OpenLLM-France/wikimedia huggingface dataset:
# WECO

WECO may refer to:
* Western Electric Company
* Winnipeg Electric Company
* WECO (AM), a radio station (940 AM) licensed to Wartburg, Tennessee, United States
* WECO-FM, a radio station (101.3 FM) licensed to Wartburg, Tennessee, United States
* WECO Lab
* WECO Pyrotechnische Fabrik, a German fireworks company
* Wisconsin Engraving Company, a tooling industry services provider.
# Ohlsdorf, Austria

Ohlsdorf is a municipality in the district of Gmunden in the Austrian state of Upper Austria.
# Associate attorney

An associate attorney is a lawyer and an employee of a law firm who does not hold an ownership interest as a partner.

## Types
### Practicing attorney

An associate may be a junior or senior attorney, but normally does not hold an ownership interest in the firm even if associated with the firm for many years. First-year associates are entry-level junior attorneys and are generally recent law school graduates in their first year of law practice.
Generally, an associate has the goal of being made a partner in the firm, after a number of years gaining practice experience and being assigned to increasingly important and remunerative tasks. At firms with an "up or out" policy, associates who are repeatedly passed over for promotion to partner may be asked to resign. Some firms will also have "non-partner-track" associates who, though performing satisfactorily as employees, for whatever reason, will not be promoted to partner.
Junior attorneys were formerly called "law clerks"; the term "associate attorney" was coined by Emory Buckner, hiring partner of Root, Clark & Bird (which subsequently became Dewey Ballantine) in the 1920s. The term "law clerk" now generally refers to an attorney who serves as a research and writing assistant in a judge's chambers, although some law firms use the term to refer to a lawyer or non-lawyer who has specialized knowledge in one of the firm's practice areas but is not classified as a practicing attorney at the law firm.

### Summer associates

Summer associates are current law students who have usually completed their second year of school (or in some cases, their first year of law school) and are interning at the firm for the summer. Summer associates have not passed the bar exam and are not attorneys. The summer associate program is often the primary method by which a law firm recruits for full-time associate positions.

## Compensation

According to published data from the New York Times, the annual base salary for partner-track first year associate attorneys at top law firms in major U.S. legal markets such as New York, California, Massachusetts, the District of Columbia, and Texas can range from $160,000 to $190,000 per year—with salary varying depending on the size and reputation of the firm.
# Winners Take All (album)

Winners Take All is a Quiet Riot compilation album.

## Track listing

* "Cum on Feel the Noize"
* "Party All Night"
* "The Wild and the Young"
* "Winners Take All"
* "Metal Health"
* "Scream and Shout"
* "Put Up or Shut Up"
* "Mama Weer All Crazee Now"
* "King of the Hill"
* "Let's Get Crazy"
* This album-related article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Scott Reichner

Scott Reichner is a Republican member of the Montana Legislature. He was elected to House District 9 which represents the Bigfork, Montana area.
On November 4, 2008, Reichner won the election and became a Republican member of Montana House of Representatives for District 9.
# Cameron Reny

Cameron Reny is an American politician serving as a member of the Maine Senate for the 13th district. She assumed office on December 7, 2022.

## Early life and education

Reny was born in Lincoln County, Maine, and raised in the community of Round Pond. After graduating from Lincoln Academy, she earned a Bachelor of Arts in community and justice studies from Guilford College and a Master of Arts in school counseling from the University of Southern Maine.

## Career

Reny has worked as a school counselor in RSU 1 for eight years. She was elected to the Maine Senate in November 2022 and assumed office on December 7, 2022.

## Personal life

Reny's husband, Adam Reny, is an owner-operator of the Renys department store chain. She has two children.
# The Hoo, Willingdon and Jevington

The Hoo is a Neoclassical country house in Willingdon, in the Wealden district of East Sussex, England. It was designed by Edwin Lutyens in 1902 for Alexander Wedderburn, a wealthy lawyer. Considered one of Lutyens' best houses, it is a Grade I listed building. The gardens, which had input from Gertrude Jekyll, are designated at Grade II* on the Register of Historic Parks and Gardens of Special Historic Interest in England.

## History and description

Alexander Wedderburn commissioned Edwin Lutyens to undertake a re-modelling of his existing house at Willingdon on the South Downs in 1901. The result was among Lutyens' favourite works, and is considered among his best country houses. After post-war service as a girls' school, the house was converted to apartments in 1955. The building remains privately owned and was the subject of a sympathetic restoration in 2022.
The core of the current house remains Wedderburn's original cottage. To this, Lutyens added a gable roof with dormer windows, while to each side he constructed large wings. There are examples of the neo-Georgian styling which was to become one of Lutyens' major architectural themes.
The original planting scheme for the gardens, which were designed in a formal style, was undertaken by Gertrude Jekyll. Some modifications have been made since, and some of the outlying parts have succumbed to residential development.
The Hoo is a Grade I listed building and its gardens are listed at Grade II* on the Register of Historic Parks and Gardens of Special Historic Interest in England.
# Toshihiro

Toshihiro is a masculine Japanese given name.

## Written forms

Toshihiro can be written using different combinations of kanji characters. Some examples:
* 敏弘, "agile, vast"
* 敏宏, "agile, wide"
* 敏浩, "agile, wide"
* 敏博, "agile, doctor"
* 敏広, "agile, wide"
* 敏洋, "agile, ocean"
* 敏裕, "agile, abundant"
* 俊弘, "talented, vast"
* 俊裕, "talented, abundant"
* 俊博, "talented, doctor"
* 俊大, "talented, big"
* 寿広, "long life, wide"
* 寿弘, "long life, vast"
* 利弘, "benefit, vast"
* 年弘, "year, vast"
The name can also be written in hiragana としひろ or katakana トシヒロ.

## Notable people with the name

* Toshihiro Aoyama (青山 敏弘, born 1986), Japanese footballer
* Toshihiro Hamada (浜田 俊裕, born 1941), Japanese rower
* Toshihiro Hanada (花田 敏博, born 1960), Japanese Nordic combined skier
* Toshihiro Hattori (服部 年宏, born 1973), Japanese footballer
* Toshihiro Horikawa (堀河 俊大, born 1989), Japanese footballer
* Toshihiro Kaiwa (海和 俊宏, born 1955), Japanese alpine skier
* Toshihiro Kaneishi (金石 年弘, born 1978), Japanese racing driver
* Toshihiro Kawamoto (川元 利浩, born 1963), Japanese animator
* Toshihiro Matsushita (松下 年宏, born 1983), Japanese footballer
* Toshihiro Nagoshi (名越 稔洋, born 1965), Japanese video game designer and producer
* Toshihiro Nikai (二階 俊博, born 1939), Japanese politician
* Toshihiro Ono (小野 敏洋, born 1965), Japanese manga artist
* Toshihiro Oshiro (大城 利弘, born 1949), Japanese karateka
* Toshihiro Shibutani (渋谷 俊浩, born 1962), Japanese long-distance runner
* Toshihiro Shimamura (島村 俊廣, 1912–1991), Japanese Go player
* Toshihiro Takada (高田 稔浩), Japanese Paralympic athlete
* Toshihiro Takami (高見 敏弘), Japanese philanthropist
* Toshihiro Uchida (内田 利広, born 1972), Japanese footballer
* Toshihiro Yahata (矢畑 智裕, born 1980), Japanese footballer
* Toshihiro Yamaguchi (山口 敏弘, born 1971), Japanese footballer
* Toshihiro Yoshimura (吉村 寿洋, born 1971), Japanese footballer
# Copper Benchmark

Copper Benchmark, also known as Copper Point, is a 7,844-foot-elevation (2,391-meter) mountain summit located on the shared border between Okanogan County and Chelan County in Washington state. Copper Benchmark is part of the Methow Mountains which are a subrange of the North Cascades, and it is situated on the crest of the Cascade Range between Kangaroo Pass and Copper Pass. It was used as a triangulation station for early surveying. It is protected by the Lake Chelan-Sawtooth Wilderness within the Okanogan–Wenatchee National Forest. Copper Benchmark has a subsidiary peak, Pica Peak (elevation 7,565 feet (2,306 m), which is 0.52 miles (0.84 km) northwest of the summit. The nearest higher peak is Wallaby Peak, 0.9 miles (1.4 km) to the northeast. Precipitation runoff on the north side of the mountain drains to the Methow River via Early Winters Creek, whereas the other sides of the mountain drain into tributaries of the Chelan River.

## Climate

Copper Benchmark is located in the marine west coast climate zone of western North America. Weather fronts originating in the Pacific Ocean travel northeast toward the Cascade Mountains. As fronts approach the North Cascades, they are forced upward by the peaks of the Cascade Range (orographic lift), causing them to drop their moisture in the form of rain or snowfall onto the Cascades. As a result, the west side of the North Cascades experiences high precipitation, especially during the winter months in the form of snowfall. Because of maritime influence, snow tends to be wet and heavy, resulting in avalanche danger. During winter months, weather is usually cloudy. However, due to high pressure systems over the Pacific Ocean that intensify during summer months, there is often little or no cloud cover during the summer.

## Geology

The North Cascades feature some of the most rugged topography in the Cascade Range with craggy peaks, ridges, and deep glacial valleys. Geological events occurring many years ago created the diverse topography and drastic elevation changes over the Cascade Range leading to the various climate differences. The history of the formation of the Cascade Mountains dates back millions of years ago to the late Eocene Epoch. With the North American Plate overriding the Pacific Plate, episodes of volcanic igneous activity persisted. In addition, small fragments of the oceanic and continental lithosphere called terranes created the North Cascades about 50 million years ago.
During the Pleistocene period dating back over two million years ago, glaciation advancing and retreating repeatedly scoured the landscape leaving deposits of rock debris. The U-shaped cross section of the river valleys is a result of recent glaciation. Uplift and faulting in combination with glaciation have been the dominant processes which have created the tall peaks and deep valleys of the North Cascades area.

## Gallery

* Copper Point, from North Cascades Highway
* Copper Benchmark seen from Wallaby Peak
# Fray Nicolás de Jesús María

Fray Nicolás de Jesús María was a religious carmelita born in Seville, Spain, during the last years of the reign of Carlos II (1734-1759). His parents were Francisco Sánchez Risco and María de Merino, whom called him Nicolás Sánchez Risco y Merino.
He was a preacher whose printed sermons were praised by other ecclesiastical authorities of the period. Also, he was prior of Orizaba, Oaxaca, Puebla and Mexico City.

## Life

At the beginning of the 18th century Fray Nicolás of Jesús María arrived at the Indians, as the American territory was then known. After a year as novice, he received the Carmelite habit at the convent of Puebla at the hands of Fray Bartolomé of Saint Joaquín on 1 April 1708. Nicolas preached at the Convent of the Remedios de Puebla, and later moved to the capitular school of Santa Ana in 1715.
In 1717 Fray Nicolás toured several convents, finally arriving at San Sebastián, Mexico. In 1720 he attended the school of theology and in three years obtained the charge of reader of theology. This was a position of considerable importance as in Trienio there were only one or two readers.

### Preacher

For the year of 1725 fray Nicolás returned to the convent of San Sebastián. On 11 November of the same year, he preached for the first time his sermon "La Mano de los Cinco Señores" with which began to win popularity due to his oratory. Many of his sermons were published, the majority of them in Mexico. Some of his sermons were written in honour to Santa Teresa.

### Civil servant

His fame as preacher enabled him him to occupy some government charges, e.g. the presidency of the Hospice of Guadalajara in 1728.

## Foundation of the Carmen in San Luis Potosí

In 1735, fray Nicolás and his companion Fray José de la Asunción visited San Luis Potosí for the foundation of the Temple of Our Lady of Carmen. On 23 February 1749 he put the first stone for his construction. Fray Nicolás was the first carmelita in San Luis Potosí, where he won popularity because his sermons. After the foundation of the temple, returned to Mexico City to continue preaching his sermons in the convent of San Sebastián. Of these, "La Cátedra" it is the last print known.
# Frimpong Manso (actor)

Frimpong Manso (1931 – 2020) also known as Osofo Dadzie, was a Ghanaian veteran actor and producer who was the lead character on Osofo Dadzie, a Ghanaian television drama series between 1970 and 1993. He died on August 10, 2020, aged 89.

## Career

He was one of the lead actors in Osofo Dadzie drama series which was a creation of the S. K. Oppong Drama Group, later referred to as the Osofo Dadzie Group. The characters he acted with in the TV series were Super OD, Kingsley Kofi Kyeremanteng (Ajos), Bea Kisi, Akora Badu, S.K Oppong. The drama series was aired on GTV.

## Filmography

* Cantata
* Osofo Dadzie
# Caloric polynomial

In differential equations, the mth-degree caloric polynomial (or heat polynomial) is a "parabolically m-homogeneous" polynomial P$_m$(x, t) that satisfies the heat equation
    ${\frac {\partial P}{\partial t}}={\frac {\partial ^{2}P}{\partial x^{2}}}.$
"Parabolically m-homogeneous" means
    $P(\lambda x,\lambda ^{2}t)=\lambda ^{m}P(x,t){\text{ for }}\lambda >0.\,$
The polynomial is given by
    $P_{m}(x,t)=\sum _{\ell =0}^{\lfloor m/2\rfloor }{\frac {m!}{\ell !(m-2\ell )!}}x^{m-2\ell }t^{\ell }.$
It is unique up to a factor.
With t = −1/2, this polynomial reduces to the mth-degree Hermite polynomial in x.
# Geometric analysis

Geometric analysis is a mathematical discipline where tools from differential equations, especially elliptic partial differential equations (PDEs), are used to establish new results in differential geometry and differential topology. The use of linear elliptic PDEs dates at least as far back as Hodge theory. More recently, it refers largely to the use of nonlinear partial differential equations to study geometric and topological properties of spaces, such as submanifolds of Euclidean space, Riemannian manifolds, and symplectic manifolds. This approach dates back to the work by Tibor Radó and Jesse Douglas on minimal surfaces, John Forbes Nash Jr. on isometric embeddings of Riemannian manifolds into Euclidean space, work by Louis Nirenberg on the Minkowski problem and the Weyl problem, and work by Aleksandr Danilovich Aleksandrov and Aleksei Pogorelov on convex hypersurfaces. In the 1980s fundamental contributions by Karen Uhlenbeck, Clifford Taubes, Shing-Tung Yau, Richard Schoen, and Richard Hamilton launched a particularly exciting and productive era of geometric analysis that continues to this day. A celebrated achievement was the solution to the Poincaré conjecture by Grigori Perelman, completing a program initiated and largely carried out by Richard Hamilton.

## Scope

The scope of geometric analysis includes both the use of geometrical methods in the study of partial differential equations (when it is also known as "geometric PDE"), and the application of the theory of partial differential equations to geometry. It incorporates problems involving curves and surfaces, or domains with curved boundaries, but also the study of Riemannian manifolds in arbitrary dimension. The calculus of variations is sometimes regarded as part of geometric analysis, because differential equations arising from variational principles have a strong geometric content. Geometric analysis also includes global analysis, which concerns the study of differential equations on manifolds, and the relationship between differential equations and topology.
The following is a partial list of major topics within geometric analysis:
* Gauge theory
* Harmonic maps
* Kähler–Einstein metrics
* Mean curvature flow
* Minimal submanifolds
* Positive energy theorems
* Pseudoholomorphic curves
* Ricci flow
* Yamabe problem
* Yang–Mills equations
# Adolf Gärtner

Adolf Gärtner (24 July 1867 − 9 February 1937) was a German film director of the silent era.

## Selected filmography

* The Night Talk (1917)
* Sadja (1918)
* The Lady in the Car (1919)
* Between Two Worlds (1919)
* Napoleon and the Little Washerwoman (1920)
* Mary Tudor (1920)
* Princess Woronzoff (1920)
* The Sons of Count Dossy (1920)
* The Voice (1920)
* The Devil and Circe (1921)
* The Last Witness (1921)
* The Adventuress of Monte Carlo (1921)
* The White Death (1921)
* The Riddle of the Sphinx (1921)
* The Circus Princess (1925)
# Leo C. Dessar

Leo Charles Dessar (February 15, 1847 – April 20, 1924) was a Kingdom of Bavaria-born Jewish-American lawyer, politician, and judge from New York City.

## Life

Dessar was born on February 15, 1847 in the Kingdom of Bavaria. He immigrated to America with his family when he was infant. His father was Dr Julius H. Dessar, president of a Hebrew Institute in Cincinnati, Ohio.
Dessar received his early education from his father's school in Cincinnati. When he was old enough to enlist in the American Civil War, he became a drummer boy in the Union Army and went to the front. After the war, he attended Columbia College and graduated from there with a B.A. in 1868. He then went to Columbia Law School, graduating from there in 1870. He became active in politics shortly afterwards, joining Tammany Hall in what was then the Eleventh Assembly District. At one point, he was associated with Simon M. Ehrlich.
After the Civil War, he served as Lieutenant and Adjutant of the 96th Regiment, New York National Guard. In 1872, he was one of the lawyers in the contested Assembly seat case of Kilian v. Frear. He served as Corresponding Secretary of the Tammany Hall General Committee for two years. In 1874, he was elected to the New York State Assembly as a Democrat, representing the New York County 17th District. He served in the Assembly in 1875. In the Assembly, he was active in passing the Elevated Railroad bills and was appointed to the Committee on Crime.
In 1884, when an additional District Court was created in New York City, Dessar was the Tammany candidate and elected the first Judge of the court. He as judge for three years, after which he resumed his law practice. The elevated railway was being installed during that time, so he made a specialty of representing property owners in the proceedings to obtain indemnity for injury to their holdings caused by erecting elevated structures in front of their property. He became successful and respected in that specialty, but when the proceedings were exhausted he ceased an active law practice and while he maintained a law office until his death he only used it to keep in touch with interests he was safeguarding.
In 1900, Dessar wrote The Royal Enchantress: A Romance of the Last Queen of the Berbers, a fictional account of the part-Jewish Berber queen Kahina who opposed the Muslim conquest of the Maghreb. He was a member of the New York County Lawyers' Association since its organization and served on its Membership Committee from 1910 to 1912. He was also a member of the Freemasons, the Democratic Club, the Harmonie Club, the Nyack Club, the Rockland County Association, and the Freemasons.
Dessar died at home on April 20, 1924. He was buried in Salem Fields Cemetery.
# Rolf Göpfert

Rolf Göpfert (born 16 February 1916) is a German former tennis player.
A member of Berlin's Rot-Weiss Tennis Club, Göpfert was a German indoor singles champion and had two stints in the national Davis Cup team, the first in 1938 and 1939. He featured in the Davis Cup again from 1951 to 1953, during this time partnering Gottfried von Cramm in doubles.
Göpfert twice reached the singles third round of the Wimbledon Championships.
# Jabłonna, Pomeranian Voivodeship

Jabłonna is a former settlement in the administrative district of Gmina Kępice, within Słupsk County, Pomeranian Voivodeship, in northern Poland. It lies approximately 9 kilometres (6 mi) north-east of Kępice, 20 km (12 mi) south of Słupsk, and 108 km (67 mi) west of the regional capital Gdańsk.
For the history of the region, see History of Pomerania.
# Wieżanka

Wieżanka is a village in the administrative district of Gmina Czyże, within Hajnówka County, Podlaskie Voivodeship, in north-eastern Poland.
# Top Shotta

Top Shotta is the debut studio album by American rapper NLE Choppa. It was released on August 7, 2020, by Warner Records. It was initially set for release in early 2020, but was delayed due to the COVID-19 pandemic and Black Lives Matter protests. Production on the album was handled by several record producers, including CashMoneyAP, Javar Rockamore, and TNTXD, among others. It features guest appearances from Latto, Roddy Ricch, Chief Keef, and Lil Baby. The album debuted at number ten on the Billboard 200.
The album was promoted by six singles: "Shotta Flow 3", "Camelot", "Walk Em Down", "Shotta Flow 5", "Narrow Road", and "Make Em Say".

## Critical reception

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| NME | |
| Paste | 7/10 |
Top Shotta was met with mostly favorable reviews from music critics. NME awarded the album three out of five stars, criticizing the first half of the album for its lack of cohesiveness, but praising the album's second half for its more reflective subject matter, saying "He's only 18, and yet the rap protege here proves himself with a collection that balances his braggadocio and vulnerability to thrilling effect." Paste magazine gave the album a score of 7/10, saying "The young rapper's major-label debut, Top Shotta, is at its best when he's open, honest and emotional."

## Certifications

| Region | Certification | Certified units/sales |
| Canada (Music Canada) | Platinum | 80,000$^‡$ |
| United States (RIAA) | Platinum | 1,000,000$^‡$ |
| $^‡$ Sales+streaming figures based on certification alone. |||