OpenLLM-France/wikimedia huggingface dataset:
# Odontocraspeda

Odontocraspeda is a genus of moths in the family Geometridae.
# Matz Jenssen

Matz Jenssen (30 October 1760 – 12 August 1813) was a Norwegian businessman.
Originally a seamaster, Jenssen settled in Throndhjem in 1790. Here, he founded his own trading company Jenssen & Co, which evolved into a trade dynasty in the city. Upon his death in 1813, his wife Anna, née Schjelderup Dorenfeldt (1763–1846) took over. The couple had four sons and four daughters; his two oldest sons Jens Nicolai and Hans Peter took over the company upon finishing school, while his third son Anthon P. Jenssen became an estate owner. Jens Nicolai Jenssen left the family company in 1837 to found a rivalling company Jenssen & Sønner.
Jens Nicolai had three sons and three daughters; the oldest son Christian Mathias was a notable businessperson whereas one daughter married a member of the Getz family. Hans Peter married a sister of John Moses, and fathered the businessman Anthon Mathias Jenssen. Matz' fourth son, Lauritz Dorenfeldt Jenssen, was the father of Lauritz Jenssen and grandfather of Hans Jørgen and Worm Hirsch Darre-Jenssen. His daughter Nicoline married Henrik Steffens Hagerup, son of Caspar Peter Hagerup, nephew of Henrik Steffens and father of Prime Minister Francis Hagerup.
# Rajesh Thakur

Rajesh Thakur is an Indian politician who is the member of 13th Himachal Pradesh Assembly from 2017. He is winner in 2017 Himachal Pradesh Legislative Assembly election in which he got 33,977 votes. He is serving as current MLA in Gagret Assembly constituency.

## Personal life

He was born on 2 June 1965 in Panaji, Goa.
# Pocket Hercules: Naim Suleymanoglu

Pocket Hercules: Naim Suleymanoglu is a Turkish biographical drama film directed by Ozer Feyzioglu, written by Barış Pirhasan and produced by Mustafa Uslu. The film tells about the life of Naim Suleymanoglu, nicknamed "Pocket Hercules". In this life story, the Bulgarian Communist Party led by Todor Jivkov tells about the replacement of the names of the Bulgarian Turks with Bulgarian names by state force, which was put into practice at the end of 1984 under the government. In addition, the results of the Bulgarization campaign called the "Resurrection Process" by the official authorities and Naim's attempts to leave Bulgaria to announce this situation to the world are widely covered.
It tells about Naim Suleymanoglu's 11 years, starting from his acquaintance with weightlifting in the 1970s when he was 10 years old, until the Seoul Olympics in 1988. We are watching him achieve his first World Record, Olympic titles, European titles and World titles, and many other achievements by having the title of the youngest world record holder in the weightlifting category at the age of 15.
The film was shot in Turkey, Bulgaria, Melbourne, Brazil, the United Kingdom, the United States and Moscow.

## Background

The film was released on 22 November 2019. The track "Naim", the soundtrack to the film, was composed by rapper Eypio. It was also released on the Internet movie portal Netflix 10 months after its release.
On IMDb it was given 8.5/10, on Sinemalar it was given 8.4/10, and on Beyazperde it was given 9.4/10.

## Cast

* Hayat Van Eck – Naim Süleymanoğlu
* Yetkin Dikinciler – Süleyman Süleymanoğlu
* Selen Öztürk – Hatice Süleymanoğlu
* Gürkan Uygun – Enver Türkileri
* İsmail Hacıoğlu – Mehmet Tunç
* Uğur Güneş – Cemal Tunalı
* Renan Bilek – Remzi
* Barış Kıralioğlu – Turgut Özal
* Bülent Alkış – Atalay Göktuna
* Levent Ülgen – Can Pulak
* Berat Yenilmez – Selim Egeli
# Tom Pearson (rugby union, born 1999)

Tom Pearson (born 26 October 1999) is an English professional rugby union player who plays as a flanker for Premiership Rugby club Northampton Saints and the England national team.

## Early life

Pearson began playing rugby at six years old at his local rugby club in Bromyard, Herefordshire, before going on to play for Luctonians, also in Herefordshire. He attended Moor Park Prep, Dean Close School and Cardiff Metropolitan University where he represented the first team. Pearson played 42 times for the university across both the local Welsh league and the BUCS Super Rugby competition.

## Club career

Pearson had been a member of the Gloucester academy but was released as a teenager. He signed for London Irish on 21 June 2021. He made his senior club debut away to Exeter Chiefs on 23 October 2021 and was named Player of the Match in an Irish win.
On 8 February 2022 Pearson was called up by coach Eddie Jones to train with England during the 2022 Six Nations Championship. Pearson scored his first try for Irish as they beat Bristol Bears on 11 February 2022. In the 2022–23 season Pearson was named as both Premiership Rugby's Breakthrough player of the year and as the Rugby Players' Association's young player of the season.
In June 2023 London Irish encountered financial issues and it was announced that Pearson would join Northampton Saints for the 2023–24 season. Later that month he was selected by England coach Steve Borthwick for a training camp preparing for the 2023 Rugby World Cup. On 5 August Pearson made his Test debut starting in a warm-up defeat against Wales. So far he has been a solid player for the Saints and has made his mark on the 2023-24 season.

## Personal life

Pearson attended a boarding school in Cheltenham, Gloucestershire from Year nine with his twin brother Will Pearson, who also played for Luctonians. He was in Tower House and also played 1XI Cricket.
# Mavis Mullins

Mavis Raylene Mullins MNZM (née Paewai) is a New Zealand businesswoman. She is Māori and identifies with Rangitāne, Te Atihaunui-a-Paparangi and Ngāti Ranginui iwi.
Mullins began her working life as a wool classer in her family's shearing business and soon moved into management of the business. Under her management, the company became the first shearing business in the world to achieve ISO 9002 accreditation. She and her husband later bought the company and renamed it Paewai Mullins Shearing Ltd.
In the late 1990s Mullins was appointed to the board of Landcorp, a position she held for seven years. In 1996 she graduated from Massey University with a Masters in Business Administration. She has held positions on the Massey University Council and the Mid-Central and Wairarapa District Health Boards.
In 2000, Mullins headed the launch of 2degrees, a telecommunications company, as part of her work with Te Huarahi Tika Trust.
She was a member of the Rangitane o Wairarapa and Rangitane o Tamaki nui-a-Rua negotiation team which worked on and successfully completed their Treaty of Waitangi Deed of Settlement. The settlement was signed in August 2016. She also heads Tu Mai Ra, the post-settlement entity, chairs the board of Taratahi Agricultural Training Centre and serves on the boards of Wool Industry Research Ltd, Hautaki Ltd, Te Hou Ltd.

## Recognition

In the 2002 Queen's Birthday and Golden Jubilee Honours, Mullins was appointed a Member of the New Zealand Order of Merit, for services to the wool industry. In 2016 Mullins won the Rural category of the New Zealand Women of Influence Awards. The same year, she was named University of Auckland Business School Aotearoa Maori Business Leaders Awards' inaugural Business Woman of the Year. In 2017, Mullins was inducted into the New Zealand Business Hall of Fame.

## Family

Mullins is married and has four children and 14 grandchildren. Her grandfather was an All Black, Lui Paewai.
# Kinetic priority queue

A Kinetic Priority Queue is an abstract kinetic data structure. It is a variant of a priority queue designed to maintain the maximum (or minimum) priority element (key-value pair) when the priority of every element is changing as a continuous function of time. Kinetic priority queues have been used as components of several kinetic data structures, as well as to solve some important non-kinetic problems such as the k-set problem and the connected red blue segments intersection problem.

## Implementations

The operations supported are:
* create-queue(q): create an empty kinetic priority queue q
* find-max(q, t) (or find-min): - return the max (or min for a min-queue) value stored in the queue q at the current virtual time t.
* insert(X, f$_X$, t): - insert a key X into the kinetic queue at the current virtual timet, whose value changes as a continuous function f$_X$(t) of time t.
* delete(X, t) - delete a key X at the current virtual time t.
There are several variants of kinetic priority queues, which support the same basic operations but have different performance guarantees. Some of the most common implementations are kinetic heaps which are simple to implement but don't have tight theoretical performance bounds, and their randomized variants - kinetic heaters and kinetic hangers - which are easier to analyze. There is also a heap-like structure based on the dynamic convex hull data structure which achieves better performance for affine motion of the priorities, but doesn't support curved trajectories. The kinetic tournament is another commonly used implementation. It achieves, deterministically, the same performance bounds as the heater or hanger, however it is less local and responsive than the heap-based data-structures.
Time complexities of kinetic priority queue implementations :
| Trajectory of element priorities | Kinetic heap | Kinetic hanger, heater & tournament | Dynamic convex hull |
| Lines | $O(n\log ^{2}n)$ | $O(n\log ^{2}n)$ | $O(n\log n)$ |
| Line segments | $O(m{\sqrt {n}}\log ^{\frac {3}{2}}n)$ | $O(m\alpha (n)\log ^{2}n)$ | $O(m\log n\log \log n)$ |
| δ-intersecting curves | $O(n^{2}\log n)$ | $O(\lambda _{\delta }(n)\log n)$ | n/a |
Here, $\alpha (x)$ denotes the inverse Ackermann function.$\delta$-intersecting curves refer to curves where each pair has at most $\delta$ intersections, and $\lambda _{\delta }(n)$ refers to a term in the Davenport-Schinzel sequence, which gives the maximum size of the upper envelope of $n$ $\delta -$intersecting curves. $n$ is the largest number of elements in the queue at any given time, while $m$ refers to the total number of elements that are ever in the queue.

## Applications

Kinetic priority queues are used as part of other kinetic data structures/algorithms such as kinetic closest pair, kinetic max-cut or kinetic clustering.
They can also be used to solve problems such as broadcast scheduling or the connected red blue segments intersection problem.
# Lakeside, Cumbria

Lakeside is a village in Newby Bridge at the south end of Windermere, England. Now in the county of Cumbria, before county reorganisation of 1974 it was in Lancashire, as part of the region known as Furness. It was established as a steamer pier for services along the lake when the Lakeside branch of the Furness Railway reached it in 1869, meaning that steamer services no longer had to negotiate the River Leven to Newby Bridge. Also built at Lakeside was a hotel to serve the tourists brought by the railway and steamers.
The steamers still call at Lakeside and the railway is now a steam-hauled heritage railway, operated as the Lakeside & Haverthwaite Railway. However, it now only operates as far as Haverthwaite, with the route beyond to Ulverston closed in 1965 as part of the Beeching cuts.
It now contains the Aquarium of the Lakes, an aquarium featuring fish found in the rivers and seas around the Lake District.
In November 2009, the village including Lakeside Hotel and the Lakes Aquarium was partially flooded. The floods resulted in the closure of both businesses until early 2010 as well as the sinking of moored yachts and severe road blockages.
# Oberpfuhl

Oberpfuhl is a lake in Uckermark, Brandenburg, Germany. Its surface area is 0.6965 km². It is located in the town of Lychen.
# Matt Mazza

Matthew Anthony Mazza (September 13, 1923 – June 11, 2003) was an American National Basketball Association forward. He played with the Sheboygan Red Skins during the 1949–50 NBA season.

## Career statistics
### NBA

Source

#### Regular season

| Year | Team | GP | FG% | FT% | APG | PPG |
| 1949–50 | Sheboygan | 26 | .300 | .711 | 1.1 | 3.8 |
# Rajgomal

Rajgomal is a village in Jalandhar district of Punjab State, India. It is located 2.5 km from postal head office in Rurka Kalan, 13.7 km from Goraya, 29.1 km from district headquarter Jalandhar and 134 km from state capital Chandigarh. The village is administrated by a sarpanch who is an elected representative of village as per Panchayati raj (India).

## Transport

Goraya railway station is the nearest train station however, Phillaur Junction train station is 19 km away from the village. The village is 51.4 km away from domestic airport in Ludhiana and the nearest international airport is located in Chandigarh also Sri Guru Ram Dass Jee International Airport is the second nearest airport which is 129 km away in Amritsar.
# Pocket Hercules

Pocket Hercules may refer to:
* Naim Süleymanoğlu (1967-2017), Bulgarian-born Turkish World and Olympic Champion in weightlifting
* Maurice Jones-Drew (born 1985), American football player
* Darren Sproles (born 1983), American football player
* Manohar Aich (1912–2016), Indian bodybuilder
# Tongala Football Club

The Tongala Football Club, nicknamed the Blues, is an Australian rules football club playing in the Murray Football League.
The club is based in the town of Tongala located in the north of Victoria.

## History

The Tongala Football Club was formed in 1894 in a meeting at Mangan's Victoria Hotel, Tongala, with games played at Tongala Recreation Reserve. Tongala initially wore a red jumper with black horizontal bars in 1894.
In 1919, Tongala's application for admission into the Goulburn Valley Football League was rejected on the grounds that Tongala was not a strong enough team.
In 1937, the club's colours were yellow and black.
The club has participated in a number of local football leagues over the years with great success.

## Football competitions timeline

Tongala FC have competed in the following football competitions –
* 1910 to 1914: Kyabram District Junior Football Association
* 1915: Kyabram District Football Association
* 1916 to 1918: Club in recess, due to World War I
* 1919 to 1923: Kyabram District Junior Football Association
* 1924 to 1932: Goulburn Valley Football League
* 1933 to 1935: Echuca and District Football League
* 1936 to 1940: Kyabram District Football Association
* 1941 to 1944: Club in recess, due to World War II
* 1945 to 1946: Kyabram District Football Association
* 1946 to 2005: Goulburn Valley Football League
* 2006 to present day: Murray Football League

## Football Premierships
### Seniors

* Murray Football League
** Nil
* Goulburn Valley Football League
** 1949 - Tongala: 10.17 - 77 d Kyabram: 6.13 - 49
** 1961 - Tongala: 11.12 - 78 d Shepparton: 9.11 - 65
** 1983 - Tongala: d
** 1984 - Tongala: d
* Kyabram District Football League
** 1937 - Tongala: 13.14 - 92 d Lancaster: 9.12 - 66
** 1939 - Tongala: 15.8 - 98 d Stanhope: 13.12 - 90
** 1940 - Tongala: 9.11 - 65 d Stanhope: 4.8 - 32
** 1945 - Tongala: 18.17 - 125 d Stanhope: 11.9 - 75
* Kyabram District Junior Football Association
** 1920 - Tongala: 3.3 - 21 d Undera: 2.2 - 14
** 1923 - Tongala: 5.5 - 35 d Imperials: 3.7 - 25

## VFL / AFL Players

The following footballers played with Tongala, prior to playing senior football in the VFL/AFL or coached Tongala and / or drafted, with the year indicating their VFL/AFL debut.
* 1932 - Sir Douglas Nicholls: Fitzroy
* 1937 - Arch Shields: Carlton
* 1941 - Bob Dawson: St. Kilda
* 1948 - Vic Lawrence: North Melbourne
* 1949 - Ron Simpson: Fitzroy
* 1960 - Paul Rowe - North Melbourne
* 1963 - Ian Graham: Collingwood
* 1978 - Phil Seaton: Melbourne
* 1991 - Sam Pang: Collingwood Under 19's
* 1992 - Brendan Parker: Carlton
* 1993 - Brad L. Campbell: Melbourne
* 2001 - Blake Campbell: Carlton
* 2024 - Harley Reid: West Coast Eagles
# Mazzotta

Mazzotta is an Italian surname. Notable people with the surname include:
* Anna Mazzotta (born 1970), British artist
* Antonio Mazzotta (born 1989), Italian footballer
* Federico Mazzotta (1839–1897), Italian painter
* Giuseppe Mazzotta, American historian
* Peppino Mazzotta (born 1971), Italian actor
* Riccarda Mazzotta (born 1986), Swiss cyclist
* Roberto Mazzotta (born 1940), Italian economist and politician
# St. Anthony of Padua Church (Arad, Romania)

St. Anthony of Padua Church is a Roman Catholic church located at 96A Revoluției Boulevard in Arad, Romania. It is dedicated to Saint Anthony of Padua.
The church was designed by local architect Milan Tabaković and built between 1902 and 1904 on the site of an earlier Baroque church, demolished for the project. Interior design, including frescoes, altar decoration and stained glass, took longer, so that consecration did not occur until 1911. The building is surrounded by the Minorite Palace, which now hosts businesses.
The style is eclectic, with Neoclassical, Baroque and Renaissance revival elements. The main entrance is flanked by four massive columns with Corinthian capitals. Above, there is a copy of Michelangelo’s Pietà. Still higher, there is a quotation in Hungarian from Luke 19:46: Az én házam imádság háza (“My house is the house of prayer”).
The nave measures 43 meters long by 17 meters wide, while the cross on the dome is 56 meters above ground level. The dome holds bells cast at a local foundry. A painting by György Vastagh above the white marble altar depicts the patron saint. The side altars feature the Baroque paintings from the old church. The stained glass near the entrance is noted for its quality. The pipe organ, from 1905, has 40 stops and 1200 pipes, producing a rich sound.
The church is listed as a historic monument by Romania's Ministry of Culture and Religious Affairs.
# Kinetic minimum box

Kinetic minimum box is a kinetic data structure to maintain the minimum bounding box of a set of points whose positions change continuously with time. For points moving in a plane, the kinetic convex hull data structure can be used as a basis for a responsive, compact and efficient kinetic minimum box data structure.

## 2D case

The 2D kinetic minimum box builds on the 2D kinetic convex hull in a manner similar to the kinetic width data structure which maintains the pair of minimum-distance parallel lines that have the entire point set between them. In this case, since a box consists of two pairs of parallel lines (that are perpendicular to each other), analogy can be made with running two perpendicular kinetic width problems, and the data-structure needs to maintain sets of four points – two antipodal pairs which have perpendicular supporting lines.
In the dual view where a point (a, b) maps to a line y=ax+b, four envelopes (left, right, upper, lower) are computed. The range in x-values of a line segment in one of these envelopes corresponds to the range in the supporting slopes of the corresponding convex hull vertex in the primal view. Thus, an interval where the x-values of the four envelopes lists overlap (which can be obtained by merging the lists) corresponds, in the primal view, to a slope range where all lines parallel and perpendicular to the slopes support the same four convex hull vertices. The minimum box (in terms of area or perimeter) can be easily computed for each slope range and the four vertices thus supported, and then the global minimum box can be found by minimizing over these intervals. This algorithm can be kinetized by maintaining the convex hull in a kinetic convex hull data structure, the merge of the four envelope lists in a kinetic sorted list and the boxes in a kinetic priority queue.

## Analysis

The responsiveness and compactness of this data structure follow from those of the kinetic convex hull, kinetic sorted list and kinetic priority queue data structures. This is also efficient since the number of combinatorially different minimum boxes for n points is $O(n^{2+\epsilon }).$ The existence of a local data structure for this problem is an open problem.
# Lancia Ro (bus)

The Lancia Ro is a bus produced from 1952 to 1955.
The bus had only one door with 32 seats. The successor of the bus is the Lancia Esagamma. The bus was used to transport people over long distances. The weight of the bus is 8 tonnes and had length of 7 meters.

## History

This bus had the new design of the Italian buses in that time. It was used like a tourist bus and had a place for luggage on the top of the bus. The seats were comfortable and made the trip better.
# Newquay Treloggan (electoral division)

Newquay Treloggan (Cornish: Tewynblustri Trelowgan) is an electoral division of Cornwall in the United Kingdom and returns one member to sit on Cornwall Council. The current Councillor is Oliver Monk, a Conservative.

## Extent

Newquay Treloggan covers the south of the town of Newquay, including the suburbs of Trenance and Treninnick. The division covers 110 hectares in total.

## Election results
### 2017 election

2017 election: Newquay Treloggan :
| Party | Party | Candidate | Votes | % |
| | Conservative | Oliver Monk | 431 | 47.9 |
| | Liberal Democrats | Sandy Carter | 249 | 27.7 |
| | Independent | Margaret North | 130 | 14.4 |
| | Independent | Roy Edwards | 86 | 9.6 |
| Majority | Majority | Majority | 182 | 20.2 |
| Rejected ballots | Rejected ballots | Rejected ballots | 4 | 0.4 |
| Turnout | Turnout | Turnout | 900 | 28.6 |
| | Conservative gain from Liberal Democrats | Conservative gain from Liberal Democrats | Swing | |

### 2013 election

2013 election: Newquay Treloggan :
| Party | Party | Candidate | Votes | % |
| | Liberal Democrats | Dave Sleeman | 384 | 52.7 |
| | Conservative | Kevin Towill | 327 | 44.9 |
| Majority | Majority | Majority | 57 | 7.8 |
| Rejected ballots | Rejected ballots | Rejected ballots | 17 | 2.3 |
| Turnout | Turnout | Turnout | 728 | 22.5 |
| | Liberal Democrats hold | Liberal Democrats hold | Swing | |

### 2009 election

2009 election: Newquay Treloggan :
| Party | Party | Candidate | Votes | % | ±% |
| | Liberal Democrats | George Edwards | 333 | 33.3 | |
| | Conservative | Kevin Towill | 286 | 28.6 | |
| | Independent | Norman Thompson | 269 | 26.9 | |
| | BNP | James Fitton | 104 | 10.4 | |
| Majority | Majority | Majority | 47 | 4.7 | |
| Rejected ballots | Rejected ballots | Rejected ballots | 9 | 0.9 | |
| Turnout | Turnout | Turnout | 1001 | 31.9 | |
| | Liberal Democrats win (new seat) | Liberal Democrats win (new seat) | Liberal Democrats win (new seat) | Liberal Democrats win (new seat) | Liberal Democrats win (new seat) |
# Ogden Knights

The Ogden Knights were a professional indoor football team that began play in the American Indoor Football Association in the 2009 season. The Knights were based in Ogden, Utah, with home games to be played at the Golden Spike Arena. While it is the first indoor football team based in Ogden, the AIFA previously had the Salt Lake City-area based Utah Saints, who only played the 2008 season before folding.
On November 23, 2008, the Knights announced their nickname, logo, and colors.
The team was forced to abort its 2010 season, but planned on returning in 2011. However, the AIFA folded before the 2011 season began and the Knights did not resume operations Larry Stovall-Moody kicked the first field goal of 46 yards vs Yakima Valley Warriors at the Yakima SunDome in Yakima Washington.

## Season-By-Season

Season records :
| Season | W | L | T | Finish | Playoff results |
| 2009 | 4 | 10 | 0 | 3rd Western | -- |
| 2010 | 1 | 13 | 0 | 6th Western | -- |
| Totals | 5 | 23 | 0 | |
# Matthew Gilmore

Matthew Gilmore (born 11 September 1972 in Ghent) is a Belgian-Australian retired track cyclist, who mostly competed and was most successful on track for Belgium. Although Gilmore was born in and represented Belgium, he is the son of Australian racing cyclist Graeme Gilmore and competed with an Australian licence earlier in his career, changing to Belgium on 15 June 1998. Gilmore is also the nephew of British racing cyclist Tom Simpson.
At the 2000 Sydney Olympics he won a silver medal in the men's madison event together with Etienne De Wilde. That year, he rode for Danish road bicycle racing Memory Card–Jack & Jones. Before that he rode for SPAR–RDM, and afterwards he changed to Vlaanderen–T Interim.