OpenLLM-France/wikimedia huggingface dataset:
# Porto Open Challenger

The Porto Open is a professional tennis tournament played on hard courts. It is currently part of the ATP Challenger Tour. It was first held in Porto, Portugal in 2021.

## Past finals
### Singles

| Year | Champion | Runner-up | Score |
| 2021 | Altuğ Çelikbilek | Quentin Halys | 6–2, 6–1 |
| 2022 | Altuğ Çelikbilek | Christopher O'Connell | 7–6$^{(7–5)}$, 3–1 ret. |
| 2023 | Luca Nardi | João Sousa | 5–7, 6–4, 6–1 |

### Doubles

| Year | Champions | Runners-up | Score |
| 2021 | Guido Andreozzi Guillermo Durán | Renzo Olivo Miguel Ángel Reyes-Varela | 6–7$^{(5–7)}$, 7–6$^{(7–5)}$, [11–9] |
| 2022 | Yuki Bhambri Saketh Myneni | Nuno Borges Francisco Cabral | 6–4, 3–6, [10–6] |
| 2023 | Toshihide Matsui Kaito Uesugi | Rithvik Choudary Bollipalli Arjun Kadhe | 6–7$^{(5–7)}$, 6–3, [10–5] |
# Zaljubiška

Zaljubiška (ct. 'In love') is the tenth studio album by Yugoslavian pop-folk singer Lepa Brena and her band Slatki Greh. It was released 27 November 1991 through the record label PGP-RTB.
This was her eleventh of twelve albums with Slatki Greh. Their final project as a group was Pomračenje sunca (2000).
This album was sold in a circulation of 350,000 copies.

## Personnel
### Crew

* I. Ćulum – design
* D. Savić – photography
# Yesterworlds

Yesterworlds is the second compilation album by Swedish melodic death metal band Dark Tranquillity. It features their previously released and unreleased material: the demo version of Trail of Life Decayed, the EP version of A Moonclad Reflection, an unreleased promo tape from 1994 along with a song taken from the W.A.R. Compilation.

## Track information

* Tracks 1-4 were originally released on the Trail of Life Decayed demo
* Tracks 5-6 were originally released on the A Moonclad Reflection EP
* Tracks 7-9 are promo versions from a 1994 tape and have not been previously released
* Track 10 was originally released on W.A.R. Compilation Vol. 1 from 1994
# Ithemboni

Ithemboni is a settlement in Kenya's Eastern Province.
# December 2009 Lower Dir mosque bombing

December 2009 Lower Dir mosque bombing was a suicide bombing just outside a mosque in the town of Timergara in Lower Dir District in Pakistan on Friday 18 December 2009.Police said that the bomber had tried to enter the mosque during afternoon prayers but did not succeed due to security measures. He then blew up his explosives-packed vehicle near the gate of the mosque. At least 12 people were killed and 28 wounded in the attack. Most of the dead were policemen who were leaving the mosque after Friday prayers. The mosque is adjacent to the district police headquarters.
# Primrose Aerodrome

Primrose Aerodrome (IATA: PFM, TC LID: CFN6) is located near Primrose, Alberta, Canada.
# Sign of Victory

Sign of Victory is the second album by the glam metal band Buster Brown. It is the only Buster Brown album to feature drummer James Kottak.
The song "Monkey Bars" is a cover of the song originally done by Canadian rock band Coney Hatch.

## Track listing

* Let's Rock
* Save Your Love
* Dirty Girl
* Monkey Bars
* Devil in Her Eyes
* Streetwalker
* Bounty Hunter
* Sign of Victory

## Personnel

* Johnny Edwards – lead vocals
* Allan Phelps – guitar
* Kevin Downs – bass
* James Kottak – drums
* This 1980s metal album–related article is a stub. You can help Wikipedia by expanding it.
* v
* t
* e
# Ithekahuno

Ithekahuno is a settlement in Kenya's Central Province.
# Kiinu

Kiinu is a settlement in Kenya's Central Province.
# Sigue... "La Leyenda"!!!

Sigue... "La Leyenda"!!! is the sixteenth album released by the New Mexico music performer Al Hurricane in 1995. The songs "El Rebelde" and "Baila Bailame" were featured on his Live At The Kimo albums, with his son Al Hurricane Jr.; and in the A Tribute to Al Hurricane concert, the song "Baila Bailame" was covered by Sorela.
# Saeed Teebi

Saeed Teebi is a Palestinian Canadian writer, whose debut short story collection Her First Palestinian was published in 2022.
Born to Palestinian expatriate parents in Kuwait, Teebi emigrated with his family to Canada in 1993. He resides in Toronto, Ontario, where he works as a lawyer.
Her First Palestinian was shortlisted for the 2022 Atwood Gibson Writers' Trust Fiction Prize, and was a runner-up the 2023 Danuta Gleed Literary Award.
# Korbesa

Korbesa is a settlement in Kenya's Eastern Province.
# Ꜯ

Ꜯ, also known as quatrillo with comma, is a letter. In IsiXhosa language, Ꜯ can represent /s’/.
# Strawberry Trail

50°54′50″N 1°16′12″W﻿ / ﻿50.914°N 1.270°W﻿ / 50.914; -1.270
The Strawberry Trail is a 15-mile footpath through Hampshire, England
The trail is part linear and part circular. The linear section connects Botley to Bursledon railway station via Manor Farm Country Park. The circular section is usually done in a clockwise direction. From Bursledon railway station the trail goes south closely following the River Hamble and through Hamble until it meets Southampton Water. The trail then turns right and follows the shoreline into Royal Victoria Country Park. The path exits the Country Park next to the tearooms and twists and turns along a short nature trail until it meets the Hamble Rail Trail. The path continues North along Hound Road then crosses farmland, turns right at a recreation ground, and returns to the railway station via the outskirts of Bursledon.
There are numerous pay car parks in the area, however it is recommended that walkers use the free car park just off Mortimer Road near Botley High Street.
In summer a ferry service operates between Hamble and Manor Farm Country Park.
The rural parts of the trail are waymarked in the clockwise direction by metal and plastic disks found attached to wooden and metal posts, trees and street furniture. However, there are very few markers within the Royal Victoria Country Park and on the section that passes through the outskirts of Bursledon.
# Sir Francis Drake, 3rd Baronet

Sir Francis Drake, 3rd Baronet (1642–1718), of Buckland Abbey in the parish of Buckland Monachorum and of Meavy, both in Devon, England, was elected seven times as a Member of Parliament for Tavistock in Devon, in 1673, 1679, 1681, 1689, 1690, 1696 and 1698.

## Origins

He was baptised on 1 May 1642, at Buckland Monachorum, the eldest surviving son and heir of Thomas Drake (born 1620), a major in the cavalry of the Parliamentarian forces during the Civil War, the second son of Sir Francis Drake, 1st Baronet (1588-1637) (nephew of Admiral Sir Francis Drake (1546-1596)) and younger brother of Sir Francis Drake, 2nd Baronet (1617-1661). His mother was Susan Crimes, a daughter of William Crymes, of Buckland Crymes and a sister of Elisha Crymes MP.

## Career

He succeeded to the baronetcy on the death of his uncle Sir Francis Drake, 2nd Baronet on 6 June 1661. He matriculated at Exeter College, Oxford on 3 June 1663, aged 16 and was awarded MA on 28 September 1663. In 1673 he was elected a Member of Parliament for Tavistock in Devon, in a by-election to the Cavalier Parliament. He was re-elected for Tavistock in 1679, 1681, 1689, 1690, 1696 and 1698. He purchased the manor of Meavy in Devon, and resided at the manor house west of St Peter's Church, in which survives the "Drake Aisle" or manorial chapel. The external stonework is inscribed with the date "1705" and the "Drake star" from his coat of arms.

## Marriages and children

Drake married three times, with children only from his third wife:
* Firstly on 6 February 1665, at Bere Ferrers in Devon, to Dorothy Bampfylde (d.1679), a daughter of Sir John Bampfylde, 1st Baronet of Poltimore House in Devon, by his wife Gertrude Copleston, daughter of Amyas Copleston of Warleigh in the parish of Tamerton Foliot, near Bere Ferrers. She died childless and was buried at Buckland on 30 January 1679.
* Secondly, by licence dated 21 October 1680, he married Anne Boone (d.1685), daughter of Thomas Boone of Mount Boone, Devon, a Member of Parliament for Dartmouth in Devon. She died childless and was buried on 22 December 1685 at Buckland.
* Thirdly, by licence dated 17 February 1690, he married Elizabeth Pollexfen (d.1717) (buried on 25 March 1717, at Meavy), a daughter and eventual co-heiress of Sir Henry Pollexfen, of Nutwell Court in Devon, Lord Chief Justice of the Common Pleas, by whom he had seven sons and one daughter, including:
** Sir Francis Drake, 4th Baronet (1694-1740), of Buckland Abbey and Nutwell, eldest son and heir.

## Death

He died at the age of about 75 at Meavy where he was buried on 15 January 1718.
# Koreni (settlement)

Koreni is a settlement in Kenya's Coast Province.
# Kye-yaa-la Indian Reserve No. 1

Kye-yaa-la Indian Reserve No. 1, officially Kye-yaa-la 1, is an Indian reserve, comprising the whole of Sail Island and including three small islands, in Retreat Passage to the west of Gilford Island, and east of Bonwick Island in the Johnstone Strait region of the Central Coast of British Columbia, Canada. The reserve is 9.6 ha. in size and is under the administration of the Kwikwasut'inuxw Haxwa'mis First Nation band government.
# Let Me Be a Woman (album)

Professional ratings :
| Review scores ||
| Source | Rating |
| Allmusic | |
Let Me Be a Woman is the third album by American experimental rock band Oxbow, recorded in 1993 and first released in 1995 through Brinkman Records.

## Track listing

All tracks are written by Oxbow

## Personnel
### Oxbow

* Dan Adams – bass guitar
* Tom Dobrov – drums, percussion
* Eugene S. Robinson – vocals
* Niko Wenner – guitars, piano, Hammond organ, production, recording

### Additional personnel

* Steve Albini – recording
* Kathy Acker – spoken word (7, 8)
* Claudia Herzog – violin
* Jorjee – vocals
* Sanxe Lovxa – vocals
* Jon Raskin – saxophone
* Alicia J. Rose – accordion
* Cintra Wilson – piano
* Roderick Wyllie – reed organ
* Jim Blanchard – artwork
* Britta Höper – artwork, design
# River Ridge, Indiana

River Ridge is an unincorporated community in Utica Township, Clark County, Indiana, United States.
# Mbauro

Mbauro is a settlement in Kenya's Coast Province.
# KZAK-LD

KZAK-LD, virtual channel 49 (UHF digital channel 35), is a low-power Nuestra Visión-affiliated television station licensed to Boise, Idaho, United States. The station is owned by Cocola Broadcasting, and was formerly leased by NBC affiliate KTVB (channel 7) for analog retransmission of its then-news focused subchannel.

## Digital channels

The station's digital signal is multiplexed:
| Channel | Video | Aspect | Short name | Programming |
| 16.1 | 480i | 4:3 | KZAK-LD | Estrella TV |
| 33.1 | 480i | 4:3 | KZAK-LD2 | HSN |
| 49.1 | 720p | 16:9 | KZAK-LD3 | Nuestra Visión |
| 49.2 | 480p | 16:9 | KZAK-LD4 | Daystar |
| 49.3 | 480p | 16:9 | KZAK-LD5 | The Country Network |
| 34.1 | 480p | 16:9 | KZAK-LD6 | BYU TV |
# Modified d'Hondt electoral system

Modified d'Hondt electoral system is a variant of single transferable voting, where an electoral threshold for parties is applied. The difference to single transferable voting is, that any votes for parties below the electoral threshold are transferred to other parties according to the ranking on the ballot across party lines. The parties below electoral threshold are determined by first preference counts. The use of the electoral threshold could reduce the fragmentation of the parliament. This electoral system is a type of open list party-list proportional representation, where the preference of candidates within a party-list is indicated by ranking.
This electoral system was first used in 1989 Australian Capital Territory general election, with an electoral threshold of 5%. Here ranking only parties without ranking candidates was possible by voting above the line. A similar preferential party system is the spare vote electoral system, which ranks political parties.

## Disadvantages

If the electoral threshold is set below the natural threshold, then the results of Modified d'Hondt electoral system is indistinguishable from the more common single transferable voting. This was the case in the Australian Capital Territory general election, where the natural threshold was higher than the explicit electoral threshold of 5%. Higher district magnitudes with lower natural thresholds increase the ballot size and makes ballot counting more difficult.
# Less-is-more effect

The less-is-more effect refers to the finding that heuristic decision strategies can yield more accurate judgments than alternative strategies that use more pieces of information. Understanding these effects is part of the study of ecological rationality.

## Examples

One popular less-is-more effect was found in comparing the take-the-best heuristic with a linear decision strategy in making judgments about which of two objects has a higher value on some criterion. Whereas the linear decision strategy uses all available cues and weighs them, the take-the-best heuristic uses only the first cue that differs between the objects. Despite this frugality, the heuristic yielded more accurate judgments than the linear decision strategy.
Beyond this first finding, less-is-more effects were found for other heuristics, including the recognition heuristic and the hiatus heuristic.

## Explanations

Some less-is-more effects can be explained within the framework of bias and variance. According to the bias-variance tradeoff, errors in prediction are due to two sources. Consider a decision strategy that uses a random sample of objects to make a judgment about an object outside of this sample. Due to sampling variance, there is a large number of hypothetical predictions, each based on a different random sample. Bias refers to the difference between the average of these hypothetical predictions and the true value of the object to be judged. In contrast, variance refers to the average variation of the hypothetical judgments around their average.

### Determinants of variance

The variance component of judgment error depends on the degree to which the decision strategy adapts to each possible sample. One major determinant of this degree is a strategy's number of free parameters. Therefore, (heuristic) strategies that use fewer pieces of information and have fewer parameters tend to have lower error from variance than strategies with more parameters.

### Determinants of bias

At the same time, fewer parameters tend to increase the error from bias, implying that heuristic strategies are more likely to be biased than strategies that use more pieces of information. The exact amount of bias, however, depends on the specific problem to which a decision strategy is applied. If the decision problem has a statistical structure that matches the structure of the heuristic strategy, the bias can be surprisingly small. For example, analyses of the take-the-best heuristic and other lexicographic heuristics have shown that the bias of these strategies is equal to the bias of the linear strategy when the weights of the linear strategy show specific regularities that were found to be prevalent in many real-life situations.
# ACSI College

ACSI (Associated Computer Systems Institute) College or ACSI is a network of private computer and business colleges. It has two colleges: ACSI College Iloilo and ACSI Caregiver School

## History

It was founded as Associated Computer Systems Institute in 1984 with its first campus at Luna, La Paz, Iloilo City. At first it offered diploma courses in computer. It changed its name to ACSI Business and Computer School, Inc, and moved to a new location at the City Proper of Iloilo.
In 2008 the college offered two CHED programs: Bachelor of Science in Computer Science and Bachelor of Science in Computer Systems. Following that, it changed its name to ACSI College. It caters both courses accredited by Technical Education and Skills Development Authority and Commission on Higher Education of the Philippines in information technology, hospitality management, health sciences, business and short term courses.
As of 2016 there are three CHED recognized programs.
In 2018, the college moved to its present location in Gaisano Capital Iloilo (La Paz) in La Paz, Iloilo City.

## Academic programs

ACSI College offers programs senior high school, bachelor and non-bachelor's degrees under the supervision and accreditation of Department Education for basic education, CHED (Commission on Higher Education (Philippines)) for undergraduate degrees, and Technical Education and Skills Development Authority (TESDA) for associate or 2 years and tech-voc courses. The college also offers short term certificate courses. ACSI is a CHED Certified Higher Education Institution- (Institutional Code: 06009)
Select academic courses are both offered in regular and night classes.
# Infopark Cherthala

Infopark Cherthala (Malayalam: ഇൻഫോപാർക്ക് ചേര്‍ത്തല) is an information technology park located in Pallipuram village, Cherthala taluk of Alappuzha district, Kerala, India. The project was inaugurated by Ex. Chief minister V. S. Achuthanandan.

## Description

The park is built on the hub and spoke model for the development of the information technology industry in Kerala. The total area of the park is 66 acres of land and of which 60 acres has been notified as a sector-specific Special Economic Zone by the Ministry of Commerce, Government of India. InfoPark, Kochi acts as the hub to the spokes located at InfoPark Thrissur and Cherthala. Infopark is 6.8 kilometres (4.2 mi) from downtown Cherthala bus station and 8.9 kilometres (5.5 mi) from the Cherthala railway station. A few companies are registered as training institutes. Currently, more than 20 companies working there.

## Companies

* Techgentsia Software Technologies Pvt. Ltd
* Voyager IT Solutions Pvt Ltd
* Pixotri Technologies
* Datum Innovation
* Ridgecone Technologies Pvt. Ltd
* Smarc Technologies
* Virtualsys Technologies
* Claysys
* Silver Link
* Qwave
* Calsys communication PVT LTD
# Abd ol-Jabbar, East Azerbaijan Province

Abd ol Jabbar (Persian: عبدالجبار, also Romanized as ‘Abd ol Jabbār) is a village in Bedevostan-e Gharbi Rural District, Khvajeh District, Heris County, East Azerbaijan Province, Iran. At the 2006 census, its population was 177, in 35 families.
# Sub-division (India)

A sub-division is an administrative division of a district in India. It is headed by a sub-divisional magistrate (also known as assistant collector or assistant commissioner). A district may have multiple sub-divisions, and each of those sub-divisions may contain multiple sub-districts (tehsils/C.D. Blocks) and municipalities. For example, in West Bengal, the Murshidabad district contains five sub-divisions (mahakumas).
In some states(Andhra Pradesh, Telangana, Tamil Nadu, Kerala) they are called Revenue Divisions.
# Ratha's Courage

Ratha’s Courage is a novel by Clare Bell. It was published in 2008 by Imaginator Press. The novel is the final one in the Ratha series, also re-titled as The Books of the Named.

## Summary

The Named and the hunter Tribe have entered into an uneasy alliance as neighbors. When Quiet Hunter, a young member of the Tribe, asks the Named if they can share their fire to warm the Tribe's cubs, a strange young male steals the Red Tongue in an attempt to harness its powers. However, he is young and foolish, and he accidentally starts a canyon fire which kills many of his tribe, mainly the Tribe's breeding-age females.
When the mating season comes the leader of the Tribe, True-of-voice, ends up driving out the younger males from his tribe because they are competition for females. New-Singer (True-of-Voice's son) leads the outcast young males with his song, and wages an attack on the Named. New-Singer's Tribe kills the majority of the cubs and kidnaps the Named females, with the exception of Ratha. Ratha attempts to rescue her clan sisters by sneaking into the new Tribe's camp, but ends up in captivity herself. New-Singer waits until all the females are in heat, and then begins a courting circle. During this frenzy, it is revealed that the strange young male who stole the fire was Night-who-eats-Stars, Ratha's long lost son.
Two young Named cubs, Mishanti and Bundi, end up helping the Named males in destroying the courting circle with their "Rumblers" (Paraceratherium), and the young Tribe members are driven away.

## Background

The novel was sold to Sharyn November, editor for Viking Children's, in a deal in 2005, which included a reissue of the first four books in the series through her Firebird Books imprint.
# Terwillegar Park

Terwillegar Park is a municipal park in Edmonton, Alberta, Canada that is part of the North Saskatchewan River valley parks system. The park is located on the east bank of the North Saskatchewan River, and features a large off-leash area, mountain bike and hiking trails, as well as a spot to hand launch canoes into the river.
# Jaars-Townsend Airport

Jaars-Townsend Airport (FAA LID: N52) is a small private airport located in the CDP of Jaars, Union County, North Carolina, which is located within the town of Waxhaw. The airport is owned by JAARS, a Christian non-profit organization based in Waxhaw which provides missionary aviation and Bible translation services. Opened in 1961, the airport is named after W. C. Townsend, the founder of JAARS.
Between August 2021 and August 2022, the airport operated 13,000 total flights, with 92% of operations being local general aviation flights and the remaining 8% being transient general aviation.

## Operations

Jaars Airport serves as the base for JAARS' air operations. From the airport, JAARS provides air transportation for Christian missionaries traveling to remote areas of the world. It also serves as the base for the organization's aircraft funding, specialized training, technical support, custom equipment, pilots and mechanics, flight subsidies, research, and certification programs.
Jaars airport also serves as the base for Wings Over Waxhaw, a non-profit flying club based in Waxhaw, which stores its one Cessna 172 at the airport. Thirteen total aircraft are stationed at Jaars Airport, twelve single-engine airplanes and one helicopter.
# Wartenberg's Coefficient

Wartenberg's Coefficient is a measure of correlation developed by epidemiologist Daniel Wartenberg. This coefficient is a multivariate extension of spatial autocorrelation that aims to account for spatial dependence of data while studying their covariance. A modified version of this statistic is available in the R package adespatial.
For data $x_{i}$ measured at $N$ spatial sites Moran's I is a measure of the spatial autocorrelation of the data. By standardizing the observations $z_{i}=(x_{i}-{\bar {x}})/s$ by subtracting the mean and dividing by the variance as well as normalising the spatial weight matrix such that $\sum _{ij}w_{ij}=1$ we can write Moran's I as
    $I=\sum _{ij}w_{ij}z_{i}z_{j}$
Wartenberg generalized this by letting $z_{i}$ be a vector of $M$ observations at $i$ and defining where:
    $I=Z^{T}WZ$
* $W$ is the $N\times N$ spatial weight matrix
* $Z$ is the $N\times M$ standardized data matrix
* $Z^{T}$ is the transpose of $Z$
* $I$ is the $M\times M$ spatial correlation matrix.
For two variables $x$ and $y$ the bivariate correlation is
    $I_{xy}={\frac {\sum _{ij}w_{ij}(x_{i}-{\bar {x}})(y_{j}-{\bar {y}})}{{\sqrt {\sum _{i}(x_{i}-{\bar {x}})^{2}}}{\sqrt {\sum _{i}(y_{i}-{\bar {y}})^{2}}}}}$
For $M=1$ this reduces to Moran's $I$. For larger values of $M$ the diagonals of $I$ are the Moran indices for each of the variables and the off-diagonals give the corresponding Wartenberg correlation coefficients. $I$ is an example of a Mantel statistic and so its significance can be evaluated using the Mantel test.

## Criticisms

Lee points out some problems with this coefficient namely:
* There is only one factor of $W$ in the numerator, so the comparison is between the raw $x$ data and the spatially averaged $y$ data.
* $I_{xy}\neq I_{yx}$ for non-symmetric spatial weight matrices.
He suggests an alternative coefficient which has two factors of $W$ in the numerator and is symmetric for any weight matrix.