OpenLLM-France/wikimedia huggingface dataset:
# Orinoco Delta

The Orinoco Delta is a vast river delta of the Orinoco River, located in eastern Venezuela.

## Location

The Orinoco Delta is one of the eight natural regions of Venezuela. It covers the whole of Delta Amacuro State and a few square kilometers of Monagas State and Sucre State, comprising all the mouths of the Orinoco. It is divided into two sections: the principal, at the northernmost part of the system, located between Caño Manamo and the left shore of Caño Araguao, where the majority of villages are established, including the state capital Tucupita; and the secondary, between the right shore of Caño Araguao and Río Grande.
The Warao people live in the region.

## Hydrology

The delta is fan-shaped, formed by the Orinoco River as it splits into numerous distributaries, called caños, which meander through the delta on their way to the sea. The main distributary is called the Rio Grande, which empties south-southeast through the southern portion of the delta, and the second major distributary is Caño Manamo, which runs northward along the western edge of the delta. The area of this region is approximately 43,646 square kilometres (16,852 sq mi). The Orinoco Delta is characterized by being non-centric, lagoon lacking, and oceanic, somewhat similar to the delta of the Niger River. Daily tides bring sea water up the "caños", causing the "macareo" or pororoca and reversing the flow direction of water, at least on surface.

## Environment

The predominant vegetation is in the Orinoco Delta swamp forests ecoregion. Along the coast and the river margins there are stretches of Amazon–Orinoco–Southern Caribbean mangroves, specifically the Guianan mangroves ecoregion. To the west, and closer to the coast, there are patches of the Orinoco wetlands ecoregion.
The delta includes large areas of permanent wetlands as well as seasonally-flooded freshwater swamp forests. The river margins of the delta are fringed with mangroves.
# Sikandar Siddique

Sikandar Siddique (born 4 October 1986 in Copenhagen) is a Danish politician who was a member of the Folketing from 2019 to 2022. He was elected in the 2019 Danish general election as a member of The Alternative. He is the co-founder and leader of Independent Greens.

## Political career

Siddique was elected into parliament in the 2019 election as a member of The Alternative. In March 2020 Siddique and three other members of The Alternative left the party. Siddique founded the new Independent Greens party with Susanne Zimmer and Uffe Elbæk. Siddique was not re-elected in the 2022 Danish general election.
# Silautiya

Silautiya is a village development committee in Rupandehi District in Lumbini Province of southern Nepal. At the time of the 1991 Nepal census it had a population of 2762 people living in 417 individual households.

## Notable people

* Krishna Chaudhary (1989)
* Shankar Chaudhary (1989)
# Siegbahn

Siegbahn is a surname. Notable people with the surname include:
* Bo Siegbahn (1915–2008), Swedish diplomat
* Kai Siegbahn (1918–2007), Swedish physicist, Nobel Prize in 1981
* Manne Siegbahn (1886–1978), Swedish physicist, Nobel Prize in 1924
# Orthosie (moon)

Orthosie /ɔːrˈθoʊziː/, also known as Jupiter XXXV, is a natural satellite of Jupiter. It was discovered by a team of astronomers from the University of Hawaii led by Scott S. Sheppard in 2001, and given the temporary designation S/2001 J 9.
Orthosie is about 2 kilometres in diameter, and orbits Jupiter at an average distance of 21,075,662 km in 625.07 days, at an inclination of 146.46° to the ecliptic (143° to Jupiter's equator), in a retrograde direction and with an eccentricity of 0.3376.
It was named in August 2003 after Orthosie, the Greek goddess of prosperity and one of the Horae. The Horae (Hours) were daughters of Zeus and Themis.
Orthosie belongs to the Ananke group.
# Signal recognition particle 9

Signal recognition particle 9 is a protein that in humans is encoded by the SRP9 gene.
# Silke Tesch

Silke Tesch (born 5 July 1958 in Dautphetal-Holzhausen) is a German politician and a former member of the Parliament of Hesse for the Social Democratic Party of Germany (SPD).
On 5 April 2003, she was elected to the Parliament of Hesse. She was a member of the Bundesversammlung in 2004.
She was reelected to Parliament in the 2008 Hesse state election. On 3 November 2008, however, she declared, together with fellow SPD MPs Carmen Everts, Jürgen Walter and Dagmar Metzger, that she would not support Andrea Ypsilanti as Prime Minister of Hesse, in a planned election. Ypsilanti, chair of SPD in Hesse, was supposed to form a government with support of the leftist extremist (according to the Verfassungsschutz) party Die Linke, the successor of the Socialist Unity Party of Germany (SED). The SPD party had, before the election, vowed not under any circumstances to cooperate with Die Linke.
Without the support of her party, Silke Tesch could not run for another term as a member of parliament in the 2009 election.
# Oskar Hennrich

Oskar Hennrich was a German World War I flying ace credited with 20 aerial victories. He was a notable balloon buster, since thirteen of his wins were destructions of the observation balloons. He was the leading ace of his squadron, and ended his service with the rank of Vizefeldwebel.

## Aerial service

Hennrich's first assignment was as an aerial gunner with Kampfgeschwader (Tactical Bomber Wing) II, from 20 April 1916 to 20 February 1917. He then trained as a pilot, and was assigned to Flieger-Abteilung (Artillerie) (Flier Detachment (Artillery)) 273 on 10 October 1917. He moved on to Jagdstaffel 46 (Fighter Squadron 46) on 6 May 1918. On 14 May 1918 he scored his first victory flying a Fokker D.VII with his initial 'H' on the fuselage; he shot down an observation balloon west of Albert. He continued to score, mostly balloons, until 1 October 1918. On 24 September, he shot down three balloons. He was awarded the Military Merit Cross on 3 November 1918.

## Sources of information

* 1 2 3 Above the Lines: The Aces and Fighter Units of the German Air Service, Naval Air Service and Flanders Marine Corps 1914 - 1918. p. 128.
* 1 2 The Aerodrome website http://www.theaerodrome.com/aces/germany/hennrich.php Retrieved on 16 April 2010.
# Orthetrum kollmannspergeri

Orthetrum kollmannspergeri is a freshwater dragonfly in the Libellulidae family. The kollmannspergeri species is present in Africa and western Arabia. Due to many similarities, it is often confused with its Asian counterpart, Orthetrum taeniolatum.
# Ostariostoma

Ostariostoma is an extinct genus of prehistoric bony fish that lived during the Late Cretaceous epoch.
# Sigismund von Lindenau

Sigismund von Lindenau (c. 1484 – 4 January 1544) was Bishop of Merseburg from 1535 to 1544.
Sigismund came from the von Lindenau family, named after Lindenau, now a district of Leipzig. He was the last Catholic bishop of the Merseburg diocese until Michael Helding was appointed in 1549. Lindenau's successor was the Protestant administrator Augustus of Saxony, who asserted his influence as Elector of Saxony and drew the neighboring bishoprics to himself. In the diocese itself, the majority of the population embraced the new faith, and even Sigismund was open to the new faith. Just one year after Sigismund's death, Martin Luther preached in Merseburg Cathedral.
Sigismund carried out structural measures at Lützen Castle. He expanded the cathedral. In the castle of Bad Lauchstädt, his coat of arms bears witness to his building activity.

## Literature

* Saxonia: Museum of Saxon patriotism, Volume 3
# Orthogonius cheni

Orthogonius cheni is a species of ground beetle in the subfamily Orthogoniinae. It was described by Tian & Deuve in 2001.
# Orthogonius constanti

Orthogonius constanti is a species of ground beetle in the subfamily Orthogoniinae. It was described by Tian & Deuve in 2006.
# Ostracod Limestone

Ostracod Limestone may refer to:
* Kilmaluag Formation or Ostracod Limestone, a Middle Jurassic geologic formation in Scotland
* Ostracod Beds or Ostracod Limestone, a subunit of the Mannville Group, a stratigraphical unit of Cretaceous age in the Western Canadian Sedimentary Basin
# Silvas

Silvas is a surname. Notable people with the surname include:
* Diego Silvas (born 1997), American soccer player
* Haim Silvas (born 1975), Israeli footballer and manager
* Lucie Silvas (born 1977), British singer-songwriter
* Tom Silvas, American soccer player
# Silvianthus

Silvianthus is a genus of flowering plants in the family Carlemanniaceae, found in Bangladesh, the eastern Himalaya, south-central China, and Indochina. Thought to be in the order Lamiales, they have a chromosome count of 2n=38.

## Species

Currently accepted species include:
* Silvianthus bracteatus Hook.f.
* Silvianthus tonkinensis (Gagnep.) Ridsdale
# Silvicide

As herbicides are pesticides used to kill unwanted plants, silvicides are special pesticides (cacodylic acid or MSMA, for instance) used to kill brush and trees. They can wipe out entire forests or specific, unwanted forest species.
# Sipan

Sipan may refer to:
* Sipán, a Moche archaeological site in northern Peru
* Šipan, a Croatian island
* Mount Sipan, a mountain near Lake Van
* Sipan, Armenia
* Sipán, Spain, a village in the municipality of Loporzano
# Simpson Peak

Simpson Peak may refer to:
* Simpson Peak (Canada) in British Columbia, Canada
* Simpson Peak (Antarctica) in Antarctica
# Simpson Park Mountains

The Simpson Park Mountains, also known as the Simpson Park Range, are located in Lander and Eureka counties, in central Nevada in the western United States. The mountains reach an elevation of 9,147 feet (2,788 m) at Fagin Mountain, and cover an area of approximately 310 square miles (800 km$^2$). US Route 50 crosses the very southern end of the range at Hickison Summit between Eureka and Austin.
The range runs in a southwest-northeasterly direction between the Toiyabe Range on the west across Grass Valley and the Roberts Mountains to the east. Other ranges around the Simpson Parks include the Cortez Mountains to the north across Horse Creek Valley and the Toquima and Monitor ranges to the south. The Monitor, Kobeh and Antelope valleys lie to the southeast.
The Hickison Petroglyph Recreation Area lies at the southeastern end of the mountains northwest of Hickison Summit on US route 50. The Bureau of Land Management manages 98% of the Simpson Park Mountains, and 2% is privately held. Principal vegetation types are: Piñon-juniper—43.5%, Sagebrush scrub—25.4%, and Sagebrush steppe—18.5%. Trees found in the range include: western juniper (Juniperus occidentalis), Utah Juniper (Juniperus osteosperma), and Single-leaf Pinyon (Pinus monophylla). Coyotes and pikas roam the Simpson Park Mountains.
The range is named after James H. Simpson, who surveyed a transportation route just south of the range in 1858.
# St. Mary's Rectory (Cumberland, Wisconsin)

The St. Mary's Rectory in Cumberland, Wisconsin, also referred to as its address, 1575 Second Avenue, is a former Roman Catholic rectory. It was built in 1904 and attached to the parish of St. Mary's of the Wayside, which merged with St. Anthony Abbot in 1973.
The rectory was added to the National Register of Historic Places in 2011. Additionally, it is listed on the Wisconsin State Register of Historic Places.

## History

The rectory was built for the Reverend Dr. Stephen Leinfelder, who was the youngest American to hold degrees in both philosophy and theology. It remained church property until it was sold in 1985, at which time it became a boarding house. The building was sold again in 1991 and was converted into a bed and breakfast by the new owners, named The Rectory. The owners later closed the bed and breakfast, and the building is now their private residence.
# Model complete theory

In model theory, a first-order theory is called model complete if every embedding of its models is an elementary embedding. Equivalently, every first-order formula is equivalent to a universal formula. This notion was introduced by Abraham Robinson.

## Model companion and model completion

A companion of a theory T is a theory T* such that every model of T can be embedded in a model of T* and vice versa.
A model companion of a theory T is a companion of T that is model complete. Robinson proved that a theory has at most one model companion. Not every theory is model-companionable, e.g. theory of groups. However if T is an $\aleph _{0}$-categorical theory, then it always has a model companion.
A model completion for a theory T is a model companion T* such that for any model M of T, the theory of T* together with the diagram of M is complete. Roughly speaking, this means every model of T is embeddable in a model of T* in a unique way.
If T* is a model companion of T then the following conditions are equivalent:
* T* is a model completion of T
* T has the amalgamation property.
If T also has universal axiomatization, both of the above are also equivalent to:
* T* has elimination of quantifiers

## Examples

* Any theory with elimination of quantifiers is model complete.
* The theory of algebraically closed fields is the model completion of the theory of fields. It is model complete but not complete.
* The model completion of the theory of equivalence relations is the theory of equivalence relations with infinitely many equivalence classes, each containing an infinite number of elements.
* The theory of real closed fields, in the language of ordered rings, is a model completion of the theory of ordered fields (or even ordered domains).
* The theory of real closed fields, in the language of rings, is the model companion for the theory of formally real fields, but is not a model completion.

## Non-examples

* The theory of dense linear orders with a first and last element is complete but not model complete.
* The theory of groups (in a language with symbols for the identity, product, and inverses) has the amalgamation property but does not have a model companion.

## Sufficient condition for completeness of model-complete theories

If T is a model complete theory and there is a model of T that embeds into any model of T, then T is complete.
# There Be Monsters

There Be Monsters was a British-themed bar and restaurant in Portland, Oregon, United States. Operating in southeast Portland's Buckman neighborhood from 2014 to 2024, the bar served British cuisine and had games such as shuffleboard.

## Description

Ben Waterhouse of The Oregonian described There Be Monsters as a "laid-back, loosely British-themed bar" on Morrison Street in southeast Portland's Buckman neighborhood. Waterhouse wrote, "The bar is a cool, dim space, decorated with maps, tapestries, antique knicknacks and an oversized mustache outlined in lightbulbs. The music is chill, the seating is comfortable, and the enormous shuffleboard -- a holdover from previous tenants Havana West and Hal's -- offers plenty of entertainment." There Be Monsters had distressed walls, shuffleboard, sidewalk seating, and a covered patio.
The menu included sausage rolls, steak-and-Stilton pasties, and ale-battered fish and chips, chicken tikka masala, salmagundi, curried cauliflower, and yogurt raita. The happy hour menu included the Hal's Happy Beef Burger. The drink menu included beer and cocktails. The signature drink was the Hemingway daiquiri, which was made with Maraschino.

## History

The bar opened in July 2014, in the space that previously housed Hal's Tavern. There Be Monsters closed on May 4, 2024. An announcement on social media said, "Almost ten years ago we opened the doors to There Be Monsters —we really had no idea how it would go. It turns out that for the longest time it went great. We had (and still have) the best damn crew, a great product, and the best customers any establishment could ever ask for. We had it all and It felt great to be a part of the community we served. But, all parties must eventually come to an end and so, with sadness, we must announce that There Be Monsters is closing forever."

## Reception

The Oregonian included There Be Monsters in a 2014 list of Portland's ten best bars for games. Waterhouse wrote, "Both of Hal's successors chose to keep the old joint's shuffleboard table, and thank goodness for that: this beauty dates to the late 1940s, and though it's been stripped of its electric scoreboard -- a concession to aesthetics -- it's still given pride of place, with gorgeous spot lighting. There Be Monsters is likely your best bet for an informal tournament. If you get tired of playing, grab a cocktail and head for the covered patio out back." He also described the clientele as "a Gen X-er in a snap front plaid shirt with the outline of Oregon tatooed on his forearm".
In 2017, Willamette Week said, "The former Hal's Tavern has better beer now, and better food, and better liquor, and a sort of deco-pirate decor—but the shuffleboard table is forever." The newspaper's Heather Arndt Anderson included There Be Monsters in a 2017 overview of "where to eat and drink like a pirate in Portland". She wrote: "Why yes, Portland does want a British pub with an obliquely cartographic vibe. The haddock fish sandwich gives a Filet O' Fish a run for its money, or skip the bread and do the fish and chips, between these map-decorated walls."
# Three Lakes Valley (Nevada)

Three Lakes Valley is a 25-mile (40 km) long, partially endorheic valley in southwest Lincoln County and northwest Clark County, Nevada. The southwest of the valley has a narrowing with washes that flow south into the watershed of the Las Vegas Valley, a tributary to Lake Mead–Colorado River watersheds.

## Description

Three Lakes Valley is short, only about 25 mi long, mostly north–south trending. The valley exits southwestwards between the foothills of perimeter mountains.
The bordering mountain ranges are the Pintwater Range, arc-shaped and north–south trending, on the west. The eastern borders of the valley are mostly the East Desert Range in the east and northeast; in the extreme southeast lies the northern areas of the Desert Range, where washes exit on the west to flow into the northwest-by-southeast Las Vegas Valley.
The Dog Bone Lake lakebed comprises about half the valley. Short washes mark the east and west valley perimeter; a longer string of washes extend northwest into a narrowing watershed source, between the convergence of the northern Pintwater Range and the northwest of the East Desert Range.
# Prenda

Prenda is a monotypic butterfly genus of subfamily Satyrinae in the family Nymphalidae. Its one species Prenda clarissa is found in the Neotropical realm.
The generic name Prenda "designates a young woman from Rio Grande do Sul, one of the States from where type specimens were obtained. Prenda is therefore used here in a figurative sense in honor of this well-regarded folklore figure." The specific name "refers to Clarissa, a main character and also the title of the first novel of Érico Veríssimo".
# Uvinul

Uvinul is the trade name of a number of UV absorbers:
* Diethylamino hydroxybenzoyl hexyl benzoate (Uvinul A Plus)
* Ethylhexyl triazone (Uvinul T 150)
* Oxybenzone (Uvinul M 40)
* Octinoxate (Uvinul MC 80 (N))
* Octocrylene (Uvinul N 539 T)
* PEG-25 PABA (Uvinul P 25)
* Sulisobenzone (Uvinul MS 40)
# Phytoecia aurivilli

Phytoecia aurivilli is a species of beetle in the family Cerambycidae. It was described by Stephan von Breuning in 1951.
# VB33

VB33, short for Video Bolzano 33, is an Italian general interest regional television channel serving the province of Bolzano. Since 2017, the channel's reach has expanded to include the province of Trento. Over the course of its history, it has also been called VideoBolzano Canale 33 and Video 33.
The channel was established in 1981 as a cooperative, and purchased in 1986 by it:Valerio Rolando Boesso, co-founder and publisher of the regional newspaper Alto Adige. Boesso integrated the channel into the new Italia 9 Network, of which he became the chairman in 1998, remaining in function until his death in 2008. Journalist turned politician Lilli Gruber was one of the channel's on-air personalities early in her career.
Shortly before his death, Boesso sold VB33 to Bolzano-based investment fund Euregio Finance, who operated it under the corporate banner Rosengarten S.R.L.
The new investors launched a German-language sister channel, called Südtirol Digital Fernsehen (SDF), in 2009.
In 2020, VB33 was sold to Cremona-based media company Telecolor.

## Programming

* Hockey33 – Weekly talk show primarily dedicated to the ICEHL's Bolzano Foxes
* Hockey Night – Live ice hockey game broadcasts
# Pierre-Gustave Staal

Pierre-Gustave-Eugène Staal (2 September 1817 in Vertus – 19 October 1882 in Ivry), was a French artist, lithographer, illustrator and draughtsman.
He entered the workshop of painter Paul Delaroche at the École des Beaux-Arts in 1838, and then learned engraving with Adolphe Varin in 1845. He provided the artwork for several engraved works (Les Femmes de M. de Balzac, types, caractères et portraits 1851; Chants et chansons by Pierre Dupont, 1851–59); for illustrated periodicals (Musée des familles, Magasin pittoresque); for novels (La Comédie humaine, by Honoré de Balzac, 1842–1846; Œuvres illustrées de Balzac, 1851–1853; Les Mystères de Paris, by Eugène Sue, 1843–1844; Corinne ou l'Italie, by Mme de Staël, 1853); and for books for children (Contes du docteur Sam, by Henry Berthoud, 1862; Le Magasin des enfants, by Mme Leprince de Beaumont, 1865; Les Contes de tous les pays, by Emile Chasles, 1867). He also did drawings for Muses et Fées, histoire des femmes mythologiques, by Joseph Méry and Count Foelix (1851) and for the volume of the Chants et chansons populaires de France (Garnier brothers editors, 1848).
Staal drew several portraits of women intended for engraving (Les Femmes de la Bible, collection de portraits des femmes remarquables de l'Ancien et du Nouveau Testament, by Monsignor Georges Darboy, 1846; Galerie des femmes célèbres, tirée des Causeries du lundi par Sainte-Beuve, 1859; Les Etoiles du monde. Galerie historique des femmes les plus célèbres de tous les temps et de tous les pays, ouvrage collectif, 1858). He also carried out some lithographs (Souvenir de première communion; Album de La Chronique illustrée, guerre et Commune). He also did some paintings (Visitation, 1864; Lucifer, 1868; La Famille malheureuse).
# Pierre-Gustave Roze

Pierre-Gustave Roze (28 November 1812 – November 1883) was a French admiral. He was born in Toulon, France, and throughout his adult life served as a career naval officer. As a young rear admiral (contre-amiral) he served in Mexico during the French intervention there in 1862. In 1865, he was appointed commander of the French Far Eastern Station (Station des mers de Chine). As commander, he was primarily stationed in Yokohama, the headquarters of the French Far Eastern Squadron, though he was involved in naval operations in nearby Korea and French Indochina in 1866. He won most recognition during the French Campaign against Korea in 1866, an offensive involving the French Far Eastern Squadron as well as French marines that proved a failed attempt to force reparations from the Korean court for its persecution of French and native Catholics.
After the Korean expedition Roze and his fleet returned to Japan, where they were able to welcome the first French military mission to Japan (1867–1868) in Yokohama harbor on 13 January 1867. Roze was recalled to France in 1868. He was named vice admiral in 1869 and served on the Admiralty Council (Conseil d'amirauté). He was named Préfet Maritime de la Manche et de la Mer du Nord, a position he held between 1869 and 1871 and during which he served to guard the Brittany coast during the Franco-Prussian War. In 1875, Roze was named commander of the Mediterranean Squadron (Escadre de la Méditerranée).
Roze died in Paris in 1883.
* Admiral Roze (centre) and a quarter of his sailors, on the frigate Guerrière. Circa 1865 photograph, during a visit in Nagasaki harbour.
* Sketch of Admiral Roze, ca. 1870.
# Ostenfeld

Ostenfeld may refer to:
* Ostenfeld, Nordfriesland, a municipality in Schleswig-Holstein, Germany
* Ostenfeld, Rendsburg-Eckernförde, a municipality in Schleswig-Holstein, Germany
* Asger Skovgaard Ostenfeld, a Danish civil engineer
* Carl Hansen Ostenfeld, a Danish botanist