OpenLLM-France/wikimedia huggingface dataset:
# Latif (gamer)

Abdullatif Alhmili, better known as Latif, is a Saudi Arabian electronic sports player. Primarily a Guilty Gear and King of Fighters player, Latif competed in the Street Fighter IV tournament at EVO 2011, coming out of nowhere to claim second place. Latif is known for his skill with Street Fighter character Crimson Viper.

## Career

Latif grew up in Saudi Arabia playing games such as Guilty Gear using a gamepad. He moved to Austin, Texas in 2007 at the age of 17 in order to study English for a year, before moving to Flagstaff, Arizona to attend Northern Arizona University. Here he found an arcade hall where he managed to beat other players easily despite it being his first time playing with an arcade stick. Latif became more involved with the local fighting game community over time and by 2008, he competed in Final Round 11 despite his parents' disapproval and won the "Guilty Gear Accent Core" tournament. With his parents' approval after his initial success Latif competed at Super Battle Opera in 2009.
Latif didn't like the gameplay of Street Fighter IV when the game was released in 2009, preferring the speed-oriented play style of game franchises like Guilty Gear and King of Fighters. Latif took a hiatus from competing in fighting games, but while watching EVO 2010, he saw Dashio and Uryo play with Crimson Viper and became invested in practicing the character. In an interview with Red Bull, Latif stated that "in 2011, I remember playing eight to nine hours a day. Wake up. Eat. Play, play and play. Sleep. I was still in school so I did this training routine during summers."
Latif made a splash in the Street Fighter scene at Evolution Championship 2011 when, as an underdog, he beat Daigo Umehara and Poongko to claim second place in the tournament. Playing with Crimson Viper, Latif faced off against Fuudo's Fei Long in the finale, but lost all three matches.
In 2012, Latif joined Razer Inc.'s "Razer Academy" project, which was designed to provide an interactive and in-depth learning experience for esports fans. Since the 2011 Evolution Championships, Latif has been able to get into the top 16 twice. He wasn't able to qualify for the 2015 Capcom Cup after losing against Fuudo again in the KO Fighting Game Festival in Kuwait.
Latif left Team Razer in late 2013 and remained a free agent until his break in 2015. In July 2021, Latif announced his return to competition with Guilty Gear Strive.

## Acknowledgements

Christian Davis of Device Magazine stated that Latif is known for his "insane" skill at playing with the character Crimson Viper.

## Tournament results
### Guilty Gear XX Accent Core Plus

* 1st - EVO 2009

### Street Fighter IV

* 2nd - EVO 2011
* 13th - EVO 2015
# Carrollton–Prestonville Bridge

The Carrollton–Prestonville Bridge is a continuous truss bridge that carries U.S. Route 42 and Kentucky Route 36 across the Kentucky River between Carrollton and Prestonville, Kentucky. It carries approximately 9,640 cars a day as of 2009. The bridge is located just south of the confluence of the Ohio and Kentucky rivers. The original bridge was toll bridge that opened in 1900. In 1952, it was replaced by a new bridge just a few feet downstream. The piers and eastern approach of the original bridge remain.
# Spangled Unicorn

Spangled Unicorn is a composition for brass ensemble by the British-born composer Anna Clyne. The work was commissioned by the Chicago Symphony Orchestra, for which Clyne was then composer-in-residence. It was first performed on March 21, 2011, at Symphony Center, Chicago by the brass section of the Chicago Symphony Orchestra.

## Composition

Clyne was inspired to write the piece by the "powerhouse" brass section of the Chicago Symphony Orchestra. She later described the experience as "an opportunity to take a stab at writing for such an ensemble for the first time."
The title of the work comes from the book Spangled Unicorn by Noël Coward, which Clyne spotted while shopping at a Chicago bookstore. Clyne wrote in the score program notes, "I scooped it up, but alas, none of the poems made even the slightest of references to a unicorn of a spangly nature. So, I instead turned to the young writers Helena McBurney (age 11) and Charlotte McBurney (age 9) who created their very own stories about this magical beast. I then spliced their two stories and reassembled them to form one story..." A tape of the girls reading this story can be played as an optional accompaniment to the piece.

### Instrumentation

The work is scored for a brass ensemble consisting of three horns, three trumpets, three trombones, and a tuba.

## Reception

Reviewing the world premiere, Lawrence A. Johnson of the Chicago Classical Voice called the piece "well-crafted, virtuosic and written with great flair and a quirky off-center humor". He added:
   Typical of Clyne's music, Spangled Unicorn packs a lot into just 11 minutes. After a fanfare opening, the work segues into a swaying waltz led by CSO trumpeters Chris Martin and John Hagstrom. The music accelerates and becomes more hectic and driven with increasingly brilliant writing for trumpets set against horns and trombones. An ironic Mahler-esque dance-like theme is heard followed by some wail-like trombone cries (protests form Coward's nonexistent unicorn?). That leads to a brief nocturnal passage for horns and another hard-driving virtuosic section with sudden full stops. The music closes with a rather low-key coda with dragging, repeated chords for trombone and tuba, like Fafner emerging from his lair.
Conversely, Evan Kuchar of ChicagoNow called Spangled Unicorn "a big disappointment" and described it as "banal ideas combined in boring ways—and then brought back a second time. There's some fanfare, a waltz that hangs around for too long, and there's even a polka that sounded like one of Brahms' Hungarian Dances. Not unicorny at all; just corny. And nothing dreamy about it."
# Sadio Diallo

Abdoulaye Sadio Diallo (born 28 December 1990) commonly known as Sadio Diallo, is a Guinean professional footballer who plays as a midfielder.

## Career

Diallo started his career for the Corsican club SC Bastia in the 2009–10 Ligue 2 season.
In 2010, he made his debut for the Guinea national team.
On 5 June 2011, Diallo scored the third goal in Guinea's 4–1 win over Madagascar which saw them move clear at the top of Group B of the Africa Cup of Nations qualifiers as Nigeria drew 2–2 in Ethiopia.

## Career statistics

    Scores and results list Guinea's goal tally first, score column indicates score after each Diallo goal.
List of international goals scored by Sadio Diallo :
| No. | Date | Venue | Opponent | Score | Result | Competition |
| 1 | 5 June 2011 | Stade du 28 Septembre, Conakry, Guinea | Madagascar | 3–1 | 4–1 | 2012 Africa Cup of Nations qualification |
| 2 | 10 August 2011 | Parc des Sports Michel Hidalgo, Saint-Leu-la-Forêt, France | Gabon | 1–1 | 1–1 | Friendly |
| 3 | 28 January 2012 | Stade de Franceville, Franceville, Gabon | Botswana | 1–0 | 6–1 | 2012 Africa Cup of Nations |
| 4 | 28 January 2012 | Stade de Franceville, Franceville, Gabon | Botswana | 2–1 | 6–1 | 2012 Africa Cup of Nations |
| 5 | 26 May 2012 | Stade Armand Micheletti, Amanvillers, France | Cameroon | 1–1 | 1–2 | Friendly |
| 6 | 9 June 2013 | Stade du 28 Septembre, Conakry, Guinea | Mozambique | 2–0 | 6–1 | 2014 FIFA World Cup qualification |
| 7 | 9 June 2013 | Stade du 28 Septembre, Conakry, Guinea | Mozambique | 3–1 | 6–1 | 2014 FIFA World Cup qualification |
| 8 | 10 June 2017 | Stade Bouaké, Bouaké, Ivory Coast | Ivory Coast | 1–1 | 3–2 | 2019 Africa Cup of Nations qualification |
# Skylight (novel)

Skylight is a novel by Portuguese writer José Saramago.
Originally Saramago's second finished novel, the manuscript was submitted in 1953 and misplaced by the publisher. Upon its rediscovery 36 years later, Saramago decided to withhold publication until after his death. Skylight was published in Portugal in 2011, one year after the writer's death, and features a foreword penned by Saramago's widow, Pilar del Río, detailing his response to its rediscovery. It was translated into English by Margaret Jull Costa and published in 2014 by Houghton Mifflin Harcourt.
The novel explores the lives of various characters in a shabby Lisbon apartment building in the 1940s.
# Dove Mulkey

Dove Mulkey (October 7, 1891 – May 7, 1972) was a state legislator in the state of Arkansas. She served two terms in the Arkansas House of Representatives.
She was Dove Irene Toland before getting married. She married in 1914.
Her grandson Jim Hill served in the Arkansas House of Representatives from 1993 to 1996 and the Arkansas Senate from 1997 to 2007.
# Wiggan

Wiggan is a surname. Notable people with the surname include:
* Derek Wiggan (born 1992), Canadian football player
* Trenton Wiggan (born 1962), Jamaican footballer
# Manning MacDonald

Manning MacDonald CD, ECNS (born September 18, 1942) is a Canadian politician. He represented the electoral district of Cape Breton South in the Nova Scotia House of Assembly from May 25, 1993 to May 29, 2013. He is a member of the Liberals.

## Early life and education

MacDonald attended school at St. Francis Xavier College, the University College of Cape Breton and Dalhousie University.

## Political career

MacDonald served as mayor of Sydney, Nova Scotia from 1978 to 1993. He entered provincial politics in the 1993 election, defeating Peter Mancini and Norm Ferguson to win the Cape Breton South riding. MacDonald served as a backbench member of John Savage's government until June 27, 1996, when he was appointed to the Executive Council of Nova Scotia as Minister of Labour.
When Russell MacLellan was sworn-in as premier in July 1997, MacDonald was named Minister of Economic Development and Tourism. In 1997, he also took over as the Liberal House Leader, a position he held until January 2012. In the 1998 election, MacDonald was re-elected by over 2,600 votes. Following the election, MacDonald remained at Economic Development and Tourism, but was given six other portfolios in the minority government, including the Priorities and Planning Secretariat, and responsibility for Sysco. In December 1998, he was given an additional role in cabinet, Minister responsible for the Petroleum Directorate.
The Liberals lost government in the 1999 election, but MacDonald was again re-elected in his riding by over 2,000 votes. Moving to the opposition side for the first time in his career, MacDonald was re-elected in the 2003, 2006, and 2009 elections.
On January 6, 2012, MacDonald announced he would be retiring from politics prior to the next provincial election. In May 2013, MacDonald came under scrutiny for taking a four-week holiday during the spring session of the Nova Scotia Legislature. He resigned his seat on May 29, 2013, one day before a scheduled vote of the legislature on whether to dock his pay for the time he was absent.
# Seto Windhill

The Seto Windhill (瀬戸ウインドヒル発電所, Seto uindo hiru hatsudensho) is a collection of wind turbines located on the peaks of mountains along the Sadamisaki Peninsula, in the town of Ikata, Ehime Prefecture, Japan. The windfarm borders the Seto Wind Hill Park.

## Power production

The installation consists of 11 Mitsubishi Heavy Industries MWT-1000s with a nameplate capacity of 1000 kW. They were erected starting September 2002, and began full operation in October 2003.
# Fish sting

A fish sting is an injury which may include envenomation and mechanical trauma. There are a number of species of venomous fish including the stonefish.
Stonefish sting lethality in man has been scarcely documented since the middle of the 20th century. We report three clinical cases, including one fatality, emphasizing the cardiovascular toxicity of the Synanceia verrucosa venom, and its potentially lethal effects. All clinical data have been recently collected in New Caledonia and French Polynesia. Due to the medical significance of the venom, there is a notable lack of research on stonefish ichthyocrinotoxins.
Future research should investigate the toxins role in predator defence, parasite prevention, and mitigating epibiosis.
Further inquiry into stonefish toxins would expand ecological insights and may reveal therapeutic and industrial potential
Antivenom is available for stonefish stings.

## Weeverfish sting

Weeverfish are colorful marine animals which grow up to 1.5 feet in length. They are found in the North Atlantic Ocean and the Mediterranean Sea, and are mostly buried in sand or mud. They can cause serious wounds due to the presence of neurotoxin venom, which can lead to paralysis, seizures or even death. Immediate medical attention is recommended in case of a weeverfish sting.
# List of Canadians of Hungarian descent

This is a list of notable Canadians of Hungarian descent:
* Eve Adams, Canadian liberal politician (2011-2015)
* Kati Agócs – composer
* Karoly Bezdek - mathematician
* Attila Buday – Olympic canoer
* Tamas Buday Jr. – Olympic canoer
* Julius T. Csotonyi – paleoartist and illustrator
* Andrea Horwath - politician
* George Jonas – writer, poet, and journalist
* Robert Lantos – film producer
* Miklós Lente - cinematographer
* Attila Richard Lukacs – artist
* Alanis Morissette – singer, actress, and musician
* Austin Pasztor - American football player
* William Shatner - Actor
* George Sipos – writer
* Shannon Szabados – ice hockey, goaltender for the Canadian national hockey team
* Aaron Voros – former professional ice hockey player
* Tom Wappel, Canadian liberal politician (1988-2008), staunch Social conservative
* Félix Lengyel or xQc, YouTuber and Livestreamer
* Gabor Maté, Hungarian-Canadian physician and author
* Chase Lacroix or Firefacechase Youtuber
# Pentatope number

In number theory, a pentatope number is a number in the fifth cell of any row of Pascal's triangle starting with the 5-term row 1 4 6 4 1, either from left to right or from right to left. It is named because it represents the number of 3-dimensional unit spheres which can be packed into a pentatope (a 4-dimensional tetrahedron) of increasing side lengths.
The first few numbers of this kind are:
    1, 5, 15, 35, 70, 126, 210, 330, 495, 715, 1001, 1365 (sequence A000332 in the OEIS)
Pentatope numbers belong to the class of figurate numbers, which can be represented as regular, discrete geometric patterns.

## Formula

The formula for the nth pentatope number is represented by the 4th rising factorial of n divided by the factorial of 4:
    $P_{n}={\frac {n^{\overline {4}}}{4!}}={\frac {n(n+1)(n+2)(n+3)}{24}}.$
The pentatope numbers can also be represented as binomial coefficients:
    $P_{n}={\binom {n+3}{4}},$
which is the number of distinct quadruples that can be selected from n + 3 objects, and it is read aloud as "n plus three choose four".

## Properties

Two of every three pentatope numbers are also pentagonal numbers. To be precise, the (3k − 2)th pentatope number is always the $\left({\tfrac {3k^{2}-k}{2}}\right)$th pentagonal number and the (3k − 1)th pentatope number is always the $\left({\tfrac {3k^{2}+k}{2}}\right)$th pentagonal number. The (3k)th pentatope number is the generalized pentagonal number obtained by taking the negative index $-{\tfrac {3k^{2}+k}{2}}$ in the formula for pentagonal numbers. (These expressions always give integers).
The infinite sum of the reciprocals of all pentatope numbers is ⁠4/3⁠. This can be derived using telescoping series.
    $\sum _{n=1}^{\infty }{\frac {4!}{n(n+1)(n+2)(n+3)}}={\frac {4}{3}}.$
Pentatope numbers can be represented as the sum of the first n tetrahedral numbers:
    $P_{n}=\sum _{k=1}^{n}\mathrm {Te} _{k},$
and are also related to tetrahedral numbers themselves:
    $P_{n}={\tfrac {1}{4}}(n+3)\mathrm {Te} _{n}.$
No prime number is the predecessor of a pentatope number (it needs to check only -1 and 4 = 2$^2$), and the largest semiprime which is the predecessor of a pentatope number is 1819.
Similarly, the only primes preceding a 6-simplex number are 83 and 461.

## Test for pentatope numbers

We can derive this test from the formula for the nth pentatope number.
Given a positive integer x, to test whether it is a pentatope number we can compute the positive root using Ferrari's method:
    $n={\frac {{\sqrt {5+4{\sqrt {24x+1}}}}-3}{2}}.$
The number x is pentatope if and only if n is a natural number. In that case x is the nth pentatope number.

## Generating function

The generating function for pentatope numbers is
    ${\frac {x}{(1-x)^{5}}}=x+5x^{2}+15x^{3}+35x^{4}+\dots .$

## Applications

In biochemistry, the pentatope numbers represent the number of possible arrangements of n different polypeptide subunits in a tetrameric (tetrahedral) protein.
# Thomas A. Edison High School (Oregon)

The Thomas A. Edison High School was an alternative public junior/senior high school in Portland, Oregon, United States, in the Portland school district.
It was founded in September, 1935, and occupied the former Albina Homestead School building at Beech and Mallory streets in Portland. The school was the successor to the Better Scholarship High School and Probationary High School programs at the Failing School, which was otherwise an elementary school. Academic and vocational classes were offered. The "Girls' Division," formally known as "Girls' Edison High School," was split in September 1936, and moved to the vacated Brooklyn School building. In September 1938, the program moved again to the Holliday School building, where its name was changed to "Jane Addams High School for Girls." The Boys' Edison High School moved to Sabin School in 1939 because of low attendance at the Sabin School, and the Edison program was renamed Sabin High School.
The schools were closed by June 13, 1947, partly because the space was needed for increased elementary school enrollment due to the baby boom.
# Martin J. Kaufman

Martin James Kaufman (1883 – May 30, 1961) was a Canadian politician and businessman. He represented the electoral districts of Cumberland and Cumberland East in the Nova Scotia House of Assembly from 1945 to 1953. He was a member of the Nova Scotia Liberal Party.
Born in 1883 at Montreal, Kaufman moved to Amherst, Nova Scotia in 1922. In 1923, he established the Maritime Pant Company. Kaufman was elected mayor of Amherst in 1936. He entered provincial politics in the 1945 election, where he was elected in the dual-member Cumberland riding with Liberal Kenneth Judson Cochrane. In the 1949 election, Kaufman was re-elected in the new Cumberland East riding. He was defeated by Progressive Conservative James A. Langille when he ran for re-election in 1953. Kaufman returned to municipal politics and served another term as mayor of Amherst, from 1953 to 1956. Kaufman died in Amherst on May 30, 1961.
# Kent Broadhurst

Kent Broadhurst (born February 4, 1940) is an American actor, playwright, screenwriter and painter.
He has appeared in a number of off-Broadway and regional theater productions. Broadhurst has also acted in films, including The Verdict, Silkwood, and Silver Bullet, and in television productions including Babylon 5, Law & Order, War and Remembrance, and Kane and Abel. As a live performer, Broadhurst provided the on-stage narration in the role of the hypnotherapist in progressive metal band Dream Theater's New York City performance of Metropolis Pt. 2: Scenes from a Memory. This performance was documented in the band's DVD Metropolis 2000: Scenes from New York.
His credits as a playwright include They're Coming To Make It Brighter, Lemons, The Eye of the Beholder, and The Habitual Acceptance of the Near Enough, all first produced at the Humana Festival at the Actors Theatre of Louisville. He wrote the screenplay for the 2001 television film Wild Iris.
Broadhurst was born in St. Louis, Missouri. He graduated from the University of Nebraska in 1962, and now lives in New York.

## Gallery

Examples of Broadhurst's work as a painter:
* At 30 (1970)
* Traveling Light (1970)
* Jennifer Warren (1976)
* Kythera by a Window (1967)
* Evolving Man (1976)
* The Julian Mark Family of Stamford Connecticut (1968)
* LA POV (1993)
* Doctor Joe Santo (1973)

## Filmography

| Year | Title | Role | Notes |
| 1980 | Brubaker | Whitley | |
| 1982 | The Verdict | Joseph Alito | |
| 1983 | Lovesick | Gay Patient | |
| 1983 | Silkwood | Carl | |
| 1985 | Silver Bullet | Herb Kincaid | |
| 1996 | Seize the Day | Trader #3 | |
| 1988 | Stars and Bars | Ben Sereno | |
| 1990 | A Shock to the System | Executive #1 | |
| 1992 | Mac | Mr. Tobin | |
| 1993 | The Dark Half | Mike Donaldson | |
| 1994 | Léon: The Professional | 1st Policeman | |
| 1996 | A Couch in New York | Tim | |
| 1997 | Boys Life 2 | Blondie | (segment "Alkali, Iowa") |
# Werner Jäger

Werner Jäger (born September 3, 1959) is a former ice speed skater from Austria, who represented his native country at the 1984 Winter Olympics in Sarajevo, Yugoslavia
# Peacock gudgeon

The peacock gudgeon or peacock goby (Tateurndina ocellicauda) is a tropical freshwater species of fish in the family Eleotridae that is endemic to the eastern part of Papua New Guinea. It can be found in schools hovering over the substrate in rivers and ponds. This species can reach a length of 7.5 cm (3.0 in). It is currently the only known member of its genus.

## Name

Due to the lack of fused pelvic fins that are seen in true gobies, T. ocellicauda is not actually a goby and is instead placed in the family Eleotridae. Fish in this family are known as "Gudgeons".

## Coloration

The Body coloration of T. ocellicauda is blueish and silvery with pink, yellow and black marks along the body and fins. On the sides of the body there are red lateral dotted stripes and a yellow abdomen. On either side of the body, there is a single, large black spot near the start of the caudal fin.

## Sexual dimorphism

Sexual dimorphism is present in Taterundina ocellicauda. The males will be slightly more colorful, develop a large nuchal hump on their foreheads, and will be somewhat larger than the females (7.5 cm as opposed to 5 cm).The females will have a more brightly colored yellow belly and will have a black bar running along the edges of their anal fins. The females also have a more streamlined body shape as opposed to the more round body shape seen in males.

## Feeding

T. ocellicauda exhibit suction feeding as they prey upon insects, insect larvae, and small crustaceans. In captivity they will accept Brine Shrimp and Bloodworms.

## Reproduction

The males of T. ocellicauda will choose a spawning site, usually a cave or crevice of sorts. The males will then swim in a circular pattern near the entrance to the spawning site and will flare their pectoral fins at passing females. If unsuccessful, the male will attempt to nudge the female into the spawning site. If the female agrees to spawn, she will lay 50–100 eggs within the spawning site where she will stick the eggs to the ceiling and walls of the site with use of adhesive found on the eggs. The male will alternate between fertilizing eggs and ensuring there are no potential intruders near the entrance to the spawning site. Once all the eggs have been laid, the male will chase away the female and assume all parenting responsibilities. The male will fan the eggs with his fins for 8–10 days to ensure that they are well oxygenated and that no fungi will grow on the eggs. After 8–10 days the eggs will begin to hatch and the male will leave. After around 2 days the larvae will begin to swim on their own before reaching sexual maturity at 6–8 months.

## Captivity

T. ocellicauda are a peaceful addition to community tanks of 15 gallons or more. The males may be territorial to other males. Lighting should be low and there should be many places for the Gudgeons to hide and take cover. Ironically, the more cover that is available, the higher the amount of activity by the Gudgeons. PVC pipes can offer excellent spawning sites provided there are numerous plants such as Java fern nearby.