OpenLLM-France/wikimedia huggingface dataset:
# Aerocar Micro-IMP

The Aerocar Micro-IMP was a light sportsplane developed from the successful Mini-IMP homebuilt. Designed by Moulton Taylor and Jerry Holcomb in 1978, it was finished in 1981 and demonstrated at Oshkosh the following year.
A unique feature of the aircraft was that it was built out of fibreglass-reinforced paper – it was intended that the aircraft "kit" would be marketed printed on paper. The builder would cut out the parts and laminate them between fibreglass mats to build up the structure of the aircraft.
The Micro-IMP was ultimately a disappointment because its powerplant (taken from the Citroën 2CV) proved unsuitable, and a projected higher-powered version of the engine did not eventually become available. Holcomb later built a refined version with a different powerplant as the Ultra-IMP.

## Specifications (Micro-IMP, Citroën engine, performance estimated)

Data from Jane's All The World's Aircraft 1982–83
General characteristics
* Crew: 1
* Length: 15 ft 0 in (4.57 m)
* Wingspan: 27 ft 0 in (8.23 m)
* Height: 4 ft 0 in (1.22 m)
* Aspect ratio: 9:1
* Airfoil: NASA GA(PC)-1
* Empty weight: 260 lb (118 kg)
* Max takeoff weight: 525 lb (238 kg)
* Fuel capacity: 7 US Gallons (26.5 L)
* Powerplant: 1 × Citroën air-cooled flat-twin piston engine, 25 hp (19 kW)
Performance
* Maximum speed: 120 mph (190 km/h, 100 kn)
* Cruise speed: 100 mph (160 km/h, 87 kn) (econ cruise)
* Stall speed: 48 mph (77 km/h, 42 kn)
* Service ceiling: 10,000 ft (3,000 m)
* Rate of climb: 500 ft/min (2.5 m/s)
# Bo Diddley (disambiguation)

Bo Diddley (1928–2008) was an American R&B vocalist, guitarist and songwriter.
Bo Diddley may also refer to:
* "Bo Diddley" (Bo Diddley song), 1955
* "Bo Diddley", 1993, a song by Emerson, Lake and Palmer, released on the boxed set The Return of the Manticore
* "Bo Diddley" (Arvingarna song), 1995
* Bo Diddley (1958 album)
* Bo Diddley (1962 album)
* Bo Diddley beat
# Colegio Maestro Ávila

Colegio Maestro Ávila is a Catholic primary and secondary school located in Salamanca, Spain. It was funded by the priests of the Diocesan Labour Priests Brotherhood in honour of Emmanuel Domingo y Sol. It is named after John of Ávila.
# Carroll Electric Cooperative (Ohio)

Carroll Electric Cooperative is a non-profit rural electric utility cooperative headquartered in Carrollton, Ohio. It is one of 25 electric cooperatives that serve the state of Ohio.
The Cooperative was organized in 1938, and the first power lines were energized in December 1939.
As of May 2016, the Cooperative had 1,475 miles (2,374 km) of power lines, and serviced more than 12,400 customers, in portions of six counties in the eastern part of Ohio:
* Carroll
* Columbiana
* Harrison
* Jefferson
* Stark
* Tuscarawas
# Basco Lighthouse

Basco Lighthouse is a lighthouse in the town of Basco in Batanes, the northernmost province in the Philippines. Located in Naidi Hills in Barangay San Antonio, the lush green hills and the open sea provide a beautiful backdrop for the lighthouse. The place can easily be reached by a 1.2-km (3/4 mile) hike from the Port of Basco.

## History

Basco Lighthouse is one of the three lighthouses proposed by former Congressman Florencio Abad of Batanes, not only as working lighthouses, but possibly as tourist attractions. The other two are in Sabtang and Mahatao. The Basco structure was the first completed in 2003.
The location chosen is where the first lighthouse of Basco was built. It was also the site of the American period telegraph facilities that connected Batanes with the central government until it was destroyed by the Japanese Imperial Army bombings at the start of World War II. A few of the buildings survived and some have been converted into businesses like a café - resulting from the area becoming popular because of the lighthouse.

## Architecture

The structure is a 6-story building with a gallery or viewing deck on the fifth floor. Located next to the 66 feet (20 m) tower is a dwelling of vernacular architecture. Traditional Ivatan houses are made with stone or rubble masonry.
The viewing deck is a perfect location to view the whole of Batan Island (the main island where Basco is located) from end to end, including Mount Iraya. One can also have a clear view of Sabtang Island in the south of Basco and Itbayat Island to the north.
# Alexei Grabco

Alexei Grabco (August 18, 1936 – July 5, 2016) was a Moldovan caricaturist and illustrator known for his distinctive style and humorous works.

## Biography

Grabco was born on August 18, 1936, in Camenca, situated on the left bank of the Dniester River. He pursued his education at the Republican School of Fine Arts "I. Repin" in Chișinău from 1954 to 1957, where he interacted with notable contemporaries such as Emil Childescu, Ion Daghi, Gheorghe Munteanu, Aleksandr Hmelnițki, and Dumitru Trifan.
His debut came in 1956 when his works appeared in the magazine "Scînteia". Encouraged by fellow artist Igor Vieru, he embarked on a successful career at the magazine "Chipăruș" as an artistic editor for 25 years, spanning from 1958 to 1984. His satirical and innovative caricatures quickly gained attention and recognition for their unique style.
Grabco's caricatures often addressed social issues and found publication not only in "Chipăruș" but also in various newspapers and magazines across Moldova and the former Soviet republics. His meticulous attention to detail and artistic talent were evident in his work, which ranged from simple yet impactful pieces to intricate narratives filled with complex ideas.
His most notable contributions include the series "Neighbors" and "The Adventures of Trică and Ciupică". Additionally, he authored two collections for children during the 1960s and 1965, followed by two albums of cartoons tailored for adult audiences. Grabco's creativity extended beyond static works to animation; he played significant roles as a screenwriter, director, painter, and even cameraman for the animated film "Two Neighbors". In the 1970s and 1980s, he established his own studio, "Animafilm".
Grabco was a distinguished member of the Union of Artists of the Republic of Moldova. His contributions were acknowledged with awards such as the gold medal and Diploma of the Union of Journalists of the USSR. In 2006, he received the honorary title of "Master of Art" from the Republic of Moldova. He passed away on July 5, 2016, in Chișinău, leaving behind a legacy of humor and creativity.
# Central Park Historic District

Central Park Historic District may refer to:

## in the United States

(by state then city)
* Central Park Historic District (West Palm Beach, Florida), listed on the NRHP in Florida
* Central Park-North Main Street Historic District, Charles City, Iowa, listed on the NRHP in Iowa
* Central Park Historic District (Hannibal, Missouri), listed on the NRHP in Missouri
* Central Park, New York, NY, listed as a historic district on the NRHP in New York City
* Central Park West Historic District, New York, NY, listed on the NRHP in New York City
* Central Park Historic District (Two Rivers, Wisconsin), listed on the NRHP in Wisconsin
# Cucurbitacin Delta23-reductase

In enzymology, a cucurbitacin Delta23-reductase (EC 1.3.1.5) is an enzyme that catalyzes the chemical reaction
    23,24-dihydrocucurbitacin + NAD(P)+ $\rightleftharpoons$ cucurbitacin + NAD(P)H + H$^+$
The 3 substrates of this enzyme are 23,24-dihydrocucurbitacin, NAD$^+$, and NADP$^+$, whereas its 4 products are cucurbitacin, NADH, NADPH, and H$^+$.
This enzyme belongs to the family of oxidoreductases, specifically those acting on the CH-CH group of donor with NAD+ or NADP+ as acceptor. The systematic name of this enzyme class is 23,24-dihydrocucurbitacin:NAD(P)+ Delta23-oxidoreductase. This enzyme is also called NAD(P)H: cucurbitacin B Delta23-oxidoreductase. It employs one cofactor, manganese.
# Afroscoparia contemptalis

Afroscoparia contemptalis is a moth in the family Crambidae. It was described by Francis Walker in 1866. It is found in South Africa, where it is found in the south-western part of the Western Cape Province.
The length of the forewings is 6.5-8.5 mm for males and 7.5–8 mm for females.
# Block walking

In combinatorial mathematics, block walking is a method useful in thinking about sums of combinations graphically as "walks" on Pascal's triangle. As the name suggests, block walking problems involve counting the number of ways an individual can walk from one corner A of a city block to another corner B of another city block given restrictions on the number of blocks the person may walk, the directions the person may travel, the distance from A to B, et cetera.

## An example block walking problem

Suppose such an individual, say "Fred", must walk exactly k blocks to get to a point B that is exactly k blocks from A. It is convenient to regard Fred's starting point A as the origin, (0,0), of a rectangular array of lattice points and B as some lattice point $(e,n)$, e units "East" and n units "North" of A, where $e+n=k$ and both e and n are nonnegative.

### Solution by brute force

A "brute force" solution to this problem may be obtained by systematically counting the number of ways Fred can reach each point $X=(x_{1},x_{2})$ where
    $0\leq x_{1}\leq e$ and $0\leq x_{2}\leq n$
without backtracking (i.e. only traveling North or East from one point to another) until a pattern is observed. For example, the number of ways Fred could go from (0,0) to (1,0) or (0,1) is exactly one; to (1,1) is two; to (2,0) or (0,2) is one; to (1,2) or (2,1) is three; and so on. Actually, you could receive the number of ways to get to a particular point by adding up the number of ways you can get to the point south of it and the number of ways you can get to the point west of it.(With the starting point being zero and all the points directly north and south of it one.) In general, one soon discovers that the number of paths from A to any such X corresponds to an entry of Pascal's Triangle.

### Combinatorial solution

Since the problem involves counting a finite, discrete number of paths between lattice points, it is reasonable to assume a combinatorial solution exists to the problem. Towards this end, we note that for Fred to still be on a path that will take him from A to B over k blocks, at any point X he must either travel along one of the unit vectors ⟨1,0⟩ and ⟨0,1⟩. For the sake of clarity, let $E=\langle 1,0\rangle$ and $N=\langle 0,1\rangle$. Given the coordinates of B, regardless of the path Fred travels he must walk along the vectors E and N exactly e and n times, respectively. As such, the problem reduces to finding the number of distinct rearrangements of the word
    $\overbrace {EE\cdots E} ^{e{\text{ times}}}\underbrace {NN\cdots N} _{n{\text{ times}}}$,
which is equivalent to finding the number of ways to choose e indistinct objects from a group of k. Thus the total number of paths Fred could take from A to B traveling only k blocks is
    ${\binom {k}{e}}={\binom {k}{n}}={\frac {k!}{e!n!}}.$

## Other problems with known block walking combinatorial proofs

* Proving that
       $\sum _{k=0}^{n}{n \choose k}^{2}\ ={2n \choose n}$
    can be done with a straightforward application of block walking.
# Diplodasys

Diplodasys is a genus of worms belonging to the family Thaumastodermatidae.
The species of this genus are found in Europe.
Species:
* Diplodasys ankeli Wilke, 1954
* Diplodasys caudatus Kisielewski, 1987
* Diplodasys meloriae Todaro, Balsamo & Tongiorgi, 1992
* Diplodasys minor Remane, 1936
* Diplodasys pacificus Schmidt, 1974
* Diplodasys platydasyoides Remane, 1927
* Diplodasys remanei Rao & Ganapati, 1968
* Diplodasys rothei Kieneke, Narkus, Hochberg & Schmidt-Rhaesa, 2013
* Diplodasys sanctimariae Hummon & Todaro, 2009
* Diplodasys swedmarki Kisielewski, 1987
# Coffee Prince

Coffee Prince may refer to:
# Catania Jazz Festival

The Catania Jazz Festival is a jazz festival in Catania, Sicily, Italy. An international festival, it has been held since 1983. Sometimes the festival is held at different locations over several months, providing an entire season of jazz performances.

## History

The first show of the Catania Jazz Association was staged on 24 November 1983 by the Sun Ra Arkestra. Since then the Catania Jazz Association has brought some of the biggest names in international jazz to the slopes of Mount Etna. The festival has featured legendary jazz performers such as McCoy Tyner, Ornette Coleman, Dizzy Gillespie, Wayne Shorter, Dee Dee Bridgewater and Jaco Pastorius. The festival has highlighted new age and eastern music, organized the first World of Music, Arts and Dance (WOMAD) festival in Italy, and organized a show with only female performers. The festival is one of the most important jazz events in Sicily, covering an entire winter concert season.

## Recent events

In July 2015 the Catania Jazz Association organized the Catania Jazz Marathon over a five-day period in the courtyard of the Benedictine Monastery. 20 alternating groups played, each for no more than 1/2 hour. A panel of critics and judges selected performers to play in a variety of Italian and European festivals, including the Catania Jazz Festival's 2015–16 winter season.
Concerts are held at various locations in Catania. One of the venues has been the Teatro Metropolitan. The XXXIII Season (5 December 2015 – 13 May 2016 staged Brad Mehldau, Larry Grenadier and Jeff Ballard at the Ciminiere di Piazzale Asia, and several shows at the Teatro Abc (Via Pietro Mascagni 92). Other shows were held at the MA (Via Vela 6). The 2016–17 festival began on 5 November 2016 and was to continue until 19 April 2017. Different shows were staged at the Teatro ABC and MA Concerti. In 2017 the festival featured John Scofield and the Kyle Eastwood Band.
# Bascom, Montana

Bascom is an unincorporated community in Rosebud County, Montana, United States.
# Ceylon Journal of Medical Science

The Ceylon Journal of Medical Science is a peer-reviewed medical journal that started out as Section D of the Ceylon Journal of Science, which was first published in 1924 by the Government of Ceylon. It obtained its current name in 1965 and is now being published by the University of Colombo. The journal publishes articles, reviews, original research, and case reports in medicine and medical sciences.
# Culwick Choral Society

Culwick Choral Society is an amateur choir in Dublin, founded in 1898 by the English born, musician and choirmaster Dr. James Cooksey Culwick. Following Dr. Culwicks death in 1907 his daughter Florence Culwick reestablished the choir, becoming its director. The society celebrated its centenary in 1998. The choir presents a number of concerts each year such as the Christmas Concert (A Culwick Christmas), and Messiah Concert, performing regularly in venues such as the National Concert Hall, and St Patrick's Cathedral, Dublin. Bernie Sherlock was appointed musical director of the society in 2007. In 2020 David Leigh, organist at St Patrick's Cathedral, became musical director of the society.
# Afroscoparia malutiensis

Afroscoparia malutiensis is a moth in the family Crambidae. It was described by Koen V. N. Maes in 2004. It is found in Lesotho.
# Cariñena

Cariñena may refer to :
* Cariñena, Aragon, a village in the province of Zaragoza, in the autonomous community of Aragon, Spain
* Cariñena (DO), a Spanish Denominación de Origen (DO) for wines located in Cariñena, Aragón
* Cariñena (grape), a red Spanish/French wine grape variety
# Coghill baronets

There have been two baronetcies created for persons with the surname Coghill, both in the Baronetage of Great Britain. One creation is extant as of 2008.
The Coghill Baronetcy, of Coghill in the East Riding of the County of York, was created in the Baronetage of Great Britain on 31 August 1778 for John Coghill, of Coghill Hall, Knaresborough, Yorkshire, previously Member of the Irish House of Commons for Belturbet. Born John Cramer, he was the grandson of Oliver Cramer and his wife Hester, sister of Marmaduke Coghill, Chancellor of the Exchequer of Ireland, and succeeded in 1775 to the Coghill estates on the death of his cousin, Hester, daughter and heiress of James Coghill and widow of Charles Moore, 1st Earl of Charleville. The same year he assumed by Royal licence the surname of Coghill in lieu of Cramer. He was succeeded by his eldest son, the second Baronet. He assumed the surname of Coghill in lieu of Cramer by Royal licence in 1807.
He never married and was succeeded by his younger brother, the third Baronet. He was a vice-admiral in the Royal Navy. On succeeding to the title in 1817, he assumed the surname of Coghill in lieu of Cramer by Royal licence. He was succeeded by his eldest son, the fourth Baronet. He was high sheriff of County Dublin in 1859. He was succeeded in the baronetcy by his second son, the fifth Baronet. He was a landscape painter. He was succeeded by his eldest son, the sixth Baronet. He served as a deputy lieutenant of Hertfordshire. On his death the title passed to his younger brother, the seventh Baronet. As of 2008 the title is held by the latter's grandson, the ninth Baronet, who succeeded his father in 2000.
Other members of the family may also be mentioned. Nevill Coghill, eldest son of the fourth Baronet, was posthumously awarded the Victoria Cross for his actions in the Anglo-Zulu War. Nevill Henry Kendal Aylmer Coghill (1899–1980), second son of the fifth Baronet, was Merton Professor of English Literature at the University of Oxford. Sir Egerton Bushe Coghill married Elizabeth Hildegarde Augusta Somerville, whose sister was Edith Somerville, the author and artist.
The Coghill Baronetcy, of Richings in the County of Buckingham, was created in the Baronetage of Great Britain on 24 March 1781 for John Coghill. The title became extinct on his death in 1785.

## Cramer-Coghill, later Coghill baronets, of Coghill (1778)

* Sir John Cramer-Coghill, 1st Baronet (1732–1790)
* Sir John Thomas Coghill, 2nd Baronet (1766–1817)
* Sir Josiah Coghill Coghill, 3rd Baronet (1773–1850)
* Sir John Joscelyn Coghill, 4th Baronet (1826–1905)
* Sir Egerton Bushe Coghill, 5th Baronet (1853–1921)
* Sir Marmaduke Nevill Patrick Somerville Coghill, 6th Baronet (1896–1981)
* Sir Joscelyn Ambrose Cramer Coghill, 7th Baronet (1903–1983)
* Sir Egerton James Nevill Tobias "Toby" Coghill, 8th Baronet (1930–2000)
* Sir Patrick Kendal Farley Coghill, 9th Baronet (born 1960)
There is no heir to the title.

## Coghill baronets, of Richings (1781)

* Sir John Coghill, 1st Baronet (died 1785)
# Caswell Sound

Taitetimu / Caswell Sound is a fiord of the South Island of New Zealand. It is one of the fiords that form the coast of Fiordland.

## Geography

The fiord is located between Te Houhou / George Sound and Taiporoporo / Charles Sound, on the central Fiordland coast. It is 16 kilometres in length, and extends in a roughly west-northwestern direction. The fiord is relatively straight except near its mouth, when it turns northward, and has no major arms or indentations. A small island, Styles Island, sits close to the southern shore at the fiord's entrance to the Tasman Sea.
A straight ridge of peaks lies parallel with the fiord's south shore, between it and the valley of the Juno River. The highest point of these peaks, at 1,485 metres (4,872 ft), lies just to the west of the small mountain lake, Lake Shirley, which flows into the fiord over the Shirley Falls. Mountains also stand against the northern shore of the fiord, several of them rising above 1,200 metres (3,900 ft).
Several small rivers enter the fiord along its southern and northern shores, but the main river feeding the fiord is the Stillwater River, which flows into the fiord's eastern end. Shortly before entering the fiord it flows into the northeastern edge of Lake Marchant, exiting to the fiord at the lake's northwest. Lake Marchant is also fed by the Large Burn, which enters the lake's southern end.

## Name

A. W. Reed lists four plausible origins for the fiord's name in his seminal Place Names of New Zealand (1975). The most favoured of these possibilities is that it was named for Jim Caswell, a half-caste Māori or Australian Aborigine guide to an early 19th-century sealing party. Reed does, however, also detail correspondence he had received that suggested that Royal Navy Commander William Caswell was in charge of a survey of the sounds during the 1830s and that other place names in the area make his a likely origin of the name. Confusing things further is the presence of two other naval officers with the surname Caswell (George and Thomas) who had visited the area.
In October 2019, the name of the fiord was officially altered to Taitetimu / Caswell Sound.
# Barry Allen (musician)

Barry Allen Rasmussen (July 29, 1945 – April 4, 2020), known professionally as Barry Allen, was a Canadian rock musician and record producer/engineer.

## Career

His career in music began as a guitarist and backup singer for Wes Dakus & The Rebels. In the early 1960s, producer Norman Petty noted his lead vocal abilities and just as he had done with having two entities for Buddy Holly & The Crickets, secured recording contracts recordings for both Wes Dakus & The Rebels, and solo releases for Barry. In 1965, Allen signed with Capitol Records in Canada, and Dot Records in the U.S.A; that year, he won Canada's Gold Leaf Award for Most Promising Male Vocalist.
In 1966, the title track from his second album, Lovedrops, went gold. In 1967, he recorded two more singles; however, sales figures were not to Capitol's liking, and he was released from this contract. Barry's last project with Norman Petty was released on the Canadian 'Barry Records' label in 1969. In 1970, he released a third album, this time produced by Randy Bachman and Wes Dakus via MCA Records. In 1970 he also hosted a television show out of Calgary called 'Come Together' with various Canadian bands and his own band 'Cheyenne Winter'. By 1973 Barry was the rhythm guitarist and vocalist in the band Painter. The Painter album (released in the U.S. on Elektra Records) and the single from it, "West Coast Woman" were released in 1973.
Shawn Nagy's Super Oldies label reissued Allen's original material along with unreleased tracks on a two-CD set "Clovis Collection" in 2012, with a CD Release Concert reuniting Barry with Stu Mitchell, Dennis Paul & Gerry Dere of "The Rebels" in their first show together in over 20 years. It was a sold-out event held at the Century Casino in Edmonton on March 10, 2012.
Allen then formed the "New Rebels" with local musicians to do the occasional performance. A stereo reissue of "Goin' Places" was released in 2013, followed by "Love Drops" in 2016. He returned to solo recording with "Speed Of Dark" released in November 2019.
Allen revealed that he had recently overcome a bout with cancer and that his January 21, 2017 show may have been one of his final shows. He died on April 4, 2020, aged 74.

## Discography
### Singles

(Rankings from RPM Magazine)
Easy Come, Easy Go ......................... #14 (1965)
It's Alright With Me Now ...................... #12 (1965)
Love Drops ......................................... #10 (1966)
Turn Her Down .................................... #22 (1966)
Armful of Teddy Bears ......................... #32 (1967)
I Know (You Don't Want Me Anymore)... #68 (1967)
Wednesday In Your Garden ................. #91 (1970)