OpenLLM-France/wikimedia huggingface dataset:
# Pisano (surname)

Pisano is a surname. Notable people with the surname include:
* Albert P. Pisano (born 1954), American engineer
* Andrea Pisano (1290–1348), Italian sculptor and architect
* Andrea Pisano (water polo) (born 1961), Italian water polo player
* Bernardo Pisano (1490–1548), Italian composer of the early 16th century
* Berto Pisano (1928–2002), Italian composer, conductor, arranger and musician
* Bonanno Pisano (fl. 1179–1186) Italian sculptor, sometimes credited with being the architect of the Leaning Tower of Pisa
* Edmundo Pisano (1919–1997), Chilean botanist and geographer
* Eros Pisano, (born 1987), Italian footballer
* Etta D. Pisano, American radiologist
* Francesco Pisano (born 1986), Italian footballer
* Franco Pisano (1922–1977), Italian composer, conductor, arranger, and musician
* Gary Pisano, American economist
* Giorgio Pisanò (1924–1997), Italian journalist and politician
* Giovanni Pisano (c. 1250–c. 1315), Italian sculptor
* Giunta Pisano (fl. 1202-1236), Italian painter
* Giuseppe Pisano (born 1988), Italian-born German footballer
* Isabel Pisano (born 1948), Uruguayan actress and journalist
* Joel A. Pisano (1949–2021), American judge
* John Pisano (1931–2024), American jazz musician
* Judith Belushi-Pisano (1951–2024), American radio and television producer
* Leonardo Pisano (c. 1170–c. 1250), Italian mathematician also known as Fibonacci
* Manuel Pisano (born 2006) Italian footballer
* Marco Pisano (born 1981) Italian footballer
* Margarita Pisano (1932–2015), Chilean architect and feminist
* Matías Pisano (born 1991), Argentine footballer
* Nicola Pisano (c. 1220/1225–c. 1284), Italian sculptor
* Nicolás Pisano (born 1982), Argentine footballer
* Nino Pisano (fl. 1349-1368), Italian sculptor
* Octavio Pisano, Mexican-born American actor
* Oscar Pisano (born 1956), Argentine footballer
* Paola Pisano (born 1977), Italian academic and politician
* Rosita Pisano (1919–1975), Italian actress
# Jan Roar Thoresen

Jan Roar Thoresen (born 24 March 1940) is a Norwegian ice hockey player. He played for the club Vålerengens IF and for the Norwegian national ice hockey team. He participated at the Winter Olympics in 1964, where he placed tenth with the Norwegian team.
# Jana Moravcová

Jana Moravcová, married Jana Neumannová (8 May 1937 in Černčice – 12 June 2018) was a Czech poet, writer, and translator. She had a degree from Charles University and taught in Cuba. Some of her work appeared in science fiction anthologies.
# 2012 World Aesthetic Group Gymnastics Championships

The 2012 World Aesthetic Gymnastics Championships, the 13th edition of the Aesthetic group gymnastics competition, was held in Cartagena, Spain from May 25 to 27, at the Municipal Sports Hall of Cartagena.

## Medal winners

| Event | Gold | Silver | Bronze |
| Senior Final | Madonna Russia Daria Ereshchenko, Olesya Vanyukova, Aminat Gutsunaeva, Yuliya Sidorova, Anastasia Karnaukh, Margarita Atamalova, Ksenia Ryazantseva | National Team Bulgaria Kristina Tasheva, Mariya Asporuhova, Ralitsa Gercheva, Dzhuliya Todorova, Radka Nasteva, Ginka Georgieva, Viktoria Stoyanova, Desislava Paycheva | Nebesa Russia Maria Ivanova, Angelina Fedorenko, Olga Trofimenko, Irina Elashko, Ksenia Nikolaeva, Kristina Popova, Ekaterina Sokolova, Ekaterina Kirichek |
# Platydoris cruenta

Platydoris cruenta is a species of sea slug, a dorid nudibranch, shell-less marine opisthobranch gastropod mollusks in the family Discodorididae.

## Distribution

This species was described from New Guinea. It is widespread in the Indo-Pacific Ocean.
# Platydoris ellioti

Platydoris ellioti is a species of sea slug, a dorid nudibranch, shell-less marine opisthobranch gastropod mollusks in the family Discodorididae.

## Distribution

This species was described from India. It is reported from the East coast of Africa to northern Australia.
# Jana nigrorufa

Jana nigrorufa is a moth in the family Eupterotidae. It was described by Lucien A. Berger in 1980. It is found in Burundi.
# Pivara

Pivara (Serbian Cyrillic: Пивара) was one of five city municipalities which constituted the City of Kragujevac. The municipality was formed in May 2002, only to be dissolved in March 2008.

## Inhabited places

The Municipality of Pivara comprised the following settlements:
| Settlement | Population | Area (ha) |
| Urban Kragujevac | 42,388 | 2214 |
| Baljkovac | 621 | 847 |
| Botunje | 649 | 1314 |
| Bukorovac | 229 | 1433 |
| Velika Sugubina | 284 | 2034 |
| Velike Pčelice | 673 | 4073 |
| Gornja Sabanta | 839 | 1490 |
| Gornje Komarice | 322 | 1841 |
| Donja Sabanta | 651 | 2517 |
| Donje Komarice | 545 | 2782 |
| Dulene | 218 | 2567 |
| Jabučje | 154 | 523 |
| Korman | 692 | 774 |
| Maršić | 294 | 882 |
| Trmbas | 595 | 556 |
| Total | 49,154 | 25,847 |
# Poropuntius chonglingchungi

Poropuntius chonglingchungi is a species of ray-finned fish in the genus Poropuntius. The species is only known from Fuxian Lake in Yunnan; it enters streams for spawning. It has been impacted by introduced species, the loss of spawning habitat, and over-fishing. It has not been recorded since the 1980s; IUCN considers it as Critically Endangered and possibly extinct.
# Rhombophryne guentherpetersi

Rhombophryne guentherpetersi is a frog of the family Microhylidae. It is endemic to northern Madagascar and known from the Tsaratanana Massif. It inhabits high-elevation forest and, perhaps, montane grassland, at elevations of 2,000–2,600 m (6,600–8,500 ft) above sea level. It is a rare species that suffers from habitat loss and degradation. It occurs in the Tsaratanana Reserve but the reserve borders are ambiguous, complicating management of the area.
# Paradis

Paradis may refer to:

## Places
### Belgium

* Paradis (Charleroi Metro), a Belgian railway station located in Fontaine-l'Évêque

### Canada

* Paradis, Quebec, Canada
* Paradise Lake (Quebec) or Lac Paradis, Canada

### Iran

* Paradis, Iran, a village

### Norway

* Paradis, Bergen, a neighborhood in the city of Bergen in Vestland county
** Paradis (station), a Bergen Light Rail station - see List of Bergen Light Rail stations
* Paradis (Kristiansand), a neighborhood in the city of Kristiansand in Agder county
* Paradis, Rogaland, a neighborhood in the city of Stavanger in Rogaland county
** Paradis Station, a railway station in Paradis, Rogaland

### Saint Martin

* Pic Paradis, the highest point on the Caribbean island of Saint Martin, an overseas collectivity of France

### United States

* Paradis, Louisiana, United States, a census-designated place

## Other uses

* Paradis (duo), French electronic music duo
* Paradis (surname), a list of people whose surname is Paradis
* Paradis (novel), a 1981 novel by Philippe Sollers
* Tour Paradis (Paradise Tower), a skyscraper in Liege, Belgium
* Paradis, the French name for the gods, the highest viewing area in a theatre
* Paradis Island, the setting of Attack on Titan in which the world's geography matches our own. Paradis Island is present-day Madagascar
* "Paradis", a 2017 song by Orelsan from La fête est finie
# Ignatius O'Connor

Brother Ignatius O'Connor FMS (16 July 1896 – 19 March 1949), was the religious name of Vincent Ignatius O'Connor, an Australian Marist Brother who worked in Sydney and Queensland. He was the founding headmaster of Catholic boys' school Marist College Ashgrove in 1940, having previously been headmaster at Marcellin College Randwick.
Born in Sydney, Vincent Ignatius O'Connor was educated at the Marist Brothers' Juniorate at Hunters Hill, and began his novitiate in 1914. Brother Ignatius was on staff at St. Joseph's College, Hunters Hill from 1926 to 1931, and obtained degrees in Arts and Economics at the University of Sydney. Appointed as director of the Brothers' college at Randwick from 1932 to 1937, he achieved remarkable success in expanding the school through significant building projects during these depression years, attracting support ranging from local community level to members of parliament and the Governor of New South Wales, Sir Philip Game.
After visiting Europe in 1939, Brother Ignatius continued his work in 1940 as the founding director of the Brothers' new college at Ashgrove in Brisbane, on the site of the former St Jude’s Seminary. The clearing of the recreation ground and sports oval and construction of the school's swimming pool was completed under his leadership in the first year. However, the college was only open for two years before the grounds were commandeered by the Australian Army in 1942. The boarding students were evacuated to Eagle Heights on Tamborine Mountain, where several guest houses were rented for accommodation and a building was purchased for the new school.
Brother Ignatius suffered a stroke in 1944, which undermined his health and left him bed-ridden for the remainder of his life. He did not return with the senior students in 1945, after the military occupation of the college at Ashgrove had ended, but remained with the Marist community at Eagle Heights until his death, at the age of 52, in 1949. Archbishop James Duhig presided over the requiem and his burial at Eagle Heights, which was attended by many friends, including the Premier of Queensland, Ned Hanlon.
In honour of his work in the founding of the college at Ashgrove, one of the eight houses of the secondary school was named in his memory when the house system began in 1993.
# Phyllonorycter montanella

Phyllonorycter montanella is a moth of the family Gracillariidae. It is known from Pakistan.
The larvae feed on Lonicera quinquelocularis. They mine the leaves of their host plant.
# International Society of Electrochemistry

The International Society of Electrochemistry (ISE) is a global scientific society founded in 1949. The Head Office of ISE is located now in Lausanne, Switzerland. ISE is a Member Organization of IUPAC. The Society has now more than 1900 Individual Members, 15 Corporate Members (Universities and non-profit research organizations from Belgium, Croatia, Finland, Germany, India, Italy, New Zealand, Poland, Spain, Switzerland and Serbia) and 16 Corporate Sustaining Members. ISE has also 8 Divisions and Regional Representatives.
ISE's objectives are:
* to advance electrochemical science and technology
* to disseminate scientific and technological knowledge
* to promote international cooperation in electrochemistry
* to maintain a high professional standard among its members.
# Paul Brooks (disambiguation)

Paul Brooks may refer to:
* Paul Brooks, British-born film producer
* Paul Brooks (cricketer) (1921–1946), English cricketer
* Paul Brooks (writer) (1909–1998), nature writer, book editor, and environmentalist
# Pointes du Châtelard

Pointes du Châtelard is a mountain of Savoie, France. It lies in the Massif de la Vanoise range. It has an elevation of 3,479 metres above sea level.
* This Savoie geographical article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Pointes et plages de Saziley et Charifou

Pointes et plages de Saziley et Charifou (Points and beaches of Salizey and Charifou) is a protected area in Mayotte, a French island territory in the Comoro archipelago of the western Indian Ocean. It was established in 1997.

## Description

The protected area includes Point Saziley, the south-easternmost headland of the island, and adjacent areas. Point Saziley is 4 km long with a sharp ridge rising to 233 m and is vegetated with dry shrubland and thicket containing baobabs (Adansonia digitata). The protected area also includes the beaches and mangroves of Dapani and Charifou west of Point Salizey. The adjacent sea is part of Mayotte Marine Natural Park.

## Wildlife

The area supports populations of Comoros olive pigeon (Columba pollenii), Comoros blue pigeon (Alectroenas sganzini), Mayotte white-eye (Zosterops mayottensis), Mayotte sunbird (Cinnyris coquerellii) and red-headed fody (Foudia eminentissima). It is also home to Robert Mertens's day geckos (Phelsuma robertmertensi), island day geckos (Phelsuma nigristriata) and Pasteur's day geckos (Phelsuma v-nigra pasteuri). Its beaches are a nesting site for green, and probably hawksbill, sea turtles.
Together with Mont Choungui to the west, it forms the 1600 ha Mlima Choungui and Sazilé or Crêtes du Sud Important Bird Area (IBA), as identified as such by BirdLife International.
# Pointer state

In quantum Darwinism and similar theories, pointer states are quantum states, sometimes of a measuring apparatus, if present, that are less perturbed by decoherence than other states, and are the quantum equivalents of the classical states of the system after decoherence has occurred through interaction with the environment. 'Pointer' refers to the reading of a recording or measuring device, which in old analog versions would often have a gauge or pointer display.
# Podmilačje

Podmilačje (Serbian Cyrillic: Подмилачје) is a village in the municipality of Jajce, Bosnia and Herzegovina.
In the village the shrine of Saint John the Baptist is situated since 15th century.

## Demographics

According to the 2013 census, its population was 430.
Ethnicity in 2013 :
| Ethnicity | Number | Percentage |
| Croats | 417 | 97.0% |
| Bosniaks | 12 | 2.8% |
| Serbs | 1 | 0.2% |
| Total | 430 | 100% |
# Invictus (Iconoclast III)

Professional ratings :
| Review scores ||
| Source | Rating |
| About.com | |
| AllMusic | |
| PopMatters | 9/10 |
| Rock Hard | 9.0/10 |
| Sputnikmusic | 2.5/5 |
Invictus (Iconoclast III) is the sixth studio album by German extreme metal band Heaven Shall Burn and is the last part of the Iconoclast trilogy, following their previous studio album Iconoclast (Part 1: The Final Resistance) released in 2008 and the live CD/DVD Bildersturm – Iconoclast II (The Visual Resistance) released in 2009.
It was released on May 21, 2010 in Germany, Austria and Switzerland. On June 8, 2010 it was released in the United States. The band uploaded the songs "Combat" and "The Omen" on their Myspace profile as a preview.
The album entered the German Media Control Charts at No. 9. Selling 900 copies in the first week Invictus entered the US Top Heatseekers at No. 48

## Track listing

The limited edition includes, a wristband, a sticker and a bonus DVD containing a special live performance in Vienna with the theme "Defending Sparta". Inspired by the movie 300, the band chose 300 fans, gave them special T-shirts and let them have a battle on the band's music.

## Credits

Production and performance credits are adapted from the album liner notes.

### Production ("Defending Sparta")

* Alexander Dietz – recording, mixing
* Patrick W. Engel – mixing, mastering
* Werner Stockinger – show production
* Benjamin Mahnert – show production
* Maik Weichert – show production
* Steffen "Slayer" Jochmann – FoH sound
* Martin Kames – light design

## Release history

| Region | Date |
| Germany, Austria, Switzerland | May 21, 2010 |
| United Kingdom, Belgium, Netherlands, Luxembourg, France, Greece, Denmark, Norway, Portugal, Europe | May 24, 2010 |
| Spain, Italy | May 25, 2010 |
| Sweden, Finland, Hungary | May 26, 2010 |
| North America | June 8, 2010 |

## Chart performance

| Chart (2010) | Peak position |
| Austrian Albums (Ö3 Austria) | 17 |
| German Albums (Offizielle Top 100) | 9 |
| Greek Albums (IFPI) | 14 |
| Japanese Albums (Oricon) | 258 |
| Swiss Albums (Schweizer Hitparade) | 38 |
| US Top Heatseekers Albums (Billboard) | 48 |
# Pittsburg, Missouri

Pittsburg is an unincorporated community in Hickory County, Missouri, United States. It is located approximately ten miles south of Hermitage on Route 64. The community lies on the shores of Pomme de Terre Lake. The ZIP Code for Pittsburg is 65724.

## History

A post office called Pittsburg has been in operation since 1846. Pittsburg was named for the Pitts family of early settlers.
# Posen, Washington County, Illinois

Posen is an unincorporated community in Bolo Township, Washington County, Illinois, United States. Posen is 6.4 miles (10.3 km) southeast of Nashville. Since 1901, Our Lady of Perpetual Help Church, a member of the Diocese of Belleville has been located here. As with many small homestead communities, little documentation of Posen exists online despite historical and local significance. The community was named after Poznań, Poland because much like the rest of Washington County, Posen was settled entirely by Poles, some of whom were secular Polish Jews before converting to Roman Catholicism. Having dwindled in population with time, the only remaining buildings apart from the Roman Catholic parish are a handful of residential homes, an old storefront converted into a residential unit, a large graveyard of the parishioners and pioneers, the Bolo Township Hall, and an alpaca farm. The original church structure was replaced in the late 1960s.
# Saratov (disambiguation)

Saratov is a major city in southern Russia.
Saratov may also refer to:
* Saratov Oblast, a federal subject of Russia
* Saratov Hydroelectric Station, a hydroelectric power plant on the Volga River, Russia
* Saratov Reservoir, an artificial lake in the lower part of the Volga River, Russia
* Saratov Airlines, a Russian airline headquartered in Saratov, Russia
* The Saratov Approach, a film about the kidnapping of two Mormon missionaries in this area of Russia
* Saratov, a Russian Alligator-class landing ship which was sunk on 24 March during the 2022 Russian invasion of Ukraine
# Rhynchactis microthrix

Rhynchactis microthrix is a species of whipnose angler only known from the western Indian Ocean where it is found at depths of around 2,250 metres (7,380 ft). This species grows to a length of 11.3 centimetres (4.4 in) SL.
# Parfait Ndong

Parfait Justé Nguema Ndong (born 23 July 1973) is a Gabonese former professional footballer who played as a defender.

## Career

In 1995, Ndong signed for Portuguese third division side Maia from Amora in the Portuguese second division.
In 1996, he signed for Portuguese top flight club Chaves. While playing for Gabon, Ndong suffered a fractured knee, causing him to retire from professional football, before joining a team in the Swiss lower leagues.
# Paradrillia darnleyensis

Paradrillia darnleyensis is a species of sea snail, a marine gastropod mollusk in the family Horaiclavidae.

## Distribution

This marine species is endemic to Australia and occurs off Queensland.
# Recursive wave

A recursive wave is a self-similar curve in three-dimensional space that is constructed by iteratively adding a helix around the previous curve.

## Construction

A recursive wave of depth $n$ can be constructed as following:
$\psi _{0}(x)=x(ai+bi+ck)$
$\psi _{n}(x)=\psi _{n-1}(x)+R(A(n)g_{n}(x),\ \psi _{n-1}'(x),\ f(n)x+\alpha (n))$
where
$g_{n}(x)=|{\vec {w}}\times |\psi _{n-1}'(x)||$
and
$R({\vec {A}},{\vec {B}},\theta )=e^{{\vec {B}}\theta /2}{\vec {A}}e^{-{\vec {B}}\theta /2}$

## Clarification

Each wave at non-zero depth $n$ is described by an amplitude $A(n)$, frequency $f(n)$ and phase offset $\alpha (n)$.
$g_{n}(x)$ represents a unit vector that is perpendicular to the previous curve at $x$. An arbitrary vector ${\vec {w}}$ is chosen to be the fixed "rag" vector.
$R$ is a function that rotates a vector ${\vec {A}}$ around an axis defined by a vector ${\vec {B}}$ by $\theta$ degrees. In this case it is expressed with quaternions.
# Recursive partitioning

Recursive partitioning is a statistical method for multivariable analysis. Recursive partitioning creates a decision tree that strives to correctly classify members of the population by splitting it into sub-populations based on several dichotomous independent variables. The process is termed recursive because each sub-population may in turn be split an indefinite number of times until the splitting process terminates after a particular stopping criterion is reached.
Recursive partitioning methods have been developed since the 1980s. Well known methods of recursive partitioning include Ross Quinlan's ID3 algorithm and its successors, C4.5 and C5.0 and Classification and Regression Trees (CART). Ensemble learning methods such as Random Forests help to overcome a common criticism of these methods – their vulnerability to overfitting of the data – by employing different algorithms and combining their output in some way.
This article focuses on recursive partitioning for medical diagnostic tests, but the technique has far wider applications. See decision tree.
As compared to regression analysis, which creates a formula that health care providers can use to calculate the probability that a patient has a disease, recursive partition creates a rule such as 'If a patient has finding x, y, or z they probably have disease q'.
A variation is 'Cox linear recursive partitioning'.

## Advantages and disadvantages

Compared to other multivariable methods, recursive partitioning has advantages and disadvantages.
* Advantages are:
** Generates clinically more intuitive models that do not require the user to perform calculations.
** Allows varying prioritizing of misclassifications in order to create a decision rule that has more sensitivity or specificity.
** May be more accurate.
* Disadvantages are:
** Does not work well for continuous variables
** May overfit data.

## Examples

Examples are available of using recursive partitioning in research of diagnostic tests. Goldman used recursive partitioning to prioritize sensitivity in the diagnosis of myocardial infarction among patients with chest pain in the emergency room.
# Recursive tree

In graph theory, a recursive tree (i.e., unordered tree) is a labeled, rooted tree. A size-n recursive tree's vertices are labeled by distinct positive integers 1, 2, …, n, where the labels are strictly increasing starting at the root labeled 1. Recursive trees are non-planar, which means that the children of a particular vertex are not ordered; for example, the following two size-3 recursive trees are equivalent: $_3$/$^1$\$_2$ = $_2$/$^1$\$_3$.
Recursive trees also appear in literature under the name Increasing Cayley trees.

## Properties

The number of size-n recursive trees is given by
    $T_{n}=(n-1)!.\,$
Hence the exponential generating function T(z) of the sequence T$_n$ is given by
    $T(z)=\sum _{n\geq 1}T_{n}{\frac {z^{n}}{n!}}=\log \left({\frac {1}{1-z}}\right).$
Combinatorically, a recursive tree can be interpreted as a root followed by an unordered sequence of recursive trees. Let F denote the family of recursive trees. Then
    $F=\circ +{\frac {1}{1!}}\cdot \circ \times F+{\frac {1}{2!}}\cdot \circ \times F*F+{\frac {1}{3!}}\cdot \circ \times F*F*F*\cdots =\circ \times \exp(F),$
where $\circ$ denotes the node labeled by 1, × the Cartesian product and $*$ the partition product for labeled objects.
By translation of the formal description one obtains the differential equation for T(z)
    $T'(z)=\exp(T(z)),$
with T(0) = 0.

## Bijections

There are bijective correspondences between recursive trees of size n and permutations of size n − 1.

## Applications

Recursive trees can be generated using a simple stochastic process. Such random recursive trees are used as simple models for epidemics.