OpenLLM-France/wikimedia huggingface dataset:
# Artur Guttmann

Artur Guttmann (27 August 1891 in Vienna – 3 September 1945 in Hollywood, Los Angeles) was an Austrian-Jewish film score composer.

## Selected filmography

* The Son of the Sheik (1926), as Arthur H. Gutman
* Maytime (1926)
* The Bordellos of Algiers (1927)
* Men Before Marriage (1927)
* The Csardas Princess (1927)
* Fabulous Lola (1927)
* The Trial of Donald Westhof (1927)
* The Old Fritz (1928)
* Herkules Maier (1928)
* Guilty (1928)
* Love and Thieves (1928)
* The Girl from the Revue (1928)
* Looping the Loop (1928)
* Scandal in Baden-Baden (1929)
* The Man with the Frog (1929)
* My Heart is a Jazz Band (1929)
* The Burning Heart (1929)
* Marriage (1929)
* Foolishness of His Love (1929)
* Autobus Number Two (1929)
* Phantoms of Happiness (1930)
* Echo of a Dream (1930)
* Love Songs (1930)
* Rendezvous (1930)
* Susanne Cleans Up (1930)
* Love in the Ring (1930)
* The Waltz King (1930)
* The Prosecutor Hallers (1930)
* The Other (1930)
* My Wife's Teacher (1930)
* Without Meyer, No Celebration is Complete (1931)
* Danton (1931)
* Grock (1931)
* Salto Mortale (1931)
* Terror of the Garrison (1931)
* Duty Is Duty (1931)
* The True Jacob (1931)
* My Cousin from Warsaw (1931)
* A Waltz by Strauss (1931)
* Road to Rio (1931)
* No Money Needed (1932)
* The Ringer (1932)
* Scampolo (1932)
* The Happiness of Grinzing (1933)
* Everything for the Company (1935)
* Fräulein Lilli (1936)
* I Take This Woman (1940)
* Enemy of Women (1944)
# Fonteyn & Nureyev on Broadway

Fonteyn & Nureyev on Broadway was presented at the Uris Theatre from 18 November to 29 November 1975. The show was a major Broadway and dance event; it was the farewell performance of the legendary ballet duo of Margot Fonteyn and Rudolf Nureyev. The sold-out run included the Frederick Ashton ballet Marguerite and Armand. Other notable dancers included Lawrence Leritz, Daniel Lommel and The Murray Louis Dance Company.
# 595 Polyxena

595 Polyxena is a minor planet orbiting the Sun. This main belt asteroid was discovered on 27 March 1906 by German astronomer August Kopff at the Heidelberg observatory. It was named after the youngest daughter of Priam and Hecuba, king and queen of Troy during the Trojan War. 595 Polyxena is orbiting at a distance of 3.21 AU from the Sun, with an orbital eccentricity (ovalness) of 0.06 and a period of 5.75 yr (2,099.1 d). The orbital plane is inclined at an angle of 17.8° to the ecliptic.
Light curves generated from photometric data indicate a sidereal rotation period of 11.794162±0.000023 h. Preliminary shape models of the asteroid suggest there's a flat region at the southern pole, perhaps indicating a concave area or an impact crater.
# Chilean tugboat Janequeo

The Chilean tugboat Janequeo (ATF-65) was an Abnaki-class tug of the Chilean Navy that sunk on 15 August 1965 during a devastating storm in the Bay of Manquemapu, 60 nautical miles (110 km; 69 mi) south of Corral, Chile with the loss of 51 men as she helped Leucotón that had run aground.
# Canton of Trévières

The canton of Trévières is an administrative division of the Calvados département, in northwestern France. Its chief town is Trévières. Its borders were modified at the French canton reorganisation which came into effect in March 2015

## Composition

It consists of the following communes:
* Asnières-en-Bessin
* Aure sur Mer
* Balleroy-sur-Drôme
* La Bazoque
* Bernesq
* Blay
* Le Breuil-en-Bessin
* Bricqueville
* Cahagnolles
* La Cambe
* Canchy
* Cardonville
* Cartigny-l'Épinay
* Castillon
* Colleville-sur-Mer
* Colombières
* Cormolain
* Cricqueville-en-Bessin
* Crouay
* Deux-Jumeaux
* Englesqueville-la-Percée
* Étréham
* La Folie
* Formigny La Bataille
* Foulognes
* Géfosse-Fontenay
* Grandcamp-Maisy
* Isigny-sur-Mer
* Lison
* Litteau
* Longueville
* Maisons
* Mandeville-en-Bessin
* Le Molay-Littry
* Monfréville
* Montfiquet
* Mosles
* Noron-la-Poterie
* Osmanville
* Planquery
* Rubercy
* Sainte-Honorine-de-Ducy
* Sainte-Marguerite-d'Elle
* Saint-Germain-du-Pert
* Saint-Laurent-sur-Mer
* Saint-Marcouf
* Saint-Martin-de-Blagny
* Saint-Paul-du-Vernay
* Saint-Pierre-du-Mont
* Sallen
* Saon
* Saonnet
* Surrain
* Tour-en-Bessin
* Tournières
* Trévières
* Le Tronquay
* Trungy
* Vierville-sur-Mer

## Councillors

| Election | Councillors | Party | Occupation |
| 2015 | Patricia Gady Duquesne | DVD | Mayor of Le Tronquay |
| 2015 | Jean-Pierre Richard | LR | Mayor of Trévières |
| 2015 | Laurent Aubry | UDI | Councillor of Isigny-sur-Mer |
| 2016 | Patrick Thomines | LR | Mayor of Colleville-sur-Mer |
| 2021 | Patricia Gady Duquesne | DVD | Mayor of Le Tronquay |
| 2021 | Patrick Thomines | LR | Mayor of Colleville-sur-Mer |
Following the death of Jean-Pierre Richard and the resignation of his substitute, Laurent Aubry, a by-election is held on June 12 and 19, 2016. In the second round, Patrick Thomines (LR) is elected with 62.96% of the votes cast.

## Pictures of the canton

| Normandy American Cemetery and Memorial in Colleville-sur-Mer | Fishing port of Grandcamp-Maisy | The Molay-Littry Mine Museum |
# Chhinegaon, Bhojpur

Chhinegaon is a village in Barhara block of Bhojpur district in Bihar, India. As of 2011, its population was 5,375, in 805 households.
# Asawar, Unnao

Asawar is a village in Asoha block of Unnao district, Uttar Pradesh, India. It has two primary schools and no healthcare facilities. As of 2011, its population is 3,080, in 572 households.
The 1961 census recorded Asawar as comprising 8 hamlets, with a total population of 1,330 (669 male and 661 female), in 281 households and 236 physical houses. The area of the village was given as 1,535 acres. It had a medical practitioner at the time.
# Ford Whitman Harris

Ford Whitman Harris (August 8, 1877 – October 27, 1962) was an American production engineer who derived the square-root formula for ordering inventory now known as the economic order quantity, which has appeared in countless academic articles and texts over the past 100 years.
Born in 1877 and having grown up in Portland, after finishing high school he worked for four years as an engineering apprentice and draftsman for Belknap Motor Company and Maine Electric Company. In 1900 he moved to Pittsburgh, where he became a draftsman and engineer for Heyl and Patterson. From 1904 to 1912 Harris worked for Westinghouse Electric and Manufacturing Company. Ford W. Harris married Eugenia Mellon.
Harris was also a self-taught attorney, and was the first president of the Los Angeles Intellectual Property Law Association (1934-35).
# 5th Dimension (album)

Professional ratings :
| Review scores ||
| Source | Rating |
| Rolling Stone Japan | |
5th Dimension (5TH DIMENSION, Fifusu Dimenshon) is the second studio album by the Japanese girl group Momoiro Clover Z. It was released in Japan on April 10, 2013.

## Release details

On March 13, 2013, the album's lead song "Neo Stargate" was released on iTunes and Recochoku for digital download. On the same day, the video for the song was uploaded to the Stardust Promotion official YouTube channel.
The album was released in 3 versions: Regular Edition and Limited Editions A and B. The regular edition is CD-only, the limited edition A includes a CD with a live performance, and the limited edition B includes a DVD with 2 music videos.
5th Dimension was said by members to be a concept album that you should listen to in the track order.
The album sold 102,855 copies in its first day and debuted on top of the Oricon daily chart, with Momoiro Clover's first album Battle and Romance at number two.

## Charts

| Chart (2013) | Peak position |
| Chart (2013) | Peak position | Oricon Daily Albums Chart | 1 |
| Oricon Weekly Albums Chart | 1 |
| Oricon Monthly Albums Chart | 1 |
# Aiolopus

Aiolopus is a genus of grasshopper belonging to the family Acrididae, subfamily Oedipodinae and tribe Epacromiini. Species can be found in Africa (including Madagascar), Europe and Asia - through to New Caledonia.

## Species

The Orthoptera Species File lists the following:
* Aiolopus carinatus (Bei-Bienko, 1966)
* Aiolopus dubia Willemse, C., 1923
* Aiolopus longicornis Sjöstedt, 1909
* Aiolopus luridus (Brancsik, 1895)
* Aiolopus markamensis Yin, X., 1984
* Aiolopus meruensis Sjöstedt, 1909
* Aiolopus morulimarginis Zheng & Sun, 2008
* Aiolopus nigritibis Zheng, Z. & S. Wei, 2000
* Aiolopus obariensis Usmani, 2008
* Aiolopus oxianus Uvarov, 1926
* Aiolopus puissanti Defaut, 2005
* Aiolopus simulatrix (Walker, 1870)
* Aiolopus strepens (Latreille, 1804)
* Aiolopus thalassinus (Fabricius, 1781) - type species (as Gryllus thalassinus Fabricius = A. thalassinus thalassinus)
# Frank Farrell

Frank Farrell may refer to:
* Frank J. Farrell (1866–1926), American baseball executive
* Frank Farrell (rugby league) (1916–1985), Australian rugby league footballer and policeman
* Frank Farrell (musician) (1947–1997), bassist of Supertramp
* Franklin Farrell (1908–2003), American ice hockey player
# Canoeing at the 1992 Summer Olympics – Women's slalom K-1

These are the results of the women's K-1 slalom competition in canoeing at the 1992 Summer Olympics. The K-1 (kayak single) event is raced by one-person kayaking through a whitewater course. The venue for the 1992 Olympic competition was in La Seu d'Urgell.

## Medalists

| Gold | Silver | Bronze |
| Elisabeth Micheler-Jones (GER) | Danielle Woodward (AUS) | Dana Chladek (USA) |

## Results

The 26 competitors each took two runs through the whitewater slalom course on August 1. The best time of the two runs counted for the event.
| Rank | Name | Run 1 | Run 1 | Run 1 | Run 2 | Run 2 | Run 2 | Result |
| Rank | Name | Time | Points | Total | Time | Points | Total | Total |
| | Elisabeth Micheler-Jones (GER) | 2:06.19 | 10 | 136.19 | 2:06.41 | 0 | 126.41 | 126.41 |
| | Danielle Woodward (AUS) | 2:21.54 | 10 | 151.54 | 2:08.27 | 0 | 128.27 | 128.27 |
| | Dana Chladek (USA) | 2:06.75 | 5 | 131.75 | 2:11.46 | 55 | 186.46 | 131.75 |
| 4 | Eva Roth (GER) | 2:32.53 | 0 | 152.53 | 2:07.29 | 5 | 132.29 | 132.29 |
| 5 | Marianne Agulhon (FRA) | 2:15.44 | 5 | 140.44 | 2:12.89 | 0 | 132.89 | 132.89 |
| 6 | Kordula Striepecke (GER) | 2:11.51 | 5 | 136.51 | 2:09.49 | 5 | 134.49 | 134.49 |
| 7 | Zdenka Grossmannová (TCH) | 2:15.42 | 5 | 140.42 | 2:10.79 | 5 | 135.79 | 135.79 |
| 8 | Joanne Woods (CAN) | 2:08.06 | 10 | 138.06 | 2:16.08 | 15 | 151.08 | 138.06 |
| 9 | Cathy Hearn (USA) | 2:31.99 | 0 | 151.99 | 2:14.51 | 5 | 139.51 | 139.51 |
| 10 | Lynn Simpson (GBR) | 2:15.38 | 5 | 140.38 | 2:14.24 | 10 | 144.24 | 140.38 |
| 11 | Anne Boixel (FRA) | 2:18.19 | 65 | 203.19 | 2:15.81 | 5 | 140.81 | 140.81 |
| 12 | Štěpánka Hilgertová (TCH) | 2:06.43 | 15 | 141.43 | 2:17.30 | 15 | 152.30 | 141.43 |
| 13 | Karen Like (GBR) | 2:18.34 | 10 | 148.34 | 2:17.26 | 5 | 142.26 | 142.26 |
| 14 | María Eizmendi (ESP) | 2:18.39 | 5 | 143.39 | 2:22.84 | 15 | 157.84 | 143.39 |
| 15 | Margaret Langford (CAN) | 2:25.36 | 0 | 145.36 | 2:43.77 | 15 | 178.77 | 145.36 |
| 16 | Rachel Fox (GBR) | 2:13.82 | 15 | 148.82 | 2:17.64 | 10 | 147.64 | 147.64 |
| 17 | Cristina Martínez (ESP) | 2:33.14 | 15 | 168.14 | 2:19.02 | 10 | 149.02 | 149.02 |
| 18 | Cristina Giai Pron (ITA) | 2:20.41 | 15 | 155.41 | 2:19.03 | 10 | 149.03 | 149.03 |
| 19 | Bogusława Knapczyk (POL) | 2:30.78 | 10 | 160.78 | 2:19.59 | 10 | 149.59 | 149.59 |
| 20 | Marcela Sadilová (TCH) | 2:15.38 | 15 | 150.38 | 2:20.99 | 110 | 250.99 | 150.38 |
| 21 | Myriam Fox-Jerusalmi (FRA) | 2:20.86 | 10 | 150.86 | 2:10.76 | 20 | 150.76 | 150.76 |
| 22 | Sheryl Boyle (CAN) | 2:26.09 | 10 | 156.09 | 2:26.66 | 20 | 166.66 | 156.09 |
| 23 | Hiroko Kobayashi (JPN) | 2:18.84 | 20 | 158.84 | 2:13.79 | 120 | 253.79 | 158.84 |
| 24 | Dzintra Blūma (LAT) | 2:43.37 | 10 | 173.37 | 2:25.83 | 15 | 160.83 | 160.83 |
| 25 | Maylon Hanold (USA) | 2:47.75 | 165 | 332.75 | 2:53.80 | 20 | 193.80 | 193.80 |
| 26 | Gilda Montenegro (CRC) | 2:50.27 | 470 | 640.27 | No time | 225 | Did not finish | 640.27 |
# Chifu

Chifu is a surname. Notable people with the surname include:
* Iulian Chifu (born 1968), Romanian foreign policy analyst and presidential adviser
* Valter Chifu (born 1952), Romanian volleyball player
# Differential calculus over commutative algebras

In mathematics the differential calculus over commutative algebras is a part of commutative algebra based on the observation that most concepts known from classical differential calculus can be formulated in purely algebraic terms. Instances of this are:
* The whole topological information of a smooth manifold $M$ is encoded in the algebraic properties of its $\mathbb {R}$-algebra of smooth functions $A=C^{\infty }(M),$ as in the Banach–Stone theorem.
* Vector bundles over $M$ correspond to projective finitely generated modules over $A,$ via the functor $\Gamma$ which associates to a vector bundle its module of sections.
* Vector fields on $M$ are naturally identified with derivations of the algebra $A$.
* More generally, a linear differential operator of order k, sending sections of a vector bundle $E\rightarrow M$ to sections of another bundle $F\rightarrow M$ is seen to be an $\mathbb {R}$-linear map $\Delta :\Gamma (E)\to \Gamma (F)$ between the associated modules, such that for any $k+1$ elements $f_{0},\ldots ,f_{k}\in A$:
$\left[f_{k}\left[f_{k-1}\left[\cdots \left[f_{0},\Delta \right]\cdots \right]\right]\right]=0$ where the bracket $[f,\Delta ]:\Gamma (E)\to \Gamma (F)$ is defined as the commutator $[f,\Delta ](s)=\Delta (f\cdot s)-f\cdot \Delta (s).$
Denoting the set of $k$th order linear differential operators from an $A$-module $P$ to an $A$-module $Q$ with $\mathrm {Diff} _{k}(P,Q)$ we obtain a bi-functor with values in the category of $A$-modules. Other natural concepts of calculus such as jet spaces, differential forms are then obtained as representing objects of the functors $\mathrm {Diff} _{k}$ and related functors.
Seen from this point of view calculus may in fact be understood as the theory of these functors and their representing objects.
Replacing the real numbers $\mathbb {R}$ with any commutative ring, and the algebra $C^{\infty }(M)$ with any commutative algebra the above said remains meaningful, hence differential calculus can be developed for arbitrary commutative algebras. Many of these concepts are widely used in algebraic geometry, differential geometry and secondary calculus. Moreover, the theory generalizes naturally to the setting of graded commutative algebra, allowing for a natural foundation of calculus on supermanifolds, graded manifolds and associated concepts like the Berezin integral.
# Chifubu (constituency)

Chifubu is a constituency of the National Assembly of Zambia. It covers the Chifubu, Pamodzi, Kawama, Mitengo and Minsundu neighbourhoods of Ndola in Ndola District of Copperbelt Province.

## List of MPs

| Election year | MP | Party |
| 1973 | Credo Banda | United National Independence Party |
| 1978 | Newstead Zimba | United National Independence Party |
| 1983 | Godfrey Simasiku | United National Independence Party |
| 1988 | Arthur Mtewa | United National Independence Party |
| 1991 | Levy Mwanawasa | Movement for Multi-Party Democracy |
| 1996 | David Mulenga | Movement for Multi-Party Democracy |
| 2001 | Mathew Mulanda | Movement for Multi-Party Democracy |
| 2006 | Benson Bwalya | Patriotic Front |
| 2010 (by-election) | Berina Kawandami | Patriotic Front |
| 2011 | Berina Kawandami | Patriotic Front |
| 2016 | Frank Ng'ambi | Patriotic Front |
| 2021 | Lloyd Lubozha | United Party for National Development |
# Dillo (disambiguation)

Dillo is a web browser.
Dillo may also refer to:

## Places

* Dillo (woreda), a district in Ethiopia
* Dillo, a river in Chile

## People

* Dillo Lombardi (1858-1938), Italian film director

## Venues

* The 'Dillo (1970–1980), nickname for a bygone Texas music hall in Austin, Armadillo World Headquarters
# Digrammia subminiata

Digrammia subminiata, the vermillion granite or dark-waved angle, is a moth of the family Geometridae. The species was first described by Alpheus Spring Packard in 1873. It is found in western North America from British Columbia to Manitoba, south through Colorado to Arizona and California.
The wingspan is 20–25 mm. Adults are on wing from late May to late July.
The larvae feed on Salix species.
# Digrammia sexpunctata

Digrammia sexpunctata, the six-spotted digrammia, is a moth in the family Geometridae described by J. Elwyn Bates in 1886. It is found in North America.
The MONA or Hodges number for Digrammia sexpunctata is 6387.1.
# Dioryctria pseudotsugella

Dioryctria pseudotsugella is a species of snout moth in the genus Dioryctria. It was described by Eugene G. Munroe in 1959, and is known from southern British Columbia and Alberta and south to New Mexico.
The wingspan is 10–11 mm.
The larvae feed on Pseudotsuga menziesii, Picea, Abies and Tsuga species. They mainly feed on the cones and cambium of their host plant, but have also been observed on needles.
# 2021–22 Harty Cup

The 2021–22 Harty Cup was the 101st staging of the Harty Cup since its establishment in hurling by the Munster Council of Gaelic Athletic Association in 1918. The competition contested from 8 November 2021 to 5 February 2022.
The 2021–22 Dr Harty Cup adopted a change in format. Prior to 2021, the competition began with group stage, the knockout stage commencing after Christmas. The new format saw six first-round games, with three winners moving forward to the quarter-finals while the other three winners, six losers and Gaelcholáiste Mhuire contesting five second-round ties to determine the other last-eight teams.
St Flannan's College unsuccessfully defended its title in round 2 against Cashel Community School.
St Joseph's Secondary School won the Harty Cup final on 5 February 2022 at TUS Gaelic Grounds, 1–17 to 1–14, in Limerick, against Ardscoil Rís, in what was St Joseph's first ever meeting in a final and their first ever Harty Cup title.
St Joseph's Secondary School's Seán Withycombe was the top scorer.
# Dioscorea pentaphylla

Dioscorea pentaphylla is a species of flowering plant in the yam family known by the common name fiveleaf yam. It is native to southern and eastern Asia (China, India, Indochina, Indonesia, Philippines, etc.) as well as New Guinea, Sri Lanka and northern Australia. It is widely cultivated as a food crop and naturalized in Cuba and on several island chains in the Pacific (including Hawaii).
Dioscorea pentaphylla is a prickly vine that twines counterclockwise around objects and other plants. It may reach 10 meters in length. The alternately arranged leaves are compound, divided into 3 to 5 leaflets each up to 10 centimeters long. The plant produces horseshoe-shaped bulbils about a centimeter long. New plants can sprout from the bulbils. Flowers are borne in spikes. The vine grows from a tuber. Specimens may weigh 3 pounds and may be located over a meter underground.
The tubers of the vine can be cooked and eaten.
# Chileata

Chileata Wiliams et al., 1996 is a class of rhynchonelliform brachiopods, characterised, among others, by the presence of a perforation in the umbonal region of the ventral valve, usually (partly) covered by a colleplax. They are known from the Cambrian to the Lower Permian.
Salanygolina may represent the chileate stem group.
# Dioscorea mexicana

Dioscorea mexicana, Mexican yam or cabeza de negro is a species of yam in the genus Dioscorea.
Dioscorea mexicana is a caudiciform dioscorea having either a partly to completely above-ground dome-shaped caudex with a thick, woody outer layer up to 3 feet (90 cm) in diameter and 8–10 inches (20 to 25 cm) in height. The caudex of D. mexicana is divided into regular polygonal plates that become protuberant with age, and separated by deep fissures. The vigorous annual vines which may reach 30 feet (9 m) long before dying back in winter, that grow up from the caudex, bear heart-shaped leaves.
Dioscorea mexicana ranges from the state of San Luis Potosí in northeastern Mexico south to Panama. It is notable for its production of diosgenin, which is a precursor for the synthesis of hormones such as progesterone. Russell Marker developed the extraction and manufacture of hormones from D. mexicana at Syntex. Later the Mexican barbasco trade focused instead on Dioscorea composita instead, as this variety has a higher diosgenin content.
# Direct care

Direct care is the care of an identified patient by an identified clinical professional, used throughout the National Health Service in the United Kingdom.
In late 2023, it became the focus of the first public uses of the NHS purchase of Palantir software.,,,,

## Definition

The Second Caldicott Report, chaired by Dame Fiona Caldicott, defined direct care as:
   A clinical, social or public health activity concerned with the prevention, investigation and treatment of illness and the alleviation of suffering of an identified individual. It includes supporting individuals’ ability to function and improve their participation in life and society. It includes the assurance of safe and high quality care and treatment through local audit (identified patient safety), the management of untoward or adverse incidents.
There is no consensus on whether the definition should include measures of person satisfaction including measurement of outcomes undertaken by one or more registered and regulated health or social care professionals and their team with whom the individual has a legitimate relationship for their care. Such considerations may come under individual audit mechanisms, however healthcare systems may seek wider access for the purposes of their bureaucracy.
Direct Care is contrasted with Secondary Uses, which are all other uses of medical records, usually as bulk personal datasets, some of which have been the source of international controversy. Examples of secondary uses include health care analytics, risk stratification, medical research, and pharmaceutical marketing. Uses of health care records without patient consent are controversial.

## Direct care in nursing

In nursing, direct care of a patient is provided personally by a staff member. Direct patient care may involve any aspects of the health care of a patient, including treatments, counselling, self-care, patient education and administration of medication.

## Limitations of audit

In the second report for the Department of Health, Fiona Caldicott wrote that:
   The use of personal confidential data for local clinical audit is permissible within an organisation with the participation of a health and social care professional with a legitimate relationship to the patient through implied consent. For audit across organisations, the use of personal confidential data is permissible... where approved."
# Dinosaur Ridge (disambiguation)

Dinosaur Ridge is a ridge in Colorado, United States.
Dinosaur Ridge may also refer to:
* Dinosaur Ridge (Gangwon), a ridge in Gangwon-do, South Korea
* Dinosaur Ridge (Alberta), a ridge in Alberta, Canada
# Chicago, St. Paul, Minneapolis, and Omaha Depot

Chicago, St. Paul, Minneapolis, and Omaha Depot may refer to:
* Chicago, St. Paul, Minneapolis, and Omaha Depot (St. James, Minnesota), listed on the National Register of Historic Places in Watonwan County, Minnesota
* Chicago, St. Paul, Minneapolis, and Omaha Depot (Westbrook, Minnesota), listed on the National Register of Historic Places in Cottonwood County, Minnesota
# Dioxycanus

Dioxycanus is a genus of moths of the family Hepialidae. There are 2 described species, both endemic to New Zealand.

## Species

* Dioxycanus fusca
* Dioxycanus oreas
# Children of the Sky

Children of the Sky or The Children of the Sky may also refer to:
* The Children of the Sky (novel), a 2011 novel by Vernor Vinge
* "Children of the Sky" (song), a 2023 song by Imagine Dragons
* "World, Hold On (Children of the Sky)", a 2006 song by Bob Sinclair
# China United

China United may refer to:
* China United Airlines
* China United Coalbed Methane
* China Unicom