OpenLLM-France/wikimedia huggingface dataset:
# New Hampshire Route 43

New Hampshire Route 43 is a 16.418-mile-long (26.422 km) north–south state highway in southeastern New Hampshire which runs from Candia to Northwood. The southern terminus of NH 43 is at an interchange with New Hampshire Route 101 in Candia. The northern terminus is at an intersection with U.S. Route 4, U.S. Route 202 and New Hampshire Route 9 in Northwood.

## Route description

NH 43 begins in Candia at exit 3 of NH 101. The highway begins on Old Candia Road (which continues west of NH 101 as an unnumbered road) and proceeds north, intersecting with NH 27 before continuing into the town of Deerfield. Upon entering Deerfield, NH 43 turns sharply east, then north again before meeting NH 107. NH 43 and NH 107 form a concurrency of 3.4 miles (5.5 km) through the town center, then NH 107 splits off northwest towards Epsom while NH 43 turns northeast towards Northwood. NH 43 continues north and terminates at the split between US 4 and US 202 / NH 9 in Northwood.
From the northern terminus of NH 43, one may go one of three ways. To the left is the First New Hampshire Turnpike, which carries US 4, US 202, and NH 9 westbound towards Epsom and Concord. Straight ahead is Rochester Road, which carries US 202 and NH 9 eastbound towards Barrington and Rochester. To the right is US 4 eastbound (which becomes Old Turnpike Road upon crossing into Nottingham just to the east) towards Durham and Portsmouth.

## Junction list

The entire route is in Rockingham County.
| Location | mi | km | Destinations | Notes |
| Candia | 0.000 | 0.000 | Old Candia Road | Continuation beyond southern terminus |
| Candia | 0.000 | 0.000 | NH 101 – Portsmouth, Manchester | Southern terminus; Exit 3 on NH 101 |
| Candia | 2.087 | 3.359 | NH 27 (High Street) – Hooksett, Raymond | |
| Deerfield | 7.103 | 11.431 | NH 107 south (Raymond Road) – Raymond | Southern end of concurrency with NH 107 |
| Deerfield | 10.593 | 17.048 | NH 107 north (North Road) – Epsom | Northern end of concurrency with NH 107 |
| Northwood | 16.418 | 26.422 | US 4 east (First New Hampshire Turnpike) to NH 152 – Lee, Durham, Portsmouth US 202 / NH 9 east (Rochester Road) – Barrington, Dover, Rochester US 4 / US 202 / NH 9 west (First New Hampshire Turnpike) – Epsom, Concord | Northern terminus; continues as US 202/NH 9 east |
| 1.000 mi = 1.609 km; 1.000 km = 0.621 mi Concurrency terminus |||||
# Sanitha de Mel

Sanitha de Mel (born 15 November 1992) is a Sri Lankan cricketer. He made his first-class debut for Colts Cricket Club in the 2010–11 Premier Trophy on 29 April 2011.
# District Museum in Toruń

Toruń Regional Museum (Polish: Muzeum Okręgowe w Toruniu), located in the Ratusz hall of Toruń, is one of the oldest and largest museums in Poland. It started in 1594 as the mere Cabinet of Curiosities at the library of the academic Gimnazjum, called Musaeum in Latin. Re-established in sovereign Poland as a city museum in 1920 after the century of military partitions, it was administratively structured as the regional museum in 1965.

## Departments

The Museum consists of 7 departments.
The headquarters and main department of the museum is located in the Old Town Hall. It is divided into:
* Skrwilno and Nieszawa Treasure
* Court Room (XVI-XVII century)
* Gothic Art Room (painting, sculpture)
* Old Toruń: History and Crafts (from 1233 to 1793)
* Sacral Art of Modern Toruń
* The Mieszczańska Room with one of the earliest portraits of Nicolaus Copernicus
* The Royal Hall
* Gallery of Polish Art
* Gallery of Polish Art (after 1945)
* Militaria (from antiquity to the twentieth century)
* Archaeological exhibition (from 1100 BC to 1300 BC)
* Temporary exhibitions
Other departments are:
* Copernicus House at the birthplace and childhood home of the famed astronomer at Kopernika 15/17 Street
* Museum of History of Toruń in the Esken House (Dom Eskenów) at Łazienna 16 Street
* Museum of Toruń Gingerbread at Strumykowa 4
* Toruń Fortress Museum at Wały Generała Sikorskiego 23/25 Street
* Museum of Far Eastern Art in the House Under the Star (Kamienica Pod Gwiazdą) at Rynek Staromiejski 35
* Tony Halik Museum of Travelers at Franciszkańska 9/11 Street
* Copernicus House
* Kamienica Pod Gwiazdą
* Dom Eskenów
* Tony Halik Museum of Travelers
* Museum of Toruń Gingerbread

## Collection

The Museum's holdings include works by Marcello Bacciarelli, Artur Grottger, Piotr Michałowski, Juliusz Kossak, Józef Brandt, Jan Matejko, Henryk Rodakowski, Józef Chełmoński, Julian Fałat, Leon Wyczółkowski, Stanisław Wyspiański, Jacek Malczewski, Stanisław Ignacy Witkiewicz, Wojciech Weiss, Józef Mehoffer, Konrad Krzyżanowski, Ferdynand Ruszczyc, Jan Cybis, Zbigniew Pronaszko, Piotr Potworowski, Antoni Fałat, Edward Dwurnik, Zdzisław Beksiński, and Jerzy Duda-Gracz.

### Gallery

* Retable with Virgin Mary, St. Barbara and St. Catherine, Master of the Góra Passion, after 1510
* Toruń Gingerbread baking mould with city's coat of arms, 17th century
* Skrwilno and Nieszawa Treasure, between 1615 and 1617
* Skrwilno and Nieszawa Treasure, circa 1600
* Gothic stained glasses from St. Mary Church in Chełmno, XIV century
* The Torun Portrait of Nicolaus Copernicus (anonymous, c. 1580), kept in the Town Hall
* Portrait of Nikolaus Hübner, Counsellor of Thorn, Bartlomiej Strobel, 1644
* King Boleslaus I of Poland, Jan Bogumił Jacobi, 1828
* Second Peace of Toruń, Marian Jaroczyński, 1873
* Portrait of an Old Lady by Kazimierz Wojniakowski
* Lithuanian Swamps Under Snow by Henryk Weyssenhoff
* Angel, Jan Matejko, 1889
* Julia Janiszewska, Kazimierz Stabrowski, 1902
* Portrait of Eugenia Dunin-Borkowska, Stanisław Ignacy Witkiewicz, 1913
# Hypercovering

In mathematics, and in particular homotopy theory, a hypercovering (or hypercover) is a simplicial object that generalises the Čech nerve of a cover. For the Čech nerve of an open cover ${\mathcal {U}}\to X$, one can show that if the space $X$ is compact and if every intersection of open sets in the cover is contractible, then one can contract these sets and get a simplicial set that is weakly equivalent to $X$ in a natural way. For the étale topology and other sites, these conditions fail. The idea of a hypercover is to instead of only working with $n$-fold intersections of the sets of the given open cover ${\mathcal {U}}$, to allow the pairwise intersections of the sets in ${\mathcal {U}}={\mathcal {U}}_{0}$ to be covered by an open cover ${\mathcal {U}}_{1}$, and to let the triple intersections of this cover to be covered by yet another open cover ${\mathcal {U}}_{2}$, and so on, iteratively. Hypercoverings have a central role in étale homotopy and other areas where homotopy theory is applied to algebraic geometry, such as motivic homotopy theory.

## Formal definition

The original definition given for étale cohomology by Jean-Louis Verdier in SGA4, Expose V, Sec. 7, Thm. 7.4.1, to compute sheaf cohomology in arbitrary Grothendieck topologies. For the étale site the definition is the following:
Let $X$ be a scheme and consider the category of schemes étale over $X$. A hypercover is a semisimplicial object $U_{\bullet }$ of this category such that $U_{0}\to X$ is an étale cover and such that $U_{n+1}\to \left(\left(\operatorname {\mathbf {cosk} } _{n}:=\operatorname {cosk} _{n}\circ \operatorname {tr} _{n}\right)U_{\bullet }\right)_{n+1}$ is an étale cover for every $n\geq 0$.
Here, $U_{n+1}\to \left(\operatorname {\mathbf {cosk} } _{n}U_{\bullet }\right)_{n+1}$ is the limit of the diagram which has one copy of $U_{i}$ for each $i$-dimensional face of the standard $n+1$-simplex (for $0\leq i\leq n$), one morphism for every inclusion of faces, and the augmentation map $U_{0}\to X$ at the end. The morphisms are given by the boundary maps of the semisimplicial object $U_{\bullet }$.

## Properties

The Verdier hypercovering theorem states that the abelian sheaf cohomology of an étale sheaf can be computed as a colimit of the cochain cohomologies over all hypercovers.
For a locally Noetherian scheme $X$, the category $HR(X)$ of hypercoverings modulo simplicial homotopy is cofiltering, and thus gives a pro-object in the homotopy category of simplicial sets. The geometrical realisation of this is the Artin-Mazur homotopy type. A generalisation of E. Friedlander using bisimplicial hypercoverings of simplicial schemes is called the étale topological type.
# Chayapipat Supunpasuch

Chayapipat Supunpasuch (Thai: ชยพิพัฒน์ สุพรรณเภสัช, born 25 February 2001) is a Thai professional footballer who plays as a defensive midfielder for Thai League 1 club Port.

## International career

On 26 May 2022, Supunpasuch was called up to the Thailand under-23 for the 2022 AFC U-23 Asian Cup.

## Honours
### Club

Estoril Praia U23
* Liga Revelação U23: 2020–21

### National team

Thailand U23
* Southeast Asian Games Silver medal (2): 2021, 2023

### Individual

Estoril B
* 3a divisao a.f. lisboa Player of the Year: 2021–22
# Sageraea thwaitesii

Sageraea thwaitesii is a species of plant in the Annonaceae family. It is endemic to Sri Lanka.
# Mary Low

Mary Low may refer to:
* Mary Caffrey Low (1850–1926), American librarian and educator
* Mary Fairchild MacMonnies Low (1858–1946), American painter
* Mary Stanley Low (1912–2007) - British-Cuban political activist, Trotskyist, surrealist poet, artist and Latin teacher
# Phulamuthi

Phulamuthi (also known as Fulmuthi) is a village of Subarnapur district of Odisha. It is surrounded by two water streams namely Choukijor and Nalia. The village is famous for its green surroundings.

## Nuakhai Bhet Ghat

Nukhai is one of the major festivals of the western part of Odisha. It is also observed in some parts of Jharkhand and Bihar. On this day, people from western Odisha celebrate across the globe by eating nua (new paddy) followed by different kinds of delicious dishes. People of Phulamuthi celebrate it as a special occasion. They eat nua and greet all. It is followed by much entertainment. People from neighboring villages also participate in the late night entertainment.

## Education

There is primary education available up to class 7. For high school education they rely on the nearest village.
* Government Primary School for class 1–5
* Maa maheswari Upper Primary School for class 6–7
* Pre-primary education available.

## Temples

* Maa maheswari temple
* Maa metakani temple

## Economy

The majority of people are employed in paddy farming. Some of them depend on vegetable farming, whereas the rest depend on weaving sari.

## Politics

The village comes under Charda panchayat of Binika block of sonepur district of Odisha. Its assembly-constituency is Birmaharajpur and Parliamentary Constituency is Bolangir.
# Daljeet Kaur

Daljeet Kaur (1953 – 17 November 2022) was an Indian actress known for her work in Punjabi cinema productions. Over the course of her acting career she appeared in more than 70 films.
Born in 1953, Kaur was raised in Siliguri, West Bengal. She was a graduate of the Lady Shri Ram College for Women in Delhi. Kaur studied acting at the Film and Television Institute of India in Pune. She made her acting debut in the 1976 film Daaj.
In addition to acting, she once played kabaddi and hockey at a national level.
Kaur died 17 November 2022.

## Filmography

* Daaj (1976)
* Saida Jogan (1979
* Jadd Da Gandasa (1982)
* Putt Jattan De (1983)
* Faasle (1985)
* Mhara Pihar Sasra Haryanvi (1985)
* Yaar Gareeban Da (1987)
* Kabrastan (1988)
* Patola (1988)
* Tunka Pyar Da (1989)
* Anakh Jattan Di (1990)
* Jatt Punjab Daa (1992)
* Mahaul Theek Hai (1999)
* Singh vs Kaur (2013)
# Chalermpong Kerdkaew

Chalermpong Kerdkaew (Thai: เฉลิมพงษ์ เกิดแก้ว, born 7 October 1986), simply known as Ball (Thai: บอล), is a Thai retired professional footballer who plays as a centre-back.

## International career

Chalermpong played in the third round of 2018 FIFA World Cup qualification and the 2018 AFF Suzuki Cup. In 2019 he was called up by Milovan Rajevac to be a part of Thailand squad in 2019 AFC Asian Cup.

## Personal life

His younger brother, Noppon Kerdkaew, is also a footballer for Nakhon Ratchasima.

## Honours
### International
#### Thailand

* King's Cup (1): 2017

### Club
#### Buriram United (PEA FC)

* Thai Premier League (1): 2008
* Thai FA Cup (1): 2012
* Thai League Cup (1): 2012

#### Buriram

* Regional League Division 2 (1): 2010
* Thai Division 1 League (1): 2011

### Individual

* Thai League 1 Best XI: 2020–21
# Katsushika Symphony Hills

Katsushika Symphony Hills (かつしかシンフォニーヒルズ) also Katsushika Bunka Kaikan (葛飾区文化会館) is a cultural centre in Katsushika, Tokyo, Japan. The Mozart Hall seats 1318 and the Iris Hall has a capacity of 298. AXS Satow were the architects with acoustic design by Nagata Acoustics.
# Spartansburg, Pennsylvania

Spartansburg is a borough in Crawford County, in northwestern Pennsylvania, United States. The population was 277 at the 2020 census, down from 305 at the 2010 census.

## Geography

Spartansburg is located near the northeast corner of Crawford County at 41°49′19″N 79°41′9″W﻿ / ﻿41.82194°N 79.68583°W﻿ / 41.82194; -79.68583 (41.821980, -79.685957). It is surrounded by Sparta Township, a separate municipality.
Route 77 passes through the center of the borough, leading northeast 8 miles (13 km) to Corry and southwest 28 miles (45 km) to Meadville, the Crawford County seat.
According to the United States Census Bureau, the borough has a total area of 0.71 square miles (1.83 km$^2$), of which 0.68 square miles (1.76 km$^2$) is land and 0.03 square miles (0.08 km$^2$), or 4.23%, is water.

### Natural Features

Spartansburg Borough is located on the glaciated plateau of northwestern Pennsylvania. The borough is drained by East Branch Oil Creek, which begins at the outlet of Clear Lake, an impoundment of Patrick Run and Stranahan Run. The lowest elevation in Spartansburg is 1,430 ft (440 m) where East Branch Oil Creek flows south out of the borough. The highest elevation is 1,640 ft (500 m) at the southeastern corner of the borough.

## Demographics

As of the census of 2000, there were 333 people, 130 households, and 93 families residing in the borough. The population density was 499.1 inhabitants per square mile (192.7/km$^2$). There were 140 housing units at an average density of 209.8 per square mile (81.0/km$^2$). The racial makeup of the borough was 100.00% White.
There were 130 households, out of which 34.6% had children under the age of 18 living with them, 59.2% were married couples living together, 7.7% had a female householder with no husband present, and 27.7% were non-families. 26.9% of all households were made up of individuals, and 14.6% had someone living alone who was 65 years of age or older. The average household size was 2.56 and the average family size was 3.06.
In the borough the population was spread out, with 26.4% under the age of 18, 6.9% from 18 to 24, 26.1% from 25 to 44, 24.6% from 45 to 64, and 15.9% who were 65 years of age or older. The median age was 39 years. For every 100 females there were 89.2 males. For every 100 females age 18 and over, there were 88.5 males.
The median income for a household in the borough was $26,731, and the median income for a family was $34,063. Males had a median income of $33,750 versus $27,656 for females. The per capita income for the borough was $16,035. About 14.7% of families and 13.7% of the population were below the poverty line, including 18.2% of those under age 18 and 26.0% of those age 65 or over.

## Education

Spartansburg is served by the Corry Area School District. Schools include Corry Area Middle & High School.

## Notable people

* Ray Harroun, winner of the inaugural Indianapolis 500 in 1911.
* Rebekah Byler, Amish woman murdered in front of her home in Spartansburg.

## In popular culture

* Spartansburg appeared in the Discovery Channel show Dirty Jobs.
# Walter Posner

Walter Posner (born 22 February 1953) is a German former professional footballer who played as a defender. He spent seven seasons in the Bundesliga with Borussia Mönchengladbach and Bayer Leverkusen.

## Honours

Borussia Mönchengladbach
* UEFA Cup: 1974–75
* Bundesliga: 1974–75
# R. Catesby Taliaferro

Robert Catesby Taliaferro (1907–1989) was an American mathematician, science historian, classical philologist, philosopher, and translator of ancient Greek and Latin works into English. An Episcopalian from an old Virginia family, he taught in the mathematics department of the University of Notre Dame. He is cited as R. Catesby Taliaferro or R. C. Taliaferro.
He translated from Greek and Latin into English: Ptolemy's Almagest, a 2nd-century book on astronomy, the 13 books of Euclid's Elements, Apollonius' works on conic sections, and some works of Plato (Timaios, Critias), and St. Augustine (On Music). He contributed a celebrated foreword to the Bollingen Series 1944 reprint of the Thomas Taylor translation of Plato's Timaeus and Critias. He also wrote a book titled The concept of matter in Descartes and Leibniz and one titled Number systems, introduction to Euclid book V, and to the theory of limits.
He received his doctorate from the University of Virginia at Charlottesville in 1936. He was a teacher at St. John's College in Annapolis, and in 1948 became a master at Portsmouth Priory, now Portsmouth Abbey School, in Portsmouth (Rhode Island). In 1956 he became an associate professor at the University of Notre Dame, after he was their visiting associate professor.
# Always on Your Side

"Always on Your Side" is a song by American singer-songwriter Sheryl Crow from her fifth studio album, Wildflower (2005). It was released as the second single from the album in February 2006. While the original album version features only Crow on lead vocals, the radio version is a duet with British musician Sting. Crow's web site offered a free download of the new single to anyone who had already purchased the Wildflower album. A subsequent edition of the album features the duet version.
The song debuted at No. 35 on the US Billboard Hot 100, becoming Crow's 10th top 40 hit on the chart. The single also reached No. 2 on the Canadian Singles Chart and peaked at No. 30 in Hungary. The duet received a Grammy Award nomination in 2007 for Best Pop Collaboration with Vocals. The song's video was directed by Nigel Dick.

## Charts

| Chart (2006) | Peak position |
| Canada (Nielsen SoundScan) | 2 |
| Canada AC (Billboard) | 8 |
| Canada Hot AC (Radio & Records) | 20 |
| Hungary (Rádiós Top 40) | 30 |
| UK Singles Downloads (OCC) | 35 |
| US Billboard Hot 100 | 33 |
| US Adult Contemporary (Billboard) | 12 |
| US Adult Pop Airplay (Billboard) | 11 |
| US Pop 100 (Billboard) | 34 |
# Hasitha Nirmal

Hasitha Nirmal (born 28 July 1992) is a Sri Lankan cricketer. He made his List A debut for Polonnaruwa District in the 2016–17 Districts One Day Tournament on 25 March 2017. He made his Twenty20 debut for Sri Lanka Police Sports Club in the 2017–18 SLC Twenty20 Tournament on 25 February 2018.
# Stefan Mihajlović (footballer, born 1999)

Stefan Mihajlović (Serbian Cyrillic: Стефан Михајловић born 1 February 1999) is a Serbian footballer who plays as a winger for Inđija.
# Woltjer (crater)

Woltjer is an impact crater that is located in the northern latitudes of the Moon's far side. It is just attached to the southern outer rim of the larger crater Montgolfier. To the southwest is Schneller and to the east is Stoletov. It is named after astronomer Jan Woltjer.
This is a relatively recent impact compared to most of the craters on the far side, and the rim is still well-formed with little erosion. It is old enough, however, that its albedo matches its surroundings and it lacks a ray system. The inner wall has slumped in places and formed piles of talus along the south. The interior floor has two lines of low ridges that begin in the southeast and curve up to the northwestern inner wall. There is a level patch in the southern floor near the inner wall.
The crater was formally named by the IAU in 1970 after Dutch astronomer Jan Woltjer.

## Satellite craters

By convention these features are identified on lunar maps by placing the letter on the side of the crater midpoint that is closest to Woltjer.
| Woltjer | Latitude | Longitude | Diameter |
| P | 43.4° N | 161.5° W | 33 km |
| T | 45.1° N | 164.7° W | 15 km |
# Makawan Kerdanan

Makawan Kerdanan (Thai: มฆวัน เกิดอนันต์, born July 14, 1997) is a Thai professional footballer who plays as a defensive midfielder for Phitsanulok in Thai League 3.
# Qué Pretendes

"Qué Pretendes" (stylized in uppercase; transl. "Who Do You Think You Are?") is a song by Colombian singer J Balvin and Puerto Rican rapper Bad Bunny. The song was released on 28 June 2019, through Universal Music Latino, as the lead single from their collaborative album Oasis (2019). The song marks the pair's third collaboration on a non-remix single following 2018's "I Like It" with Cardi B.

## Commercial performance

Like the rest of the songs of Oasis, "Qué Pretendes" managed to chart on the Billboard Hot Latin Songs chart, peaking at number two. It was the first single to chart on the Billboard Hot 100 from the album, peaking at number 65.

## Lyrics and composition

The song's lyrics revolve around being done with an ex who keeps on returning. ¿Qué pretendes is "Who do you think you are?" on Billboard's lyrics translation.

## Music video

The video was released together with the song on 28 June through J Balvin's YouTube channel. It surpassed three million views in YouTube in less than 24 hours.

## Live performances

"Qué Pretendes" was performed live at the 2019 MTV Video Music Awards on 26 August 2019.

## Certifications

Certifications and sales for "Qué Pretendes" :
| Region | Certification | Certified units/sales |
| Brazil (Pro-Música Brasil) | Platinum | 40,000$^‡$ |
| Italy (FIMI) | Gold | 50,000$^‡$ |
| Portugal (AFP) | Gold | 5,000$^‡$ |
| Spain (PROMUSICAE) | 3× Platinum | 180,000$^‡$ |
| United States (RIAA) | Platinum (Latin) | 60,000$^‡$ |
| $^‡$ Sales+streaming figures based on certification alone. |||
# Ismet Munishi

Ismet Munishi (born 3 October 1974) is a Kosovan professional football coach and former player. He won the 2013–14 Football Superleague of Kosovo as manager of KF Vushtrria.
# Warut Supphaso

Warut Supphaso (Thai: วรุตน์ สัพโส, born January 2, 1986) is a Thai professional footballer who plays as a midfielder for Thai League 3 club Pattaya Dolphins United .
# Iván Almasana

Pedro Iván Almasana (born 2 October 1993) is an Argentine professional footballer who plays as a defender or midfielder.

## Career

Almasana started his career with Gimnasia y Esgrima. He made his professional bow during a goalless draw away to Juventud Unida on 22 February 2015, while his first start arrived in April against Unión Mar del Plata. Almasana participated in six overall matches in the 2015 Primera B Nacional campaign. June 2016 saw Almasana leave on loan, signing for Altos Hornos Zapla of Torneo Federal A. Fourteen appearances followed in tier three, along with a sole appearance in the Copa Argentina over Gimnasia y Tiro.

## Career statistics

    As of 7 January 2019.
Club statistics :
| Club | Season | League | League | League | Cup | Cup | Continental | Continental | Other | Other | Total | Total |
| Club | Season | Division | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals | Apps | Goals |
| Gimnasia y Esgrima | 2015 | Primera B Nacional | 6 | 0 | 0 | 0 | — | — | 0 | 0 | 6 | 0 |
| Gimnasia y Esgrima | 2016 | Primera B Nacional | 0 | 0 | 0 | 0 | — | — | 0 | 0 | 0 | 0 |
| Gimnasia y Esgrima | 2016–17 | Primera B Nacional | 0 | 0 | 0 | 0 | — | — | 0 | 0 | 0 | 0 |
| Gimnasia y Esgrima | 2017–18 | Primera B Nacional | 0 | 0 | 0 | 0 | — | — | 0 | 0 | 0 | 0 |
| Gimnasia y Esgrima | 2018–19 | Primera B Nacional | 0 | 0 | 0 | 0 | — | — | 0 | 0 | 0 | 0 |
| Gimnasia y Esgrima | Total | Total | 6 | 0 | 0 | 0 | — | — | 0 | 0 | 6 | 0 |
| Altos Hornos Zapla (loan) | 2016–17 | Torneo Federal A | 14 | 0 | 1 | 0 | — | — | 0 | 0 | 15 | 0 |
| Career total | Career total | Career total | 20 | 0 | 1 | 0 | — | — | 0 | 0 | 21 | 0 |