OpenLLM-France/wikimedia huggingface dataset:
# List of rivers of Guatemala

Download coordinates as:
* KML
* GPX (all coordinates)
* GPX (primary coordinates)
* GPX (secondary coordinates)
This is a list of rivers in Guatemala arranged by drainage basin. This list is arranged by drainage basin, with respective tributaries indented under their larger stream's name.

## Gulf of Mexico

The following rivers flow into the Grijalva River in Mexico and are part of the Gulf of Mexico drainage basin.
* Grijalva River (Mexico)
** Usumacinta River (Guatemala and Mexico)
*** San Pedro River (Guatemala and Mexico)
*** Lacantún River (Mexico)
**** Xalbal River (Xaclbal River)
**** Ixcán River
*** Pasión River (Río de la Pasión)
**** San Juan River
***** Poxte River
**** Machaquila River
**** Cancuén River
*** Salinas River
**** Chixoy River (Río Negro)
***** Salamá River
**** San Román River
** Seleguá River (Guatemala and Mexico)
*** Nentón River (Guatemala and Mexico)
** Cuilco River (Guatemala and Mexico)
*** Cabajchum River
**** Tzalá River
*** Las Manzanas River
**** Blanco River (San Marcos)

## Gulf of Honduras

The following rivers are in the Gulf of Honduras drainage basin, which connects to he Gulf of Mexico.
* Hondo River (Río Azul) (Belize and Mexico)
* Belize River (Belize)
** Mopan River (Guatemala and Belize)
* Moho River (Guatemala and Belize)
* Sarstoon River (Sarstún River) (Guatemala and Belize)
** Gracias a Dios River
*** Chiyu River
*** Chahal River
** Franco River
*** Chocón River
* Dulce River
** Chocón Machacas River
** Lake Izabal
*** Polochic River
**** Matanzas River
**** Cahabón River
***** Lanquin River
* Motagua River (Guatemala and Honduras)
** Las Animas River
** Bobos River
** Pasabien River
** Río Grande de Zacapa
*** Jupilingo River
** Las Vacas River
** Jalapa River

## Pacific Ocean

The following rivers are in the Pacific Ocean drainage basin:
* Suchiate River (Guatemala and Mexico)
** Cabúz River
*** Cutzulchimá River
** Ixben River
** Nica River
** Petacalapa River
** Sibinal River
* Naranjo River
** Chisna River
*** Mujulia River
* Ocosito River
** Nil River
*** Nima River
* Samalá River
** El Tambor River
*** Nima I River
*** Nima II River
** Oc River
* Icán River
** Sís River
* Nahualate River
** Ixtacapa River
** Siguacán River
* Madre Vieja River
* Coyolate River
** Xaya River
** San Cristobal River
*** Pantaleón River
* Acomé River
* Achiguate River
* María Linda River
** Aguacapa River
** Michatoya River
*** Lake Amatitlán
**** Villalobos River
* Paso Hondo River
* Los Esclavos River
* Paz River (Guatemala, El Salvador)
* Lempa River (Guatemala, El Salvador, Honduras)
** Ostúa River
# Krupac

Krupac may refer to the following places:

## Bosnia and Herzegovina

* Krupac, Istočna Ilidža, Republika Srpska
* Krupac, Konjic

## Serbia

* Krupac (Bela Palanka)
* Krupac (Pirot)

## Elsewhere

* Krupac (Martian crater)
# John Fogerty (disambiguation)

John Fogerty may refer to:
* John Fogerty (engineer) (19th century), Irish millwright, architect, builder and civil engineer
* John Fogerty (born 1945), American musician and lead singer for the group Creedence Clearwater Revival
* John Fogerty (album)
* John Frederick Fogerty (1863–1938), Irish architect and engineer
# List of moths of Australia (Saturniidae)

This is a list of the Australian moth species of the family Saturniidae. It also acts as an index to the species articles and forms part of the full List of moths of Australia.
* Attacus wardi Rothschild, 1910
* Coscinocera hercules (Miskin, 1876)
* Opodiphthera astrophela (Walker, 1855)
* Opodiphthera carnea (Sonthonnax, 1899)
* Opodiphthera engaea (Turner, 1922)
* Opodiphthera eucalypti (Scott, 1864)
* Opodiphthera excavus Lane, 1995
* Opodiphthera fervida Jordan, 1910
* Opodiphthera helena (White, 1843)
* Opodiphthera loranthi (T.P. Lucas, 1891)
* Opodiphthera rhythmica (Turner, 1936)
* Opodiphthera saccopoea (Turner, 1924)
* Opodiphthera sulphurea (Naumann, 2003)
* Samia cynthia (Drury, 1773)
* Syntherata janetta (White, 1843)
* Syntherata leonae (Lane, 2003)
# John Hannah (Methodist)

John Hannah D.D., called the elder (1792–1867) was an English Wesleyan Methodist minister.

## Life

Born at Lincoln on 3 November 1792, he was the third son of a coal-dealer. His parents were Wesleyan Methodists in Lincoln. He received his early education from local teachers, mainly from the Rev. W. Gray, a senior vicar of the cathedral: he knew the classics, and studied French, mathematics, and Hebrew.
Hannah helped his father in his trade, and at an early age became a Wesleyan preacher in villages around Lincoln, preaching his first sermon at Waddington. He expressed an interest during 1813 in Thomas Coke's mission to India, though the anticipated vacancy did not occur. In 1814 he was received into the Wesleyan ministry.
In 1824 Hannah was sent to America to a Wesleyan conference. He was in 1834 appointed tutor of the Wesleyan Theological Institution, at Hoxton and then at Stoke Newington. From 1840 to 1842 and from 1854 to 1858 he was secretary, and in 1842 and again in 1851 president of the Wesleyan conference. In 1843 he was appointed to the theological tutorship of the northern branch of the Institution for training ministers, at Didsbury in Yorkshire, which he held till within a few months of his death.
In 1856 Hannah crossed the Atlantic a second time, accompanied by Frederick James Jobson, as the representative of English Methodism to Methodists of the United States. For many years before his death he was chairman of the district of the Methodist connexion of the Manchester area. He died at Didsbury on Sunday, 29 December 1867, shortly after resigning his tutorship.

## Works

Hannah published, with memorial sermons and short tracts:
* Memoirs of the Rev. D. Stowe, 1828.
* Memoirs of the Rev. T. Lessey, 1842.
* Documents relating to the Dissolution of the Union between the British and Canadian Conferences; with an Appendix, 1841.
* Ministerial Training an Inaugural Address at Didsbury, 1860.
* Infant Baptism scriptural, and Immersion unnecessary; with an Appendix on Re-baptising, 1866.
* Introductory Lectures on the Study of Christian Theology, London, no date.

## Family

In 1817 Hannah married Jane Capavor, by whom he had eight children, of whom only one survived him, John Hannah, the younger, vicar of Brighton.
# Conflict in Van Diemen's Land

Conflict in Van Diemen's Land is a 1945 Australian radio play by Catherine Shepherd. It concerned Governor Arthur's war against Tasmanian Aboriginals in colonial Tasmania. John Cairns directed.
The play was repeated in 1945 and produced again in 1946.

## Premise

According to ABC Weekly "In 1824 there was much rejoicing in Hobart Town when Governor Arthur arrived, but gaiety was shortlived. His cold, formal manner, his iron discipline, were soon manifest. He stifled freedom of the press, imprisoned the editor who dared to criticise the Government. Officials who disagreed with his methods were soon relieved of office. He ignored criticism, treated free settlers like convicts. Then he failed in the £30,000 war against the blacks. Theme of Miss Shepherd's trenchant play is that free peoples—be they black or white —will never submit to the power of a tyrant."
# Kriegel

Kriegel is a surname. Notable people with the surname include:
* Ana Kriégel (2004–2018), Russian-Irish murder victim.
* Annie Kriegel (1926–1995), French historian
* Blandine Kriegel (born 1943), French philosopher
* Danièle Kriegel [fr] (born 1950), French journalist
* František Kriegel (1908–1979), Czechoslovak politician and physician
* Hans-Peter Kriegel (born 1948), German computer scientist
* Leonard Kriegel (born 1933), American author
* Mark Kriegel, American author, journalist, and television commentator
* Maurice Kriegel-Valrimont (1914–2006), French politician
* Volker Kriegel (1943–2003), German jazz guitarist
* Irving Rhinehart Kriegel (1918-2006) US Army WWII Veteran.
# Veto, Mississippi

Veto is an unincorporated community in Franklin County, Mississippi, United States.
In 1900, Veto had a population of 45 people.
A post office operated under the name Veto from 1858 to 1914.
# Veto (band)

VETO is a Danish indie rock band formed in 2004. They released their first EP, I Will Not Listen, in 2005 and their first album, There's A Beat In All Machines, in 2006, both released on the Danish hip hop label, Tabu Records/Playground Music Denmark.
In February 2007, VETO won the award for Best New Act, as well as Best Danish Music Video at Danish Music Awards.
Their song "You Are A Knife" was featured briefly in the American television program NCIS episode "Suspicion".
VETO's second album is called Crushing Digits and was released 5 May 2008. The first single for the album, "Built to Fail", was released in March 2008 and received heavy airplay as "Ugens Uundgåelige" (Unavoidable of the week) on the public service radio channel DR P3.
The band was awarded Danish Band of the Year at the Danish Music Awards 2009.
The band's third studio album, entitled Everything is Amplified, was released on February 25, 2011.

## Discography
### Albums

| Title and details | Year | Peak position | Certification |
| Title and details | Year | DAN | Certification |
| There's a Beat in All Machines Release date: February 27, 2006 Record label: Tabu Records /Playground Music | 2006 | 21 | |
| Crushing Digits Release date: May 5, 2008 Record label: Reset08/Sony BMG | 2008 | 2 | |
| Everything Is Amplified Release date: February 25, 2011 Record label: RCA / Sony Music Entertainment Denmark | 2011 | 2 | |
| Point Break Release date: 2013 Record label: Sony Music | 2013 | 6 | |
| 16 Colors Release date: 2018 Record label: Reset08 | 2018 | | |

#### EP / Others

* 2005: I Will Not Listen EP [Tabu Records /Playground Music] (Released August 28, 2005)
* 2012: Sinus / Point Break (double CD special edition with CD 1 Sinus (6 tracks) / CD 2: Point Break (6 tracks) [Columbia / Sony Music]

### Singles

| Year | Song | Peak position | Certification | Album |
| Year | Song | DAN | Certification | Album |
| 2008 | "Built to Fail" | 26 | | Crushing Digits |
| 2008 | "You Say Yes, I Say Yes" | 34 | | Crushing Digits |
| 2009 | "Blackout" | 33 | | Crushing Digits |
| 2011 | "This Is Not" | 8 | | Everything Is Amplified |

## Members

* Troels Abrahamsen – Vocals, synth
* David Krogh Andersen – Guitar
* Mark Lee – Guitar, synth
* Jens Skov Thomsen – Bass guitar, backing vocals
* Mads Hasager – Drums
# Conta (surname)

Conta is a surname. Notable people with the surname include:
* Dennis Conta (born 1940), American politician and consultant
* Giancarlo Conta (born 1949), Italian politician
* Richard von Conta (1856–1941), German WWI general
* Vasile Conta (1845–1882), Romanian philosopher, poet, and politician
* Vladimir Conta (born 1954), Romanian conductor and pianist
# Kryptobaatar

Kryptobaatar, also known as Gobibaatar or Tugrigbaatar, is an extinct mammalian genus dating from the Upper Cretaceous Period and identified in Central Asia. This animal was a member of the extinct order of Multituberculata within the suborder Cimolodonta, and was a member of the family Djadochtatheriidae. It lived contemporaneously with some of the dinosaurs. Its skull had a length of perhaps 3 cm.
The generic name Kryptobaatar is derived from Greek κρυπτός: kruptós, "hidden," (alludes to the ventral position of infraorbital foramen) and Mongolian баатар: baatar, "hero" (alludes to the name of the capital of Mongolia, Ulan Baatar). The specific name dashzevegi is named in honour of Mongolian palaeontologist Demberelyin Dashzeveg. The derivation of its synonym Gobibaatar parvus is Gobi (occurring in the Gobi Desert, Mongolia) and baatar ("a hero", the same as Kryptobaatar). Another synonym Tugrigbaatar saichanensis is a generic name derived from the Toogreeg and Ulan Baatar, and a specific name derived from a Gurvan Saykhan mountain range.

## Species identified

* Kryptobaatar dashzevegi Kielan−Jaworowska, 1969. At Djadokhta Formation, Ukhaa Tolgod, Tögrög Shiree and Bayan Zag or Baruungoyot Formation, Red beds of Hermiin Tsav, Mongolia. Stage: lower Campanian or Upper Cretaceous. The skull has a length of perhaps 3 cm. The front teeth look impressively sharp and not much like those of a strict vegetarian. Gobibaatar parvus Kielan−Jaworowska, 1969 and Tugrigbaatar saichanensis Kielan−Jaworowska & Dashzeveg, 1978 are now treated as synonyms of K. dashzevegi by Kielan-Jaworowska et al. (2003).
* Kryptobaatar mandahuensis Smith, Guo & Sun, 2001. At Bayan Mandahu Formation, Urad Houqi Banner, Inner Mongolia, China. Based on several well-preserved skulls. This location is about the same stage as the Djadokhta Formation of Mongolia, Campanian (Upper Cretaceous).

## Biology

Kryptobaatar was a hopping species, similar to a modern Jerboa. It is thought to have been a carnivory-oriented omnivore.
# John Eadie

John Eadie (9 May 1810 – 3 June 1876) was a Scottish theologian and biblical critic.

## Life

He was born at Alva in Stirlingshire (now in Clackmannanshire). Having studied the arts curriculum at the University of Glasgow, he studied for the ministry at the Divinity Hall of the United Secession Church, a dissenting body which, on its union a few years later with the Relief Church, adopted the title the United Presbyterian Church.
In 1843 Eadie was appointed professor of biblical literature and hermeneutics in the Divinity Hall of the United Presbyterian body. He held this appointment along with his ministerial charge for the rest of his life.
He received the honorary degree of LLD from Glasgow University in 1844, and that of DD from the University of St Andrews in 1850. He died at 6 Thornville Terrace in Hillhead, Glasgow on 3 June 1876. He is buried in the Glasgow Necropolis not far from the John Knox monument.
His book collection was bought and presented to the United Presbyterian College.

## Ministry

In 1835 Eadie became minister of the Cambridge Street Secession church in Glasgow, and for many years he was generally regarded as the leading representative of his denomination in Glasgow. As a preacher, though he was not eloquent, he was distinguished by good sense, earnestness and breadth of sympathy. In 1863 he removed with a portion of his congregation to the new Lansdowne United Presbyterian Church, which became a notable landmark at Kelvinbridge. Cambridge Street was in one of the poorer parts of Glasgow, in stark contrast to the Lansdowne area. This gave rise to the following verse, well known in Glasgow church circles:
This Church is not built for the poor and needy, But for the rich and Dr. Eadie. The rich may come in and take their seat, But the poor must go to Cambridge Street.
He served as Moderator of the General Assembly for the United Presbyterian Church of Scotland for the year 1857/8.

## Works

His publications were connected with biblical criticism and interpretation, some of them being for popular use and others more strictly academic. To the former class belong the Biblical Cyclopaedia, his edition of Alexander Cruden's Concordance, his Early Oriental History, and his discourses on the Divine Love and on Paul the Preacher; to the latter his commentaries on the Greek text of St Paul's epistles to the Ephesians, Colossians, Philippians and Galatians, published at intervals in four volumes.
His last work was the History of the English Bible (2 vols, 1876). He rendered service as one of the revisers of the authorized version.

## Memorials

In his home town of Alva the Eadie Church is named in his memory and a drinking fountain with his portrait in low relief stands in the local park.

## Family

He married Allison Pringle Palfrey of Edinburgh. They had five children. She died suddenly in 1855.
In 1862 he married Mary Home of Berwick-upon-Tweed.
# John Eadie (cricketer)

John Thom Clarke Eadie (25 September 1861 – 19 August 1923) was an English brewer and cricketer who played for Derbyshire in 1882.
Eadie was born in Burton-on-Trent Staffordshire, the son of James Eadie and his wife Jean. His father, who was from Scotland, had established the James Eadie brewery company at Burton in 1854. In 1881 Eadie was a clerk in his father's brewery.
Eadie appeared in one match for Derbyshire during the 1882 season, against Lancashire. He finished not out in the first innings but was out for a duck in the second, bowling economically and taking one wicket during the match.
Eadie died at Lichfield at the age of 62.
Eadie's brother, William Eadie and nephew Kenneth Dobson both played first-class cricket for Derbyshire.
# John Eadon

John Pollock Eadon (3 September 1889 – 1961) was a Scottish professional footballer who played for Maryhill, Tottenham Hotspur, Albion Rovers, Ayr United, Dumbarton, Morton, and Johnstone.

## Football career

Eadon began his career with local club Maryhill. The goalkeeper joined Tottenham Hotspur and played five matches in 1915.
# Victoria Hospital for Sick Children, Kingston upon Hull

53°44′50″N 0°21′11″W﻿ / ﻿53.74712°N 0.352979°W﻿ / 53.74712; -0.352979
Victoria Hospital for Sick Children, later known as Victoria House, was a children's hospital in Kingston upon Hull which operated from 1890 until 2020. The red brick building, constructed in the Gothic Revival architectural style, is grade II listed and now converted into offices.
Dr Mary Murdoch worked at the hospital as her first appointment after graduating from the London School of Medicine for Women, she was Hull's first female doctor.
# Constantin Romeo Stancu

Constantin Romeo Stancu (born 11 May 1978) is a former Romanian footballer.

## Honours
### Rapid București

* Cupa României: 2005–06, 2006–07
* Supercupa României: 2007
# Vietnam national football team results

For lists of the Vietnam national football team's results see:
* Vietnam national football team results (2020–present)
* Vietnam national football team results (1991–2019)
# Continuous q-Laguerre polynomials

In mathematics, the continuous q-Laguerre polynomials are a family of basic hypergeometric orthogonal polynomials in the basic Askey scheme. Roelof Koekoek, Peter A. Lesky, and René F. Swarttouw (2010, 14) give a detailed list of their properties.

## Definition

The polynomials are given in terms of basic hypergeometric functions and the q-Pochhammer symbol by。
$P_{n}^{(\alpha )}(x|q)={\frac {(q^{\alpha +1};q)_{n}}{(q;q)_{n}}}$$_{3}\phi _{2}(q^{-n},q^{\alpha /2+1/4}e^{i\theta },q^{\alpha /2+1/4}e^{-i\theta };q^{\alpha +1},0|q,q)$
# Content sniffing

Content sniffing, also known as media type sniffing or MIME sniffing, is the practice of inspecting the content of a byte stream to attempt to deduce the file format of the data within it. Content sniffing is generally used to compensate for a lack of accurate metadata that would otherwise be required to enable the file to be interpreted correctly. Content sniffing techniques tend to use a mixture of techniques that rely on the redundancy found in most file formats: looking for file signatures and magic numbers, and heuristics including searching for well-known representative substrings, the use of byte frequency and n-gram tables, and Bayesian inference.
Multipurpose Internet Mail Extensions (MIME) sniffing was, and still is, used by some web browsers, including notably Microsoft's Internet Explorer, in an attempt to help web sites which do not correctly signal the MIME type of web content display. However, doing this opens up a serious security vulnerability, in which, by confusing the MIME sniffing algorithm, the browser can be manipulated into interpreting data in a way that allows an attacker to carry out operations that are not expected by either the site operator or user, such as cross-site scripting. Moreover, by making sites which do not correctly assign MIME types to content appear to work correctly in those browsers, it fails to encourage the correct labeling of material, which in turn makes content sniffing necessary for these sites to work, creating a vicious circle of incompatibility with web standards and security best practices.
A specification exists for media type sniffing in HTML5, which attempts to balance the requirements of security with the need for reverse compatibility with web content with missing or incorrect MIME-type data. It attempts to provide a precise specification that can be used across implementations to implement a single well-defined and deterministic set of behaviors.
The UNIX file command can be viewed as a content sniffing application.

## Charset sniffing

Numerous web browsers use a more limited form of content sniffing to attempt to determine the character encoding of text files for which the MIME type is already known. This technique is known as charset sniffing or codepage sniffing and, for certain encodings, may be used to bypass security restrictions too. For instance, Internet Explorer 7 may be tricked to run JScript in circumvention of its policy by allowing the browser to guess that an HTML-file was encoded in UTF-7. This bug is worsened by the feature of the UTF-7 encoding which permits multiple encodings of the same text and, specifically, alternative representations of ASCII characters.
Most encodings do not allow evasive presentations of ASCII characters, so charset sniffing is less dangerous in general because, due to the historical accident of the ASCII-centric nature of scripting and markup languages, characters outside the ASCII repertoire are more difficult to use to circumvent security boundaries, and misinterpretations of character sets tend to produce results no worse than the display of mojibake.
# 2022 Málaga Open – Doubles

This was the first edition of the tournament.
Altuğ Çelikbilek and Dmitry Popko won the title after defeating Daniel Cukierman and Emilio Gómez 6–7$^{(4–7)}$, 6–4, [10–6] in the final.

## Seeds

* Victor Vlad Cornea / Arjun Kadhe (semifinals)
* Yuki Bhambri / Saketh Myneni (semifinals)
* Ruben Gonzales / Reese Stalder (first round)
* Boris Arias / Federico Zeballos (first round)

## 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
| 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 | VV Cornea A Kadhe | 6 | 6 | | | | | | | | | | |
| WC | Sergi Pérez Contri Adrià Soriano Barrera | 7$^7$ | 6 | | WC | S Pérez Contri A Soriano Barrera | 3 | 2 | | | | | | | | | | |
| | M Gengel K Uchida | 6$^5$ | 3 | | | | | | | 1 | VV Cornea A Kadhe | 7$^7$ | 3 | [8] | | | | |
| 3 | R Gonzales R Stalder | 4 | 7 | [7] | | | | | | | A Çelikbilek D Popko | 6$^2$ | 6 | [10] | | | | |
| | A Çelikbilek D Popko | 6 | 5 | [10] | | A Çelikbilek D Popko | 6 | 6 | | | | | | | | | | |
| | N Álvarez Varona C Sánchez Jover | 4 | 6$^6$ | | | S Diez H Moriya | 0 | 2 | | | | | | | | | | |
| | S Diez H Moriya | 6 | 7$^8$ | | | | | | | | | | | | A Çelikbilek D Popko | 6$^4$ | 6 | [10] |
| | O Jasika J McCabe | 6$^3$ | 3 | | | | | | | | | | | | D Cukierman E Gómez | 7$^7$ | 4 | [6] |
| | D Cukierman E Gómez | 7$^7$ | 6 | | | D Cukierman E Gómez | 6 | 6 | | | | | | | | | | |
| | S Carr A Kachmazov | 7$^7$ | 6 | | | S Carr A Kachmazov | 4 | 2 | | | | | | | | | | |
| 4 | B Arias F Zeballos | 6$^4$ | 1 | | | | | | | | D Cukierman E Gómez | 6 | 6 | | | | | |
| WC | D Marrero Dhruva Mulye | 2 | 2 | | | | | | | 2 | Y Bhambri S Myneni | 4 | 4 | | | | | |
| | L Margaroli Y Uchiyama | 6 | 6 | | | L Margaroli Y Uchiyama | 7$^{10}$ | 2 | [8] | | | | | | | | | |
| | E Donskoy A Kuznetsov | 3 | 6$^4$ | | 2 | Y Bhambri S Myneni | 6$^8$ | 6 | [10] | | | | | | | | | |
| 2 | Y Bhambri S Myneni | 6 | 7$^7$ | | | | | | | | | | | | | | | |