتجاه الزمن يمكن ان يحدد عن طريق دراسة تنظيمات وتجمعات الذرات والجزيئات والأجسام. العمليات الفيزيائية على...