OpenLLM-France/wikimedia huggingface dataset:
# Baton Rouge Ladies Invitational

The Baton Rouge Ladies Invitational was a golf tournament on the LPGA Tour from 1964 to 1966. It was played at the Sherwood Forest Country Club in Baton Rouge, Louisiana.

## Winners
### Baton Rouge Ladies Invitational

* 1966 Carol Mann

### Baton Rouge Invitational

* 1965 Mickey Wright

### Baton Rouge Ladies' Open Invitational

* 1964 Sandra Haynie
# Drocinonide

Drocinonide is a synthetic glucocorticoid corticosteroid which was never marketed.
# Proviseux-et-Plesnoy

Proviseux-et-Plesnoy (French pronunciation:) is a commune in the Aisne department in Hauts-de-France in northern France.
# Sunbury Court Island

Sunbury Court Island is a long, pedestrianised residential island of houses and bungalows in the River Thames in England on the 'Sunbury and Hampton' or 'Molesey' reach, above Molesey Lock in Sunbury-on-Thames, Surrey, England.

## Attributes
### Landscape and architecture

The island is linked to the eastern part of the developed riverside of Sunbury on the left, 'Middlesex', bank of the river. The island is pedestrianised and residential comprising 25 houses and bungalows in typically garden or patio plots with equal or smaller footprint to those homes. It is connected to a narrow point between homes on the bank by a flat iron footbridge with criss-crossed decorative railings surmounted by an ornamental Italianate square tower, pictured right.

### Surroundings

From the bridge entrance the non-listed south wall, rather than railings, and entrance drive of Sunbury Court. Also visible are the higher part of the neo-classical conference centre in a grand former home, Sunbury Court, which is an international headquarters of the Salvation Army movement, Grade II* listed and dates to 1723 with later improvements and outbuildings, mainly of the present century. Rivermead Island, a park, is approximately 20 metres upstream. Sunbury Cricket Club is approximately 300 metres downstream set away from the river.

## History

The buildings date to summer homes of the early 20th century, before which the island was a long rural meadow. The earlier name for the island was "Hayes Ait".

## Level of flood risk

The island is as with most Thames-side properties in the highest category of risk identified by the Environment Agency, which means:
* The Island is assessed as having a 1 in 100 or greater annual probability of river flooding.
* The Agency will issue to individual residents flood warning alerts.
International headline-reported flooding of non-tidal stretches of the Thames took place during the 2013–2014 United Kingdom winter floods, forming its greatest single area of economic impact. Flooding reached waist depth across the island path on 7 January 2014 when a small number of residents were rescued by a large team of local emergency services called to the island's help. By 8 February 2014, approximately half of homes had been chosen to be evacuated by Fire and Rescue Services.
# Donnet-Denhaut flying boat

The Donnet-Denhaut flying boat was a maritime patrol and anti-submarine warfare aircraft produced in France during the First World War. Known at the time simply as "Donnet-Denhaut" or "DD" flying boats, the DD-2, DD-8, DD-9, and DD-10 designations were applied retrospectively to denote the various changes in configuration made during their service life.

## Design and development

Developed in response to a French Navy requirement, these were biplane flying boats of conventional configuration with two-bay unstaggered wings, and a Salmson R9 160 hp radial engine, mounted pusher-fashion on struts in the interplane gap. The French Navy ordered some 90 aircraft in this original configuration (later dubbed DD-2), and in 1917, requested Donnet-Denhaut to redesign the aircraft to take advantage of the new Hispano-Suiza 8 engine. So equipped, the Navy ordered another 365 machines. In order to take full advantage of the more powerful engine, Donnet-Denhaut increased the wingspan by adding a third bay to the wing cellule and used the extra lift to incorporate a place for a second gunner, bringing the total crew to three. This version (later, the DD-8) became the most produced, with perhaps 500 aircraft built. The DD-8 was also known as the Donnet-Denhaut 300-hp.
Further developments added a second machine gun to each gunner's station (the DD-9) and twin engines mounted in a push-pull configuration (the DD-10). Following the war, a few military surplus DDs were remanufactured as the Donnet HB.3 and operated commercially for a time.

## Operational history

Apart from French Navy service, DD flying boats were operated by the United States Navy in Europe, flying from Île-Tudy and Dunkirk to protect convoys from submarines. Some 50 aircraft of this type were purchased, and the first attack (against U-108; unsuccessful) took place on 23 April 1918.

## Operators
### France

* French Navy

### Portugal

* Portuguese Naval Aviation

### United States

* United States Navy

## Specifications (DD-8)

General characteristics
* Crew: Three
* Length: 10.75 m (35 ft 5 in)
* Wingspan: 16.80 m (55 ft 1 in)
* Height: 3.00 m (9 ft 10 in)
* Wing area: 53.0 m$^2$ (570 sq ft)
* Empty weight: 950 kg (2,100 lb)
* Gross weight: 1,800 kg (3,970 lb)
* Powerplant: 1 × Hispano-Suiza 8b , 149 kW (200 hp)
Performance
* Maximum speed: 130 km/h (80 mph, 70 kn)
* Range: 520 km (320 mi, 280 nmi)
* Endurance: 4 hours
* Rate of climb: 2.5 m/s (500 ft/min)
Armament
* 2 × .303 trainable Lewis guns in open cockpits at bow
* 2 × 35 kg (70 lb) bombs
# Bordaia moesta

Bordaia moesta is a species of moth of the family Hepialidae. It is endemic to Western Australia.
# Namioka, Aomori

Namioka (浪岡町, Namioka-machi) was a town located in Minamitsugaru District in central Aomori Prefecture, Japan.
Namioka Town was located in the plains of central Aomori Prefecture, bordered by the Ōu Mountains to the east. The area was part of Hirosaki Domain during the Edo period. In 1889, after the Meiji Restoration, Namioka Village was created on April 1, 1889. It was elevated to town status on June 1, 1940. It annexed the four neighboring villages of Megasawa, Osugi, Nozawa and Gogo on December 15, 1954, and annexed a portion of Nanawa Village from Kitatsugaru District in 1956.
On April 1, 2005, Namioka was merged with the neighboring and expanded city of Aomori, and thus no longer exists as an independent municipality.
The merger was very controversial; after the agreement was made with the city of Aomori and the Aomori Prefectural Parliament had approved the change, strong objections were made by Namioka residents, who had not been consulted. The town mayor was recalled on December 26, 2004. A new mayor was elected on February 13, 2005, who indicated his opposition to the merger. On March 27, 2005, a referendum was held showing strong opposition to the plan, but five days later the merger went into effect in accordance with the previously settled agreement.
At the time of its merger, Namioka had an estimated population of 20,543 and a density of 155.48 persons per km$^2$. The total area was 15.19 km$^2$.

## Noted residents of Namioka

* Takanosato Toshihide – sumo wrestler
* Bushūyama Takashi – sumo wrestler
# Amando Kapauan

Amando F. Kapauan (July 4, 1931 – October 12, 1996) was a chemist and researcher. He graduated magna cum laude from University of the Philippines, Diliman in 1952, with a bachelor's degree in chemistry. He obtained his doctorate from the University of Southern California in 1959.
In the Ateneo de Manila University Department of Chemistry, he worked on inorganic and physical chemistry, particularly on radioactive bromine. With other colleagues, he initiated investigations in the 1970s on heavy metals analysis in our environment. He was among the first to look into the problem of mercury in the environment, and he designed the appropriate equipment for mercury analysis in water, fish and soil.
Kapauan linked with international groups, taught one of the first environmental chemistry courses in the country, and involved himself in policies on urban-rural planning.
He later went into the field of electronics, specifically chemical instrumentation. Together with Fr. William Schmitt, S.J., they pioneered the maintenance, design and modification of instruments.
Kapauan's first publication appeared in the Journal of Chemical Education in May 1973.
He also started to interface traditional instruments with the increasingly popular PC. By the 1980s, his students were designing software for them, including Fourier Transform of signals. He redesigned a spectrophotometer with vacuum-tube technology into one with solid-state technology, run by a PC with software written by his students.
He designed and built new electrochemical systems, which merited publications in Analytical Chemistry (the leading journal of analytical chemistry worldwide). This was an honor considering that these were the few, if not the only, international publications done by one Filipino, entirely in the Philippines.
He continued to find applications for these electrochemical systems, dreaming that they might be distributed to data stations all over the country for trace analysis of metals and for mapping of water quality.
He was one of the founders of the Philippine Institute of Pure and Applied Chemistry, and one of the architects of the Ph.D. program of the UP-Ateneo-DLSU Chemistry Consortium. He moved into environmental concerns and microelectronics in the infant stages of their applications in chemistry.
He wrote a college textbook, “General Chemistry,” with Amando Clemente and Antonio I. de Leon.
He made “Cardboard Orbital Domain Models” and published this in Journal of Chemical Education in August 1966.
His 1967 Unesco stint in Thailand brought together a series of innovative experiments for “lab-less” high schools, which was eventually published as a book, “Creative Chemistry.”
Kapauan replaced expensive equipment with materials he bought from the grocery, hardware, photo supply and the drugstore. He taught his students to do audio-visuals, including 8-mm animated films, molecular models, and computer-aided instruction.
Kapauan died on October 12, 1996.
# 1925 Adrian Bulldogs football team

The 1925 Adrian Bulldogs football team was an American football team that represented Adrian College as an independent during the 1925 college football season. In its third season under head coach Dale R. Sprankle, the team compiled a 6–3 record and outscored opponents by a total of 84 to 62. The team played its home games at Adrian Athletic Field in Adrian, Michigan.

## Schedule

| Date | Opponent | Site | Result |
| September 26 | at Michigan State | College FieldEast Lansing, MI | L 0–16 |
| October 3 | Olivet | Adrian Athletic FieldAdrian, MI | W 7–6 |
| October 10 | Manchester (IN) | Adrian Athletic FieldAdrian, MI | W 28–7 |
| October 17 | Geneva | Beaver Falls, PA | L 0–21 |
| October 24 | at Ashland | Ashland, OH | W 13–0 |
| October 31 | Detroit City College | Adrian Athletic FieldAdrian, MI | W 20–0 |
| November 7 | at Bethany (WV) | Wellsburg, WV | L 0–12 |
| November 14 | Hillsdale | Adrian Athletic FieldAdrian, MI | W 13–0 |
| November 21 | at Assumption (ON)* | Windsor, Ontario | W 3–0 |
| *Non-conference game |||||
# Armando Arrechavaleta

Armando Arrechavaleta Carrera (born 8 February 1975) is a Cuban rower. He competed in the men's lightweight double sculls event at the 2004 Summer Olympics.
# Provisional Administration

Provisional Administration (Polish Administracja Zastępcza) was one of the branches of the Department of Internal Affairs of the Government Delegate’s Office at Home in Poland during World War II.
It was created in 1940 as a joint initiative of the Headquarters of the Armia Krajowa and the Delegate's Office. It was a kind of shadow administration prepared for the moment of either liberation of Poland or the start of an all-national armed uprising.
It was based on the Polish pre-war administrative division, composed of three grades (voivodeship-powiat-gmina), combined with the pre-war military division. In August 1943 the division of competences between the army and the civilian authorities was agreed. The organization of the Provisional Administration was later accepted by the President of Poland on April 26, 1944.
In 1944 during Operation Tempest, as the sole representatives of the legitimate Polish government, the members of the Provisional Administration took power from the withdrawing German troops and welcomed the advancing Red Army . However, most of them were arrested by the NKVD and either sent to Russia for interrogation, sent to the GULag or killed on the spot.
# Donnery

Donnery (French pronunciation:) is a commune in Loiret, Centre-Val de Loire, France.
# Nail plate

Nail plate can refer to:
* Nail (anatomy), a keratin plate at the end of fingers and toes
* Nail-header, a tool for working heads onto metal nails
# Convex measure

In measure and probability theory in mathematics, a convex measure is a probability measure that — loosely put — does not assign more mass to any intermediate set "between" two measurable sets A and B than it does to A or B individually. There are multiple ways in which the comparison between the probabilities of A and B and the intermediate set can be made, leading to multiple definitions of convexity, such as log-concavity, harmonic convexity, and so on. The mathematician Christer Borell was a pioneer of the detailed study of convex measures on locally convex spaces in the 1970s.

## General definition and special cases

Let X be a locally convex Hausdorff vector space, and consider a probability measure μ on the Borel σ-algebra of X. Fix −∞ ≤ s ≤ 0, and define, for u, v ≥ 0 and 0 ≤ λ ≤ 1,
    $M_{s,\lambda }(u,v)={\begin{cases}(\lambda u^{s}+(1-\lambda )v^{s})^{1/s}&{\text{if }}-\infty <s<0,\\\min(u,v)&{\text{if }}s=-\infty ,\\u^{\lambda }v^{1-\lambda }&{\text{if }}s=0.\end{cases}}$
For subsets A and B of X, we write
    $\lambda A+(1-\lambda )B=\{\lambda x+(1-\lambda )y\mid x\in A,y\in B\}$
for their Minkowski sum. With this notation, the measure μ is said to be s-convex if, for all Borel-measurable subsets A and B of X and all 0 ≤ λ ≤ 1,
    $\mu (\lambda A+(1-\lambda )B)\geq M_{s,\lambda }(\mu (A),\mu (B)).$
The special case s = 0 is the inequality
    $\mu (\lambda A+(1-\lambda )B)\geq \mu (A)^{\lambda }\mu (B)^{1-\lambda },$
i.e.
    $\log \mu (\lambda A+(1-\lambda )B)\geq \lambda \log \mu (A)+(1-\lambda )\log \mu (B).$
Thus, a measure being 0-convex is the same thing as it being a logarithmically concave measure.

## Properties

The classes of s-convex measures form a nested increasing family as s decreases to −∞"
    $s\leq t{\text{ and }}\mu {\text{ is }}t{\text{-convex}}\implies \mu {\text{ is }}s{\text{-convex}}$
or, equivalently
    $s\leq t\implies \{s{\text{-convex measures}}\}\supseteq \{t{\text{-convex measures}}\}.$
Thus, the collection of −∞-convex measures is the largest such class, whereas the 0-convex measures (the logarithmically concave measures) are the smallest class.
The convexity of a measure μ on n-dimensional Euclidean space R$^n$ in the sense above is closely related to the convexity of its probability density function. Indeed, μ is s-convex if and only if there is an absolutely continuous measure ν with probability density function ρ on some R$^k$ so that μ is the push-forward on ν under a linear or affine map and $e_{s,k}\circ \rho \colon \mathbb {R} ^{k}\to \mathbb {R}$ is a convex function, where
    $e_{s,k}(t)={\begin{cases}t^{s/(1-sk)}&{\text{if }}-\infty <s<0\\t^{-1/k}&{\text{if }}s=-\infty ,\\-\log t&{\text{if }}s=0.\end{cases}}$
Convex measures also satisfy a zero-one law: if G is a measurable additive subgroup of the vector space X (i.e. a measurable linear subspace), then the inner measure of G under μ,
    $\mu _{\ast }(G)=\sup\{\mu (K)\mid K\subseteq G{\text{ and }}K{\text{ is compact}}\},$
must be 0 or 1. (In the case that μ is a Radon measure, and hence inner regular, the measure μ and its inner measure coincide, so the μ-measure of G is then 0 or 1.)
# Napolioni Dawai

Ratu Napolioni Naulia Dawai CBE (died 17 November 1986) was a Fijian chief and politician. He served as a member of the Senate and House of Representatives from 1970 to 1986.

## Biography

Dawai was educated at the Queen Victoria School. He joined the civil service in the Fijian Affairs Department, but was unable to fit in and subsequently transferred several times before joining the Fijian Military Forces and serving in Malaya. After being overlooked for an officer's course, he left the army and was appointed as a magistrate. He became the holder of the chiefly title Tui Nadi and served as Roko Tui of Ba Province and later chairman of Ba Provincial Council. In 1970 he was appointed to the new Senate as a nominee of the Great Council of Chiefs for a six-year term.
He successfully contested the March 1977 elections to the House of Representatives as an Alliance Party candidate in the Ba–Nadi Fijian communal constituency, and was appointed Assistant Minister responsible for Forests. He was re-elected in the September 1977 elections. However, in 1981 he resigned from the Alliance Party in protest at a lack of funds for western Fiji, and joined the Western United Front. After losing his seat in the 1982 elections, he was appointed to the Senate as one of the nominees of the Leader of the Opposition. In 1984 he was appointed to the shadow cabinet. He also served as vice chairman of the Sugar Cane Growers Council, and was awarded a CBE in the 1986 Birthday Honours.
Dawai died in November 1986 in a road accident when his car hit an electrical pole. He was survived by his wife and seven children.
# Dujakovci

Dujakovci (Serbian Cyrillic: Дујаковци) is a village in the municipality of Banja Luka, Republika Srpska, Bosnia and Herzegovina.
# Thomas George Crippen

Thomas George Crippen (2 November 1841–13 December 1929), a descendant of an old Huguenot family long resident in Canterbury, was born in London in 1841, and educated for the Congregational Ministry at Airedale College, Bradford, Yorkshire. His first pastorate was at Boston Spa, Yorkshire, 1866, and then at Milverton, Somerset, 1891. Crippen published in 1868 translations of Ancient Hymns and Poems. Two of his original hymns are in the Congregational Church Hymnal, 1887:— "Lord Jesu Christ, by Whom alone" (Election of Deacons), and "O God, Who boldest in Thy hand" (Before a Parliamentary Election). The first of these was written specially for that Hymnal. His metrical rendering of one of Rodwell's prose translations of Jared's Abyssinian hymns was printed in the Oldbury Weekly Times, circa 1880, and subsequently as a broadsheet. It begins "To Christ, uprising from the dead be sung." His Popular Introduction to the History of Christian Doctrine was published in 1883. In 1896 Crippen was appointed Librarian at the Congregational Hall, Farringdon Street, London. In addition to his Ancient Hymns and Poems, Translated from the Latin, 1869, he has contributed numerous hymns to various periodicals, especially the Evangelical Magazine. His hymn "O Thou Who givest corn and wine" was written for Band of Hope gatherings in 1885, and first printed in the Sunday School Chronicle. It is in the Sunday School Hymnary, 1905, and others.
# Budho Chak

Budho Chak is a village with approximately 3,000 inhabitants in Malka Union Council, Kharian Tehsil, Gujrat District, Punjab, Pakistan. 99% of the village residents belong to Chib-Rajput tribe.

## Geography

Budho Chak located at latitude 32.8526″N and longitude 73.9720″E, with altitude of 289 meters, Budho Chak is accessible via the network of roads that connect it to the surrounding towns and cities. Its nearby towns & villages are Malka, Manglia, Malagar, Senthal, Kulak, Jhantla, Kotla Haji Shah, and Golra Hashim.
# Sugar Creek Elementary School

Sugar Creek Elementary School or Sugarcreek Elementary School may refer to:
* Sugar Creek Elementary School, Bentonville School District, Bentonville, Arkansas
* Sugar Creek Elementary School, McLean County Unit District No. 5, Normal, Illinois
* Sugar Creek Elementary School, North Montgomery School Corporation, Montgomery County, Indiana
* Sugar Creek Elementary School, Community School Corporation of Southern Hancock County, New Palestine, Indiana
* Sugar Creek Elementary School, Independence Public School District, Sugar Creek, Missouri
* Sugar Creek Elementary School, York County School District 4, Fort Mill, South Carolina
* Sugar Creek Elementary School, Verona Area School District, Verona, Wisconsin
* Sugarcreek Elementary School, Karns City Area School District, Cowansville, Pennsylvania
# Donor Unknown

Donor Unknown is a 2010 documentary film directed by Jerry Rothwell and produced by Al Morrow and Hilary Durman. A 21st-century tale of identity and genetic inheritance, this film tells the story of a sperm donor and the children who want to meet him. It follows JoEllen Marsh as she goes in search of the sperm donor father she only knows as Donor 150.

## Plot outline

JoEllen, now 20, has always known her family ‘wasn't like other families'. She grew up in Lander, Pennsylvania in rural Warren County with two mothers, and a burning curiosity to know more about her anonymous donor father. When JoEllen discovers a unique online registry which connects donor-conceived children, she manages to track down a half-sister in New York. The New York Times picks up the story, and, over time 12 more half-siblings emerge across the United States. The article also falls into the hands of Jeffrey Harrison, living alone with four dogs and a pigeon in a broken-down RV in a Venice Beach car park. In the 1980s, Jeffrey supplemented his meager income by becoming a sperm donor at California Cryobank. His number was Donor 150.
Donor Unknown is a uniquely 21st-century story. The connections made between the children and their donor dad draw as much on modern technology as on old-fashioned coincidence. While the siblings seem to take their ever-expanding family in their stride, Jeffrey is more apprehensive about meeting some of his biological children for the first time. Funny, moving and surprising Donor Unknown raises intriguing questions about our understanding of parenthood, and the strange power of the genetic imperative.

## Television broadcast

It was broadcast on 28 June 2011 on the British channel More 4.

## Reception

Donor Unknown has been well received by critics and film goers alike. Peter Bradshaw of The Guardian called it a 'amusing and sweet-natured documentary' although he felt that there might be a deeper, more complex story to tell about the siblings' relations with each other and Harrison's own life. While Philip French, from The Observer, called it an 'engaging' film.

## Awards

It won the Silverdocs Audience Award which is the result of audience votes throughout the festival in Silver Spring, Maryland. The film also won the Tribeca (Online) Film Festival Award for Best Feature Film.
# Nail fetish

Nail fetish may refer to:
* Nkondi, wooden religious idols made by the Kongo people of the Congo region, which have nails hammered into them
* Hand fetishism, a sexual fascination with hands
* Foot fetishism, a sexual fascination with feet