OpenLLM-France/wikimedia huggingface dataset:
# San Mateo de Otao District

San Mateo de Otao is one of the 32 districts of the Huarochirí Province in the Lima Region. The district was created by order of the law Nº 10001 on November 7, 1944 and its capital is San Juan de Lanca. It has 7 villages:
* San Juan de Lanca
* Santo Toribio de Cumbe
* San Miguel de Tapicara
* Santa Cruz de Ucro
* Los Milagros de Salpín
* Santa Rosa de Canchacalla
* San Mateo de Otao
San Mateo de Otao District has some few tourist attractions: El Kurimakas, The ruins of Marca-marca, the ruins of Huarichaca, and Quinchicocha.
Also it is a district that has many valleys of fruits like chirimoyas, avocados, apples, tumbo, and other fruits.
# St Patrick's Church, Waterloo

St Patrick's Church is a Roman Catholic parish church in Waterloo, London. It was built in 1897, designed by Frederick Walters. A Victorian Romanesque Revival style building that houses both the church and a school, it is located on the corner of Cornwall Street and Secker Street, to the east of St John's Church, Waterloo. It is served by the Franciscan Order of Friars Minor Conventual, and it is their only church in London.

## History

From 1888 to 1905, Frederick Walters was working on the redecoration of St George's Cathedral, Southwark. While he was there, he designed St Patrick's Church in Waterloo. In 1897, St Patrick's church building was constructed to house both a school and a chapel for the local Catholic population. Originally, to say Mass a priest would come from the cathedral to the chapel. The church is on the upper floor and the school is on the ground floor. However, Walters' original designs for the building, kept in the drawing collection of the Royal Institute of British Architects show that he wanted a tower attached to the building the church on the ground floor and the school on the upper floor. It is unknown why the plans were changed.

## Parish

In 1964, the Conventual Franciscans came to serve the local parish. They have a friary nearby and it has since become their administrative centre in Britain. There are three Sunday Masses in the church, at 5:00pm on Saturday, and 9:00am and 11:00am on Sunday.

## Church

* Interior
* School
# Salix rorida

Salix rorida is a species of willow native to Japan, northern China, Korea, and the Russian Far East. It is a deciduous tree, reaching a height of 10 m.
# Pyrenopeziza

Pyrenopeziza is a genus of fungi in the family Dermateaceae. The genus contains 59 species.
Synonym: Excipula Fr., 1823.

## Selected species

* Pyrenopeziza brassicae — cause of light leaf spot
# Otradny

Otradny (masculine), Otradnaya (feminine), or Otradnoye (neuter) may refer to:
* Otradnoye District, a district in North-Eastern Administrative Okrug of the federal city of Moscow, Russia
* Otradny, Russia (Otradnaya, Otradnoye), several inhabited localities in Russia
* Otradnoye (Moscow Metro), a station on Serpukhovsko-Timiryazevskaya Line of Moscow Metro, Moscow, Russia
* Otradnoye, former name of Qazanbatan, a village in Azerbaijan
# Old Masters (disambiguation)

Old Masters are European painters of skill who worked before about 1800.
Old Masters may also refer to:
* Old Masters (novel), a 1985 Austrian novel
* Old Masters (box set), a Frank Zappa album box set series
* Gemäldegalerie Alte Meister (Old Masters Gallery), an art gallery in Dresden, Germany
* Laozi, literally "Old Master", the legendary Chinese sage to whom the Tao Te Ching is attributed
* Joe Gans, known as the "Old Master", American boxer
# Wolanów

Wolanów may refer to the following places in Poland:
* Wolanów, Lower Silesian Voivodeship (south-west Poland)
* Wolanów, Masovian Voivodeship (east-central Poland)
# Stagmatophora diversoplaga

Stagmatophora diversoplaga is a moth in the family Cosmopterigidae. It is found on the Seychelles.
# Trésain

Saint Trésain (French pronunciation:; or Tressan, Tresanus; 6th century) was an Irish missionary in France. His feast day is 7 February.
Saint Trésain is patron of Mareuil sur Marne (Mareuil-sur-Ay) and of the parish church of Avenay-Val-d'Or.

## Monks of Ramsgate account

The monks of St Augustine's Abbey, Ramsgate wrote in their Book of Saints (1921),
   Tresain (St.) (Feb. 7) (6th cent.) An Irish priest who laboured with great zeal in Champagne (France).

## Butler's account

The hagiographer Alban Butler (1710–1773) wrote in his Lives of the Fathers, Martyrs, and Other Principal Saints under February 7,
   St. Tresain, or Tresanus, Priest and Confessor
   He was a holy Irish priest, who having left his own country, preached with great zeal in France, and died curate of Mareuil upon the Marne, in the sixth century. His relics are held in great veneration at Avenay in Champagne. See his life in Colgan and Bollandus.

## Majoret's Vie

Laurent Majoret published his Vie de S. Tresain in Toul in 1650, reissued in Rheims in 1700 and in 1743. He wrote that Trésain was born in Ireland of honest and prosperous parents and decided to dedicate himself to God. He had six brothers, the saints Gibrain, Tésan, Germain, Véran, Atran and Pétran, and three sisters, the saints Trantle, Pomprie and Possenne, all of whom accompanied him to France. There he placed himself under Saint Remy, Archbishop of Reims, who directed them to stay at a place beside the River Marne.
Wanting to become a priest, Trésain undertook the study of Latin and Christian works. After completing his study he was ordained by Remy at Reims, despite opposition from the gentry of Ay. He was assigned to the village of Mareuil sur Marne. He performed various miracles during his ministry. He died on 7 February and his body was taken to the abbey of Avenay.
# Scouting (magazine)

Scouting magazine is a publication of the Boy Scouts of America (BSA). The target audience is adult leaders of Cub Scouts, Scouts, and Venturers. It carries news on Scouting events, articles on aspects of Scouting such as service, outdoor skills and activities, and features about Scouting activities. It began publication on April 15, 1913, with five-times-a-year mail subscriptions included in the registration fee for all volunteer leaders registered with the BSA. The last print edition was the May–June 2020 issue, although online content continues to be updated.
Recurring content includes: Feature articles, Trailhead, What I've Learned, Advancement FAQs, Cub Scout Corner, Nature of Boys, What Would You Do?, Merit Badge Clinic, Ethics, Great Gear, Health & Wellness, Survive This!, Fuel Up, Dutch Treat, Boys' Life Preview, and Cool Camp.
# Torie

Torie is a given name and a nickname. Notable people with this name include the following

## Given name

* Torie Osborn (born 1950), Danish activist, and author

## Nickname

* Victoria Clarke (born 1959), American communications consultant known as Torie
# Salem Hill

Salem Hill may refer to:
* Salem Hill (band)
* Salem Hill, New Jersey
# Pyxis in Chinese astronomy

According to traditional Chinese uranography, the modern constellation Pyxis is located within the southern quadrant of the sky, which is symbolized as the Vermilion Bird of the South (南方朱雀, Nán Fāng Zhū Què).
The name of the western constellation in modern Chinese is 羅盤座 (luó pán zuò), meaning "the compass constellation".

## Stars

The map of Chinese constellation in constellation Pyxis area consists of:
| Four Symbols | Mansion (Chinese name) | Romanization | Translation | Asterisms (Chinese name) | Romanization | Translation | Western star name | Chinese star name | Romanization | Translation |
| Vermilion Bird of the South (南方朱雀) | 鬼 | Guǐ | Ghost | 天狗 | Tiāngǒu | Celestial Dog |
| Vermilion Bird of the South (南方朱雀) | 鬼 | Guǐ | Ghost | 天狗 | Tiāngǒu | Celestial Dog | β Pyx | 天狗四 | Tiāngǒusì | 4th star |
| Vermilion Bird of the South (南方朱雀) | 鬼 | Guǐ | Ghost | 天狗 | Tiāngǒu | Celestial Dog | α Pyx | 天狗五 | Tiāngǒuwu | 5th star |
| Vermilion Bird of the South (南方朱雀) | 鬼 | Guǐ | Ghost | 天狗 | Tiāngǒu | Celestial Dog | γ Pyx | 天狗六 | Tiāngǒuliù | 6th star |
| Vermilion Bird of the South (南方朱雀) | 鬼 | Guǐ | Ghost | 天狗 | Tiāngǒu | Celestial Dog | δ Pyx | 天狗七 | Tiāngǒuqī | 7th star |
| Vermilion Bird of the South (南方朱雀) | 張 | Zhāng | Extended Net | 天廟 | Tiānmiào | Celestial Temple | θ Pyx | 天廟一 | Tiānmiàoyī | 1st star |
# Otram River

The Otram River, formerly known as the Port Maria River or the Port Maria Western River, is a river in Saint Mary Parish, Jamaica. It reaches the sea in the parish capital of Port Maria and contributes to flooding in that town.
It is joined at Trinity by the Negro River, where an aqueduct, completed in 1797, and over a mile's length once drew water from the Otram river to supply the Trinity sugar plantation.
# Olive Moorman Leader

Olive Ann Moorman Leader (July 28, 1852 – April 9, 1930) was a temperance reformer.

## Early life

Olive Ann Moorman was born in Franklin, Ohio, on July 28, 1852, the daughter of Thomas J. Moorman (1810-1883) and Mary Yates (1828-1901). In her early childhood her parents moved to Iowa, but she returned to her native State to finish her education. As a child her ambition was to become an educator, and all her energies were directed to that end.

## Career

For thirteen years Olive Moorman Leader was a successful teacher in the schools of Keokuk, Iowa, Plattamouth, Lincoln and Seward.
She was identified with school work in Seward, Lincoln and Plattsmouth successively, and, moving to Omaha, she began, in connection with the Woman's Christian Temperance Union, active work in the temperance cause.
She introduced the systematic visiting of the Douglas county jails. She was one of the first workers among the Chinese, being first State superintendent of that department.
In 1887, moving to Dakota Territory, she worked indefatigably for its admission as a prohibition State. During her three years' residence in Dakota she was State superintendent of miners' and foreign work in the Woman's Christian Temperance Union.
In 1889 she returned to Nebraska and settled in Chadron, Nebraska. She was for two years superintendent of soldiers' work in Nebraska, and was for twelve years identified with the suffrage cause.
She was an adherent of Christian Science and a strong believer in its efficacy, having, as she firmly believed, been personally benefited thereby. While living in Chadron, Leader established the Christian Science Church there.
In 1901 she moved to a ranch in Cherry County, Nebraska and then in 1919 she moved again to Wood Lake, Nebraska.
She was a member of the Eastern Star Work and organized the Wood Lake Culture Club.

## Personal life

On April 5, 1880, Olive Moorman married Joseph Baird Leader (1856-1931), a pioneer railroad man on the Northwestern, and moved to Seward, Nebraska.
She died on April 9, 1930, in Wood Lake, Nebraska, and is buried at Greenwood Cemetery, Chadron.
# San-Pédro Region

San-Pédro Region is one of the 31 regions of Ivory Coast. Since its establishment in 2011, it has been one of three regions in Bas-Sassandra District. The seat of the region is San-Pédro and the region's population in the 2021 census was 1,060,724.
San-Pédro is currently divided into two departments: San-Pédro and Tabou.
# Stagmatophora diakonoffi

Stagmatophora diakonoffi is a moth in the family Cosmopterigidae. It is found in Madagascar.
# 1915 Swiss war tax referendum

A referendum on a war tax was held in Switzerland on 6 June 1915. Voters were asked whether they approved of amending the constitution to introduce a one-off war tax during the First World War, which Switzerland remained neutral. It was approved by a large majority of voters and all cantons, the first time a referendum had been passed in every canton.

## Background

The referendum was a mandatory referendum, which required a double majority; a majority of the popular vote and majority of the cantons. The decision of each canton was based on the vote in that canton. Full cantons counted as one vote, whilst half cantons counted as half.

## Results

| Choice | Popular vote | Popular vote | Cantons | Cantons | Cantons |
| Choice | Votes | % | Full | Half | Total |
| For | 452,117 | 94.3 | 19 | 6 | 22 |
| Against | 27,461 | 5.7 | 0 | 0 | 0 |
| Blank votes | 5,646 | – | – | – | – |
| Invalid votes | 2,943 | – | – | – | – |
| Total | 488,167 | 100 | 19 | 6 | 22 |
| Registered voters/turnout | 871,476 | 56.0 | – | – | – |
| Source: Nohlen & Stöver ||||||
# Troglophilus

Troglophilus is a genus of European cave crickets in the monotypic subfamily Troglophilinae; both taxa were erected by Hermann August Krauss in 1879. Species are distributed especially in the Mediterranean area, with records from Germany through to Turkey.

## Species

The Orthoptera Species File lists:

### subgenus Paratroglophilus Karaman, 1958

* Troglophilus neglectus Krauss, 1879
* Troglophilus ovuliformis Karny, 1907

### subgenus Troglophilus Krauss, 1879

* Troglophilus adamovici Us, 1974
* Troglophilus alanyaensis Taylan, Di Russo, Cobolli & Rampini, 2012
* Troglophilus andreinii Capra, 1927
* Troglophilus aspegi Taylan & Sirin, 2015
* Troglophilus bicakcii Rampini & Di Russo, 2003
* Troglophilus brevicauda Chopard, 1934
* Troglophilus cavicola (Kollar, 1833) - type species (as Locusta cavicola Kollar, by subsequent designation)
* Troglophilus escalerai Bolívar, 1899
* Troglophilus ferzenensis Taylan, Di Russo, Cobolli & Rampini, 2012
* Troglophilus fethiyensis Taylan, Di Russo, Cobolli & Rampini, 2012
* Troglophilus gajaci Us, 1974
* Troglophilus lagoi Mennozi, 1934
* Troglophilus lazaropolensis Karaman, 1958
* Troglophilus marinae Rampini & Di Russo, 2003
* Troglophilus ozeli Taylan, Di Russo, Cobolli & Rampini, 2012
* Troglophilus spinulosus Chopard, 1921
* Troglophilus tatyanae Di Russo & Rampini, 2007
* Troglophilus zoiai Di Russo, Rampini & Cobolli, 2014
* Troglophilus zorae Karaman & Pavićević, 2011
# Scholz conjecture

In mathematics, the Scholz conjecture is a conjecture on the length of certain addition chains. It is sometimes also called the Scholz–Brauer conjecture or the Brauer–Scholz conjecture, after Arnold Scholz who formulated it in 1937 and Alfred Brauer who studied it soon afterward and proved a weaker bound.
Neill Clift has announced an example showing that the bound of the conjecture is not always tight.

## Statement

The conjecture states that
    l(2$^n$ − 1) ≤ n − 1 + l(n),
where l(n) is the length of the shortest addition chain producing n.
Here, an addition chain is defined as a sequence of numbers, starting with 1, such that every number after the first can be expressed as a sum of two earlier numbers (which are allowed to both be equal). Its length is the number of sums needed to express all its numbers, which is one less than the length of the sequence of numbers (since there is no sum of previous numbers for the first number in the sequence, 1). Computing the length of the shortest addition chain that contains a given number x can be done by dynamic programming for small numbers, but it is not known whether it can be done in polynomial time measured as a function of the length of the binary representation of x. Scholz's conjecture, if true, would provide short addition chains for numbers x of a special form, the Mersenne numbers.

## Example

As an example, l(5) = 3: it has a shortest addition chain
    1, 2, 4, 5
of length three, determined by the three sums
    1 + 1 = 2,
    2 + 2 = 4,
    4 + 1 = 5.
Also, l(31) = 7: it has a shortest addition chain
    1, 2, 3, 6, 12, 24, 30, 31
of length seven, determined by the seven sums
    1 + 1 = 2,
    2 + 1 = 3,
    3 + 3 = 6,
    6 + 6 = 12,
    12 + 12 = 24,
    24 + 6 = 30,
    30 + 1 = 31.
Both l(31) and 5 − 1 + l(5) equal 7. Therefore, these values obey the inequality (which in this case is an equality) and the Scholz conjecture is true for the case n = 5.

## Partial results

By using a combination of computer search techniques and mathematical characterizations of optimal addition chains, Clift (2011) showed that the conjecture is true for all n < 5784689. Additionally, he verified that for all n ≤ 64, the inequality of the conjecture is actually an equality.
The bound of the conjecture is not always an exact equality. For instance, for $n=9307543$, $l(2^{n}-1)\leq 9307570<9307571=n-1+l(n)$, with $l(n)=29$.
# Top Gear series 27

Series 27 of Top Gear, a British motoring magazine and factual television programme, was broadcast in the United Kingdom on BBC Two during 2019, consisting of five episodes between 16 June and 14 July. Following the previous series, production staff discontinued Extra Gear, while both Matt LeBlanc and Rory Reid left the programme, leaving Chris Harris to be joined by two new co-hosts: Paddy McGuinness and Freddie Flintoff. The new line-up proved popular with viewers, effectively improving the programme's viewing figures after the previous two series. This series' highlights included a road trip across Ethiopia, converting a hearse into a family car, and the presenters creating their own budget electric sports cars.

## Production

On 31 May 2018, Matt LeBlanc announced that he would leave Top Gear after the completion of the twenty-sixth series.
On 22 October 2018, it was confirmed that Freddie Flintoff and Paddy McGuinness would join a returning Chris Harris in the forthcoming series, replacing both LeBlanc and Rory Reid, while Sabine Schmitz continued her recurring presenting role.
During an interview on BBC Radio 1 in January 2019, Harris revealed that filming for this series had commenced.

## Episodes

| No. overall | No. in series | Reviews | Features/challenges | Guest(s) | Original air date | UK viewers (millions) |
| 204 | 1 | Ferrari 488 Pista • McLaren 600LT | Ethiopian adventure in the presenters' first cars (Mini • Porsche Boxster • Ford Escort Mk2) | None | 16 June 2019 (2019-06-16) | 4.81 |
| 205 | 2 | Tesla Model 3 | Building budget battery powered sports cars (Triumph Spitfire • Subaru Brat • Nissan Leaf) | Danny Boyle • Himesh Patel | 23 June 2019 (2019-06-23) | 4.64 |
| 206 | 3 | Dallara Stradale | Turning a Daimler Hearse into the ultimate family car | Damon Hill • Zara Tindall • Mike Tindall | 30 June 2019 (2019-06-30) | 4.44 |
| 207 | 4 | Rolls-Royce Cullinan | Rare cheap cars across Borneo (Austin Allegro • Matra Bagheera) | Bob Mortimer | 7 July 2019 (2019-07-07) | 4.63 |
| 208 | 5 | Toyota Supra | Iceland's Formula Off Road • Tribute to the Lotus 79 | Will Young • Peter Wright • Mario Andretti • Clive Chapman | 14 July 2019 (2019-07-14) | 3.77 |
# Saket Public School, Lanji

Saket Public School, Lanji is a Higher Secondary School situated in Lanji, Madhya Pradesh. It was established in July 2002, with the campus of the school situated in Ward No 12 Bhilai Road Lanji.

## Background

School was established in 2002 through a small campus & some students. In July 2004 it shifted to Bhilai Road Lanji.

## Facilities

Saket Public School Lanji provides primary, middle & higher secondary school education in Hindi & English languages. Afflicted with Board of Secondary Education, Madhya Pradesh.
# Pyxis globular cluster

The Pyxis globular cluster is a globular cluster in the constellation Pyxis. It lies around 130,000 light-years distant from earth and around 133,000 light-years distant from the centre of the Milky Way—a distance not previously thought to contain globular clusters. It is around 13.3 ± 1.3 billion years old. Discovered in 1995 by astronomer Ronald Weinberger while he was looking for planetary nebulae, it is in the Galactic halo. Irwin and colleagues noted that it appears to lie on the same plane as the Large Magellanic Cloud and raised the possibility that it might be an escaped object from that galaxy.
# Bensen B-7

The Bensen B-7 was a small rotor kite developed by Igor Bensen in the United States in the 1950s and marketed for home building. It was a refined to be a slightly larger version of the B-6, replacing the skids with a tricycle undercarriage, and adding a single large fin to the rear of the aircraft.
The B-7 was first towed aloft on 17 June 1955, and on 6 December that year, Bensen flew a motorized version designated the B-7M, a fully autonomous autogyro. The prototype B-7M crashed three days later with Bensen at the controls. Although the machine was soon repaired and in the air again, the incident set Bensen to work on further refinements to the design that would eventually lead to the B-8.

## Variants

Data from: Jane's All the World's Aircraft 1958-59

### B-7

    The basic gyro-glider

### B-7B Gyro-boat

    A Gyro-glider mounted on a standard sailing dinghy hull.

### B-7W Hydro-glider

    The B-7W "Hydroglider" was a gyrocopter designed to be towed from a motorboat at 10-20 mph. The B-7W was tested at Cypress Gardens Florida in 1955. It was marketed to be a sport vehicle, with practical uses in fish or submarine spotting. The floats were modified from a Republic Seabee.

### B-7M

    A powered version of the B-7 with a Nelson H-59 4-cylinder 2-stroke horizontally-opposed engine driving a pusher propeller, mounted behind the pilot.

## Specifications (B-7M)

Data from Jane's All the World's Aircraft 1958-59
General characteristics
* Crew: 1
* Length: 8 ft 0 in (2.44 m)
* Height: 5 ft 4 in (1.63 m)
* Empty weight: 185 lb (84 kg)
* Gross weight: 435 lb (197 kg)
* Fuel capacity: 6 US gal (5.0 imp gal; 22.7 L)
* Powerplant: 1 × Nelson H-59 4-cylinder air-cooled 2-stroke horizontally-opposed piston engine, 42 hp (31 kW)
* Main rotor diameter: 20 ft 6 in (6.25 m)
* Main rotor area: 330.1 sq ft (30.67 m$^2$) free-turning
* Blade section: Bensen G2
* Propellers: 2-bladed fixed-pitch pusher propeller
Performance
* Maximum speed: 136 mph (219 km/h, 118 kn)
* Cruise speed: 60 mph (97 km/h, 52 kn)
* Minimum speed: 19 mph (17 kn; 31 km/h) in still air
* Range: 120 mi (190 km, 100 nmi)
* Service ceiling: 12,500 ft (3,800 m)
* Rate of climb: 1,000 ft/min (5.1 m/s)
# Olive, Virginia

Olive is an unincorporated community in Spotsylvania County, in the U.S. state of Virginia.
# SanBusCo Market Center

The SanBusCo Market Center, or SanBusCo Center, is an historic commercial building in Santa Fe, New Mexico
The SanBusCo Center was originally a Santa Fe Railroad commercial center, called Santa Fe Business Company, built before 1880. The site was renovated in the 1980s and received National Historic status at that time. The SanBusCo Center is built in an industrial style. It is surrounded by historic old adobe structures. The unique design was preserved during the renovation in the 1980s.
The SanBusCo Center has shops, restaurants, and offices. The site holds three world class restaurants, law offices, and unique retail establishments. These include a pen shop purveyed by state lawmakers who work in the nearby State Capitol Building. Documentary photography of the original building and historic text references the history of New Mexico.
# Stade Omnisports de Kinkala

Stade Omnisports de Kinkala is a multiuse stadium in Kinkala, Republic of the Congo with a capacity of 12,000 people.
# 1924–25 Swiss International Ice Hockey Championship

The 1924–25 Swiss International Ice Hockey Championship was the 10th edition of the international ice hockey championship in Switzerland. HC Rosey Gstaad won the championship by defeating HC Davos in the final.

## First round
### Eastern Series

| Pl. | Team | GP | W | T | L | Pts |
| 1. | HC Davos | 2 | 2 | 0 | 0 | 4 |
| 2. | EHC St. Moritz | 2 | 1 | 0 | 1 | 2 |
| 3. | Akademischer EHC Zürich | 2 | 0 | 0 | 2 | 0 |

### Western Series

| Pl. | Team | GP | W | T | L | Pts |
| 1. | HC Rosey Gstaad | 2 | 2 | 0 | 0 | 4 |
| 2. | HC Bellerive Vevey | 2 | 1 | 0 | 1 | 2 |
| 3. | HC Château-d'Oex | 2 | 0 | 0 | 2 | 0 |

## Final

* HC Davos - HC Rosey Gstaad 1:2
# Trupanea intermedia

Trupanea intermedia is a species of tephritid or fruit flies in the genus Trupanea of the family Tephritidae.

## Distribution

Botswana, South Africa.
# Schwende-Rüte

Schwende-Rüte District is a district of the canton of Appenzell Innerrhoden in Switzerland.

## History

Schwende-Rüte is formed in 1 May 2022 after the merger the districts of Rüte and Schwende.

## Name

The name refers to the two former municipalities.