OpenLLM-France/wikimedia huggingface dataset:
# Thyra, New South Wales

Thyra, New South Wales is a parish and suburb in Cadell County, Southern New South Wales, Australia. It is located 15 km north of Echuca, Victoria at 35°49′54″S 144°41′04″E and is on the Balranald branch line of the Deniliquin railway line and in Murray River Council.
One church building remains the only public building, and the nearest town is Mathoura.

## History

Thyra was on the border of the traditional lands of the Yorta Yorta peoples, and their neighbors the Baraba baraba.
The first Europeans to the area were Hamilton Hume and William Hovell, in 1824, and Captain Charles Sturt in 1830. In In 1852 Francis Cadell, began a steam ship service. The nearby Murray River is still navigable here by paddle steamer.

## Climate

Climate data for Mathoura :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Record high °C (°F) | 44.7 (112.5) | 44.2 (111.6) | 40.8 (105.4) | 34.9 (94.8) | 27.2 (81.0) | 26.6 (79.9) | 19.4 (66.9) | 23.1 (73.6) | 33.3 (91.9) | 37.8 (100.0) | 41.7 (107.1) | 41.9 (107.4) | 44.7 (112.5) |
| Mean daily maximum °C (°F) | 31.4 (88.5) | 30.3 (86.5) | 27.5 (81.5) | 22.1 (71.8) | 16.9 (62.4) | 14.1 (57.4) | 12.9 (55.2) | 15.0 (59.0) | 18.1 (64.6) | 21.7 (71.1) | 25.6 (78.1) | 28.6 (83.5) | 22.0 (71.6) |
| Mean daily minimum °C (°F) | 15.5 (59.9) | 15.2 (59.4) | 13.2 (55.8) | 9.2 (48.6) | 6.1 (43.0) | 4.3 (39.7) | 3.3 (37.9) | 4.2 (39.6) | 5.9 (42.6) | 8.7 (47.7) | 10.7 (51.3) | 13.1 (55.6) | 9.1 (48.4) |
| Record low °C (°F) | 5.6 (42.1) | 5.8 (42.4) | 2.8 (37.0) | 1.3 (34.3) | −1.1 (30.0) | −3.3 (26.1) | −3.8 (25.2) | −2.6 (27.3) | −1.4 (29.5) | −0.7 (30.7) | 0.8 (33.4) | 4.4 (39.9) | −3.8 (25.2) |
| Average precipitation mm (inches) | 32.3 (1.27) | 23.5 (0.93) | 35.8 (1.41) | 28.0 (1.10) | 40.6 (1.60) | 36.8 (1.45) | 42.6 (1.68) | 43.4 (1.71) | 41.8 (1.65) | 41.6 (1.64) | 34.7 (1.37) | 34.6 (1.36) | 436.3 (17.18) |
| Average precipitation days | 3.8 | 3.6 | 4.3 | 5.3 | 8.0 | 9.0 | 10.5 | 10.6 | 8.9 | 7.7 | 6.1 | 5.2 | 83.0 |
| Source: ||||||||||||||
Agriculture remains the main economic activity and Electorally the parish is in the Division of Farrer.
# Tatsuya Ide

Tatsuya Ide (井出 竜也, Ide Tatsuya, born October 1, 1971) is a Japanese former professional baseball Outfielder, and current the first squad outfield defense and base running coach for the Fukuoka SoftBank Hawks of Nippon Professional Baseball (NPB).
He previously played for the Nippon-Ham Fighters,Yomiuri Giants, and the Fukuoka SoftBank Hawks.

## Professional career
### Active player era

On November 20, 1993, Ide was drafted second round pick by the Nippon-Ham Fighters in the 1993 Nippon Professional Baseball draft.
He won the Golden Glove Award twice, in the 1997 and 2002 seasons.
Ide played nine seasons with the Fighters, but was traded to Yusaku Iriki in the off-season of 2003 to the Yomiuri Giants.
In the 2004 season, he appeared in 41 games with the Giants but was released in the offseason.
He joined the Fukuoka Softbank Hawks in the 2005 season, appearing in 77 games, and announced his retirement in the 2006 season.
Ide played 11 seasons, appearing in 1,108 games and a batting average of .253, a 79 home runs, a 828 hits, a RBI of 336, a 105 stolen bases, and a 92 sacrifice bunts.

### After retirement

After his retirement, Ide has been the outfield defense and base running coach of the Fukuoka SoftBank Hawks since the 2007 season.
On December 2, 2023, he was transferred to the first squad outfield defense and base running coach.
# White Squall

White Squall may refer to:
* White squall, a meteorological phenomenon
* White Squall (film), a 1996 American drama by Ridley Scott
* "White Squall" (song), a 1984 song by Stan Rogers
# Karen Mohlke

Karen L. Mohlke is a biologist at University of North Carolina, Chapel Hill. She is known for her work in human genetics, especially in the area of diabetes research. She was one of the first researchers to use exome array genotyping.

## Life and education

Mohlke received a Bachelor of Science degree from Cornell University in Biological Sciences in 1991. She went on to receive a Doctor of Philosophy degree in Human Genetics at University of Michigan in 1996.

## Work

Following her graduation, Mohlke was awarded a postdoctoral fellowship at University of Michigan from 1996 to 1998. She then became a Research Fellow at the National Institutes of Health until 2004, in the National Human Genome Research Institute.
In 2004, Mohlke began working for University of North Carolina, Chapel Hill in the School of Medicine, studying the genetics of complex traits and diseases. The Mohlke lab is currently identifying genetic variants and genes that influence common human traits with complex inheritance patterns, and is seeking to understand the biological function of the identified variants and genes.
In 2012, Mohlke was a senior author of a study finding new variants of three genes (TBC1D30, KANK1 and PAM) related to diabetes. This study was significant as it was one of the first studies to use exome array genotyping, an alternative to genetic sequencing. Mohlke said:
   "The exome array allowed us to test a large number of individuals in this case, more than 8,000 people very efficiently. We expect that this type of analysis will be useful for finding low-frequency variants associated with many complex traits, including obesity or cancer."
Her research goals include identifying genetic loci responsible for genetic diseases; identifying important locations within these loci for testing; and understanding the functional mechanisms express these genes as physical characteristics.

## Selected publications

* Scott, L. J.; Mohlke, K. L.; Bonnycastle, L. L.; Willer, C. J.; Li, Y.; Duren, W. L.; Boehnke, M. (2007). "A genome-wide association study of type 2 diabetes in Finns detects multiple susceptibility variants". Science. 316 (5829): 1341–1345. Bibcode:2007Sci...316.1341S. doi:10.1126/science.1142382. PMC 3214617. PMID 17463248.
* Mohlke, KL; Boehnke, M; Abecasis, GR (2008). "Metabolic and cardiovascular traits: an abundance of recently identified common genetic variants". Human Molecular Genetics. 17 (R2): R102–R108. doi:10.1093/hmg/ddn275. PMC 2570060. PMID 18852197.
* Huyghe, JR; Jackson, AU; Fogarty, MP; Buchkovich, ML; Stančáková, A; Stringham, HM; Sim, X; Yang, L; Fuchsberger, C; Cederberg, H; Chines, PS; Teslovich, TM; Romm, JM; Ling, H; McMullen, I; Ingersoll, R; Pugh, EW; Doheny, KF; Neale, BM; Daly, MJ; Kuusisto, J; Scott, LJ; Kang, HM; Collins, FS; Abecasis, GR; Watanabe, RM; Boehnke, M; Laakso, M; Mohlke, KL (Feb 2013). "Exome array analysis identifies new loci and low-frequency variants influencing insulin processing and secretion". Nat Genet. 45 (2): 197–201. doi:10.1038/ng.2507. PMC 3727235. PMID 23263489.
# Conley–Zehnder theorem

In mathematics, the Conley–Zehnder theorem, named after Charles C. Conley and Eduard Zehnder, provides a lower bound for the number of fixed points of Hamiltonian diffeomorphisms of standard symplectic tori in terms of the topology of the underlying tori. The lower bound is one plus the cup-length of the torus (thus 2n+1, where 2n is the dimension of the considered torus), and it can be strengthen to the rank of the homology of the torus (which is 2$^{2n}$) provided all the fixed points are non-degenerate, this latter condition being generic in the C$^1$-topology.
The theorem was conjectured by Vladimir Arnold, and it was known as the Arnold conjecture on fixed points of symplectomorphisms. Its validity was later extended to more general closed symplectic manifolds by Andreas Floer and several others.
# Dir zuliebe

Dir zuliebe is a 1944 German comedy film directed by Martin Frič.

## Cast

* Hans Holt as Martin Mansfeld
* Winnie Markus as Maria Mansfeld - seine Frau
* Clementia Egies as Magda - ihre Schwester
* Richard Häussler as Lorenz von Niel
* Erika von Thellmann as Mama Korb
* Paul Kemp as Karl Sinn
* Ernst Legal
* Hermine Ziegler
* Charlotta Tremlová as Singer
# The Barney Mysteries

The Barney Mysteries were a series of six children's books written by British author Enid Blyton. They are also sometimes known as the "R" mysteries, because each title involves a word beginning with "R".

## Books

* The Rockingdown Mystery (1949)
* The Rilloby Fair Mystery (1950)
* The Ring O' Bells Mystery (1951)
* The Rubadub Mystery (1952)
* The Rat-a-Tat Mystery (1956)
* The Ragamuffin Mystery (1959)
Each of the Mysteries begins with the letter "R" as one of the characters disingenuously points out towards the end of the series.

## Themes and characters

A theme running throughout the books is that of lost or deceased parents. Roger and Diana are brother and sister, the children of Mr. and Mrs. Lynton. Their irritating, mischievous younger cousin Snubby (whose real name is Peter) comes to stay with them during the school holidays, as he has no parents. Snubby owns a black spaniel, who has the name of Loony. The other characters state that Loony was a perfect name for the dog, as Loony is very energetic and can cause trouble. He will obey only Snubby, and so, Snubby is the only one who can control him. During their first adventure, they meet Barney (his actual name is Barnabas), who makes an appearance in each of the succeeding books. Barney is older than Roger (who is the oldest main character until he makes his entrance) and lives a nomadic lifestyle, working in fairs and circuses (such as Rilloby Fair, which gives the name to the second book in the series). He has a monkey named Miranda who plays an important role in the mysteries. Miranda is said to be spoiled, but is quite lovable- or at least tolerable- to everyone, with the exception of Loony.
Barney is on a quest to find his missing father; his mother is dead and informed him about his father before her death. At the end of the fourth book, The Rubadub Mystery, Barney is reunited with his father, although he is still allowed to meet the others, and enjoys the final two mysteries. Barney is fifteen, Roger is fourteen, Diana is thirteen, and Snubby is eleven. In the earlier editions, Roger and Diana's pet cat is named Snoek (due to the amount of tinned snoek the family bought for it). In later editions, the cat is named Sardine (for the same reason). Snoek was shipped in tins to the UK during WW2 but it was not popular and was mainly fed to pet cats. After the war, the fish was not imported and younger readers wouldn't know what it was, and so the pet cat was renamed.

## Additional German volumes

In German, the Barney mysteries are known as the "Rätsel um...-Serie", or "Riddle of... series". In addition to translations of the six English titles, there are two additional volumes:
* Rätsel um den tiefen Keller ("Riddle of the Deep Cellar"). This is a translation of the one-off book, The Mystery That Never Was
* Rätsel um die Falschmünzer ("Riddle of the Counterfeiters"). This "translation" was in fact an original work by the series' German translator Brigitte Blobel, published by C. Bertelsmann Verlag in 1977. It had not been authorised by Darrell Waters Limited, and so was soon taken out of print.
# Dowlas

Dowlas was a strong coarse linen cloth of the 16th and 17th centuries, and initially, it was manufactured in Brittany. In the 18th century the fabric was also produced in England and Scotland. Dowlas was identical to sailcloth. The cloth was also imitated in cotton for the same use.

## Mentions

The word is spelled in many different ways, but dowlas is the common way of spelling adopted in factories, and it appears in the same form in Shakespeare's Henry IV, part 1, Act III scene 3. The dowlas of the early twentieth century was a good, strong and closely woven linen fabric.

## Use

Dowlas was a plain cloth, similar to sheeting, but usually coarser. It was made in several qualities, from line warp and weft to two warp and weft, and was used chiefly for aprons, pocketing, soldiers' gaiters, linings and overalls. The finer makes were sometimes made into shirts for workmen, and occasionally used for heavy pillow-cases.
# Threeway, Virginia

Threeway is an unincorporated community in Westmoreland County, in the U. S. state of Virginia. Located at the junction of routes 203 and 620, it was previously the site of a post office and was known as Cary's Corner in the 19th century.
# Huỳnh Văn Ảnh

Huỳnh Văn Ảnh (born 1960) is a Vietnamese former football manager and footballer.

## Early life

He is a native of Binh Dinh, Vietnam.

## Career

He managed Vietnamese side HAGL, helping the club achieve promotion.

## Personal life

He has been married.
# When Knights Were Bold (1916 Italian film)

When Knights Were Bold (Italian:Il cavaliere del silenzio) is a 1916 Italian silent comedy film directed by Oreste Visalli. It is an adaptation of the 1906 play When Knights Were Bold by Harriett Jay.
The same year a separate British version, When Knights Were Bold, was also released.

## Cast

* Signor De Mori
* Giulio Del Torre
* Jeanne Nolly
* Leo Ragusi
* Claudia Zambuto
* Gero Zambuto
# Karjat railway station

Karjat (station code: KJT/S for South (local)) is a railway station on the Central line of the Mumbai Suburban Railway network. Karjat is a major rail terminus, connected via local trains to Chhatrapati Shivaji Maharaj Terminus Mumbai, Khopoli and Panvel
Regular shuttle trains run between Karjat and Pune. Located about halfway between Mumbai and Pune, the town is a famous stop to buy Vada pav, (a popular potato savoury originated from here) when travelling by train between the two cities. Almost all long distance and all short-distance trains halt here.
A new broad-gauge railway started between Karjat and Panvel and harbour railway line now stands extended up to Karjat.
Karjat has a bus terminal near railway station in Bhisegaon. It is well connected to other cities in and around the state by Maharashtra's state-owned passenger buses.

## Gallery

* Karjat railway station – Station board
* Karjat railway station – WCAM-3 bankers at Karjat
* Karjat railway station – dead end platform 3
* Karjat railway station – platform board
# Conosphaeron

Conosphaeron is a genus of beetles in the family Cerambycidae, containing the following species:
* Conosphaeron concolor Linsley, 1935
* Conosphaeron spinipenne Chemsak & Linsley, 1967
# Disputes Tribunal

The Disputes Tribunal is a small claims court in New Zealand. It can hear certain civil claims up to a disputed sum of $30,000. Many claims are for relatively small amounts. The Tribunal has offices and holds hearings at locations in major towns and cities throughout the country.
The Tribunal is administered under the Disputes Tribunal Act 1988.
# Navacchio

Navacchio is a village in Tuscany, central Italy, administratively a frazione of the comune of Cascina, province of Pisa.
Navacchio is about 10 km from Pisa and 6 km from Cascina.
# Double cover

In mathematics, a double cover or double covering may refer to:
* Double cover (topology), a two-to-one mapping from one topological space to another. Frequently occurring special cases include
** The orientable double cover of a non-orientable manifold
** The bipartite double cover of an undirected graph G, formed by the graph tensor product G × K$_2$
** A double covering group of a topological group such as a Lie group, a group extension of index two formed by a topological double cover. A double cover may also be used to refer to non-topological group extensions of index two, for instance extensions of finite groups.
* Doubling space, a possible property of a metric space.
* Cycle double cover, a collection of cycles in a graph that together include each edge twice. The cycle double cover conjecture is the unproven assertion that every bridgeless graph has a cycle double cover.
Double coverage may also refer to:
* Double coverage, a defensive strategy in American football, basketball, and other sports
* Being covered by more than one health insurance plan
* A type of Asphalt roll roofing.
# Jean-François Coste

Jean-François Coste is a French sailor who competed in and completed the first Vendee Globe in 1989. He gained extensive sailing experience crewing for Eric Tabarly together with fellow Vendée pioneer Philippe Poupon.
# Hydraena

Hydraena is a genus of minute moss beetles in the family Hydraenidae. There are more than 990 described species in Hydraena.
# White-throated seedeater

The white-throated seedeater (Sporophila albogularis) is a species of bird in the family Thraupidae. It is endemic to northeastern Brazil.
Its natural habitats are subtropical or tropical dry forests, subtropical or tropical dry shrubland, and heavily degraded former forest.
# Karjatse meri

Karjatse meri is a lake in Estonia.
# Ivar Fonnes

Ivar Fonnes (born 24 May 1944) is a Norwegian historian, archivist and civil servant. He served as national archivist of Norway from 2006 to 2014.

## Career

Fonnes graduated as cand.philol. in history from the University of Oslo in 1972. From 1971 to 1983 he was assigned with the Faculty of History and Philosophy (later renamed the Faculty of Humanities) at the University of Oslo. He was assigned with the National Archives of Norway from 1983, first as head of the IT department, and eventually with various other administrative positions. He was appointed national archivist of Norway in 2006, and held this position until 2014, when Inga Bolstad assumed the position.
Fonnes was also leader of the committee that delivered the Norwegian Official Report 2006: 5 about health archives.

## Selected works

* Arkivhåndboken for offentlig forvaltning (2003) ISBN 9788244607377. Second edition (2010) ISBN 9788244612951.
# Double counting (fallacy)

Double counting is a fallacy in reasoning.
An example of double counting is shown starting with the question: What is the probability of seeing at least one 5 when throwing a pair of dice? An erroneous argument goes as follows: The first die shows a 5 with probability 1/6, and the second die shows a 5 with probability 1/6; therefore, the probability of seeing a 5 on at least one of the dice is 1/6 + 1/6 = 1/3 = 12/36. However, the correct answer is 11/36, because the erroneous argument has double-counted the event where both dice show 5s.
Double counting can be generalized as the fallacy in which, when counting events or occurrences in probability or in other areas, a solution counts events two or more times, resulting in an erroneous number of events or occurrences which is higher than the true result. This results in the calculated sum of probabilities for all possible outcomes to be higher than 100%, which is impossible.
In mathematical terms, the previous example calculated the probability of P(A or B) as P(A)+P(B). However, by the inclusion-exclusion principle, P(A or B) = P(A) + P(B) - P(A and B), one compensates for double counting by subtracting those objects which were double counted.
Another example is made in the joke where a man explains to his boss why he has to be an hour late to work every day:
* 8760 (365*24) hours compose one year.
* He needs 8 hours sleep daily (365*8) 2920 hours leaving 5840 hours.
* He uses an hour and 30 minutes per meal, (1.5*365) or 547.5 hours, leaving 5250.5.
* He needs 20 minutes a day to bathe, 109.5 leaving 5183.
* Weekends use 2 days a week, 52 weeks, 2496, leaving 2687.
* Vacation uses two weeks, 336 hours, leaving 2361.
* The company celebrates 5 holidays a year, 120, leaving 2231.
* He commutes to work 1 hour each way, 2 hours a day, 5 days a week, 50 weeks a year, 500, leaving 1731.
* The work week is 8 hours a day, 5 days a week, 50 weeks a year, 2000 hours, leaving him short by 269 hours, or roughly 1 hour of each work day.
All of the numbers are correct, but the man is counting them incorrectly. Sleeping, bathing and eating are also parts of the weekends, holidays and vacation times that are being included, making these hours double counted. Also, vacation time is calculated for 14 days rather than 10 working days, double counting two weekends.
# Tilden Township

Tilden Township may refer to:
* Tilden Township, Cherokee County, Iowa
* Tilden Township, Osborne County, Kansas
* Tilden Township, Marquette County, Michigan
* Tilden Township, Polk County, Minnesota
* Tilden Township, Berks County, Pennsylvania
# Hydrillodes lentalis

Hydrillodes lentalis is a species of moth of the family Erebidae described by Achille Guenée in 1854. It is found in south-east Asia (including India, Sri Lanka, Japan and Taiwan) and Australia (Queensland).

## Description

The length of the forewings is 24–30 mm. Palpi with second joint smoothly scaled in front. Palpi of male with long curved third joint and with slight tuft of hair. Fore tibia fringed with hair. Antennae of male minutely ciliated. Forewings with round apex. There is no costal fold and tuft nor distortion of nervules. Body fuscous brown. Forewings with dark base. Antemedial area pale or reddish brown, crossed by a more or less developed, ill-defined, dark medial band. There is a black speck found or spot sometimes present at end of cell. The outer half of wing dark with an indistinct pale waved submarginal line. Hindwings pale with indistinct cell-spot and postmedial line, which are prominent on ventral surface.
The larvae feed on dead leaves and many grasses.
# White-throated shrike-tanager

The white-throated shrike-tanager (Lanio leucothorax) is a species of bird in the family Thraupidae. It is found in Costa Rica, Honduras, Nicaragua, and Panama. Its natural habitat is subtropical or tropical moist lowland forests.
# Karolina Arewång-Höjsgaard

Karolina Arewång-Höjsgaard (born 12 March 1971) is a Swedish orienteering competitor. She won the 2004 Long distance World Orienteering Championships, and has silver medals from 2003 (Long distance) and 2004 (Sprint). She is Relay World Champion from 2004, and has silver medals from 2003 and 2006, and a bronze medal from 2005, as member of the Swedish team.
Karolina Arewång-Höjsgaard is European Champion from 2004 (Relay). She won Tiomila in 2000, 2005 with her club Domnarvets GoIF.
# Consulate General of Canada, Ho Chi Minh City

The Consulate General of Canada in Ho Chi Minh City is located on the 10th Floor of Ho Chi Minh City's Metropolitan Building at 235 Đồng Khởi Street, in District 1.
The Consulate General of Canada in Ho Chi Minh City provides consular services and manages Canada's diplomatic affairs in Ho Chi Minh City and southern Vietnam. This includes promoting Canada as a destination for trade and education, facilitating Canadian investment and trade, liaising with the Government of Vietnam on pertinent issues, and facilitating high-level Canadian visits to Vietnam, such as those of former Minister for the Asia-Pacific Gateway Stockwell Day, Nova Scotia Premier Darrell Dexter, Minister of International Trade Ed Fast, Minister of Foreign Affairs John Baird, and the Governor General of Canada, David Johnston.
The current Canadian Consul General in Ho Chi Minh City is Behzad Babakhani.
The Consulate General of Canada in Ho Chi Minh City is one of the organizers of Ho Chi Minh City's annual Terry Fox Run.
# Giancarlo Bucchetti

Giancarlo Bucchetti (25 August 1925 – 3 August 1989) was an Italian ice hockey player. He competed in the men's tournament at the 1948 Winter Olympics.
# Diuraphis

Diuraphis is a genus of true bugs belonging to the family Aphididae.
The species of this genus are found in Europe, Central Asia and Northern America.
Species:
* Diuraphis agrostidis (Muddathir, 1965)
* Diuraphis bromicola (Hille Ris Lambers, 1959)
* Russian wheat aphid (Diuraphis noxia)
* Western wheat aphid (Diuraphis tritici) Gillette
# Ivar Franzén

Ivar Franzén (1932–2004) was a Swedish politician. He was a member of the Centre Party.
# Thayer Glacier

Thayer Glacier is in the U.S. state of Oregon. The glacier is situated in the Cascade Range at an elevation of over 8,000 feet (2,400 m). It is on the east slopes of North Sister, an extinct shield volcano.
In August 2020 the Oregon Glaciers Institute reported that Thayer Glacier no longer has active, moving ice.
# Downside, New South Wales

Downside is a farming community in the central east part of the Riverina and situated about 15 kilometres north west from Wagga Wagga and 24 kilometres south east from Coolamon.
Downside Post Office opened on 15 August 1878 and closed in 1905.