OpenLLM-France/wikimedia huggingface dataset:
# Ahaetuliinae

The Ahaetuliinae are a subfamily of vine snakes within the family Colubridae that was erected in 2016. They are found from South and Southeast Asia through to Australia.

## Etymology

The name comes from the genus Ahaetulla, which gets its name from the Sri Lankan Sinhalese language words ahaetulla/ahata gulla/as gulla, meaning “eye plucker” or “eye picker”, because of the belief that they pluck out the eyes of humans, as first reported by the Portuguese traveler João Ribeiro in 1685.

## Classification

Ahaetuliinae was formally named and described in 2016 by Figueroa et al., using the name proposed by Pyron et al. in 2013. Previously placed within Colubrinae, Ahaetuliinae was strongly supported as the sister group to Colubrinae in a 2016 study by Figueroa et al., as shown in the cladogram below:
Ahaetuliinae is split into two separate monophyletic groups: one group consists of the sharp-nosed snakes of the generas Dryophiops, Ahaetulla, and the recently named Proahaetulla, and the second group consists of the rectangular-snouted snakes of the generas Dendrelaphis and Chrysopelea. The most recent common ancestor (and origin) of Ahaetuliinae dates back to an estimated 33.63 million years ago, from the Oligocene epoch. The subfamily diverged into the five separate genera during this time, with the latest divergence of Proahaetulla from Ahaetulla occurring an estimated 26.55 million years ago.
The phylogeny of many of the species within Ahaetuliinae can be shown in the cladogram below, with possibly paraphyletic species noted:

## Distribution

Ahaetuliinae are distributed from Pakistan, through India, Sri Lanka, Nepal, and Bangladesh, throughout Southeast Asia into southeastern China, in the Philippines, the Malay Archipelago, Papua New Guinea, and northeastern Australia. Most species are found in forests.

## Description

Ahaetuliine snakes are arboreal and have keeled ventral and subcaudal scales (laterally notched in some species), and enlarged posterior grooved fangs (lacking in some Dendrelaphis).
Notable traits of some species include gliding in Chrysopelea, jumping behavior in Dendrelaphis, and large eyes with horizontal pupils in Ahaetulla and Dryophiops..

## List of genera

Ahaetuliinae comprises five genera containing 77 species (Ahaetulla [20 species], Chrysopelea [5 species], Dendrelaphis [49 species], Dryophiops [2 species] and Proahaetulla [1 species]) that are more closely related to one another than to members of the subfamily Colubrinae.
* Ahaetulla (20 species)
* Chrysopelea (5 species)
* Dendrelaphis (49 species)
* Dryophiops (2 species)
* Proahaetulla (1 species)
# Yakmesi

Yakmesi (Akkadian: 𒅀𒀝𒈨𒋛, romanized: Ia-ak-me-si) was according to the Assyrian King List (AKL) the 22nd Assyrian monarch, ruling in Assyria's early period. Yakmesi is listed in the AKL as the sixth of ten 'kings whose fathers are known.' Unlike the rest of the list, this section is written in reverse order—starting with 'Aminu' and ending with 'Apiashal,' described as 'altogether ten kings who are ancestors""—and has often been interpreted as the list of ancestors of the Amorite Šamši-Adad I (fl. c. 1809 BCE) who had conquered the city-state of Aššur. The AKL also states that Yakmesi had been both the son and successor of Ilu-Mer. Additionally, the AKL states that Yakmesi had been both the predecessor and father of Yakmeni.
# Dynamization

In computer science, dynamization is the process of transforming a static data structure into a dynamic one. Although static data structures may provide very good functionality and fast queries, their utility is limited because of their inability to grow/shrink quickly, thus making them inapplicable for the solution of dynamic problems, where the input data changes. Dynamization techniques provide uniform ways of creating dynamic data structures.

## Decomposable search problems

We define problem $P$ of searching for the predicate $M$ match in the set $S$ as $P(M,S)$. Problem $P$ is decomposable if the set $S$ can be decomposed into subsets $S_{i}$ and there exists an operation $+$ of result unification such that $P(M,S)=P(M,S_{0})+P(M,S_{1})+\dots +P(M,S_{n})$.

## Decomposition

Decomposition is a term used in computer science to break static data structures into smaller units of unequal size. The basic principle is the idea that any decimal number can be translated into a representation in any other base. For more details about the topic see Decomposition (computer science). For simplicity, binary system will be used in this article but any other base (as well as other possibilities such as Fibonacci numbers) can also be utilized.
If using the binary system, a set of $n$ elements is broken down into subsets of sizes with
    $2^{i}*n_{i}$
elements where $n_{i}$ is the $i$-th bit of $n$ in binary. This means that if $n$ has $i$-th bit equal to 0, the corresponding set does not contain any elements. Each of the subset has the same property as the original static data structure. Operations performed on the new dynamic data structure may involve traversing $\log _{2}\left(n\right)$ sets formed by decomposition. As a result, this will add $O(\log \left(n\right))$ factor as opposed to the static data structure operations but will allow insert/delete operation to be added.
Kurt Mehlhorn proved several equations for time complexity of operations on the data structures dynamized according to this idea. Some of these equalities are listed.
If
* $P_{S}\left(n\right)$ is the time to build the static data structure
* $Q_{S}\left(n\right)$ is the time to query the static data structure
* $Q_{D}\left(n\right)$ is the time to query the dynamic data structure formed by decomposition
* ${\overline {I}}$ is the amortized insertion time
then
* $Q_{D}\left(n\right)=O\left(Q_{S}\left(n\right)\cdot \log \left(n\right)\right)$
* ${\overline {I}}=O\left(\left(P_{S}\left(n\right)/n\right)\cdot \log \left(n\right)\right).$
If $Q_{S}\left(n\right)$ is at least polynomial, then $Q_{D}\left(n\right)=O\left(Q_{S}\left(n\right)\right)$.
# Donald Burkhart

Donald E. Burkhart Jr. (born September 4, 1948) is an American politician and a Republican member of the Wyoming House of Representatives representing District 15 since January 11, 2011.

## Education

Burkhart earned his BS in physics from John Carroll University.

## Elections

* 2012 Burkhart and former Representative George Bagby were both unopposed for their August 21, 2012 primaries, setting up a rematch; Burkhart won the November 6, 2012 general election with 1,717 votes (51.1%) against Representative Bagby.
* 2010 To challenge incumbent Democratic Representative George Bagby for the District 15 seat, Burkhart won the August 17, 2010 Republican Primary with 497 votes (47.7%), and won the November 2, 2010 general election by 11 votes with 1,153 votes (49.4%) against Representative Bagby, who had held the seat since 2003.
# 532–534 East State Street

532–534 East State Street is a historic building in Savannah, Georgia, United States. It is located in the northeastern tything of Greene Square and was built in 1897. It is part of the Savannah Historic District, and it stands immediately to the west of the John Dorsett House, the smallest free-standing house in the city.
# Diego et Frida

Diego et Frida is a biography of Mexican painters Diego Rivera and Frida Kahlo by French Nobel laureate J. M. G. Le Clézio. It was originally published in French in 1993.
Diego et Frida occupies a special place in Le Clézio's creative output: it is the only story that the writer devotes completely to artists.
The cover art includes Kahlo's 1931 painting Frieda and Diego Rivera.

## Plot

When Frida announces her intention to marry Diego Rivera, her father makes an acerbic comment: "It will be the wedding of an elephant and a dove." The news of this turbulent yet fragile woman's marriage to the "genius" of Mexican muralists, who is twice her age, thrice her weight, reputed as an "ogre" and a seducer, is met with skepticism. Rivera is an atheist communist who dares to paint frescoes glorifying Indigenous people, encouraging workers to arm themselves against Mexico’s "demonic trinity" – the priest, the bourgeois, and the lawyer.
Diego et Frida tells the story of an extraordinary couple: their encounter, Diego’s complex past, and Frida’s experience with pain and loneliness. It explores their shared faith in revolution, meetings with Leon Trotsky and André Breton, their American adventure, and Diego's surprising fascination with Henry Ford. Together, they renew the world of art.
# Bratin Sengupta

Bratin Sengupta (born 13 August 1963 in Calcutta, West Bengal) is an Indian politician and member of the Bharatiya Janata Party. He was a Member of Parliament, representing West Bengal in the Rajya Sabha as a member of the Communist Party of India (Marxist).
# Henrik Rasmussen (footballer)

Henrik Rasmussen (born 13 June 1968) is a Danish former professional footballer who made 322 appearances in the Superliga for AaB.
# Naduvattom, Malappuram

Naduvattom is a census town in Malappuram district in the state of Kerala, India. CAVENDERS Arts & Sports Club is a famous club in Naduvattom.

## Demographics

As of 2001 India census, Naduvattom had a population of 18891 with 9049 males and 9842 females.

## Transportation

Naduvattam village connects to other parts of India through Kuttippuram town. National highway No.66 passes through Edappal and the northern stretch connects to Goa and Mumbai. The southern stretch connects to Cochin and Trivandrum. National Highway No.966 connects to Palakkad and Coimbatore. The nearest airport is at Kozhikode. The nearest major railway station is at Kuttippuram.
# Ahaetulla pulverulenta

Brown-speckled whipsnake or brown vine snake (Ahaetulla pulverulenta) is a species of colubrid vine snake endemic to Sri Lanka.

## Etymology

It is known as හෙනකදයා (henakadaya) in Sinhala; this name provided the name anaconda.
The species name pulverulenta is from Latin, named after its ashy or dusty grayish brown coloration.

## Taxonomy

It belongs to the genus Ahaetulla, one of five genera within the subfamily Ahaetuliinae. The relationships of Ahaetulla pulverulenta to some other Ahaetulla species, and to the other genera within Ahaetuliinae, can be shown in the cladogram below, with possible paraphyletic species noted:

## Distribution and habitat

It is found exclusively in Sri Lanka. Populations in the Western Ghats of India are now considered a separate species, Ahaetulla sahyadrensis.
It lives in forests and is fully arboreal.

## Description

It is grayish-brown colored, with darker blackish spots above. It has a pointed snout, ending in a dermal appendage at the tip. It has a dark brown rhomboidal spot on the top of the head, and a brown stripe on each side of the head passing through the eye.

## Behavior

It feeds on lizards and other invertebrates, and it is ovoviviparous, giving birth to 5-15 live offspring.

## Gallery

* Head profile from top
* Head view and eye profile
# Pierre Benoit (MLA)

Pierre Benoit (French pronunciation:; 30 April 1824 – 26 August 1870) was a member of the Legislative Assembly of Quebec.
He practised his profession as a notary in Saint-Rémi, Quebec from 1846 to 1861. He was elected to the Legislative Assembly of the Province of Canada for Napierville in a by-election in 1862, representing the Parti rouge; he was defeated in 1863.
He was elected to the first Legislative Assembly of Quebec in the 1867 general election for the Quebec Liberal Party in Napierville. He died in office.
# Entomacrodus marmoratus

Entomacrodus marmoratus, also called the marbled blenny or pāo'o in Hawaiian, is a species of blenny endemic to the rocky reefs around the coasts of Hawaii. It has fins that are used to jump out of the water and to navigate the tide pools.

## Description

The marbled blenny has a long, narrow body and can grow up to a maximum length of about 8 cm (3 in). It has dark-colored skin with white spots and are recognized by an "eyelash" above its eyes. The marbled blenny lays its eggs on the seabed and attaches them to the substrate with a sticky base, while larvae, in a manner similar to plankton, drift in open water and are found off the coast of the Hawaiian Islands. The marbled blenny also has fins that are used to jump out of the water and to navigate tide pools.

## Distribution and habitat

The marbled blenny is found in the Pacific Ocean, specifically in the waters off the coast of the Hawaiian Islands, typically in shallow, rocky areas along the shore. It can live at depths of up to 6 m (20 ft). Its diet consists mainly of organic material and tiny invertebrates.

## Cultural significance

The marbled blenny is used by Native Hawaiians as bait and as a food item, traditionally cooked in ti leaves or eaten raw. The marbled blenny also appears in the Hawaiian legend of Hainakolo. Additionally, the marbled blenny was used by Hawaiian priests in certain practices, as it was believed to free someone from feelings of infatuation.
# 538 East State Street

538 East State Street is a historic building in Savannah, Georgia, United States. It is located in the northeastern tything of Greene Square and was designated a historic building in 1973. Originally built for a William Ricker in 1818, it was later sold to an Abraham Ricker in 1821. Then in 1861 it was held by Joseph Burke, a cotton merchant and co-founder of the Bank of Commerce, until 1868. It is part of the Savannah Historic District, and it stands immediately to the east of the John Dorsett House, the smallest free-standing house in the city.
# James Abercrombie (inventor)

James Smither Abercrombie (7 July 1891 – 7 January 1975) was an American inventor who is best known for designing the world's first reliable blowout preventer (BOP) to contain disastrous well blowouts.
Abercrombie was born the fourth of 13 children in Huntsville, Texas to parents James Buford and Evelina Abercrombie Jr on 7 July, 1891. He attended a grammar school in his hometown throughout childhood, before eventually his family was forced to move in 1900, citing a combination of the harsh winters in the area, as well as an infestation of boll weevil feeding on local cotton crops. During this period he attended school and picked up various jobs to help his family make money, one such as a soda jerk. Around turning 15, he worked to help with his family's newly started dairy farm on the outskirts of Houston.
In 1909, Abercrombie got his first job working in the oil industry as a deckhand for one of Goose Creek Production Company's drilling rigs. This would evolve into buying a drilling rig of his own in 1918 to be stationed north of Wichita Falls. His engagement in the oil industry continued until he eventually became president of Cameron Iron Works.
Abercrombie's work to develop the Cameron ram-type blowout preventer in 1922 would later find him inducted into the National Inventors Hall of Fame in 2020.
While working in Lake Charles, Louisiana, Abercrombie met his wife. The two married on 6 May, 1925, and had one daughter together. Later in life, he along with several others from Houston would help to charter the Texas Children's Hospital through donations towards construction. He would die on 7 January, 1975 in Houston and be buried at Glenwood Cemetery.
# Tiéfora Department

Tiéfora is a department or commune of Comoé Province in south-western Burkina Faso. Its capital lies at the town of Tiéfora. According to the 2019 census the department has a total population of 75,423.

## Towns and villages

* Tiéfora (4 673 inhabitants) (capital)
* Bamako (1 383 inhabitants)
* Biton (1 429 inhabitants)
* Bondorola (615 inhabitants)
* Boulo (2 444 inhabitants)
* Boussanra I (421 inhabitants)
* Boussanra Brousse (2 654 inhabitants)
* Djandoro (1 497 inhabitants)
* Dramandougou (1 217 inhabitants)
* Fandiora (1 329 inhabitants)
* Houetiara (930 inhabitants)
* Kangounaba (1 154 inhabitants)
* Kangounadeni (1 521 inhabitants)
* Labola Foukara (412 inhabitants)
* Labola Kassianra (322 inhabitants)
* Labola Koumoussanra (453 inhabitants)
* Labola Nambalfo (1 025 inhabitants)
* Labola Sankrala (825 inhabitants)
* Libora (953 inhabitants)
* Loubora (155 inhabitants)
* Moussoumourou (1 108 inhabitants)
* Nadrifa (142 inhabitants)
* Naniagara (1 662 inhabitants)
* Sakora (1 869 inhabitants)
* Sangora (1 235 inhabitants)
* Sankara (891 inhabitants)
* Saterna (388 inhabitants)
* Sikane (808 inhabitants)
* Sokoura (739 inhabitants)
* Sounougou (1 640 inhabitants)
# A Family Christmas (Bocelli Album)

A Family Christmas is an album released in 2022 by Italian tenor, Andrea Bocelli collaborating with his two children Matteo Bocelli and Virginia Bocelli.
The album is a collection of Christmas songs sung by Bocelli and his children, containing solos, duets and trio with some songs sung in English and some in Italian.
Following the success of the album, a deluxe edition was released in the following year in 2023, containing 9 extra tracks including a song in collaboration with Pentatonix and one with The Simpsons.

## Development

The album is the first family album of Andrea Bocelli performing along with his 24-year-old son Matteo Bocelli and 10-year old daughter Virginia Bocelli. The album was the best-selling christmas album of 2022.
The family appeared in several interviews together talking about the development of the album and their inspirations for the songs, including a special segment on Classic FM that was broadcast on December 25, 2022.

### Deluxe Edition

Following the success of the original release, a deluxe edition was released in 2023, which added nine new songs to the original 13 songs for a total of 22 songs. The edition also includes a special version of "Do You Hear What I Hear?" in collaboration with the a cappella group Pentatonix and a special version of "Felix Navidad" with The Simpsons.

## Video recordings
### A Bocelli Family Christmas documentary music film

Alongside the album, a 37-minute music video documentary with the recording of the songs was released on streaming platforms titled "A Bocelli Family Christmas" featuring songs from the album by the three artists, alongside the rest of the Bocelli family. The video was shot at Castel Savoia, Gressoney in Valle D’Aosta, Italy.

### The Simpsons special short

Disney+ released a special short episode of The Simpsons on December 15, 2022, titled The Simpsons Meet the Bocellis in "Feliz Navidad" in which Homer surprises Marge with a a special gift of the Bocelli family performing for them.
# Kalady, Malappuram

Kalady is a census town near Edappal in Kalady Grama Panjayath, Ponnani Taluk, Malappuram district, Kerala

## Transportation

Kalady village connects to other parts of India through Kuttippuram town. National highway No.66 passes through Edappal and the northern stretch connects to Goa and Mumbai. The southern stretch connects to Cochin and Trivandrum. National Highway No.966 connects to Palakkad and Coimbatore. The nearest airport is at Kozhikode. The nearest major railway station is at Kuttippuram.
# Jarqavieh Olya District

Jarqavieh Olya District (Persian: بخش جرقویه علیا) is in Jarqavieh County, Isfahan province, Iran. Its capital is the city of Hasanabad.

## History

In 2021, Jarqavieh Olya and Jarqavieh Sofla Districts were separated from Isfahan County in the establishment of Jarqavieh County, which was divided into two districts of two rural districts each, with the city of Nikabad as its capital.

## Demographics
### Population

At the time of the 2006 National Census, the district's population (as a part of Isfahan County) was 14,099 in 4,053 households. The following census in 2011 counted 13,839 people in 4,479 households. The 2016 census measured the population of the district as 14,716 in 4,955 households.

### Administrative divisions

Jarqavieh Olya District Population :
| Administrative Divisions | 2006 | 2011 | 2016 |
| Jarqavieh Olya RD | 5,026 | 4,982 | 5,296 |
| Ramsheh RD | 4,731 | 4,590 | 4,942 |
| Hasanabad (city) | 4,342 | 4,267 | 4,478 |
| Total | 14,099 | 13,839 | 14,716 |
| RD = Rural District ||||
# João Mendes de Briteiros

João Mendes de Briteiros (13th-century-?) was a Portuguese nobleman, who served in the Court of Denis of Portugal.

## Biography

João was born in the Iberian Peninsula, son of Mem Rodrigues de Briteiros and Maria Anes da Veiga, a noble lady descendant of Forjaz Vermuis, belonging to the Lords of Trastámara and Maia. He was married to Urraca Afonso, daughter of Afonso III of Portugal and his mistress Madragana.
# 1907 Massachusetts Aggies football team

The 1907 Massachusetts Aggies football team represented Massachusetts Agricultural College in the 1907 college football season. The team was coached by Matthew W. Bullock and played its home games at Alumni Field in Amherst, Massachusetts. The 1907 season marked Bullock's return to the Aggies, as he had previously coached the team during the 1904 season. Massachusetts finished the season with a record of 5–3–1.

## Schedule

| Date | Opponent | Site | Result |
| September 28 | at Williams | Weston FieldWilliamstown, MA | L 4–5 |
| October 2 | at Brown | Andrews FieldProvidence, RI | L 0–5 |
| October 5 | Rhode Island State | Alumni FieldAmherst, MA | W 11–0 |
| October 12 | at Dartmouth | Alumni OvalHanover, NH | L 0–6 |
| October 19 | at Holy Cross | Worcester OvalWorcester, MA | W 10–5 |
| October 26 | Worcester Tech | Alumni FieldAmherst, MA | W 29–0 |
| November 2 | at Amherst | Pratt FieldAmherst, MA | T 0–0 |
| November 9 | at Tufts | Tufts OvalSomerville, MA | W 19–10 |
| November 16 | at Springfield Training School | Springfield, MA | W 5–0 |
# Pyridine N-methyltransferase

In enzymology, a pyridine N-methyltransferase (EC 2.1.1.87) is an enzyme that catalyzes the chemical reaction
    S-adenosyl-L-methionine + pyridine $\rightleftharpoons$ S-adenosyl-L-homocysteine + N-methylpyridinium
Thus, the two substrates of this enzyme are S-adenosyl methionine and pyridine, whereas its two products are S-adenosylhomocysteine and N-methylpyridinium.
This enzyme belongs to the family of transferases, specifically those transferring one-carbon group methyltransferases. The systematic name of this enzyme class is S-adenosyl-L-methionine:pyridine N-methyltransferase. This enzyme is also called pyridine methyltransferase.
# 9 Drayton Street

9 Drayton Street is a historic building in Savannah, Georgia, United States. Located in the northeastern residential/tything block of Johnson Square, part of the Savannah Historic District, the building dates from 1853.
It was built for George Wayne Anderson and later owned by Confederate Army veteran Edward Clifford Anderson Jr. and officer George Mercer.
The building, which has an angled entrance at Drayton and East Bay Lane, is believed to be the oldest continuously operated saloon and restaurant in the city. An oyster bar and public house stood on the same site from 1850 and possibly earlier.
During and after the Civil War, it served as an office building and restaurant. It also has a connection to the Wanderer slave-ship scandal. Charles Lamar, mastermind of the scheme, had offices next door in the Bank of Commerce building. Richard F. Aiken, his co-conspirator, operated a bar, named the "Gem", from 9 Drayton Street after the war.

## Today

Churchill's Pub was located here at the time it was featured in the 1996 filming of the Clint Eastwood-directed Midnight in the Garden of Good and Evil, but it was damaged in a fire seven years later, after which it closed.
The property has been occupied since 2018 by The Fitzroy, the owners of which also run The Collins Quarter on Bull Street and The Deck Beach Bar & Kitchen on Tybee Island.