OpenLLM-France/wikimedia huggingface dataset:
# SOKO Stuttgart

SOKO Stuttgart (English title: Stuttgart Homicide) is a German police procedural television series that premiered on 12 November 2009 on ZDF. It is the eighth offshoot of SOKO München, launched in 1978 under the name SOKO 5113. "SOKO" is an abbreviation of the German word Sonderkommission, which means "special investigative team".
The first season of Stuttgart Homicide, consisting of twenty episodes, aired on ZDF from November 2009. In February 2022, filming began on the fourteenth season, made up of twenty-five episodes.

## Crossover

On 3 April 2013, five SOKO teams were brought together for a five-part special titled SOKO – Der Prozess. In it, the teams from Munich, Cologne, Leipzig, Stuttgart, and Wismar have to solve the murder of a police officer. The five episodes were shown across Germany from 30 September to 4 October 2013.
# Dragonsphere

Dragonsphere is a point-and-click graphic adventure game developed and published by MicroProse in 1994. It has graphics which were considered high-quality at the time it was published, considered a novelty. It is still a cult classic for many.
The game was the third, and last, graphical adventure game developed by MicroProse, following Rex Nebular and Return of the Phantom. It was designed by Douglas Kaufman and developed using the MicroProse Adventure Development system with 256-color graphics.

## Plot

The story is set in a fantasy world and revolves around a magical sphere in which Sanwe, an evil sorcerer, was trapped by the late King of Gran Callahach 20 years ago. Sanwe is now on the verge of breaking free.
The newly crowned king, Callash, goes on a quest to stop the wizard before he regains his powers. However, when he faces Sanwe, he discovers that he is not the real king but a shapechanger named Pid Shuffle. It is revealed that the Queen Mother concocted the scheme to get rid of Callash and put his evil brother MacMorn on the throne, persuading the Court Wizard to aid her under the false pretense of saving Callash from mortal danger. It falls to Pid to rescue the rightful King and defeat MacMorn.

## Reception

Pelit gave the game 92 out of 100 and summarized that Dragonsphere is "a really enjoyable and atmospheric adventure which holds the player's attention until the end." Computer Gaming World rated the game four stars out of five, praising its "true-to-life" animation. Although stating that experienced players might find the game too easy or short, the magazine concluded that Dragonsphere's puzzles and story made it "an enjoyable and satisfying piece of work". Computer Gaming World nominated Dragonsphere as its 1994 "Adventure of the Year", although it lost to Relentless: Twinsen's Adventure. The editors praised Dragonsphere for incorporating "an intriguing storyline, imaginative fantasy cultures, and a wonderful conversation system".
James V. Trunzo reviewed Dragonsphere in White Wolf #46 (Aug., 1994), giving it a final evaluation of "Excellent" and stated that "This game [...] earns high marks for graphics, animation and sound. The truth is that no product can be successful without these qualities. With the high cost of software and consumer awareness of visual and audio standards, manufacturers simply can't get by without state-of-the-art presentation."

## Legacy

In 1994, Sanctuary Woods purchased the MicroProse Adventure Development System game engine.
In 2011, GOG.com released the game for free. It was released on Steam in 2014. Tommo purchased the rights to this game and digitally published it in 2015, through its Retroism brand.
# Tommy O'Brien (rugby union)

Tommy O'Brien (born 28 May 1998) is an Irish rugby union player who is currently a member of the Leinster Men's Senior Team. He plays as a centre.

## Early life

O'Brien attended Blackrock College and played in the Leinster Schools Rugby Senior Cup for the school, as well being a Leinster Schools 110-metre hurdles champion.

## Leinster

O'Brien made his senior competitive debut for Leinster in their round 8 2019–20 Pro14 interprovincial clash against Ulster on 20 December 2019, with O'Brien starting at 13 for Leinster and playing 70 minutes in their 54–42 win against the northern province. O'Brien is 25 points behind Michael Bent on the all time Leinster points list.

## Ireland

O'Brien represented Ireland under-20s between 2017 and 2018, and captained the side during 2018.
# Sigmund von Herberstein

Sigmund von Herberstein (born 1644 in Graz) was an Austrian clergyman and bishop for the Roman Catholic Archdiocese of Ljubljana. He was ordained in 1667. He was appointed bishop in 1683. He died in 1716.
# Eettillam

Eettillam is 1983 Malayalam film written and directed by Fazil, starring Nedumudi Venu, Mammootty, Bharath Gopi, Menaka, Jalaja and Kalaranjini in the lead roles. The film stars Nedumudi Venu, Menaka, Mammootty and Bharath Gopi in lead roles. The film had musical score by A. T. Ummer.

## Plot

Abida lives a poor life with her grandfather Moitheen. She meets a man and starts to believe that her life would change but she isn't aware of the secrets that man is hiding from her.

## Cast

* Nedumudi Venu as Vijayan
* Bharath Gopi as Moitheen Bava
* Mammootty as Sivan
* Menaka as Abida
* Jalaja as Kusumam
* Kalaranjini as Kausalya
* Bahadoor as Vasu
* Alummoodan as Kochappi
* Azeez as Vijayan's father
# Temjenmemba

Temjenmemba (born 1974) is an Indian politician from Nagaland. He is an MLA from Jangpetkong Assembly constituency, which is reserved for Scheduled Tribe community, in Mokokchung District. He won the 2023 Nagaland Legislative Assembly election, representing Nationalist Democratic Progressive Party.

## Early life and education

Temjenmemba is from Jangpetkong, Mokokchung, Nagaland. He is the son of late Tekachang. He completed his M.A. in good governance, in 2011, at Global Open University, Dimapur, Nagaland.

## Career

Temjenmemba won from Jangpetkong Assembly constituency representing Nationalist Democratic Progressive Party in the 2023 Nagaland Legislative Assembly election. He polled 6,238 votes and defeated his nearest rival, Imjongwati Longkumer of the Naga People's Front, by a margin of 2,001 votes.
# Division of Hinkler

The Division of Hinkler is an Australian Electoral Division in Queensland. It includes the city of Bundaberg and its surrounds. The most recent member for Hinkler is Keith Pitt of the National Party who served between 2013-2025.

## Geography

Since 1984, federal electoral division boundaries in Australia have been determined at redistributions by a redistribution committee appointed by the Australian Electoral Commission. Redistributions occur for the boundaries of divisions in a particular state, and they occur every seven years, or sooner if a state's representation entitlement changes or when divisions of a state are malapportioned.

## History

The division was created in 1984 and is named after Bert Hinkler, the great pioneer Australian aviator.
The seat is located in coastal Queensland, including the towns of Bundaberg, Hervey Bay, Childers, Gayndah and Monto.
The electoral division had previously centred on Gladstone and its surrounding area. On those boundaries, it was a marginal seat that traded hands between the Australian Labor Party and the National Party of Australia. However, after a redistribution in 2006, the Gladstone area, a Labor bastion, was transferred to the Division of Flynn. This seemingly consolidated the Nationals' hold on the seat. While National incumbent Paul Neville was nearly swept out in 2007 due in part to Queensland swinging heavily to Labor under Kevin Rudd, he survived in part due to Labor-leaning Gladstone being replaced with conservative-leaning Hervey Bay. He was reelected with a large enough swing in 2010 to turn Hinkler into a safe seat for the merged Liberal National Party.

## Members

| Member | Party | Term | Notes |
| Bryan Conquest (1930–2018) | Nationals | 1 December 1984 – 11 July 1987 | Lost seat |
| Brian Courtice (1950–) | Labor | 11 July 1987 – 13 March 1993 | Lost seat |
| Paul Neville (1940–2019) | Nationals | 13 March 1993 – 5 August 2013 | Retired |
| Keith Pitt (1969–) | Nationals | 7 September 2013 – 19 January 2025 | Served as minister under Morrison. Resigned |

## Election results

2022 Australian federal election: Hinkler :
| Party | Party | Candidate | Votes | % | ±% |
| | Liberal National | Keith Pitt | 42,720 | 42.13 | −3.90 |
| | Labor | Jason Scanes | 23,634 | 23.31 | +0.38 |
| | Independent | Jack Dempsey | 13,236 | 13.05 | +13.05 |
| | One Nation | Zak Menhennett | 8,837 | 8.71 | −6.09 |
| | United Australia | Kristie Nash | 7,417 | 7.31 | +2.93 |
| | Greens | Andrew McLean | 5,562 | 5.48 | +1.76 |
| Total formal votes | Total formal votes | Total formal votes | 101,406 | 96.73 | +4.55 |
| Informal votes | Informal votes | Informal votes | 3,431 | 3.27 | −4.55 |
| Turnout | Turnout | Turnout | 104,837 | 89.49 | −3.21 |
| Two-party-preferred result ||||||
| | Liberal National | Keith Pitt | 60,918 | 60.07 | −4.43 |
| | Labor | Jason Scanes | 40,488 | 39.93 | +4.43 |
| | Liberal National hold | Liberal National hold | Swing | −4.43 | |
    Liberal
# Tarpon Springs Cultural Center

The Tarpon Springs Cultural Center includes the Center for Gulf Coast Folklife and located in Tarpon Springs, Florida at 101 South Pinellas Avenue in Old Tarpon Springs City Hall.

## Center for Gulf Coast Folklife

The center celebrates folk artist traditions. Exhibitions include Latin American folk culture at the Gulf Coast Folklife Gallery, festivals (including Gulf Coast Folklife Festival; Gulf Coast Maritime and Music Festival; and Night in the Islands), performances, and a monthly Greek music and dance event. Workshops are also offered.
In 2012, Tarpon Springs received a $40,000 National Endowment for the Arts (NEA) grant to support the center.
# Flabelligeridae

Flabelligeridae is a family of polychaete worms, known as bristle-cage worms, notable for their cephalic cage: long slender chaetae forming a fan-like arrangement surrounding the eversible (able to be turned inside-out) head. Unlike many polychaetes, they also have large, pigmented, complex eyes.

## Habitat

These worms live under stones and are known to burrow into sand. They have a cosmopolitan distribution and live in a variety of marine habitats, from the deep sea to shallow coastal regions.

## Subdivisions

* Annenkova Salazar-Vallejo, 2012
* Brada Stimpson, 1854
* Bradabyssa Hartman, 1967
* Daylithos Salazar-Vallejo, 2012
* Diplocirrus Haase, 1915
* Flabegraviera Salazar-Vallejo, 2012
* Flabehlersia Salazar-Vallejo, 2012
* Flabelliderma Hartman, 1969
* Flabelligera Sars, 1829
* Flabesymbios Salazar-Vallejo, 2012
* Ilyphagus Chamberlin, 1919
* †Mazopherusa (?) Hay, 2002
* Pherusa Oken, 1807
* Piromis Kinberg, 1867
* Poeobius Heath, 1930
* Pycnoderma Grube, 1877
* Semiodera Chamberlin, 1919
* Stylarioides Delle Chiaje, 1831 (includes Coppingeria Haswell, 1892; fide Salazar-Vallejo 2011)
* Therochaeta Chamberlin, 1919
* Treadwellius Salazar-Vallejo, 2011
* Trophoniella Hartman, 1959 (includes Therochaetella Hartman, 1967)
The first species was Amphridite plumosa, described from Norway. Flabelligerids were placed in various similar polychaete families until Saint-Joseph erected the family (under the name Flabelligeriens) in 1894.
Mazopherusa is a possible fossil example from the Carboniferous; other fossil material is only dubiously assigned to the family. The Cambrian Iotuba also may belong to the family, however it also appears similar to Acrocirridae.
# Yamaji Nushizumi

Yamaji Nuchizumi (山路 主住, 1704 – January 3, 1773), was a Japanese mathematician in the middle of the Edo period, focused on calendar reform.

## Life

The Yamaji family claimed to be descendants of Taira no Shigemori, and were vassals of the shogunate ever since an ancestor Yamaji Souemon Hisanaga was employed as an attendant. In the 9th year of Kyoho (1724), when Nushizumi was 21 years old, he started working as a servant. After that, he became an accountant in 1738, but was dismissed as "not good at work", and in 1739, he entered the service.
In the first year of Kanen (1748), he became a provisional helper for the supplementary calendar. He served as an assistant to Shibukawa Noriyoshi and Nishikawa Masayoshi, an astronomical director, and traveled between Kyoto and Edo. As a close aide of Tokugawa Yoshimune his teacher Nakane planned to convert the calendar to the Gregorian calendar, and he participated in this project. But the conversion to the Western calendar was not taken up, and as a result the Horeki calendar was only a modification of the Jokyo calendar.
In the first year of Meiwa (1764), at the age of 61, he was appointed to the Tenmonkata. He was given 100 bales and was second in line to the Shibukawa family. After the calendar reform, he studied the Western calendar together with his son Yamaji Yukihira and a disciple of the Sendai clan, Toita Yasusuke. In the Sutei calendar book they completed a Western calendar shift. This calendar was verified by the Yamaji and Yoshida families of Tenmonkata. But in Kansei's reform of the calendar, the Western calendar based on the second part of the calendar study by Asada Goryu and others was superior, so this was not adopted either.
He died on December 11, 1773, at the age of 69. He was buried at Daisenji Temple in Yanaka. His family was then headed by his son Yamaji Yukihira, and his descendants served the Tenmonkata for generations.

## As a Wasan scholar

He first studied under Kiuchi Kurushima (Gita), then under Kei Nakanemoto, and then under Yoshisuke Matsunaga, and inherited the three traditions of the Seki-ryu sect.
He taught mathematics at the Seki school, established a license system, and compiled the introductory book "Seki School Sanpo Sojutsu" (45 chapters in total). He trained many disciples, including Naoen Ajima, Yorinori Arima, Sadasuke Fujita, Sadatsu Matsunaga, Yasusuke Toita, Sukeyuki Funayama, and Masahiro Ishii.
Although his mathematics achievements are not considered to be very original, he left behind a study of recurring decimals called "Ichitanku Shojutsu".
# G. Ikuto Zhimomi

G. Ikuto Zhimomi (born 1979) is an Indian politician from Nagaland. He is an MLA from Aghunato Assembly constituency, which is reserved for Scheduled Tribes, in Zunheboto District. He won the 2023 Nagaland Legislative Assembly election, representing Nationalist Democratic Progressive Party. He is the advisor for Land Resources to the government of Nagaland.

## Early life and education

Zhimomi is from Aghunato, Zunheboto District, Nagaland. He is the son of late Ghonivi Zhimomi. He completed his B.Sc. in agriculture in 1983 at College of Agriculture, Medziphema, Nagaland, which is affiliated with North Eastern Hill University, Shillong.

## Career

Zhimomi won from Aghunato Assembly constituency representing Nationalist Democratic Progressive Party in the 2023 Nagaland Legislative Assembly election. He polled 7,133 votes and defeated his nearest rival, Hukiye N. Tissica of the Lok Janshakti Party (Ram Vilas), by a margin of 592 votes.
# Brown Moor

Brown Moor is an area in the metropolitan borough of the City of Leeds in West Yorkshire, England, east of Austhorpe and north of Colton. The M1 motorway and the A63 road pass it on its eastern flank and the A6120 road in the south. The area is named after a nearby hill. A colliery operated here in the 19th century and was accessed by a spur off the Leeds and Selby Railway, but was already disused in the early 20th century. At that time, some cottages had been erected nearby. Those had been sold by 2002 when Thorpe Park was established in the area.
A length of Grim's Ditch is preserved underground north of Barrowby Lane and to the west of the former farmstead and is a scheduled monument.
# Cape San Blas

Cape San Blas is part of a peninsula in Gulf County, Florida, extending westward from the mainland of Florida, separating St. Joseph Bay to the north from the Gulf of Mexico to the south. It is fifty-nine miles southeast of Panama City. The St. Joseph Peninsula extends northward from the west end of Cape San Blas. It is approximately 10 miles (16 km) south-southwest of the town of Port St. Joe, located at coordinates 29°39′49″N 85°21′20″W﻿ / ﻿29.66361°N 85.35556°W﻿ / 29.66361; -85.35556.

## History

Cape San Blas was home to a Confederate saltworks where 150 US bushels (5.3 m$^3$) of salt a day were processed by evaporation of seawater. This halted in 1862, when a landing party from the Union ship, the USS Kingfisher, destroyed the saltworks.
Cape San Blas has had four lighthouses. The first, built in 1847, collapsed during a gale on August 23–24 of 1851. Congress appropriated $12,000 for a second brick tower lighthouse for the cape which was finally finished in November 1855, but it was destroyed on August 30, 1856, when another hurricane struck Cape San Blas. On May 1, 1858, a third lighthouse was completed. During the Civil War the lighthouse was not in commission but resumed operations July 23, 1865. Over the years, erosion began eating away at the lighthouse. In 1883 the fourth iron frame lighthouse was constructed.
In the aftermath of Hurricane Michael, large swaths of the vacation rentals on the peninsula were heavily damaged. A new inlet was cut where the road was washed out inside St. Joseph Peninsula State Park; other portions of the road, especially at its southern end near the Cape itself, were heavily damaged.
# Larry Noble

Larry Noble may refer to:
* Larry Noble (politician)
* Larry Noble (actor)
# Feri Aman Saragih

Feri Aman Saragih (born 12 June 1988) is an Indonesian professional footballer who plays as a midfielder for Liga Nusantara club Tornado.

## Honours
### Club
#### Arema

* Indonesia President's Cup: 2017
* Indonesian Inter Island Cup: 2014/15

#### Tornado FC

* Liga Nusantara runner-up: 2024–25
# Mryn rural hromada

Mryn rural hromada (Ukrainian: Мринська сільська громада) is a hromada of Ukraine, located in Nizhyn Raion, Chernihiv Oblast. Its administrative center is the village of Mryn.
It has an area of 332.0 square kilometres (128.2 sq mi) and a population of 4,062, as of 2020.
It was formed on August 4, 2016, through the merger of Lykhachivska, Mrynska, Ploskivska, Selyshchenska, and Khotynivska village councils of Nizhyn district.

## Composition

The hromada contains 7 settlements, which are all villages:
* Kiselyvka
* Lykhachiv
* Mryn
* Ploske
* Rozdolne
* Selishche
* Khotynivka
# Skeleton (category theory)

In mathematics, a skeleton of a category is a subcategory that, roughly speaking, does not contain any extraneous isomorphisms. In a certain sense, the skeleton of a category is the "smallest" equivalent category, which captures all "categorical properties" of the original. In fact, two categories are equivalent if and only if they have isomorphic skeletons. A category is called skeletal if isomorphic objects are necessarily identical.

## Definition

A skeleton of a category C is an equivalent category D in which isomorphic objects are equal. Typically, a skeleton is taken to be a subcategory D of C such that:
* the inclusion of D into C is full and essentially surjective, and
* D is skeletal: any two isomorphic objects of D are equal.

## Existence and uniqueness

It is a basic fact that every small category has a skeleton; more generally, every accessible category has a skeleton. (This is equivalent to the axiom of choice.) Also, although a category may have many distinct skeletons, any two skeletons are isomorphic as categories, so up to isomorphism of categories, the skeleton of a category is unique.
The importance of skeletons comes from the fact that they are (up to isomorphism of categories), canonical representatives of the equivalence classes of categories under the equivalence relation of equivalence of categories. This follows from the fact that any skeleton of a category C is equivalent to C, and that two categories are equivalent if and only if they have isomorphic skeletons.

## Examples

* The category Set of all sets has the subcategory of all cardinal numbers as a skeleton.
* The category K-Vect of all vector spaces over a fixed field $K$ has the subcategory consisting of all powers $K^{(\alpha )}$, where α is any cardinal number, as a skeleton; for any finite m and n, the maps $K^{m}\to K^{n}$ are exactly the n × m matrices with entries in K.
* FinSet, the category of all finite sets has FinOrd, the category of all finite ordinal numbers, as a skeleton.
* The category of all well-ordered sets has the subcategory of all ordinal numbers as a skeleton.
* A preorder, i.e. a small category such that for every pair of objects $A,B$, the set ${\mbox{Hom}}(A,B)$ either has one element or is empty, has a partially ordered set as a skeleton.
* There many examples of skeletonization of fusion categories and related structures.
# Three on a Spree

Three on a Spree (also known as Brewster's Millions) is a 1961 British comedy film directed by Sidney J. Furie and starring Jack Watling, Carole Lesley and John Slater. It is based on the 1902 novel Brewster's Millions by George Barr McCutcheon, which became the hit 1906 play written by Winchell Smith and Byron Ongley. It had been previously filmed by Edward Small in 1945.
The film was shot at Walton Studios. Its sets were designed by the art director John Blezard.

## Plot

Michael Brewster stands to inherit £8,000,000, but only if he can spend the first million in 60 days.

## Cast

* Jack Watling as Michael Brewster
* Carole Lesley as Susan
* Renée Houston as Mrs. Gray
* John Slater as Sid Johnson
* Colin Gordon as Mitchell
* John Salew as Mr. Monkton
* Julian Orchard as Walker
* Libby Morris as Trixie
* Cardew Robinson as Micki
* Ernest Clark as Colonel Drew
* Ronald Adam as Judge
* Vic Wise as Spider
* Hugh Morton as Grant
* Tony Thawnton as costume designer
* Larry Taylor as large man
* Ruth Lee as receptionist
* Johnny Vyvyan as Big Louis
* Jeanne Moody as Barbara Drew
* Marne Maitland as Eastern gentleman
* Gertan Klauber as Joe
* Alf Dean as enormous man
* Frank Forsyth as barman
* Geoffrey Denton as counsel
* John Watson as 1st inventor

## Reception

The Monthly Film Bulletin wrote: "A new version of that hoary stage success, Brewster's Millions, which rings far too many changes on its central idea and leaves its hard-pressed cast panting by the time the inevitable happy ending is reached. There are one or two good gags and lively moments, but the comedy is otherwise sparse and leaden."
The New York Times found the film "all unbelievable and more than a little unpleasant."
The Radio Times Guide to Films gave the film 3/5 stars, writing: "First made as a silent by Oscar Apfel and Cecil B. DeMille in 1914, Brewster's Millions underwent another reworking in this shoddy British offering. The story lumbers around London as Jack Watling attempts to spend a small fortune in a bid to land a whopping inheritance. Carole Lesley comes along for the ride, without bringing much to the picnic. Sidney J Furie's leaden, laugh-free direction saps the morale of a willing, but woefully wasted supporting cast."