OpenLLM-France/wikimedia huggingface dataset:
# Ronde van Zeeland Seaports

Ronde van Zeeland Seaports is a single-day road bicycle race held annually in Zeeland, Netherlands. The race was created in 2012, as a 1.1 race on the UCI Europe Tour, after financial issues curtailed the Delta Tour Zeeland stage-race, which had been held since 2008. The first race was won by South African rider Reinardt Janse van Rensburg of the MTN–Qhubeka team.
The first three editions of the race were held in June, but for the 2015 edition, the race was moved to March. After 2015, the race was no longer held, but in 2017 was replaced with its spiritual successor, the Tacx Pro Classic.

## Winners

| Year | Country | Rider | Team |
| 2012 | South Africa | Reinardt Janse van Rensburg | MTN–Qhubeka |
| 2013 | Germany | André Greipel | Lotto–Belisol |
| 2014 | Netherlands | Theo Bos | Belkin Pro Cycling |
| 2015 | Belgium | Iljo Keisse | Etixx–Quick-Step |
# Ronde van het Groene Hart

The Ronde van het Groene Hart was a road bicycle race held in Groene Hart, Netherlands. The first edition of the race, in 2007, was organized as a 1.1 event on the UCI Europe Tour. The 203 km race started in Leiden and finished in Woerden, passing through Rotterdam, Amsterdam and Utrecht. The last edition of the race was in 2010; no sponsors could be found for 2011 or 2012 and the race was cancelled permanently.

## Winners

| Year | Country | Rider | Team |
| 2007 | Belgium | Wouter Weylandt | Quick Step-Innergetic |
| 2008 | Lithuania | Tomas Vaitkus | Astana |
| 2009 | Belgium | Geert Omloop | Palmans-Cras |
| 2010 | Netherlands | Jens Mouris | Vacansoleil |
# Roman Catholic Diocese of Kansas City

The Roman Catholic Diocese of Kansas City may refer to one of two dioceses in the United States:
* Roman Catholic Diocese of Kansas City–Saint Joseph (Missouri); or
* Roman Catholic Archdiocese of Kansas City in Kansas
# Roof window

A roof window is an outward opening window that is incorporated as part of the design of a roof. Often confused with a skylight, a roof window differs in a few basic ways. A roof window is often a good option when there is a desire to allow both light and fresh air into the space.
A roof window is different from a tubular skylight in that the light is not directed through any type of channel or tube in order to provide lighting for the interior of a building. This type of light tube design is often employed with buildings where the installation of a skylight or roof window is not practical.
While a roof window is normally included in the original construction of the building, it is possible to add the design feature to an existing structure. As long as the framework and the slope of the roof allow for the inclusion of this type of window, it can be installed with relative ease. Many manufacturers offer prefabricated window inserts for retrofitting into existing roofs.
# Rome, Sumner County, Kansas

Rome is an unincorporated community in Sumner County, Kansas, United States. It is located about 6.5 miles south of Wellington at about 0.5 miles east of the intersection of U.S. Route 81 and E 90th St, next to the railroad.

## History

A post office was opened in Rome in 1874, and remained in operation until it was discontinued in 1933.

## Economy

Rome has a Farmers Co-Op Grain business with the capability to load grain into rail cars.

## Education

The community is served by Wellington USD 353 public school district.
# José Elias Garcia

José Elias Garcia (31 December 1830 – 21 June 1891) was a professor at the Army School, journalist, republican politician and engineering colonel in the Portuguese Army.

## Biography
### Birth

Elias Garcia was born in Cacilhas on 31 December 1830. He was the son of José Francisco Garcia, head of one of the workshops at the Navy Arsenal, a constitutional revolutionary who was cruelly persecuted by the absolutist party, imprisoned and sentenced to death. He was in Limoeiro waiting to be executed when the Duke of Terceira's liberating army entered Almada and so miraculously, he left prison.

### Marriage

Elias Garcia married Maria Durán de Moura Pinheiro, daughter of José de Moura Pinheiro and his wife Jacinta Durán Navarro, with descendants.

### Work and career

In 1854 he founded the periodical O Trabalho, the first openly republican publication in Portugal. He was a councillor and in 1878 the Mayor of Lisbon, where an avenue bears his name. He was elected a Reformist Member of Parliament in 1870 and a Republican Member of Parliament in 1890.
He was director of the Association of Portuguese Journalists and Writers. He collaborated in the pedagogical magazine Froebel (1882–1884) directed by Feio Terenas.
A member of Freemasonry since 1853, he was the 1st and only interim Grand Master, later definitive, of the Masonic Federation between 1863 and 1869, 3rd and 5th President of the Council of the Order of the Grand Orient of Portugal from 1882 to 1884 and from 1887 to 1888 and 14th interim Sovereign Grand Commander of the Supreme Council of the Grand Orient of Portugal and 3rd interim Grand Master of the Grand Orient of Portugal from 1884 to 1886 and 16th interim Sovereign Grand Commander of the Supreme Council of the Grand Orient of Portugal from 1884 to 1886.
He was also acting Grand Master of the Grand Orient of Portugal from 1884 to 1886 and 16th Sovereign Acting Grand Commander, then permanent, of the Supreme Council of the Lusitanian Grand Orient and 5th Acting Grand Master, then permanent, of the Grand Orient of Portugal from 1887 to 1889.

## Death

Elias Garcia died on 21 April 1891, at the age of 60, in complete poverty, having sacrificed all his money in defense of his ideals, both by helping the Portuguese Republican Party and by financing Democracia Portuguesa, a newspaper he founded and which he greatly cherished, having constituted a privileged space for the dissemination of Republican and democratic ideals.
# Journal of Advanced Manufacturing Systems

The Journal of Advanced Manufacturing Systems is an academic journal founded in 2002 and published by World Scientific. It contains articles relating to advanced manufacturing, in terms of "research and development, product development, process planning, resource planning, applications, and tools". This includes topics such as collaborative design, resource simulation, virtual reality technologies and applications, and supply chain management.

## Abstracting and indexing

The journal is abstracted and indexed in Compendex and Inspec.
# José Anacleto Montt Goyenechea

José Anacleto Montt Goyenechea (1802–1867) was a Chilean politician and lawyer. He was born in Valparaiso in 1802 and died in Santiago in 1867. He was the son of Filiberto Montt Prado and María de la Luz Goyenechea de la Sierra and the brother of Rosario Montt Goyenechea, former First Lady of Chile. He married Mercedes Pérez Vergara with whom he had seven children.

## Career

Goyenechea was part of the pelucon army in the 1830 Civil War. With the triumph of conservatism, he acceded to the secretariat of the Municipality of Valparaíso and, later became an adviser to the Ministry of Justice, Culture and Education, 1837-1841, in the government of José Joaquín Prieto. Advocate of the Conservative government, he joined the Caupolican Company in order to oppose the resistant liberals of the Sociedad de la Igualdad (Equal Society). He was elected Member of Parliament for Santiago for the 1852-1855 term, integrating in this period, the Standing Committee on Education and Welfare.
# Roselle and South Plainfield Railway

The Roselle and South Plainfield Railway was a railroad built by the Lehigh Valley Railroad (LVRR) in 1888 to connect the LVRR's Easton and Amboy Railroad with the Central Railroad of New Jersey (CNJ), and provided access over the CNJ to the Hudson River waterfront in Jersey City. The LVRR had built coal docks in Perth Amboy when it built the Easton and Amboy in the 1870s, but it desired a terminal on the Hudson River close to New York City.
The LVRR strove throughout the 1880s to acquire a route to the Jersey City waterfront. The first leg of that project was the Roselle and South Plainfied. Initially, the LVRR contracted with the CNJ for rights from Roselle to Jersey City, but the LVRR eventually constructed its own route to its terminal in Jersey City over the Newark and Roselle Railway, the Newark and Passaic Railway, the Jersey City, Newark, and Western Railway, and the Jersey City Terminal Railway.
The railroad was incorporated on November 30, 1885 to build a railroad between a point on the Easton and Amboy Railroad near South Plainfield to a point at or near Roselle. Work began in 1887, and was completed on December 17, 1888.
In 1891, the LVRR consolidated the company into the Lehigh Valley Terminal Railway, along with the other companies which formed the route from South Plainfield to the Jersey City terminal.
# Joshua Jones

Joshua Jones or Josh Jones may refer to:

## People

* Joshua A. Jones, American media executive
* Joshua "Rookie" Jones, American baseball player
* Josh Jones (comedian) (born 1992), English comedian
* Josh Jones (rugby) (born 1993), English rugby league player
* Josh Jones (safety) (born 1994), American football safety
* Josh Jones (offensive lineman) (born 1997), American football offensive lineman

## Other uses

* Joshua Jones (TV series), a 1992 Welsh stop-motion children's television series
# Joshua Josephson

Joshua Frey Josephson (1815 – 26 January 1892) was a judge and politician in colonial New South Wales, Solicitor-General of New South Wales 1868 to 1869.
Josephson was born in Hamburg, Germany, the son of Jacob Josephson and his wife Emma Wilson, a widow née Moss. Josephson arrived in New South Wales in 1820.
Josephson was elected a member for Braidwood in the New South Wales Legislative Assembly on 13 December 1864, a seat he held until 3 September 1869. He was appointed Solicitor-General of New South Wales from 27 October 1868 to 9 September 1869 in the 2nd government of John Robertson. He then became a District Court Judge.
Josephson died in Bellevue Hill, New South Wales on 26 January 1892. He was survived by four sons and eight daughters of his first wife, a daughter of his second wife Katerina Frederica née Schiller (married April 1868, died 1884), and by his third wife Elizabeth Geraldine, née Brenan.
# Rosemont, Calgary

Rosemont is a residential neighbourhood in the northwest quadrant of Calgary, Alberta. It is bounded by Northmount Drive to the north, by Cambrian Drive to the east, by 23 Avenue N and the Confederation Park to the south and by 14 Street W to the west.
The lands were annexed to the City of Calgary in 1910, and the neighbourhood was established in 1958. It is represented in the Calgary City Council by the Ward 7 councillor.

## Demographics

In the City of Calgary's 2012 municipal census, Rosemont had a population of 1,241 living in 563 dwellings, a 2.7% increase from its 2011 population of 1,208. With a land area of 0.5 km$^2$ (0.19 sq mi), it had a population density of 2,480/km$^2$ (6,400/sq mi) in 2012.
Residents in this community had a median household income of $53,027 in 2000, and there were 11.3% low income residents living in the neighbourhood. As of 2000, 13.4% of the residents were immigrants. A proportion of 18.6% of the buildings were condominiums or apartments, and 29.9% of the housing was used for renting.

## Education

The community is served by the Rosemont Elementary public school.
# Rosenbrock system matrix

In applied mathematics, the Rosenbrock system matrix or Rosenbrock's system matrix of a linear time-invariant system is a useful representation bridging state-space representation and transfer function matrix form. It was proposed in 1967 by Howard H. Rosenbrock.

## Definition

Consider the dynamic system
       ${\dot {x}}=Ax+Bu,$
       $y=Cx+Du.$
The Rosenbrock system matrix is given by
       $P(s)={\begin{pmatrix}sI-A&-B\\C&D\end{pmatrix}}.$
In the original work by Rosenbrock, the constant matrix $D$ is allowed to be a polynomial in $s$.
The transfer function between the input $i$ and output $j$ is given by
       $g_{ij}={\frac {\begin{vmatrix}sI-A&-b_{i}\\c_{j}&d_{ij}\end{vmatrix}}{|sI-A|}}$
where $b_{i}$ is the column $i$ of $B$ and $c_{j}$ is the row $j$ of $C$.
Based in this representation, Rosenbrock developed his version of the PBH test.

## Short form

For computational purposes, a short form of the Rosenbrock system matrix is more appropriate and given by
       $P\sim {\begin{pmatrix}A&B\\C&D\end{pmatrix}}.$
The short form of the Rosenbrock system matrix has been widely used in H-infinity methods in control theory, where it is also referred to as packed form; see command pck in MATLAB. An interpretation of the Rosenbrock System Matrix as a Linear Fractional Transformation can be found in.
One of the first applications of the Rosenbrock form was the development of an efficient computational method for Kalman decomposition, which is based on the pivot element method. A variant of Rosenbrock’s method is implemented in the minreal command of Matlab and GNU Octave.
# Rosenbrock methods

Rosenbrock methods refers to either of two distinct ideas in numerical computation, both named for Howard H. Rosenbrock.

## Numerical solution of differential equations

Rosenbrock methods for stiff differential equations are a family of single-step methods for solving ordinary differential equations. They are related to the implicit Runge–Kutta methods and are also known as Kaps–Rentrop methods.

## Search method

Rosenbrock search is a numerical optimization algorithm applicable to optimization problems in which the objective function is inexpensive to compute and the derivative either does not exist or cannot be computed efficiently. The idea of Rosenbrock search is also used to initialize some root-finding routines, such as fzero (based on Brent's method) in Matlab. Rosenbrock search is a form of derivative-free search but may perform better on functions with sharp ridges. The method often identifies such a ridge which, in many applications, leads to a solution.
# Rosenbrock

Rosenbrock is a surname. Notable people with the surname include:
* Eddie Rosenbrock (1908–1978), Australian rules footballer
* Howard Harry Rosenbrock (1920–2010), English control theorist and engineer
* Peter Rosenbrock (1939–2005), Australian rules footballer
# Rosenbrock function

In mathematical optimization, the Rosenbrock function is a non-convex function, introduced by Howard H. Rosenbrock in 1960, which is used as a performance test problem for optimization algorithms. It is also known as Rosenbrock's valley or Rosenbrock's banana function.
The global minimum is inside a long, narrow, parabolic-shaped flat valley. To find the valley is trivial. To converge to the global minimum, however, is difficult.
The function is defined by
    $f(x,y)=(a-x)^{2}+b(y-x^{2})^{2}$
It has a global minimum at $(x,y)=(a,a^{2})$, where $f(x,y)=0$. Usually, these parameters are set such that $a=1$ and $b=100$. Only in the trivial case where $a=0$ the function is symmetric and the minimum is at the origin.

## Multidimensional generalizations

Two variants are commonly encountered.
One is the sum of $N/2$ uncoupled 2D Rosenbrock problems, and is defined only for even $N$s:
    $f(\mathbf {x} )=f(x_{1},x_{2},\dots ,x_{N})=\sum _{i=1}^{N/2}\left[100(x_{2i-1}^{2}-x_{2i})^{2}+(x_{2i-1}-1)^{2}\right].$
This variant has predictably simple solutions.
A second, more involved variant is
    $f(\mathbf {x} )=\sum _{i=1}^{N-1}[100(x_{i+1}-x_{i}^{2})^{2}+(1-x_{i})^{2}]\quad {\mbox{where}}\quad \mathbf {x} =(x_{1},\ldots ,x_{N})\in \mathbb {R} ^{N}.$
has exactly one minimum for $N=3$ (at $(1,1,1)$) and exactly two minima for $4\leq N\leq 7$—the global minimum at $(1,1,...,1)$ and a local minimum near ${\hat {\mathbf {x} }}=(-1,1,\dots ,1)$. This result is obtained by setting the gradient of the function equal to zero, noticing that the resulting equation is a rational function of $x$. For small $N$ the polynomials can be determined exactly and Sturm's theorem can be used to determine the number of real roots, while the roots can be bounded in the region of $|x_{i}|<2.4$. For larger $N$ this method breaks down due to the size of the coefficients involved.

## Stationary points

Many of the stationary points of the function exhibit a regular pattern when plotted. This structure can be exploited to locate them.

## Optimization examples

The Rosenbrock function can be efficiently optimized by adapting appropriate coordinate system without using any gradient information and without building local approximation models (in contrast to many derivate-free optimizers). The following figure illustrates an example of 2-dimensional Rosenbrock function optimization by adaptive coordinate descent from starting point $x_{0}=(-3,-4)$. The solution with the function value $10^{-10}$ can be found after 325 function evaluations.
Using the Nelder–Mead method from starting point $x_{0}=(-1,1)$ with a regular initial simplex a minimum is found with function value $1.36\cdot 10^{-10}$ after 185 function evaluations. The figure below visualizes the evolution of the algorithm.
# Journal of Molecular Recognition

The Journal of Molecular Recognition is a monthly peer-reviewed scientific journal publishing original research papers, perspectives and reviews describing molecular recognition phenomena in biology. The current editor-in-chief is Rebecca C. Wade (Heidelberg Institute for Theoretical Studies and Heidelberg University). Marc H. V. van Regenmortel (École supérieure de biotechnologie Strasbourg) was the editor-in-chief from 1999 to 2023. The journal was established in 1988 with Irwin Chaiken as the founding editor and is published by John Wiley & Sons.

## Abstracting and indexing

Journal of Molecular Recognition is abstracted and indexed in:
* Elsevier BIOBASE
* Biochemistry & Biophysics Citation Index
* Biological Abstracts
* BIOSIS Previews
* Chemical Abstracts Service
* Current Contents/Life Sciences
* Index Medicus/MEDLINE
* METADEX
* ProQuest
* Science Citation Index
* SCOPUS
* Web of Science
According to the Journal Citation Reports, the journal has a 2020 impact factor of 2.137, ranking it 53rd out of 72 journals in the category "Biophysics" and 247th out of 297 journals in the category "Biochemistry & Molecular Biology".

## Highest cited papers

According to the Web of Science, the most-cited articles of this journal are:
* "'Automated docking of flexible ligands: Applications of AutoDock", Volume 9, Issue 1, Jan-Feb 1996, Pages: 1–5, Goodsell DS, Morris GM, Olson AJ.
* "Improving biosensor analysis", Volume 12, Issue 5, Sep-Oct 1999, Pages: 279–284, Myszka DG.
* "Reversible and irreversible immobilization of enzymes on Graphite Fibrils(TM)", Volume 9, Issue 5–6, Sep-Dec 1996, Pages: 383–388, Dong LW, Fischer AB, Lu M, et al.
* "Isothermal titration calorimetry and differential scanning calorimetry as complementary tools to investigate the energetics of biomolecular recognition", Volume 12, Issue 1, Jan-Feb 1999, Pages: 3–18, Jelesarov I, Bosshard HR.
# Joussé

Joussé (French pronunciation:) is a commune in the Vienne department in the Nouvelle-Aquitaine region in western France.
# Ross LaManna

Ross LaManna is an American screenwriter and author. He is best known for creating the Rush Hour series starring Jackie Chan and Chris Tucker.
His first novel, Acid Test, was published in the U.S. and Canada by Ballantine Books. The geopolitical thriller was chosen as an Amazon.com "Penzler Pick" and as The Mysterious Bookshop's selection for "Best First Fiction". It was published in several foreign territories and as an audiobook.
He attended the University of Southern California in Los Angeles, graduating cum laude with a Bachelor of Arts in screenwriting, and also holds a Master of Arts from Arizona State University in dramatic writing.
He began in the entertainment industry working on international legal affairs at the independent studio Embassy Pictures. Columbia Pictures purchased a speculative script he had written while at Embassy, and soon thereafter he was hired by United Artists under a two-picture writing deal. Carolco Pictures later hired him under a unique, two-year "in-house screenwriter" arrangement, where he worked on a number of their projects. He has written original screenplays, adaptations or rewrites for Fox, Disney, Paramount, Columbia, Universal, HBO Films and many independent companies.
He was Chairman of the Undergraduate and Graduate Film Departments at the Art Center College of Design in Pasadena, California from 2011 to 2024. He was also on the Board of Directors for the United States Air Force Entertainment Liaison Office. At Art Center, he brought in a number of notable filmmakers as part-time instructors, including the cinematographer Affonso Beato, ASC, the storyboard artist Tim Burgard, the director/producer Jeremiah Chechik, the cinematographer Allen Daviau, ASC, the screenwriter Doug Eboch, the director David Kellogg, the composer Dennis McCarthy, the title designer Dan Perri, the director/producer Richard Pearce, the entertainment attorney Lee Rosenbaum, the writer/director Bobby Roth, the director/actor Mark Rydell, the producer/director John Suits, the director Ron Underwood and the editor Billy Weber.
# Joy Again

Joy Again was an American indie rock band from Philadelphia, Pennsylvania. The band consisted of singer and guitarists Sachi DiSerafino and Arthur Shea, keyboardists Blaise O'Brien and Zachary Tyndall, bassist Kieran Ferris, and drummer Will Butera.
The group was originally managed by Shamir and signed to Lucky Number Records, but are now signed to Arista Records.
The band's first release as Joy Again was a self-titled EP in 2017. Previously in 2014, they had released two EPs Sherry and Love, Respect and Wisdom under the name Forever Lesbians. These were published on Bandcamp and as cassettes by Third Floor Tapes. The tracks were later released as a compilation album in 2022 titled Forever. In 2019, the band released their second EP as Joy Again titled Piano. The band opened for Snail Mail on a portion of their 2022 tour.
In January 2023, the band's single "Looking Out For You", originally released in 2015, was certified Silver in the UK by the British Phonographic Industry (BPI) for selling 200,000 equivalent units.
In March 2024, the band announced via a post on Instagram that they would be ending the band after ten years of being together, and announced their final album, Song And Dance, to be released on June 28.

## Band members

* Sachi DiSerafino - vocals, guitars
* Arthur Shea - vocals, guitars
* Blaise O'Brien - keyboards
* Kieran Ferris - bass
* Zachary Tyndall - keyboards
* Will Butera - drums

## Discography
### Studio albums

* Song And Dance (2024)

### EPs

* Joy Again EP (2017)
* Piano (2019)

### Singles

* How You Feel (2016)
* Looking Out For You (2016)
* On A Farm (2017)
* Kim (2017)
* What Lovers Do (2021)
* Who Knows (2022)
* Let’s Do A Dance (2023)
* Shoobie (2023)
* Angel (2024)

### Compilation albums

* Forever (2014)
# Joy (yacht)

The 70 m (230 ft) superyacht Joy was launched at the Feadship yard at the Kaag Island. She was designed by Bannenberg & Rowell Design, and the interior design was created by Studio Indigo. Despite rumours on social media, she is not owned by Michael Jordan but by Sameer Gehlaut, an Indian businessman. He is the founder and chairman of the Indiabulls Group.
She is available as a charter yacht.

## Design

Her length is 70 m (230 ft), beam is 11.50 m (37.7 ft) and she has a draught of 3 m (9.8 ft). The hull is built out of steel while the superstructure is made out of aluminium with teak laid decks. The yacht is classed by Lloyd's Register and registered in the Cayman Islands.

### Key features

Wellness facilities, beach club/disco, BBQ, SeaBobs, Jetsurf, 8 m (26 ft) inflatable slide, inflatable kayaks, trampoline, wakeboard, waterskis & tows, snorkelling and diving gear, fishing gear, games deck, elevator, Jacuzzi, gym, zero speed stabilisers and one 11.30 m (37.1 ft) Wajer 38 tender. She is powered by twin 1,850 hp MTU 12V4000 M53 engines.