OpenLLM-France/wikimedia huggingface dataset:
# Tungkillo, South Australia

Tungkillo (34°49′S 139°04′E﻿ / ﻿34.817°S 139.067°E﻿ / -34.817; 139.067, postcode 5236, altitude 391m) is a town in South Australia, located approximately 5 km (3.1 mi) south of Mount Pleasant. It sits on Adelaide-Mannum Road, 60 km (37 mi) north-east of the state capital, Adelaide and 25 km (16 mi) north-west of Mannum. At the 2006 census, Tungkillo had a population of 360.
Tungkillo was originally the name of a mine located south of Palmer, which opened in 1847. In 1848, a town was surveyed at the mine, The present-day town was settled by Samuel Patten in 1861, who called it South Petherton (after the Somerset town of South Petherton from which his family originated). The name of South Petherton was officially altered on 24 January 1906 to Tungkillo, although the two names were used interchangeably as late as 1936.
Tungkillo is a corruption of tainkila, a Peramangk Aboriginal word meaning ghost moth grubs.
The historic former Terlinga Station Shearing Shed on Hoads Woolshed Road and a former grain threshing floor on Loxton Road, are both listed on the South Australian Heritage Register.
Tungkillo is in the Mid Murray Council local government area, the South Australian House of Assembly electoral district of Hammond and the Australian House of Representatives Division of Barker.
# Tufa darter

The Tufa darter (Etheostoma lugoi) is a species of freshwater ray-finned fish, a darter from the subfamily Etheostomatinae, part of the family Percidae, which also contains the perches, ruffes and pikeperches. It is endemic to Rio Mesquites and its tributaries in Bolson de Cuatro Cienegas, Mexico. It inhabits unvegetated river bottoms made of gravel to cobble-sized fragments of tufa and tufa stromatolites. This species can reach a length of 3.8 cm (1.5 in). The specific name, lugoi, is in honor of José "Pepe" Lugo Guajardo for his contributions to the studies of the Cuatro Ciénegas Basin fauna.
# Trương

Trương or Truong is a Vietnamese surname.
Individuals with the surname Trương make up approximately 2.2% of the population and rank eighth on the list of the most common surnames in Vietnam. They are primarily of Kinh ethnicity (Vietnamese people) but also include people from the Chinese, Cham, Tho, and San Diu ethnic groups in Vietnam.

## Origin

The Vietnamese surname Trương derives from the Chinese surname Zhang, both written in the Han script as 張. Zhang is the third most common Chinese surname in China and fourth in Taiwan.

## Notable people with the surname

* André Truong Trong Thi (1936–2005), Vietnamese-French engineer, called the "father of the personal computer"
* Doris Truong, president of the Asian American Journalists Association
* Hieu C. Truong (born 1941), Vietnamese Canadian engineer
* Monique Truong (born 1968), writer
* Paul Truong (born 1965), American chess player, trainer, and organizer
* Trương Bửu Diệp (1897–1946), Vietnamese Catholic priest
* Trương Định (1820–1864), Nguyễn Dynasty mandarin
* Trương Đình Dzu, lawyer and politician
* Trương Hòa Bình First Deputy Prime Minister of the Socialist Republic of Vietnam
* Truong Dinh Tuyen, Minister of Trade of Vietnam
* Trương Gia Bình, businessman
* Trương Tấn Sang, former State President of Vietnam
* Trương Mỹ Hoa, former Vice State President of Vietnam
* Truong Ngoc Anh, Vietnamese model and actress
* Trương Như Tảng, lawyer and politician
* Trương Tấn Bửu, general and official of the Nguyễn Dynasty
* Trương Văn Cam or Năm Cam, Vietnamese gangster
* Trương Vĩnh Ký (1837–1898), 19th century Vietnamese Catholic who served the French colonial regime
* Truong Vinh Trong, Deputy Prime Minister of Vietnam
# Tug Thompson

John Parkinson Thompson (September 5, 1856 – August 1, 1938) was a Major League Baseball player. He played for the 1882 Cincinnati Red Stockings and the 1884 Indianapolis Hoosiers in the American Association
# Tucumaniella

Tucumaniella brevipes is a species of beetle in the family Cerambycidae, and the only species in the genus Tucumaniella. It was described by Breuning in 1943.
# Tumasera

Tumasera is a village located in the Central District of Botswana. It had 3,136 inhabitants at the 2011 census. The village name is derived from taking first two letters of four villages of Tupsa, Malete, Seleka, and Rasesa: Tu- for Tupsa, Ma- for Malete, Se- for Seleka, and Ra- for Rasesa, together making TuMaSeRa.
# Tungtap

Tungtap is a fermented fish paste found in Meghalayan cuisine, consumed by the Khasi and Garo people. Like hentak, it is made with Indian flying barb or pool barb fish that are sun-dried, salted and fermented in a sealed earthenware vessel. The vessel is covered with pandan and tied with threads. It can be used in curry or eaten with rice, mixed with onion, garlic, chillis and Zanthoxylum nitidum and eaten as a pickle or chutney. Tungtap has a spongy, soft texture.
# Tula Benites

Tula Luz Benites Vásquez is a Peruvian politician and a Congresswoman representing La Libertad for the 2006–2011 term. Benites belongs to the Peruvian Aprista Party.
# Turbonilla hemphilli

Turbonilla hemphilli is a species of sea snail, a marine gastropod mollusk in the family Pyramidellidae, the pyrams and their allies.
Turbonilla hemphilli Bartsch, 1917 is a synonym of Turbonilla vix Pimenta & Absalão, 1998

## Description

The shell grows to a length of 13.4 mm. This species is closely related to Turbonilla dalli, but is more slender, longer, with a more pointed apex, and smaller protoconch. The less convex whorls of the teleoconch are more numerous ribs and the aperture is more elongated. The suture is well marked.
The projecting whorls of the small protoconch are transverse to the axis. The 12 whorls of the teleoconch are slightly convex. There are about 20 transverse ribs. These are rather stout, nearly perpendicular, and rounded. They are separated by about equally wide, deep, concave spaces terminating at the periphery of the body whorl in clean-cut ends. The base of the shell is rounded, and smooth. The aperture is squarish, somewhat expanded below and with rounded angles. The inner lip is thickened, and reflected. The entire surface is covered by very fine, microscopic striae.

## Distribution

This species occurs in the following locations:
* Caribbean Sea
* Gulf of Mexico
* Lesser Antilles
* Mexico
* Atlantic Ocean: off Bermuda
# Tuncay Akdoğan

Tuncay Akdoğan (1959 – 21 November 2004) was a Turkish musician and record producer. He was a founding member of Grup Yorum and Grup Kızılırmak.

## Life and career

Tuncay Akdoğan was born in 1959 in Adana. He graduated from Marmara University Press and Broadcasting School. Akdoğan, who began making music in during his time as a university student, founded Grup Yorum together with Kemal Sahir Gürel, Metin Kahraman and Ayşegül Yordam in 1985.
In 1989, Akdoğan and İlkay Akkaya left Grup Yorum, and in 1990 together with İlkay Akkaya and İsmail İlknur he founded Grup Kızılırmak.
In 1998, he left Grup Kızılırmak, and two years later founded Grup Serüvenciler with Serdar Şengül, Fırat Başkal, Uğurcan Sezen, Gürsoy Tanç and Remzi Çoban. The band released one album together, Veda, after which it was dissolved.
On 21 November 2004, Akdoğan, who lighted a candle because of the electricity cut off in his house where he lived alone, died at the age of 45 in the fire that broke out in his house as a result of the candle falling on the floor. His body was buried in Kilyos Cemetery after the funeral ceremony held at Okmeydanı Cemevi on 24 November 2004.
Akdoğan had been working on his solo album Bir Nehir ki Ömrüm for a long time in his studio before his death. The album was later completed by his friends and released under the label Seyhan Müzik.
# Turi Ferro

Salvatore "Turi" Ferro (10 January 1921 – 10 May 2001) was an Italian film, television and stage actor. He is considered the most important actor in the Sicilian theatre post-World War II era.

## Life and career

Born in Catania, Ferro launched his own theatrical company in 1953 alongside his wife, actress Ida Carrara. He later staged a great number of works by Sicilian authors. He was one of the co-founders of the Teatro Stabile di Catania. His stage credits include works directed by Roberto Rossellini and Giorgio Strehler.
From the early 1970s he started appearing in RAI Television, in appreciated and successful TV-series. His film career is less prolific (he appeared in only 33 films between 1962 and 1998), but includes notable roles in popular titles as the Mafioso of The Seduction of Mimi and "Ignazio" of Malizia. In 1974 he received a special David di Donatello for "the value and success of his performances".
The film director Lina Wertmüller referred to him as "the greatest Sicilian actor after Angelo Musco". He died of a myocardial infarction.

## Partial filmography

* A Man for Burning (1962) - Don Vincenzo
* Extraconiugale (1964) - Padre di Renato (segment "La moglie svedese")
* I Knew Her Well (1965) - Il commissario
* Rita the Mosquito (1966) - Sicilian professor
* Don't Sting the Mosquito (1967)
* Seven Times Seven (1968) - Bernard
* Un caso di coscienza (1970) - Judge
* Scipio the African (1971) - Giove Capitolino
* The Case Is Closed, Forget It (1971) - Chef of Prison Guards
* The Sicilian Checkmate (1972) - Judge Nicola Altofascio
* Chronicle of a Homicide (1972) - Commissario Malacarne
* The Seduction of Mimi (1972) - Don Calogero / Vico Tricarico / Salvatore Tricarico
* Malicious (1973) - Ignazio
* La governante (1974) - Leopoldo Platania
* Virility (1974) - don Vito
* Il lumacone (1974) - Gianni
* Vergine e di nome Maria (1975) - Don Vito
* I baroni (1975) - Il barone Leopoldo Lalumera
* Che notte quella notte! (1977) - Maurizio
* Stato interessante (1977) - Domenico La Monica (second story)
* Blood Feud (1978) - Vito Acicatena
* Ernesto (1979) - Carlo Wilder
* The Turn (1981) - Don Diego Alcozér
* La posta in gioco (1988) - Prosecutor Mario Bellomo
* Malizia 2mila (1991) - Ignazio / Husband
* You Laugh (1998) - Dottor Ballarò (segment "Due sequestri")
# Two-point tensor

Two-point tensors, or double vectors, are tensor-like quantities which transform as Euclidean vectors with respect to each of their indices. They are used in continuum mechanics to transform between reference ("material") and present ("configuration") coordinates. Examples include the deformation gradient and the first Piola–Kirchhoff stress tensor.
As with many applications of tensors, Einstein summation notation is frequently used. To clarify this notation, capital indices are often used to indicate reference coordinates and lowercase for present coordinates. Thus, a two-point tensor will have one capital and one lower-case index; for example, A$_{jM}$.

## Continuum mechanics

A conventional tensor can be viewed as a transformation of vectors in one coordinate system to other vectors in the same coordinate system. In contrast, a two-point tensor transforms vectors from one coordinate system to another. That is, a conventional tensor,
    $\mathbf {Q} =Q_{pq}(\mathbf {e} _{p}\otimes \mathbf {e} _{q})$,
actively transforms a vector u to a vector v such that
    $\mathbf {v} =\mathbf {Q} \mathbf {u}$
where v and u are measured in the same space and their coordinates representation is with respect to the same basis (denoted by the "e").
In contrast, a two-point tensor, G will be written as
    $\mathbf {G} =G_{pq}(\mathbf {e} _{p}\otimes \mathbf {E} _{q})$
and will transform a vector, U, in E system to a vector, v, in the e system as
    $\mathbf {v} =\mathbf {GU}$.

## The transformation law for two-point tensor

Suppose we have two coordinate systems one primed and another unprimed and a vectors' components transform between them as
    $v'_{p}=Q_{pq}v_{q}$.
For tensors suppose we then have
    $T_{pq}(e_{p}\otimes e_{q})$.
A tensor in the system $e_{i}$. In another system, let the same tensor be given by
    $T'_{pq}(e'_{p}\otimes e'_{q})$.
We can say
    $T'_{ij}=Q_{ip}Q_{jr}T_{pr}$.
Then
    $T'=QTQ^{\mathsf {T}}$
is the routine tensor transformation. But a two-point tensor between these systems is just
    $F_{pq}(e'_{p}\otimes e_{q})$
which transforms as
    $F'=QF$.

## Simple example

The most mundane example of a two-point tensor is the transformation tensor, the Q in the above discussion. Note that
    $v'_{p}=Q_{pq}u_{q}$.
Now, writing out in full,
    $u=u_{q}e_{q}$
and also
    $v=v'_{p}e'_{p}$.
This then requires Q to be of the form
    $Q_{pq}(e'_{p}\otimes e_{q})$.
By definition of tensor product,
| $(e'_{p}\otimes e_{q})e_{q}=(e_{q}.e_{q})e'_{p}=3e'_{p}$ | (1) |
So we can write
    $u_{p}e_{p}=(Q_{pq}(e'_{p}\otimes e_{q}))(v_{q}e_{q})$
Thus
    $u_{p}e_{p}=Q_{pq}v_{q}(e'_{p}\otimes e_{q})e_{q}$
Incorporating (1), we have
    $u_{p}e_{p}=Q_{pq}v_{q}e_{p}$.
# Ellie McKenzie

Ellie McKenzie (born 17 October 2002) is an Australian rules footballer playing for the Richmond Football Club in the AFL Women's (AFLW).

## Early life and junior football

McKenzie grew up in the northern Melbourne suburb of Northcote. She first played junior football in 2010 in an under 10s boys team at the Fitzroy Junior Football Club before a representative stint with the Northern Knights in the NAB League Girls competition.
She earned All-Australian honours as a bottom age player at the 2019 AFL Women's Under 18 Championships but was unable to challenge for a consecutive honour after the 2020 series was cancelled due to the COVID-19 pandemic.

## AFL Women's career

McKenzie was drafted by Richmond with the first overall pick in the 2020 AFL Women's draft.
She made her debut against Brisbane at Punt Road Oval in the opening round of the 2021 season. She recorded 12 disposals in the loss, and was named among her side's best by AFL Media.
McKenzie won a 2021 AFL Women's Rising Star nomination for her role in Richmond's first ever AFLW win, recorded against Geelong. In that game, she had 16 disposals, 5 marks, a goal and 4 inside 50s. McKenzie won the league's best first year player award in 2021, following in the footsteps of Rising Star winner Chloe Molloy, Brownlow medallist Madison Prespakis and St Kilda gun Georgia Patrikios. She received 137 votes to win the award, the closest to her being Bulldog Jess Fitzgerald on 63 votes. She also finished runner up in the team's best and fairest for 2021, finishing with 15 vote which was 1 behind winner Monique Conti, and won the team's best first year player award.

## Statistics

    Statistics are correct to the end of the 2021 season.
| Season | Team | No. | Games | Totals | Totals | Totals | Totals | Totals | Totals | Totals | Averages (per game) | Averages (per game) | Averages (per game) | Averages (per game) | Averages (per game) | Averages (per game) | Averages (per game) | Votes |
| Season | Team | No. | Games | G | B | K | H | D | M | T | G | B | K | H | D | M | T | Votes |
| 2021 | Richmond | 22 | 9 | 4 | 4 | 70 | 70 | 140 | 27 | 26 | 0.4 | 0.4 | 7.8 | 7.8 | 15.6 | 3.0 | 2.9 | 6 |
| Career | Career | Career | 9 | 4 | 4 | 70 | 70 | 140 | 27 | 26 | 0.4 | 0.4 | 7.8 | 7.8 | 15.6 | 3.0 | 2.9 | 6 |

## Personal life

McKenzie is the younger sister of former North Melbourne men's rookie Tom McKenzie.
# Twello

Twello is a village in the Dutch province of Gelderland. It is located in the municipality of Voorst, about 5 km (3 mi) southwest of Deventer. Twello is a village between the cities Deventer and Apeldoorn. It has several primary schools, among them De Hietweide, a public school, which means it has no religion tied to it; Sint Martinus, a Catholic primary school, located in front of the Sint Martinuskerk (see picture); De Wingerd, a Christian primary school located next to the Town Hall and De Kleine Wereld, a Christian primary school. The village also has two high schools for VMBO (voorbereidend middelbaar beroepsonderwijs, pre-vocational secondary education) and the first three grades of HAVO (hoger algemeen voortgezet onderwijs, higher general continued education).
Twello was a separate municipality until 1818, when it was merged with Voorst.
* Twello, windmill: Havekes Mölle
* Twello, church: Sint Martinuskerk
* Twello, country house: Huize het Holthuis

## People from Twello

* Robert Horstink, volleyball player
# Twistie

Twistie or twisties may refer to:
* Twist tie, a type of re-usable fastener
* Twisties, a snack food made by Smith's Snackfood Company
* In artistic gymnastics, the twisties are a sudden loss of a gymnast's ability to maintain body control during aerial maneuvers
* In glass art, a type of lamp blowing raw material glass rod formed from twisted strands of coloured glass
* In computing, a user interface with a triangle shape that twists to reveal more data
# Tucumán mountain finch

The Tucumán mountain finch (Poospiza baeri) is a species of bird in the family Thraupidae. It is endemic to shrubby woodland in the Andes of north-western Argentina, but it is possible its distribution extends marginally into adjacent Bolivia. Together with the closely related Cochabamba mountain finch, it is placed in the genus Poospiza. It is threatened by habitat loss.
# New Elliott, Indiana

New Elliott is an unincorporated community in St. John Township, Lake County, Indiana.
# That Ain't Love

That Ain't Love may refer to:
* "That Ain't Love", hit song by REO Speedwagon from album Life as We Know It
* "That Ain't Love", song by Raz Simone
* "That Ain't Love", song by King Bees (band) 1966
* "That Ain't Love", song by Robert Cray from Twenty (Robert Cray album)
* "That Ain't Love", song by Hard Rain from Hard Rain (Hard Rain album)
# Gerry Hughes (camogie)

Geraldine ‘Gerry’ Hughes is a former camogie player, captain of the All Ireland Camogie Championship winning team in 1961 and 1962.

## Career

She won six All Ireland senior medals in all. Her best display may have been Dublin's 8–4 to 1–0 victory over Cork in the 1964 All Ireland semi-final.
# Fairview Hospital

Fairview Hospital may refer to:
* M Health Fairview, a network of hospitals and clinics in Minnesota, including the University of Minnesota Medical Center
* Fairview Hospital (Cleveland), a part of the Cleveland Clinic in Cleveland, Ohio
* Fairview Hospital (Massachusetts), in Great Barrington, Massachusetts, part of Berkshire Health Systems
* Fairview Training Center, previously known as the Fairview Hospital and Training Center in Salem, Oregon
# Tinwald

Tinwald may refer to:

## Places

* Tinwald, New Zealand
* Tinwald, Dumfries and Galloway, Scotland
** RAF Tinwald Downs, a Royal Air Force base, located near Tinwald
# Valerie Frissen

Valerie Frissen (born 1960 in Puth) holds the extraordinary professorship in ‘ICT and Social Change’ at the Faculty of Philosophy at the Erasmus University Rotterdam where she belongs to the group of Professor Dr. Jos de Mul. The chair is sponsored by the Dutch governmental research organization TNO, where Valerie Frissen is also head of the ICT & Policy department of TNO Information and Communication Technology. She is also a member of the board of Het Expertise Centrum (HEC) in The Hague.

## Scholar career

Frissen graduated with a doctoral (master) degree in communication science from the Catholic University of Nijmegen (now known as the Radboud University Nijmegen) where she also obtained her PhD.

## Publications

* Brants, K., & Frissen, V. (2000). Inclusion and exclusion in the Information Society. Final Deliverable to the European Media and Technology Everyday Life Network, 2003.
* Frissen, V. (1992). Trapped in Electronic Cages? Gender and New Information Technologies in the Public and Private Domain: An Overview of Research. Media, Culture and Society, 14(1), 31–49.
* Frissen, V. (1994). The domestification of the telephone. Domestic technology and everyday life: Mutual shaping processes. Proceedings from COST A, 4, 28–30.
* Frissen, V. (1995). Gender is calling: Some reflections on past, present and future uses of the telephone. The gender–technology relation.
* Frissen, V. (1996). Gender, ICTs and Everyday Life. Luxembourg: Office for Official Publications of the European Communities.
* Frissen, V. (1997). Gender, ITCs and Everyday Life: Mutual Shaping Processes: European Commission.
* Frissen, V. (2000). ICTs in the Rush Hour of Life. The Information Society, 16(1), 65-75.
* Frissen, V. (2000). Under Construction. Persoonlijke en culturele identiteit in het multimediatijdperk. Infodrome.
* Frissen, V. (2001). De schaduwdemocratie: ICT en maatschappelijke participatie: s. n.
* Frissen, V. (2004). De domesticatie van de digitale wereld: Erasmus Universiteit.
* Frissen, V., & de Mul, J. (2000). Under construction: persoonlijke en culturele identiteit in het multimediatijdperk: Infodrome.
* Frissen, V., & Punie, Y. (1997). Never mind the gap: integrating qualitative and quantitative methods in ICT-User-Research: the case of busy households, paper presentado en el Sexto Workshop del grupo EMTEL: Barcelona.
* Frissen, V., & Punie, Y. (2001). Present users, future homes–A theoretical perspective on acceptance and use of ICT in the home environment: TNO rapport STB-01-30a. Delft: TNO.
* Frissen, V., & Zaat-Jones, J. (1999). ICT en arbeid in het dagelijks leven: Rathenau Instituut.
* Servaes, J., & Frissen, V. (1997). De interpretatieve benadering in de communicatiewetenschap: theorie, methodologie en case-studies: Acco.
* Van Audenhove, L., Cammaerts, B., Frissen, V., Engels, L., & Ponsioen, A. Transnational Civil Society in the Networked Society.
# Nicky Moffat

Brigadier Nicola Patricia Moffat, CBE (born 1962) was the highest-ranking woman in the British Army from 2009 until her resignation in 2012. She is now a leadership consultant and speaker.

## Life

Moffat graduated in 1985 with a B.A. in Hispanic Studies from the University of Liverpool, though has said that she "almost got booted out" for neglecting her studies in favour of the Officers' Training Corps' activities. In 1995 she gained an MA in Military Studies, Defence from Cranfield University.
She joined the then Women's Royal Army Corps after university, and stayed in the army 26 years, including a spell as military private secretary to Geoff Hoon while he was Minister of Defence. Her final posting before resigning was as Armed Forces head of pay and strategic manning at the Ministry of Defence. She took voluntary redundancy in 2012, saying "After a long and rewarding career, I am looking forward to new challenges, utilizing the wealth of experience the military has afforded me." Her resignation caused some surprise, as six months earlier she had given an interview enthusing about the army as a career for women. She has founded the What Good Leadership Looks Like consultancy, and appears as a speaker on awards panels.
In 2018, Moffat appeared as a primary instructor in the BBC living history series Secret Agent Selection: WW2, which later released on Netflix as Churchill's Secret Agents: The New Recruits. Alongside Lieutenant Colonel Adrian Weale and military psychologist Mike Rennie, Moffat was tasked with reviving and recreating the training process of the Special Operations Executive and determine whether the 14 new candidates have what it takes to survive as a secret agent in Nazi-occupied Europe.

## Recognition

Moffat was appointed CBE in the 2012 New Year Honours, cited as "Late Adjutant General's Corps (Staff and Personnel Support Branch)".
She was selected as one of the BBC's 100 Women in 2014, cited as "Highest Ranked woman in British Armed Forces".
# State Highway 96 (Tamil Nadu)

State Highway 96 runs in Erode district and Tiruppur district of Tamil Nadu, India. It connects the towns of Erode and Kangeyam via Perundurai.

## Route

The highway passes through Perundurai and Chennimalai extending to a length of 51 km.

## Major junctions

* Intersects National Highway 381A near MGR Statue at Erode
* State Highway 173 near MGR Statue at Erode
* Erode Ring Road near Thindal, Erode
* National Highway NH-544 (Old NH-47) at Perundurai
* State Highway 83A at Kangeyam
* State Highway 172 at Kangeyam
* National Highway NH-81 (Old NH-67) at Kangeyam
# State Highway 9 (Madhya Pradesh)

Madhya Pradesh State Highway 9 (MP SH 9) is a State Highway running from Manikpur, Uttar Pradesh via Semaria town in Rewa district and terminating at Rewa, Madhya Pradesh.