OpenLLM-France/wikimedia huggingface dataset:
# Isopogon sphaerocephalus

Isopogon sphaerocephalus, commonly known as drumstick isopogon or Lesueur isopogon, is a species of plant in the family Proteaceae and is endemic to the south-west of Western Australia. It is a shrub with linear to narrow egg-shaped leaves and spherical heads of hairy white to creamy yellow flowers.

## Description

Isopogon sphaerocaphalus is a shrub that typically grows to a height of 0.3–2 m (1 ft 0 in – 6 ft 7 in) and has hairy brownish young branchlets and hairy young leaves. The leaves are linear to egg-shaped with the narrower end towards the base, 50–160 mm (2.0–6.3 in) long and 4–18 mm (0.16–0.71 in) wide with a small point on the end. The flowers are arranged on the ends of branchlets in sessile, spherical heads 25–30 mm (0.98–1.18 in) in diameter with hairy, egg-shaped involucral bracts at the base. The flowers are densely hairy, white to pale or creamy yellow and up to 15 mm (0.59 in) long. Flowering occurs from July to January and the fruit is a hairy nut, fused with others in a conical to oblong head 20–30 mm (0.79–1.18 in) in diameter.

## Taxonomy

Isopogon sphaerocephalus was first formally described by botanist John Lindley in A sketch of the vegetation of the Swan River Colony in 1839.
In 2019, Barbara Lynette Rye described two subspecies of I. sphaerocephalus in the journal Nuytsia but the names have not been assessed by the Australian Plant Census as at November 2020:
* Isopogon sphaerocephalus Lindl. subsp. sphaerocephalus, commonly known as "drumstick isopogon";
* Isopogon sphaerocephalus subsp. lesueurensis Rye, commonly known as "Lesueur isopogon" has a longer pollen presenter, hairier branchlets and leaves and more crowded, broader leaves than the autonym.
The specific epithet (sphaerocephalus) means "spherical-headed",$^{:310}$ and lesueurensis refers to Mount Lesueur, where this subspecies occurs.$^{:367}$

## Distribution and habitat

Subspecies sphaerocephalus grows in Jarrah forest between Gidgegannup, the Scott River area and the Kent River in the Jarrah Forest, Mallee, Swan Coastal Plain and Warren biogeographic regions. Subspecies lesueurensis grows in shrubland on and near the sides and bases of hills in the Mount Lesueur area.

## Conservation status

Both subspecies of I. sphaerocephalus are listed as "not threatened" by the Western Australian Government Department of Parks and Wildlife.
# Vorposten Peak

Vorposten Peak (71°25′S 15°31′E﻿ / ﻿71.417°S 15.517°E﻿ / -71.417; 15.517) is an isolated peak (1,670 m) about 40 km (25 mi) northeast of the Payer Mountains in central Queen Maud Land. This feature was discovered by the Third German Antarctic Expedition (1938–1939), led by Capt. Alfred Ritscher, and named Vorposten (the outpost) because of its location at the eastern extremity of the area explored by the German expedition.
This article incorporates public domain material from "Vorposten Peak". Geographic Names Information System. United States Geological Survey.
* This Princess Astrid Coast location article is a stub. You can help Wikipedia by expanding it.
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# Château de Fléville

The Château de Fléville is a castle located in the commune of Fléville-devant-Nancy, Meurthe-et-Moselle, in Lorraine, France.
The current structure was completed in 1533 in the French Renaissance architecture style, but includes a donjon built in 1320. Fléville was one of the few châteaux in Lorraine spared by Cardinal Richelieu (acting on the orders of Louis XIII) after the Thirty Years' War.

## The Château

Fléville's architecture is mostly typical of the early French Renaissance architecture – however, it includes an unusual balcony running along the entire façade that reflects the influence of Italian architecture of the time on Lorraine. It was built around the ruins of an earlier feudal castle, including a moat that has long since been drained. The entire Château, including the furnished interior, is open to the public and includes several rooms dedicated to the history of Lorraine.
The Lambel family has owned Fléville since 1812. It was designated a historic monument in 1982.
# Bilquis Nasrum Minallah

Bilquis Nasrum Minallah (1936 – 1 August 2012) was a Pakistani politician who served as a Member of the National Assembly of Pakistan from 1985 to 1988.
Born to an ethnic Pashtun family, Minallah was educated at Fatima Jinnah Medical College in Lahore. She served as a Member of the National Assembly for Khyber Pakhtunkhwa, on a reserved seat for women.
She was married to Chief Secretary North-West Frontier Province Nasrum Minallah, and was the mother of current Justice of the Supreme Court of Pakistan, Athar Minallah, and human rights activist, Samar Minallah.
She died in Islamabad after a long illness in 2012, and was laid to rest in her native village of Sirikot in Haripur District.
# Pleasant View, Alberta

Pleasant View is an unincorporated area in northern Alberta, Canada within Athabasca County.
# Sandman (surname)

Sandman is the surname of:
* Charles W. Sandman Jr. (1921–1985), American politician
* Don Sandman (1889–1973), New Zealand cricketer
* Felix Sandman (born 1998), Swedish singer, songwriter and actor
* Mark Sandman (1952–1999), American singer and co-founder of the band Morphine
# Zig and Zag

Zig and Zag may refer to:
* Zig and Zag (Australian performers), Jack Perry and Doug McKenzie, a clown duo who appeared on Australian television from 1957 to 1969
* Zig and Zag (puppets), Irish puppet duo that made their television début on RTÉ's The Den in 1987
* Zig and Zag (TV series), animated TV series featuring the puppets
# Richard Woodville

Richard Woodville may refer to:
* Richard Woodville, 1st Earl Rivers (1405–1469), English nobleman, father of Elizabeth Woodville, wife of Edward IV
* Richard Woodville, 3rd Earl Rivers (1453–1491), son of the above, brother of Elizabeth Woodville
* Richard Woodville (died 1441), father-in-law of William Haute (MP), Captain of Calais and High Sheriff of Kent
* Richard Caton Woodville (1825–1855), American artist
* Richard Caton Woodville Jr. (1856–1927), English artist and illustrator
# Vorra

Vorra is a municipality in the district of Nürnberger Land in Bavaria in Germany.

## Notable inhabitants

* Johann Friedrich Stoy (1700–1760), Evangelical theologian
* Hans Vogel (1881–1945), politician (SPD)
# W. Royal Stokes

W. Royal Stokes (né William Royal Stokes; 27 June 1930 – 1 May 2021 Elkins, West Virginia) was an American writer, music journalist, and music historian.

## Books

* The Jazz Scene: An Informal History From New Orleans to 1990. Oxford University Press. 1991. ISBN 978-0-19-505409-5. Retrieved May 19, 2022 – via Internet Archive. LCCN 90-14208; ISBN 0-1950-8270-2, ISBN 978-0-1950-8270-8; OCLC 848061522 (all editions); Scribd 477510387.
* The Jazz Scene: An Informal History from New Orleans to 1990. Oxford University Press, 1991
* Swing Era New York: The Jazz Photographs of Charles Peterson (foreword by Stanley Dance). Temple University Press. 1994. ISBN 9781566394642. Retrieved May 19, 2022 – via Internet Archive. LCCN 94-10200; ISBN 1-5663-9227-6; OCLC 1151330294 (all editions).
* Living the Jazz Life: Conversations with Forty Musicians about Their Careers in Jazz. Oxford University Press, 2000
* Growing Up With Jazz: Twenty-Four Musicians Talk About Their Lives and Careers. Oxford University Press, 2005
* The Essential W. Royal Stokes: Jazz, Blues, and Beyond. Hannah Books, 2020
# Bike On

Bike On NZ is a not-for-profit organisation in New Zealand that aims to encourage more New Zealanders to cycle. It was started by Paul McArdle and Meg Frater in November 2009, and initially started with 'Bikes in schools' programs that provided bicycles and bicycle tracks on primary school grounds to allow children to learn to ride bikes – with many of the children involved having no cycling experience at all, and with many of the parents of the children being too concerned about their safety to allow them to ride bicycles on public roads. The organisation has since branched out into a variety of other cycling promotion and advocacy, including providing bicycles to encourage 'police on bikes' schemes.
The Bikes in Schools programme eventually gained the support of Prime Minister John Key, who helped open one of the projects after the Hawke's Bay pilot project was initially deemed a success. The mostly sponsor-supported project has expanded to include schools in the Auckland area.
# Plücker's conoid

In geometry, Plücker's conoid is a ruled surface named after the German mathematician Julius Plücker. It is also called a conical wedge or cylindroid; however, the latter name is ambiguous, as "cylindroid" may also refer to an elliptic cylinder.
Plücker's conoid is the surface defined by the function of two variables:
    $z={\frac {2xy}{x^{2}+y^{2}}}.$
This function has an essential singularity at the origin.
By using cylindrical coordinates in space, we can write the above function into parametric equations
    $x=v\cos u,\quad y=v\sin u,\quad z=\sin 2u.$
Thus Plücker's conoid is a right conoid, which can be obtained by rotating a horizontal line about the z-axis with the oscillatory motion (with period 2π) along the segment [–1, 1] of the axis (Figure 4).
A generalization of Plücker's conoid is given by the parametric equations
    $x=v\cos u,\quad y=v\sin u,\quad z=\sin nu.$
where n denotes the number of folds in the surface. The difference is that the period of the oscillatory motion along the z-axis is ⁠2π/n⁠. (Figure 5 for n = 3)
* Animation of Plucker's conoid with n = 2
* Plucker's conoid with n = 2
* Plucker's conoid with n = 3
* Animation of Plucker's conoid with n = 2
* Animation of Plucker's conoid with n = 3
* Plucker's conoid with n = 4
# Zig Zags

Zig Zags is a L.A. based heavy metal/punk rock trio. The band consists of singer/guitarist Jed Maheu, drummer Dane Arnold and bassist Sean Hoffman. Clash has described their music as a "Venn diagram connecting Black Sabbath, Black Flag and Motörhead".

## History

Singer Jed Maheu and drummer Bobby Martin began writing music together in 2010. The band is not named for the rolling paper company but is instead named for a slang term for cheap canvas shoes which Maheu and Martin were both wearing at the time. Both Maheu and Martin were originally guitarists but Martin quickly moved to drums and the band played a few shows as a duo.
Patrick McCarthy, a local fan, soon joined as bassist. The band's first release was a 7 inch entitled Monster Wizard on Tubesteak Tuesday. Four other singles soon followed and in 2012 the band recorded a cover of Betty Davis' "If I'm in Luck I Might Get Picked Up" with Iggy Pop.
Their first album, simply entitled Zig Zags, was recorded and mixed by Ty Segall with a debut single of "Brainded Warrior" released in June 2014.
By 2016, both Martin and McCarthy were replaced by drummer Dane Arnold and bassist Caleb Miller. When Miller left the band asked their longtime recording engineer, Sean Hoffman, to step in.
In 2019, the band released their fourth album and first release on RidingEasy Records, They’ll Never Take Us Alive. The debut single, "Punk Fucking Metal", was released in February 2019.

## Discography

* Zig Zags (2014, In the Red Records)
* Slime EP (2015, Famous Class)
* Running Out of Red (2016, In the Red Records)
* They’ll Never Take Us Alive (2019, RidingEasy Records)
* L.A. to Pedro EP split with Mike Watt and the Secondmen (2020, Nomad Eel Records)
# Richard Woolfe

Joseph Richard Woolfe (born 14 August 1962) is a senior British broadcast figure. Until recently, Woolfe was the Creative Director of Prime Focus Productions, the UK arm of Prime Focus Group, a role created for him to help spearhead the post-production house's push into TV production, with a focus on high-end drama and entertainment formats. Woolfe was formerly channel controller of Sky1 and Channel 5.
According to The Guardian, "there is no one more noisy in UK TV management than Woolfe".

## Early life

He originates from East Sussex. He gained a BEd degree from Manchester Polytechnic.

## Career

A self publicist, Woolfe's first major roles in the television industry were as Head of Entertainment at Planet 24, Editor of Entertainment Programmes at Granada Television and Entertainment and Features Producer at the BBC and at Real Television. He also served as Controller of LivingTV, Ftn and Bravo.

### BSkyB

Woolfe took up the role of Head of Sky1, Sky2 and Sky3 at BSkyB in January 2006.

### Five

He moved to Channel 5 to become Channel Controller in April 2009. He worked as Creative Director of Prime Focus Productions for almost a year but now is a television consultant at his own company Richard Woolfe TV.

### Credits and awards

Whilst at LivingTV, Woolfe was named "Industry player of the year" at the MediaGuardian Edinburgh International TV festival. Wrongly cited as the person who commissioned Most Haunted, it was actually Arch Dyson two weeks before Woolfe took the job. Whilst at LivingTV Woolfe oversaw some failures too, Cilla with high production values and a large ad campaign the audience stayed away.
As Director of Programmes at Sky1, 2 & 3, Woolfe overhauled the entire channel brand, and oversaw the acquisition and development of award-winning US dramas, including Lost and Prison Break, and home-grown entertainment and drama formats including Ross Kemp on Gangs. The production of Terry Pratchett's Hogfather "marked a new era of domestically produced drama for Sky, entertaining audiences of over 2.8 million and securing Sky1 its first ever BAFTA. In 2008, Sky1 was named Broadcast's Best Digital Entertainment Channel under Woolfe's leadership. Woolfe acquired a further BAFTA for Ross Kemp on Gangs. Also at Sky, Woolfe resurrected Gladiators (UK TV series), which secured a total audience of over 1.6m for its launch show.
Woolfe's producer credits include: That's Life!, The National Lottery Live, the first £1m Survivor final, Queer Eye for the Straight Guy UK, Extreme Makeover UK, Gladiators (executive producer), Don't Forget The Lyrics! (co-executive producer) and the ill-conceived Don't Stop Believing (executive producer). Richard did not survive at Channel 5 when Richard Desmond took over the channel. Don't Stop Believing became a media headline as Desmond didn't want to pay the full cost because of its failure to gain good audience figure.

## Personal life

He married in 1988 and has a son and daughter.
# Robert Gibb

Robert Gibb may refer to:
* Robert Gibb (courtier) (1490-1558), Scottish courtier
* Robert Gibb (poet) (born 1946), American poet
* Robert Gibb (painter) (1845–1932), Scottish painter
* Bobby Gibb (1902–1953), Australian rules footballer with South Melbourne
# Skarstedt (surname)

Skarstedt is a surname. Notable people with the surname include:
* Ernst Skarstedt (1857–1929), Swedish-American author, journalist and editor
* Georg Skarstedt (1900–1976), Swedish actor
* Sonja Skarstedt (1960–2009), Canadian poet, short story, playwright writer, painter, and illustrator
# Slovene Military Orchestra

The Slovene Military Orchestra (another term for the Band of the Slovene Army, Slovene: Orkester Slovenske vojske) is the only musical ensemble of the Slovenian Armed Forces and a unit of the General Staff of the SV in Ljubljana, being first in the order of battle in the SV. Also known by its acronym, the SAF Band, it consists of musicians with mainly an academic background. Anyone who wants to play in the orchestra must have at least a 1/5 of the required level of education in the field of music, and must successfully perform at an audition. Training also includes, as with all other SV units, drill and marching precision practice.
It was established in April 1996, with its first conductor being Franc Rizmal who served until October 2000. The tradition of military bands on Slovenian territory dates back to the second half of the 18th century with the SAF Band playing an integral part in that history in being the first unified Slovenian military band.

## Tasks

The band engages in the following daily tasks:
* Ceremonial Military Protocol Events
* Marching Parades
* Memorial ceremonies
* Charity and promotional concerts
* International Tattoo
In fulfilling these goals, the band sometimes cooperates with the Protocol Unit of the SV. An example of this relationship was seen publicly in Moscow in 2013, during the Spasskaya Tower Military Music Festival and Tattoo which took place that year.
Each year, the band plans concerts on national holidays (Slovenian Armed Forces Day, Statehood Day, Independence and Unity Day, Sovereignty Day, Christmas and New Year's Eve for example.)

## Composition

The SAF Band has several different ensembles. It is composed of 58 personnel, 48 of which are actual musicians while the other 10 are part of the band's staff. The band is divided into particular sections such as the following:
* Concert Band - The largest band. Performs at symphonic venues.
* Ceremony Band - Participates in receptions with military honors
* Big Band - Conducts concerts with various soloists and plays at various charity dances and events.
* Chamber Ensembles - Ensembles grouped together based on the instrument. They are indispensable for the opening of exhibitions and other cultural and artistic events.
** Brass quintet
** Clarinet quartet
** Brass trio

## Uniform

The uniform of the SAF Military Band is worn by the band members at concerts or when representing the SAF Military Band. SAF Military Band uniform resembles the basic service dress, but is complemented by a golden yellow shoulder cord, coat and raincoat.

## Gallery

* The band in a parade format
* Performing the Slovenian National Anthem
* At a memorial ceremony at the Monument to the Battle of Dražgoše
* The band in a concert format
# Sarmastani

Sarmastani is a Baloch tribe settled in Balochistan, Pakistan. They derive their tribal name from their heroic ancestor; Sardar Sarmast, who was a blacksmith by profession. Their name implies a connection with the historical Sarmatians tribes of the Caucasus.
# Semisulcospira pacificans

Semisulcospira pacificans is a species of freshwater snail with an operculum, an aquatic gastropod mollusc in the family Semisulcospiridae.

## Distribution

This species occurs in Anhui Province and Zhejiang Province in Eastern China.

## Ecology

Semisulcospira pacificans lives in fluvial habitats.
# Plücker surface

In algebraic geometry, a Plücker surface, studied by Julius Plücker (1899), is a quartic surface in 3-dimensional projective space with a double line and 8 nodes.

## Construction

For any quadric line complex, the lines of the complex in a plane envelop a quadric in the plane. A Plücker surface depends on the choice of a quadric line complex and a line, and consists of points of the quadrics associated to the planes through the chosen line.
# List of populated places in the United States with Hispanic plurality populations

* Ashland, California
* Balch Springs, Texas
* Barstow, California
* Boyes Hot Springs, California
* Buena Park, California
* Cabazon, California
* Calistoga, California
* Carpinteria, California
* Carson, California
* Charter Oak, California
* Colma, California
* Corona, California
* Cressey, California
* Dalton, Georgia
* Del Aire, California
* Eastvale, California
* Escondido, California
* Fruitridge Pocket, California
* Gardena, California
* Gerber, California
* Green Acres, California
* Hacienda Heights, California
* Hackensack, New Jersey
* Harbor City, Los Angeles
* Hartranft, Philadelphia
* Hayward, California
* Hendry County, Florida
* Hesperia, California
* Highland, California
* Imperial Beach, California
* La Presa, California
* Lake Elsinore, California
* Lake Placid, Florida
* Lathrop, California
* Lemon Hill, California
* Lenwood, California
* Live Oak, Sutter County, California
* Long Beach, California
* Los Angeles
* Merced, California
* Mid-City, Los Angeles
* Newark, California
* North Long Beach, Long Beach, California
* Oceano, California
* Pacoima, Los Angeles
* Parkway, California
* Pittsburg, California
* Reservoir, Providence, Rhode Island
* Richmond, California
* Riverside, California
* Salida, California
* San Jose, California
* San Juan Bautista, California
* San Lorenzo, California
* Seaside, California
* Silver Lake, Providence, Rhode Island
* Stockton, California
* Tara Hills, California
* Tustin, California
* Valley, Providence, Rhode Island
* Victorville, California
* Visalia, California
* Vista, California
* Warm Springs, California
* West Long Beach
* Winchester, California
* Winnetka, Los Angeles
* Woodland, California
# Justine Mules-Robinson

Justine Mules-Robinson (born 15 December 1994) is an Australian rules footballer playing for the Port Adelaide Football Club in the AFL Women's (AFLW) competition. She was drafted by Adelaide with their seventeenth selection and 133rd overall in the 2016 AFL Women's draft.

## Early life

Mules-Robinson was born to a Filipino mother and Australian father. She began playing football in 2013 while at Flinders University on recommendation from a friend.

## AFLW career

Mules-Robinson made her AFLW debut in the thirty-six point win against Greater Western Sydney at Thebarton Oval in the opening round of the 2017 season. She struggled to maintain a spot in the side when she was omitted for the round two match against the Western Bulldogs at VU Whitten Oval, the round four match against Fremantle at Fremantle Oval and the round six match against Melbourne at TIO Stadium. She played her first consecutive games for the season in the round seven match against Collingwood at Olympic Park Oval and when she was a part of Adelaide's premiership side after the club defeated Brisbane by six points at Metricon Stadium in the AFL Women's Grand Final. She missed three matches in her debut season to finish with five matches.
Adelaide signed Mules-Robinson for the 2018 season during the trade period in May 2017.
Mules-Robinson signed for the inaugural Port Adelaide Football Club AFLW list in mid-2022.
# Robert Ghrist

Robert W. Ghrist (born 1969) is an American mathematician, known for his work on topological methods in applied mathematics.

## Life and work

Ghrist received his bachelor's degree in mechanical engineering from the University of Toledo in 1991, and in 1994 his master's degree and in 1995 his PhD from Cornell University under Philip Holmes with thesis The link of periodic orbits of a flow. From 1996 to 1998, he was R. H. Bing Instructor at the University of Texas and from 1998 an assistant professor and then from 2002 an associate professor at the Georgia Institute of Technology. In 2002 he became an associate professor and in 2004 a professor at the University of Illinois at Urbana-Champaign. From 2007, he was at the Information Trust Institute. In 2008, he was appointed Andrea Mitchell Penn Integrating Knowledge University Professor in Mathematics and Electrical/Systems Engineering at the University of Pennsylvania.
Ghrist was a visiting scientist in 1995 at the Institute for Advanced Study and in 2000 at the Isaac Newton Institute in Cambridge. He works on the application of topological methods to dynamical systems, robots, hydrodynamics, and information systems, such as sensor networks.

## Honors and awards

In 2002, Ghrist received a Presidential Early Career Award. In 2013, he received the Chauvenet Prize for Barcodes: The Persistent Topology of Data and in 2014 the Gauss Lectureship of the German Mathematical Society.

## Selected works

* Ghrist, Robert W.; Holmes, Philip; Sullivan, Michael (1997), Knots and Links in Three-dimensional Flows, Lecture Notes in Mathematics 1654, Springer Verlag, pp. x+208, ISBN 978-3540626282
* M. Farber; R. Ghrist; M. Burger; D. Koditschek, eds. (2007), Topology and Robotics, Contemporary Mathematics, American Mathematical Society, ISBN 978-0-8218-4246-1
* Ghrist, Robert W. (2014), Elementary Applied Topology, Createspace, ISBN 978-1502880857
* Ghrist, Robert (2008), "Barcodes: the persistent topology of data" (PDF), Bull. Amer. Math. Soc., 45: 61–75, doi:10.1090/s0273-0979-07-01191-3