OpenLLM-France/wikimedia huggingface dataset:
# Isabelle Sbrissa

Isabelle Sbrissa (born 1971 in Geneva) is a Swiss writer, active in the field of poetry and theater. She is considered a representative of the new generation of Swiss poetry.

## Biography

Sbrissa was born in 1971 in Geneva and currently lives there.
Sbrissa studied at the Institut Littéraire de Bienne.
After a period of time writing plays for theater, Sbrissa became interested in the vocal dimension of poetry. She experiments with different forms of performing poetry by mingling polyphony and the interference of several languages. Her poetry places importance on orality, revisiting canonical forms and translations in a creative way. She often uses translation in an unknown language, thus exploring the musicality of language and emphasizing it over the function of communication.
Her poems mix together different languages, putting forth similarities in their vocal universe, deploying open significations inclining towards a form of singing.

## Publications

* La Traversée du désert,(Éditions Bernard Campiche 2009)
* Le Quatre-Mains (Éditions Bernard Campiche, 2009)
* Travaux d’Italie (dans Grumeaux, Violence, n° 3, 2012, Éditions NOUS, 2012)
* poèmes poèmes1 (éditions disdill, 2013)
* R (éditions disdill, 2013)
* Mot a mort (KIN issue 3 2013.01)

## Online publications

* sonnetsTM, 2015 sur sitaudis.fr
Noëlle Revaz, Escales & Isabelle Sbrissa, intimités, amuse-bouche et cycles littérature de partout
* Baccalà alla ligure / Baquelle à la dure, revue coaltar?
* Langue morte (audio)
* Ceylor (audio)
* Transformation de la vie antérieure d'Oscar Pastor
# 1983 Bavarian Tennis Championships

The 1983 Bavarian Tennis Championships was a men's Grand Prix tennis circuit tournament held in Munich, West Germany which was played on outdoor clay courts. It was the 67th edition of the tournament and was held from 16 May through 22 May 1983. First-seeded Tomáš Šmíd won the singles title.

## Finals
### Singles

Tomáš Šmíd defeated Joakim Nyström 6–0, 6–3, 4–6, 2–6, 7–5
* It was Šmid's 5th title of the year and the 26th of his career.

### Doubles

Chris Lewis / Pavel Složil defeated Anders Järryd / Tomáš Šmíd 6–4, 6–2
* It was Lewis's 2nd title of the year and the 9th of his career. It was Slozil's 4th title of the year and the 15th of his career.
# Københavns Møllestensfabrik og Møllebyggeri

Københavns Møllestensfabrik og Møllebyggeri was a company specializing in construction of windmills and watermills as well as the manufacturing of mill stones.

## History

Københavns Møllestensfabrik was founded by Ferdinand Jensen (1844-1898) on 10 November 1868. The company was located on Toldbodvej (now Esplanaden). Jensen had recently returned from Germany and France where he had worked for some of the leading manufacturers of mill stones. The French mill stones were very sought after in Denmark at the time.
The growing company soon relocated to new and larger premises on Norgesgade (now Bredgade). It also started an import of Rheinich mill stones and later established a production of artificial mill stones. In 1775, Jensen established a sister company in Malmö.
The company was represented and won medals at a number of international exhibitions: 1879 (Berlin), 1880 (Malmø), 1888 (København), 1896 (Malmø), and 1897 (Stockholm).
When the company's factory in Norgesgade also became too small, it relocated to a new site at Vodroffsvej 61 in Frederiksberg. A new factory was built in 1890. The ground floor contained the workshop. The first floor was used for offices and design studio. Hensen's father lived in an apartment on the second floor. Ferdinand Jensen lived with his family on the other side of the street in No. 56.
Ferdinand Jensen died from a stroke on 19 November 1898. The company was then continued by his widow Agnes Elisabeth Jensen (née Grønberg) until 1916 in a partnership with Carl Hemmerth who served as managing director. The company received more medals on international exhibitions in 1901 (Gefle), 1903 (Helsingborg), 1906 (Norköbing) and 1907 (Lund).
It was converted into a limited company (aktieselskab) in 1921. On 17 May 1922, it was merged with N. Nielsen & Co., a company founded on 13 July 1871 by Niels Nielsen. The company was now located at Rentemestervej 23. Engineer Fritz Bülow-Nielsen was managing director of the company from 1932. He died in 1936 and was succeeded by Erik Wintermark (born 1915).

## Publications

The company published "Ferdinand Jensen's Handbook for the Mill Industry" ("Ferd. Jensens Haandbog i Mølleindustrien") in 1893. In 1994, Jesen published a 75-page, bilingual (Danish and Swedish) "Illustreret Katalog over Maskiner og Artikler til Møllebrug fra Kjøbenhavns Møllestensfabrik og Malmø franska Qvarnstensfabrik".
# 2000 Gerry Weber Open – Doubles

Jonas Björkman and Patrick Rafter were the defending champions, but lost in the semifinals this year.
Nicklas Kulti and Mikael Tillström won the title, defeating Mahesh Bhupathi and David Prinosil 7–6$^{(7–4)}$, 7–6$^{(7–4)}$ in the final.

## Seeds

* Paul Haarhuis / Sandon Stolle (semifinals)
* Mahesh Bhupathi / David Prinosil (final)
* Nicklas Kulti / Mikael Tillström (champions)
* Jonas Björkman / Patrick Rafter (semifinals)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final |
| 1 | P Haarhuis S Stolle | 7$^{11}$ | 3 | 7$^{11}$ | | | | | | | | | | | | | | |
| WC | M-K Goellner N Kiefer | 6$^9$ | 6 | 6$^9$ | 1 | P Haarhuis S Stolle | 7 | 6 | | | | | | | | | | |
| | R Koenig A Olhovskiy | 6$^4$ | 6 | 6 | | R Koenig A Olhovskiy | 5 | 3 | | | | | | | | | | |
| | O Delaître J Tarango | 7$^7$ | 2 | 4 | | | | | | 1 | P Haarhuis S Stolle | 6 | 4 | 3 | | | | |
| 3 | N Kulti M Tillström | 1 | 6 | 6 | | | | | | 3 | N Kulti M Tillström | 3 | 6 | 6 | | | | |
| | D Johnson P Norval | 6 | 2 | 2 | 3 | N Kulti M Tillström | 4 | 6 | 6 | | | | | | | | | |
| LL | K Braasch F Stauder | 6 | 2 | 7$^{11}$ | LL | K Braasch F Stauder | 6 | 3 | 4 | | | | | | | | | |
| | M Bertolini C Brandi | 3 | 6 | 6$^9$ | | | | | | | | | | | 3 | N Kulti M Tillström | 7$^7$ | 7$^7$ |
| Q | N Escudé R Federer | 6 | 6 | | | | | | | | | | | | 2 | M Bhupathi D Prinosil | 6$^4$ | 6$^4$ |
| | T Shimada M Wakefield | 3 | 4 | | Q | N Escudé R Federer | 3 | 4 | | | | | | | | | | |
| | D Bowen A Kitinov | 2 | 7$^7$ | 3 | 4 | J Björkman P Rafter | 6 | 6 | | | | | | | | | | |
| 4 | J Björkman P Rafter | 6 | 6$^4$ | 6 | | | | | | 4 | J Björkman P Rafter | 6 | 6$^5$ | 4 | | | | |
| | A Florent D Macpherson | 5 | 6 | 6 | | | | | | 2 | M Bhupathi D Prinosil | 3 | 7$^7$ | 6 | | | | |
| WC | M Kohlmann R Schüttler | 7 | 3 | 4 | | A Florent D Macpherson | 6$^2$ | 3 | | | | | | | | | | |
| WC | Alex Bose T Haas | 5 | 4 | | 2 | M Bhupathi D Prinosil | 7$^7$ | 6 | | | | | | | | | | |
| 2 | M Bhupathi D Prinosil | 7 | 6 | | | | | | | | | | | | | | | |
# 2005–06 Moldovan Cup

The 2005–06 Moldovan Cup was the 15th season of the Moldovan annual football cup competition. The competition ended with the final held on 10 May 2006.

## Round of 16

The first legs were played on 28 September 2005. The second legs were played on 19 October 2005.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Avenarex | 0–13 | Tiraspol | 0–3 | 0–10 |
| Fortuna | 0–7 | Zimbru | 0–2 | 0–5 |
| Intersport-Aroma | 3–3 (a) | Dinamo | 1–0 | 2–3 |
| Dacia | 9–1 | Floreni | 4–0 | 5–1 |
| Olimpia | 0–3 | Nistru | 0–3 | w/o |
| CSCA-Agro | 1–6 | Politehnica | 1–2 | 0–4 |
| Viișoara | 0–4 | Tiligul-Tiras | 0–4 | w/o |
| Sheriff | 26–0 | Viitorul | 10–0 | 16–0 |

## Quarter-finals

The first legs were played on 3 November 2005. The second legs were played on 10 November 2005.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Tiraspol | 0–3 | Zimbru | 0–2 | 0–1 |
| Politehnica | 3–4 | Nistru | 0–4 | 3–0 |
| Tiligul-Tiras | 0–1 | Dacia | 0–0 | 0–1 |
| Intersport-Aroma | 0–7 | Sheriff | 0–4 | 0–3 |

## Semi-finals

The first legs were played on 5 April 2006. The second legs were played on 13 April 2006.
| Team 1 | Agg.Tooltip Aggregate score | Team 2 | 1st leg | 2nd leg |
| Sheriff | 4–3 | Zimbru | 2–1 | 2–2 |
| Nistru | 1–0 | Dacia | 0–0 | 1–0 |
# Kong Karls Land

Kong Karls Land or King Charles Land is an island group in the Svalbard archipelago, in the Arctic Ocean. The island group covers an area of 342 km$^2$ (132 sq mi) and is made up of the islands of Kongsøya, Svenskøya, Abel Island, Helgoland Island, and Tirpitzøya.
The islands, which have the largest concentration of polar bear in Svalbard, are part of the Nordaust-Svalbard Nature Reserve, along with Nordaustlandet and Kvitøya. There is a ban on traffic to the islands, which includes the areas of the sea up to 500 metres away from shore and the airspace up to 500 metres above the area.
Kong Karls Land was discovered by an expedition sent by the Muscovy Company in 1617, probably from a high point on Barentsøya. They named the group Wiche Islands, after a member of the company, Richard Wyche. In the mid-19th century, the islands were rediscovered, and in 1859 the Norwegian Erik Eriksen made the first landing on Svenskøya. In 1870, the Württemberger Theodor von Heuglin named the archipelago King Charles Land after his King Charles I of Württemberg.

## Ecology

The polar bear is found during portions of the year at Kong Karls Land; this bear feeds on local harp seals and ring seals. The sub-population of polar bears found here is a genetically distinct set of polar bears specifically associated with the Barents Sea region.
# Open the Window – Close the Door: Live in Japan

Open the Window – Close the Door: Live in Japan is the fourth live album by English hard rock band Thunder. Recorded over four shows at Club Citta in Kawasaki, Japan in March 2000, during the final leg of the band's farewell tour prior to their initial breakup, it was produced by the band's two guitarists, Luke Morley and Ben Matthews. The album was released on 5 September 2000 by Victor Entertainment – the second Thunder live album exclusive to Japan.
Thunder announced in November 1999 that they were due to split up, following one last concert tour. The final leg of the tour took place in Japan, beginning on 8 March 2000 and ending eleven days later (a final UK show was later scheduled for May). Of the nine shows on the Japanese Farewell Tour, four took place at Club Citta in Kawasaki on 12, 13, 14 and 19 March. Recordings from these shows made up Open the Window – Close the Door: Live in Japan.

## Background

On 5 November 1999, Thunder released a statement which revealed that they had decided to break up. The announcement explained that "After a great deal of exploration, discussion and soul searching, we have decided to split up. The reasons are many and complex, but to cut a long story short, we feel we have no choice. We must stress that this decision is due to outside business forces and not down to any personal or musical differences within the band." Speaking later about the band's breakup, vocalist Danny Bowes explained that "I felt by late 1999 that we couldn't compete, and I was very fed up", adding that "Basically, I'd had enough". Both Bowes and guitarist Luke Morley expressed frustration with the band's frequent change of record labels, including their latest label Eagle Records.
Starting the following month, the band completed an official farewell tour, beginning with a run of UK shows wrapping up on 11 December at The Forum in London. The final full leg of the tour took place in Japan between 8 and 19 March 2000, with shows in Nagano, Nagoya, Shizuoka, Kawasaki and Osaka (these were followed only by one final show in the UK on 4 May, which was recorded and later released as They Think It's All Over... It Is Now and They Think It's All Acoustic... It Is Now). The tracks on Open the Window – Close the Door: Live in Japan were edited together from recordings taken across the four shows in Kawasaki and the album was released as a Japan exclusive on 5 September 2000. It was produced by guitarists Luke Morley and Ben Matthews, the latter of whom also mixed the record.

## Personnel

* Danny Bowes – vocals
* Luke Morley – guitar, backing vocals, harmonica, production
* Ben Matthews – guitar, keyboards, backing vocals, production, mixing
* Chris Childs – bass, backing vocals
* Gary "Harry" James – drums, percussion, backing vocals, guitar
* Hiroshi Kawasaki – mastering
# Percy H. Whiting

Percy H. Whiting was an American author, newspaper reporter, sports editor, advertising writer, salesman, and professional speaker. From Chappaqua, New York, he rose to become Vice President of Dale Carnegie & Associates. He dedicated each of his books to his wife Gene.

## Quotes by Whiting

* “Selling, to be a great art, must involve a genuine interest in the other person's needs. Otherwise it is only a subtle, civilized way of pointing a gun and forcing one into a temporary surrender.”
* “Time is a fixed income, and as with any income, the real problem facing us is how to work successfully with our daily allotment.”
* “You can do anything if you have enthusiasm. Enthusiasm is the yeast that makes your hope rise to the stars. Enthusiasm is the sparkle in your eye, it is the swing in your gait, the grip in your hand, the irresistible surge of your will and your energy to execute your ideas.”
* “Anyone can learn to be funny* -- I know, because I did.” Footnote: “* Well, anyway--moderately funny.”
# Persian Diatessaron

The Persian Diatessaron of Iwannis ‛Izz al-Din of Tabriz is a 13th-century Gospel harmony, the earliest of the Bible translations into Persian. It appears to have been translated from a late copy of a Syriac harmony.
# Saint Michael Higher Technical Institute, Amparibe

Saint Michael Higher Technical Institute, Amparibe, (Etablissement Technique Supérieur Saint Michel – ETS) was founded by the Jesuits in 1983 in Antananarivo, Madagascar.
It offers two academic paths:
* An undergraduate (3 years and delivering a bachelor's degree).
* A graduate (5-years delivering a master's degree)
The university offers two main programs:
* Mechanical Engineering and Industrial computing.
* Electromechanical and Industrial computing.

## History

On 28 March 1888 the French Jesuit superior in Madagascar determined that "the Jesuits would open a college ...that would provide the Mission with catechists and teachers, and the Hova government with officials, French collaborators, and employees." The college was named in honor of Fr. Michel Lanusse, who spent over 30 years on the Mission. The college began on land granted by King Radama II and then moved to Lake Anosy, on land that Queen Ranavalona III donated in the current area of Saint-Michel in Amparibe.
While the college began as a preserve of the elite, training many of the political and business leaders in Madagascar, it expanded its offerings over time: Elementary Mathematics (1956), Experimental Sciences (1960), coeducation (1966), and in 1983 the opening of the Higher Technical Institute (1983) on the premises.
# Pasiphila bilineolata

Pasiphila bilineolata is a moth in the family Geometridae. It is endemic to New Zealand and can be found in the North and South Islands. The species inhabits native forest and shrubland and the larvae feed on Hebe species. Adults are on the wing commonly from August to January but have been observed most months of the year and are attracted to light.

## Taxonomy

This species was first described by Francis Walker in 1862 and named Eupithecia bilineolata. Walker used a specimen collected by T. R. Oxley in Nelson. In 1888 Edward Meyrick placed this species in the genus Pasiphila. In 1898 and again in 1928 George Hudson discussed and illustrated this species under the name Chloroclystis bilineolata. In 1971 John S. Dugdale placed this species back in the genus Pasiphila. In 1988 Dugdale confirmed this placement and also synonymised Chloroclystis lacustris, Chloroclystis paralodes and Chloroclystis zatricha with this species. Robert Hoare, in the New Zealand Inventory of Biodiversity, followed this placement. The female holotype specimen is held at the Natural History Museum, London.

## Description

Walker described the species as follows:
   Female. Greenish cinereous. Palpi obliquely ascending, as long as the breadth of the head. Thorax with two black points on each side. Abdomen slightly crested, with a broad blackish band near the base. Wings rather broad, with several brown denticulated lives, some of which, and especially in the fore wings, are clouded or pointed with black; submarginal line whitish, zigzag; marginal points black, elongated. Fore wings slightly acute, with a fawn coloured tinge at the base, and with a black discal point. Hind wings reddish cinereous. Length of the body 4 lines; of the wings 12 lines.
The forewings are bright green with numerous wavy darker lines. The hindwings are grey, slightly tinged with reddish. Adults are on wing from September to May.

## Distribution

This species is endemic to New Zealand. This species has been observed in the North and South Islands.

## Behaviour

This species is on the wing mainly from August to January but observations have also been recorded in February, April, May and June. This species is attracted to light.

## Habitat and hosts

The larvae feed on the flowers and foliage of Hebe species. Adults of this species inhabit native forest and shrublands. Adult moths have been observed feeding on the flowers of Dracophyllum acerosum, Dracophyllum uniflorum and Veronica salicifolia.
# John Clewarth

John Clewarth (born 15 January 1948) is a former British cyclist. He competed in the individual road race and team time trial events at the 1972 Summer Olympics.
# Ionescu-Tulcea theorem

In the mathematical theory of probability, the Ionescu-Tulcea theorem, sometimes called the Ionesco Tulcea extension theorem, deals with the existence of probability measures for probabilistic events consisting of a countably infinite number of individual probabilistic events. In particular, the individual events may be independent or dependent with respect to each other. Thus, the statement goes beyond the mere existence of countable product measures. The theorem was proved by Cassius Ionescu-Tulcea in 1949.

## Statement of the theorem

Suppose that $(\Omega _{0},{\mathcal {A}}_{0},P_{0})$ is a probability space and $(\Omega _{i},{\mathcal {A}}_{i})$ for $i\in \mathbb {N}$ is a sequence of measurable spaces. For each $i\in \mathbb {N}$ let
    $\kappa _{i}\colon (\Omega ^{i-1},{\mathcal {A}}^{i-1})\to (\Omega _{i},{\mathcal {A}}_{i})$
be the Markov kernel derived from $(\Omega ^{i-1},{\mathcal {A}}^{i-1})$ and $(\Omega _{i},{\mathcal {A}}_{i}),$, where
    $\Omega ^{i}:=\prod _{k=0}^{i}\Omega _{k}{\text{ and }}{\mathcal {A}}^{i}:=\bigotimes _{k=0}^{i}{\mathcal {A}}_{k}.$
Then there exists a sequence of probability measures
    $P_{i}:=P_{0}\otimes \bigotimes _{k=1}^{i}\kappa _{k}$ defined on the product space for the sequence $(\Omega ^{i},{\mathcal {A}}^{i})$, $i\in \mathbb {N} ,$
and there exists a uniquely defined probability measure $P$ on $\left(\prod _{k=0}^{\infty }\Omega _{k},\bigotimes _{k=0}^{\infty }{\mathcal {A}}_{k}\right)$, so that
    $P_{i}(A)=P\left(A\times \prod _{k=i+1}^{\infty }\Omega _{k}\right)$
is satisfied for each $A\in {\mathcal {A}}^{i}$ and $i\in \mathbb {N}$. (The measure $P$ has conditional probabilities equal to the stochastic kernels.)

## Applications

The construction used in the proof of the Ionescu-Tulcea theorem is often used in the theory of Markov decision processes, and, in particular, the theory of Markov chains.
# I'Anson

I'Anson is a surname. Notable people with the surname include:
* Charlie I'Anson (born 1993), English footballer
* Chaz I'Anson (born 1986), English rugby league player
* Edward I'Anson (1812–1888), English architect
* Henry I'Anson (1734–1767), English naval commander
* Hugh I'Anson Fausset (1895–1965), English writer
* I'Anson baronets (1652–1800), 17th and 18th-century title in the Baronetage of England
* Lawrence W. I'Anson (1907–1990), Virginia Supreme Court judge
* Lisa I'Anson (born 1965), British broadcaster
* Thomas John I'Anson Bromwich (1875–1929), English mathematician
* I'Anson (musician), British musician
# Prince of Morocco

Prince of Morocco may refer to:
* a character in William Shakespeare's The Merchant of Venice
* Moulay Hassan, Crown Prince of Morocco
* Prince Moulay Abdallah of Morocco
* Prince Moulay Hicham of Morocco
* Prince Moulay Rachid of Morocco
# Cook v. Gralike

Cook v. Gralike, 531 U.S. 510 (2001), was a United States Supreme Court case in which the Court held that an attempt by the state of Missouri to influence Congressional elections in favor of candidates who supported term limits was unconstitutional.

## Opinion of the Court

Missouri had adopted a state constitutional amendment with a change that, during primary general elections, warnings would be affixed to the voting ballots of candidates that did not support term limits.
The Court held that the powers delegated to the states by the Elections Clause related only to the power over the procedural mechanisms of elections. Because this amendment sought to influence the outcome of elections, it exceeded state powers over national elections.
# Sachkhere Municipality

Sachkhere (Georgian: საჩხერის მუნიციპალიტეტი, Saçxeris municiṗaliṫeṫi) is a district of Georgia, in the region of Imereti. Its main town is Sachkhere. From the north, the municipality of Sachkhere is boarded by Oni and Ambrolauri Municipality, from the east – java and Kareli, from south – Khashuri and Kharagauli and from the west by Chiatura Municipality.

## Settlements

| Rank | Settlement | Population |
| 1 | Sachkhere | 6,140 |
| 2 | Chorvila | 1,451 |
| 3 | Gorisa | 1,087 |
| 4 | Perevi | 564 |

## Politics

Sachkhere Municipal Assembly (Georgian: საჩხერის საკრებულო, Sachkheris Sakrebulo) is a representative body in Sachkhere Municipality, consisting of 33 members and elected every four years. The last election was held in October 2021.
| Party | Party | 2017 | 2021 |
| | Georgian Dream | 26 | 30 |
| | United National Movement | 1 | 2 |
| | For Georgia | | 1 |
| | European Georgia | 1 | |
| | Alliance of Patriots | 1 | |
| Total | Total | 29 | 33 |
# Patania agilis

Patania agilis is a species of moth in the family Crambidae. It was described by Edward Meyrick in 1936. It is found in the Democratic Republic of the Congo (Orientale, North Kivu, Katanga, Equateur).
# Polish I Corps

Polish I Corps may refer to:
* Polish I Corps in Russia, during World War I
* I Polish Corps, part of the Polish Blue Army
* Polish I Corps in the Soviet Union, during World War II, on March 16, 1944 expanded into the Polish First Army
* I Corps (Polish Armed Forces in the West), during World War II
# Vauziron

The Vauziron is a stream that flows through Châteldon in Puy-de-Dôme, France. It is a right tributary of the river Dore. It is 14.4 km (8.9 mi) long.
# Porcupine Dam

Porcupine Dam (National ID # UT00251) is a dam in East Canyon in Cache County, Utah, United States.
The earthen dam was constructed in 1964 by the Porcupine Reservoir Company, with a height of 165 feet (50 m) and a length of 665 feet (203 m) at its crest. It impounds the water of the East Fork of the Little Bear River, primarily for irrigation.
The reservoir it creates, Porcupine Reservoir, has a water surface of 190 acres (77 ha), a shoreline of about 4.2 miles (6.8 km), and a maximum capacity of 12,500 acre-feet (15,400,000 m$^3$), with an elevation of 5,381 feet (1,640 m). The lake is popular for fishing, boating, and camping, although there are no recreational facilities. Only primitive camping is available at the reservoir; most areas for camping are located below the dam in the canyon.