OpenLLM-France/wikimedia huggingface dataset:
# Carl Abbott

Carl Abbott is a Fellow of the American Institute of Architects and the youngest member of the original Sarasota School of Architecture.
After receiving his bachelor's degree from the University of Florida, Abbott earned his master's degree at Yale University under the renowned Paul Rudolph (architect). After graduating from Yale, Abbott worked with Richard Rogers and Norman Foster at TEAM 4 in London, then worked in the office of I.M. Pei in New York City before founding his own practice in Sarasota, Florida, in 1966.
In his own practice, Abbott's first design was the Weld Beach House in Boca Grande. This design established his exploration of geometry and sculptural forms within a clear concept responding directly to the site. This project began Abbott's wide recognition in Floridian and National Architectural Press.
Abbott's award-winning body of projects include the Casa del Cielo, Lido Bayfront House, Putterman Residence, Artist's Family Compound, Caribbean Hilltop Residence, Saint Thomas More Catholic Church, among many others. Abbott has the highest number of Test of Time Awards given in the Florida / Caribbean Region for “Designs of Enduring Significance”.
In addition to his active architectural practice, Abbott is also a speaker on the architecture of past civilizations, most notably the Maya, where he has worked extensively to document and uncover the significant spatial mastery of the ancient culture.
In the book IN/FORMED by THE LAND, architecture critic Michael Sorkin wrote of Carl Abbott's work, “Project after project delivers on the modernist ideal of eliding inside and out creating the illusion of the natural flowing untrammeled through the constructed…a sequence of shifts both tactile and tectonic that create a richly compact journey in which spaces move to arrive at moments of expansiveness and relaxation both.”
Yale classmate Richard Rogers said of Abbott's work, “His buildings are sensitive to context, express a spare poetry without ever becoming austere, and have a unique beauty…the result is buildings that are works of art.”
Abbott was the focus of the Sarasota Architectural Foundation's 2020 SarasotaMOD Weekend.
* Putterman Residence (1986)
* Caribbean Hilltop House (2008)
* St Thomas Moore Church (1986)
* Weld Beach House (1966)
* Lido Bayfront Residence (1984, demolished 2010)
* Gregg Beach House (1982, demolished 2018)
# Greg Myhre

Gregory Myhre is an American realtor and Republican Party politician serving as a member of the New Jersey General Assembly for the 9th legislative district, having taken office on January 9, 2024.

## Biography

Myhre has been a resident of Stafford Township, New Jersey, and served as the township's mayor.

## Elective office

Incumbent DiAnne Gove decided not to run in the June 2023 primary, after a screening committee supported incumbent Brian E. Rumpf and newcomer Myhre for the two Assembly seats. Rumpf and Myhre defeated Democrats Joseph Atura and Sarah 'Sally' Collins in the 2023 New Jersey General Assembly election.

### District 9

Each of the 40 districts in the New Jersey Legislature has one representative in the New Jersey Senate and two members in the New Jersey General Assembly. The representatives from the 9th District for the 2024—2025 Legislative Session are:
* Senator Carmen Amato (R)
* Assemblyman Greg Myhre (R)
* Assemblyman Brian E. Rumpf (R)

## Electoral history

9th Legislative District General Election, 2023 :
| Party | Party | Candidate | Votes | % |
| | Republican | Brian E. Rumpf (incumbent) | 37,559 | 34.0 |
| | Republican | Greg Myhre | 36,342 | 32.9 |
| | Democratic | Sarah Collins | 18,374 | 16.6 |
| | Democratic | Joseph Atura | 17,205 | 15.6 |
| | Green | Barry Bendar | 979 | 0.8 |
| Total votes | Total votes | Total votes | 110,459 | 100.0 |
| | Republican hold | Republican hold | Republican hold | Republican hold |
| | Republican hold | Republican hold | Republican hold | Republican hold |
# Kendry Rojas

Kendry Rojas is a professional baseball pitcher in the Toronto Blue Jays organization
# Iwanoffia

Iwanoffia is a genus of green algae in the family Chaetophoraceae. It contains a single species, Iwanoffia terrestris, found on damp soil in the USSR.
# PSB Bogor

PSB stands for Persatuan Sepakbola Bogor. PSB Bogor is an Indonesian football club based in Bogor. They currently compete in the Liga 3. Their home stadium is Pajajaran Stadium.

## History

PSB Bogor was established in 1950, they became known in the 90s. At that time, they managed to come out as runners-up 1990–91 Soeratin Cup. The following season, they again managed to qualify for the Soeratin Cup final. This time, they were against a team as strong as PSIM Yogyakarta. learning from previous failures, they managed to come out as champions after winning with a score of 2–0. This is also the first prestigious title in the history of the club.
And for the second time, they came back as winners of the Soeratin Cup in the 1992–93 season in the West Java zone. They defeated Persikasi Bekasi with a score of 1–0, which brought them to represent West Java to play at the national level. As a result, they won the Soeratin Cup at the national level.
These consecutive wins continue to be recorded by them. In the 1993–94 Suratin Cup competition season, they came back as champions after defeating Persebaya Surabaya at the Gelora 10 November Stadium with a score of 5-4 (via penalty).
However, in the 1994–95 season, they only came out as runners up in the Soeratin Cup. at that time they were defeated by rival club Persikasi Bekasi. However, in the following year. They won the Soeratin Cup again after defeating Persis Solo. This victory also made PSB a team with five titles in the history of the Soeratin Cup.

## Former players

* Bako Sadissou
* Ellie Aiboy
* Imran Nahumarury
* Tugiyo

## Squad

Note: Flags indicate national team as defined under FIFA eligibility rules; some limited exceptions apply. Players may hold more than one non-FIFA nationality.
| No. | Pos. | Nation | Player |
| — | GK | IDN | Rafli Agustian |
| — | GK | IDN | Teguh Maulana Insan |
| — | GK | IDN | Candra Amin Azinta |
| — | DF | IDN | Deni Setiawan |
| — | DF | IDN | Sopi Fahmi |
| — | DF | IDN | Misfahulfalah |
| — | DF | IDN | Asep Purnama Bahri |
| — | DF | IDN | Dodi Kuswara |
| — | DF | IDN | Deni Imam |
| — | DF | IDN | Ahmad Sopian |
| — | DF | IDN | Heri Andriawan |
| — | DF | IDN | Dani Hermawan |
| — | MF | IDN | Ahmad S |
| — | MF | IDN | Asep Ramdani |
| — | MF | IDN | Rizki Lesmana |
| — | MF | IDN | Victor Ilhami |
| — | MF | IDN | I Komang Adyana |
| — | MF | IDN | Rony Surya |
| — | MF | IDN | Deby Darmawan |
| — | MF | IDN | Nizar Azhari Septian |
| — | MF | IDN | Dicky Janwar |
| — | MF | IDN | Buharuddin |
| — | MF | IDN | Yusuf Rendy Raharjo |
| — | FW | IDN | Anwar Hidayat |
| — | FW | IDN | Irvan Firdaus |
| — | FW | IDN | Iqbal Nugraha |
| — | FW | IDN | Rondi Alfera |
# Lindsey Nelson Stadium

Lindsey Nelson Stadium is a baseball stadium in Knoxville, Tennessee. It is the home field of the University of Tennessee Volunteers college baseball team. The stadium opened on February 23, 1993 and holds 5,548 people. The facility is named after Hall of Fame broadcaster Lindsey Nelson, who attended the university and founded the Vol Radio Network.
From 2006 to 2019, the university undertook three major renovations to the stadium. Originally a natural grass playing surface, the 2019 renovation converted the field to Field Turf. Other renovations included premium seating, outfield wall improvements, and player facilities.
In 2022, the Volunteers ranked 14th in among Division I baseball programs in attendance, averaging 4,230 per home game.
# Catherine Abbott

Catherine Abbott, Lady Bird is a professor of molecular genetics at the University of Edinburgh.

## Education

Abbott completed her BSc degree in 1983 at the University of Reading. She earned a PhD in biochemical genetics from the University of Reading and the Medical Research Council from Harwell in 1987.

## Research

After her doctorate, Abbott joined University College London as a postdoctoral researcher working on mouse models of human diseases at a molecular level. She moved to Edinburgh to work in the human genetics unit of the Medical Research Council and then as a tenured academic at the university.
Abbott is a geneticist who studies a strain of mice that develop an early onset of motor neuron disease. The gene that was mutated in the strain of mice was eEF1A2, which is also present in neurodevelopmental disorders. She is also interested in what makes motor neurones particularly vulnerable to stress in comparison to other cells in the body, with a focus on making them more robust. Abbott is developing new models of motor neuron disease to identify new targets for treatments.
The eEF1A2 gene is mutated in some people with autism and epilepsy, and Abbott's lab are modelling the changes to find out why. She keeps a lab blog, where they document the important gene mutations they have discovered so far. She is interested in CRISPR/Cas Tools for gene editing.
Abbott is a campaigns for diversity within the sciences, and has led the Athena SWAN applications at the University of Edinburgh. She is a member of the British Neuroscience Association. She is on the panel for the funding panel for the National Centre for the Replacement, Refinement and Reduction of Animals in Research. She is the Associate Editor for ACS journal Chemical Neuroscience.
# Teddy Powell

Teddy Powell (born Teodoro Paolella; March 1, 1905 – November 17, 1993) was an American jazz musician, band leader, composer, and arranger. Some of his compositions were written under the pseudonym Freddy James.
Born in Oakland, California, Powell began playing violin when he was eight years old and picked up the banjo when he was fourteen. During the late 1920s to the early 1930s, he was a member of the Abe Lyman orchestra, taking on the additional tasks of gathering radio bands. He formed the Teddy Powell Orchestra in 1939 and it performed through the 1940s. Powell's sidemen included Tony Aless, Gus Bivona, Pete Candoli, Irving Fazola, and Charlie Ventura, but his best sideman left for better paying work.
"Snake Charmer", a song Powell published in 1937 (with lyrics by Leonard Whitcup), is still a popular song among partner dancers in Finland, where it is usually performed as a translation: "Kuningaskobra fi"). It placed 69th on the 1952–1959 Finnish charts, and is still being recorded by modern performers, as listed in the recordings database of the Finnish national broadcasting company Yle.
After the band folded, Powell wrote music and arrangements. He had hits with "Bewildered" and "If My Heart Could Only Talk". During the latter part of his career, he worked in music publishing.
Powell moved to Newark, New Jersey, where he opened his club Teddy P's. managed by Clarence Avant.
# DHS Office of Strategy, Policy, and Plans

The Office of Strategy, Policy, and Plans is part of the United States Department of Homeland Security. It was created by the National Defense Authorization Act for Fiscal Year 2017, replacing the former Office of Policy, and creating a new Senate-confirmed Under Secretary of Homeland Security for Strategy, Policy, and Plans position.

## Overview

Chad Wolf was confirmed by the Senate as the first Under Secretary on November 13, 2019. The current Under Secretary is Robert P. Silvers, who was confirmed by the US Senate on August 5, 2021, and sworn in on August 10.

## Reporting officials

Officials reporting to the Under Secretary (PLCY) include:
* Deputy Under Secretary for Strategy, Policy, and Plans
* Assistant Secretary for Border and Immigration Policy
** Deputy Assistant Secretary for Border and Immigration
** Deputy Assistant Secretary for Immigration Statistics
* Assistant Secretary for Counterterrorism and Threat Prevention
** Principal Deputy Assistant Secretary for Counterterrorism and Threat Prevention
** Deputy Assistant Secretary for Screening and Vetting
** Deputy Assistant Secretary for Law Enforcement
** Deputy Assistant Secretary for Countering Transnational Organized Crime
** Deputy Assistant Secretary for Counterterrorism and Threat Prevention
* Assistant Secretary for International Affairs
** Principal Deputy Assistant Secretary for International Affairs
** Deputy Assistant Secretary for Western Hemisphere
* Assistant Secretary for Trade and Economic Security
** Deputy Assistant Secretary for Trade Policy
** Deputy Assistant Secretary for Economic Security
* Assistant Secretary for Cyber, Infrastructure, Risk, and Resilience
** Deputy Assistant Secretary for Cyber Policy
** Deputy Assistant Secretary for Infrastructure, Risk, and Resilience
* Deputy Assistant Secretary for Strategic Integration and Policy Planning

## List of Under Secretaries for Strategy, Policy, and Plans

| No. | Under Secretary | Took office | Left office | Time in office | Secretary of Homeland Security | President | Ref(s) |
| - | James D. Nealon Acting | 10 July 2017 | 8 February 2018 | 213 days | Kirstjen Nielsen | Donald Trump | - |
| - | Chad Wolf Acting | 8 February 2018 | 13 November 2019 | 1 year, 278 days | Kirstjen Nielsen Kevin McAleenan (acting) | Donald Trump | - |
| 1 | Chad Wolf | 13 November 2019 | 20 January 2021 | 2 years, 0 days | Chad Wolf (acting) | Donald Trump | - |
| - | Kelli Ann Burriesci Acting | 20 January 2021 | 10 August 2021 | 202 days | David Pekoske (acting) Alejandro Mayorkas | Joe Biden | - |
| 2 | Robert P. Silvers | 10 August 2021 | 18 December 2024 | 3 years, 130 days | Alejandro Mayorkas | Joe Biden | - |
| - | Robert D. Paschall Acting | 18 December 2024 | 3 March 2025 | 75 days | Alejandro Mayorkas Benjamine Huffman (acting) Kristi Noem | Joe Biden Donald Trump | - |
# Jean Duncan (artist)

Jean Duncan (1933–2 October 2018) was a British artist known as a painter, printmaker and video artist. Although born in Scotland, Duncan's career was largely based in Northern Ireland.

## Biography

Duncan was born in Edinburgh and, from 1951 to 1955, studied at the Edinburgh College of Art and then spent a year at the Moray House School of Education. Duncan settled in Belfast and, in 1980, took a post-graduate diploma in printmaking at the Ulster Polytechnic and then co-founded the Seacourt Print Workshop based in Bangor, County Down. Duncan was elected a member of the Royal Ulster Academy in 1994 and was a member of the Artists' Association of Ireland. She had a number of solo exhibitions and gallery shows throughout her career. In 1986 her exhibition Sense and Symbols was held at the Octagon Gallery in Belfast, a solo show was held at One Oxford Street, Belfast in 1993 and her series of etchings inspired by John Tavener's The Protecting Veil was exhibited at the Royal Northern College of Music in Manchester during 1993. Duncan also worked with the composers Piers Hellawell and Deirdre McKay to produce images inspired by their music, for exhibitions or to accompany their musical performances. Internationally, Duncan participated in the 2001 International Biennial in Portugal and the 2005 Tokyo International mini-print Triennial. Dundee Contemporary Arts, University College Dublin and the Arts Council of Northern Ireland hold examples of her work.
# Hymenopenaeus furici

Hymenopenaeus furici is a species of prawn in the family Solenoceridae. They live in the Western Indian Ocean near Madagascar, at a depth ranging from 1000 to 1525 meters deep.
# H. Arnold Barton

Hildor Arnold Barton (November 30, 1929 – September 28, 2016) was an American historian and a national authority on Scandinavian history, especially the history of Sweden, and of Swedes and other Scandinavians in North America.

## Early life

Barton was born of Swedish descent in Los Angeles, California, in 1929, the son of Sven Hildor Barton (1892–1972) and Marguerite Anna née Lemke (1901–1983). His paternal grandfather was born in Djursdala parish, Kalmar, Småland county, Sweden and emigrated to America in 1867. His paternal grandmother was born in Bollnäs parish, Hälsingland county and emigrated to America in 1889. His mother was a niece of Harry Edward Arnhold.

## Career

Barton received his B.A. degree at Pomona College and his doctorate at Princeton University. Arnold Barton taught history at the University of Alberta, Edmonton, Alberta, Canada (1960 to 1963) and at the University of California, Santa Barbara (1963 to 1970). He taught at Southern Illinois University, Carbondale, Illinois, where he became professor in 1975 and from where he retired in 1996 as professor emeritus of history.
After retiring he moved to Sweden.
His research and writing covers a broad register, including Scandinavia in the era of the French Revolutionary-Napoleonic era, relations between homeland Swedes and Swedish Americans, and the Swedish-Norwegian union of 1814-1905. Barton has served on the boards of the Swedish-American Historical Society and the Swenson Swedish Immigration Research Center. Between 1974 and 1990, Barton served as editor of the Swedish-American Historical Quarterly.

## Honors and recognition

In 1985, Professor H. Arnold Barton was awarded the Charlotta Medal in recognition of his contributions to the Swedish Emigrant Institute at Växjö, Småland, Sweden. Barton was named "Swedish-American of the Year" in 1988 by the Royal Swedish Ministry of Foreign Affairs and by the two Swedish District lodges of the Vasa Order of America. In 1989, he was granted an honorary doctorate from Uppsala University, Sweden. In 2000, he was made Knight-Commander of the Royal Swedish Order of the Polar Star by King Carl XVI Gustaf of Sweden. In 2012 he received the Swedish Council of America's Great Achievement Award.

## Death

He died on September 28, 2016, in Stockholm, Sweden.

## Selected bibliography

* Count Hans Axel von Fersen: Aristocrat in an Age of Revolution (1975)
* Letters from the Promised Land: Swedes in America, 1840-1914 (1975)
* The Search for Ancestors: A Swedish-American Family Saga (1979)
* Scandinavia in the Revolutionary Era, 1760-1815 (1986)
* A Folk Divided: Homeland Swedes and Swedish Americans, 1840-1940 (1994)
* Northern Arcadia: Foreign Travelers in Scandinavia, 1765-1815 (1998)
* Sweden and Visions of Norway: Politics and Culture, 1814-1905 (2003)
* The Old Country and the New: Essays on Swedes and America (2006)
* Essays on Scandinavian History (2009)
# The Return of Peter Grimm (1935 film)

The Return of Peter Grimm is a 1935 American drama film directed George Nicholls, Jr. from a screenplay by Francis Edward Faragoh based upon the 1911 Broadway play of the same name by David Belasco. Produced by Kenneth Macgowan and released by RKO Radio Pictures on September 13, 1935, it stars Lionel Barrymore, Helen Mack, Edward Ellis, and Donald Meek.
Previously filmed by Fox Film Corporation in 1926 as a silent film, The Return of Peter Grimm.
A business owner disbelieves in the afterlife, until he dies and returns as a ghost. When he learns that his intended heir plans to sell the business, the ghost tries to sabotage the heir's arranged marriage.

## Plot

The owner of a thriving, generations-old nursery business, Peter Grimm is determined to marry off Catherine, an orphan he has raised to young womanhood, to his nephew Frederik. Catherine, who does not love Frederik, reluctantly agrees to marry him just to please her benefactor. Meanwhile, James, Grimm's secretary, is secretly in love with Catherine.
Grimm scoffs at his doctor and old friend, Andrew Macpherson, for his belief in the afterlife and seances, but after he dies, is chagrined to find his friend is right. As a ghost, he is disgusted when he finds his nephew is planning to sell the business to a despised longtime rival. Grimm tries to prevent the marriage he arranged.

## Cast

* Lionel Barrymore - Peter Grimm
* Helen Mack - Catherine
* Edward Ellis - Dr. Andrew Macpherson
* Donald Meek - Everett Bartholomew
* George Breakston - William
* Allen Vincent - Frederik
* James Bush - James
* Ethel Griffies - Mrs. Martha Bartholomew
* Lucien Littlefield - Colonel Tom Lawton
* Greta Meyer - Marta
* Ray Mayer - The Clown
# John Myhill

John R. Myhill Sr. (11 August 1923 – 15 February 1987) was a British mathematician.

## Education

Myhill received his Ph.D. from Harvard University under the supervision of Willard Van Orman Quine in 1949. He was a professor at SUNY Buffalo from 1966 until his death in 1987. He also taught at several other universities during his career.
His son, also called John Myhill, is a professor of linguistics in the English department of the University of Haifa in Israel.

## Contributions

In the theory of formal languages, the Myhill–Nerode theorem, proven by Myhill and Anil Nerode, characterizes the regular languages as the languages that have only finitely many inequivalent prefixes.
In computability theory, the Rice–Myhill–Shapiro theorem, more commonly known as Rice's theorem, states that, for any nontrivial property P of partial functions, it is undecidable whether a given Turing machine computes a function with property P. The Myhill isomorphism theorem is a computability-theoretic analogue of the Cantor–Bernstein–Schroeder theorem that characterizes the recursive isomorphisms of pairs of sets.
In the theory of cellular automata, Myhill is known for proving (along with E. F. Moore) the Garden of Eden theorem, which states that a cellular automaton has a configuration with no predecessor if and only if it has two different asymptotic configurations which evolve to the same configuration. He is also known for posing the firing squad synchronization problem of designing an automaton that, starting from a single non-quiescent cell, evolves to a configuration in which all cells reach the same non-quiescent state at the same time; this problem was again solved by Moore.
In constructive set theory, Myhill proposed an axiom system that avoids the axiom of choice and the law of the excluded middle, known as intuitionistic Zermelo–Fraenkel. He also developed a constructive set theory based on natural numbers, functions, and sets, rather than (as in many other foundational theories) basing it purely on sets.
The Russell–Myhill paradox or Russell–Myhill antinomy, discovered by Bertrand Russell in 1902 (and discussed in his The Principles of Mathematics, 1903) and rediscovered by Myhill in 1958, concerns systems of logic in which logical propositions can be members of classes, and can also be about classes; for instance, a proposition P can "state the product" of a class C, meaning that proposition P asserts that all propositions contained in class C are true. In such a system, the class of propositions that state the product of classes that do not include them is paradoxical. For, if proposition P states the product of this class, an inconsistency arises regardless of whether P does or does not belong to the class it describes.
In music theory, Myhill's property is a mathematical property of musical scales described by John Clough and Gerald Myerson and named by them after Myhill.