OpenLLM-France/wikimedia huggingface dataset:
# Berlin Wintergarten theatre

The Berlin Wintergarten theatre was a large variety theatre in Berlin-Mitte.
It opened in 1887 and was destroyed by bombs during the Second World War.
The Skladanowsky brothers showcased the first short film presentation at the theatre in 1895, making it the first Bioscop movie theater in history. Beyond a movie theatre, it was a multi-use variety theatre. As art historian Erwin Panofsky recalls, in about 1905 "there was only one obscure and faintly disreputable kino in the whole city of Berlin, bearing, for some unfathomable reason, the English name of 'The Meeting Room'."
The theatre was restarted, relocated and the title licensed in 1992. The new location is on Potsdamer Straße just South of Potsdamer Platz in Berlin.
# Verein Deutscher Rosenfreunde

Verein Deutscher Rosenfreunde - VDR (in English German Rose Society), since 2007 Gesellschaft Deutscher Rosenfreunde - GDR is an association of rosarians. It was created in 1903 for the promotion of new cultivars of roses, but was closed in 1934 under the Third Reich. The Union was reestablished in the 1980s.
# Digby Willoughby, 9th Baron Middleton

Digby Wentworth Bayard Willoughby, 9th Baron Middleton (24 August 1844 – 28 May 1922), was an English nobleman, the eldest son of Henry Willoughby, 8th Baron Middleton.
He was educated at Eton. He served in the 1860s with the Scots Fusilier Guards, retiring with the rank of captain. On 30 July 1869 he was appointed second major in the 1st Administrative Brigade of Yorkshire (East Riding) Artillery Volunteers, of which his father the 8th Baron was honorary colonel. The 9th Baron later commanded the unit as lieutenant-colonel, became Hon Col in turn on 29 May 1879, and held the post into the 20th Century.
On 5 August 1869 married Eliza Maria Gordon-Cumming (16 June 1847 – 27 April 1922 Birdsall House, Birdsall). The couple had no children.
He succeeded his father in 1877 and lived in the Willoughby family seat at Birdsall House which he preferred to Wollaton Park, Nottingham, and died there. He was succeeded in the barony by his younger brother Godfrey Ernest Percival Willoughby.
# Convergence (logic)

In mathematics, computer science and logic, convergence is the idea that different sequences of transformations come to a conclusion in a finite amount of time (the transformations are terminating), and that the conclusion reached is independent of the path taken to get to it (they are confluent).
More formally, a preordered set of term rewriting transformations are said to be convergent if they are confluent and terminating.
# Boxing at the 2019 European Games – Men's 49 kg

The men's light flyweight 49 kg boxing event at the 2019 European Games in Minsk was held from 23 to 30 June at the Uruchie Sports Palace.

## Schedule

All times are Further European Time (UTC+03:00)
| Date | Time | Event |
| Sunday, 23 June 2019 | 14:00 | Round of 16 |
| Tuesday, 25 June 2019 | 19:00 | Quarterfinals |
| Friday, 28 June 2019 | 20:00 | Semifinals |
| Sunday, 30 June 2019 | 12:45 | Final |

## Results

| Round of 16 | Round of 16 | Round of 16 | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Final | Final | Final |
| Salah Ibrahim (GER) | Salah Ibrahim (GER) | 2 | | | | | | | | | |
| Sakhil Alakhverdovi (GEO) | Sakhil Alakhverdovi (GEO) | 3 | Sakhil Alakhverdovi (GEO) | Sakhil Alakhverdovi (GEO) | 3 | | | | | | |
| Aqeel Ahmed (GBR) | Aqeel Ahmed (GBR) | 5 | Aqeel Ahmed (GBR) | Aqeel Ahmed (GBR) | 2 | | | | | | |
| Jakub Słomiński (POL) | Jakub Słomiński (POL) | 0 | | | | Sakhil Alakhverdovi (GEO) | Sakhil Alakhverdovi (GEO) | 3 | | | |
| Federico Serra (ITA) | Federico Serra (ITA) | 5 | | | | Federico Serra (ITA) | Federico Serra (ITA) | 2 | | | |
| Tinko Banabakov (BUL) | Tinko Banabakov (BUL) | 0 | Federico Serra (ITA) | Federico Serra (ITA) | 5 | | | | | | |
| Rufat Huseynov (AZE) | Rufat Huseynov (AZE) | 4 | Rufat Huseynov (AZE) | Rufat Huseynov (AZE) | 0 | | | | | | |
| David Alaverdian (ISR) | David Alaverdian (ISR) | 0 | | | | | | | Sakhil Alakhverdovi (GEO) | Sakhil Alakhverdovi (GEO) | 1 |
| Nazar Kurotchyn (UKR) | Nazar Kurotchyn (UKR) | 0 | | | | | | | Arthur Hovhannisyan (ARM) | Arthur Hovhannisyan (ARM) | 4 |
| Martín Molina (ESP) | Martín Molina (ESP) | 5 | Martín Molina (ESP) | Martín Molina (ESP) | 1 | | | | | | |
| Bator Sagaluev (RUS) | Bator Sagaluev (RUS) | 0 | Regan Buckley (IRL) | Regan Buckley (IRL) | 4 | | | | | | |
| Regan Buckley (IRL) | Regan Buckley (IRL) | 5 | | | | Regan Buckley (IRL) | Regan Buckley (IRL) | 2 | | | |
| Attila Bernáth (HUN) | Attila Bernáth (HUN) | 2 | | | | Arthur Hovhannisyan (ARM) | Arthur Hovhannisyan (ARM) | 3 | | | |
| Cosmin Gîrleanu (ROU) | Cosmin Gîrleanu (ROU) | 3 | Cosmin Gîrleanu (ROU) | Cosmin Gîrleanu (ROU) | 1 | | | | | | |
| Arthur Hovhannisyan (ARM) | Arthur Hovhannisyan (ARM) | 5 | Arthur Hovhannisyan (ARM) | Arthur Hovhannisyan (ARM) | 4 | | | | | | |
| Yauheni Karmilchyk (BLR) | Yauheni Karmilchyk (BLR) | 0 | | | | | | | | | |
# École nationale supérieure d'architecture de Paris-La Villette

The École nationale supérieure d'architecture de Paris-La Villette is a public tertiary school located in Paris, France. It is placed under the supervision of the ministry for the Culture and the Communication (Direction of Architecture and the Inheritance). It is one of the twenty public schools which exempt a higher education of architecture in France.
The Georgia Institute of Technology College of Architecture (in the United States) maintains a small permanent presence at the school.
48°53′37″N 02°22′52″E﻿ / ﻿48.89361°N 2.38111°E﻿ / 48.89361; 2.38111

## People

Nicolas Godin from the French electro band Air was architecture student of the École nationale supérieure d'architecture de Paris la Villette.
# I Get Excited

"I Get Excited" may refer to:
* "I Get Excited", a single from Rick Springfield's 1982 album Success Hasn't Spoiled Me Yet
* "I Get Excited (You Get Excited Too)", the b-side to the Pet Shop Boys' 1988 single "Heart"
# Fenualoa

Fenualoa is the second largest island in the Reef Islands, in Temotu Province, in the nation of Solomon Islands.

## Name

The name is of Polynesian origin (fenua loa), meaning "long land".

## Geography

The estimated terrain elevation above sea level is some 17 metres. At low tide, Fenualoa is connected to the neighboring island of Nifiloli to the north. The west side of the island is mainly sandy beaches facing the huge lagoon and the Great Reef. The east side is steep rocky cliffs with the deep Forest Passage separating Fenualoa from the largest island of the group Lomlom.

## Population

The island is very densely populated with four main villages, each made up of sub-villages and total approximately 1500 inhabitants (2008), all on the west side of the 8 km by 600m long and thin island. The largest villages are Tuo (Tuwo), Maluba, Tanga and Malapu (running south to north). There are three schools on the island and the people are Melanesian. A few yachts (1 or 2 per year) visit the island by entering the huge lagoon through the Great Reef (the lagoon is approximately 25 km east west by 8 km north south). There is no scheduled transport to the island.

## Gallery

* Looking north to Fenualoa from just outside the reef. Tuo village is just visible.
* A canoeist off the west side of Fenualoa at sunset.
* Looking west from the beach on Fenualoa across the Great Reef to the volcano of Tinakula.
* Children on the beach at Tuo village, Fenualoa with a visiting yacht in the background.
* The school at Tuo village, Fenualoa completed in 2008 with New Zealand aid.
* Children at Tuo school at Tuo village, Fenualoa.
# 1680s in Canada

"none" is preferred when the title is sufficiently descriptive
Events from the 1680s in Canada.

## Events

* 1682: Robert Cavelier, sieur de la Salle reaches the mouth of the Mississippi River and claims the entire Mississippi Valley for France, naming the area Louisiana.
* 1682: William Penn's treaty with the Delaware begins a period of friendly relations between the Quakers and Indians.
* 1683: After the death of Louis XIV's brilliant minister, J. B. Colbert, France's interest in the colonies wanes.
* c. 1685: In North America, the English and French vie for control.
* 1685: LaSalle lands at Matagorda Bay, builds Fort St. Louis.
* 1686: Mackinac region, Rooseboom and McGregor open trade but are seized by the French.
* 1686: De Troyes and D'Iberville capture three English posts on James Bay (June–July).
* 1686: King James II and Louis XIV sign neutrality pact handing forts of St. John's and Port Royal back to the French.
* 1689–1697: King William's War (American counterpart of the War of the Grand Alliance in Europe) -- Abenakis, Penobscot, other New England tribes, attacked by English and their Iroquois allies. This is the first of the French-English wars for control of North America, continuing to 1763. During these wars, the Iroquois League generally sides with the English, and the Algonquian tribes with the French.
* 1689: Nicolas Perrot formally claims upper Mississippi region for France.
* 1689, 5 August: A raiding party of 1,500 Iroquois warriors kill 72 French settlers at Lachine in an event known as the Lachine massacre.
# Moel-yr-hydd

Moel-yr-hydd is a subsidiary summit of Moelwyn Mawr in Snowdonia, North Wales and forms part of the Moelwynion. (Strictly the mountain is not actually in the Snowdonia National Park as it falls within the exclusion "hole" around the former slate town of Blaenau Ffestiniog.)
The mountain overlooks the village of Tanygrisiau and Tanygrisiau railway station (a halt on the Ffestiniog Railway) from where the mountain can easily be ascended.
From the 1830s until 1946, Wrysgan Quarry was worked on the north east flank of the mountain. Substantial underground chambers were driven beneath the summit.
# Bernardo Henao Mejía

Bernardo Henao Mejía was a Colombian physician and politician.
Son of José Tomás Henao Jaramillo [es], an acclaimed Antioquian doctor, and Clementina Mejía Jaramillo, Henao Mejía was the first director of the Hospital San Juan de Dios, in Armenia.
During the government of the General Gustavo Rojas Pinilla, he served as Minister of Public Health of Colombia. During his time in the ministry, he regularized the exercise of optometry and supported the peace process that was being carried out with the Liberal Guerrillas [es]. He also was Acting Minister of Agriculture.
# Akwa Ibom State Ministry of Transport and Petroleum

The Akwa Ibom State Ministry of Transport and Petroleum is the Nigerian state government ministry charged with the responsibility to plan, devise, and implement state policies on transportation and petroleum.
# Dirac structure

In mathematics a Dirac structure is a geometric structure generalizing both symplectic structures and Poisson structures, and having several applications to mechanics. It is based on the notion of the Dirac bracket constraint introduced by Paul Dirac and was first introduced by Ted Courant and Alan Weinstein.

## Linear Dirac structures

Let $V$ be a real vector space, and $V^{*}$ its dual. A (linear) Dirac structure on $V$ is a linear subspace $D$ of $V\times V^{*}$ satisfying
* for all $(v,\alpha )\in D$ one has $\left\langle \alpha ,\,v\right\rangle =0$,
* $D$ is maximal with respect to this property.
In particular, if $V$ is finite dimensional, then the second criterion is satisfied if $\dim D=\dim V$. Similar definitions can be made for vector spaces over other fields.
An alternative (equivalent) definition often used is that $D$ satisfies $D=D^{\perp }$, where orthogonality is with respect to the symmetric bilinear form on $V\times V^{*}$ given by ${\bigl \langle }(u,\alpha ),\,(v,\beta ){\bigr \rangle }=\left\langle \alpha ,v\right\rangle +\left\langle \beta ,u\right\rangle$.

### Examples

* If $U\subset V$ is a vector subspace, then $D=U\times U^{\circ }$ is a Dirac structure on $V$, where $U^{\circ }$ is the annihilator of $U$; that is, $U^{\circ }=\left\{\alpha \in V^{*}\mid \alpha _{\vert U}=0\right\}$.
* Let $\omega :V\to V^{*}$ be a skew-symmetric linear map, then the graph of $\omega$ is a Dirac structure.
* Similarly, if $\Pi :V^{*}\to V$ is a skew-symmetric linear map, then its graph is a Dirac structure.

## Dirac structures on manifolds

A Dirac structure ${\mathfrak {D}}$ on a smooth manifold $M$ is an assignment of a (linear) Dirac structure on the tangent space to $M$ at $m$, for each $m\in M$. That is,
* for each $m\in M$, a Dirac subspace $D_{m}$ of the space $T_{m}M\times T_{m}^{*}M$.
Many authors, in particular in geometry rather than the mechanics applications, require a Dirac structure to satisfy an extra integrability condition as follows:
* suppose $(X_{i},\alpha _{i})$ are sections of the Dirac bundle ${\mathfrak {D}}\to M$ ($i=1,2,3$) then $\left\langle L_{X_{1}}(\alpha _{2}),\,X_{3}\right\rangle +\left\langle L_{X_{2}}(\alpha _{3}),\,X_{1}\right\rangle +\left\langle L_{X_{3}}(\alpha _{1}),\,X_{2}\right\rangle =0.$
In the mechanics literature this would be called a closed or integrable Dirac structure.

### Examples

* Let $\Delta$ be a smooth distribution of constant rank on a manifold $M$, and for each $m\in M$ let $D_{m}=\{(u,\alpha )\in T_{m}M\times T_{m}^{*}M\mid u\in \Delta (m),\,\alpha \in \Delta (m)^{\circ }\}$, then the union of these subspaces over $m$ forms a Dirac structure on $M$.
* Let $\omega$ be a symplectic form on a manifold $M$, then its graph is a (closed) Dirac structure. More generally, this is true for any closed 2-form. If the 2-form is not closed, then the resulting Dirac structure is not closed.
* Let $\Pi$ be a Poisson structure on a manifold $M$, then its graph is a (closed) Dirac structure.
# Galliard (disambiguation)

Galliard (Gaillarde in French; Gagliarda in Italian) is Renaissance dance and associated music.
Galliard may refer to:

## People

* Johann Ernst Galliard (1687–1749), German composer
* Léon Olphe-Galliard (1825–1893), French ornithologist
* Pierce Galliard Smith (1826–1908), Australian Baptist Church rector
* Christian Galliard de Lavernée (born 1950), French civil servant

## Other

* galliard (typography), another name for bourgeois-size type
* Galliard (typeface), typeface designed by Matthew Carter
* Galliard (horse), Thoroughbred racehorse
# EuroCRIS

euroCRIS is an international not-for-profit association founded in 2002 in order to bring together experts on research information management and research information management systems (CRIS). The euroCRIS Office is located in Nijmegen (Netherlands).
euroCRIS maintains the CERIF standard (for Common European Research Information Format) to enable CRIS system interoperability. CERIF is endorsed by the European Commission and is developed and maintained by the CERIF Task Group of euroCRIS.
The mission of euroCRIS is to foster cooperation and knowledge-sharing across the worldwide research information community and to promote interoperability of research information through the CERIF standard. Additional areas of activity also include – among others – the uptake of CRIS systems by various stakeholders, research information infrastructures on an institutional, regional, national and international level, best practices in system interoperability and the use and implementation of standards in CRIS such as identifiers, formats, semantics, (controlled) vocabularies, etc.
A key instrument for the community-driven information exchange are the international events regularly organised by euroCRIS. These include the biennial CRIS Conferences and the biannual Membership Meetings. The outputs arising from all these events are systematically archived in the euroCRIS open access repository based on a DSpace-CRIS software platform. The most recent euroCRIS event after a two-and-a-half-year hiatus due to the Covid-19 pandemic was the CRIS2022 Conference held May 12-14, 2022 in Dubrovnik (Croatia).

## The euroCRIS DRIS

One of the main areas of activity of euroCRIS involves maintaining the Directory of Research Information Systems (DRIS). The DRIS is an international directory of CRIS systems currently displaying (as of June 2022) close to 1,200 entries. The vast majority of DRIS records describe institutional CRISs, but there is also a good number of instances for regional and national CRISs, disciplinary and research funder CRISs. Details for new DRIS entries are usually provided by institutions or CRIS vendors, so the DRIS remains work in progress at this stage: while it already provides a comprehensive snapshot of the available CRIS infrastructure worldwide, it is far from being complete yet.
# Metzneria lacrimosa

Metzneria lacrimosa is a moth of the family Gelechiidae. It was described by Edward Meyrick in 1913. It is found in Tunisia.
# Beddy Rays (album)

Beddy Rays is the eponymous debut studio album from Australian rock group, Beddy Rays. The line-up was Lewis McKenna on guitar, Bradley O'Connor on bass guitar, Jackson van Issum "Jacko" on lead vocals and guitar, and Benjamin Wade on drums. It was released on 29 July 2022 and peaked at number 8 on the ARIA Albums chart.
At the 2022 ARIA Music Awards, the album was nominated for Michael Gudinski Breakthrough Artist.
At the National Indigenous Music Awards 2023, the album was nominated for Album of the Year.

## Background

Beddy Rays is Beddy Rays' debut album. The band formed in 2017 in Brisbane. The line-up was Lewis "Lewy" McKenna on guitar, Bradley O'Connor on bass guitar, Jackson "Jacko" van Issum on lead vocals and guitar, and Benjamin Wade on drums. They released an extended play, Lost Found Beat Around, in December 2017. Their album was announced on their Facebook account on 2 June 2022 and released on 29 July, which peaked at number 8 on the ARIA Albums chart. It produced seven singles.

## Reception

Professional ratings :
| Review scores ||
| Source | Rating |
| Distorted Sound | 7/10 |
| Kerrang! | 4/5 |
| X-press Magazine | 8/10 |
Millie Warwick from Distorted Sound wrote: "If the criteria for a self-titled debut album is to entirely capture the energy of a band, then Beddy Rays does exactly this. With the main themes being love for their hometown, enjoying the summer and checking in on your friends, you'll feel well acquainted with the band after listening, and immersed into their world."
Jake Richardson from Kerrang felt that "Aside from acoustic number 'Brin's Song', they largely stick to the same formula across this album, but rather than becoming tiresome, the four-piece's approach works so well that there's no point in deviating. Beddy Rays know what they do well, their identity is clear and they use this record to explore their sound in all its fast-paced, party-starting glory."
Tiana Speter from Hysteria Mag opined: "Embracing their sturdy footing between the surf rock, indie and garage rock realms, Beddy Rays come out swinging, hugging and thumping on their first ever full length album."
Ryan Ellis from X-press Magazine wrote that "Beddy Rays is an unrestrained and unpretentious rollercoaster of undeniably infectious tunes. Loaded with loose surf-punk melodies, crunchy riffs and infectious vocals, it will inevitably induce and maintain good times in any situation. All you need to do is embrace it."
Beat Magazine stated "Beddy Rays are the epitome of good summer vibes, with their surf-rock vibe and catchy lyrics."

## Track listing

All tracks are written by Lewis McKenna, Bradley O'Connor, Jackson van Issum, Benjamin Wade; unless otherwise indicated

## Personnel

Beddy Rays
* Lewis McKenna – guitar
* Bradley O'Connor – bass guitar
* Jackson van Issum "Jacko" – lead vocals, guitar
* Benjamin Wade – drums
Artisans
* Brock Weston – producer, engineer, mixer
* Matthew Cochran – co-producer
* Steve Smart – mastering engineer
* Campbell Walker – cover

## Charts

Chart performance for Beddy Rays :
| Chart (2022) | Peak position |
| Australian Albums (ARIA) | 8 |
# Daknai

Daknai is a village in the Bhopal district of Madhya Pradesh, India. It is located in the Berasia tehsil.

## Demographics

According to the 2011 census of India, Daknai has 2 households. The effective literacy rate (i.e. the literacy rate of population excluding children aged 6 and below) is 71.43%.
Demographics (2011 Census) :
| | Total | Male | Female |
| Population | 18 | 8 | 10 |
| Children aged below 6 years | 4 | 3 | 1 |
| Scheduled caste | 0 | 0 | 0 |
| Scheduled tribe | 0 | 0 | 0 |
| Literates | 10 | 4 | 6 |
| Workers (all) | 5 | 5 | 0 |
| Main workers (total) | 5 | 5 | 0 |
| Main workers: Cultivators | 1 | 1 | 0 |
| Main workers: Agricultural labourers | 4 | 4 | 0 |
| Main workers: Household industry workers | 0 | 0 | 0 |
| Main workers: Other | 0 | 0 | 0 |
| Marginal workers (total) | 0 | 0 | 0 |
| Marginal workers: Cultivators | 0 | 0 | 0 |
| Marginal workers: Agricultural labourers | 0 | 0 | 0 |
| Marginal workers: Household industry workers | 0 | 0 | 0 |
| Marginal workers: Others | 0 | 0 | 0 |
| Non-workers | 13 | 3 | 10 |
# Finland at the 2015 World Championships in Athletics

Finland competed at the 2015 World Championships in Athletics in Beijing, China, from 22 to 30 August 2015.

## Medalists

The following Finnish competitors won medals at the Championships
| Medal | Athlete | Event | Date |
| Bronze | Tero Pitkämäki | Javelin throw | 26 August |

## Results

(q – qualified, NM – no mark, SB – season best)

### Men
#### Track and road events

| Athlete | Event | Heat | Heat | Semifinal | Semifinal | Final | Final |
| Athlete | Event | Result | Rank | Result | Rank | Result | Rank |
| Henri Manninen | Marathon | — | — | — | — | 2:30:21 SB | 35 |
| Jarkko Kinnunen | 50 kilometres walk | — | — | — | — | 4:02:07 SB | 32 |
| Aku Partanen | 50 kilometres walk | — | — | — | — | 3:54:28 | 18 |
| Aleksi Ojala | 50 kilometres walk | — | — | — | — | DNF | DNF |

#### Field events

| Athlete | Event | Qualification | Qualification | Final | Final |
| Athlete | Event | Distance | Position | Distance | Position |
| Tuomas Seppänen | Hammer throw | 74.74 SB | 11 q | 73.18 | 10 |
| David Söderberg | Hammer throw | 75.96 | 6 q | 76.92 SB | 6 |
| Tero Pitkämäki | Javelin throw | 83.43 | 5 Q | 87.64 | |
| Antti Ruuskanen | Javelin throw | 82.20 | 9 q | 87.12 | 5 |
| Ari Mannio | Javelin throw | 80.19 | 14 | Did not advance | Did not advance |

### Women
#### Track and road events

| Athlete | Event | Heat | Heat | Semifinal | Semifinal | Final | Final |
| Athlete | Event | Result | Rank | Result | Rank | Result | Rank |
| Nooralotta Neziri | 100 metres hurdles | 13.13 | 6 | Did not advance | Did not advance | Did not advance | Did not advance |
| Anne-Mari Hyryläinen | Marathon | — | — | — | — | 2:41:59 | 29 |
| Sandra Eriksson | 3000 metres steeplechase | 9:39.64 | 8 | — | — | Did not advance | Did not advance |
| Camilla Richardsson | 3000 metres steeplechase | 9:53.13 | 8 | — | — | Did not advance | Did not advance |

#### Field events

| Athlete | Event | Qualification | Qualification | Final | Final |
| Athlete | Event | Distance | Position | Distance | Position |
| Kristiina Mäkelä | Triple jump | 13.83 | 13 | Did not advance | Did not advance |
| Minna Nikkanen | Pole vault | 4.55 | 6 q | 4.60 =NR | 10 |
| Sanna Kämäräinen | Discus throw | 56.68 | 27 | Did not advance | Did not advance |
| Sanni Utriainen | Javelin throw | 55.56 | 31 | Did not advance | Did not advance |

## Sources

* Finnish team
# Derallus altus

Derallus altus is a species of water scavenger beetle in the family Hydrophilidae. It is found in the Caribbean, North America, and South America.