OpenLLM-France/wikimedia huggingface dataset:
# Figure Number Five

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
| Rock Hard | 9.5/10 |
Figure Number Five is the fifth studio album by Swedish melodic death metal band Soilwork. The record was released on 22 April 2003 through Nuclear Blast label. On this release, the band introduces more elements of alternative metal into their melodic death metal style. This would be the last album with Henry Ranta on drums before he left the band after its release.
A few different editions of this album existed upon release. The normal release with eleven tracks, as well as a limited edition release with a second CD including their 1997 demo In Dreams We Fall into the Eternal Lake plus two songs from the Steelbath Suicide demo session. The limited vinyl version of the album features two discs - this album and Natural Born Chaos, black and the other a white-colored vinyl. The Japanese version of the album includes one bonus track, entitled "Bursting Out".

## Background

This album marked keyboardist Sven Karlsson's first attempts at songwriting for the band. While it is not necessarily interconnected with the keyboardist songwriting, this album features more use of the keyboard and lighter melodies. The album is considered a more commercial sound by most fans of Swedish death metal, but it arguably gives the music a broader appeal. However, vocalist Björn Strid has said the album has good melodies but lacks in intensity and could have been better composed; many fans and critics considered the album "rushed".
Music videos were made for the songs "Rejection Role" and "Light the Torch". The music video for "Rejection Role" showed the band playing in a club and being constantly pestered and booed by the members of In Flames, with interspersed footage of other incidents between the two bands. In Flames's video for "Trigger" showed the situation vice versa, In Flames playing and Soilwork as the bullies. The colour is also reversed in each video: blue for In Flames, red for Soilwork. Both videos also had the other band riding in a pickup truck to and from the club. While some believed the tension between the two bands to be real, in reality the groups are close friends and devised the idea of a dual-video concept as a joke.
This was the last album to feature Henry Ranta on drums.

## Reception

In 2005, Figure Number Five was ranked number 398 in Rock Hard magazine's book The 500 Greatest Rock & Metal Albums of All Time.

## Track listing

All lyrics are written by Björn "Speed" Strid

## Charts

| Chart (2003) | Peak position | Certification | Sales/ shipments |
| German Albums Chart | 52 | | |

## Personnel
### Band members

* Björn "Speed" Strid − Vocals
* Peter Wichers − Guitars
* Ola Frenning − Guitars
* Ola Flink − Bass guitar
* Sven Karlsson − Keyboards
* Henry Ranta − Drums

### Guest musicians

* Jens Broman − Guest vocals on "Figure Number Five"
* Richard Larsson − Tambourine on "Brickwalker"
* Bryan Kaschak – Guitar on "Cranking the Sirens"

## Release history

| Country | Date |
| Europe | 22 April 2003 |
| Canada | 5 May 2003 |
| United States | 5 May 2003 |
# InSatDb

InSatDb is a database of microsatellites of sequenced insect genomes
# Finitely presented

In mathematics, finitely presented may refer to:
* finitely presented group
* finitely presented monoid
* finitely presented module
* finitely presented algebra
* finitely presented scheme, a global version of a finitely presented algebra
See also finitely generated (disambiguation).
# Balmoral Park, Lisburn

Balmoral Park is an exhibition park near Lisburn, Northern Ireland. It occupies the site of the previous Maze Long Kesh internment camp.
Balmoral Park is now the home of the Balmoral Show, organized by the Royal Ulster Agricultural Society. As of April 2020, the Eikon Exhibition Centre, which is located in the park, was being considered as a location for one of the NHS COVID-19 critical care hospitals.
It is also one of the two bases of Air Ambulance Northern Ireland.
# Eliza Seaman Leggett

Eliza Seaman Leggett (May 9, 1815 – February 8, 1900) was an American suffragist and abolitionist.

## Biography

Leggett was born on May 9, 1815, in New York City, at 90 (later 21) Beekman Street to parents Valentine Seaman and Anna Ferris. Her father died in 1817, and she (the youngest of ten children) was the last child still living in the family home. Following his death, she spent her summers with William Hicks, a wealthy merchant. She met Augustus Wright Leggett, and would marry him in 1836. They spent a short time in Peekskill, New York, before moving to Hempstead, New York, and in 1852, they moved to Michigan, spending time in Pontiac and Clintonville, before settling in Detroit.
Their home served as a stop on the Underground Railroad, and was also visited by many Progressives, including Amos Bronson Alcott, Julia Ward Howe and Sojourner Truth. She was also involved in the suffrage movement. Leggett advocated for public water fountains in Detroit, becoming one of the major reasons that the city eventually created public drinking fountains, and was largely responsible for first public restrooms in stores in the city. She also heavily promoted Columbus Day. Leggett was the driving force behind the establishment of Belle Isle Park as a park. She was a founder of the Detroit Woman's Club.
She knew and corresponded with many authors, including William Ellery Channing, Washington Irving, Theodore Parker, Amos Bronson Alcott, Charles A. Dana, William Cullen Bryant, Walt Whitman, Louisa May Alcott, Ralph Waldo Emerson and Lucretia Mott. Leggett also worked with Helen Eliza Benson Lloyd Garrison, Lyman Beecher, Laura Smith Haviland, and Elizabeth Comstock. Leggett died on February 8, 1900, in Drayton Plains, Michigan.
She was inducted into the Michigan Women's Hall of Fame in 2003. She also has a Waterford Elementary school named after her, in her honor. The school has since closed, but is home to a branch of the Waterford senior center.
# Balsam Grove, North Carolina

Balsam Grove is an unincorporated community located in Transylvania County, North Carolina within Pisgah National Forest and Nantahala National Forest.
The Pisgah Astronomical Research Institute is located in Balsam Grove.
# Limburg-Weilburg

Limburg-Weilburg is a Kreis (district) in the west of Hesse, Germany. Neighboring districts are Lahn-Dill, Hochtaunuskreis, Rheingau-Taunus, Rhein-Lahn, Westerwaldkreis.

## History

* 1867 the Oberlahnkreis, capital Weilburg was created
* 1886 the district Limburg an der Lahn, capital Limburg created.
* 1974 both districts were merged due to the district reorganization in Hesse.

## Geography

The district is located between the two mountain areas Westerwald and Taunus. The main river is the Lahn, a tributary of the Rhine.

## Coat of arms

The coat of arms consists of the main symbols of the two precursor districts. The cross from the district Limburg, symbolizing both Saint George the patron of the cathedral in Limburg, as well as the bishops of Trier who acquired the Limburg area in the 14th century. The chequered bar inside the cross derives from the Counts of Limburg of the 15th century. The lion in the inescutcheon, which was one of the symbols in the coat of arms of the Oberlahn district, is the lion of Nassau, as the area belonged to the Duchy of Nassau.

## Towns and municipalities

| Towns | Municipalities | |
| Bad Camberg Hadamar Limburg an der Lahn Runkel Weilburg | Beselich Brechen Dornburg Elbtal Elz Hünfelden Löhnberg | Mengerskirchen Merenberg Selters Villmar Waldbrunn Weilmünster Weinbach |
# Andrew Sparkes

Andrew Sparkes CMG (born 4 July 1959) is a former British diplomat who was ambassador to the Democratic Republic of Congo, Kosovo and Nepal.

## Career

Andrew James Sparkes was educated at King Edward's School, Birmingham, Manchester Grammar School and Trinity Hall, Cambridge. He taught English in Japan 1981–82, then joined the Diplomatic Service. In his early career he served at Ankara, Bangkok, Jakarta and on secondment to the then Department of Trade and Industry.
Sparkes was Deputy High Commissioner to South Africa (and Consul-General for Johannesburg and Pretoria) 2001–04, Ambassador to the Democratic Republic of Congo 2004–07, and Ambassador to the Republic of Kosovo 2008–10. In 2010 he was seconded to the European Union as Deputy Head of the largest EU civilian mission in the world, the European Union Rule of Law Mission in Kosovo. In 2013 he was appointed ambassador to Nepal.
In 2014 Sparkes caused a diplomatic row after he sent an open letter to Constituent Assembly members on the occasion of Human Rights Day, at a time when the new Constitution of Nepal was being debated. His letter included the phrase "We encourage you to ensure that the right to change religion is protected ..." Hindu conservatives seized on it as "evidence of a Western conspiracy to spread Christianity in Nepal." Nepal's Foreign Minister, Pradip Kumar Gyawali however said, “We have proof that the relief package given to earthquake victims by some donors and NGOs also carried Bible and related literature,” in relation to humanitarian aid provided to the country in the aftermath of the April 2015 Nepal earthquake.
Sparkes resigned from the Diplomatic Service in April 2015. Since 2016 he has been a senior fellow (teacher) at Winchester College and a member of council of the Royal Society for Asian Affairs.
Sparkes was appointed CMG in the 2007 Birthday Honours.
# Hannah Monson

Hannah Monson (born 21 April 1992) is an Australian actress best known for her role as Kirstie Darrow in the ABC drama Glitch. Since 2023, she has starred as Nicolette Stone on Network 10's soap opera drama Neighbours.

## Filmography
### Film

| Year | Title | Role | Notes |
| 2015 | The Ashes of Isadora Ivan | Erica | Short film |

### Television

| Year | Title | Role | Notes |
| 2014 | Winners & Losers | Alana Shaw | Episode: "Ctrl-Alt-Delete" |
| 2015–2019 | Glitch | Kirstie Darrow | Main role |
| 2017 | The Leftovers | Young Woman | Episode: "G'Day Melbourne" |
| 2020 | Halifax: Retribution | Sian Kelly | 3 episodes |
| 2021 | Tara Tremendous | Charlotte Dupont | 12 episodes (podcast series) |
| 2022 | Hot Department: Dark Web | TikTok Ghost | 1 episode |
| 2023–present | Neighbours | Nicolette Stone | Main role |
# EU-organic production-regulation

The EU-organic production-regulation is a part of the European Union regulation that sets rules about the production of organic agricultural and livestock products and how to label them. In the EU, organic farming and organic food are more commonly known as ecological or biological.
The regulation is derived from the guidelines of the International Federation of Organic Agriculture Movements (IFOAM), which is an association of about 800 member organizations in 119 countries.

## History

The regulation of organic farming and labelling originates from 1991, starting with Regulation (EEC) No 2092/91 of 24 June 1991.
In 1999 it was supplemented by regulation (EC) No. 1804/1999, which regulates the raising, labelling and inspection of the most relevant animal species (i.e. cattle, sheep, goats, horses and poultry). This agreement covers such issues as foodstuffs, disease prevention and veterinary treatments, animal welfare, husbandry practices and the management of manure. Genetically modified organisms (GMOs) and products derived from GMOs are explicitly excluded from organic production methods.
Regulation No. 834/2007 replaced 2092/91 in 2007. Regulation No. 889/2008 would supplement the breeding of animal species and the regulation No. 1235/2008 also regulates the import of ecologically grown agricultural products from third countries.
As of January 2022, organic production is regulated by Regulation (EU) No. 2018/848 of 30 May 2018.

## Organic food logo

In July 2010, a new logo for the organic certification label was chosen to replace the earlier national labels for usage of organic food that meet the criteria of the EU Eco regulation. The regulation also states that the term biological or ecological may be used on products in the EU if the product consists of at least 95% ingredients from EU regulated organic food.
# Leif Claesson (photographer)

Leif "Dodo" Claesson (born Leif John Claesson on 4 November 1959) is a Swedish photographer and actor. Born in Quebec, he currently lives and works in Stockholm. Studying at the Academy for Photography at the School of Industrial Arts in Stockholm, his first project outside of school assignments was his exhibition Parken (The Park). Claesson has participated in solo exhibitions throughout Sweden and in group exhibitions in Sweden, other parts of Europe, and the United States. He is the son of Stig Claesson.
# Dobrenite

Dobrenite is a village in Dryanovo Municipality, in Gabrovo Province, in northern central Bulgaria.
# Aphalangia

Aphalangia is a syndrome with the characteristic absence of the phalanx bone on one or more digits.
# Martin Dvořáček

Martin Dvořáček (born 15 November 1972) is a Czech former professional tennis player.
Born in Brno, Dvořáček made appearances on the satellite tour during the early 1990s.
Dvořáček joined Oklahoma State University in 1996 and formed a doubles partnership with countryman Pavel Kudrnáč which would top the collegiate rankings. He was a two-time doubles silver medalist at the World University Games.
Following his time in Oklahoma he ended up in New York and was a local wildcard entrant in doubles for the 2001 Hamlet Cup, an ATP Tour tournament on Long Island.
Dvořáček is married to former professional tennis player Veronika Dvořáčková (nee Šafářová) and both teach tennis at The Powelton Club in Newburgh, New York. His sister in law is Lucie Šafářová.
# Mary Keys Gibson

Mary Keys Gibson (also Gipson, 1854–1952) was an American nurse. Gibson, a former enslaved person, worked as a midwife for many years and later earned her degree in nursing in 1907 at age 53. Gibson was the first African American to earn an accredited nursing degree in the Southern United States. She helped desegregate nursing as a profession.

## Biography

Gibson was born in Mississippi in 1854 and was an enslaved person. As a young person, she was asked to tend to the sick and injured on the plantation where she was enslaved. After the Civil War, she and her family moved to Sherman, Texas. She met her husband, Reverend Franklin Gibson, in Sherman and the couple moved to Fort Worth in 1872. Together, they helped found what became the Carter Metropolitan CME Church. Mary Gibson worked as a midwife and her husband encouraged her to get a degree in nursing.
Gibson attended a correspondence school, the Chautauqua School of Nursing because segregated school in Texas did not offer degrees in nursing at the time. When she graduated at age 53 in 1907, she became the first African American person in the Southern United States to earn an accredited nursing certificate. In 1909, she lobbied the Texas legislature to pass educational and licensing standards for nursing. Gibson worked to desegregate nursing as a profession. She was involved in 1948 to help desegregate the American Nurses Association.
Gibson died in 1952 at the age of 98.
# E Train

E Train may refer to:
* E (New York City Subway service)
* Electron transport chain
* Green Line E branch, a streetcar line in Boston, Massachusetts
* E Line (Los Angeles Metro), a light rail line in Los Angeles County, California
# Guan Xingya

Guan Xingya (Chinese: 关兴亚; 7 February 1932 – 23 May 2023) was a Chinese petroleum engineer, and an academician of the Chinese Academy of Engineering. He was the pioneer and technological founder of China's acrylonitrile catalyst and its complete process.

## Biography

Guan was born in Fengtian, Fengtian Province, Manchukuo (now Shenyang, Liaoning), on 7 February 1932. In 1951, he entered Jiaotong University, but transferred to Fudan University the next year.
After graduating in 1955, he was assigned to the Acetylene Chemistry Research Office of Shenyang Institute of Chemical Technology, and reassigned to the Petrochemistry Process Room of Shanghai Research Institute of Chemical Industry two years later. He moved up the ranks to become director of the Research Room 2 in June 1960 and deputy chief engineer in July 1981.
On 23 May 2023, he died of an illness in Shanghai, aged 92.

## Honours and awards

* 1988 State Science and Technology Progress Award (Second Class) for the research and development of MB-82 Acrylonitrile Catalyst
* 1993 State Science and Technology Progress Award (First Class) for the research and industrial application of MB-86 Acrylonitrile Catalyst
* 1995 Member of the Chinese Academy of Engineering (CAE)
# Grotta di Santa Croce

The Grotta di Santa Croce is a cave near Bisceglie, in the Apulia region of Italy.
The cave was inhabited during the Later Paleolithic era. It has a rock shelter and a long interior corridor. Red starburst marks are visible 14 meters away from the entrance. A woven basked contained grains of barley and may indicate an offering, and earthenware vessels may have been used to collect water dripping from the ceiling.
# Großderschau

Großderschau is a municipality in the Havelland district, in Brandenburg, Germany. The Dosse river runs past the town.

## Demography

| Year | Pop. | ±% p.a. |
| 1875 | 1,243 | — |
| 1890 | 1,072 | −0.98% |
| 1910 | 909 | −0.82% |
| 1925 | 906 | −0.02% |
| 1933 | 824 | −1.18% |
| 1939 | 807 | −0.35% |
| 1946 | 1,374 | +7.90% |
| 1950 | 1,272 | −1.91% |
| 1964 | 859 | −2.77% |
| 1971 | 797 | −1.06% |
| 1981 | 635 | −2.25% |
| 1985 | 606 | −1.16% |
| 1989 | 616 | +0.41% |
| 1990 | 607 | −1.46% |
| 1991 | 604 | −0.49% |
| 1992 | 583 | −3.48% |
| 1993 | 594 | +1.89% |
| 1994 | 585 | −1.52% |
| 1995 | 586 | +0.17% |
| 1996 | 578 | −1.37% |
| Year | Pop. | ±% p.a. |
| 1997 | 584 | +1.04% |
| 1998 | 594 | +1.71% |
| 1999 | 590 | −0.67% |
| 2000 | 588 | −0.34% |
| 2001 | 595 | +1.19% |
| 2002 | 586 | −1.51% |
| 2003 | 558 | −4.78% |
| 2004 | 551 | −1.25% |
| 2005 | 545 | −1.09% |
| 2006 | 548 | +0.55% |
| 2007 | 519 | −5.29% |
| 2008 | 527 | +1.54% |
| 2009 | 515 | −2.28% |
| 2010 | 492 | −4.47% |
| 2011 | 467 | −5.08% |
| 2012 | 464 | −0.64% |
| 2013 | 453 | −2.37% |
| 2014 | 449 | −0.88% |
| 2015 | 437 | −2.67% |
| 2016 | 444 | +1.60% |
# Alex Tschekaloff

Alex Tschekaloff is an American bridge player.

## Bridge accomplishments
### Wins

* North American Bridge Championships (2)
** Blue Ribbon Pairs (1) 1969
** Nail Life Master Open Pairs (1) 1965
# Martin Wiehle

Martin Wiehle (23 October 1926 – 10 May 2023) was a German historian.

## Life and career

During the Second World War, Wiehle was a German soldier in the Flak and the Kriegsmarine from 1943 to 1945. In the post-war period, he worked as a farm labourer in the Landkreis Bremervörde [de] until 1946, before he was then employed as a miner in Rositz in Thuringia until 1948. This was then followed by specialist training at the librarian school in Jena from 1948 to 1951. He worked from 1951 to 1954 as a librarian at the Landesstelle für Bibliothekswesen, first in Jena, later in Weimar. In 1954, he became director of the public library and "district library Wilhelm Weitling" in Magdeburg. He held this position for more than three decades until 1991. From 1957 to 1963, Wiehle completed a distance learning course in history at Berlin's Humboldt University, from which he came out as a graduate historian.
From 1955, he published works on historical and biographical topics. His main focus was on regional and library history as well as library-related publications. Among his merits are several works on the history of the Magdeburg region, including the Magdeburger Börde and the Altmark. He also contributed to the Magdeburger Biographisches Lexikon published in 2002.
Wiehle died on 10 May 2023, at the age of 96.

## Work

* 450 Jahre Magdeburger Stadtbibliothek, 1975, publisher
* Beiträge zur Weitlingforschung, vol. 1, 1986
* Schätze der Stadtbibliothek Magdeburg, 1992
* Magdeburger Persönlichkeiten, 1993, ISBN 3-910146-06-6
* Altmark-Persönlichkeiten, 1999, ISBN 3-932090-61-6
* Bördepersönlichkeiten, 2001, ISBN 3-935358-20-2
# Alexander McGregor (New Zealand politician)

Alexander Innes McGregor (9 May 1838 – 17 January 1901) was a 19th-century Member of Parliament in New Zealand.
He represented the Akaroa electorate from 1887 to 1890 when he was defeated.
He was a mayor of Akaroa. His only daughter, Annie, married Thomas Penlington, the fourth son of William Penlington who also served as mayor of Akaroa.
# E-function

In mathematics, E-functions are a type of power series that satisfy particular arithmetic conditions on the coefficients. They are of interest in transcendental number theory, and are closely related to G-functions.

## Definition

A power series with coefficients in the field of algebraic numbers
    $f(x)=\sum _{n=0}^{\infty }c_{n}{\frac {x^{n}}{n!}}\in {\overline {\mathbb {Q} }}[\![x]\!]$
is called an E-function if it satisfies the following three conditions:
* It is a solution of a non-zero linear differential equation with polynomial coefficients (this implies that all the coefficients c$_n$ belong to the same algebraic number field, K, which has finite degree over the rational numbers);
* For all $\varepsilon >0$, ${\overline {\left|c_{n}\right|}}=O\left(n^{n\varepsilon }\right),$
    where the left hand side represents the maximum of the absolute values of all the algebraic conjugates of c$_n$;
* For all $\varepsilon >0$ there is a sequence of natural numbers q$_0$, q$_1$, q$_2$,... such that q$_n$c$_k$ is an algebraic integer in K for k = 0, 1, 2,..., n, and n = 0, 1, 2,... and for which $q_{n}=O\left(n^{n\varepsilon }\right).$
The second condition implies that f is an entire function of x.

## Uses

E-functions were first studied by Siegel in 1929. He found a method to show that the values taken by certain E-functions were algebraically independent. This was a result which established the algebraic independence of classes of numbers rather than just linear independence. Since then these functions have proved somewhat useful in number theory and in particular they have application in transcendence proofs and differential equations.

## The Siegel–Shidlovsky theorem

Perhaps the main result connected to E-functions is the Siegel–Shidlovsky theorem (also known as the Siegel and Shidlovsky theorem), named after Carl Ludwig Siegel and Andrei Borisovich Shidlovsky.
Suppose that we are given n E-functions, E$_1$(x),...,E$_n$(x), that satisfy a system of homogeneous linear differential equations
    $y_{i}^{\prime }=\sum _{j=1}^{n}f_{ij}(x)y_{j}\quad (1\leq i\leq n)$
where the f$_{ij}$ are rational functions of x, and the coefficients of each E and f are elements of an algebraic number field K. Then the theorem states that if E$_1$(x),...,E$_n$(x) are algebraically independent over K(x), then for any non-zero algebraic number α that is not a pole of any of the f$_{ij}$ the numbers E$_1$(α),...,E$_n$(α) are algebraically independent.

## Examples

* Any polynomial with algebraic coefficients is a simple example of an E-function.
* The exponential function is an E-function, in its case c$_n$ = 1 for all of the n.
* If λ is an algebraic number then the Bessel function J$_λ$ is an E-function.
* The sum or product of two E-functions is an E-function. In particular E-functions form a ring.
* If a is an algebraic number and f(x) is an E-function then f(ax) will be an E-function.
* If f(x) is an E-function then the derivative and integral of f are also E-functions.