Samantha912/NLP_A2_WTH huggingface dataset:
In quantum chemistry, a complete active space is a type of classification of molecular orbitals. Spatial orbitals are classified as belonging to three classes:

 core, always hold two electrons
 active, partially occupied orbitals
 virtual, always hold zero electrons

This classification allows one to develop a set of Slater determinants for the description of the wavefunction as a linear combination of these determinants. Based on the freedom left for the occupation in the active orbitals, a certain number of electrons are allowed to populate all the active orbitals in appropriate combinations, developing a finite-size space of determinants. The resulting wavefunction is of multireference nature, and is blessed by additional properties if compared to other selection schemes.

The active classification can theoretically be extended to all the molecular orbitals, to obtain a full CI treatment. In practice, this choice is limited, due to the high computational cost needed to optimize a large CAS wavefunction on medium and large molecular systems.

A Complete Active Space wavefunction is used to obtain a first approximation of the so-called static correlation, which represents the contribution needed to describe bond dissociation processes correctly. This requires a wavefunction that includes a set of electronic configurations with high and very similar importance. Dynamic correlation, representing the contribution to the energy brought by the instantaneous interaction between electrons, is normally small and can be recovered with good accuracy by means of perturbative evaluations, such as CASPT2 and NEVPT.

See also
 CASSCF
 Multi-configurational self-consistent field (MCSCF)

Quantum chemistry
The 2018 Canadian Mixed Curling Championship was held from November 12 to 18, 2017 at the Swan River Curling Club in Swan River, Manitoba. The championship was won by the team from Ontario, who went on to represent Canada at the 2018 World Mixed Curling Championship.

Teams
The teams are listed as follows:

Round robin

Standings
Final round-robin standings

Scores

Draw 1
Sunday November 12, 7:00pm

Draw 2
Monday November 13, 2:30pm

Draw 3
Monday November 13, 7:00pm

Draw 4
Tuesday November 14, 10:00am

Draw 5
Tuesday November 14, 2:30pm

Draw 6
Tuesday November 14, 7:00pm

Draw 7
Wednesday November 15, 10:00am

Draw 8
Wednesday November 15, 2:30pm

Draw 9
Wednesday November 15, 7:00pm

Placement Round

Standings
Final round-robin standings

Scores

Draw 10
Thursday November 16, 10:00am

Draw 11
Thursday November 16, 2:30pm

Draw 12
Thursday November 16, 7:00pm

Draw 13
Friday November 17, 10:00am

Draw 14
Friday November 17, 2:30pm

Draw 15
Friday November 17, 7:00pm

Playoffs

Semifinals
Saturday, November 18, 10:00 am

Bronze medal game
Saturday, November 18, 3:00 pm

Final
Saturday, November 18, 3:00 pm

References

External links

2017 in Canadian curling
Canadian Mixed Curling Championship
Curling in Manitoba
Canadian Mixed Curling Championship
Canadian Mixed Curling
Aspasia was an Athenian woman and a friend of Pericles.

Aspasia may also refer to:
 Aspasia (journal), a journal of gender history
 Aspasia (plant), an orchid genus
 Aspásia, a city in São Paulo state, Brazil
 Aspasia Cruvellier Mirault (1800–1857), an American planter and landowner
 Aspasia Manos (1896–1972), wife of Alexander of Greece and the only modern Greek royal consort not styled as Queen
 Aspazija (1865–1943), Latvian poet and playwright
 Aspasia, the name of both the wife and daughter of Artaxerxes II of Persia
 Aspasia the Physician (fl. 1st century), ancient Greek physician who worked in obstetrics and gynecology
William Alcock Tully  (14 March 1830 – 26 April 1905) was a Surveyor General of Queensland, (then a colony, now a state of Australia).

Early life
Tully was born in Dublin, Ireland, the son of William Tully, a captain in the Royal Navy, and his wife Mary, née Alcock. He spent his youth in Charleville, County Cork (which he named the town of the same name in Queensland). He was educated at Trinity College, Dublin (B.A., 1852). Tully arrived in Hobart, Tasmania aboard the Lord Dalhousie on 14 August 1852.

Career
On 1 May 1853 Tully became a road surveyor, and a third-class surveyor on 1 May 1854 until his resignation in July 1856. Then he was a contract surveyor until 31 December 1858 when he was appointed inspecting surveyor. Tully acted for a while as a gold commissioner and in 1859. He was a foundation member of the Tasmanian Club; in 1860 he married Louisa (died 26 February 1866), granddaughter of Simeon Lord, at Hobart.

In October 1863 (with a glowing reference from James Erskine Calder, Surveyor General of Tasmania) Tully arrived in Queensland as a commissioner of Crown lands in the Kennedy and Warrego pastoral districts during which he surveyed the site of the town of Charleville, Queensland (which he named for Charleville, County Cork where he had spent his youth). On 16 August 1866 Tully became under-secretary for public lands and chief commissioner of crown lands. Soon afterward he clashed with Sir Augustus Charles Gregory, the Surveyor General of Queensland. On 12 March 1875 Tully became acting Surveyor General replacing Gregory. In 1880 on Tully's advice, the offices of Surveyor General and under-secretary for lands were divided; on 9 July Tully was made Surveyor General and Edward Deshon became under-secretary for lands.

Tully had assisted to draft the Lands Alienation Act (1868) and the Consolidating Crown Lands Alienation Act (1876); as Surveyor General he supervised an expansion of activities, endeavored to improve standards and enhanced reproduction of Survey Office maps. Tully was appointed to the Land Board on 4 December 1889 and retired on 31 December 1900.

Late life and legacy
Tully had a significant influence on the land laws, procedures and practices of Queensland. The town of Tully in Queensland and the Tully River in northern Queensland were named after him.

References

External links
 Death notice Sydney Morning Herald, 27 April 1905 at Trove, National Library of Australia

External links

1830 births
1905 deaths
Surveyors General of Queensland
Australian surveyors
People from Dublin (city)
John C. Williams may refer to:
 John C. Williams (economist) (born 1962), American economist and central banker
 John Carvell Williams (1821–1907), English nonconformist campaigner and Member of Parliament for Nottingham South and Mansfield
 John Charles Williams (1861–1939), English Member of Parliament for Truro
 John Charles Williams (cricketer), English cricketer
 John Charles Williams (priest) (1912–2002), British Anglican priest
 John Chester Williams (born 1953), American archer
 John Christopher Williams (born 1941), Australian classical guitarist
 John Constantine Williams Sr. (died 1892), co-founder of St. Petersburg, Florida
 John Cornelius Williams Jr. (born 1938), American politician

See also 
 John Williams (disambiguation)
Hugh Cameron RSA RSW (1835–1918) was a Scottish artist. He specialised in figurative scenes. He exhibited in both the Royal Academy and Royal Scottish Academy from 1871.

Life

He was born in Edinburgh on 4 August 1835, the eldest son of John Cameron (b.1790) and his wife Isabella Armstrong (b.1800). He was apprenticed to an architect in 1849. In the same year, he began classes at the Trustees Academy. He showed a flair for art and took additional classes under Robert Scott Lauder.

In 1878 he co-founded the Scottish Society of Painters in Watercolour. In 1880 he was sharing a house and studio at 12 Queen Street, Edinburgh with George Hay RSA. This is an outstanding and prestigious property.

In 1900 he was living at 8 Merchiston Place. In 1910 he was living at 45 George Square, Edinburgh, a close neighbour to Percy Portsmouth.

He died at the home of his married daughter, Isabella Armstrong Archibald, on Spottiswoode Street in Edinburgh on 15 July 1918 and is buried in Grange Cemetery in south Edinburgh.

Family

In 1877 he was married to Jessie Thomson Anderson (1846-1905) of Glasgow widow of Alexander Allan. His son Hugh S Cameron was also an artist.

Known Works

Going to the Hay (1858)
Holding the Skein (1883)
The Go-Cart (1885)
The spinning Lesson (1885)
Old Man and Boy with Harp (1890)
The Highlander's Farewell

References

1835 births
1918 deaths
Painters from Edinburgh
Scottish artists
Reginald I (also called "the One-eyed", Reinald I, Renaud I;  – 10 March 1149) was Count of Bar (1105–1149). Barrois, during the Middle Ages, was the territory of the counts and dukes of Bar, in the eastern part of present-day France, bordering Lorraine.

He was the son of Theodoric I, Count of Montbéliard and Ermentrude of Bourgogne, the daughter of William I, Count of Burgundy.

Reginald's first wife is unknown.  He later married Gisele de Vaudémont, widow of Rainard III, Count of Toul, and daughter of Gérard I, Count of Vaudémont, and his wife Heilwig von Egisheim.  Reginald and Gisele had eight children:
 Hugh de Bar (d. 29 September 1141)
 Reginald II, Count of Bar
 Drogo de Bar
 Dietrich III de Bar (d. 8 August 1171), Bishop of Metz
 Agnes de Bar (d. after 1185), married Albert. Count of Chiny
 Clemence de Bar (1123–1183), married first Alberic II, Count of Dammartin, second Renaud, Count of Clermont, and third Thibaut III de Crépy
 Mathilde de Bar, married Konrad I, Count of Wildgraf von Kyrburg
 Stephaine de Bar (d. 1178), married Hugh III, Seigneur of Broyes and Châteauvillain
Reginald was one of the leaders of the Second Crusade in 1145. He was drowned somewhere in the Mediterranean Sea on his return voyage to Europe on or before 10 March 1149.

Reginald I of Bar succeeded Theodoric II of Bar (r. 1092–1105) who was succeeded in turn by Reginald II of Bar (r. 1150–1170) in 1150.

References

Sources

 Ancestral Roots of Certain American Colonists Who Came to America Before 1700 by Frederick Lewis Weis, Line 144–24.

House of Montbelliard
Renaut I
Counts of Verdun
Lords of Mousson
Renaut I
1080s births
1149 deaths
Night Exercise is a 1942 detective novel by John Rhode, the pen name of the British writer Cecil Street. It is a stand-alone wartime novel from Rhode, best known for his long-running series featuring Lancelot Priestley. It was published in America by Dodd Mead under the alternative title Dead of the Night.

Synopsis
During a night exercise the widely disliked businessman and Colonel in the Home Guard Sir Hector Chalgrove disappears. Suspicion falls on one of his subordinates Major Ledbury and he assist police in their hunt for he real killer.

References

Bibliography
 Evans, Curtis. Masters of the "Humdrum" Mystery: Cecil John Charles Street, Freeman Wills Crofts, Alfred Walter Stewart and the British Detective Novel, 1920-1961. McFarland, 2014.
 Herbert, Rosemary. Whodunit?: A Who's Who in Crime & Mystery Writing. Oxford University Press, 2003.
 Magill, Frank Northen . Critical Survey of Mystery and Detective Fiction: Authors, Volume 4. Salem Press, 1988.
 Reilly, John M. Twentieth Century Crime & Mystery Writers. Springer, 2015.

1942 British novels
Novels by Cecil Street
British crime novels
British mystery novels
British detective novels
Collins Crime Club books
Novels set in England
Old Du Quoin is an unincorporated community in Perry County, Illinois, United States. The community is located along Illinois Route 14  southeast of downtown Du Quoin. The community was the original site of Du Quoin before its residents relocated to a site next to a new railroad line in the 1850s.

References

Unincorporated communities in Perry County, Illinois
Unincorporated communities in Illinois
Balandrau is a  mountain located in the eastern region of the Pyrenees. It separates the valleys of Ribes de Freser and Camprodon, Catalonia, Spain. This mountain lies relatively close to Vall de Núria (Ripollès).

2000 disaster
On December 30th, 2000, a blizzard killed 9 people near Balandrau.

See also
Geology of the Pyrenees

References

External links
 Refugi de Coma de Vaca
Excursions

Mountains of Catalonia
Emblematic summits of Catalonia
The 2017 Tampere Open was a professional tennis tournament played on clay courts. It was the 36th edition of the tournament which was part of the 2017 ATP Challenger Tour and the 2017 ITF Women's Circuit. It took place in Tampere, Finland, on 24–30 July 2017.

Men's singles main draw entrants

Seeds 

 1 Rankings as of 17 July 2017.

Other entrants 
The following players received wildcards into the singles main draw:
  Vladimir Ivanov
  Patrick Kaukovalta
  Lauri Kiiski
  Fred Simonsson

The following players received entry from the qualifying draw:
  Juan Ignacio Londero
  Axel Michon
  Ben Patael
  Alexander Vasilenko

The following players received entry as lucky losers:
  Hugo Dellien
  Markus Eriksson

Women's singles main draw entrants

Seeds 

 1 Rankings as of 17 July 2017.

Other entrants 
The following players received wildcards into the singles main draw:
  Ella Haavisto
  Ella Leivo
  Monica Malinen
  Mariella Minetti

The following players received entry from the qualifying draw:
  Monika Kilnarová
  Aleksandra Kuznetsova
  Nelly Mezan
  Gyulnara Nazarova
  Peppi Ramstedt
  Saana Saarteinen
  Kristína Schmiedlová
  Liisa Vehvilainen

Champions

Men's singles 

  Calvin Hemery def.  Pedro Sousa 6–3, 6–4.

Women's singles 
  Monika Kilnarová def.  Marie Benoît, 7–6(7–5), 6–7(5–7), 6–4

Men's doubles 

  Sander Gillé /  Joran Vliegen def.  Lucas Gómez /  Juan Ignacio Londero 6–2, 6–7(5–7), [10–3].

Women's doubles 
  Anna Iakovleva /  Gyulnara Nazarova def.  Marie Benoît /  Estelle Cascino, walkover

External links 
 Official website 

2017
Tampere Open
Tampere Open
Tampere Open
Tampere Open
Álvaro José Solís Lonazo (born 26 July 1981) is a retired Colombian football (soccer) player. He last played as a goalkeeper for Patriotas in the Copa Mustang.

He was once the #1 choice keeper for the La Equidad, having arrived from Independiente Santa Fe after they acquired Colombia national football team goalie Agustín Julio.

External links
Profile at GolGolGol.net
 
Profile at SoccerPunter

1981 births
Living people
Footballers from Cali
Colombian men's footballers
Patriotas Boyacá footballers
Independiente Santa Fe footballers
La Equidad footballers
Real Cartagena footballers
Men's association football goalkeepers
Schillerska gymnasiet is an upper secondary school () located in Vasastan, in the central parts of Gothenburg, Sweden. It was first established in 1866 as Göteborgs Högre Realläroverk.

Notable students
 Sture Allén, professor of Computational Linguistics
 Joel Alme, musician
 Jenny Berggren, musician
 Linn Berggren, musician, former member of Ace of Base
 Marcus Birro, poet and author
 Peter Birro, script writer
 Tommy Blom, musician
 Reine Brynolfsson, actor
 Olof Dreijer, musician and record producer, member of The Knife
 Oscar Dronjak, musician
 Anton Glanzelius, actor
 Bengt Hallberg, musician
 Jan Hjärpe, professor in Islamic Studies
 Anneli Hulthén, politician
 Magnus Johansson, footballer
 Jens Lekman, musician
 Tomas Lindberg, musician
 Cecilia Malmström. politician
 Kay Pollak, film director
 Gideon Ståhlberg. Chess Grandmaster
 Sven Wollter, actor

References

External links

International Baccalaureate schools in Sweden
Gymnasiums (school) in Sweden
International schools in Sweden
Schools in Stockholm
Lenka Knapová (born 22 March 1970) is a Czech former pair skater who represented Czechoslovakia. With René Novotný, she won four Czechoslovak national titles and competed at seven ISU Championships; the pair's best result, fourth, came at the 1987 European Championships in Sarajevo, Yugoslavia. They also competed at the 1988 Winter Olympics in Calgary, Alberta, Canada, but withdrew after placing 9th in the short program. Ivan Rezek served as their coach.

Knapová had knee problems. She retired from competition in 1988.

Competitive highlights 
With Novotný

References 

1970 births
Czech female pair skaters
Czechoslovak female pair skaters
Figure skaters at the 1988 Winter Olympics
Living people
Olympic figure skaters for Czechoslovakia
Sportspeople from Zlín
Wang Ling (; born 9 June 1978 in Liaoyang) is a Chinese former basketball player who competed in the 2004 Summer Olympics.

References

1978 births
Living people
Chinese women's basketball players
Olympic basketball players for China
Basketball players at the 2004 Summer Olympics
Basketball players from Liaoning
Sportspeople from Liaoyang
Asian Games medalists in basketball
Basketball players at the 1998 Asian Games
Asian Games silver medalists for China
Medalists at the 1998 Asian Games
Liaoning Flying Eagles players
Jack Herman Cole (July 4, 1935 – June 27, 2023) was an American politician. He served as a Democratic member of the Georgia House of Representatives.

Life and career 
Cole was born in Whitfield County, Georgia. He attended Dalton High School.

Cole served in the Georgia House of Representatives from 1967 to 1976.

Jack H. Cole died on June 27, 2023, at the age of 87.

References 

1935 births
2023 deaths
People from Whitfield County, Georgia
Democratic Party members of the Georgia House of Representatives
20th-century American politicians
Túlio Henrique Gomes de Barros or simply Túlio (born February 28, 1987 in Olinda), is a Brazilian attacking midfielder. He currently plays for Sport.

Contract
1 February 2007 to 31 January 2008

External links
CBF

1987 births
Living people
Brazilian men's footballers
Sport Club do Recife players
Men's association football midfielders
People from Olinda
Footballers from Pernambuco
In mathematics, the complex  Witt algebra, named after Ernst Witt, is the Lie algebra of meromorphic vector fields defined on the Riemann sphere that are holomorphic except at two fixed points.  It is also the complexification of the Lie algebra of polynomial vector fields on a circle, and the Lie algebra of derivations of the ring C[z,z−1].

There are some related Lie algebras defined over finite fields, that are also called Witt algebras.

The complex Witt algebra was first defined by Élie Cartan (1909), and its analogues over finite fields were studied by Witt in the 1930s.

Basis

A basis for the Witt algebra is given by the vector fields , for n in .

The Lie bracket of two basis vector fields is given by

This algebra has a central extension called the Virasoro algebra that is important in two-dimensional conformal field theory and string theory.

Note that by restricting n to 1,0,-1, one gets a subalgebra. Taken over the field of complex numbers, this is just the Lie algebra  of the Lorentz group . Over the reals, it is the algebra sl(2,R) = su(1,1).
Conversely, su(1,1) suffices to reconstruct the original algebra in a presentation.

Over finite fields

Over a field k of characteristic p>0, the Witt algebra is defined to be the Lie algebra of derivations of the ring
k[z]/zp
The Witt algebra is spanned by Lm for −1≤ m ≤ p−2.

Images

See also
Virasoro algebra
Heisenberg algebra

References

 Élie Cartan, Les groupes de transformations continus, infinis, simples. Ann. Sci. Ecole Norm. Sup. 26, 93-161 (1909).
 

Conformal field theory
Lie algebras
Kargasoksky District  () is an administrative and municipal district (raion), one of the sixteen in Tomsk Oblast, Russia. It is located in the oblast's northern, western, and southwestern parts. The area of the district is . Its administrative center is the rural locality (a selo) of Kargasok. Population: 21,814 (2010 Census);  The population of Kargasok accounts for 37.3% of the district's total population.

Geography
At , it is the largest district by area in Tomsk Oblast, accounting for over a quarter of its total territory.

History
In its present form, the district has existed since 1959.

Demographics
95.7% of the population are ethnic Russians. Selkups at 2.1% and Khanty people at 0.6% represent the minorities.

Economy
Natural resources include oil, peat and clay, sand. The district produces 60% of oil and all of the natural gas in Tomsk Oblast. 2008 oil production was at 7.4 million tons.

References

Notes

Sources

Districts of Tomsk Oblast
The Taiwan Mochi Museum () is a museum about mochi (rice cake) in Nantou City, Nantou County, Taiwan.

History
The museum was established in 2011. In 2012, it won the championship of the 2012 Most Famous Tourist Factory in Taiwan.

Architecture
The museum houses the factory to produce mochi. The education tours for the museum is located at the upper floor of the museum.

Activities
The museum features various activities such as mochi tasting and mochi making workshops.

See also
 List of museums in Taiwan

References

External links
 麻糬蛋糕捲 

2011 establishments in Taiwan
Food museums in Taiwan
Industry museums in Taiwan
Museums established in 2011
Museums in Nantou County
A peer of the realm is a member of the highest aristocratic social order outside the ruling dynasty of the kingdom.

Notable examples are:

 a member of the peerages in the United Kingdom, who is a hereditary peer or a life peer
 a member of the Peerage of France (from French noble style "pair" in monarchies), of a similar order, as used in 
 the Kingdom of France
 the Kingdom of Jerusalem (crusader state)
 the Monarchy of Canada: Canadian nobility in the Peerage of France
 nobility proper of the Polish–Lithuanian Commonwealth who enjoyed hereditary paritas: those who would sit by hereditary right in Land Parliaments, or be Royal Electors, enjoy personal immunity, and the right to be judged only by the King's Court or the Court of Peers; also the exclusive right to be granted State or Land dignities and titles. The Skartabelli who were middle-nobility in law were not peers, whilst noblemen who were not direct barons of the Crown but held land from other Lords were not peers de facto as they would not enjoy full noble privileges.
 a member of the Portuguese Chamber of Most Worthy Peers, upper house of the Cortes Gerais, during the constitutional monarchy of the Kingdom of Portugal

See also 
 Chamber of Peers (disambiguation)
 House of Lords (disambiguation)

External links
 Cambridge Advanced Learner's Dictionary Peer of the Realm
 www.oxforddictionaries.com Peer of the Realm

Peerage
The 2019 Seniors Irish Masters was a senior snooker tournament that took place from 5 to 6 January 2019 at Goffs in Kill, County Kildare, Ireland. It was the second event on the 2018/2019 World Seniors Tour.

Patrick Wallace and Rodney Goggins qualified for the event through qualification tournaments in Celbridge and Dublin respectively. They took their places in the tournament alongside 2018 World Seniors Champion Aaron Canavan and five legends of the sport.

Steve Davis won the 2018 event, beating Jonathan Bagley 4–0 in the final, but chose not to defend his title.

Jimmy White won the event with a 4–1 victory in the final against Rodney Goggins.

Prize fund
The breakdown of prize money is shown below:
Winner: €7,500
Runner-up: €2,500
Semi-finals: €1,000
Highest break: €500
Total: €14,000

Main draw

 All matches played with a 30-second shot clock, with players having two time-outs per match
 *Re-spotted black replaced final frame deciders

Final

Century breaks
Total: 1

 101  Jimmy White

References 

World Seniors Tour
2019 in snooker
2019 in Irish sport
Snooker competitions in Ireland
Sport in County Kildare
Seniors Irish Masters
The Bearden Independent School District is a school district based in Bearden, Oklahoma United States. It consists of Bearden Public School that supports more than 100 students in kindergarten through grade 8.

See also
 List of school districts in Oklahoma

References

External links
 
 Bearden Overview

School districts in Oklahoma
Public elementary schools in Oklahoma
Education in Okfuskee County, Oklahoma