OpenLLM-France/wikimedia huggingface dataset:
# Trapit

Trapit is a comprehensive content curation service for business that offers content discovery, curation, and publishing to web, iPad, and social channels through its web application. The application pulls from text and video sources and offers built-in analytics and social scheduling tools. Trapit is a spin-off of SRI International that uses SRI's CALO technology (the basis for Apple's Siri) to help users discover and publish content. It has acquired about $6.2 million in venture capital funding.

## History

Trapit is based on the CALO News Assistant, a prototype system intended to help military personnel filter through news and blog posts. It was initially announced in June 2011, under an initial closed beta until November 2011. In 2011, Trapit raised $5.6 million in venture capital, including from Horizons Ventures, who also invested in Siri. An early feature request involved easy Pinterest integration, as the latter service was sending Trapit a significant amount of traffic.
While the service was initially only usable via a desktop, the company released a free iPad app in July 2012, with a significant redesign released in August 2012. As of August 2012, while iPad users were less than 50% of Trapit's total user base, they were responsible for 84% of the usage of service's usage.
The company moved to acquire paying customers, and the first, announced in September 2012, was the Malaysian media conglomerate Astro. Astro also invested an additional $1.9 million into Trapit. In April 2013, Trapit launched their "Publisher Service" so that app developers can use their own content and create personalized article suggestions using the same underlying technology. In September 2013 Trapit announced its Content Curation Center, which is an all-in-one application designed for publishers and marketers. Brands can use the CCC to find content from Trapit's database of over 100,000 sources, curate and refine that content based on interest, and then easily publish content to a branded web app, iPad app, or social channels. In May 2014, Trapit launched a newly designed user experience for the Trapit product and eliminated the name Content Curation Center, simplifying the product to be called Trapit. The new product includes built-in analytic capabilities and the ability to pull content from video sources.
In December 2014, Trapit and Addvocate, which provides a cloud-based employee advocacy platform, announced their intent to merge.
Trapit was acquired by ScribbleLive in May 2017.
# Trechus cautus

Trechus cautus is a species of ground beetle in the subfamily Trechinae. It was described by Thomas Vernon Wollaston in 1854.
# Treaty of Jaffa (1192)

The Treaty of Jaffa, more seldom referred to as the Treaty of Ramla or the treaty of 1192, was a truce agreed to during the Crusades. It was signed on 1 or 2 September 1192 A.D. (20th of Sha'ban 588 AH) between Saladin, Sultan of Egypt and Richard the Lionheart, King of England, shortly after the July–August 1192 Battle of Jaffa. The treaty, negotiated with the help of Balian of Ibelin, guaranteed a three-year truce between the two armies. This treaty ended the Third Crusade.

## Provisions

The treaty mainly addressed two main issues: the status of Jerusalem and pilgrimage rights for Christians, and the extent of sovereignty of the Kingdom of Jerusalem in the Holy Land. In the first regard, the treaty guaranteed safe passage of Christians and Muslims through Palestine, stating that Jerusalem would remain under Islamic control, while it would be open to Christian pilgrimages. In the second issue, it stated that the Christians would hold the coast from Tyre to Jaffa, The Kingdom of Jerusalem, which had lost almost all of its territory following the Battle of Hattin in 1187, was restored as essentially a coastal strip that extended between these two cities. Ascalon's fortifications were to be demolished and the town returned to Saladin.
Neither Saladin nor King Richard were fond of the overall accord, but had little other choice. The Islamic ruler had been weakened by the trials and expense of war, and each had to deal with threats to his kingdom at home. Richard left Acre on 9 October 1192.

## Attempted treaties

After the Siege of Acre, Richard and Saladin had a series of conversations about concluding the Third Crusade. These letters usually contained arguments about religious ownership and who had the right to ownership of Jerusalem. None of these attempts actually resulted in an actual truce. This, of course, was until the Treaty of Jaffa was created due to Richard's need to return to his country, which was inevitably falling apart with his absence.

## Distinction from 1229 treaty

In 1229 a somewhat similar double treaty was signed, one in Tell el-Ajjul and one in Jaffa, which together brought to an end the Sixth Crusade. The treaties of Tell Ajjul and Jaffa settled the territorial disputes between the competing Ayyubid rulers of Egypt, Syria and various smaller principalities, allowing to Sultan Al-Kamil of Egypt to close a diplomatic deal with the leader of the Sixth Crusade, Emperor Frederick II.
# Triclonella etearcha

Triclonella etearcha is a moth in the family Cosmopterigidae. It is found in Peru.
# Trigonal planar molecular geometry

In chemistry, trigonal planar is a molecular geometry model with one atom at the center and three atoms at the corners of an equilateral triangle, called peripheral atoms, all in one plane. In an ideal trigonal planar species, all three ligands are identical and all bond angles are 120°. Such species belong to the point group D$_{3h}$. Molecules where the three ligands are not identical, such as H$_2$CO, deviate from this idealized geometry. Examples of molecules with trigonal planar geometry include boron trifluoride (BF$_3$), formaldehyde (H$_2$CO), phosgene (COCl$_2$), and sulfur trioxide (SO$_3$). Some ions with trigonal planar geometry include nitrate (NO$^−$ $_3$), carbonate (CO$^{2−}$ $_3$), and guanidinium (C(NH $_2$)$^+$ $_3$). In organic chemistry, planar, three-connected carbon centers that are trigonal planar are often described as having sp$^2$ hybridization.
Nitrogen inversion is the distortion of pyramidal amines through a transition state that is trigonal planar.
Pyramidalization is a distortion of this molecular shape towards a tetrahedral molecular geometry. One way to observe this distortion is in pyramidal alkenes.
# Trimetasphere

Trimetasphere carbon nanomaterials (TMS), also known as trimetallic nitride endohedral metallofullerenes, are a family of endohedral metallofullerenes (EMF). The first TMS adduct, a Diels–Alder cycloadduct of Sc$_3$N by C$_{80}$, was reported by Dorn et al. in 2002. It was not until 2005 that other derivatives were reported. The most abundant TMS consist of 80 carbon atoms encompassing and forming a complex with three metal atoms and a nitrogen atom (trimetallic nitride clusters, M$_3$N).

## Examples

Examples of metals forming trimetallic nitride clusters include:
* Scandium, Sc$_3$N
* Yttrium, Y$_3$N
* Erbium, Er$_3$N
* Lutetium, Lu$_3$N
* Gadolinium, Gd$_3$N
# Trioceros nyirit

Trioceros nyirit, the Mount Mtelo stump-nosed chameleon or Pokot chameleon, is a species of chameleon endemic to Kenya.
# Trioceros ituriensis

Trioceros ituriensis, the Ituri forest chameleon, is a species of chameleon found in Democratic Republic of the Congo and Kenya.
# Tripalmitin

Tripalmitin is a triglyceride derived from the fatty acid palmitic acid.
# Trichaulax mwasumbii

Trichaulax mwasumbii is a species of flowering plant belonging to the family Acanthaceae. It is a subshrub native to Kenya and Tanzania. It is the sole species in genus Trichaulax.
# Trichotomy

A trichotomy can refer to:
* Law of trichotomy, a mathematical law that every real number is either positive, negative, or zero
** Trichotomy theorem, in finite group theory
* Trichotomy (jazz trio), Australian jazz band, collaborators with Danny Widdicombe on a 2019 album
* Trichotomy (philosophy), series of three terms used by various thinkers
* Trichotomy (speciation), three groups from a common ancestor, where it is unclear or unknown in what chronological order the three groups split
* Trichotomous or 3-forked branching in botany
* Trichotomism, a term for the tripartite view in Christian anthropology
# Trithemis donaldsoni

Trithemis donaldsoni is a species of dragonfly in the family Libellulidae. Common names include denim dropwing and Donaldson’s dropwing.

## Distribution

This dropwing is found in southern and eastern Africa from South Africa and Namibia to Ethiopia. It is found in Angola, Botswana, the Democratic Republic of the Congo, Ethiopia, Kenya, Malawi, Mozambique, Namibia, South Africa, Tanzania, Uganda, Zimbabwe. Records from West Africa are doubtful because this species is very similar to Trithemis dejouxi.

## Habitat

Natural habitats include streams and rivers in bush, savanna and woodland. Males are usually seen perching on rocks in mid-stream. Also found in some reservoirs.
# Trithemis kirbyi

Trithemis kirbyi, also known as the Kirby's dropwing, orange-winged dropwing, or scarlet rock glider is a species of dragonfly in the family Libellulidae.

## Distribution

It is found in Algeria, Angola, Benin, Botswana, Burkina Faso, Chad, Comoros, the Democratic Republic of the Congo, Ivory Coast, Egypt, Ethiopia, Gambia, Ghana, Guinea, Kenya, Liberia, Madagascar, Malawi, Morocco, Mozambique, Namibia, Nigeria, Senegal, Somalia, South Africa, Sudan, Tanzania, Togo, Uganda, Western Sahara, Zambia, Zimbabwe, and possibly Burundi. It is also present in southern Europe, the Arabian Peninsula, the Indian Ocean Islands and South Asia to India.
Since 2003 this African tropical dragonfly has been colonizing Europe helped by a widespread increase in temperatures. It is now breeding successfully in Spain, Portugal and France.

## Description and ecology

The adult male abdomen measures 21–24 mm and hind wing 24–27 mm. Female abdomen measures 23 mm and hind wing 26–30 mm. The male is a medium-sized scarlet dragonfly with a broad reddish amber patch on the base of transparent wings. The female is similar to the male, but duller in color. Its natural habitats are subtropical or tropical streams and rivers. It breeds in marshes, ponds, and lakes, and prefers to perch on exposed rocks, dry areas, and boulders in riverbeds.
* Female
* Male, Okavango Delta, Botswana
* Male, Zighy Bay, Musandam Peninsula, Oman
* Male, Tswalu Kalahari Reserve, South Africa
# Troy Murphy (skier)

Troy Murphy (born June 13, 1992) is an American freestyle skier. He came in 17th in the Men's Moguls competition in the 2018 Winter Olympics. He's since achieved notoriety on social media for portraying a character named Donny Pelletier, an out-of-control hot dogger with a wicked Maine accent and a penchant for swilling Moxie.
# Trinchesia genovae

Trinchesia genovae is a species of sea slug, an aeolid nudibranch, a marine gastropod mollusc in the family Trinchesiidae.

## Distribution

This species was described from Genoa, Italy. It has been reported from the NE Atlantic from Mulroy Bay, County Donegal
and Lough Hyne, County Cork, Ireland south to Portugal and in the Mediterranean Sea.

## Description

This species was previously confused with Tenellia foliata. The typical adult size of this species is 5–6 mm.
# Trypeta hostilis

Trypeta hostilis is a species of tephritid or fruit flies in the genus Trypeta of the family Tephritidae.
# Trypeta fujianica

Trypeta fujianica is a species of tephritid or fruit flies in the genus Trypeta of the family Tephritidae.
# Trånghalla

Trånghalla is a village situated in Jönköping Municipality, Jönköping County, Sweden with 1,251 inhabitants as of 2005. It is the location of the Trånghalla Church.
# Tris (disambiguation)

Tris or TRIS may refer to:

## Chemicals

* Tris(hydroxymethyl) aminomethane, a biochemical buffer
* Tris(2-chloroethyl) phosphate, a flame retardant
* Tris(2,3-dibromopropyl) phosphate, a flame retardant

## People

* Tris Speaker, a baseball player
* Tris Prior, a character in the Divergent book series and its film adaptations

## Other uses

* TRIS online, a former bibliographic database created by U.S. Department of Transportation Research Information Services online
* TRIS, the ICAO type designator for the Britten-Norman Trislander
* TRIS (Technical Regulations Information System), EU information system on planned technical regulations
# Trupanea ochthlera

Trupanea ochthlera is a species of tephritid or fruit flies in the genus Trupanea of the family Tephritidae.

## Distribution

Kenya.
# Tuckahoe River

Tuckahoe River may refer to:
* Tuckahoe River (New Jersey), river in southern New Jersey
* Tuckahoe Creek, in Maryland
# Tsar Simeon

Tsar Simeon may refer to:
* Simeon I of Bulgaria, ruled over the First Bulgarian Empire 893–927
* Simeon Saxe-Coburg-Gotha or Simeon II of Bulgaria, de jure Tsar of Bulgaria 1943–1946, later elected Prime Minister of Bulgaria, served 2001–2005
* Simeon Bekbulatovich, de jure Tsar of Russia (1575–1576) (Ivan the Terrible was the Tsar de facto)
# Ngouba Singh

Ngouba Singh (born 1 March 1995 in Manipur) is an Indian professional footballer who plays as a defender for Royal Wahingdoh F.C. in the I-League.

## Career

Singh was a part of the Royal Wahingdoh squad that won the 2014 I-League 2nd Division and thus promotion to the I-League. He made his I-League debut on 15 February 2015 against Sporting Goa. Singh started as Royal Wahingdoh won the match 2–0.

## Career statistics

    As of 24 May 2015
| Club | Season | League | League | League | Federation Cup | Federation Cup | Durand Cup | Durand Cup | AFC | AFC | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Royal Wahingdoh | 2014–15 | I-League | 2 | 0 | 0 | 0 | 0 | 0 | — | — | 2 | 0 |
| Career total | Career total | Career total | 2 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 2 | 0 |
# Shaun McKeown

Shaun McKeown (born 2 March 1980) is a Paralympic track and road cyclist for Great Britain. Shaun won silver in the men's individual pursuit at the London 2012 Paralympic Games.
# Tedd

Tedd may refer to:
* Tedd (given name)
* Tedd, County Fermanagh, a townland in County Fermanagh, Northern Ireland
# SV 1858 Alfeld/Leine

SV 1958 Alfeld/Leine is a German football club from the city of Alfeld, Lower Saxony. Established on 22 July 1858 as the gymnastics club Männer Turnerverein Alfeld a football team was not formed within the club until after a 1931 merger with Sportverein Eintracht 1919 Alfeld. However, the club's first football department was short-lived and disappeared in 1936.

## History

In 1942 MTV joined Sonnabendriege 1896 Alfeld and Schwimmklub Poseidon Alfeld to form Verein für Leibesbungen 1858 Alfeld. On 24 October 1945, some months after the end of World War II, VfL joined Tuspo Alfeld to create Sportverein Alfeld.
The history of Tuspo Alfeld saw the bringing together of several early local sides. The club was formed in 1929 out of the merger of SV 1925 Alfeld and Turnverein Jahn 1884 Alfeld. In 1933, the Nazi regime broke up clubs with links to worker's groups as politically unpalatable and the membership of Fußballclub Union Alfeld also became part of Tuspo. Union was itself the product of an earlier merger on 20 May 1915 between FC Hertha 1911 Alfeld and FC 1912 Alfeld.
Following the war SV spent the 1947–48 season in the Landesliga Niedersachsen/Hildesheim (III) finishing 9th before settling into lower-level competition until the late 1950s. The club reclaimed its identity as SV 1858 Alfeld on 7 March 1950 and later in the year part of the membership left to establish VfL 1950 Alfeld.
SV advanced to play in the Amateurliga Niedersachsen-Ost in 1956 and played two seasons there as a lower-tier side. On 1 May 1958, the footballers left the club to establish the independent FC Alfeld which captured a Bezirksliga championship in 1976 and followed up with a cup win in 1977. They eventually returned to rejoin their parent club in 1991 and are today one of over a dozen departments within the association.
They currently compete in the Bezirksliga Hannover after relegation from the Landesliga Hannover in 2015.
# The First Day (Kay Tse album)

The First Day is the third album by Hong Kong singer Kay Tse, released on 18 January 2007. It contains three new songs and nine remastered tracks. On 1 March 2007, it was re-released as The First Day (2nd Edition), including a bonus DVD of Kay Tse's The First Day concert footage.

## Track listing

* 第一天
* 姿色份子n (remastered version of 姿色份子)
* The ROne & BOnly (remastered version of The One & Only)
* 臭伉儷 (remastered version of 臭男人)
* 跟我走這世界 (remastered version of 跟我走)
* 後窗知己
* 悟入迷途 (remastered version of 悟入歧途)
* 飛情歌 (remastered version of 菲情歌)
* 我愛茶舞廳 (remastered version of 我愛茶餐廳)
* 開卷の樂 (remastered version of 開卷快樂)
* 一人之盛夏 (remastered version of 一人之夏)
* 節外生枝
# Nicoll Scrub National Park

Nicoll Scrub is a national park in South East Queensland, Australia, 88 km southeast of Brisbane. It adjoins the Currumbin Valley Reserve and protects remnant rainforest vegetation. The park occupies the area between Mount Coolagang and Mount Boololagung of the McPherson Range.

## Topography and geology

The park's highest point is 180 m above sea level. Soils and geology of Nicoll Scrub National Park is characterized by hills of palaeozoic metasediments and phyllites with cappings of tertiary basalt.

## Flora and fauna

The park has a rich diversity of plant life. It has five types of rainforest. It has a total of 200 plant species, of which two are endangered and six fall in the vulnerable species category. The rainforests of the Nicoll Scrub National Park are the only remaining ones in the middle and lower Currumbin Valley.
Nicoll Scrub National Park has over 78 vertebrate species, including seven species of mammal, 56 species of birds, six species of reptiles and eight species of amphibians. Among the park's most rare and fascinating residents are the Richmond birdwing butterfly (Ornithoptera richmondia), Grey-headed flying fox (Pteropus poliocephalus) and Black flying fox (Pteropus alecto).
# Žarko Drašković

Žarko Drašković (born 26 September 1965) is a Montenegrin football player.
Drašković began his career with FK Sutjeska Nikšić. He played for S.C. Salgueiros, S.C. Beira-Mar and S.C. Farense in the Portuguese Liga. He also had a brief spell with Ethnikos Piraeus F.C. in the Greek Super League during the 1995–96 season.
# 2021 Belgrade Open – Doubles

This was the first edition of the tournament, primarily created due to the one-week delay of the 2021 French Open.
Jonathan Erlich and Andrei Vasilevski won the title, defeating André Göransson and Rafael Matos in the final, 6–4, 6–1.

## Seeds

* Rohan Bopanna / Franko Škugor (first round)
* Fabrice Martin / Hugo Nys (first round)
* Ariel Behar / Gonzalo Escobar (first round)
* Marcelo Demoliner / Santiago González (quarterfinals)

## 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

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final |
| 1 | R Bopanna F Škugor | 3 | 6 | [8] | | | | | | | | | | | | | |
| | F Delbonis A Sitak | 6 | 4 | [10] | | F Delbonis A Sitak | 2 | 1 | | | | | | | | | |
| WC | I Sabanov M Sabanov | 4 | 6 | [10] | WC | I Sabanov M Sabanov | 6 | 6 | | | | | | | | | |
| | T Brkić N Ćaćić | 6 | 3 | [8] | | | | | | WC | I Sabanov M Sabanov | 3 | 6 | [11] | | | |
| 3 | A Behar G Escobar | 7 | 6$^3$ | [4] | | | | | | | J Erlich A Vasilevski | 6 | 3 | [13] | | | |
| | S Arends LD Martínez | 5 | 7$^7$ | [10] | | S Arends LD Martínez | 3 | 6 | [6] | | | | | | | | |
| | J Erlich A Vasilevski | 6 | 4 | [10] | | J Erlich A Vasilevski | 6 | 0 | [10] | | | | | | | | |
| | A Molteni F Nielsen | 4 | 6 | [3] | | | | | | | | | | | J Erlich A Vasilevski | 6 | 6 |
| | R Carballés Baena F Coria | 3 | 4 | | | | | | | | | | | | A Göransson R Matos | 4 | 1 |
| | L Bambridge D Inglot | 6 | 6 | | | L Bambridge D Inglot | 6 | 6 | | | | | | | | | |
| WC | H Međedović M Tepavac | 6$^0$ | 6 | [9] | 4 | M Demoliner S González | 4 | 4 | | | | | | | | | |
| 4 | M Demoliner S González | 7$^7$ | 3 | [11] | | | | | | | L Bambridge D Inglot | 6$^3$ | 6 | [4] | | | |
| | A Göransson R Matos | 6 | 5 | [10] | | | | | | | A Göransson R Matos | 7$^7$ | 1 | [10] | | | |
| | D Sharan J-P Smith | 4 | 7 | [6] | | A Göransson R Matos | 6 | 6 | | | | | | | | | |
| | A Krajicek T Sandgren | 6 | 6$^5$ | [10] | | A Krajicek T Sandgren | 1 | 3 | | | | | | | | | |
| 2 | F Martin H Nys | 3 | 7$^7$ | [8] | | | | | | | | | | | | | |
# Kumi District

Kumi District is a district in the Eastern Region of Uganda. The district is named after its main town, Kumi, which also hosts the district headquarters.

## Location

Kumi District is bordered by Katakwi District to the north, Nakapiripirit District to the northeast, Bukedea District to the east, Pallisa District to the south, and Ngora District to the west. The main town in the district, Kumi, is located approximately 54 kilometres (34 mi) southeast of Soroti, the largest town in Teso sub-region. The coordinates of the district are:01 30N, 33 57E.

## Population

The 1991 national census estimated the population of the district at about 102,030. The 2002 national census estimated the district population at approximately 165,400. The annual population growth rate in the district is given as 4.5%. In 2012, the population of Kumi District was estimated at 255,500. The table below illustrates how the district population has grown between 2002 and 2012. All numbers are estimates.
| Year | Est. Pop. |
| 2002 | 165,400 |
| 2003 | 172,800 |
| 2004 | 180,600 |
| 2005 | 188,700 |
| Year | Est. Pop. |
| 2006 | 197,200 |
| 2007 | 206,100 |
| 2008 | 215,400 |
| 2009 | 225,100 |
| Year | Est. Pop. |
| 2010 | 235,200 |
| 2011 | 245,800 |

## Transport

Kumi District is served by a road transport networks consisting of one major highway and several other streets. The quality of the road network has been influenced by UNRA. People make use of commercial buses to get around. Prices of bus tickets fluctuate during the holiday season.
# Jiaoqu, Changzhi

Jiaoqu (simplified Chinese: 郊区; traditional Chinese: 郊區; pinyin: Jiāoqū; lit. 'suburban district') is a district of Changzhi, Shanxi, China. It has an area of 285 square kilometres (110 sq mi) and a population of 290,000.