OpenLLM-France/wikimedia huggingface dataset:
# Wola Żelechowska

Wola Żelechowska is a village in the administrative district of Gmina Żelechów, within Garwolin County, Masovian Voivodeship, in east-central Poland. It lies approximately 4 kilometres (2 mi) west of Żelechów, 19 km (12 mi) south-east of Garwolin, and 75 km (47 mi) south-east of Warsaw.
# Impressamergel Formation

The Impressamergel Formation is a geologic formation in Germany. It preserves fossils dating back to the Jurassic period.

## History

The term was proposed by Gert Bloos, Gerd Dietl and Günter Schweigert in 2005 for a lithostratigraphic rock formation. The name goes back to the term Impressakalke introduced by Friedrich August Quenstedt in 1857. The name is derived from the brachiopod Terebratula impressa (today Aulacothyris impressa ).

## Definition and distribution area

The Impressamergel formation includes dark gray to light gray limestones with some embedded limestone beds. The lower limit is relatively well defined by the change in color (from "brown" to "white" Jura). The upper limit is formed by the onset of the limestone of the Wohlgeschichtete Kalk Formation . It meshes with the Lochen Formation especially in the higher part and is increasingly replaced by this formation. In the Upper Rhine Valley, it is represented by Kandern Formation, Korallenkalk Formation and Nerineenkalk Formation . The distribution of the Impressamergel formation extends over the entire Swabian Alb to the Wutach area.
# Ziemaki, Masovian Voivodeship

Ziemaki is a village in the administrative district of Gmina Sypniewo, within Maków County, Masovian Voivodeship, in east-central Poland.
# Bugok-dong, Uiwang

Bugok-dong (Korean: 부곡동; Hanja: 富谷洞) is neighbourhood of Uiwang, Gyeonggi Province, South Korea.

## Education
### Elementary School

* Uiwang Bugok Elementary School
* Deokseong Elementary School

### Middle School

* Uiwang Bugok Middle School

### High School

* Uiwang High School

### Universities

* Korea National University of Transportation (Uiwang campus)

## Transportation
### Subway

* Seoul Subway Line 1 - Uiwang Station
# Dienia ophrydis

Dienia ophrydis, commonly known as the common snout orchid or 无耳沼兰 (wu er zhao lan) is a plant in the orchid family and is native to endemic to a broad area of Asia, Southeast Asia, the Philippines, New Guinea and northern Australia. It is a deciduous, terrestrial orchid with a cone-shaped stem, bright green, wavy leaves and many greenish, brown, reddish or purplish flowers crowded on a wiry flowering stem.

## Description

Dienia ophrydis is a terrestrial, deciduous herb with fleshy, cone-shaped stems 100–200 mm (4–8 in) and 10–20 mm (0.4–0.8 in) wide. There are between three and six bright green, broadly lance-shaped to egg-shaped leaves 100–300 mm (4–10 in) long and 50–90 mm (2–4 in) wide with wavy edges. A large number of greenish, brown, reddish or purplish, non-resupinate flowers are crowded along a brittle, wiry flowering stem 150–300 mm (6–10 in) long. The flowers are 5–6 mm (0.20–0.24 in) long and wide. The dorsal sepal is narrow oblong, about 3 mm (0.1 in) long, 1.5 mm (0.06 in) wide and turns downwards. The lateral sepals are egg-shaped, about 3 mm (0.1 in) long and 1 mm (0.04 in) wide and curve around the labellum. The petals are a linear in shape and similar in size to the sepals. The labellum is broadly egg-shaped, about 2.5 mm (0.1 in) long and 2 mm (0.08 in) wide with three blunt teeth on the end, the middle one longest and with a deeply pouched base. Flowering occurs between December and April.

## Taxonomy

The common snout orchid was first formally described in 1791 by Johann Gerhard König who gave it the name Epidendrum ophrydis and published the description in Observationes botanicae :sex fasciculis comprehensae. In 1997 Gunnar Seidenfaden changed the name to Dienia ophrydis. The specific epithet (ophrydis) is derived from the Ancient Greek word ophyrs meaning "brow" or "eyebrow".

## Distribution and habitat

Dienia ophrydis grows in wet forests, often near streams and swampy areas. It is the most widespread species in the genus and is found in China, Cambodia, Bhutan, India, Japan, Laos, Malaysia, Myanmar, Nepal, the Philippines, Sri Lanka, Singapore, Thailand, Vietnam, New Guinea and northern Queensland.
# Hōtōzan Kofun

The Hōtōzan Kofun (宝塔山古墳) is a Kofun period burial mound located in what is now the Sōja neighborhood of the city of Maebashi, Gunma Prefecture in the northern Kantō region of Japan. The site was designated a National Historic Site of Japan in 1944. It is one of several kofun in the Sōja Kofun Group.

## Overview

The Hōtōzan Kofun is located on the west bank of the Tone River. The tumulus is a hōfun [ja] (方墳), with square sides, built as a step pyramid in two tiers, 54 meters on each side, and a height of 12 meters. Neither fukiishi nor haniwa have been found. The burial chamber is a stone-lined chamber with a total length of 12 meters. The walls are made from rectangular megalithic blocks of andesite, which were once plastered and presumably decorated with paint. The stone sarcophagus is shaped like a house, and was placed perpendicular to the long axis of the chamber. It is presumed to have been built at the end of the 7th century AD, or at the very end of the Kofun period, when Buddhist ritual practices were supplanting the tumulus culture. No grave goods have been found.

### Overall length

    54 meters

### Overall width

    54 meters

### Height

    12 meters
The tumulus is located near the Jaketsuzan Kofun, the Kōzuke Kokubun-ji and the provincial capital of Kōzuke Province, and is located approximately a 10-minute walk from Sōja Station on the JR East Jōetsu Line.
During the early Edo period, the area around Sōja was ruled as Sōja Domain, a 15,000 koku feudal domain under the Tokugawa shogunate ruled by the Akimoto clan as daimyō. The Akimoto ruled from 1601 to 1633, and the graves of the clan were built on top of the Hōtōzan Kofun.
# Benzbromarone

Benzbromarone is a uricosuric agent and non-competitive inhibitor of xanthine oxidase used in the treatment of gout, especially when allopurinol, a first-line treatment, fails or produces intolerable adverse effects. It is structurally related to the antiarrhythmic amiodarone.
Benzbromarone is highly effective and well tolerated, and clinical trials as early as 1981 and in April 2008 have suggested it is superior to both allopurinol, a non-uricosuric xanthine oxidase inhibitor, and probenecid, another uricosuric drug.

## Mechanism of action

Benzbromarone is a very potent inhibitor of CYP2C9. Several analogues of the drug have been developed as CYP2C9 and CYP2C19 inhibitors for use in research.

## History

Benzbromarone was introduced in the 1970s and was viewed as having few associated serious adverse reactions. It was registered in about 20 countries throughout Europe, Asia and South America.
In 2003, the drug was withdrawn by Sanofi-Synthélabo, after reports of serious hepatotoxicity, although it is still marketed in several countries by other drug companies.
# Brevisiana brevis

Brevisana brevis, known as the shrill thorntree cicada, is a cicada found in Africa and is likely the loudest insect on record. It has been recorded producing sounds with pressure levels of 106.7 decibels at a distance of 50 cm.
Brevisana brevis is found in the African countries Angola, Zimbabwe, South Africa, and Malawi.
# Imuruk Volcanics

The Imuruk Volcanics is a geologic formation in Alaska. It preserves fossils dating back to the Neogene period.
# Ziomek

Ziomek is a village in the administrative district of Gmina Baranowo, within Ostrołęka County, Masovian Voivodeship, in east-central Poland. It lies approximately 7 kilometres (4 mi) north-west of Baranowo, 28 km (17 mi) north-west of Ostrołęka, and 113 km (70 mi) north of Warsaw.
# Geghadir, Aragatsotn

40°39′32″N 44°06′26″E﻿ / ﻿40.65889°N 44.10722°E﻿ / 40.65889; 44.10722
Geghadir (Armenian: Գեղադիր) is a village in the Tsaghkahovit Municipality of the Aragatsotn Province of Armenia.
# White Fox (disambiguation)

White Fox is a Japanese animation studio with several projects having closely related comics/manga.
White Fox may also refer to:

## Animals

* White fox or Arctic fox, an animal native to Arctic regions (see Arctic fox fur)
* A white-furred red fox

## Characters

* White Fox, a Marvel Comics character with the alter ego Ami Han

## Film

* The Fox Lover, a. k. a. Bai Hu (White Fox), a 2013 Chinese film

## Literature

* White Fox, a. k. a. The White Fox Chronicles, a 2000 novel by Gary Paulsen
* White Fox, a 2023 novel by Owen Matthews, the third installment in the Black Sun trilogy

## Music

* White Fox (album), a 2010 album by Ham Sandwich
* "White Foxes", a 2012 song by Susanne Sundfør

## People

* John Hargrave or White Fox, British youth leader and politician

## Places

* White Fox, Saskatchewan
* White–Fox House Archeological Site, a historic site in New Smyrna Beach, Florida

## Other uses

* WhiteFox Defense, an America-based drone airspace security company
# Flock of Dudes

Flock of Dudes is a 2016 American comedy film directed by Bob Castrone. The film premiered at the LA Film Festival on June 13, 2015, and stars Chris D'Elia, Hannah Simone and Hilary Duff. Flock of Dudes is loosely based upon the experiences of the script writers. It was released in the United States on September 30, 2016.

## Plot

Adam (Chris D'Elia) is a 30-something man child who lives a ridiculous lifestyle with his three lifelong friends. After he is evicted from the house they ruined together, and his ex starts dating a successful celebrity, Adam decides it is time to grow up by "breaking up" with his friends.

## Cast

* Chris D'Elia as Adam
* Skylar Astin as David
* Bryan Greenberg as Barrett
* Hannah Simone as Beth
* Hilary Duff as Amanda
* Jamie Chung as Katherine
* Melissa Rauch as Jamie
* Brett Gelman as Howie
* Eric André as Mook
* Marc Maron as Richtman
* Kumail Nanjiani as Ro
* Hannibal Buress as Pussypop
* Timothy Simons as Butler
* Jeffrey Ross as Masturbator
* Mario Lopez as himself
* Kea Ho as Lola
* Kelen Coleman as Krista
* Carly Craig as Zane
* Jon Gabrus as Gabrus
* Mitch Eakins as Nelson
* David Neher as Lyle
* Vagna Kobe as Joe
* Peri Gilpin as Adam's mom
* Ray Liotta as Uncle Reed

## Production

Filming began on Flock of Dudes in June 2013 in Los Angeles and Whittier, California. Hannah Simone, Marc Maron, and Jeff Ross were named as participating in the film along with Blake Griffin. Lea Michele was temporarily attached to the film but withdrew from the project after the death of her boyfriend Cory Monteith. Flock of Dudes moved into post-production in August 2013.

## Reception

On review aggregator Rotten Tomatoes, the film holds an approval rating of 36% based on 11 reviews, with an average rating of 5.33/10.
# Tugendhat

The Tugendhat family was a family of Czech-Jewish textile and oil industrialists. World War II scattered them through Europe and America, and descendants have become influential politicians and academics.

## Family name

* Christopher Tugendhat, Baron Tugendhat (born 1937), a British Conservative politician, businessman
* Daniela Hammer-Tugendhat (born 1946), Venezuelan born, Swiss-Austrian art historian
* Ernst Tugendhat (1930–2023), Czech-German philosopher
* Michael Tugendhat (born 1944), judge of the High Court of England and Wales, brother of Christopher Tugendhat
* Ricardo López Tugendhat (born 1977), Ecuadorian sport shooter
* Tom Tugendhat (born 1973), British Conservative politician, son of Sir Michael Tugendhat
# Worm pipefish

The worm pipefish (Nerophis lumbriciformis) is a species of pipefish (of the family Syngnathidae), found in the North-eastern Atlantic along the coasts of Europe from the southern Norway, Kattegat and British Islands to Río de Oro in Western Sahara. The fish has a length of up to 15 cm. It inhabits rocky coastal areas with macrophytes at depths to 30 m.
The worm pipefish feeds primarily on Harpacticoid and cyclopoid copepods
Like other pipefish, this species is sex role-reversed, with females courting males whom subsequently brood the young.
# Wolska Dąbrowa

Wolska Dąbrowa is a village in the administrative district of Gmina Jastrzębia, within Radom County, Masovian Voivodeship, in east-central Poland. It lies approximately 19 kilometres (12 mi) north of Radom and 74 km (46 mi) south of Warsaw.
# Natural order (philosophy)

In philosophy, the natural order is the moral source from which natural law seeks to derive its authority. Natural order encompasses the natural relations of beings to one another in the absence of law, which natural law attempts to reinforce. In contrast, divine law seeks authority from God, and positive law seeks authority from government.

## History

The Ancient Greeks called order cosmos, which the Romans later translated as ordo (Latin "order, rank, class") . Ordo has mainly two meanings: discipline on the one hand, and science theory or philosophical on the other hand, reflecting on how to understand sequences and classes.
The Physiocrats, a group of 18th century Enlightenment French philosophers, thought there was a "natural order" that allowed human beings to live together. According to them it is an ideal order given to them by God, which allowed human beings to live together in an ideal society. The natural laws are the expression of the will of God. Men did not come together via a somewhat arbitrary "social contract." Rather, they had to discover the laws of the natural order that would allow individuals to live in society without losing significant freedoms. The concept natural order of Physiocracy originated from "Way of Nature" of Chinese Taoism. The Chinese Taoism had believed that there can be good government only when a perfect harmony exists between the "Way of Man" (governmental institutions) and the "Way of Nature" (Physiocrats' natural order).
The term was used by Friedrich Hayek in his writings. The term is used by Hans-Hermann Hoppe in his 2001 book, Democracy: The God That Failed, to defend anarcho-capitalism.
# Prisoner 13

Prisoner 13 (Spanish: El prisionero trece) is a 1933 Mexican film. It was directed by Fernando de Fuentes.

## Plot

The film is a part of the trilogy of films made by Fernando Fuentes concerning the Mexican Revolution, the other two films being El compadre Mendoza (1934) and Vámonos con Pancho Villa (1936).
The film centers on the drunkard Colonel Carrasco, whose wife Marta leaves him taking his young son. The child, Juan, grows into an admirable and well-mannered young man. Having been promoted to a higher rank of power amidst the Mexican Revolution, the indulgent and corrupt Colonel accepts a bribe to free a revolutionary, Felipe Martinez, from his prison. Martinez has been sentenced to execution at the hands of a firing squad. Carrasco asks to have the revolutionary replaced by absolutely anyone. In a twist of fate, that anyone turns out to be his own long lost son Juan. Upon receiving this news, Marta races to the prison and explains the predicament to Carrasco. He subsequently desperately attempts to prevent the gunning down of his son by his very own government officials.
# Zofiówka, Lipsko County

Zofiówka is a village in the administrative district of Gmina Lipsko, within Lipsko County, Masovian Voivodeship, in east-central Poland. It lies approximately 8 kilometres (5 mi) west of Lipsko and 123 km (76 mi) south of Warsaw.
# Japanese theorem for cyclic quadrilaterals

In geometry, the Japanese theorem states that the centers of the incircles of certain triangles inside a cyclic quadrilateral are vertices of a rectangle. It was originally stated on a sangaku tablet on a temple in Yamagata prefecture, Japan, in 1880.
Triangulating an arbitrary cyclic quadrilateral by its diagonals yields four overlapping triangles (each diagonal creates two triangles). The centers of the incircles of those triangles form a rectangle.
Specifically, let □ABCD be an arbitrary cyclic quadrilateral and let M$_1$, M$_2$, M$_3$, M$_4$ be the incenters of the triangles △ABD, △ABC, △BCD, △ACD. Then the quadrilateral formed by M$_1$, M$_2$, M$_3$, M$_4$ is a rectangle. Proofs are given by Bogomolny and Reyes.
This theorem may be extended to prove the Japanese theorem for cyclic polygons, according to which the sum of inradii of a triangulated cyclic polygon does not depend on how it is triangulated. The special case of the theorem for quadrilaterals states that the two pairs of opposite incircles of the theorem above have equal sums of radii. To prove the quadrilateral case, simply construct the parallelogram tangent to the corners of the constructed rectangle, with sides parallel to the diagonals of the quadrilateral. The construction shows that the parallelogram is a rhombus, which is equivalent to showing that the sums of the radii of the incircles tangent to each diagonal are equal. This related result comes from an earlier sangaku tablet, also from Yamagata, from 1800.
The quadrilateral case immediately proves the general case, as any two triangulations of an arbitrary cyclic polygon can be connected by a sequence of flips that change one diagonal to another, replacing two incircles in a quadrilateral by the other two incircles with equal sum of radii.
# Europäische Zeitschrift für Wirtschaftsrecht

The Europäische Zeitschrift für Wirtschaftsrecht (European Journal of Business Law. Revue Européenne de Droit Économique, .mw-parser-output cite.citation{font-style:inherit;word-wrap:break-word}.mw-parser-output .citation q{quotes:"\"""\"""'""'"}.mw-parser-output .citation:target{background-color:rgba(0,127,255,0.133)}.mw-parser-output .id-lock-free.id-lock-free a{background:url("//upload.wikimedia.org/wikipedia/commons/6/65/Lock-green.svg")right 0.1em center/9px no-repeat}.mw-parser-output .id-lock-limited.id-lock-limited a,.mw-parser-output .id-lock-registration.id-lock-registration a{background:url("//upload.wikimedia.org/wikipedia/commons/d/d6/Lock-gray-alt-2.svg")right 0.1em center/9px no-repeat}.mw-parser-output .id-lock-subscription.id-lock-subscription a{background:url("//upload.wikimedia.org/wikipedia/commons/a/aa/Lock-red-alt-2.svg")right 0.1em center/9px no-repeat}.mw-parser-output .cs1-ws-icon a{background:url("//upload.wikimedia.org/wikipedia/commons/4/4c/Wikisource-logo.svg")right 0.1em center/12px no-repeat}body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-free a,body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-limited a,body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-registration a,body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .id-lock-subscription a,body:not(.skin-timeless):not(.skin-minerva) .mw-parser-output .cs1-ws-icon a{background-size:contain;padding:0 1em 0 0}.mw-parser-output .cs1-code{color:inherit;background:inherit;border:none;padding:inherit}.mw-parser-output .cs1-hidden-error{display:none;color:var(--color-error,#d33)}.mw-parser-output .cs1-visible-error{color:var(--color-error,#d33)}.mw-parser-output .cs1-maint{display:none;color:#085;margin-left:0.3em}.mw-parser-output .cs1-kern-left{padding-left:0.2em}.mw-parser-output .cs1-kern-right{padding-right:0.2em}.mw-parser-output .citation .mw-selflink{font-weight:inherit}@media screen{.mw-parser-output .cs1-format{font-size:95%}html.skin-theme-clientpref-night .mw-parser-output .cs1-maint{color:#18911f}}@media screen and (prefers-color-scheme:dark){html.skin-theme-clientpref-os .mw-parser-output .cs1-maint{color:#18911f}}ISSN0937-7204) is an academic journal which specialises in European law with a special focus on business law. It was established in 1990 and is published by C. H. Beck. The editions are released bimonthly.
# Liu Yinggu

Liu Yinggu (traditional Chinese: 劉膺古; simplified Chinese: 刘膺古; pinyin: Liú Yīnggǔ) (1897 – 1966) was a KMT general from Zhejiang. He was made a major general on October 16, 1936 and promoted to lieutenant general on June 24, 1938. In September 1939, he was made deputy commander-in-chief of the 19th Army Group. In March 1941, he was made deputy commander-in-chief of the 9th War Area. In December 1941, he was reappointed as deputy commander-in-chief of the 19th Army Group, before being promoted to commander in April 1942.
# Jane Velez-Mitchell (TV program)

Jane Velez-Mitchell was a current affairs gossip TV show on HLN hosted by Jane Velez-Mitchell. It aired weeknights at 7 pm ET. It debuted as Issues with Jane Velez-Mitchell in October 2008 before rebranding as simply Jane Velez Mitchell in February 2012. Velez-Mitchell previously worked for HLN's Nancy Grace as producer and fill-in host, and continued to function in the fill-in capacity until her departure in late 2014.
The show is known for its strong opinions on what it reports. According to the show's website, the program "stands up for the less fortunate and demands justice for all." The show spotlit many issues, such as homicides, celebrity controversies, political controversies, cold cases, and other "hot topics." The show normally had a panel of five or six guests, along with Velez-Mitchell.
In 2010, Issues with Jane Velez-Mitchell was nominated for a GLAAD Media Award for "Outstanding TV Journalism Segment" for the segment "Gay Teen Mutilated" during the 21st GLAAD Media Awards.
The show was retitled as simply Jane Velez-Mitchell in February 2012, with Velez-Mitchell jokingly explaining that the change was due to her having gotten over her "issues".
Velez-Mitchell was also a substitute host on HLN's Showbiz Tonight.
On October 14, 2014, the program was unexpectedly canceled by CNN as part of continuing budget cuts across the entire organization under the "Turner 2020" reorganization initiative, with the day before's program being the last to air. As with nearly all of the program removals over the last year on HLN, Forensic Files repeats are expected to fill the timeslot.
# Indusial Limestone

The Indusial Limestone is a geologic formation in France. It preserves fossils dating back to the Neogene period.
# Bryan T. Barry

Bryan Thomas Barry (October 26, 1851 – March 5, 1919), attorney, was mayor of Dallas for three terms: 1894–1895, 1897–1898 and 1904–1907.

## Biography

Bryan T. Barry was born October 26, 1851, near Dresden, Navarro County, Texas, to Augustus Barry and Margaret Eleanor Younger. He married Odora Elizabeth Williams, daughter of Thomas M. and A. Elizabeth Williams, on May 1, 1874, in Robertson County, Texas. They had two children Charles T. Barry and Lela Barry. After her death in 1914, he married Ellen Sophie Hermany Stone, daughter of Charles W. Hermany and Caroline Levy, and widow of Aubrey Stone.
Prior to moving to Dallas, Barry lived in Navarro and Robertson counties. He was the original land owner of 300 acres that became the community of Barry, Texas. He was admitted to the bar in Houston, Texas in 1872 and practiced law in Corsicana.
Bryan Barry moved to Dallas around 1889 where he became involved in banking, investments and law. He headed the law firm of Barry & Etheridge, was Secretary/Treasurer for Texas Savings and Trust
In 1893, W. C. Connor won the election for mayor by 2 votes over Bryan T. Barry. Barry brought suit contending that there were questions about some of the votes, but Connor was seated by the city council. Connor resigned as mayor in January 1894 and the city council decided to hold a special election. However, the state supreme court ruled on the appeal of the previous case and declared Barry to be the mayor, after which the city council decided to seat Barry as mayor. He was re-elected mayor in 1894 and was replaced by Franklin P. Holland in the 1895 election. He was elected again in 1897, serving one year and being replaced by John H. Traylor. In 1904, he was once more elected mayor and served until 1906, when Curtis P. Smith was elected.
Barry died March 5, 1919, in Dallas, Texas, and was interred at Oakland Cemetery in Dallas. He and his first wife, Odora Williams Barry, were re-interred at Grove Hill Cemetery, Dallas, in December 1934.