OpenLLM-France/wikimedia huggingface dataset:
# 1964 European Cup final

The 1964 European Cup final was a football match played at the Praterstadion in Vienna, Austria on 27 May 1964 to determine the winner of the 1963–64 European Cup. It was contested by Italian side Internazionale and five-time winners Real Madrid. Inter won the match 3–1, with two goals from Sandro Mazzola and one from Aurelio Milani giving them their first European Cup; Felo scored Real Madrid's only goal of the game.

## Route to the final

| Inter Milan | Inter Milan | Inter Milan | Inter Milan | Round | Real Madrid | Real Madrid | Real Madrid | Real Madrid |
| Opponent | Agg. | 1st leg | 2nd leg | | Opponent | Agg. | 1st leg | 2nd leg |
| Everton | 1–0 | 0–0 (A) | 1–0 (H) | Prelim. round | Rangers | 7–0 | 1–0 (A) | 6–0 (H) |
| Monaco | 4–1 | 1–0 (H) | 3–1 (A) | First round | Dinamo București | 8–4 | 3–1 (A) | 5–3 (H) |
| Partizan | 4–1 | 2–0 (A) | 2–1 (H) | Quarter-finals | Milan | 4–3 | 4–1 (H) | 0–2 (A) |
| Borussia Dortmund | 4–2 | 2–2 (A) | 2–0 (H) | Semi-finals | Zürich | 8–1 | 2–1 (A) | 6–0 (H) |

## Match
### Details

| Inter Milan | Real Madrid |
| GK | 1 | Giuliano Sarti |
| RB | 2 | Tarcisio Burgnich |
| LB | 3 | Giacinto Facchetti |
| DM | 4 | Carlo Tagnin |
| CB | 5 | Aristide Guarneri |
| SW | 6 | Armando Picchi (c) |
| RW | 7 | Jair da Costa |
| CM | 8 | Sandro Mazzola |
| CF | 9 | Aurelio Milani |
| CM | 10 | Luis Suárez |
| LW | 11 | Mario Corso |
| Manager: ||
| Helenio Herrera ||
| GK | 1 | José Vicente |
| RB | 2 | Isidro |
| LB | 3 | Pachín |
| DM | 4 | Lucien Muller |
| CB | 5 | José Santamaría |
| DM | 6 | Ignacio Zoco |
| RW | 7 | Amancio |
| CM | 8 | Felo |
| CF | 9 | Alfredo Di Stéfano |
| AM | 10 | Ferenc Puskás |
| LW | 11 | Paco Gento (c) |
| Manager: ||
| Miguel Muñoz ||
# List of rivers of North Macedonia

This is a list of rivers of North Macedonia.

## By drainage basin

This list is arranged by drainage basin, with respective tributaries indented under each larger stream's name.

### Aegean Sea

* Vardar
** Treska
*** Golema Reka
** Lepenac
*** Nerodime
** Kadina River
** Pčinja
*** Kriva Reka
*** Kumanovska Reka
** Topolka
** Babuna
*** Crnička Reka
** Bregalnica
*** Zrnovska Reka
*** Lakavica
*** Otinja
** Crna Reka
*** Šemnica
*** Dragor
*** Raec
** Bošava
*** Dosznica
** Stragarnica
** Anska Reka
** Konska Reka
** Pena
* Struma (in Bulgaria)
** Lebnica
** Strumica
*** Stara Reka

### Adriatic Sea

* Drim (in Albania)
** Black Drin
*** Sateska
**** Golema Reka
*** Radika
**** Derven
**** Ribnička
***** Dlaboka

### Black Sea

* Danube (in Serbia)
** Južna Morava (in Serbia)
*** Binačka Morava

## Drainage basins in North Macedonia

| Drainage basin | Area in km$^2$ | Area in % | Main river |
| Aegean Sea | 22 319 | 86,80 | Vardar |
| includes: | 20 535 | 79,86 | Vardar |
| | 1535 | 5,97 | Strumica |
| | 129 | 0,50 | Lebnica |
| | 120 | 0,47 | Lake Doiran |
| Adriatic Sea | 3350 | 13,03 | Black Drin |
| Black Sea | 44 | 0,17 | Binačka Morava |
# Meadowbrook Polo Club

The Meadowbrook Polo Club (originally styled as the "Meadow Brook Club"), located in Old Westbury, New York, is the oldest continuously operating polo club in the United States, first established in 1881.

## Early days

The Meadow Brook Club was established in 1881, and for the first several years matches were played on the racetrack at the Mineola Fairgrounds, before opening its own facility, including a field and clubhouse, in 1884. Originally located in the town of Westbury, New York, the new venue was home to the United States National Open from 1923 to 1953. In 1928 the fields hosted the Cup of the Americas match between the United States and Argentina, which attracted more than 100,000 spectators over three days. In 1932, the club became the only non-Argentine club to win the Argentine Open Polo Championship. World War II caused a major reduction in activity, and in 1954 the club was razed for the construction of the Meadowbrook Parkway.

## New locations

The club was located for a brief time in Jericho, New York, before again being sold for development in 1968. In 1961 the name was contracted from "Meadow Brook" to "Meadowbrook". The club moved to a new location in Old Westbury and again hosted the United States Open in 1994 and 1995.
# (678191) 2017 OF69

(678191) 2017 OF$_{69}$ is a resonant trans-Neptunian object from the Kuiper belt, located in the outermost region of the Solar System in the Kuiper belt's plutino population and measures approximately 533 kilometers (330 miles) in diameter. It was first observed on 26 July 2017, by American astronomers David Tholen, Scott Sheppard, and Chad Trujillo at Mauna Kea Observatories in Hawaii, but not announced until 31 May 2018 due to observations made in April and May 2018 refining its orbit significantly.

## Orbit and classification

2017 OF$_{69}$ is a large plutino, a subgroup of the resonant trans-Neptunian objects located in the inner region of Kuiper belt. Named after the group's largest member, Pluto, the plutinos are making 2 orbits for every 3 Neptune makes.
It orbits the Sun at a distance of 31.4–47.8 AU once every 249 years and 6 months (91,128 days; semi-major axis of 39.63 AU). Its orbit has an eccentricity of 0.21 and an inclination of 14° with respect to the ecliptic. The body's observation arc begins with a precovery by Pan-STARRS in June 2012.

## Numbering and naming

This minor planet was numbered by the Minor Planet Center on 22 March 2024 (M.P.C. 172722). As of April 2024, it has not been named.

## Physical characteristics
### Diameter and albedo

According to the Johnston's archive, 2017 OF$_{69}$ measures 533 kilometers in diameter assuming an albedo of 0.09 for the body's surface.
This makes 2017 OF$_{69}$ a notably large body for how late it has been discovered, being the fifth largest plutino in the Solar System, after Pluto, Orcus, 2003 AZ$_{84}$, and Ixion, and the largest discovered since Orcus in 2004. It is unknown exactly why no surveys had discovered it previously, as it is neither in a particularly dense region of the sky, nor far enough south that most northern hemisphere-based surveys would ignore it, being only 5–6° south of the celestial equator. It seems unlikely that any body as large as this one remains undetected in the plutino region.

### Rotation period

As of 2018, no rotational lightcurve of 2017 OF$_{69}$ has been obtained from photometric observations. The body's rotation period, pole and shape remain unknown.
# Västerås SS

Västerås Simsällskap, commonly known as Västerås SS or VSS, is a Swedish swimming club from Västerås founded 3 November 1910, who competes in swimming, diving, water polo, and masters swimming. The home pool of Västerås SS is Lögarängsbadet in Västerås.

## Athletes
### Swimmers

Swimmers that have participated in the Summer Olympics while representing Västerås SS:
* Gary Andersson
* Agneta Eriksson
* Patrik Isaksson
* Ulla Jäfvert
* Sven-Göran Johansson
* Thomas Lejdström

### Water polo players

Water polo players that have participated in the Summer Olympics while representing Västerås SS:
* Per-Arne Andersson
* Peter Carlström
* Folke Eriksson
* Kenth Karlsson
* Bo Larsson
# Siler City City Hall

Siler City City Hall, also known as the Siler City Town Hall or Municipal Building, is a historic city hall located at Siler City, Chatham County, North Carolina. It is a two-story, T-shaped, seven-bay Colonial Revival style building. It is faced in granite and features a two-story, tetrastyle pedimented pavilion with a portico in antis. It is one of three extant Works Progress Administration buildings in Chatham County.
The building was constructed on the site of the former Thompson School, a private school that had operated in the late 1800s and that had been torn down in 1932. In 1939 the town signed an agreement to purchase the property for $6,701.
In February 1939, the town board of commissioners selected R. R. Markley, a Durham architect, to design the building and selected Carl Phillips, a Siler City contractor, to oversee construction. Granite for the construction was mined from the R. F. Hedrick quarry in Randolph County, and construction was completed in September 1940. The total cost of construction was $72,289, $51,000 of which was provided by a grant from the Works Progress Administration. Use of the building began in the autumn of 1940, and the formal dedication was held November 11, 1941.
It was listed on the National Register of Historic Places in 1998.
# The Last Ferry

The Last Ferry (Polish: Ostatni prom) is a 1989 Polish drama film directed by Waldemar Krzystek. It was screened in the Un Certain Regard section at the 1990 Cannes Film Festival.

## Plot

Poland 1981. There is a growing economic and political crisis in the country. The Wilanów ferry leaves from Świnoujście to Hamburg with a trip around the Baltic cities. However, its participants are only interested in the first port on the route - Hamburg, where almost all plan to leave the ship and stay in the West. However, halfway to the ferry, the news about the introduction of martial law in the country and an order to return to the country arrives. At the news of the return, passengers raise a kind of revolt and start lowering the lifeboats on their own, so as not to return. The drama of the situation increases when German cutters approach the ship, informing people on board about the situation in Poland through megaphones. Passengers start jumping straight into the sea. In one of the last scenes, on the empty ferry calling at the port, there are only those who could not escape - the crew, a few passengers and a dog.
The plot of the film is interwoven with the story of a high school teacher, Marek Ziarno, whose task is to smuggle important documents related to NSZZ Solidarność to the West and its duel with Służba Bezpieczeństwa (secret service) agents on the ferry who tried to prevent it.

## Cast

* Krzysztof Kolberger - Marek Ziarno
* Agnieszka Kowalska - Renata
* Dorota Segda - Kasia Trelkowska
* Ewa Wencel - Ewa
* Artur Barciś - Rysiek
* Jerzy Zelnik - Andrzej
* Aleksander Bednarz - First officer Stefan
* Miroslaw Konarowski - Michal Walewski
* Maciej Robakiewicz - Steward
* Feliks Szajnert - SB officer Stalinski
* Anna Ciepielewska - Marecka
* Barbara Grabowska - Jola
* Leonard Andrzejewski - Commerade Zdzislaw Marecki
* Leon Niemczyk - Captain
# Norpsilocin

Norpsilocin, also known as 4-hydroxy-N-methyltryptamine (4-HO-NMT), is a tryptamine alkaloid recently discovered in 2017 in the psychedelic mushroom Psilocybe cubensis. It is hypothesized to be a dephosphorylated metabolite of baeocystin.
Norpsilocin was found to be a near full agonist of the 5-HT$_{2A}$ receptor and was found to be more potent than psilocin. It also has affinity for other serotonin receptors. Moreover, it has been found to cross the blood–brain barrier in animals and to have good metabolic stability similarly to psilocin.
Norpsilocin has shown psilocin-related peripheral effects in animals, including decreased spinal reflexes such as knee jerk response (opposite effect to psilocin), antiserotonergic activity (14% of that of psilocin), and pressor activity (70% of that of psilocin). Surprisingly however, in spite of its serotonin 5-HT$_{2A}$ receptor agonism and psilocin-like effects, norpsilocin failed to induce the head-twitch response, a behavioral proxy of psychedelic effects, in animals. Likewise, norbaeocystin and aeruginascin failed to induce the head-twitch response. Only psilocybin was effective in this regard. In any case, norbaeocystin showed antidepressant-like activity (forced swim test) similarly to psilocybin and fluoxetine in spite of its putative non-hallucinogenic nature. Norpsilocin itself was not tested in this assay.
Norpsilocin is being evaluated under the developmental code name PLZ-1017 for the possible treatment of pervasive developmental disorders in children.
# Izatha metadelta

Izatha metadelta is a moth of the family Oecophoridae. It is endemic to New Zealand, where it is known from the North Island only. It is rare north of Waikato and the Bay of Plenty.

## Taxonomy

This species was first described by Edward Meyrick in 1905 using three specimens collected in Wellington by George Hudson. The lectotype specimen is held at the Natural History Museum, London. Hudson discussed and illustrated this species in his 1928 publication The Butterflies and Moths of New Zealand.

## Description

The wingspan is 15–18.5 mm for males and 19–25.5 mm for females. Meyrick first described this species as follows:
   ♂. 17 mm, ♀. 19-25 mm. Head fuscous sprinkled with whitish, with well-marked conical horny frontal prominence concealed in scales. Palpi white, second joint mixed with dark fuscous, with dark fuscous basal and subapical bands, terminal joint mixed with dark fuscous at base, with dark fuscous median band. Antennae dark fuscous ringed with whitish. Thorax whitish, mixed with fuscous in ♂, on patagia ochreous-tinged, anteriorly suffused with dark fuscous. Abdomen dark fuscous mixed with whitish, two basal segments ferruginous-ochreous. Fore-wings elongate, moderate, costa gently arched, apex obtuse, termen straight, rather oblique, rounded beneath; brownish -ochreous or fuscous, more or less sprinkled with whitish and dark fuscous, darkest in ♂, towards costa and dorsum suffused with whitish in ♀; dark fuscous marks at base of costa and dorsum; a small fuscous spot on costa at 1⁄6, and a larger triangular one on dorsum at 1⁄3, latter followed in ♀ by a patch of ochreous suffusion; a dark fuscous subquadrate spot on costa before middle, and a larger subtriangular one extending on costa from middle to 3⁄4; two dark fuscous transverse discal spots before and beyond middle, touching these costal spots respectively, partially edged with black and then with white, first suboval, mostly filled with raised scales, second curved -reniform, lower posterior margin broadly interrupted; in ♂ two undefined longitudinal discal black- ish streaks traversing these spots; an ill-defined cloudy whitish curved subterminal line; a terminal series of small dark fuscous spots: cilia fuscous sprinkled with whitish. Hind-wings in ♂ blackish-fuscous, in ♀ dark fuscous, lighter anteriorly; cilia fuscous, with darker basal shade.
Adults have been recorded in December, January and February.
# Elisha Pazner

Elisha Aryeh Pazner (Hebrew: אלישע פזנר; April 16, 1941 – March 28, 1979) was an Israeli economic- and game theorist with important contributions in the theory of welfare economics and fair division. He was a member of the Department of Economics at Tel-Aviv University from 1971 until his death. During this time he spent over two years as a visiting professor at Northwestern University.
He received his B.A., Economics from the Hebrew University of Jerusalem (1966), and his M.A. and PhD from Harvard University (1969 and 1971 respectively). His Dissertation, "Optimal Resource Allocation and Distribution: The Role of the Public Sector", was under the direction of Richard Musgrave and Stephen Marglin.
# Sambhal Lok Sabha constituency

Sambhal Lok Sabha constituency (Hindi pronunciation:) is one of the 80 Lok Sabha (parliamentary) constituencies in the Indian state of Uttar Pradesh.

## Assembly segments

Presently, Sambahal Lok Sabha constituency comprises five Vidhan Sabha (legislative assembly) segments. These are:
| No | Name | District | Member | Party | 2024 Lead |
| 29 | Kundarki | Moradabad | Thakur Ramveer Singh | BJP | SP |
| 30 | Bilari | Moradabad | Mohd Fahim Irfan | SP | SP |
| 31 | Chandausi (SC) | Sambhal | Gulabo Devi | BJP | BJP |
| 32 | Asmoli | Sambhal | Pinki Yadav | SP | SP |
| 33 | Sambhal | Sambhal | Iqbal Mehmood | SP | SP |

## Members of Parliament

| Year | Member | Party |
| 1952-1971 | Constituency did not exist | |
| 1977 | Shanti Devi | Janata Party |
| 1980 | Bijendra Pal Singh Yadav | Indian National Congress |
| 1984 | Shanti Devi | Indian National Congress |
| 1989 | Sripal Singh Yadav | Janata Dal |
| 1991 | Sripal Singh Yadav | Janata Dal |
| 1996 | D. P. Yadav | Bahujan Samaj Party |
| 1998 | Mulayam Singh Yadav | Samajwadi Party |
| 1999 | Mulayam Singh Yadav | Samajwadi Party |
| 2004 | Ram Gopal Yadav | Samajwadi Party |
| 2009 | Shafiqur Rahman Barq | Bahujan Samaj Party |
| 2014 | Satyapal Singh Saini | Bharatiya Janata Party |
| 2019 | Shafiqur Rahman Barq | Samajwadi Party |
| 2024 | Zia ur Rahman Barq | Samajwadi Party |

## Election results
### General Election 2024

2024 Indian general election: Sambhal :
| Party | Party | Candidate | Votes | % | ±% |
| | SP | Zia ur Rahman Barq | 571,161 | 47.80 | 7.80 |
| | BJP | Parmeshwar Lal Saini | 4,49,667 | 37.63 | 3.20 |
| | BSP | Shaulat Ali | 1,52,460 | 12.76 | 12.76 |
| | NOTA | None of the Above | 7,217 | 0.60 | 0.01 |
| Majority | Majority | Majority | 1,21,494 | 10.17 | 4.60 |
| Turnout | Turnout | Turnout | 11,94,983 | 62.95 | 1.78 |
| | SP hold | SP hold | Swing | | |

### General Election 2019

2019 Indian general elections: Sambhal :
| Party | Party | Candidate | Votes | % | ±% |
| | SP | Shafiqur Rahman Barq | 658,006 | 55.60 | +22.01 |
| | BJP | Parmeshwar Lal Saini | 4,83,180 | 40.83 | +6.03 |
| | INC | Major Jagat Pal Singh | 12,105 | 1.02 | −0.50 |
| | NOTA | NOTA | 7,230 | 0.61 | −0.11 |
| | Other | Other Candidates | 22,948 | 1.98 | |
| Majority | Majority | Majority | 1,74,826 | 14.77 | +14.28 |
| Turnout | Turnout | Turnout | 11,83,788 | 64.73 | +2.30 |
| | SP gain from BJP | SP gain from BJP | Swing | | |

### General election 2014

2014 Indian general elections: Sambhal :
| Party | Party | Candidate | Votes | % | ±% |
| | BJP | Satyapal Singh Saini | 360,242 | 34.08 | +16.02 |
| | SP | Shafiqur Rahman Barq | 3,55,068 | 33.59 | +5.15 |
| | BSP | Aqeel Ur Rehman Khan | 2,52,640 | 23.90 | −6.52 |
| | RPD | D. P. Yadav | 36,134 | 3.42 | New |
| | INC | Pramod Krishnam | 16,034 | 1.52 | −17.43 |
| | NOTA | NOTA | 7,658 | 0.72 | New |
| Majority | Majority | Majority | 5,174 | 0.49 | −1.49 |
| Turnout | Turnout | Turnout | 10,57,104 | 62.43 | +9.60 |
| | BJP gain from BSP | BJP gain from BSP | Swing | +3.66 | |
# Pladienolide B

Pladienolide B is a polyketide natural product that is made by the bacterium Streptomyces platensis MER-11107, which is a gram-positive bacteria isolated from soil in Japan. Pladienolide B is a molecule of interest due to potential anti-cancer properties. The proposed mechanism of action of this molecule is via binding to and inhibiting the SF3B complex within the human spliceosome.

## Biosynthesis

As a polyketide, pladienolide B is synthesized in the polyketide synthase (PKS) type I pathway, a biosynthetic pathway that is derived from the fatty acid synthase (FAS) pathway. Polyketides are formed through the condensation of acyl-thioester units. The synthesis of pladienolide B begins with acyl transferase loading propionyl CoA onto the holo (activated) acyl carrier protein (ACP). The molecule is then extended ten times, each time by two carbon units, by iterative PKS (Figure 1). Figure 1 indicates the loading unit (malonyl CoA or methylmalonyl CoA) and tailoring enzymes for each module (turquoise enzyme clusters in part c of Figure 1). After the ten elongation modules, the active site serine residue of thioesterase (TE) acts as a nucleophile by attacking the ketone directly bound to CoA-SH. This nucleophilic attack causes CoA-SH to leave and thus transfers the elongated chain to TE. Then the hydroxyl group on carbon 11 acts as a nucleophile by attacking the terminal ketone so that carbons 1-11 form a cyclic, 12-membered ring, releasing TE in the process. This concludes the PKS portion of the biosynthesis, and thus results in the pladienolide B backbone structure.
Post-PKS modifications: Acetyl-transferase (AT) transfers an acetyl group to carbon 7. The following step is either that a P450 I enzyme (PldB C6-hydroxylase) adds a hydroxyl group on carbon 6, and/or that an epoxide group is added between carbons 18 and 19 by P450 II (PldD C18-C19-epoxidase). Based on the purification results of these post-PKS compounds by Boothe et al., it seems that either hydroxylation or acetylation could occur first, but Boothe et al. found a that hydroxylation seems to occur first more than twice as often as acetylation occurs first. However, regardless of hydroxylation or acetylation occurring first, the result of these tailoring steps yields pladienolide B (Figure 1).
Carbons are numbered using the traditional IUPAC naming system in which C1 is the ketone carbon in the ring, and C23 is the terminal carbon on the chain.
# Corey Croom

Corey Vincent Croom (born May 22, 1971) is a former American football running back who played three seasons with the New England Patriots of the National Football League (NFL). He played college football at Ball State University and attended Sandusky High School in Sandusky, Ohio.

## Early years

Croom lettered two seasons in football and three seasons in track and field at Sandusky High School. He earned UPI all-state honors his senior year after helping the team win the UPI state championship. He was also named All-Erie Shore Conference, all-district, and Erie Shore Conference Player of the Year.

## College career

Croom played football for the Ball State Cardinals. He won the John Magnabosco Award for being the Cardinals' most valuable player in 1992. He was a two-time Mid-American Conference first-team selection. He recorded 2,725 rushing yards and 17 rushing touchdowns in his college career. Croom led NCAA Division I football with 301 rushing attempts in 1992.

## Professional career

Croom was signed by the New England Patriots of the NFL on April 30, 1993 after going undrafted in the 1993 NFL draft. He was released by the Patriots on August 30, 1993 and signed to the team's practice squad on August 31, 1993. He appeared in 43 games for the Patriots from 1993 to 1995. He scored one touchdown (December 26, 1993) against the Colts on a 5 yard run. After not carrying the ball all season in 1994, Croom was a surprise starter in the Patriots 20-13 wild card loss against the Browns on January 1, 1995. Croom played admirably, carrying the ball 9 times for 35 yards and catching one pass for 5 yards.
# Harnack's curve theorem

In real algebraic geometry, Harnack's curve theorem, named after Axel Harnack, gives the possible numbers of connected components that an algebraic curve can have, in terms of the degree of the curve. For any algebraic curve of degree m in the real projective plane, the number of components c is bounded by
    ${\frac {1-(-1)^{m}}{2}}\leq c\leq {\frac {(m-1)(m-2)}{2}}+1.\$
The maximum number is one more than the maximum genus of a curve of degree m, attained when the curve is nonsingular. Moreover, any number of components in this range of possible values can be attained.
A curve which attains the maximum number of real components is called an M-curve (from "maximum") – for example, an elliptic curve with two components, such as $y^{2}=x^{3}-x,$ or the Trott curve, a quartic with four components, are examples of M-curves.
This theorem formed the background to Hilbert's sixteenth problem.
In a recent development a Harnack curve is shown to be a curve whose amoeba has area equal to the Newton polygon of the polynomial P, which is called the characteristic curve of dimer models, and every Harnack curve is the spectral curve of some dimer model.(Mikhalkin 2001)(Kenyon, Okounkov & Sheffield (2006))
# Jitu Bhagat

Jitu Bhagat alias Jitendrakumar Ramanlal Patel (born 1962) is an Indian politician from Gujarat. He is a Member of the Gujarat Legislative Assembly from the Naranpura Assembly constituency in Ahmedabad district representing the Bharatiya Janata Party since December 2022. He is also the general secretary of BJP in Ahmedabad.

## Early life and education

Patel is from Naranpur, Ahmedabad district, Gujarat. He is the son of Ramanlal Patel. He studied Class 12 and passed the HSC examinations conducted by Gujarat Madyamik Education Board in 1978. Later, he discontinued his studies.

## Career

Patel won from Naranpur Assembly constituency representing the Bharatiya Janata Party in the 2022 Gujarat Legislative Assembly election. He polled 108,160 votes and defeated his nearest rival, Sonal Patel of the Indian National Congress, by a margin of 92,800 votes.