OpenLLM-France/wikimedia huggingface dataset:
# Lakmé Fashion Week

Lakmé Fashion Week X FDCI is a bi-annual fashion week which takes place at Delhi and Mumbai. Its Summer-Resort show takes place in March at Mumbai while the Winter-Festive show takes place in October at Delhi.

## History

The event first took place in 2000.

## Activities

It is considered one of the premier fashion events in India along with FDCI's India Fashion Week and India Runway Week. It is jointly run and organized by IMG Reliance Limited and Lakmé, whose title sponsor is Lakmé.
Indian film stars such as Priyanka Chopra Jonas, Deepika Padukone, Malaika Arora Khan, and Arjun Rampal as well as International models such as Naomi Campbell have participated at this show by making it one of the most prominent fashion shows in the world. Globally prominent luxury brand labels that have taken part in LFW include Louis Vuitton, Dolce & Gabbana, and Roberto Cavalli. Among Indian designers, Ajay Kumar, Manish Malhotra, Rohit Bal, Tarun Tahiliani, and Ritu Beri have taken part in the event. The event has been responsible for launching the careers of designers such as Sabyasachi Mukherjee. Kareena Kapoor, Jacqueline Fernandez, Sushmita Sen, Priyanka Chopra, Deepika Padukone, Bipasha Basu and Lisa Haydon have been some of the major show-stoppers.
# Lagunita

Lagunita is an ancient Maya city, located in the Yucatán Peninsula, Mexico. It was identified in August 2014, along with Tamchen, by Ivan Sprajc, associate professor at the Research Center of the Slovenian Academy of Sciences and Arts, and his team, after they reviewed aerial photographs of the area. The identification was made with the use of aerial photographs.
The site was visited in the 1970s by the Swiss archaeologist Eric Von Euw, who documented the facade and other monuments with drawings. However, the exact location of the city, which Von Euw referred to as Lagunita, had been unclear until 2013. All other attempts at locating it had failed.
# Fortitude Valley railway station

Fortitude Valley railway station is located on the North Coast line in Queensland, Australia. Located beneath the Valley Metro complex, it serves the central Brisbane suburb of Fortitude Valley. The station is one of four inner city stations that form a core corridor through the centre of Brisbane.
Pedestrian access to the station is via two thoroughfares near the corner of Brunswick and Wickham Streets and a pedestrian overpass connecting to McWhirters. There is also a lesser known entrance through the car park at the Northern side of the station, both out to Alfred Street in the West and Alden Street in the east, the latter through a secluded elevator in the eastern side of the car parking complex.
On the Path to the overpass to McWhirters, exists two escalators that lead down to Wickham Street, however due to political issues these escalators are non-functional and are normally closed off with a metal door.

## History

The station opened on 1 November 1890 as Brunswick Street with the completion of the railway from Brisbane Central.
In July 2007, an upgrade on the station commenced but being a busy station, only two platforms were able to be upgraded at any one time.
The upgrade was completed in October 2008 with escalators, elevators, new lighting, updated passenger information displays and upgraded flooring. With the upgrade completed, the station was renamed Fortitude Valley.
An upgrade of the Valley Metro Shopping centre (building that exists around the station) commenced in 2017 and has the potential to upgrade the entrances to the station.

## Services

Fortitude Valley station is served by all suburban and interurban City network lines. Also see Inner City timetable

## Services by platform

| Platform | Lines | Destinations | Notes |
| 1 | Airport | City, Park Road & Varsity Lakes | |
| 1 | Doomben | City, Roma Street & Park Road | |
| 1 | Doomben | City & Cleveland | Peak hours only |
| 1 | Ferny Grove | City & Beenleigh | |
| 1 | Shorncliffe | City & Cleveland | |
| 2 | Airport | Brisbane Airport Domestic | |
| 2 | Doomben | Doomben | |
| 2 | Ferny Grove | Ferny Grove | |
| 2 | Shorncliffe | Northgate & Shorncliffe | |
| 3 | Caboolture | City, Springfield Central, Ipswich & Rosewood | |
| 3 | Redcliffe Peninsula | City, Springfield Central & Ipswich | |
| 3 | Sunshine Coast | City, Springfield Central & Ipswich | |
| 4 | Caboolture | Caboolture | |
| 4 | Redcliffe Peninsula | Kippa-Ring | |
| 4 | Sunshine Coast | Nambour & Gympie North | |
# Lamchyu

Lamchyu is a village in Hsawlaw Township in Myitkyina District in the Kachin State of north-eastern Burma.
# Lamb–Oseen vortex

In fluid dynamics, the Lamb–Oseen vortex models a line vortex that decays due to viscosity. This vortex is named after Horace Lamb and Carl Wilhelm Oseen.

## Mathematical description

Oseen looked for a solution for the Navier–Stokes equations in cylindrical coordinates $(r,\theta ,z)$ with velocity components $(v_{r},v_{\theta },v_{z})$ of the form
    $v_{r}=0,\quad v_{\theta }={\frac {\Gamma }{2\pi r}}g(r,t),\quad v_{z}=0.$
where $\Gamma$ is the circulation of the vortex core. Navier-Stokes equations lead to
    ${\frac {\partial g}{\partial t}}=\nu \left({\frac {\partial ^{2}g}{\partial r^{2}}}-{\frac {1}{r}}{\frac {\partial g}{\partial r}}\right)$
which, subject to the conditions that it is regular at $r=0$ and becomes unity as $r\rightarrow \infty$, leads to
    $g(r,t)=1-\mathrm {e} ^{-r^{2}/4\nu t},$
where $\nu$ is the kinematic viscosity of the fluid. At $t=0$, we have a potential vortex with concentrated vorticity at the $z$ axis; and this vorticity diffuses away as time passes.
The only non-zero vorticity component is in the $z$ direction, given by
    $\omega _{z}(r,t)={\frac {\Gamma }{4\pi \nu t}}\mathrm {e} ^{-r^{2}/4\nu t}.$
The pressure field simply ensures the vortex rotates in the circumferential direction, providing the centripetal force
    ${\partial p \over \partial r}=\rho {v^{2} \over r},$
where ρ is the constant density

## Generalized Oseen vortex

The generalized Oseen vortex may be obtained by looking for solutions of the form
    $v_{r}=-\gamma (t)r,\quad v_{\theta }={\frac {\Gamma }{2\pi r}}g(r,t),\quad v_{z}=2\gamma (t)z$
that leads to the equation
    ${\frac {\partial g}{\partial t}}-\gamma r{\frac {\partial g}{\partial r}}=\nu \left({\frac {\partial ^{2}g}{\partial r^{2}}}-{\frac {1}{r}}{\frac {\partial g}{\partial r}}\right).$
Self-similar solution exists for the coordinate $\eta =r/\varphi (t)$, provided $\varphi \varphi '+\gamma \varphi ^{2}=a$, where $a$ is a constant, in which case $g=1-\mathrm {e} ^{-a\eta ^{2}/2\nu }$. The solution for $\varphi (t)$ may be written according to Rott (1958) as
    $\varphi ^{2}=2a\exp \left(-2\int _{0}^{t}\gamma (s)\,\mathrm {d} s\right)\int _{c}^{t}\exp \left(2\int _{0}^{u}\gamma (s)\,\mathrm {d} s\right)\,\mathrm {d} u,$
where $c$ is an arbitrary constant. For $\gamma =0$, the classical Lamb–Oseen vortex is recovered. The case $\gamma =k$ corresponds to the axisymmetric stagnation point flow, where $k$ is a constant. When $c=-\infty$, $\varphi ^{2}=a/k$, a Burgers vortex is a obtained. For arbitrary $c$, the solution becomes $\varphi ^{2}=a(1+\beta \mathrm {e} ^{-2kt})/k$, where $\beta$ is an arbitrary constant. As $t\rightarrow \infty$, Burgers vortex is recovered.
# Lake Agassiz Regional Library

The Lake Agassiz Regional Library (LARL) system is a public library system in northwestern Minnesota that covers seven counties. The administrative office is located in the Moorhead branch. In total there are 13 branch libraries and 9 LINK site locations.

## History

The Moorhead Public Library opened on July 12, 1906. This became possible when the city of Moorhead secured a Carnegie Grant for $10,000 in 1903. The Clay County Library system was formed in 1949 and three ways of extending their services were established. They opened their services up to all county residents, they extended their library services to rural schools, and established traveling library "stations" that remained in rural towns for a few months. In 1949 they also began the Clay County Bookmobile service, one of the first bookmobiles in Minnesota.
The Lake Agassiz Regional Library system was developed in 1961 to extend library services throughout the counties in northwestern Minnesota. It was the first regional library system created in Minnesota that was formed through already existing rural libraries.

## Branch libraries

* Ada
* Bagley
* Barnesville
* Breckenridge
* Climax
* Crookston
* Detroit Lakes
* Fertile
* Fosston
* Hawley
* Mahnomen
* McIntosh
* Moorhead

## Link sites

In 2008, LARL won the Highsmith Award for Library Innovation for the development of LINK sites. LARL established 10 Library LINK sites which provide small collections, computer terminals connected to the LARL catalog, regular hours and volunteers trained and supported by library staff. In 2014, the LINK site in Shelly, MN closed due to funding issues. Nine LINK sites remain to support rural communities throughout the region.
* Cormorant
* Frazee
* Gonvick
* Halstad
* Hendrum
* Lake Park
* Rothsay
* Twin Valley
* Ulen
46°52′24″N 96°46′20″W﻿ / ﻿46.8733333°N 96.7722222°W﻿ / 46.8733333; -96.7722222
# Lake Agnes (Minnesota)

There are four lakes in the U.S. state of Minnesota named Lake Agnes:
* Lake Agnes (Cook County, Minnesota)
* Lake Agnes (Douglas County, Minnesota)
* Lake Agnes (Boundary Waters)
* Lake Agnes (Voyageurs National Park)
# Lake Agnes

Lake Agnes may refer to:
* Lake Agnes (Alberta) in Banff National Park, Alberta, Canada
* Lake Agnes (Colorado) in Colorado, United States
* Lake Agnes (Florida) in Florida, United States, site of Fantasy_of_flight
* Lake Agnes (Minnesota)
* Lake Agnes (New Zealand), a mountain lake near the Hollyford Valley, in the South Island of New Zealand
* Lake Agnes in the Hunter Island region of the Quetico Provincial Park, northern Ontario, Canada.
# Forum Baths, Trier

49°45′10″N 6°38′16″E﻿ / ﻿49.752736°N 6.63766°E﻿ / 49.752736; 6.63766 The Forum Baths of Trier (German: Thermen am Viehmarkt or Viehmarktthermen) are a ruin of a Roman bath complex in Augusta Treverorum, modern-day Trier, Germany. The baths were discovered in 1987.

## History
### Roman Period

The Forum Baths of Trier were converted in the 4th century C.E. from some older buildings, dated to around the 2nd century C.E. The structure encompassed 8364 m$^2$ The bath house utilized the passive heating of the sun, like many Roman baths, and oriented the caldarium and tepidarium to the south, and the frigidarium to the north.
Along with the other bathhouses, the Forum Baths remained in use through the end of the fourth century. But the complex fell out of use during the early fifth century as Trier was repeatedly sacked during the Migration Period.

### Later Use

In the 13th century, the remains of the bath began being used as a quarry for local buildings. In the 17th and 18th centuries, the Capuchin Order built some of the buildings for their monastery over the eastern part of the bathhouse. In 1802, the monastery was dissolved and nine years later, in 1811, the garden was transformed into a cattle market (German: Viehmarkt), from which the ruins get their name.

## Gallery

* Current state of Remains
* Current state of Remains
* External View of Museum
# Lampropappus

Lampropappus is a genus of flowering plants belonging to the family Asteraceae.
Its native range is Tanzania to South Tropical Africa.
Species:
* Lampropappus eremanthifolia (O.Hoffm.) H.Rob.
* Lampropappus hoffmannii H.Rob.
* Lampropappus turbinellus (S.Moore) H.Rob.
# Lampronia stangei

Lampronia stangei is a moth of the family Prodoxidae. It is found in Italy.
# Formica subsericea

Formica subsericea, colloquially known as the black field ant, is a species of ant in the genus Formica. It is found in the eastern United States and Canada. Workers of this species are incredibly fast and quite timid. Workers of this species are commonly found working as slaves in Polyergus colonies. Nuptial flights typically occur in July or August. It is often confused with another Formica species, Formica fusca. The larvae of Microdon megalogaster, a member of the ant fly genus, have been observed in the nests of these ants. The inquiline relationship of these fly larvae is not well understood.
# Language, Proof and Logic

Language, Proof and Logic is an educational software package, devised and written by Jon Barwise and John Etchemendy, geared to teaching formal logic through the use of a tight integration between a textbook (same name as the package) and four software programs, where three of them are logic related (Boole, Fitch and Tarski's World) and the other (Submit) is an internet-based grading service. The name is a pun derived from Language, Truth, and Logic, the philosophy book by A. J. Ayer.
On September 2, 2014, there was launched a massive open online course (MOOC) with the same name, which utilizes this educational software package.

## Description

A short description of the programs:
* Boole (named after George Boole) - a program that facilitates the construction and checking of truth tables and related notions (tautology, tautological consequence, etc.);
* Fitch (named after Frederic Brenton Fitch) - a natural deduction proof environment in Fitch-style calculus for giving and checking first-order proofs;
* Tarski's World (named after Alfred Tarski) - a program that teaches the basic first-order language and its semantics using a model theoretic-like approach, where the "world" consists of a little grid and some simple objects;
* Submit - a program that allows students to submit exercises done with the above programs to the Grade Grinder, the online grading service.
# Frances Fish

Frances Lilian Fish QC (December 18, 1888 – October 27, 1975), the daughter of Charles Elijah Fish, was the first female law school graduate and lawyer in Nova Scotia, the first woman to run for office in the New Brunswick legislature, and a prominent lawyer in Newcastle, New Brunswick.
Fish, a B.A. graduate of University of New Brunswick (1910), obtained an M.A. in classics from University of Chicago (about 1913), before completing her law degree at Dalhousie University in 1918. On September 10, 1918 she was the first woman called to the bar in Nova Scotia. At the time, women were not considered to be "persons" under the law. (see Persons Case)
Although she lived in Winnipeg, Ottawa and Toronto, she returned to Newcastle following her father's death in 1933. She was among the first six female lawyers in the province. She ran as the Reconstruction Party candidate for the Northumberland riding in the 1935 federal election, but was defeated by Liberal John Patrick Barry. She also ran as an unsuccessful Conservative Party candidate in the 1935 New Brunswick provincial election.
In 1947 she was named New Brunswick's first female deputy county magistrate, and was appointed a QC in 1972. The Frances Fish Women Lawyers Achievement Award, presented biennially by the Nova Scotia Association of Women and the Law, commemorates her achievements.
# Foucherans

Foucherans may refer to:
* Foucherans, Doubs, a commune in the French region of Franche-Comté
* Foucherans, Jura, a commune in the French region of Franche-Comté
# Fouchères

Fouchères may refer to the following communes of France:
* Fouchères, Aube, in the Aube department
* Fouchères, Yonne, in the Yonne department
* Fouchères-aux-Bois, in the Meuse department
# 255 BC

Year 255 BC was a year of the pre-Julian Roman calendar. At the time it was known as the Year of the Consulship of Nobilior and Paullus (or, less frequently, year 499 Ab urbe condita). The denomination 255 BC for this year has been used since the early medieval period, when the Anno Domini calendar era became the prevalent method in Europe for naming years.

## Events
### By place
#### Roman Republic

* The Battle of Adis (or Adys) is fought near the city of that name, 40 miles (64 kilometres) southeast of Carthage, between Carthaginian forces and a Roman army led by Marcus Atilius Regulus. The Romans inflict a crushing defeat upon the Carthaginians, and the latter then sue for peace. The ensuing negotiations between the parties lead to Regulus demanding Carthage agree to an unconditional surrender, cede Sicily, Corsica and Sardinia to Rome, renounce the use of their navy, pay an indemnity, and sign a vassal-like treaty. These terms are so harsh that the people of Carthage resolve to keep fighting.
* The Carthaginians, angered by Regulus' demands, hire Xanthippus, a Spartan mercenary, to reorganize the army. The revitalised Carthaginian army, led by Xanthippus, decisively defeat the Romans in the Battle of Tunis and capture their commander Marcus Atilius Regulus. A Roman fleet, sent to rescue Regulus and his troops, is wrecked in a storm off Sicily.

#### Egypt

* In the Second Syrian War, Ptolemy II loses ground in Cilicia, Pamphylia, and Ionia, while Antiochus II regains Miletus and Ephesus. A peace is then concluded between Antiochus and Ptolemy under which Antiochus is to marry Ptolemy's daughter Berenice Syra.

#### Bactria

* Diodotus I, Seleucid satrap of Bactria, rebels against Antiochus II and becomes the founder of the Greco-Bactrian Kingdom.

#### China

* King Hui of Zhou becomes the last claimant king of the Zhou dynasty of China.

## Births

* Xu Fu, ancient Chinese alchemist
# 255n

255N is a US Army Military Occupational Specialty code for a Network Management Technician - a Warrant Officer Military Occupational Specialty in the Signal Corps. It was previously known as 250N.
Network Management Technicians transport the voice, video and data networks establishing and maintaining the transport layer environment of Army's portion of the Cyberspace domain through network management/enterprise systems management (NM/ESM) functions to include fault management, configuration management, auditing and accountability measures, maintaining performance standards, and implementing security measures at all levels in support of combat information superiority and command and control. They supervise and manage the operation and internetworking of telecommunications networks, network systems equipment, network nodal transmission and transport systems, network management system platforms, networked information systems and associated personnel at both the local area and wide area network level. They plan, install, administer, manage, maintain, integrate, operate, service, secure, optimize and troubleshoot communications networks and networked-systems connectivity and capacity in order to transmit information as an element of combat power. They supervise and oversee network security planning and the implementation and use of electronic keys and frequency management to support communications networks and networked-systems. They manage the training of personnel on the planning, installation, administration, management, maintenance, integration, operation, servicing, securing, optimization and troubleshooting of communications networks and networked-systems. They develop policy recommendations and provide technical guidance and advice to commanders and staffs on the management and operation of Army, joint, intergovernmental, interagency and multinational communications networks and networked-systems.
# Ardhmëria Basket

Ardhmëria Basket is an Albanian basketball club based in Tiranë, Albania.

## History

Ardhmëria Basket was founded in 2006, initially as a basketball school for the local youth. The club created the senior team in 2015 and in its first competitive season, it won the 2015–16 Albanian Basketball First Division, achieving the promotion to the Albanian Basketball League, the highest level of basketball in the country.

## Trophies

* Albanian First Division: 1
    2015–16
# Tarachodes sjostedti

Tarachodes sjostedti is a species of praying mantis in the family Eremiaphilidae.
# Copernican

Copernican means of or pertaining to the astronomer Nicolaus Copernicus (1473–1543).
Copernican may also refer to:

## Science

* Copernican heliocentrism, the astronomical model developed by Copernicus
* Copernican principle, in physical cosmology
* Copernican period, in lunar geology

## Politics

* Copernican federalism, a US political model
* Copernican paradigm, an Australian political model

## Music

* Symphony No. 2 (Górecki), a symphony by Henryk Górecki known as the Copernican Symphony, Op. 31
# Charentilly

Charentilly (French pronunciation: ) is a commune in the Indre-et-Loire department in central France.

## Administration

list of successive mayors :
| Term | Term | Name | Party | Occupation |
| 18/05/2020 | incumbent | Valérie Bouin | | |
| 28/03/2014 | 2020 | Patrick Lehagre | DVD | Chef d'entreprise |
| 21/03/2008 | 27/03/2014 | Jacques Boullenger | | |
| 25/03/1989 | 21/03/2008 | Dr Joël Pelicot | UDF | médecin, conseiller général du canton de Neuillé-Pont-Pierre (1979-2008) |
| 25/01/1985 | 24/03/1989 | Gérard Motard | | |
| 16/06/1974 | 24/01/1985 | Maurice Pilorge | | |
| 17/04/1959 | 15/06/1974 | Paul Rousseau | | |
| 27/10/1947 | 16/04/1959 | Andrée Cousin (née Hervé) | | |
| 19/05/1945 | 26/10/1947 | Jean Gannay | | |
| 20/05/1912 | 18/05/1945 | baron Jean de Chanchevrier | | |
| 06/05/1907 | 19/05/1912 | Rémy Fourmont | | |
| 26/06/1893 | 05/05/1907 | baron Alfred Hainguerlot | | |
| 30/01/1890 | 25/06/1893 | Mathurin Chandonnay | | |
| 06/07/1868 | 29/01/1890 | Jules Hervé | | |
| 06/11/1865 | 05/07/1868 | André Bodin | | |
| 24/08/1848 | 05/11/1865 | Jean Vaslin (fils) | | |
| 05/09/1831 | 23/08/1848 | Jean Vaslin (père) | | |
| 29/01/1830 | 04/09/1831 | Charles Moisant | | |
| 03/09/1821 | 28/11/1830 | Jean-Pierre Vaslin | | |
| 19/07/1815 | 02/09/1821 | Jean-Baptiste Barrier | | |
| 05/06/1815 | 18/07/1815 | Pierre Vaslin | | |
| 11/07/1808 | 04/06/1815 | Jean-Baptiste Barrier | | |
| 23/01/1808 | 10/07/1808 | Laurent Duval | | |
| 07/02/1804 | 22/11/1808 | Pierre Vaslin | | |
| 05/02/1803 | 06/02/1804 | François Collas | | |
| 18/03/1801 | 04/02/1803 | Richard de La Missardière | | |
| 26/08/1787 | 17/03/1801 | Pierre Vaslin | | |
# Life (Cueshé album)

Life is Cueshe's fourth and current album released on September 1, 2010 by Musiko Records & Sony Music Philippines, Inc.