OpenLLM-France/wikimedia huggingface dataset:
# Depth

Depth(s) may refer to:

## Science and mathematics

* Depth (ring theory), an important invariant of rings and modules in commutative and homological algebra
* Depth in a well, the measurement between two points in an oil well
* Color depth (or "number of bits" or "bit depth"), in computer graphics
* Market depth, in financial markets, the size of an order needed to move the market a given amount
* Moulded depth, a nautical measurement
* Sequence depth, or coverage, in genetic sequencing
* Depth (coordinate), a type of vertical distance
* Tree depth

## Art and entertainment

* Depth (video game), an asymmetrical multiplayer video game for Microsoft Windows
* Depths (novel), a 2004 novel by Henning Mankell
* Depths (Oceano album), 2009
* Depths (Windy & Carl album), 1998
* Depth (EP), a 2024 EP by Yuta
* "Depths" (Law & Order: Criminal Intent), an episode of Law & Order: Criminal Intent
* Depth, the Japanese title for the PlayStation game released in Europe under the name Fluid
* Depths of Wikipedia, social media account dedicated to interesting or unusual Wikipedia content
# Yeshiva Rabbi Samson Raphael Hirsch

Yeshiva Rabbi Samson Raphael Hirsch (YRSRH, also known as Breuer's, after its creator) was founded in New York City in 1944, as a means of reestablishing the Orthodox Jewish community of Frankfurt, Germany in the United States. The school, founded by Rabbi Joseph Breuer, is run according to the philosophy of Rabbi Breuer's grandfather, Rabbi Samson Raphael Hirsch. It is located in the Upper Manhattan neighborhood of Washington Heights.
The institution has several divisions, including separate elementary and middle schools for boys, and a high school for boys. It also maintained The "Rika Breuer Teacher's Seminary" for many years, which was discontinued in 2004; it was headed by Rabbi Joseph Elias. The girls high school and post-high school beis medrash have also closed.
It is under the general auspices of Khal Adath Jeshurun, which is an Orthodox kehilla that serves the mostly German-Jewish community of Washington Heights and Fort Tryon in upper Manhattan.
# Father, Mother, Sister, Brother

{{Infobox film | name = Father, Mother, Sister, Brother | image = | caption =
| director = Jim Jarmusch
| producer =
* Charles Gillibert
* Joshua Astrachan
* Carter Logan
* Atilla Salih Yücer
| writer = Jim Jarmusch
| starring =
* Cate Blanchett
* Vicky Krieps
* Adam Driver
* Mayim Bialik
* Tom Waits
* Charlotte Rampling
* Indya Moore
* Luka Sabbat
| music =
| cinematography =
* Frederick Elmes
* Yorick Le Saux
| editing = Affonso Gonçalves
| production_companies =
* Badjetlag
* Hail Mary
* Exoskeleton
* Animal Kingdom
* CG Cinéma
* Saint Laurent Productions
* The Apartment Pictures
* Fis Éirann / Screen Ireland
* Cinema Inutile
| distributor =
* Mubi (United States)
* Les Films du Losange (France)
Father, Mother, Sister, Brother is an upcoming comedy drama anthology film written and directed by Jim Jarmusch. It stars Cate Blanchett, Vicky Krieps, Adam Driver, Mayim Bialik, Tom Waits, Charlotte Rampling, Indya Moore and Luka Sabbat.

## Cast

* Cate Blanchett
* Vicky Krieps
* Adam Driver
* Mayim Bialik
* Tom Waits
* Charlotte Rampling
* Indya Moore
* Luka Sabbat

## Production
### Development

Speaking at the Outlook Festival in April 2023, Jarmusch said he was working on a new film that was a "very subtle film; it’s very quiet…Funny and sad". He hinted that the film may not have any music. In November 2023, it was reported that the title of the film would be Father, Mother, Sister, Brother. The film is produced by Exoskeleton with Animal Kingdom and CG Cinema.

### Casting

In December 2023, it was reported that Cate Blanchett was cast in the film. In January 2024, set photos showed Vicky Krieps in costume on set. In May 2024, Adam Driver, Mayim Bialik, Tom Waits, Charlotte Rampling, Indya Moore and Luka Sabbat were announced to be part of the cast.

### Filming

Principal photography began in November 2023 in West Milford, New Jersey. Filming took place in Dublin in early 2024. Filming wrapped in Paris in early 2024.
# Marsais

Marsais (French pronunciation:) is a commune in the Charente-Maritime department in southwestern France. It also has mayoral jurisdiction over two local communes L'Hopiteau (sometimes L'Hopiteaux) and Boisse.

## Sports

Despite the area being small in both geographic and demographic senses, there is a local football team, playing home games at 'Le Chat d'Eau' complex. There is a bar, Le Marsaisian. which is well known in the local region for hosting pool tournaments and Baby Foot (table football) championships.
# Strawdog Studios

Strawdog Studios Ltd. is a video game developer based in Derby, United Kingdom. The studio was established in 2003 and develops games and applications for mobile phone, iOS, Android, PC, PlayStation 3, Xbox 360, Wii, PlayStation Portable, and Nintendo DS.

## History

In 2007, Strawdog Studios released their first original title Geon: Emotions on Xbox Live Arcade (XBLA). This initial version of the game focused on multiplayer competition with each player's capabilities based around an 'emotions' theme. It featured single player or split-screen two-player modes as well as 2-4 multiplayer online modes over Xbox Live.
In September 2008, the studio released a new 'definitive' version of Geon for PS3 with Wii and PC versions to follow in 2009. The updated version features many improvements over the original, with stronger single player modes, tighter gameplay rules, and a much simpler fusion of the emotions and powerballs theme.
In March 2009, the company announced that it would be expanding into iPhone/iPod Touch development. In April 2009, the company released their first iPhone/iPod Touch game Turbo Duck.
The studio's first self-published original title Space Ark, was released on 16 June 2010 on Xbox Live Arcade.
More recently the studio has developed the official Peppa Pig and Fireman Sam iOS apps. All of which have received positive reviews and reached the #1 top-grossing app slot at some point since their release.
The studio continues to focus on games and applications with universal appeal and family values.

## Games

| Game title | Platform(s) | Published by | Released |
| Geon: Emotions | Xbox 360 | Eidos Interactive | September 19, 2007 |
| Geon | PlayStation 3 | Eidos Interactive | September 25, 2008 |
| Turbo Duck | iOS | Strawdog Studios | April 1, 2009 |
| Geon Cube | Wii | UFO Interactive Games | November 2009 |
| Geon HD | iOS | Strawdog Studios, Chillingo | April 2010 |
| Space Ark | Xbox 360, PC | Strawdog Studios | June 2010 |
| Geon | iOS | Strawdog Studios, Chillingo | August 2010 |
| Peppa Pig: Happy Mrs Chicken | iOS | P2 Games | September 2010 |
| Peppa Pig: Polly Parrot | iOS | P2 Games | October 2010 |
| Peppa Pig: Theme Park Fun: | Nintendo DS | P2 Games | March 2011 |
| Peppa Pig: Peppa's Party Time | iOS | P2 Games | May 2011 |
| Peppa Pig: Happy Mrs Chicken | Symbian | P2 Games | August 2010 |
| Fireman Sam: Junior Cadet | iOS | P2 Games | November 2011 |
| Pocket Festival | iOS | Chillingo | 2012 |
| Mr. Men: Mishaps & Mayhem | iOS, Android | P2 Games | September 16, 2015 |
| Times Tables Adventure | iOS, Android | TBC | 2016 |
| Eden: The Game | iOS, Android | All 4 Games | 2016 |
| Simon's Cat: Crunch Time | iOS, Android | Tactile Games | 2017 |
# 2017 All-Ireland Under-21 Hurling Championship

The 2017 All-Ireland Under-21 Hurling Championship was the 54th staging of the All-Ireland Under-21 Hurling Championship since its establishment by the Gaelic Athletic Association in 1964. The championship began on 24 May 2017 and ended on 9 September 2017.
Waterford entered the championship as the defending champions, however, they were defeated by Cork in the Munster semi-final. Meath fielded a team in the championship for the first time in several seasons.
On 9 September 2017, Limerick won the championship following a 0-17 to 0-11 defeat of Kilkenny in the All-Ireland final. This was their fifth All-Ireland title overall and their first in two championship seasons.

## Provincial championships
### Leinster Under-21 Hurling Championship

Preliminary round
Quarter-finals
Semi-finals
Final

### Munster Under-21 Hurling Championship

Quarter-final
Semi-finals
Final

### Ulster Under-21 Hurling Championship

Semi-finals
Final

## Statistics
### Top scorers

Top scorers overall
| Rank | Player | County | Tally | Total | Matches | Average |
| 1 | Aaron Gillane | Limerick | 0-44 | 44 | 5 | 8.80 |
| 2 | Alan Murphy | Kilkenny | 1-30 | 33 | 5 | 6.60 |
| 3 | Killian Doyle | Westmeath | 0-30 | 30 | 3 | 10.00 |
| 4 | Cathal Dunbar | Wexford | 4-10 | 22 | 3 | 7.33 |
| 5 | Shane Walsh | Kilkenny | 2-13 | 19 | 5 | 3.80 |
| 6 | John Donnelly | Kilkenny | 1-15 | 18 | 5 | 3.60 |
| 7 | Declan Dalton | Cork | 1-14 | 17 | 2 | 8.50 |
| 7 | Joe Coleman | Wexford | 0-17 | 17 | 3 | 5.66 |
| 9 | Cormac O'Doherty | Derry | 2-10 | 16 | 3 | 5.33 |
| 9 | Peter Casey | Limerick | 2-10 | 16 | 5 | 3.20 |
Top scorers in a single game
| Rank | Player | County | Tally | Total | Opposition |
| 1 | Jack Sheridan | Kildare | 2-09 | 15 | Carlow |
| 2 | Declan Dalton | Cork | 1-12 | 15 | Waterford |
| 3 | Aaron Gillane | Limerick | 0-14 | 14 | Clare |
| 4 | Shane Walsh | Kilkenny | 2-07 | 13 | Derry |
| 5 | Killian Doyle | Westmeath | 0-12 | 12 | Meath |
| 6 | Cormac O'Doherty | Derry | 2-05 | 11 | Offaly |
| 6 | Cathal Dunbar | Wexford | 1-08 | 11 | Offaly |
| 6 | Alan Murphy | Kilkenny | 1-08 | 8 | Westmeath |
| 9 | John Donnelly | Kilkenny | 1-07 | 10 | Derry |
| 9 | Patrick Curran | Waterford | 0-10 | 10 | Cork |
| 9 | Killian Doyle | Westmeath | 0-10 | 10 | Laois |
| 9 | Joe Coleman | Wexford | 0-10 | 10 | Carlow |

### Miscellaneous

* The All-Ireland final between Kilkenny and Limerick was the first ever championship meeting between the two teams.

## Awards

Team of the Year
* Darren Brennan
* Seán Finn
* Conor Delaney
* Seán Loftus
* Ronan Lynch
* Kyle Hayes
* Jason Cleere
* Colin Ryan
* Robbie Hanley
* Aaron Gillane
* Declan Dalton
* Cian Lynch
* Conor Whelan
* Peter Casey
* Thomas Monaghan
# Stassi D. Cramm

Stassi D. Cramm is the Prophet-President designate of Community of Christ, set to replace Stephen M. Veazey at the 2025 World Conference, which will be the first time that a woman has headed the denomination. She currently serves in the governing body of the First Presidency.
Cramm was raised in Illinois, and graduated college from the University of Illinois, Champaign-Urbana with a BS in engineering, before getting MAs in organizational management and religion from the University of Phoenix and the Community of Christ Seminary at Graceland University respectively, and a PhD in organization and management from Capella University. Afterwards she worked as a flight test engineer for the United States Air Force.
Cramm was set apart as a priest in 1987, and has been working for the church since then, including overseeing the church's finances and as a member of the Council of Twelve Apostles. She has served on the Board of Trustees of Graceland University since 2016, which is operated by the church, and served as dean of the seminary.
In 2024 it was announced that she had been called to the role of Prophet-President, and would be the first women to take the position since the Community of Christ began ordaining women to the priesthood in 1984. She is expected to be quickly approved at the 2025 World Conference.
# Monotone class theorem

In measure theory and probability, the monotone class theorem connects monotone classes and 𝜎-algebras. The theorem says that the smallest monotone class containing an algebra of sets $G$ is precisely the smallest 𝜎-algebra containing $G.$ It is used as a type of transfinite induction to prove many other theorems, such as Fubini's theorem.

## Definition of a monotone class

A monotone class is a family (i.e. class) $M$ of sets that is closed under countable monotone unions and also under countable monotone intersections. Explicitly, this means $M$ has the following properties:
* if $A_{1},A_{2},\ldots \in M$ and $A_{1}\subseteq A_{2}\subseteq \cdots$ then ⋃$_{i=1}$$^∞$A$_i$∈M, {\textstyle {\textstyle \bigcup \limits _{i=1}^{\infty }}A_{i}\in M, } and
* if $B_{1},B_{2},\ldots \in M$ and $B_{1}\supseteq B_{2}\supseteq \cdots$ then ⋂$_{i=1}$$^∞$B$_i$∈M.{\textstyle {\textstyle \bigcap \limits _{i=1}^{\infty }}B_{i}\in M.}

## Monotone class theorem for sets

Monotone class theorem for sets—Let $G$ be an algebra of sets and define $M(G)$ to be the smallest monotone class containing $G.$ Then $M(G)$ is precisely the 𝜎-algebra generated by $G$; that is $\sigma (G)=M(G).$

## Monotone class theorem for functions

Monotone class theorem for functions—Let ${\mathcal {A}}$ be a π-system that contains $\Omega \,$ and let ${\mathcal {H}}$ be a collection of functions from $\Omega$ to $\mathbb {R}$ with the following properties:
* If $A\in {\mathcal {A}}$ then $\mathbf {1} _{A}\in {\mathcal {H}}$ where $\mathbf {1} _{A}$ denotes the indicator function of $A.$
* If $f,g\in {\mathcal {H}}$ and $c\in \mathbb {R}$ then $f+g$ and $cf\in {\mathcal {H}}.$
* If $f_{n}\in {\mathcal {H}}$ is a sequence of non-negative functions that increase to a bounded function $f$ then $f\in {\mathcal {H}}.$
Then ${\mathcal {H}}$ contains all bounded functions that are measurable with respect to $\sigma ({\mathcal {A}}),$ which is the 𝜎-algebra generated by ${\mathcal {A}}.$

### Proof

The following argument originates in Rick Durrett's Probability: Theory and Examples.
The assumption $\Omega \,\in {\mathcal {A}},$ (2), and (3) imply that ${\mathcal {G}}=\left\{A:\mathbf {1} _{A}\in {\mathcal {H}}\right\}$ is a 𝜆-system. By (1) and the π−𝜆 theorem, $\sigma ({\mathcal {A}})\subseteq {\mathcal {G}}.$ Statement (2) implies that ${\mathcal {H}}$ contains all simple functions, and then (3) implies that ${\mathcal {H}}$ contains all bounded functions measurable with respect to $\sigma ({\mathcal {A}}).$

## Results and applications

As a corollary, if $G$ is a ring of sets, then the smallest monotone class containing it coincides with the 𝜎-ring of $G.$
By invoking this theorem, one can use monotone classes to help verify that a certain collection of subsets is a 𝜎-algebra.
The monotone class theorem for functions can be a powerful tool that allows statements about particularly simple classes of functions to be generalized to arbitrary bounded and measurable functions.
# Patient First

Patient First is a chain of urgent care centers in the United States. The centers allow patients to walk in and receive diagnosis and treatments for common symptoms and ailments that can receive outpatient care without an appointment. The company, which is based in Glen Allen, Virginia, currently has locations in Maryland, Pennsylvania, New Jersey and Virginia.
The company has never been affiliated with other companies that have used the name Patient First in other areas of the United States nor has it ever been affiliated with FPA Medical Management or US Healthnet.

## History

Patient First was established in 1981 and currently has 79 locations in Virginia, Maryland, Pennsylvania, and New Jersey.
Patient First is a privately owned company that has never been affiliated with FPA Medical Management or USA Healthnet. Majority of insurance plans are accepted at Patient First for walk-in patients.
# Father, Mother, Sister, Brother

Father, Mother, Sister, Brother is an upcoming comedy drama anthology film written and directed by Jim Jarmusch. It stars Cate Blanchett, Vicky Krieps, Adam Driver, Mayim Bialik, Tom Waits, Charlotte Rampling, Indya Moore and Luka Sabbat.

## Cast

* Cate Blanchett
* Vicky Krieps
* Adam Driver
* Mayim Bialik
* Tom Waits
* Charlotte Rampling
* Indya Moore
* Luka Sabbat

## Production
### Development

Speaking at the Outlook Festival in April 2023, Jarmusch said he was working on a new film that was a "very subtle film; it’s very quiet…Funny and sad". He hinted that the film may not have any music. In November 2023, it was reported that the title of the film would be Father, Mother, Sister, Brother. The film is produced by Exoskeleton with Animal Kingdom and CG Cinema.

### Casting

In December 2023, it was reported that Cate Blanchett was cast in the film. In January 2024, set photos showed Vicky Krieps in costume on set. In May 2024, Adam Driver, Mayim Bialik, Tom Waits, Charlotte Rampling, Indya Moore and Luka Sabbat were announced to be part of the cast.

### Filming

Principal photography began in November 2023 in West Milford, New Jersey. Filming took place in Dublin in early 2024. Filming wrapped in Paris in early 2024.
# Kanagawa Prefectural Library

Kanagawa Prefectural Library (神奈川県立図書館, Kanagawa toritsu toshokan) is the prefectural public library system for Kanagawa, Japan.
The Kanagawa Prefectural Library has two branches. The Yokohama branch is the main library, located in Momijigaoka of Nishi Ward, Yokohama City. It mainly collects social science and human science books. The Yokohama branch holds 975,526 volumes. The Yokohama branch was opened on the November of 1954.
The Kawasaki branch opened on January 12th of 1959. Mainly collect natural science books.
# Uqba ibn al-Hajjaj

Uqba ibn al-Hajjaj al-Saluli (Arabic: عُقْبَة بن الْحَجَّاج السَّلُولِيِّ الهَوازِنِيِّ, romanized: ʿUqba ibn al-Ḥajjāj al-Salūlī) was an Umayyad governor of al-Andalus from 734 to 740 (or 737 to 742 according to other sources), appointed by Ubayd Allah ibn al-Habhab.
The new wali of Al-Andalus denounced the self-enriching excesses in taxation imposed by Abd al-Malik ibn Katan al-Fihri, imprisoned him and his officials. Uqba ibn al-Hajjaj in turn made a new census, followed by a more rigorous tax collection. He likewise decreed that each person be judged according to the law of their own people, meaning that the Islamic law of the conquerors did not apply at this stage to the previous inhabitants of Iberia, with the Visigothic Forum Iudicum being still enforced on former inhabitants of the Visigothic Kingdom.
This time, however, saw the commencement of serious internal unrest when the Berbers of North Africa rebelled against a new taxation exacted on them despite being Muslim—usually applying only to non-Muslims. Not only that, the youths were forcibly recruited for the military and maidens forced to provide for the harem of the Caliph in Damascus. At the same time, a new egalitarian predicament, the Kharijitism, was entering Al-Andalus, widely embraced by the Berbers.
In 737 Uqba ibn al-Hajjaj sent over an expedition to help the Muslim governor of Narbonne in his fight against the Frankish Charles Martel, but the expedition was routed by the Carolingian leader in the Battle of the River Berre. In 739 (or 740) the governor imposed a garrison and direct central rule in Pamplona, an outpost that may have been held up to that point by the Franks (or probably Basque-Aquitanians) since the aftermath of the Battle of Poitiers (732).
Shortly after, the governor marched over the northern tip of Africa and Tangier to quash a Berber uprising, and ultimately provoked a killing that spurred his downfall.
# Varicoglandina

Varicoglandina is a genus of predatory air-breathing land snails, terrestrial pulmonate gastropod mollusks in the family Spiraxidae.

## Distribution

The distribution of the genus Varicoglandina includes Mexico and Guatemala.

## Species

There are five species in the genus Varicoglandina:
* Varicoglandina constricta (Thompson, 1995)
* Varicoglandina monilifera (Pfeiffer, 1845)
** Varicoglandina monilifera rubella (Morelet, 1849)
* Varicoglandina nana (Shuttleworth, 1852)
* Varicoglandina rubiginosa (Thompson, 1995)
* Varicoglandina stigmatica (Shuttleworth, 1852)
# Northern Pakistan

Northern Pakistan is a tourism region in northern and north-western parts of Pakistan, comprising the administrative units of Gilgit-Baltistan (formerly known as Northern Areas), Azad Kashmir, Khyber Pakhtunkhwa, Islamabad Capital Territory, and the Rawalpindi Division of Punjab. The first two territories are a part of the wider Kashmir region. It is a mountainous region straddling the Himalayas, Karakoram and the Hindu Kush mountain ranges, containing many of the highest peaks in the world and some of the longest glaciers outside polar regions. Northern Pakistan accounts for a high level of Pakistan's tourism industry.

## Geography

The geography of Northern Pakistan is mountainous and terrain is different in each part. The Karakoram range in Gilgit Baltistan cover the border between Pakistan, India and China in the regions of Ladakh and Xinjiang. The Himalayan range in Pakistan occupies the regions of Kashmir, Kaghan, Kohistan, Deosai and Chilas. The Hindu Kush rises southwest of the Pamirs extending into Swat and Kohistan areas, separated on the east from Karakoram by the Indus River.
Snow often falls in the winter and many towns are closed such as Naran.

## Climate

The climate of Northern Pakistan is much colder than that of the rest of the country, and it has many glaciers and ice-capped mountains, earning it the nickname "Earth's 3rd pole". The winters (Nov-Mar) are cold and dry, while the summers (Apr-Jun) are warm to hot and very rainy. The rest of the year is warm and sunny.

## Flora and fauna

The regions of Khyber Pakhtunkhwa and Gilgit Baltistan include portions of two biodiversity hotspots; Mountains of Central Asia and Himalayas. Some of the wildlife species found in northern mountainous areas and Pothohar Plateau include the Bharal, Eurasian lynx, Himalayan goral, Marco Polo sheep, Marmot (in Deosai National Park) and Yellow-throated marten and birds species of Chukar partridge, Eurasian eagle-owl, Himalayan monal and Himalayan snowcock and amphibian species of Himalayan toad and Muree Hills frog. Threatened species include the Snow leopard, Himalayan brown bear, Indian wolf, Rhesus macaque, Markhor, Siberian ibex and White-bellied musk deer.

## Locations

The western part of Northern Pakistan include Chitral, Dir, Swat, Shangla, Kolai-Palas, Battagram, Kohistan, and Mansehra. These include the famous tourist spots of Chitral, Kalash Valley, Bahrain and Kalam.
Along the Karakoram Highway are major destinations for tourists including the famous Kaghan Valley, Babusar Top, Fairy Meadows, Rakaposhi, Nanga Parbat, Attabad Lake, and Lulusar Lake. Main cities or towns include Mansehra, Balakot, Kiwai, Naran, Kaghan, Batakundi, Jalkhad, Tatta Pani, Chilas, Gilgit, Karimabad, and Passu.
To the east of the Pothohar Plateau is located Azad Kashmir. Main cities of Azad Kashmir include Muzaffarabad, Mirpur, Rawalakot, and Sharda. Banjosa Lake is a major attraction in Poonch district.