OpenLLM-France/wikimedia huggingface dataset:
# 1930 Campeonato de Portugal final

The 1930 Campeonato de Portugal Final was the final match of the 1929–30 Campeonato de Portugal, the 9th season of the Campeonato de Portugal, the Portuguese football knockout tournament, organized by the Portuguese Football Federation (FPF). The match was played on 1 June 1930 at the Campo de Palhavã in Lisbon between Benfica and Barreirense, and the former won 3–1 after extra-time to claim their first-ever Campeonato de Portugal.
According to the regulations, the final should have been played on a neutral field, but the Lisbon Football Association arranged the meeting to be held at Campo Grande, the playing field of Benfica. Benfica player João Oliveira had been suspended for attacking a referee in a game weeks before, but at the last minute, this Oliveira was "amnestied" from his eight-month punishment in order to be able to play in the final. And in addition to all this, Silvestre Rosmaninho, one of Benfica's oldest partners, was appointed as the referee of the final. The Barreirense protests, which reached the final without a single defeat throughout the whole season, were ignored, and after scoring the opening goal, Benfica equalized still in the first half during an illegal play due to Benfica players pushing the Barreirense goalkeeper Francisco Câmara into the goal before the ball went in. In extra time, the amnestied Oliveira scored Benfica's second goal in an eventual 3–1 victory.

## Match
### Details

| Benfica | Barreirense |
Artur Dyson :
| DF | Manuel de Oliveira |
| DF | Anibal José |
| MF | António Pinho |
| MF | Jorge Teixeira |
| MF | Vítor Hugo |
| FW | João Oliveira |
| FW | Mário de Carvalho |
| FW | António Gonçalves |
| FW | Jorge Tavares |
| FW | Augusto Dinis |
| Substitutes: |||
| Manager: |||
| Arthur John ||||
Francisco Câmara :
| DF | Luís Falcão |
| DF | José da Fonseca |
| DF | José João |
| DF | Carvalhinho |
| MF | Álvaro Pina |
| MF | Raúl Jorge |
| FW | Bento de Almeida |
| FW | João Pireza |
| FW | José Correia |
| FW | Pedro Pireza |
| Substitutes: |||
| Manager: |||
| Augusto Sabbo ||||
* 1929–30 Campeonato de Portugal Winners
* Benfica 1st Title
| Match officials Assistant referees: Fourth official: | Match rules 90 minutes. |
# Paulino Soares de Sousa, 1st Viscount of Uruguai

Paulino José Soares de Sousa, the Viscount of Uruguai (4 October 1808 – 15 July 1866), was a congressman, a senator, a State Councillor and a skilful diplomat.
Born in Paris, he distinguished himself during the 1850s when, as Minister of Foreign Affairs for Brazil, he organized the Brazilian Diplomatic Corps and structured the entire Brazilian policy of intervention in the River Plate against Juan Manuel de Rosas from Argentina, and Manuel Oribe from Uruguay.
A cautious diplomat, he knew how to take advantage of favourable circumstances, excluding unilateral action by Brazil and acting only at the request of the constitutional governments in the region. Success also came from his part in Franco-English involvement. He took on the financial burden incurred by France in maintaining the government of Montevideo and in relation to England, took steps towards the abolition of the slave traffic, creating favourable conditions for involvement by Brazil and its allies. In Paris in 1855 he negotiated the issue of Brazilian borders with French Guiana, which resulted in the matter being finally resolved in 1900, by the Baron of Rio Branco.
The Viscount died in Rio de Janeiro, aged 58.
# Route 168 (Connecticut–Massachusetts)

Route 168 is a 9.17-mile-long (14.76 km) state route in the U.S. states of Massachusetts and Connecticut. The route connects the village of Congamond in the town of Southwick to the town center of Suffield. The route crosses over the Congamond Lake. In Massachusetts, the road is town-maintained except for the bridge approach, which is state-maintained.

## Route description

Route 168 begins at U.S. Route 202/Route 10 in Southwick, within the area known as the Congamond Notch (or Southwick Jog), site of a boundary dispute between Massachusetts and Connecticut. It crosses over Congamond Lake on a short bridge, at the east end of which it crosses the Connecticut state line into the town of Suffield. Route 168 continues east from the Congamond Lakes, passing by a highway picnic area, to Babbs Road (unsigned State Road 585), which is a road that leads directly to the town center of Southwick. From here, the road travels east, south, then east again, passing over a small mountain with several twists and turns. It then goes towards the village of West Suffield, where it has a junction with Route 187. Route 168 continues east for another 2.8 miles (4.5 km) until it ends at an intersection with Route 75 in Suffield center. The entire route is known as Congamond Road in Massachusetts and Mountain Road in Connecticut.

## History

Route 168 was originally part of the original alignment of Route 190 when that road was created as part of the 1932 state highway renumbering. In 1975, Interstate 190 was formally assigned to a proposed expressway in Worcester, Massachusetts, which created a numbering conflict with Route 190. When Massachusetts renumbered its Route 190 to Route 168, Connecticut also renumbered the western portion of its Route 190 (west of Suffield center) to maintain number continuity across the state line.

## Junction list

| State | County | Location | mi | km | Destinations | Notes |
| Massachusetts | Hampden | Southwick | 0.00 | 0.00 | US 202 / Route 10 to Route 57 – Westfield, Granville, Granby | Western terminus |
| Connecticut–Massachusetts state line | Connecticut–Massachusetts state line | Connecticut–Massachusetts state line | 1.240.00 | 2.000.00 | Route transition | Route transition |
| Connecticut | Hartford | Suffield | 1.06 | 1.71 | Babbs Road (SR 585) | |
| Connecticut | Hartford | Suffield | 5.16 | 8.30 | Route 187 – Feeding Hills, East Granby | |
| Connecticut | Hartford | Suffield | 7.93 | 12.76 | Route 75 – Windsor Locks, Agawam | Eastern terminus |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi Route transition |||||||
# Israeli Female Basketball Premier League

The Israeli Women Basketball Premier League or Ligat Athena Winner (Hebrew: ליגת העל בכדורסל נשים), is a women's professional basketball league in Israel. It is currently composed of 11 teams.
The league was founded in 1957. Initially the most predominant teams in the league were veteran women's basketball clubs such as Maccabi Tel Aviv and Hapoel Tel Aviv, who won almost yearly during the first two decades after the establishment of the women's league. This changed in 1976, when the team Elitzur Tel Aviv began winning all of the league's championships for 19 years straight. During the 1990s the trend again changed, as the most prominent championship winners became A.S Ramat Hasharon and Elitzur Ramla.
The champions of the 2010/2011 season were Elitzur Ramla. Elitzur Tel Aviv and Elitzur Holon share the distinction of having won the most championship trophies, 20 between themselves., although the union that was established in 1990 between the two team was disbanded in 2008.
In the 2011/12 season Maccabi Bnot Ashdod reached double winning, for the first time, the national league and national cup in one season.

## The League's teams (2024/25 season)

| Club | City | Arena | Capacity |
| A.S. Ramat HaSharon | Ramat Hasharon | Oranim Arena | 1,000 |
| Maccabi Bnot Ashdod | Ashdod | HaKiriya Arena | 2,000 |
| Elitzur Ramla | Ramla | Kiryat Menahem Arena | 2,000 |
| Maccabi Ramat Gan | Ramat Gan | Zisman Arena | 1,500 |
| Elitzur Holon | Holon | Ariel Sharon Hall | 500 |
| Hapoel Lev Jerusalem | Jerusalem | Malha Arena | 2,000 |
| Hapoel Rishon LeZion | Rishon LeZion | Gan Nahum | 1,500 |
| Hapoel Kfar Saba | Kfar Saba | Hyuval | 680 |
| Hapoel Petah Tikva | Petah Tikva | Yitzhak Shamir Hall | 400 |
| Maccabi Haifa | Haifa | Bikurim | 750 |

## Championships by teams

| Club | Winners | Winning Years |
| Elitzur Tel Aviv | 14 | 1977, 1978, 1979, 1980, 1981, 1982, 1983, 1984, 1985, 1986, 1987, 1988, 1989, 1990 |
| Elitzur Ramla | 13 | 1996, 1998, 2000, 2004, 2005, 2007, 2008, 2011, 2013, 2019, 2022, 2023, 2024 |
| Maccabi Tel Aviv | 11 | 1958, 1959, 1964, 1965, 1966, 1967, 1968, 1971, 1972, 1973, 1976 |
| Hapoel Tel Aviv | 7 | 1961, 1962, 1969, 1970, 1974, 1975, 2006 |
| Elitzur Holon | 6 | 1991, 1992, 1993, 1994, 1995, 1997 |
| A.S Ramat Hasharon | 6 | 1999, 2001, 2002, 2003, 2009, 2010 |
| Maccabi Bnot Ashdod | 6 | 2012, 2014, 2015, 2016, 2017, 2018 |
| Maccabi Ramat Gan | 2 | 2020, 2021 |
| Hapoel Jerusalem | 1 | 1960 |
| Hapoel Yagur | 1 | 1963 |
# Our princess is in another castle!

"Thank you Mario! But our princess is in another castle!" is a quote from the 1985 video game Super Mario Bros. It is stated by a Toad after Mario defeats what appears to be the game's main villain Bowser. This informs the player that the damsel in distress Princess Peach is elsewhere, and implies that the defeated boss was a decoy and the game is continuing. This repeats several times, until the real Bowser is defeated in the final stage.
It became one of the most famous quotes in video game history, and an Internet meme. It is referenced in subsequent Mario games, either unironically or humorously. The words "princess" and "castle" are sometimes replaced for comedic effect. It has been used ironically by critics to highlight the damsel-in-distress cliché in video games.

## Appearances

The quote first appeared in Super Mario Bros., when Mario fails to find Princess Peach. It is repeated for each of Bowser's castles, except the final one. In the English version of Super Mario Bros. 3 released in 1988, Peach says the line upon being rescued by Mario, admitting it is a joke.
As an Easter egg in the 2023 film The Super Mario Bros. Movie, the Toads guarding Peach's Castle utter the line to Mario as a joke.

## Development

The line is depicted in English in the Japanese version of Super Mario Bros. This is due to the pervasive use of English in modern Japan, and due to the English alphabet saving more space on the cartridge compared to Japanese kana.

## Reception

Meghan Sullivan of IGN called it an unforgettable quote in video game history, and a "super effective metaphor for life". She noted that, metaphorically speaking, there is "always another castle" that needs the hero, but also stated that each life can be rewarding nonetheless, and that with enough perseverance, the princess can actually be rescued. Josh Straub of Game Informer also described it as an iconic moment in games, saying that the line "continues to haunt gamers". He cited its repetition throughout the game as evidence of the Nintendo designers' delight at "yanking" away the player's hope, evidencing its use in Super Mario 3D Land that "the message is still the same 29 years later".
In the 2012 book Super Mario: How Nintendo Conquered America, author Jeff Ryan highlights the use of the word "our" rather than "the" or "your", saying that it includes the player within the quest, and that its constant repetition turns Mario into an analog for Odysseus. Gabrielle Trepaniér-Jobin, writing in Gaming Representation, argued that Princess Peach's use of the line as a prank in Super Mario Bros. 3 depicts her as less dependent and subordinate than in previous games, going against the notion shown in the original Super Mario Bros. that a woman is indebted to her rescuer.
# Gokhale Memorial Girls' College

Gokhale Memorial Girls' College is a women's college in Kolkata, established in 1938. The college offers undergraduate degrees and is affiliated with the University of Calcutta. The name commemorates Gopal Krishna Gokhale, one of the founding social and political figures of the Indian Independence Movement. It is often regarded as one of the best colleges in Kolkata and among the top 5 girls colleges in Kolkata.

## Departments
### Science

* Mathematics
* Advertising sales promotion and sales management(major)
* Chemistry
* Physics
* Psychology
* Clinical Nutrition and Dietetics

### Arts

* Bengali
* English
* Sanskrit
* Hindi
* History
* Geography
* Political Science
* Philosophy
* Economics
* Education
* Communicative English
* Psychology

## Notable alumni

* Mamata Shankar, dancer and actress
* Srabani Sen, singer
* Koyel Mullick, actress
* Basabdatta Chatterjee, actress
* Dona Ganguly, dancer
* Chaiti Ghoshal, actress
* Nabaneeta Dev Sen, writer and academic

## Accreditation

Gokhale Memorial Girls' College is recognized by the University Grants Commission (UGC). Recently, it has been re-accredited and awarded A grade by the National Assessment and Accreditation Council (NAAC).
# Battle of Ürümqi (1933)

The First Battle of Ürümqi (Chinese: 第一次迪化之戰) was a conflict in the spring of 1933 between the armies of the Xinjiang provincial government under Jin Shuren and the New 36th Division (National Revolutionary Army) of the Nationalist government of China. The Chinese government secretly urged Hui General Ma Zhongying to attack Jin Shuren while at the same time assuring Jin that he was recognized as the legitimate Governor. Fierce fighting broke out at the gates of the city, and one of the Chinese commanders torched a street where the Muslims troops had managed to break through at the West Gate, killing everyone in the vicinity, including refugees. The Dungans were then forced to retreat into the range of machine gun fire, which killed many of them.
A White Russian force of 1,800 troops under Colonel Pavel Pappengut subsequently fought off the Muslim soldiers. Wu Aichen was told at least 2,000 had died by that point. The Muslims attempted to scale the walls at the Great West Bridge, and several were killed. The city was relieved when the provincial forces of newly incumbent Military Governor of Xinjiang (新疆督办) Sheng Shicai approached and the Muslim troops fled. Approximately 6,000 Chinese/Han and Muslim soldiers died in the fighting.
# I Think, Therefore I Am

I Think, Therefore I Am is the debut studio album from Canadian singer-songwriter R. Dean Taylor, released on Rare Earth Records in 1970.

## Reception

Billboard recommended this album to retailers, calling it an "exceptional package" and noting several standout tracks. Editors at AllMusic Guide rated this album three out of five stars, with critic Quint Kik calling Taylor Motown's "greatest enigma" and criticizes the cover versions as bland, but considers the originals stronger due to Taylor's gift for songwriting.

## Track listing

* "Gotta See Jane" (Eddie Holland, Ron Miller and R. Dean Taylor) – 3:05
* "Fire and Rain" (James Taylor) – 2:57
* "Woman Alive" (R. Taylor) – 2:33
* "Ain't It a Sad Thing" (R. Taylor) – 2:28
* "Indiana Wants Me" (R. Taylor) – 3:46
* "Back Street" (R. Taylor) – 3:35
* "Two of Us" (John Lennon and Paul McCartney) – 3:04
* "Sunday Morning Coming Down" (Kris Kristofferson) – 4:13
* "Gonna Give Her All the Love I've Got" (Barrett Strong and Norman Whitfield) – 2:48
* "Love's Your Name" (R. Taylor) – 2:20

## Personnel

* R. Dean Taylor – guitar, vocals, production
* Tom Bert, The Peggy-Jo Studio – photography
* Curtis McNair – art direction, design
* Scott Regen, WKNR – liner notes
* Tom Schlesinger – graphics

## Chart performance

This album underperformed in terms of sales. Canada's RPM certified this album peak at fiftieth on February 13, 1971 and in the United States, it reached 198 on the Billboard 200. Additionally, the single "Indiana Wants Me" was a top five hit.
# Ignacio Pichardo Pagaza

José Ignacio Pichardo Pagaza (13 November 1935 – 14 April 2020) was a Mexican politician who served as governor of the State of Mexico from 1989 to 1993.

## Life

Pichardo Pagaza was born in Toluca, State of Mexico, in 1935. In the 1979 mid-terms he was elected to the Chamber of Deputies to represent the State of Mexico's 27th district.
He later served in the Cabinet of President Miguel de la Madrid as general comptroller (1987–1988) and in the cabinet of President Ernesto Zedillo as Secretary of Energy. He was a member of the Institutional Revolutionary Party (PRI) and served as its president in 1994. He later served as Ambassador to Spain and the Netherlands.
He was the father of politician José Ignacio Pichardo Lechuga and of Alfonso Pichardo, lead singer of Mexican electronica group Moenia. And he is a nephew of Juan Josafat Pichardo Cruz, who was the first Rector or the Universidad Autónoma del Estado de México UAEM.
He died on 14 April 2020, aged 84.
# Hypoiodous acid

Hypoiodous acid is an inorganic compound with the chemical formula HIO. It forms when an aqueous solution of iodine is treated with mercuric or silver salts. It rapidly decomposes by disproportionation:
    5 HIO → HIO$_3$ + 2 I$_2$ + 2 H$_2$O
Hypoiodous acid is a weak acid with a pK$_a$ of about 11. The conjugate base is hypoiodite (IO$^−$). Salts of this anion can be prepared by treating iodine with alkali hydroxides. They rapidly disproportionate to form iodides and iodates, but an iodine–hydroxide mixture can be used an in situ preparation of hypoiodite for other reactions.
Ammonium hypoiodites can be formed by oxidation of the analogous iodide salts. These and also sodium hypoiodite are useful as oxidizing agents for a various types of organic compounds and also for a reaction analogous to the haloform reaction.
Hypoiodite is one of the active oxidizing agents generated by lactoperoxidase as part of the mammalian innate immune system.

## Other oxyacids

Hypoiodous acid is part of a series of oxyacids in which iodine can assume oxidation states of −1, +1, +3, +5, or +7. A number of neutral iodine oxides are also known.
| Iodine oxidation state | −1 | +1 | +3 | +5 | +7 |
| Name | Hydrogen iodide | Hypoiodous acid | Iodous acid | Iodic acid | Periodic acid |
| Formula | HI | HIO | HIO$_2$ | HIO$_3$ | HIO$_4$ or H$_5$IO$_6$ |
# Gehlenite

Gehlenite, (Ca$_2$Al[AlSiO$_7$]), is a sorosilicate, Al-rich endmember of the melilite complete solid solution series with akermanite. The type locality is in the Monzoni Mountains, Fassa Valley in Trentino in Italy, and is named after the Adolf Ferdinand Gehlen (1775–1815) by A.J. Fuchs in 1815.

## Geological occurrence

Gehlenite is found in carbonaceous chondrites from which it condensed as a refractory mineral in the hotter stages (FU Ori) of the presolar nebula, and was subsequently consumed in processes which created enstatite and other more abundant minerals making it a remnant mineral from the early solar nebula (along with corundum and spinel). Its occurrence in the early condensation phase of the solar nebula was predicted by Harry Lord in the 1950s, but studies of carbonaceous chondrites did not support this claim until the Allende meteorite was discovered in 1969. It is also found in diorite intruded carbonate rocks, and to a far lesser extent in uncompahgrites, melilitites, alnoites, lamprophyres and possibly kimberlite pipes.
Gehlenite has also been found on the comet 81P/Wild.

## Crystallography, composition and physical properties

Gehlenite is one of five, isostructural tetragonal crystal system minerals in the melilite group. The tetrahedral linkage within the structure is similar to that of an aluminosilicate framework structure and was once considered a feldspathoid-like mineral due to silica undersaturation.
Gehlenite has a Mohs hardness of 5–6, a vitreous to greasy lustre, distinct to good cleavage and is yellow brown, greenish grey or colourless. Its streak is white or grey-white. It is uniaxial (−), has an anomalous nonzero 2V angle and has a characteristic 'ultrablue' birefringence.
# Zeferino Antunes Flores

Zeferino Antunes Flores is a Mexican politician from the Party of the Democratic Revolution (PRD).
From 2002 to 2003 he served in the Chamber of Deputies to represent the State of Mexico's 31st district as the alternate of Rodrigo Carrillo Pérez, who died in office on 19 October 2002.
# Ranklet

In statistics, a ranklet is an orientation-selective non-parametric feature which is based on the computation of Mann–Whitney–Wilcoxon (MWW) rank-sum test statistics. Ranklets achieve similar response to Haar wavelets as they share the same pattern of orientation-selectivity, multi-scale nature and a suitable notion of completeness. They were invented by Fabrizio Smeralhi in 2002.
Rank-based (non-parametric) features have become popular in the field of image processing for their robustness in detecting outliers and invariance to monotonic transformations such as brightness, contrast changes and gamma correction.
The MWW is a combination of Wilcoxon rank-sum test and Mann–Whitney U-test. It is a non-parametric alternative to the t-test used to test the hypothesis for the comparison of two independent distributions. It assesses whether two samples of observations, usually referred as Treatment T and Control C, come from the same distribution but do not have to be normally distributed.
The Wilcoxon rank-sum statistics W$_s$ is determined as:
    $W_{s}=\sum _{i=1}^{N}\pi _{i}V_{i}{\text{ where }}\pi _{i}={\text{rank of element }}i{\text{ and }}V_{i}={\begin{cases}0&{\text{ for }}\pi _{i}\in C\\[3pt]1&{\text{ for }}\pi _{i}\in T\end{cases}}$
Subsequently, let MW be the Mann–Whitney statistics defined by:
    $MW=W_{s}-{\frac {m(m+1)}{2}}$
where m is the number of Treatment values.
A ranklet R is defined as the normalization of MW in the range [−1, +1]:
    $R={\frac {MW}{mn/2}}-1$
where a positive value means that the Treatment region is brighter than the Control region, and a negative value otherwise.

## Example

Suppose $T=\lbrace 5,9,1,10,15\rbrace$ and $C=\lbrace 20,4,7,13,19,11\rbrace$ then
| Intensity | 1 | 4 | 5 | 7 | 9 | 10 | 11 | 13 | 15 | 19 | 20 |
| Sample | T | C | T | C | T | T | C | C | T | C | C |
| Rank | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 |
* $W_{s}={\Big \lbrace }1+3+5+6+9{\Big \rbrace }=24$
* $MW=24-[5\times (5+1)/2]=9$
* $R=[9/[5\times 6/2]]-1=-0.4$
Hence, in the above example the Control region was a little bit brighter than the Treatment region.

## Method

Since Ranklets are non-linear filters, they can only be applied in the spatial domain. Filtering with Ranklets involves dividing an image window W into Treatment and Control regions as shown in the image below:
Subsequently, Wilcoxon rank-sum test statistics are computed in order to determine the intensity variations among conveniently chosen regions (according to the required orientation) of the samples in W. The intensity values of both regions are then replaced by the respective ranking scores. These ranking scores determine a pairwise comparison between the T and C regions. This means that a ranklet essentially counts the number of TxC pairs which are brighter in the T set. Hence a positive value means that the Treatment values are brighter than the Control values, and vice versa.