OpenLLM-France/wikimedia huggingface dataset:
# 1911 Harvard Crimson football team

The 1911 Harvard Crimson football team represented Harvard University in the 1911 college football season. The Crimson finished with a 6–2–1 record under fourth-year head coach Percy Haughton. Walter Camp selected two Harvard players, guard Bob Fisher and halfback Percy Wendell, as first-team members of his 1911 College Football All-America Team.

## Schedule

| Date | Opponent | Site | Result |
| September 30 | Bates | Harvard StadiumBoston, MA | W 15–0 |
| October 7 | Holy Cross | Harvard StadiumBoston, MA | W 8–0 |
| October 14 | Williams | Harvard StadiumBoston, MA | W 18–0 |
| October 21 | Amherst | Harvard StadiumBoston, MA | W 11–0 |
| October 28 | Brown | Harvard StadiumBoston, MA | W 20–6 |
| November 4 | at Princeton | Osborne FieldPrinceton, NJ (rivalry) | L 6–8 |
| November 11 | Carlisle | Harvard StadiumBoston, MA | L 15–18 |
| November 18 | Dartmouth | Harvard StadiumBoston, MA (rivalry) | W 5–3 |
| November 25 | Yale | Harvard StadiumBoston, MA (rivalry) | T 0–0 |
# Admiralty flying fox

The Admiralty flying fox (Pteropus admiralitatum) is a species of fruit bat in the family Pteropodidae, the megabats. It is found in Papua New Guinea and the Solomon Islands.

## Taxonomy and etymology

It was described by British zoologist Oldfield Thomas in 1894, based on specimens that were initially collected by the "Challenger" Expedition in 1875. Its species name admiralitum is a Neo-Latin rendering of "admiralty", which is in reference to the Admiralty Islands where this species was first documented. The Admiralty flying fox is possibly a species complex of three species, with one species occupying the Admiralty Islands and the Solomon Islands from Buka Island to Malaita Island. A second species is thought to occupy Western Province, Guadalcanal, and Malaita Island. The third species is thought to occupy Mussau Island and Emirau Island.

## Description

It is similar in appearance to the small flying fox, though it is smaller. It is further distinguished by its much smaller ears and the fact that its chest and abdomen are the same color. The top of its head is pale gray, while the back of its neck is a reddish-brown. Its dorsal fur is brown, with some white hairs interspersed. The head and body length is approximately 180 mm (7.1 in); its forearm length is 121 mm (4.8 in); its ear length is 17.5 mm (0.69 in).

## Range and habitat

It is found in several countries in Oceania, including Solomon Islands and Papua New Guinea.

## Conservation

It is currently evaluated as least concern by the IUCN—its lowest conservation priority. While it is likely threatened to some extent by deforestation and exploitation for bushmeat, these are not considered major problems. Overall, it is not of concern because it has a large geographic range, presumably large population size, and it is not thought to be in rapid decline.
# Wicker man (disambiguation)

A wicker man is a type of effigy.
The Wicker Man or Wickerman may refer to:
* The Wicker Man, a 1973 British horror film
** The Wicker Man (film series), which includes this film
** The Wicker Man (soundtrack), a soundtrack album from the 1973 film
* The Wicker Man (2006 film), an American remake of the 1973 film
* The Wicker Man (novel), a 1978 novel by Hardy & Shaffer
* The Wicker Man: The Official Story of the Film, 2023 book about the film
* "The Wicker Man" (song), a song by Iron Maiden
* "Wicker Man", a song by Bruce Dickinson from The Best of Bruce Dickinson
* "Wickerman", a song by Pulp from We Love Life
* Wickerman Festival, an annual rock and dance music event that takes place in Galloway, Scotland, UK
* Wicker Man (roller coaster), a wooden roller coaster at Alton Towers Resort, Staffordshire, UK
# Paruna

Paruna may refer to:
* Paruna, South Australia
* Paruna Sanctuary, a nature reserve in south-west Western Australia.
# List of public art in County Donegal

This is a list of public art on permanent public display in County Donegal, Ireland. The list applies only to works of public art accessible in a public space; it does not include artwork on display inside museums. Public art may include sculptures, statues, monuments, memorials, murals and mosaics.

## Letterkenny

| Title / subject | Location and coordinates | Date | Artist / designer | Notes |
| Polestar | Port Bridge Roundabout | | Locky Morris | It is made of 104 timber poles and rises to a height of 12 metres. Its shape alludes to the outline of a boat, as well as having a locomotive theme. |
| The Workers | Dry Arch Roundabout | 2001 | Maurice Harron | Commemorates those who worked on building the original bridge and train track at the Dry Arch. |
| Celtic Cross | Cathedral Square | 2006 | Peadar McDaid, Redmond Herrity | The limestone cross was erected in 2006 to celebrate 2000 years since the birth of Jesus. |
| Rabble Children | Market Square | 1994 | Maurice Harron | Hiring Fairs were held in Letterkenny in years gone by when children between the ages of 11 and 16 were sold for periods of six months to wealthy farmers of the Lagan Valley. |
| Fireman's Helmet | Letterkenny Fire Station | | | This project is a government funded effort to educate and train Travellers in the dying skills of their culture in a modern world, through culture and art. |
| The Chairs | Market Square | 2005 | | Constructed from wood it is typically yellow in colour, with various etchings worked into the overall design. |
| Blacksmiths' Ball | Letterkenny Courthouse | 1991 | | It was constructed by 100 blacksmiths on Saturday 30 March 1991. |
# New York State Route 33B

New York State Route 33B may refer to:
* New York State Route 33B (1931–1940s) in Monroe and Wayne Counties
* New York State Route 33B (1962–1965) in Monroe County
* New York State Route 33B (1965–1974) in Erie County
# Madendere, Refahiye

Madendere is a village in the Refahiye District of Erzincan Province in Turkey. The village is populated by Kurds of the Koçgiri tribe and had a population of 61 in 2022.
# Ray Mead

Ray Mead (1921–1998) was a Canadian abstract expressionist painter and a member of the artists group known as Painters Eleven. In his work, he often used a high horizon line as a structural element.

## Early life and career

Born in Watford, United Kingdom, Mead studied under John Nash and Randolph Schwab at the Slade School of Art in London, graduating in 1939. During World War II, he moved to New York where he trained American pilots in combat flying. Sometime around 1943, he went to New York and first saw American abstraction in the work of Stuart Davis.
In 1946 he moved to Hamilton, Ontario, where he befriended Hortense Gordon, who with him became a member of Painters Eleven. Later, in Toronto, he worked for MacLaren Advertising Co. as art director. In 1958, Mead moved to Montreal to work at the MacLaren's branch there, and became associated, through the dealer of his Montreal gallery, Denyse Delrue, with Quebec abstract artists such as Guido Molinari and Claude Tousignant who also showed their work with her. These artists had an influence on him, as did Robert Motherwell. Due to Delrue and the artists who showed their work with her, Mead became a member of the Non-Figurative Artists of Montreal and exhibited his work in the circulating exhibition sponsored by the National Gallery of Canada, in 1960-1961.
Mead`s finely-tuned work has been called "a dry-martini sort of art". William Ronald put it this way, of Mead's work:
   "Ray was the most intellectual of the 11 of us".
Mead uses colour adroitly. For him, discovery is central - he tries to put his "accidents" to work.
Having returned to Toronto in 1987, he worked continuously until his death in 1998 in Toronto. A posthumous retrospective of his work was held at the Howard Scott Gallery in New York City in 1998. Ray Mead: A Survey - Five Decades of Work was held in 2014 at Christopher Cutts Gallery in Toronto.

## Selected public collections

* Art Gallery of Guelph;
* Art Gallery of Hamilton;
* Art Gallery of Ontario;
* Glenbow Museum;
* Musée d'art contemporain de Montréal;
* National Gallery of Canada;
* Robert McLaughlin Gallery;
* Winnipeg Art Gallery;

## Painters Eleven

In 1949, Mead met Hortense Gordon in Hamilton and he was included in the Abstracts at Home exhibition held in 1953 at the Robert Simpson Company, Toronto. He joined Painters Eleven when the group was formed later that year. In Canada's conservative art world their early exhibitions were met with disdain. Nevertheless, Painters Eleven attracted U.S. exposure with a successful exhibition in 1956, Twentieth Annual Exhibition of American Abstract Artists with 'Painters Eleven' of Canada, with the American Abstract Artists at the Riverside Museum in New York City, and were praised by the influential critic Clement Greenberg on a visit he paid to Toronto in 1957. In the Canadian press, the group's most ardent supporter was art critic Robert Fulford. The group formally disbanded in 1960.
# Salena

Salena may refer to:
* Salena, Nepal, village development committee
* Salena Jones (born 1938), American jazz and cabaret singer
* Salena Godden, British poet, performer and author
* Salena, an Austrian singer
# Poe Township, Ringgold County, Iowa

40°40′49″N 94°10′44″W﻿ / ﻿40.68028°N 94.17889°W﻿ / 40.68028; -94.17889
Poe Township is a municipality located in Ringgold County, Iowa. In 2010 it had a population of 169 inhabitants and a population density of 1.93 people per km$^2$.

## Demography

According to the 2010 census, there were 169 people residing in the municipality of Poe. Of the 169 inhabitants, the municipality of Poe was composed by 98.82% White, and 2.37% Hispanic or Latino.
# Leslie Bancroft

Leslie Bancroft Aeschlimann (née Bancroft) was a female tennis player from the United States who was active in the 1920s.
Bancroft reached the semi-finals of the singles event at the 1922 U.S. Championships, which she lost in straight sets to eventual champion Molla Mallory. That same year she was runner-up to Mallory at the U.S. Women's Indoor Championships which was played on wooden courts at the Longwood Cricket Club in Chestnut Hill, Massachusetts.
In 1922, she lost to Canadian player Lois Moyes Bickle in the finals of the singles event at the U.S. Women's Clay Court Championships in Buffalo, New York.
The next year, 1923, she again reached the final of the U.S. Women's Indoor Championships but this time lost in two sets to Ann Sheafe Cole.
She married Swiss tennis player Charles Aeschlimann on December 16, 1924. They had met at the 1924 Summer Olympics.
# Patch point

In electronic audio technology, a patch point is a connection that allows a signal to be withdrawn from a device, modified in some way, and returned. This can, for example, be done using a phone connector, using the tip of the plug for the outgoing mono signal, and the ring for the returning signal, a configuration known as "tip send, ring return". It is commonly known as an insert on professional audio mixing consoles.
# Let's Enhance

Let's Enhance is a Ukrainian start-up which develops an online service driven by artificial intelligence which allows improving images and zooming them without losing quality.
According to the developers, they used the super-resolution technology of machine learning. The neural network, trained on a large base of real photographs, learns to restore details and keep clear lines and contours, relying on its knowledge of typical objects and textures that exist in the real world.
In October 2021, Let's Enhance got $3 mln of investments. In addition to Chamaeleon investment company, the startup was invested by Margo Georgiadis, Hype Ventures, and Acrobator.
In June 2022, Let's Enhance introduced the second generation of its product called Claid, which improves images for marketplaces and increases conversions. It allows to automate the editing of any number of user-generated photos, control enhancement settings by changing multiple variables, and achieve a consistent and beautiful look that increases conversions.
# Leslie Claude Hunkin

Leslie Claude Hunkin (10 January 1884 – 8 September 1984) was an Australian politician who represented the South Australian House of Assembly multi-member seat of East Torrens from 1921 to 1927 for the Labor Party.
# Passiflora picturata

Passiflora picturata is a species of passion flower in the family Passifloraceae.
* This Passifloraceae article is a stub. You can help Wikipedia by expanding it.
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# Ponte Vecchio, Ivrea

The Ponte Vecchio is a stone and brick arch bridge over the Dora Baltea in Ivrea, Italy.

## History

Archaeological studies have shown that a bridge existed in this site as far back as at time of the Romans.
The bridge was destroyed and reconstructed several times across the centuries due to floods.
In 1704, it was demolished during the French siege of Ivrea to better defend the town. In 1716, Victor Amadeus II ordered its reconstruction. The bridge was later widened in 1830 by Charles Felix to improve traffic inflow and outflow from Ivrea. Nonetheless, in 1860 an additional bridge, the Ponte Nuovo, had to be built next to it to provide for additional capacity.

## Description

The structure consists of a triple-arch stone and brick bridge.
# Diego de Muros

Diego de Muros may refer to:
* Diego de Muros (bishop of Ciudad Rodrigo) (1405–1492), Spanish Roman Catholic bishop
* Diego de Muros (Bishop of Islas Canarias) (died 1507), Spanish Roman Catholic bishop
* Diego de Muros (bishop of Oviedo) (died 1525), Spanish Roman Catholic bishop
# Diffie–Hellman problem

The Diffie–Hellman problem (DHP) is a mathematical problem first proposed by Whitfield Diffie and Martin Hellman in the context of cryptography and serves as the theoretical basis of the Diffie–Hellman key exchange and its derivatives. The motivation for this problem is that many security systems use one-way functions: mathematical operations that are fast to compute, but hard to reverse. For example, they enable encrypting a message, but reversing the encryption is difficult. If solving the DHP were easy, these systems would be easily broken.

## Problem description

The Diffie–Hellman problem is stated informally as follows:
    Given an element $g$ and the values of $g^{x}$ and $g^{y}$, what is the value of $g^{xy}$?
Formally, $g$ is a generator of some group (typically the multiplicative group of a finite field or an elliptic curve group) and $x$ and $y$ are randomly chosen integers.
For example, in the Diffie–Hellman key exchange, an eavesdropper observes $g^{x}$ and $g^{y}$ exchanged as part of the protocol, and the two parties both compute the shared key $g^{xy}$. A fast means of solving the DHP would allow an eavesdropper to violate the privacy of the Diffie–Hellman key exchange and many of its variants, including ElGamal encryption.

## Computational complexity

In cryptography, for certain groups, it is assumed that the DHP is hard, and this is often called the Diffie–Hellman assumption. The problem has survived scrutiny for a few decades and no "easy" solution has yet been publicized.
As of 2006, the most efficient means known to solve the DHP is to solve the discrete logarithm problem (DLP), which is to find x given g and g$^x$. In fact, significant progress (by den Boer, Maurer, Wolf, Boneh and Lipton) has been made towards showing that over many groups the DHP is almost as hard as the DLP. There is no proof to date that either the DHP or the DLP is a hard problem, except in generic groups (by Nechaev and Shoup). A proof that either problem is hard implies that P ≠ NP.

## Other variants

Many variants of the Diffie–Hellman problem have been considered. The most significant variant is the decisional Diffie–Hellman problem (DDHP), which is to distinguish g$^{xy}$ from a random group element, given g, g$^x$, and g$^y$. Sometimes the DHP is called the computational Diffie–Hellman problem (CDHP) to more clearly distinguish it from the DDHP. Recently groups with pairings have become popular, and in these groups the DDHP is easy, yet the CDHP is still assumed to be hard. For less significant variants of the DHP see the references.
# Neusibatrachus

Neusibatrachus is an extinct genus of frog, known from the Early Cretaceous (Barremian) La Pedrera de Rúbies Formation of Spain. It is one of the oldest representatives of Pipimorpha.
# Polgara the Sorceress

Polgara the Sorceress is a fantasy novel by American writers David and Leigh Eddings, and the twelfth in the setting of The Belgariad, The Malloreon and Belgarath the Sorcerer. Like the latter novel, it is presented as a first-person narrative recounting the life of the eponymous character, Polgara, framed by a prologue and epilogue in the third person placing it in context relative to the earlier stories. The fictional character of Polgara is the (many generations removed) aunt of Belgarion and the daughter of Belgarath.

## Plot summary

Polgara the Sorceress begins with Ce'Nedra entreating Polgara to write a book about her life, filling in the gaps left by her father's story, Belgarath the Sorcerer. The main part of the story thus begins, revealing that Polgara and her twin sister Beldaran were raised by their adoptive uncles, the deformed Beldin and the twin sorcerers Beltira and Belkira (all disciples of Aldur, like Belgarath), after the apparent death of their mother, Poledra. Their mother was a shape-shifting wolf at birth; she was distressed that her human babies would be born deficient in lupine instinct, and therefore educated them telepathically prior to parturition. After the birth of the twins, Poledra was presumed to have died; but continued communication with Polgara.
For many years, Polgara resented her father's long absence from her own upbringing; and when Belgarath resumed care of his daughters, Beldaran was quick to forgive him but Polgara often fled to the Tree at the center of the Vale of Aldur, where she learned to speak to birds and ultimately mastered the Will and the Word. Belgarath (with Beldaran's help) eventually negotiated an uneasy peace, and Polgara began her training under him. Following Beldaran's marriage, Polgara also resented the "loss" of her sister; but the shared loss eventually reconciled her to Belgarath. Over the years, she maintained a relationship with the descendants of Beldaran.
A relatively young Polgara spent many years in the Arendish duchy of Vo Wacune, where she mitigated the Arendish civil wars. Ultimately she was proclaimed the "Duchess of Erat". When Vo Wacune was destroyed, Erat became part of the new kingdom of Sendaria. When the Rivan King (Beldaran's descendant) was assassinated, Polgara became the guardian of a secret line of surviving heirs, incognito in Sendaria and its neighboring domains. At the Battle of Vo Mimbre, Polgara learned that in the prophecies of her enemies, she was the intended bride of the dark god Torak, whom she therefore defied at each meeting. Following Torak's defeat at Vo Mimbre, Polgara returned to caring for the descendants of Riva, eventually raising Garion.
# Madenburg Castle

The ruin of Madenburg Castle is one of the biggest and oldest castle complexes in Rhineland-Palatinate, Germany. The castle was built on a cliff on the outskirts of the Palatinate Forest looking towards the Rhine rift valley. The ruin, which is surrounded by forest, lies at an elevation of 458 metres overlooking Eschbach.
Despite its strong defences, the castle was destroyed during the War of the Grand Alliance by the troops of Joseph de Montclar. The castle was never rebuilt.
49°10′05″N 8°00′29″E﻿ / ﻿49.168°N 8.008°E﻿ / 49.168; 8.008
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# Ngoy

Ngoy is a surname and given name. Notable people with the surname include:
* Ngoy Bomboko (born 1975), retired Congolese football player
* Charles Lokoli-Ngoy (born 1997), Australian professional footballer
* Aimé Ngoy Mukena, political figure from the Democratic Republic of the Congo
* Eugene Kabongo Ngoy (born 1960), Congolese former professional footballer
* Francis Dady Ngoy (born 1990), Congolese professional footballer
* Julien Ngoy (born 1997), Belgian footballer
* Kisula Ngoy (1940–2018), Congolese politician and doctor
* Krom Ngoy (1865–1936), Khmer poet and a master of Kse diev
* Michaël Ngoy (born 1982), Swiss former professional ice hockey defenceman
* Ted Ngoy (born 1942), Cambodian American owner of doughnut shops in California
* Trésor Kapuku Ngoy, Congolese businessman, politician and Christian minister
* Ngoy Nsumbu (born 1972), retired Congolese football midfielder
* Ngoy Srin (born 1994), Cambodian footballer
# Sajad Hussein

Sajjad Hussein Abed (born 9 September 1998) is an Iraqi footballer who plays as an attacker for Amanat Baghdad in Iraq Premier League.

## International career

On 13 November 2017, Hussein made his first international cap with Iraq against Syria in a friendly match.
# Winter Star Party

The Winter Star Party, aka WSP, is an annual convention of amateur astronomers where the primary activity is nighttime astronomical observation. This February event is run at Camp Wesumkee located on Scout Key in the Lower Florida Keys. It is hosted by the Southern Cross Astronomical Society of Miami, Florida.
Most attendees camp on site. BBC Sky at Night magazine rated WSP as one of the top 10 star parties in the world. WSP was first established in 1984 by Tippy D'Auria.