OpenLLM-France/wikimedia huggingface dataset:
# Jacky Carlier

Jacky Carlier (born 8 November 1961) is a French athlete specialising in middle-distance track events.
Bronze medallist over 3000m at the 1989 European Athletics Indoor Championships in The Hague, behind German Dieter Baumann and Spaniard Abel Antón, he got his second podium the following year, in 1990 in Glasgow, beaten in the final by his compatriot Eric Dubus.
He also won four titles at the French Athletics Championships : over 1500m in 1988, and over 3000 m in 1988, 1989 and 1995.

## Personal records

* 3000 m : 7 min 52 s 64 (1995)
* 3000 m (indoor) : 7 min 53 s 16 (1989)
* 5000 m : 13 min 25 s 14 (1994)
# Streptomyces xylanilyticus

Streptomyces xylanilyticus is a bacterium species from the genus of Streptomyces which has been isolated from soil from the Sakaerat Environmental Research Station in Thailand.
# Reunited (New Zealand TV series)

Reunited is a New Zealand television series. Presented by adoption advocate Alex Gilbert, the series follows six Russian-born adoptees on their own personal story of re-connecting with their birth families. It first aired on TVNZ 1 in February, 2022. Gilbert also serves as the narrator for the series and as one of the writers.

## Episodes

| No. | Title | Original air date |
| 1 | "Viktoria" | February 1, 2022 (2022-02-01) |
| Alex Gilbert helps Viktoria Rundle search for her birth mother. Going back to Russia in the middle of the Arctic chill, Viktoria is confronted with some news she didn't expect. |||
| 2 | "Daria" | February 8, 2022 (2022-02-08) |
| Alex Gilbert helps Russian-American adoptee Daria Rottenberk search for her birth parents in Saint Petersburg. What she finds out in Russia isn't what she expected. |||
| 3 | "Anya" | February 15, 2022 (2022-02-15) |
| Anya Gibson has always struggled with unanswered questions. Born in Saint Petersburg, Russia, Anya is determined to know what happened years ago with her grandmother before she was placed in an orphanage. |||
| 4 | "Siblings, Erin and Nick" | February 22, 2022 (2022-02-22) |
| Erin and Nick were both adopted from the Siberian city of Barnaul and raised in America by their adoptive mother. Now both in their 20s, they have asked Alex Gilbert to help them find their birth families. |||
| 5 | "Anna" | March 1, 2022 (2022-03-01) |
| Anna Calhoun was adopted at the age of only 14 months from the Russian town of Abinsk. Raised in Birmingham, Alabama, Anna has always been curious to know what happened with her birth family. |||
| 6 | "The Gilbert Family" | March 8, 2022 (2022-03-08) |
| Alex Gilbert takes on a personal challenge when his adoptive brother Andrei wants to connect with his birth family. |||

## Reception

In a review from stuff.co.nz, Reunited was mentioned with Alex Gilbert being adopted himself, he shows compassion with each adopted person during the series. It has also been noted for its cinematography work.
# Art discovery

Art discovery refers to the process by which researchers, art historians, collectors, dealers, and other knowledgeable individuals find artworks by prominent artists which were not previously or correctly identified.

## Examples
### Modern findings

In 2011 a British art dealer, Philip Mould, received major news coverage for discovering a set of paintings by Anthony van Dyck which had not been previously identified. Mould has made a number of major art discoveries, including some of Thomas Gainsborough's earliest known works, the only known portrait of Arthur, Prince of Wales and lost works by Anthony van Dyck and Thomas Lawrence. In January 2021, Mould found a miniature portrait of French king Henri III by Jean Decourt.
Mould described some of the basic concepts for art discoveries, in an article published in the Guardian;
   Although [Mould] acknowledged that auctioneers do not have the benefit of cleaning and restoring works, which help to reveal true quality, he added: "As art dealers, we scour daily the world's auction catalogues for paintings that are … wrongly identified … In any week, our finds might range from a misidentified Tudor icon to a misattributed 18th-century landscape … but by a strange chance we seem to have hit a seam of Van Dycks."
# Milü

Milü (Chinese: 密率; pinyin: mìlǜ; "close ratio"), also known as Zulü (Zu's ratio), is the name given to an approximation to π (pi) found by Chinese mathematician and astronomer Zu Chongzhi in the 5th century. Using Liu Hui's algorithm (which is based on the areas of regular polygons approximating a circle), Zu famously computed π to be between 3.1415926 and 3.1415927 and gave two rational approximations of π, ⁠22/7⁠ and ⁠355/113⁠, naming them respectively Yuelü (Chinese: 约率; pinyin: yuēlǜ; "approximate ratio") and Milü.
⁠355/113⁠ is the best rational approximation of π with a denominator of four digits or fewer, being accurate to six decimal places. It is within 0.000009% of the value of π, or in terms of common fractions overestimates π by less than ⁠1/3748629⁠. The next rational number (ordered by size of denominator) that is a better rational approximation of π is ⁠52163/16604⁠, though it is still only correct to six decimal places. To be accurate to seven decimal places, one needs to go as far as ⁠86953/27678⁠. For eight, ⁠102928/32763⁠ is needed.
The accuracy of Milü to the true value of π can be explained using the continued fraction expansion of π, the first few terms of which are [3; 7, 15, 1, 292, 1, 1, ...]. A property of continued fractions is that truncating the expansion of a given number at any point will give the "best rational approximation" to the number. To obtain Milü, truncate the continued fraction expansion of π immediately before the term 292; that is, π is approximated by the finite continued fraction [3; 7, 15, 1], which is equivalent to Milü. Since 292 is an unusually large term in a continued fraction expansion (corresponding to the next truncation introducing only a very small term, ⁠1/292⁠, to the overall fraction), this convergent will be especially close to the true value of π:
    $\pi =3+{\cfrac {1}{7+{\cfrac {1}{15+{\cfrac {1}{1+{\color {magenta}{\cfrac {1}{292+\cdots }}}}}}}}}\quad \approx \quad 3+{\cfrac {1}{7+{\cfrac {1}{15+{\cfrac {1}{1+{\color {magenta}0}}}}}}}={\frac {355}{113}}$
Zu's contemporary calendarist and mathematician He Chengtian invented a fraction interpolation method called "harmonization of the divisor of the day" (Chinese: zh:调日法; pinyin: diaorifa) to increase the accuracy of approximations of π by iteratively adding the numerators and denominators of fractions. Zu Chongzhi's approximation π ≈ ⁠355/113⁠ can be obtained with He Chengtian's method.
An easy mnemonic helps memorize this fraction by writing down each of the first three odd numbers twice: 1 1 3 3 5 5, then dividing the decimal number represented by the last 3 digits by the decimal number given by the first three digits: 1 1 3 分之(fēn zhī) 3 5 5. (In Eastern Asia, fractions are read by stating the denominator first, followed by the numerator). Alternatively, ⁠1/π⁠ ≈ 113⁄355.
# Juana Bonilla Jaime

Juana Bonilla Jaime (born 16 May 1961) is a Mexican politician affiliated with the PRD. She currently serves as Deputy of the LXII Legislature of the Mexican Congress representing the State of Mexico.
# Svetozar Miletić

Svetozar Miletić (Serbian Cyrillic: Светозар Милетић; 22 February 1826 – 4 February 1901) was a Serbian lawyer, journalist, author and politician who served as the mayor of Novi Sad between 1861 and 1862 and again from 1867 to 1868.

## Family

Miletić's ancestor was Mileta Zavišić, who came to Bačka from Kostajnica (present day Croatia) near the border of Bosnia where he led a company of three hundred men and fought against the Ottomans for thirty two years. Because the Ottomans wanted to punish him after they signed a peace treaty with the Austrians, Mileta moved to Bačka and changed his last name to Miletić. Mileta's son Sima, who was educated to be a merchant in Novi Sad, had fifteen sons and three daughters. Avram Miletić, the oldest of Sima's sons and grandfather of Svetozar Miletić, was a merchant and songwriter best known for writing the earliest collection of urban lyric poetry in the Serbian language. The second son of Avram Miletić, also named Sima like his grandfather, was a boot-maker and the father of Svetozar Miletić. Svetozar Miletić was the oldest of seven children born to Sima and Teodosija (née Rajić) Miletić in the village of Mošorin in Šajkaška, the Serbian Military Frontier, on 22 February 1826. His son-in-law Jaša Tomić, who was a publicist and leader of the Serbian radicals in Vojvodina, took up Miletić's mantle at the turn of the century.

## Legacy

He is included in The 100 most prominent Serbs.
A feature film about Miletić's life titled "Ime naroda" was produced in 2020.

## Works

* Na Tucindan (1860; Before Christmas)
* Istočno pitanje (1863; The Eastern Question)
* Značaj i zadatak srpske omladine (1866, The importance and the task of the Serbian Youth movement)
* Federalni dualizam (1866; Federal dualism)
* Osnova programa za srpsku liberalno-opozicionu stranu (1869; The basic program of the Serbian liberal-opposition party)
* O obrazovanju ženskinja (1871; On the education of women)

## Gallery

* Portrait of Miletić by Petar Dobrović
* A 1867 lithograph of Miletić by Josef Kriehuber
* Funeral of Miletić
* Monument to Miletić by Ivan Meštrović in Novi Sad
* Bust in Vršac
* Miletić on a 1976 stamp of Yugoslavia
# Jacques Rémond

Jacques "Jacky" Rémond (born 23 January 1948) is a French former professional footballer who played as a forward.

## Career

Jacques Rémond, who sometimes goes by the nickname of Jacky, began his professional career at Monaco in 1967. He stayed there two seasons before joining another club in the south of France, Cannes.
In 1970, when Paris Saint-Germain was being created, Rémond joined the club. He became the first goal-scorer in the Coupe de France in PSG's history, and helped them lift the Division 2 title in 1971. He finished as top-scorer in Paris Saint-Germain's first ever season. Rémond would leave the club in 1972, having scored 15 goals in 41 appearances. He ended his career at Avignon in 1973.

## Career statistics

Appearances and goals by club, season and competition :
| Club | Season | League | League | League | Cup | Cup | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals |
| Monaco | 1967–68 | Division 1 | 8 | 0 | 0 | 0 | 8 | 0 |
| Monaco | 1968–69 | Division 1 | 11 | 1 | 0 | 0 | 11 | 1 |
| Monaco | Total | Total | 19 | 1 | 0 | 0 | 19 | 1 |
| Cannes | 1969–70 | Division 2 | 14 | 1 | 0 | 0 | 14 | 1 |
| Paris Saint-Germain | 1970–71 | Division 2 | 26 | 10 | 3 | 1 | 29 | 11 |
| Paris Saint-Germain | 1971–72 | Division 1 | 12 | 4 | 0 | 0 | 12 | 4 |
| Paris Saint-Germain | Total | Total | 38 | 14 | 3 | 1 | 41 | 15 |
| Avignon | 1972–73 | Division 2 | 22 | 3 | 0 | 0 | 22 | 3 |
| Career total | Career total | Career total | 93 | 19 | 3 | 1 | 96 | 20 |

## Honours

Paris Saint-Germain
* Division 2: 1970–71
# Henry Morgan (academic)

The Reverend Henry Arthur Morgan, D.D. (1 July 1830 – 2 September 1912) was an English academic, master of Jesus College, Cambridge from 1885 until his death. He was born in Gothenburg and educated at Shrewsbury and Jesus College, Cambridge. and he was ordained in 1859. Morgan was a Fellow at Jesus from 1858 to 1885.
The Reverend Henry Morgan was affectionately nicknamed ‘Black Morgan’ to distinguish him from the unrelated Senior Tutor and Dean of Jesus College called The Reverend Edmund Henry Morgan (‘Red Morgan’). In 1862, Henry Morgan and Leslie Stephen were the first mountaineers to ascend Jungfraujoch in the Bernese Alps. Morgan wrote extensively about academia, theology and geography. He was pivotal in raising the profile of smaller colleges within the University of Cambridge.
# Gabonibacter massiliensis

Gabonibacter massiliensis is a bacterium from the genus of Gabonibacter which has been isolated from the human gut microbiota.
# Alan Wiggins Jr.

Alan Anthony Wiggins Jr. (born July 19, 1985) is an American professional basketball player. He played college basketball for the San Francisco Dons.

## High school and college career

Wiggins attended Horizon Christian High School in San Diego, California. He won a state championship during his senior season and averaged 19.7 points, 11.3 rebounds and 4 blocks per game.
Wiggins played college basketball for the San Francisco Dons from 2003 to 2007. He became a starter during his sophomore season and led the team in blocks. Wiggins increased his scoring output during his junior season while he led the West Coast Conference (WCC) in blocks with 2.1 per game. He was named to the first-team All-WCC and won the Father William Dunne Award as the team's most valuable player in his senior season.

## Professional career

Wiggins began his career with the semiprofessional Tri Valley Titans of the International Basketball League (IBL). He was selected as the final pick of the 2007 Continental Basketball Association (CBA) draft by the Yakima SunKings but opted to start his professional career with Cholet Basket of the French LNB Pro A. Wiggins won the LNB Pro A Leaders Cup with Cholet during the 2007–08 season.
Wiggins played for BC Dnipro-Azot of the Ukrainian Basketball SuperLeague during the 2012–13 season and led the team in points and rebounds. On August 9, 2013, he signed with the Chiba Jets Funabashi of the Japanese B.League.
On October 12, 2017, Wiggins signed with the Adelaide 36ers of the Australian National Basketball League (NBL). He broke his arm during his debut game and was replaced by Josh Childress.
On August 8, 2018, Wiggins signed with Soproni KC of the Nemzeti Bajnokság I/A.
In October 2021, Wiggins signed with HKK Posušje who play in the Bosnian First Division
On January 7, 2023, Wiggins signed with KB Ponte Prizreni of the Kosovo Basketball Superleague. When he arrived in Kosovo, he underwent surgery because of "several health complaints." On January 12, Ponte Prizreni announced that Wiggins would leave the team without playing a game.

## Personal life

Wiggins is the son of professional baseball player Alan Wiggins and the brother of Women's National Basketball Association player Candice Wiggins. Another sister, Cassandra, played college basketball for the NYU Violets.
# Bolgasyn

The Bolgasyn (Kazakh: Болғасын) is a river in Shalkar District, Aktobe Region, Kazakhstan. It is 73 kilometres (45 mi) long and has a catchment area of 1,670 square kilometres (640 sq mi).
The river is part of the Shalkar Basin. In the spring the Bolgasyn is used to water local livestock.

## Course

The Bolgasyn has its sources in the Shagyray Plateau, part of the southern sector of the Mugalzhar Hills. It heads first southeastwards, parallel to the upper course of the Kauylzhyr river that flows a little to the south, to the northwest of lake Shalkar. In its middle course the river bends eastwards and in its final stretch it bends northeastwards, entering lake Tebez from the southwest.
The Bolgasyn usually reaches its highest level for a few weeks in March and April when the snows melt. By May it splits into separate ponds and then dries up completely even before the summer. Its floodplain has 38 small tributaries with a total length of 10 km (6.2 mi).
# Hula Hoop (Omi song)

"Hula Hoop" is a song by Jamaican singer Omi. It was released on 28 August 2015 as the second single from his debut studio album Me 4 U (2015). The song was written by Omar Pasley (OMI), Karl Wolf, Jenson Vaughan, Matt James and Frank Buelles.

## Music video

The music video was released on 16 September 2015. A broadcast radio station in Miami announces a competition for picking a lead girl for Omi's "Hula Hoop" video and a number of candidates flock to the sea shore to apply. A judging panel watches the dancers perform to pick Omi's partner on his video.

## Certifications

| Region | Certification | Certified units/sales |
| Australia (ARIA) | Platinum | 70,000$^‡$ |
| Canada (Music Canada) | 2× Platinum | 160,000$^‡$ |
| Denmark (IFPI Danmark) | Platinum | 60,000$^^$ |
| Germany (BVMI) | Gold | 200,000$^‡$ |
| Italy (FIMI) | Gold | 25,000$^‡$ |
| Mexico (AMPROFON) | Gold | 30,000$^‡$ |
| New Zealand (RMNZ) | Gold | 7,500$^*$ |
| Sweden (GLF) | 2× Platinum | 80,000$^‡$ |
| United Kingdom (BPI) | Silver | 200,000$^‡$ |
| $^*$ Sales figures based on certification alone. $^^$ Shipments figures based on certification alone. $^‡$ Sales+streaming figures based on certification alone. |||

## Release history

| Region | Date | Format | Label |
| Various | 27 August 2015 | Digital download | Ultra |
| Italy | 14 September 2015 | Mainstream radio | SonyDo It Yourself |
| United States | 15 September 2015 | Mainstream radio | Columbia |
# María Isabel Ortiz Mantilla

María Isabel Ortíz Mantilla (born 3 September 1975) is a Mexican politician affiliated with the PAN. She currently serves as Secretary of Environment and territorial order at Guanajuato State.
# Bojohagur Duanasir

Bojohagur or Bojohaghur Duanasir (Urdu: بوجوہاگور) is a summit in the Batura Muztagh, a subrange of the Karakoram range in Pakistan. It is the west summit of a short ridge whose high point is Ultar Sar, also known as Bojohaghur Duanasir II (despite being higher). It was first climbed in 1984 by E. Kisa, M. Nagoshi, and R. Okamoto, members of a Japanese expedition led by Tsumeo Omae, which ascended from the Hasanabad Glacier via the Southwest Ridge

## Location

It lies about 10 km (6.2 mi) northeast of the Karimabad, a town on the Karakoram Highway in the Hunza Valley, part of the Hunza District of Gilgit-Baltistan.

## Nearby summits and glaciers

To the northwest of the Bojohaghur/Ultar massif is the huge pyramid of Shispare (7,611 m/24,970 ft). Along the southwest ridge of the massif are Hunza Peak and the striking rock spire of Bublimotin (Ladyfinger Peak). The glaciers draining the slopes of the massif are (clockwise from north): the Ghulkin Glacier, the Gulmit Glacier, the Ahmad Abad Glacier, the Ultar Glacier, and the Hasanabad Glacier. (Many of these have other names as well.)
# Jean-Baptiste Chanfreau

Jean-Baptiste Chanfreau (17 January 1947 – 9 May 2021) was a French international tennis player. He competed in the Australian Open in 1969 and in the Davis Cup a number of times, from 1970 to 1973.

## Career finals
### Doubles (2 runner-ups)

| Result | W/L | Date | Tournament | Surface | Partner | Opponents | Score |
| Loss | 0–1 | Sep 1972 | Seattle, U.S. | Hard | Wanaro N'Godrella | Ross Case Geoff Masters | 6–4, 6–7, 4–6 |
| Loss | 0–2 | Jan 1974 | Philadelphia WCT, U.S. | Carpet (i) | Georges Goven | Pat Cramer Mike Estep | 1–6, 1–6 |
# Kiambu District

Kiambu District was an administrative district in the Central Province of Kenya. Its capital town was Kiambu. The district was adjacent to the northern border of Nairobi and had a population of 744,010.
Created during the colonial era, it underwent changes, absorbing part of Thika District, losing some of its regions to Nairobi such as Dagoretti while gaining some including Ruiru. By the 1970s, Thika District had been completely absorbed by its neighbouring districts, and Kiambu District was identical to the present-day Kiambu County. After 1992, Thika District was re-established from southwestern regions of Kiambu. In 2009, Thika District was declared unlawfully created and was reabsorbed to Kiambu yet again. In 2013, Kiambu County was effected on the same boundaries as the district absorbing it in the process.
The district was predominantly rural, but its urban population is increasing as Nairobi is growing rapidly. The Kikuyu are the dominant tribe in the district.
In 2007, Kiambu District was subdivided in two: Kiambu East and Kiambu West. Kiambu West district took Limuru, Lari and Kikuyu divisions, with Limuru as its district capital.

## Local authorities

| Authority | Type | Population* | Urban pop.* |
| Kiambu | Municipality | 72,139 | 13,814 |
| Limuru | Municipality | 70,765 | 4,141 |
| Karuri | Town | 100,506 | 19,746 |
| Kikuyu | Town | 165,594 | 4,104 |
| Kiambu county | County | 335,006 | 5,319 |
| * 1999 census. Source: ||||

## Administrative divisions

| Division | Population* | Urban pop.* | Headquarters |
| Githunguri | 136,554 | 8,831 | Githunguri |
| Kiambaa | 188,055 | 22,861 | Kiambu |
| Kikuyu | 194,521 | 3,724 | Kikuyu |
| Lari | 111,302 | 0 | |
| Limuru | 113,578 | 3,708 | Limuru |
| * 1999 census. Sources: , ||||
# Bell's Bridge (California)

Bell's Bridge is a historical site in Redding, California in Shasta County. Battle Rock site is a California Historical Landmark No. 519 listed on May 28, 1954.
Bell's Bridge was built on the 100 mile long toll road from Shasta City to Tehama in 1851 by J. J. Bell. In Redding Bell built a large house and inn, on Clear Creek, the Bell's Mansion in 1859. Many a California Gold Rush miners stopped and rested and eat at Bell's Mansion on their way to the gold fields of Shasta, Trinity, and Siskiyou counties.
Bell's Mansion was a three-story house that was built on the site of removed old log cabin. Bell's Mansion it was made of massive hand-hewn timbers held together with wooden pegs. The first floor of Bell's Mansion had Bells's office, a dining room restaurant, a parlor and two large bedrooms. The back second floor of Bell's Mansion had six bedrooms for female guest. The front second floor and all of the third floor of Bell's Mansion had a large room for all male guest. Bell's Mansion was known for good food and high prices. After Bell's death and the rush was over Mansion became a barn. Mansion was sold to William McCoy in 1879. Due to age and lack of care the barn collapsed in March 1998. The Mansion was at Clear Creek, now the California State Route 273 bridge, and across the street from the Win River Casino at 2100 Redding Rancheria Road, Redding, 40°30′22″N 122°22′55″W﻿ / ﻿40.506°N 122.382°W﻿ / 40.506; -122.382.
In the past there was a historical marker at the SouthWest corner of old Hwy 99 and Clear Creek Road in Redding.
# Sporosarcina soli

Sporosarcina soli is a Gram-positive, aerobic and spore-forming bacterium from the genus of Sporosarcina which has been isolated from soil from Suwon in Korea.
# Caligo telamonius memnon

Caligo telamonius memnon, commonly known as the giant owl or pale owl, is a subspecies of butterfly of the family Nymphalidae. This subspecies can be found in rainforests and secondary forests from Mexico to the Amazon rainforest in South America.
The wingspan is usually from 115 to 130 mm, but can reach 150 mm.
The larvae feed on Musa and Heliconia species and can be a pest for banana cultivation. Adults feed on juices of rotting fruit.

## Gallery

* Larva
* A pair at La Paz Waterfall Gardens, Costa Rica
* A close up of the species
# Statue of Lenin in Bila Tserkva

The Statue of Lenin in Bila Tserkva (in Ukrainian: Пам'ятник В.І.Леніну) was a sculpture monument to Vladimir Lenin, located in Bila Tserkva, Ukraine. It was built in 1983. The monument ID is 32-103-0093.
It was destroyed and dismantled during the Euromaidan Protests.
# Sergio Augusto Chan Lugo

Sergio Augusto Chan Lugo (born 16 August 1967) is a Mexican politician affiliated with the PAN. He served as Deputy of the LXII Legislature of the Mexican Congress representing Yucatán, having previously served in the Congress of Yucatán from 1998 to 2001.
# Kadi Polli

Kadi Polli (born 16 September 1973 in Tallinn) is an Estonian art historian, curator and teacher.
2000-2013 she was the head of Kadriorg Art Museum. Since 2016 she is the head of Kumu Museum.
In 2008 she was awarded with the Order of Orange-Nassau (Holland).
Doctoral thesis 2019 Enlightenment Art. Baltic Dilettanti and Drawing Practices at the Turn of the Nineteenth Century”.