OpenLLM-France/wikimedia huggingface dataset:
# The Great Flirtation

The Great Flirtation is a 1934 American pre-Code comedy drama film directed by Ralph Murphy and starring Elissa Landi, Adolphe Menjou, David Manners and Lynne Overman. The film was released on June 15, 1934 by Paramount Pictures. It was based on an unpublished story I Love an Actress by Gregory Ratoff and adapted by Humphrey Pearson.

## Plot

In Budapest Stephan Karpath is an egotistical but celebrated stage actor, whose lover Zita Marishka is an aspiring actress. When she is cast alongside him in a play he jealously has her fired. In a huff she departs for New York City, but he accompanies her and they are married on the ship going over. However, in American nobody has heard of Stephan and he finds it difficult to find work. His wife hits on the idea of passing herself off as a famous, but unmarried, Russian actress and is cast in the lead of a Broadway play. She manages to get Stephan work playing opposite her, but to his chagrin she is pursued romantically by several men including the producer and the playwright Larry Kenyon. When it dawns on Stephan that she really loves Larry, in whose work she has become a great actress, he pretends to return to Budapest but really goes to North Dakota.

## Cast

* Elissa Landi as Zita Marishka
* Adolphe Menjou as Stephan Karpath
* David Manners as Larry Kenyon
* Lynne Overman as Joe Lang
* Raymond Walburn as Henry Morgan
* Adrian Rosley as Mikos
* Paul Porcasi as Herr Direktor
* George Baxter as Arpad
* Judith Vosselli as Queen in Play
* Akim Tamiroff as Paul Wengler
* Vernon Steele as Bigelow
# Dusting attack

A dusting attack or dust attack is an attack on a cryptocurrency wallet that sends tiny amounts of cryptocurrency (known as "dust") to that wallet in order to uncover the identity of the wallet's owner. Information can then be used to obstruct receiving legitimate payments or phishing scams.
Victims are sent a token to their wallet via an airdrop. When the victim attempts to cash out the token, the sender is able to access the wallet through the smart contract attached to the token.
# Ali Hudzafi

Ali Hudzafi is a Singaporean football player. He plays currently for Hougang United in the S.League for 2017. Throughout his career, he has had two ACL injuries.

## Club career
### Tampines Rovers

Ali started his career with the Stags in their prime league team.

### LionsXII

In 2013, he was called up to the LionsXII to play in the Malaysia Super League. He make an appearance for the team against ATM FA as a last minute substitute.

### Young Lions

After being released by the LionsXII, he move to the Young Lions to play in the Sleague which he played for 2 seasons. (2014–2015)

### Hougang United

He joined Hougang United in 2016 but missed out on a majority of appearances in 2016 due to a long-term injury.
He was re-signed for 2017.
# Alfaia

The alfaia is a Brazilian membranophone. It is a wooden drum made of animal skin tensioned or loosened through ropes placed alongside the body of the instrument.
Alfaias are usually between 40 centimetres (16 in) and 55 centimetres (22 in) in diameter. Their construction is similar to 19th-century American and European military or field drums, and Latin American wooden bass drums. Their drumheads are clamped to the body through large wooden hoops, and they are played with distinctly-shaped thick wooden drum sticks. Sometimes the stick used in the dominant hand is marginally larger than the one used in the weak hand.
Traditionally strapped over the shoulder, alfaias are played with a distinctive technique in which players hold the weak-hand drum stick inverted to get the proper attack on the head. Alfaias are also known as "Rope-surdos" or "Maracatu-drums", and the largest ones are called "Alfaias-marcantes". The medium-sized drums are called "Alfaia-meião". The alfaia has a characteristic deep, heavy sound, different from other bass drums such as the surdo or kick-drum, and they are used mainly in the Northeastern folk rhythms and dances of Brazil, such as maracatu, ciranda and coco-de-roda.
# Celina, Indiana

Celina is an unincorporated community in Oil Township, Perry County, in the U.S. state of Indiana.

## History

A post office was established at Celina in 1870, and remained in operation until 1940; for most of this period, the post office was located in the Jacob Rickenbaugh House. According to Ronald L. Baker, the community may be named after Celina, Ohio.
# Kantonsspital St. Gallen

The Kantonsspital St. Gallen (German for: Canton of St. Gallen-Hospital) is the main hospital in the Canton of St. Gallen and the sixth largest in Switzerland. It lies in the center of St. Gallen, the capital of the canton.
# Bjelovčina

Bjelovčina (Cyrillic: Бјеловчина) is a village in the municipality of Konjic, Bosnia and Herzegovina.

## Demographics

According to the 2013 census, its population was 2, both Bosniaks.
# Claverton

Claverton may refer to the following places in England:
* Claverton, Somerset
* Claverton, Cheshire
# Ci protein

Ci protein, short for Cubitus interruptus, is a zinc finger containing transcription factor involved in the Hedgehog signaling pathway. In the absence of a signal to the Hedgehog signaling pathway, the Ci protein is cleaved and destroyed in proteasomes. It isn't, however, completely destroyed; part of the protein survives and acts as a repressor in the nucleus, keeping genes responsive to the Hedgehog signal silent.

## Degradation of Ci

The degradation of Ci protein depends on a large multiprotein complex, which contains a serine/threonine kinase of unknown function, an anchoring protein that binds to microtubules (to keep the Ci protein out of the nucleus) and an adaptor protein. When the Hedgehog signaling pathway is turned on, the Ci proteolysis is suppressed and the unprocessed CI protein enters the nucleus, where it activates the transcription of its target genes. Ci undergoes complete or partial degradation in the cells, the detailed molecular mechanism is poorly understood. It has been reported that an AAA ATPase Ter94 complex and K11/K48 ubiquitin chains are involved in the selection of Ci degradation.

## Target genes

* The Wingless protein in Drosophila, which is crucial to the embryogenesis of the fruit fly, and acts through the Wnt signaling pathway.
* The Patched receptor protein of the Hedgehog signaling pathway, which production acts as a negative feedback, since the resulting increase in Patched protein on the cell surface inhibits the Hedgehog pathway.
# Aygyr-Jar

Aygyr-Jar is a village in Jalal-Abad Region of Kyrgyzstan. Its population was 3,629 in 2021.
# Deborah Jay

Deborah Jay (born 24 October 1961) is a British diver. She competed in the women's 3 metre springboard event at the 1980 Summer Olympics.
# Defence Intelligence (company)

Defence Intelligence, often referred to as Defintel, is an information security company based in Ottawa, Ontario, Canada. The company characterizes itself as offering services for "advanced compromise protection." Their marketing materials describe their services as being for the detection and prevention of compromised systems on a network, and include their Nemesis Compromise Protection (Nemesis) and Harbinger Compromise Assessment (Harbinger) services.
Defence Intelligence was the security company that discovered the Mariposa botnet in 2008, which consisted of 8 to 12 million individual zombie computers at the time of its dismantling in 2009.

## History

Defence Intelligence was founded in 2008 by Christopher Davis, a Canadian security consultant who had previously aided in identifying an 18-year-old hacker in 2000 that stole 26,000 credit card numbers from e-commerce sites. Chris Davis collaborated along with Dan Kaminsky to inform key agencies in the Canadian government about the DNS cache poisoning flaw. Prior to founding Defence Intelligence, Davis was the director of threat analysis for the Atlanta-based security company Damballa (company).
In 2008, Defence Intelligence discovered the Mariposa botnet, one of the largest known botnets to date. In 2009, the Mariposa Working Group was formed. The MWG, consisting of members from Defence Intelligence, Panda Security, Neustar, Directi, and Georgia Tech Information Security Center, worked with international law enforcement to dismantle the botnet and aid in the arrest of the suspected creator and controllers of the botnet.
In 2011 Keith Murphy, founder and president of non-profit One Dollar Nation, became CEO of Defence Intelligence. While no formal press release was made stating this change, numerous news articles began referring to Keith Murphy as CEO. In that same year the company released Nemesis 2.0, the most current version of their main service and launched a new website with updated branding.

## Mariposa

Mariposa, meaning "butterfly" in Spanish, was the name given to the botnet as a whole due to its usage of the malware program "Butterfly bot". The botnet was composed of millions of infected or zombie computers controlled by the same operators. The number of computers infected by Mariposa was between 8 and 12 million spread over 190 countries. Victims included more than half of the US Fortune 1000 companies as well as numerous governments and financial and educational institutions. Mariposa was used for denial of service attacks, spamming, and personal information theft. It was capable of spreading via MSN, peer to peer networks, and USB keys.
The Spanish national police Civil Guard (Spain) arrested three men in February 2010 for suspected involvement with the Mariposa botnet. In July 2010 the suspected creator of the "Butterfly bot" malware was arrested by Slovenian police.
# Delia Grace Randolph

Delia Grace (born 22 February 1967) is an epidemiologist and a veterinarian. Grace joined the University of Greenwich in May 2020 as Professor of Food Safety Systems at the Natural Resources Institute. She is also Joint Appointed Scientist, Animal and Human Health Program at the International Livestock Research Institute (ILRI), Nairobi, Kenya.

## Education

Grace is a graduate from several universities: University College Dublin (MVB Veterinary Medicine 1990), University of Edinburgh, Free University of Berlin (PhD veterinary epidemiology), and Cornell University. In 2013, she led work on agriculture associated disease within a CGIAR Research Programme on Agriculture for Nutrition and Health. She has also served as one of the ten members of the HLPE (High Level Panel of Experts) livestock project team. In 2021, she was also a member of an expert panel at the Global Forum for Food and Agriculture, organized by Germany.
She has authored and co-authored over 300 peer-reviewed publications. She has published in medical journals such as The Lancet and The Proceedings of the National Academy of Sciences of the United States of America.

## Awards and honors

Grace received the Trevor Blackburn award in September 2014 for her contributions to animal health and welfare and food safety in developing countries. In 2020, she was awarded the UCD Alumni Award in Health and Agriculture Sciences. In August 2022, she received the Peter Ellis award for her contributions to veterinary epidemiology at the 22nd International Symposium of Veterinary Epidemiology and Economics. She was also the winner of the Arrell Global Food Innovation Award for research impact.
# Degree matrix

In the mathematical field of algebraic graph theory, the degree matrix of an undirected graph is a diagonal matrix which contains information about the degree of each vertex—that is, the number of edges attached to each vertex. It is used together with the adjacency matrix to construct the Laplacian matrix of a graph: the Laplacian matrix is the difference of the degree matrix and the adjacency matrix.

## Definition

Given a graph $G=(V,E)$ with $|V|=n$, the degree matrix $D$ for $G$ is a $n\times n$ diagonal matrix defined as
    $D_{i,j}:=\left\{{\begin{matrix}\deg(v_{i})&{\mbox{if}}\ i=j\\0&{\mbox{otherwise}}\end{matrix}}\right.$
where the degree $\deg(v_{i})$ of a vertex counts the number of times an edge terminates at that vertex. In an undirected graph, this means that each loop increases the degree of a vertex by two. In a directed graph, the term degree may refer either to indegree (the number of incoming edges at each vertex) or outdegree (the number of outgoing edges at each vertex).

## Example

The following undirected graph has a 6x6 degree matrix with values:
| Vertex labeled graph | Degree matrix |
| | ${\begin{pmatrix}4&0&0&0&0&0\\0&3&0&0&0&0\\0&0&2&0&0&0\\0&0&0&3&0&0\\0&0&0&0&3&0\\0&0&0&0&0&1\\\end{pmatrix}}$ |
Note that in the case of undirected graphs, an edge that starts and ends in the same node increases the corresponding degree value by 2 (i.e. it is counted twice).

## Properties

The degree matrix of a k-regular graph has a constant diagonal of $k$.
According to the degree sum formula, the trace of the degree matrix is twice the number of edges of the considered graph.
# Barry Daly

Barry Daly may refer to:
* Barry Daly (hurler)
* Barry Daly (rugby union)
# Baru (disambiguation)

Baru is an extinct genus of crocodile (subfamily Mekosuchinae) that emerged in Australia during the Upper Oligocene.
Baru may also refer to:

## Places

* Baru, Sichuan, a town in Xichang, Sichuan, China
* Baru, Iran, a village in Tehran Province, Iran
* Baru, Hunedoara, a commune in Hunedoara County, Romania
* Baroo, a town in the Punjab province of Pakistan
* Volcán Barú, a volcano in Panama
* Baru, Rajasthan, a small village in Rajasthan, India
* Isla Barú, an island in Colombia

## Other uses

* Bārû, a priestly class in ancient Mesopotamia
* Baru seed, an edible legume seed native to South America, Dipteryx alata
* Baru tree, a primitive legume tree from the early branch Dipterygeae, Dipteryx alata
* Triodia wiseana (Yinjibarndi and Ngarluma: Baru), a bunchgrass species in the genus Triodia
* Baru Cormorant, the protagonist of the novel The Traitor Baru Cormorant
# Deepwater triplefin

The deepwater triplefin (Matanui profundum) is a species of triplefin blenny in the genus Matanui. It was described by Ronald Fricke and Clive D. Roberts in 1994. This species is found around the North Island, Auckland Islands and Chatham Islands at depths between 9 and 550 metres (30 and 1,804 ft).
# Delavalia

Delavalia is a genus of copepods in the family Miraciidae.

## Species

The World Register of Marine Species currently lists the following species as accepted within Delavalia:
* Delavalia acutirostris (Willey, 1935)
* Delavalia adriatica (Marinov & Apostolov, 1981)
* Delavalia andamanica (Rao, 1993)
* Delavalia arctica Scott T., 1899
* Delavalia arenicola (Wilson C.B., 1932)
* Delavalia bermudensis (Coull, 1969)
* Delavalia bifidia (Coull, 1967)
* Delavalia breviseta (Wells & Rao, 1987)
* Delavalia clavus (Wells & Rao, 1987)
* Delavalia coineauae (Soyer, 1972)
* Delavalia confluens (Lang, 1948)
* Delavalia cornuta (Lang, 1936)
* Delavalia diegensis (Thistle & Coull, 1979)
* Delavalia elisabethae (Por, 1959)
* Delavalia fustiger (Wells & Rao, 1987)
* Delavalia giesbrechti Scott T., 1896
* Delavalia gundulae (Willen, 2003)
* Delavalia hirtipes (Wells & Rao, 1987)
* Delavalia incerta (Por, 1964)
* Delavalia inopinata Scott A., 1902
* Delavalia intermedia (Marinov & Apostolov, 1981)
* Delavalia islandica (Schriever, 1982)
* Delavalia latioperculata Itô Tat, 1981
* Delavalia latipes (Lang, 1965)
* Delavalia latisetosa (Sewell, 1940)
* Delavalia lima (Becker & Schriever, 1979)
* Delavalia longicaudata (Boeck, 1872)
* Delavalia longifurca (Sewell, 1934)
* Delavalia longipilosa (Lang, 1965)
* Delavalia madrasensis (Wells, 1971)
* Delavalia magnacaudata (Monard, 1928)
* Delavalia mastigochaeta (Wells, 1965)
* Delavalia minuta Scott A., 1902
* Delavalia mixta (Wells & Rao, 1987)
* Delavalia noodti (Schriever, 1982)
* Delavalia normani Scott T., 1905
* Delavalia nuwukensis (Wilson, M.S., 1965)
* Delavalia oblonga (Lang, 1965)
* Delavalia ornamentalia (Shen & Tai, 1965)
* Delavalia palustris Brady, 1868
* Delavalia paraclavus (Wells & Rao, 1987)
* Delavalia polluta (Monard, 1928)
* Delavalia reflexa Brady & Robertson, 1876
* Delavalia saharae (Marinov & Apostolov, 1985)
* Delavalia schminkei (Willen, 2002)
* Delavalia stephensoni (Greenwood & Tucker, 1984)
* Delavalia tethysensis (Monard, 1928)
* Delavalia truncatipes (Sewell, 1940)
* Delavalia unisetosa (Wells, 1967)
* Delavalia valens (Wells & Rao, 1987)
# Basilica of the Sacred Hearts of Jesus and Mary (Southampton, New York)

The Basilica of the Sacred Hearts of Jesus and Mary is a Minor Basilica of the Catholic Church located in the village of Southampton, New York, United States. It is also a parish church of the Diocese of Rockville Centre. The Gothic Revival-style church was completed in 1908 for $100,000. The exterior is covered in white marble. Pope Benedict XVI decreed on November 11, 2011, that Sacred Hearts of Jesus and Mary Church was elevated to the status of a minor basilica.
# 2015 Junior League World Series

The 2015 Junior League World Series took place from August 16–23 in Taylor, Michigan, United States. Taichung, Taiwan defeated Stephens City, Virginia in the championship game. In addition to being the second straight championship for Chung Shan LL; Taiwan became the first County/State to win three straight JLWS championships.

## Teams

| United States | International |
| Johnston, Iowa Johnston Central | Taichung, Taiwan Chung Shan Asia–Pacific |
| Ridgewood, New Jersey Ridgewood East | Oakville, Ontario Oakville Canada |
| Stephens City, Virginia Frederick County National / Stephens City Southeast | Brno, Czech Republic South Moravia Europe–Africa |
| Weslaco, Texas Weslaco Southwest | Aguadulce, Panama Aguadulce Cabezera Latin America |
| Pearl City, Hawaii Pearl City West | Caguas, Puerto Rico Villa Blanca Puerto Rico |

## Results

United States Pool
| Team | W | L | Rs | Ra |
| Iowa | 4 | 0 | 30 | 14 |
| Virginia | 2 | 2 | 17 | 16 |
| New Jersey | 2 | 2 | 24 | 20 |
| Hawaii | 2 | 2 | 14 | 20 |
| Texas | 0 | 4 | 7 | 21 |
| Hawaii | – | 1–2 | 9–7 | 4–1 | 0–10 |
| Iowa | 2–1 | – | 10–5 | 9–5$^{(8)}$ | 9–4 |
| New Jersey | 7–9 | 5–10 | – | 6–0 | 6–1 |
| Texas | 1–4 | 5–9$^{(8)}$ | 0–6 | – | 1–2 |
| Virginia | 10–0 | 4–9 | 1–6 | 2–1 | – |
International Pool
| Team | W | L | Rs | Ra |
| Taiwan | 4 | 0 | 45 | 7 |
| Puerto Rico | 3 | 1 | 33 | 23 |
| Panama | 2 | 2 | 24 | 21 |
| Czech Republic | 1 | 3 | 16 | 34 |
| Canada | 0 | 4 | 12 | 45 |
| Canada | – | 6–11 | 3–13 | 3–11 | 0–10 |
| Czech Republic | 11–6 | – | 2–4 | 3–10 | 0–14 |
| Panama | 13–3 | 4–2 | – | 5–7 | 2–9 |
| Puerto Rico | 11–3 | 10–3 | 7–5 | – | 5–12 |
| Taiwan | 10–0 | 14–0 | 9–2 | 12–5 | – |
Elimination Round
| Semifinals | Semifinals | Semifinals | World Championship | World Championship | World Championship |
| 4–0 | Iowa | 4 | | | |
| 2–2 | Virginia | 7 | | | |
| 2–2 | Virginia | 7 | 3–2 | Virginia | 0 |
| | | | 5–0 | Taiwan | 12 |
| 4–0 | Taiwan | 6 | 5–0 | Taiwan | 12 |
| 3–1 | Puerto Rico | 0 | | | |
* 2015 Junior League World Series Champions
* Chung Shan LL Taichung, Taiwan
# 2016–17 FIS Race (ski jumping)

The 2016/17 FIS Race (ski jumping) was the 18th FIS Race regular season as the fourth level of ski jumping competition since 1999/00. Although even before the world cup and in the old days FIS Race events were all top level organized competitions.
Other competitive circuits this season included the World Cup, Grand Prix, Continental Cup, FIS Cup and Alpen Cup.

## Calendar
### Men

| Season | Date | Place | Hill | Size | Winner | Second | Third |
| 1 | 29 September 2016 | Râșnov | Trambulina Valea Cărbunării HS71 | MH | Nicolae Sorin Mitrofan | Stefan Valentin Blega | Dmytro Mazurchuk |
| 2 | 30 September 2016 | Râșnov | Trambulina Valea Cărbunării HS71 | MH | Stefan Valentin Blega | Mihnea Alexandru Spulber | Muhammed Ali Bedir |
| 3 | 21 February 2017 | Sapporo | Miyanomori HS100 | NH | Yukiya Satō | Yūken Iwasa | Sergey Tkachenko |
| 4 | 24 February 2017 | Sapporo | Ōkurayama HS134 | LH | Naoki Nakamura | Yūken Iwasa | Marat Zhaparov |
| 5 | 1 April 2017 | Whistler | Whistler Olympic Park HS106 | NH | MacKenzie Boyd-Clowes | Matthew Soukup | Joshua Maurer |
| 6 | 2 April 2017 | Whistler | Whistler Olympic Park HS140 | LH | Adam Loomis | MacKenzie Boyd-Clowes | Joshua Maurer |

### Ladies

| Season | Date | Place | Hill | Size | Winner | Second | Third |
| 1 | 29 September 2016 | Râșnov | Trambulina Valea Cărbunării HS71 | MH | | Virág Vörös | Sarlote Skele |
| 2 | 30 September 2016 | Râșnov | Trambulina Valea Cărbunării HS71 | MH | | Sarlote Skele | Carina Alexandra Militaru |
| 3 | 3 March 2017 | Sapporo | Miyanomori HS100 | NH | Yūki Itō | Sara Takanashi | Misaki Shigeno |
| 4 | 5 March 2017 | Sapporo | Ōkurayama HS137 | LH | Yūki Itō | Sara Takanashi | Kaori Iwabuchi |
| 5 | 1 April 2017 | Whistler | Whistler Olympic Park HS106 | NH | Taylor Henrich | Natasha Bodnarchuk | Atsuko Takanaka |
| 6 | 2 April 2017 | Whistler | Whistler Olympic Park HS140 | LH | Taylor Henrich | Abigail Strate | Atsuko Takanaka |

### Men's team

| Season | Date | Place | Hill | Size | Winner | Second | Third | Ref. |
| 1 | 25 February 2017 | Sapporo | Ōkurayama HS134 | LH | JapanNaoki Nakamura Masamitsu Itō Yūken Iwasa Yukiya Satō | KazakhstanKonstantin Sokolenko Sabirzhan Muhinov Marat Zhaparov Sergey Tkachenko | South KoreaJuchan Lee Choi Heung-chul Kim Hyun-ki Choi Seou | |
# 2015 Open Engie de Touraine

The 2015 Open Engie de Touraine was a professional tennis tournament played on indoor hard courts. It was the eleventh edition of the tournament and part of the 2015 ITF Women's Circuit, offering a total of $50,000 in prize money. It took place in Joué-lès-Tours, France, on 19–25 October 2015.

## Singles main draw entrants
### Seeds

| Country | Player | Rank$^1$ | Seed |
| CZE | Kristýna Plíšková | 117 | 1 |
| ESP | María Teresa Torró Flor | 128 | 2 |
| FRA | Pauline Parmentier | 132 | 3 |
| FRA | Amandine Hesse | 158 | 4 |
| FRA | Virginie Razzano | 175 | 5 |
| FRA | Stéphanie Foretz | 185 | 6 |
| SUI | Viktorija Golubic | 208 | 7 |
| CRO | Ana Vrljić | 230 | 8 |
* $^1$ Rankings as of 12 October 2015

### Other entrants

The following players received wildcards into the singles main draw:
* Lou Brouleau
* Chloé Cirotte
* Margot Decker
* Emmanuelle Salas
The following players received entry from the qualifying draw:
* Başak Eraydın
* Olga Fridman
* Michaela Hončová
* Patty Schnyder

## Champions
### Singles

* Olga Fridman def. Kristýna Plíšková, 6–2, 3–6, 6–1

### Doubles

* Alexandra Cadanțu / Cristina Dinu def. Viktorija Golubic / Alice Matteucci, 7–5, 6–3
# Basket Kwidzyn

Bank BPS Basket Kwidzyn is a Polish basketball team, based in Kwidzyn, playing in Dominet Bank Ekstraliga.

## Achievements

* Promotion to 1 liga in 2004
* Promotion to Dominet Bank Ekstraliga in season 2006/2007
* 8th place in Dominet Bank Ekstraliga after regular season, 9th place after pre-play-off in 2007/2008
# Bartonella coopersplainsensis

Bartonella coopersplainsensis is a Gram-negative, non-motile bacteria from the genus Bartonella which was isolated from the blood of a wild rat (Rattus leucopus).
# Battle of Chillopampa

The Battle of Chillopampa was the first battle of the Inca Civil War.
Following the death of Sapa Inca Huayna Capac in 1527, his legitimate heir Huáscar had watched as illegitimate son Atahualpa inherited the northern parts of the vast Inca Empire. In 1531, he sent his general Atoc to reclaim those areas viewed as rightfully belonging to him and to the line of the dynasty of Manco Cápac. The battle of Chillopampa Plains was the first major encounter, where the vast superiority and tactical experience of Atoc made the Huáscaran side emerge as victors. Atahualpa was captured in battle, but escaped to face the armies of his half-brother again in the battle of Chimborazo.