OpenLLM-France/wikimedia huggingface dataset:
# Tiger Theory

Tiger Theory (Czech: Teorie tygra) is a 2016 Czech adventure comedy film directed by Radek Bajgar. It is a debut title for Bajgar. It stars Jiří Bartoška and Eliška Balzerová.

## Plot

The life of veterinarian Jan Berger is usurped by his wife Olga. Olga doesn't give him any free time and he is tired of it. The last drop comes when Olga's father voluntarily ends his life. Jan realizes that the life of his father in law was controlled the same way as Jan's is. Jan knows that he will end up the same way. Jan pretends that he suffers from Alzheimer's disease and is put in a Psychiatric hospital which is headed by his friend who gives him freedom. Only Jan's son Jakub and son in law Erik know the truth. Erik is married to Jan's daughter Olinka who is pushed by her mother and grandmother to control Erik's life the same way as Olga controls Jan's life. Pepík on the other hand is happily married to Alena, who is quite opposite to the other women in the family and gives Pepík his free space. Their only problem is that Pepík can't have children. Erik and Jakub are secretly meeting Jan at weekends to enjoy some time together. This makes the women suspicious and Olinka enables an app in Erik's mobile phone which sends coordinates to her. This leads to the revelation of the truth and Jan returns home. Erik is angry at Olinka and leaves home. Olinka then realizes the wrongs of her mother and grandmother when she hears Jan telling that his wife ruined 40 years of his life and when she sees Pepík and Alena happy. Jan decides to divorce Olga and leaves home. Olinka decides to help him and provides him with a houseboat that belonged to Olga's father so that Jan has a roof over his head. This helps her to repair the relationship with Erik. Olga is then seen bitterly giving a lecture about divorced men being unable to be happy while divorced women are able to enjoy life. The closure shows the contrast of her lecture with reality as Jan is shown at last being happy and enjoying his time with Erik and Olinka as they toast in honor of Jan's father in law.

## Cast

* Jiří Bartoška as Jan Berger
* Eliška Balzerová as Olga Bergerová
* Tatiana Vilhelmová as Olinka
* Jiří Havelka as Erik
* Jakub Kohák as Pepík Berger
* Pavla Beretová as Alena Bergerová
* Iva Janžurová as Grandmother

## Reception

The film has received positive response from critics and audience alike.
A Dutch remake was created in 2020 by producer Johan Nijenhuis, called The Marriage Escape (De beentjes van Sint-Hildegard in Dutch), starring Herman Finkers as the main character and mainly spoken in Tweants dialect.
# Elham Hashemi

Elham Hashemi Masoumi (Persian: الهام هاشمی معصومی, born 19 September 1971 in Shiraz) is an Iranian shooting coach and former sport shooter. She coached the Iranian rifle team at the 2020 Summer Olympics and is currently working on the same position in Denmark. Hashemi also has an A ISSF coaching degree. She also won a bronze medal at the 2002 Asian Games.
# Violin Ensemble of Novosibirsk State Technical University

The Violin Ensemble of Novosibirsk State Technical University (Russian: Ансамбль скрипичный Новосибирского государственного технического университета) is the official musical ensemble of violinists at the NSTU, located in Novosibirsk, Russia. It is currently under the direction of Mikhail Blam.

## History

In the 1960s, a chamber orchestra existed at the Novosibirsk Electrotechnical Institute, led by Yulian Notanovich Faktorovich. The first rehearsals took place in February 1970 and by 20 April the ensemble gave its first public performance. In 1975, the ensemble participated in a festival in Lviv, Ukraine, and since 1979, it has the title "People's" and gives annual concert in Novosibirsk Conservatory.
# Angelo Rea

Angelo Rea (born 16 June 1982) is an Italian footballer who is currently playing as a defender for Calcio Lecco 1912.

## Career

Rea signed a 2+1 year contract with Avellino on 13 June 2015.
# Pseudopolynomial time number partitioning

In computer science, pseudopolynomial time number partitioning is a pseudopolynomial time algorithm for solving the partition problem.
The problem can be solved using dynamic programming when the size of the set and the size of the sum of the integers in the set are not too big to render the storage requirements infeasible.
Suppose the input to the algorithm is a multiset $S$ of cardinality $N$:
    S = {x$_1$, ..., x$_N$}
Let K be the sum of all elements in S. That is: K = x$_1$ + ... + x$_N$. We will build an algorithm that determines whether there is a subset of S that sums to $\lfloor K/2\rfloor$. If there is a subset, then:
    if K is even, the rest of S also sums to $\lfloor K/2\rfloor$
    if K is odd, then the rest of S sums to $\lceil K/2\rceil$. This is as good a solution as possible.
e.g.1 S = {1, 2, 3, 5}, K = sum(S) = 11, K/2 = 5, Find a subset from S that is closest to K/2 -> {2, 3} = 5, 11 - 5 * 2 = 1
e.g.2 S = {1, 3, 7}, K = sum(S) = 11, K/2 = 5, Find a subset from S that is closest to K/2 -> {1, 3} = 4, 11 - 4 * 2 = 3

## Recurrence relation

We wish to determine if there is a subset of S that sums to $\lfloor K/2\rfloor$. Let:
    p(i, j) be True if a subset of { x$_1$, ..., x$_j$ } sums to i and False otherwise.
Then p($\lfloor K/2\rfloor$, N) is True if and only if there is a subset of S that sums to $\lfloor K/2\rfloor$. The goal of our algorithm will be to compute p($\lfloor K/2\rfloor$, N). In aid of this, we have the following recurrence relation:
    p(i, j) is True if either p(i, j − 1) is True or if p(i − x$_j$, j − 1) is True
    p(i, j) is False otherwise
The reasoning for this is as follows: there is some subset of S that sums to i using numbers
    x$_1$, ..., x$_j$
if and only if either of the following is true:
    There is a subset of { x$_1$, ..., x$_j$$_{−1}$ } that sums to i;
    there is a subset of { x$_1$, ..., x$_j$$_{−1}$ } that sums to i − x$_j$, since x$_j$ + that subset's sum = i.

## The pseudo-polynomial algorithm

The algorithm consists of building up a table of size $\lfloor K/2\rfloor$ by $N$ containing the values of the recurrence. Remember that $K$ is the sum of all $N$ elements in $S$. Once the entire table is filled in, we return $P(\lfloor K/2\rfloor ,N)$. Below is a depiction of the table $P$. There is a blue arrow from one block to another if the value of the target-block might depend on the value of the source-block. This dependence is a property of the recurrence relation.

## Example

Below is the table P for the example set used above S = {3, 1, 1, 2, 2, 1}:

## Analysis

This algorithm runs in time O(K N), where N is the number of elements in the input set and K is the sum of elements in the input set.
The algorithm can be extended to the k-way multi-partitioning problem, but then takes O(n(k − 1)m$^{k−1}$) memory where m is the largest number in the input, making it impractical even for k = 3 unless the inputs are very small numbers.
This algorithm can be generalized to a solution for the subset sum problem.
# 13th Scottish Light Dragoons

The 13th Scottish Light Dragoons was a cavalry regiment of the Non-Permanent Active Militia of the Canadian Militia (now the Canadian Army).

## History

Founded as the 52nd Bedford Battalion of Infantry in Knowlton, Canada East, on 14 September 1866, the unit was re-designated the 52nd Brome Battalion in 1872. Thereafter, the 52nd Brome Battalion and the 79th Shefford Regiment were amalgamated to form the 79th Shefford and Brome Regiment (Highlanders). This regiment was not associated with the 79th Cameron Highlanders of Canada. The regiment was amalgamated with 52nd Regiment (Brome Light Infantry) in 1901 under the 79th's name. In 1904, the regiment was amalgamated with 'C' and 'D' Squadrons of the 6th Duke of Connaught's Royal Canadian Hussars and titled the 13th Scottish Light Dragoons.
The regiment was reorganized in 1921. On 1 February 1936, The 13th Scottish Light Dragoons were disbanded along with 13 other regiments as part of the 1936 Canadian Militia Reorganization.

## Alliances

* United Kingdom - Scots Guards (Until 1936)

## Uniform

The 13th Scottish Light Dragoons wore a blue cap with a diced border, a scarlet dragoon tunic with yellow facings, and blue pantaloons with yellow stripe.

## Notable Members

* Brigadier-General Charles Allan Smart CMG
* Lieutenant-Colonel George Harold Baker
# Camaligan National High School

Camaligan National High School (Filipino: Pambansang Mataas na Paaralan ng Camaligan), or simply CNHS, is a public high school in Camaligan, Camarines Sur, Philippines. It serves the people of the thirteen barangays of the town, its neighboring municipalities Gainza and Canaman, and the City of Naga.
Formerly known as Sto. Tomas National High School, it was established in 1979 through the efforts of the Barangay Council of Sto. Tomas. In 2013, the school was renamed since it is the only existing high school established inside the municipality.

## History

The school was conceived through the efforts of the Barangay Council of Sto. Tomas, Camaligan, Camarines Sur headed by the former Barangay Chairman Andres Servidad on 1 April 1979. A proposal was made and all of the barangay chairmen of Camaligan were informed about the plan.
On the last week of May 1979, a meeting at the municipal hall was called for the finalization the opening of the school, being attended by Henry Aguire (Human Settlement Officer), Olap Benosa (District Supervisor), Godolfredo N. Cordial (Camaligan Central School Principal), Dalmacio A. Aurellano (Municipal Mayor), Roger P. Cariño (Municipal Councilor), Ramon Caceres (Municipal Treasurer), other municipal, barangay and school officials, and the present 58 enrollees. The school officially opened on 1 July 1979 as Sto. Tomas High School.
In 2012, the school adopted the K-12 Curriculum in response to the Enhanced Basic Education Act signed by President Benigno Aquino III.
In 2013, the school has been renamed to Camaligan National High School due to it being the only existing high school in town.

## School Hymn

The Camaligan National High School Hymn (originally Sto. Tomas National High School Hymn), or simply CNHS Hymn, is the official school hymn. It was written by Lilian P. Sanglay and Nancy D. Olaño, and its music was arranged by Venrich Kenosis Hermogeno.
The hymn was launched in March 2013, being performed by the school choir. It is both in English and in Bikol languages.

## Supreme Students Government

The CNHS Supreme Students Government (CNHS-SSG), is the highest governing body of the entire studentry of the school. It is headed by the president, together with his/her subordinates, who were elected by the whole student population of the school.

## School Publications

Tomasian Bulletin is the official school English publication. In 2005, Ang Batyaw, the school's official Filipino publication, was launched.
Due to the renaming of the school in 2013, proposals on changing the name of the English publication had been raised.
# Universal Pulse

Universal Pulse is a mini-LP and the tenth studio album by American rock band 311, released on July 19, 2011 on 311 Records/ATO Records. It clocks in at just under 29 minutes, making it the shortest album 311 ever released, as well as their first release on their own independent record company. It has a 57 out of 100 on Metacritic, indicating "mixed or average reviews".

## Album information

Like its predecessor, Uplifter, this album was produced by Bob Rock, who has produced or engineered albums by numerous notable acts, such as Metallica, Aerosmith, Mötley Crüe, Bon Jovi, The Cult, Our Lady Peace and The Offspring. Unlike previous albums where their record label requested that the drums be recorded at an alternate location, all tracks, including the drums, were recorded at the Hive Studio. To support the album, 311 invited Sublime with Rome to co-headline the 2011 Unity Tour, with special guests DJ Soulman and DJ Trichrome. The artwork was done by Sonny Kay. With only eight songs and clocking within less than thirty minutes, it's their shortest album to date.
The album's first single "Sunset in July" was released on June 3, 2011. The album's second single "Count Me In" was released on October 4, 2011.

## Reception

Professional ratings :
| Aggregate scores ||
| Source | Rating |
| Metacritic | 57/100 |
| Review scores ||
| Source | Rating |
| Allmusic | |
| Consequence of Sound | |
| Entertainment Weekly | (B–) |
| IGN | |
| PopMatters | |
| Rolling Stone | |
Allmusic editor Stephen Thomas Erlewine gave Universal Pulse a 2.5/5, commenting "Within the sharp relief of Bob Rock’s immaculate production, this can mean that the fuzz-toned guitars and crunching riffs are strenuously underlined: they are the foundation of this unusually rock-oriented 311 album yet in this crystal-clear atmosphere they drill, not pummel." and concludes that "Universal Pulse can be wearying even at its half-hour length." Consequence of Sound gave the album a 3.5/5 and declares that it's the band's best album since From Chaos, saying "Once this album has completed its first full rotation, there’s an immediate urge to play it again. It’s short, sweet, and a perfect follow-up to where the band was in 2009."

## Charts

| Charts | Peak position |
| U.S. Billboard 200 | 7 |
| U.S. Billboard Rock Albums | 2 |
| U.S. Billboard Digital Albums | 4 |
| U.S. Billboard Independent Albums | 1 |
| U.S. Billboard Alternative Albums | 2 |
| U.S. Billboard Tastemaker Albums | 1 |

## Personnel

Credits adapted from album’s liner notes.

### 311

* Nick Hexum – vocals, rhythm guitar
* Doug "SA" Martinez – vocals
* Tim Mahoney – lead guitar
* P-Nut – bass
* Chad Sexton – drums, mixing

### Production

* Bob Rock – producer, engineer
* Giff Tripp – engineer
* Joe Gastwirt – mastering
* Jason Walters – studio manager
# Tamara Kotevska

Tamara Kotevska (Macedonian: Тамара Котевска; born 9 August 1993) is a Macedonian filmmaker best known for her 2019 documentary Honeyland.

## Early life

Kotevska was born in Prilep, Republic of Macedonia (now North Macedonia). She earned a scholarship to study abroad in Tennessee for her junior year in high school. She graduated from the Faculty of Dramatic Arts at the Sts. Cyril and Methodius University in Skopje, with an emphasis in documentary film.

## Career

Together with Ljubomir Stefanov, Kotevska spent three years in Bekirlija, North Macedonia filming the documentary about a female wild beekeeper, Hatidze. The film was originally going to be a documentary short about the Bregalnica river region when they came across the beekeeper. Kotevska and Stefanov previously worked together on another documentary, Lake of Apples (2017).
Honeyland won three awards at the 2019 Sundance Film Festival and received two nominations at the 92nd Academy Awards: Best Documentary Feature and Best International Feature Film. It is the second Macedonian film to earn an Oscar nomination after Before the Rain (1994).
# Loya Paktia

Lōya Paktiā (Pashto: لويه پکتيا; lit. Greater Paktia) is a historical and cultural region of Afghanistan, comprising the modern Afghan provinces of Khost, Paktia, and Paktika, as well as parts of Logar and compromises Kurram, Bannu and Waziristan of Khyber Pakhtunkhwa. Loya Paktia is vaguely defined by a common culture and history that is connected to the local indigenous tribes that reside in the region. Particular styles of clothing, articles of clothing, turban styles, turban cloth colors, dialects of Pashto language, etc. may sometimes be associated with specific tribes indigenous to Loya Paktia and thus integrate themselves into regional culture. For instance, a Pashtun tribesman from Loy Kandahar may quickly recognize a Pashtun from Loya Paktia based upon his turban (or lungee) style and color. Likewise, a Pashtun from Loya Paktia may recognize someone from Loy Kandahar based upon his unique style of collarless kameez (shirt) with specific embroidered patterns on the front. There are many subtle and intricate cultural indicators of this type that are not recorded in any known written history but simply known and observed by the tribesmen of the various Pashtun regions of Afghanistan and Pakistan.

## Main settlements

The largest city of the region is Khost, while other cities of Loya Paktia include Gardez (capital of Paktia Province), Zurmat (largest city of Paktia Province), Urgun (largest city of Paktika), and Sharana (capital of Paktika).
Other main towns of Loya Paktia are Sardeh Band (Ghazni), Charkh (Logar), Tari Mangal (Kurram), Angur Ada (partly in South Waziristan), Yakubi, Tani, Dadwal, Aryob, Khandkhel, Tsamkani, Zarghun Shar, Wazakhwa, and Zerok.

## Demography

The population mostly consists of Pashtuns from various tribes under the larger Karlani and Ghilji confederacies. Predominant tribes with notable large populations native to Loya Paktia include Zadran, Zazai, Mangal, Ahmadzai, Totakhil, Tani, Sabari, Sulaimankhel, Dawar, Kharoti, Wazir, Banuchi and Gurbaz. Kochian are common in the region throughout the year who still live a nomadic lifestyle.

## Notable people

* Nur Muhammad Taraki, Afghan revolutionary who led the Saur Revolution
* Dr. Mohammad Najibullah, President of Afghanistan
* Shahnawaz Tanai, Afghan defence minister who led coup
* Assadullah Sarawari, Intelligence Director of KhAD
* Sayed Mohammad Gulabzoy, Afghan air force general and politician
* Mohammad Aslam Watanjar, Afghan general during the 1978 Coup d'état
# Olga Zhekulina

Olga Anatolyevna Zhekulina (Russian: О́льга Анато́льевна Жеку́лина; 4 October 1900 — 5 August 1973) was a noted Russian painter and one of the famous Soviet puppeteers.
She was a member of the Moscow Union of Artists.

## Biography

Olga Zhekulina was born in 1900 in a noble family. Originally she received art education in the private studio of the famous Russian artist Konstantin Yuon, where she studied until 1917.
In 1918–1921, she studied at the Free Art Studios of Konstantin Korovin (since 1921 - Vkhutemas). In 1921, she was expelled from Zhekulina Art Workshops for her non-proletarian origin.
Serious creative activity of the artist began at the turn of the 1910s and 20s.
In the 20s Zhekulina participated in the life of the "Fire-color" Association, which also consisted of Arkhipov, Bogorodskiy, Dobuzhinsky, Petrov-Vodkin, Voloshin, and other major artists of the time. The main motives of the artist in painting during this period were - "hut buried in the snow, spring, silver gave summer".
In 1930, she became known for the scenery of "A trivial comedy for serious people" by Oscar Wilde for a branch of the Maly Theater.
After that, she worked for nearly twenty years as the puppet theater artist of the Moscow House of Pioneers.
In the 1950s, She became a member of the Moscow Union of Artists. In the late 1950s Zhekulina working on a major state order: a series of landscapes of the Red Presnya.
In the 1960s, the artist was working on a "Valdai cycle", dedicated to the Russian village.
The artist died in 1973. During her life, the artist created some 200 works.

## Family

Her father was a district agronomist, and then a banker. He was repressed.
The older brother Sergey was a professor of psychology. The younger brother Leo was a famous scientist and engineer, author of hundreds of scientific papers. Leo worked with Sergei Korolev.
# Sukhaya (Iokanga)

The Sukhaya (Russian: Сухая) is a river in the north of the Kola Peninsula in Murmansk Oblast, Russia. It is 97 kilometres (60 mi) long, and has a drainage basin of 1,340 square kilometres (520 sq mi). The Sukhaya originates on the Keivy and flows into the Iokanga. Its biggest tributary is the Zolotaya.
# Nowbandian

Nowbandian (Persian: نوبنديان) may refer to:
* Nowbandian-e Baluchi
* Nowbandian-e Pain
# 1982 Idaho State Bengals football team

The 1982 Idaho State Bengals football team represented Idaho State University as member of the Big Sky Conference during the 1982 NCAA Division I-AA football season. The Bengals were led by third-year head coach Dave Kragthorpe and played their home games at the ASISU Minidome (now Holt Arena), an indoor venue on campus in Pocatello, Idaho. After winning the national title in 1981, the Bengals finished last in the Big Sky with a 1–6 record, and were 3–8 overall.
In early June 1983, assistant coach Jim Koetter was promoted to head coach after Kragthorpe left to become athletic director at his alma mater, Utah State University in Logan.

## Schedule

| Date | Opponent | Site | Result | Attendance |
| September 11 | at Drake* | Drake StadiumDes Moines, IA | W 41–21 | 13,147 |
| September 18 | Portland State* | ASISU MinidomePocatello, ID | W 38–14 | 10,831 |
| September 25 | Cal Poly* | ASISU MinidomePocatello, ID | L 13–15 | 10,247 |
| October 2 | at Montana State | Sales StadiumBozeman, MT | L 27–30 | 8,197 |
| October 9 | at Utah State* | Romney StadiumLogan, UT | L 3–30 | 12,174 |
| October 16 | at Northern Arizona | Walkup SkydomeFlagstaff, AZ | L 16–18 | 7,586 |
| October 23 | No. 18 Montana | ASISU MinidomePocatello, ID | W 28–14 | 10,091 |
| October 30 | at Weber State | Wildcat StadiumOgden, UT | L 7–27 | 4,220 |
| November 6 | No. 14 Idaho | ASISU MinidomePocatello, ID (rivalry) | L 17–20 | 11,010 |
| November 13 | Nevada | ASISU MinidomePocatello, ID | L 14–24 | 8,099 |
| November 20 | No. 19 Boise State | ASISU MinidomePocatello, ID | L 24–27 | 12,101 |
| *Non-conference gameRankings from NCAA Division I-AA Football Committee Poll released prior to the game ||||||

## After the season

The following Bengals were selected in the 1983 NFL draft after the season.
| Round | Pick | Player | Position | NFL club |
| 11 | 300 | Dan Taylor | Tackle | Dallas Cowboys |
| 12 | 321 | Jim Lane | Center | Detroit Lions |
# 2002 Campeonato Metropolitano de Fútbol Femenino (Peru)

The 2002 Campeonato Metropolitano de Fútbol Femenino season, also known as the Copa Pilsen Callao, was an amateur women's football championship, developed, organized, and promoted by the Peruvian Football Federation (FPF).
Universitario won their fourth title by highest score in the aggregate table.

## Teams

| Team | City |
| Deportivo AMASB | Lima |
| Deportivo Municipal | Lima |
| Santa Olga | Lima |
| Sport Boys | Callao |
| Universidad Agraria | Lima |
| Universidad de Lima | Lima |
| Universidad San Marcos | Lima |
| Universitario | Lima |

## Torneo Apertura
### Standings

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts | Qualification or relegation |
| 1 | Universitario | 14 | 13 | 1 | 0 | 0 | 0 | 0 | 40 | Apertura winner |
| 2 | Sport Boys | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 3 | Universidad San Marcos | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 4 | Deportivo Municipal | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 5 | Universidad Agraria | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 6 | Universidad de Lima | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 7 | Santa Olga | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |
| 8 | Deportivo AMASB | 0 | 0 | 0 | 0 | 0 | 0 | 0 | 0 | |

## Torneo Clausura
### Standings

| Pos | Team | Pld | W | D | L | GF | GA | GD | Pts | Qualification or relegation | SBA | UNI | USM | MUN | UAG | ULI | OLG | AMA |
| 1 | Sport Boys | 14 | 12 | 1 | 1 | 71 | 7 | +64 | 37 | Clausura winner | | 1–1 | 3–0 | 7–0 | 8–1 | 4–0 | 12–0 | 2–0 |
| 2 | Universitario | 14 | 12 | 1 | 1 | 46 | 7 | +39 | 37 | | 3–2 | | — | 4–1 | 7–0 | 2–0 | 7–0 | 2–0 |
| 3 | Universidad San Marcos | 14 | 10 | 0 | 4 | 27 | 19 | +8 | 30 | | 1–3 | 1–0 | | 2–4 | 2–0 | 2–0 | 2–0 | 2–0 |
| 4 | Deportivo Municipal | 14 | 9 | 0 | 5 | 26 | 24 | +2 | 27 | | — | — | 1–2 | | 2–1 | 3–0 | 3–0 | 2–0 |
| 5 | Universidad Agraria | 14 | 5 | 0 | 9 | 14 | 37 | −23 | 15 | | — | 0–3 | — | 0–2 | | 0–1 | 1–0 | 2–0 |
| 6 | Universidad de Lima | 14 | 5 | 0 | 9 | 12 | 35 | −23 | 15 | | 0–9 | — | 0–2 | 2–3 | 0–3 | | 3–2 | 2–0 |
| 7 | Santa Olga | 14 | 2 | 0 | 12 | 9 | 48 | −39 | 6 | | 0–6 | 0–4 | 0–4 | 1–2 | 1–2 | 0–2 | | 2–0 |
| 8 | Deportivo AMASB | 14 | 0 | 0 | 14 | 0 | 28 | −28 | 0 | | 0–2 | 0–2 | 0–2 | 0–2 | 0–2 | 0–2 | 0–2 | |