OpenLLM-France/wikimedia huggingface dataset:
# Saikū Station

Saikū Station (斎宮駅, Saikū-eki) is a passenger railway station in located in the town of Meiwa, Taki District, Mie Prefecture, Japan, operated by the private railway operator Kintetsu Railway.

## Lines

Saikū Station is served by the Yamada Line, and is located 17.1 rail kilometers from the terminus of the line at Ise-Nakagawa Station.

## Station layout

The station was consists of two opposed side platforms connected by a level crossing. The station is unattended.

### Platforms

| 1 | ■ Yamada Line | for Ujiyamada, Toba and Kashikojima |
| 2 | ■ Yamada Line | for Ise-Nakagawa |

## Adjacent stations

| « | « | Service | » | » |
| Yamada Line |||||
| Koishiro | | Local | | Myōjō |

## History

Saikū Station opened on March 27, 1930 as a station on the Sangu Kyuko Electric Railway. On March 15, 1941, the line merged with Osaka Electric Railway to become a station on Kansai Kyuko Railway's Yamada Line. This line in turn was merged with the Nankai Electric Railway on June 1, 1944 to form Kintetsu. A new station building was completed in 1944; this was replaced by a modern building in 1992.

## Passenger statistics

In fiscal 2019, the station was used by an average of 850 passengers daily (boarding passengers only).

## Surrounding area

* Small-scale model of Saikū, ancient home of the Saiō
* Saikū Historical Museum
* Meiwa Town Hall
# Pat Kavanagh (Kilkenny hurler)

Patrick Kavanagh (born 10 November 1945) is an Irish former hurler. He enjoyed a 20-year club career, lining out with Rower–Inistioge, University College Dublin and Borris–Ileigh, and was also a member of the Kilkenny senior hurling team.

## Career

Kavanagh first played hurling as a schoolboy with Good Counsel College in New Ross. He later studied at University College Dublin and won two Fitzgibbon Cup medals and a Dublin SHC title during his tenure there. Kavanagh began his club career by winning a Kilkenny JHC title with Rower-Inistioge in 1963 before later winning a Kilkenny SHC title in 1968. He subsequently transferred to the Borris–Ileigh club in Tipperary and ended his career by winning a Tipperary SHC medal in 1983.
Kavanagh first played for Kilkenny at minor level before later lining out with the under-21 team. He eventually progressed onto the senior team and came on as a substitute for Claus Dunne when Kilkenny beat Cork in the 1969 All-Ireland final. Kavanagh was again listed amongst the substitutes for Kilkenny's defeat by Limerick in the 1973 All-Ireland final. He later won an All-Ireland IHC title.

## Honours
### University College Dublin

* Fitzgibbon Cup: 1968, 1969
* Dublin Senior Hurling Championship: 1968

### Rower–Insitioge

* Kilkenny Senior Hurling Championship: 1968
* Kilkenny Junior Hurling Championship: 1963

### Borris–Ileigh

* Tipperary Senior Hurling Championship: 1981, 1983
* North Tipperary Senior Hurling Championship: 1981, 1983

### Kilkenny

* All-Ireland Senior Hurling Championship: 1969
* Leinster Senior Hurling Championship: 1969, 1973
* All-Ireland Intermediate Hurling Championship: 1973
* Leinster Intermediate Hurling Championship: 1973
# 1942 United States Senate election in Alabama

The 1942 United States Senate election in Alabama was held on November 3, 1942.
Incumbent two term Senator John H. Bankhead II won re-election to a third term unopposed. However, Bankhead would not complete his term as he died on June 12, 1946.

## Results

1942 United States Senate election in Alabama :
| Party | Party | Candidate | Votes | % |
| | Democratic | John H. Bankhead II (Incumbent) | 69,212 | 100.00% |
| | Democratic hold | Democratic hold | Democratic hold | Democratic hold |
# 1943 United States House of Representatives elections

There were elections in 1943 to the United States House of Representatives:
| District | Incumbent | Incumbent | Incumbent | This race | This race |
| District | Member | Party | First elected | Results | Candidates |
| Missouri 6 | Vacant | Vacant | Vacant | Incumbent Philip A. Bennett (R) died in previous Congress. New member elected January 12, 1943. Republican hold. | ▌Y Marion T. Bennett (Republican) 62.90% ▌Sam M. Wear (Democratic) 37.10% |
| California 2 | Harry L. Englebright | Republican | 1926 (special) | Incumbent died May 13, 1943. New member elected August 31, 1943. Democratic gain. | ▌Y Clair Engle (Democratic) 39.82% ▌Grace Englebright (Republican) 33.56% ▌Jesse M. Mayo (Republican) 26.61% |
| Kansas 2 | U. S. Guyer | Republican | 1924 (special) 1924 (retired) 1926 | Incumbent died June 5, 1943. New member elected September 14, 1943. Republican hold. | ▌Y Errett P. Scrivner (Republican) 69.09% ▌Herbert L. Drake (Democratic) 30.91% |
| New York 32 | Francis D. Culkin | Republican | 1928 (special) | Incumbent died August 4, 1943. New member elected November 2, 1943. Republican hold. | ▌Y Hadwen C. Fuller (Republican) 73.33% ▌Norman G. Ward (Democratic) 26.67% |
| Pennsylvania 23 | James E. Van Zandt | Republican | 1938 | Incumbent resigned September 24, 1943, after being called to active duty in the US Armed Forces. New member elected November 2, 1943. Republican hold. | ▌Y D. Emmert Brumbaugh (Republican) 59.40% ▌Edna Marsden (Democratic) 40.60% |
| Kentucky 4 | Edward W. Creal | Democratic | 1935 (special) | Incumbent died October 13, 1943. New member elected November 30, 1943. Republican gain. | ▌Y Chester O. Carrier (Republican) 63.42% ▌J. Dan Talbott (Democratic) 36.58% |
* This American elections-related article is a stub. You can help Wikipedia by expanding it.
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# Homeric simile

Homeric simile, also called an epic simile, is a detailed comparison in the form of a simile that is many lines in length. The word "Homeric", is based on the Greek author, Homer, who composed the two famous Greek epics, the Iliad and the Odyssey. Many authors continue to use this type of simile in their writings although it is usually found in classics.
The typical Homeric simile makes a comparison to some kind of event, in the form "like a ____ when it ______." The object of the comparison is usually something strange or unfamiliar to something ordinary and familiar. The Iliad, for instance, contains many such similes comparing fighting warriors to lions attacking wild boars or other prey. These similes serve to take the reader away from the battlefield for a brief while, into the world of pre-war peace and plenty. Often, they occur at a moment of high action or emotion, especially during a battle. In the words of Peter Jones, Homeric similes "are miraculous, redirecting the reader's attention in the most unexpected ways and suffusing the poem with vividness, pathos and humour". They are also important, as it is through these similes that the narrator directly talks to the audience.
Some, such as G.P. Shipp, have argued that Homer's similes appear to be irregular in relation to the text, as if they were added later. On the other hand, William Clyde Scott, in his book The Oral Nature of the Homeric Simile, suggests that Homer's similes are original based on the similarities of the similes and their surrounding narrative text. Scott argues that Homer primarily uses similes to introduce his characters, "sometimes to glorify them and sometimes merely to call attention to them." He uses Agamemnon as an example, noting that each time he reenters the battle he is described with a simile. However, he also points out that Homer's similes serve as a poetic device in order to foreshadow and keep the reader interested – just as the fateful, climactic confrontation of Achilles and Hector.
In her article On Homer's Similes, Eleanor Rambo agrees with Scott that the similes are intentional, also noting that Homer's use of similes deepen the reader's understanding of the individual or action taking place through a word-picture association that the reader is able to relate to. She states that "the point of the simile is the verb which makes the common ground for the nouns involved." According to Rambo, Homer uses similes in two different ways: those that stress physical motion and those that stress emotional disturbance.
# Queens Everywhere

"Queens Everywhere" is the twelfth episode of the eleventh season of the American reality competition television series RuPaul's Drag Race. It originally aired on May 16, 2019. Todrick Hall is a guest judge.

## Episode

For the final challenge of the season, the contestants write, record, and perform verses to RuPaul's song "Queens Everywhere".
The runway category is "Best Drag". The judging panel includes RuPaul, Michelle Visage, Carson Kressley, and Ross Mathews, as well as guest judge Todrick Hall. A'keria C. Davenport and Yvie Oddly receive positive critiques. Brooke Lynn Hytes, Silky Nutmeg Ganache, and Vanessa Vanjie Mateo receive negative critiques, and Silky Nutmeg Ganache is deemed safe. Brooke Lynn Hytes and Vanessa Vanjie Mateo place in the bottom and face off in a lip-sync to "Pride: A Deeper Love" by Aretha Franklin. Brooke Lynn Hytes wins the lip-sync and Vanessa Vanjie Mateo is eliminated from the competition.

## Reception

Kate Kulzick of The A.V. Club gave the episode a rating of 'B'.
# Gomardha Wildlife Sanctuary

Gomardha Wildlife Sanctuary is a protected area and wildlife sanctuary located in Raigarh district of the Indian state of Chhattisgarh.

## Description

The sanctuary covers an area of 277.82 km$^2$ (107.27 sq mi) and was declared as a protected area in 1975.

## Flora and fauna

The protected area consists of a mixture of moist and dry tropical deciduous forests. Major fauna include Bengal tiger, leopard, sambar, gaur, spotted deer, sloth bear, wild boar, monitor lizard, and softshell turtle. There are over 100 species of birds including Asian paradise flycatcher, and white-throated fantail.
# Ray's Journal

"Ray's Journal" is the 14th episode of the fifth season of the American sitcom Everybody Loves Raymond (1996–2005). The episode aired on February 5, 2001 on CBS.

## Reception

DVDTalk reviewer Jeffrey Robinson called "Ray's Journal" the best episode of the fifth season: "What kind of stuff [Ray puts] in [his journal] is a pure comic genius. His entries are very personal and very embarrassing. You will just have to watch the episode to hear about it. You will not regret it." The Star-Ledger put it in an unranked list of the top ten best episodes of Everybdoy Loves Raymond, describing it as "the most honest exploration of this usually smothering mother-son relationship," and was one of Roberts' favorite episodes of the series. For their involvement in "Ray's Journal," Roberts won a Primetime Emmy Award for Outstanding Supporting Actress in a Comedy Series, and Romano was nominated for Outstanding Lead Actor in a Comedy Series. Crittenden also won a Humanitas Prize in the 30-minute show category for writing the episode.
# 1970 United States House of Representatives elections in New Mexico

Elections in New Mexico :
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The 1970 United States House of Representatives election in New Mexico was held on Tuesday November 3, 1970 to elect the state's two representatives to serve in the United States House of Representatives.
Republicans retained the 1st District while Democrats flipped the 2nd District. This made the state's delegation evenly split.

## Overview

United States House of Representatives elections in New Mexico, 1970 :
| Party | Party | Votes | Percentage | Seats | +/– |
| | Republican | 152,261 | 54.11% | 1 | -1 |
| | Democratic | 129,116 | 45.89% | 1 | +1 |
| Totals | Totals | 281,377 | 100.00% | 2 | — |

## District 1

New Mexico's 1st congressional district election, 1970 :
| Party | Party | Candidate | Votes | % |
| | Republican | Manuel Lujan Jr. (incumbent) | 91,187 | 58.53 |
| | Democratic | Fabian Chavez Jr. | 64,598 | 41.47 |
| Total votes | Total votes | Total votes | 155,785 | 100.00 |
| | Republican hold | Republican hold | Republican hold | Republican hold |

## District 2

New Mexico's 2nd congressional district election, 1970 :
| Party | Party | Candidate | Votes | % |
| | Democratic | Harold L. Runnels | 64,518 | 51.37 |
| | Republican | Ed Foreman (incumbent) | 61,074 | 48.63 |
| Total votes | Total votes | Total votes | 125,592 | 100.00 |
| | Democratic gain from Republican | Democratic gain from Republican | Democratic gain from Republican | Democratic gain from Republican |
# 1972 New Jersey Democratic presidential primary

The 1972 New Jersey Democratic presidential primary was held on June 6, 1972, in New Jersey as one of the Democratic Party's statewide nomination contests ahead of the 1972 United States presidential election.
Only Shirley Chisholm and Terry Sanford appeared on the ballot. Chisholm won the contest, allowing her to become the first woman to win a statewide presidential nominating contest for a major party, as well as being the second African-American winner after Walter Fauntroy's win in the Washington D.C. contest of the same year.
Neither candidate won delegates from the contest, having foregone the vote for delegates held the same day.

## Candidates

* Shirley Chisholm, U.S. Representative from New York's 12th district (1969–1983)
* Terry Sanford, Governor of North Carolina (1961–1965)
# 2025 ITF Nonthaburi – Doubles

Zhibek Kulambayeva and Sapfo Sakellaridi were the defending champions, but Kulambayeva chose to participate at the United Cup. Sakellaridi partnered with Feng Shuo, but they lost in the first round to Cho I-hsuan and Cho Yi-tsen.
Maria Mateas and Alana Smith won the title, defeating Cho I-hsuan and Cho Yi-tsen in the final; 6–1, 6–3.

## Seeds

* Camilla Rosatello / Anna Sisková (quarterfinals)
* Dalayna Hewitt / Anna Rogers (first round)
* Feng Shuo / Sapfo Sakellaridi (first round)
* Alicia Barnett / Prarthana Thombare (first round)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final |
| 1 | C Rosatello A Sisková | 6 | 6 | | | | | | | | | | | | | |
| | S-j Jang H Kuwata | 4 | 3 | | 1 | C Rosatello A Sisková | 3 | 6 | [4] | | | | | | | |
| | D Astakhova S Yamalapalli | 3 | 3 | | | I Ibbou N Karamoko | 6 | 1 | [10] | | | | | | | |
| | I Ibbou N Karamoko | 6 | 6 | | | | | | | I Ibbou N Karamoko | 3 | 6 | [6] | | | |
| 3 | S Feng S Sakellaridi | 3 | 2 | | | | | | | I-h Cho Y-t Cho | 6 | 2 | [10] | | | |
| | I-h Cho Y-t Cho | 6 | 6 | | | I-h Cho Y-t Cho | 6 | 7$^7$ | | | | | | | | |
| | P Cheapchandej P Kovapitukted | 2 | 6 | [10] | | P Cheapchandej P Kovapitukted | 1 | 6$^2$ | | | | | | | | |
| | A Gureva E Yashina | 6 | 4 | [4] | | | | | | | | | | I-h Cho Y-t Cho | 1 | 3 |
| | M Mateas A Smith | 6 | 6 | | | | | | | | | | | M Mateas A Smith | 6 | 6 |
| WC | L Podgorichani K Yodpetch | 4 | 4 | | | M Mateas A Smith | 6 | 6 | | | | | | | | |
| | S Imamura N Sato | 6 | 6 | | | S Imamura N Sato | 3 | 3 | | | | | | | | |
| 4 | A Barnett P Thombare | 4 | 2 | | | | | | | M Mateas A Smith | 7 | 7 | | | | |
| | T Naklo B Thamchaiwat | 6 | 6 | | | | | | | T Naklo B Thamchaiwat | 5 | 5 | | | | |
| | M Kobori A Shimizu | 4 | 2 | | | T Naklo B Thamchaiwat | 2 | 6 | [10] | | | | | | | |
| | E Chong Y Naito | 6 | 6 | | | E Chong Y Naito | 6 | 4 | [7] | | | | | | | |
| 2 | D Hewitt A Rogers | 2 | 1 | | | | | | | | | | | | | |
# Carmichael's theorem

In number theory, Carmichael's theorem, named after the American mathematician R. D. Carmichael, states that, for any nondegenerate Lucas sequence of the first kind U$_n$(P, Q) with relatively prime parameters P, Q and positive discriminant, an element U$_n$ with n ≠ 1, 2, 6 has at least one prime divisor that does not divide any earlier one except the 12th Fibonacci number F(12) = U$_{12}$(1, −1) = 144 and its equivalent U$_{12}$(−1, −1) = −144.
In particular, for n greater than 12, the nth Fibonacci number F(n) has at least one prime divisor that does not divide any earlier Fibonacci number.
Carmichael (1913, Theorem 21) proved this theorem. Recently, Yabuta (2001) gave a simple proof. Bilu, Hanrot, Voutier and Mignotte (2001) extended it to the case of negative discriminants (where it is true for all n > 30).

## Statement

Given two relatively prime integers P and Q, such that $D=P^{2}-4Q>0$ and PQ ≠ 0, let U$_n$(P, Q) be the Lucas sequence of the first kind defined by
    ${\begin{aligned}U_{0}(P,Q)&=0,\\U_{1}(P,Q)&=1,\\U_{n}(P,Q)&=P\cdot U_{n-1}(P,Q)-Q\cdot U_{n-2}(P,Q)\qquad {\mbox{ for }}n>1.\end{aligned}}$
Then, for n ≠ 1, 2, 6, U$_n$(P, Q) has at least one prime divisor that does not divide any U$_m$(P, Q) with m < n, except U$_{12}$(±1, −1) = ±F(12) = ±144. Such a prime p is called a characteristic factor or a primitive prime divisor of U$_n$(P, Q). Indeed, Carmichael showed a slightly stronger theorem: For n ≠ 1, 2, 6, U$_n$(P, Q) has at least one primitive prime divisor not dividing D except U$_3$(±1, −2) = 3, U$_5$(±1, −1) = F(5) = 5, or U$_{12}$(1, −1) = −U$_{12}$(−1, −1) = F(12) = 144.
In Camicharel's theorem, D should be greater than 0; thus the cases U$_{13}$(1, 2), U$_{18}$(1, 2) and U$_{30}$(1, 2), etc. are not included, since in this case D = −7 < 0.

## Fibonacci and Pell cases

The only exceptions in Fibonacci case for n up to 12 are:
    F(1) = 1 and F(2) = 1, which have no prime divisors
    F(6) = 8, whose only prime divisor is 2 (which is F(3))
    F(12) = 144, whose only prime divisors are 2 (which is F(3)) and 3 (which is F(4))
The smallest primitive prime divisor of F(n) are
    1, 1, 2, 3, 5, 1, 13, 7, 17, 11, 89, 1, 233, 29, 61, 47, 1597, 19, 37, 41, 421, 199, 28657, 23, 3001, 521, 53, 281, 514229, 31, 557, 2207, 19801, 3571, 141961, 107, 73, 9349, 135721, 2161, 2789, 211, 433494437, 43, 109441, ... (sequence A001578 in the OEIS)
Carmichael's theorem says that every Fibonacci number, apart from the exceptions listed above, has at least one primitive prime divisor.
If n > 1, then the nth Pell number has at least one prime divisor that does not divide any earlier Pell number. The smallest primitive prime divisor of nth Pell number are
    1, 2, 5, 3, 29, 7, 13, 17, 197, 41, 5741, 11, 33461, 239, 269, 577, 137, 199, 37, 19, 45697, 23, 229, 1153, 1549, 79, 53, 113, 44560482149, 31, 61, 665857, 52734529, 103, 1800193921, 73, 593, 9369319, 389, 241, ... (sequence A246556 in the OEIS)
# Flemish Ardennes

The Flemish Ardennes (Dutch: Vlaamse Ardennen) is an informal name given to a hilly region in the south of the province of East Flanders, Belgium. Highest summit is the Hotondberg (151 m). Main characteristics of the region are rural hilly landscapes with hilltop bluebell woodlands (Muziekbos, Brakelbos, Kluisbos), windmills and watermills.
The area is distinct and not adjacent to the larger Ardennes, which is further to the south east of the country in Wallonia, France, Germany and Luxembourg.
Among the largest towns in the area are Oudenaarde, Ronse, Zottegem and Geraardsbergen.
Cycling is particularly popular in the Flemish Ardennes. Many major bike races are held here, including a large part of the Tour of Flanders. Most of its toughest climbs (Koppenberg, Taaienberg, Molenberg, Paterberg, Oude Kwaremont, Muur van Geraardsbergen, Eikenberg) and most of its cobblestone-street sections (Paddestraat) are situated in the Flemish Ardennes.

## Photos

* hilly countryside in Maarkedal
* Koppenberg
* hilly countryside in Maarkedal
* Eikenberg
* hilly countryside in Zottegem
* Muur van Geraardsbergen
* hilly countryside in Oudenaarde
* Paddestraat
* hilly countryside in Lierde
* Molenberg
* hilly countryside in Maarkedal
* Egmont's castle in Zottegem
* hilly countryside in Zottegem
* Oudenaarde Town Hall
* hilly countryside in Kluisbergen
* Kapelleberg
* Brakelbos bluebell woods
* Berendries
* Tissenhove windmill
* hilly countryside in Brakel
* Moldergem watermill
* Muziekbos bluebell woods
# Stolsbergi

Stolsbergi is a mountain of Hol municipality, Buskerud, in southern Norway.
* This article about a mountain, mountain range, or peak in Buskerud is a stub. You can help Wikipedia by expanding it.
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# Kaisei Sone

Kaisei Sone (曽根 海成, Sone Kaisei, born April 24, 1995) is a professional Japanese baseball player. He plays infielder for the Hiroshima Toyo Carp.
# Billy Karren

William Francis Karren is an American musician, best known as the lead guitarist of the punk/riot grrrl band Bikini Kill, formed by Kathleen Hanna, with Karren, Tobi Vail and Kathi Wilcox. He was also active in many other music projects, including the Go Team, the Frumpies, Corrections, and Spray Painted Love (with Tobi Vail). He did not participate in Bikini Kill's 2019 reunion; his replacement was Erica Dawn Lyle.
In a Bikini Kill interview, Karren gave his influences as The Slits, The Ronettes, Chrissie Hynde, and Wire.
# Jérémie (given name)

Jérémie (French pronunciation: ) is a French masculine given name, and the French version of Jeremiah. A common variant is Jérémy and its cognate in English is Jeremy. The name may refer to:

## People

* Jérémie Aliadière (born 1983), French football player
* Jérémie Azou (born 1989), French rower
* Jérémie Boga (born 1997), French football player
* Jérémie Bonnelame (born 1938), Seychellois politician
* Jérémie Carboni (born 1980), French director
* Jérémie Colot (born 1986), French figure skater
* Jérémie Elkaïm (born 1978), French actor
* Jérémie Galland (born 1983), French cyclist
* Jérémie Iordanoff (born 1983), French politician
* Jérémie Janot (born 1977), French football player and coach
* Jérémie N'Jock (born 1980), Cameroonian football player
* Jérémie Pauzié (1716–1779), Swiss jeweller
* Jérémie Renier (born 1981), Belgian actor
* Jérémie Zimmermann (born 1978), French computer scientist

## Fictional characters

* Jeremie Belpois, the protagonist in Code Lyoko