OpenLLM-France/wikimedia huggingface dataset:
# National Music Day in Azerbaijan

National Music Day in Azerbaijan is a holiday annually celebrated on 18 September on the birthday of the founder of the modern professional musical art of Azerbaijan, Uzeyir Hajibeyov. It is a working day.
Traditionally, on this day, thousands of people gather in front of the Azerbaijan State Conservatory (nowadays the Baku Academy of Music) named in the honor of Hajibeyov. Here, the Azerbaijan State Symphony Orchestra, also named after Hajibeyov, under the direction of Niyazi, perform the works of the composer. This was Niyazi who initiated this tradition.
In 1995, the Azerbaijani President Heydar Aliyev issued a decree according to which this day began to be celebrated at state level.
The Ministry of Culture and Tourism of Azerbaijan organizes a number of events in connection with the celebration of the National Music Day dedicated to the memory of Uzeyir Hajibeyov: a solemn ceremony dedicated to this date is conducted in front of the building of the Baku Music Academy, a cultural event is being held in the premises of the Uzeyir Hajibeyov house-museum, a gala evening is carried out at the Heydar Aliyev Palace.
# Arthur Radcliffe Boswell

Arthur Radcliffe Boswell (3 January 1838 – 16 May 1925) was a Canadian lawyer and politician, including as Mayor of Toronto.

## Early life and education

Boswell was born in Cobourg, Upper Canada, on 3 January 1838. His father was George Morss Jukes Boswell, a lawyer and judge, and his mother was Susan (née Radcliffe). Boswell was educated in the Brockville public school, Upper Canada College and the Royal Military School in Toronto. He studied law and became a member of the bar in 1865. Shortly afterwards he started practicing law in Toronto. He was Anglican.

## Municipal politics

In 1877 he was elected as alderman for the Toronto City Council, representing the ward of St George. He was re-elected every year, except in 1880. In 1882 he was chairman of the council's executive committee.
In 1883 he won the election to become mayor of Toronto against John Jacob Withrow, winning by 5 votes. During his term, the city annexed the village of Yorkville. He also tried to convince the council to fund initiatives to clean up and prevent wastewater from entering the Toronto Harbour, but was unsuccessful. The following year he was reelected by acclamation for a second term as mayor. During this second term, Boswell oversaw and hosted the celebrations of the city's 50th anniversary. His enthusiasm during the celebrations was praised, especially because of the large number of events that he attended. He declined to be nominated for a third term, starting a custom of the mayor of Toronto only serving two terms.

## Post-municipal career

Boswell returned to working as a lawyer after leaving the mayoralty. In 1911 Boswell was appointed Superintendent of Insurance for Ontario and Registrar of Loan Companies. He was also a freemason, a trustee for Toronto General Hospital and chairman of the Toronto Public Library. He was the commodore of the Royal Canadian Yacht Club from 1879 to 1883 and again from 1889 to 1896.

## Memorials

Boswell Avenue in Toronto was named after Boswell.
# Hruso

Hruso may refer to:
* the Hruso people of Arunachal Pradesh;
* the Hruso language, their language;
* the Hruso languages, the family to which Hruso and Miri putatively belong.
# Hrusice

Hrusice (Czech pronunciation:) is a municipality and village in Prague-East District in the Central Bohemian Region of the Czech Republic. It has about 900 inhabitants.
Hrusice is known as birthplace of Josef Lada and was popularized through his paintings and illustrations on Christmas and Easter postcards and children's books.

## Geography

Hrusice is located about 20 kilometres (12 mi) southeast of Prague. It lies in a rolled landscape of the Benešov Uplands. The highest point is at 438 m (1,437 ft) above sea level. There are two fishponds in the municipal territory; Hrusický in the centre of the village and Hubačovský in the northwest. The stream of Hrusický potok flows through the municipality, but has only local significance.

## History

The first written mention of Hrusice is from 1205, in a deed of King Ottokar I. Hrusice belonged to the direct administration of the Přemyslid dynasty. In 1848, the municipality gained self-government.

## Demographics

The municipality has experienced a significant growth in the 21st century.
| Year | Pop. | ±% |
| 1869 | 439 | — |
| 1880 | 409 | −6.8% |
| 1890 | 425 | +3.9% |
| 1900 | 424 | −0.2% |
| 1910 | 437 | +3.1% |
| Year | Pop. | ±% |
| 1921 | 450 | +3.0% |
| 1930 | 454 | +0.9% |
| 1950 | 572 | +26.0% |
| 1961 | 547 | −4.4% |
| 1970 | 508 | −7.1% |
| Year | Pop. | ±% |
| 1980 | 468 | −7.9% |
| 1991 | 374 | −20.1% |
| 2001 | 382 | +2.1% |
| 2011 | 679 | +77.7% |
| 2021 | 913 | +34.5% |
Source: Censuses :

## Transport

The accessibility of Hrusice is good due to proximity of two major transport lines. The D1 motorway from Prague to Brno passes through the municipal territory of Hrusice.
There also operates a suburban bus line between Strančice and Stříbrná Skalice (via Mnichovice and Ondřejov) with a stop in the centre of Hrusice.

## Sights

The main historical landmark of Hrusice is the Church of Saint Wenceslaus, located in the centre of Hrusice. It is an example of rural Romanesque architecture from the turn of the 12th century with a valuable sandstone portal, a work by monks from the Sázava Monastery.
Josef Lada Memorial in artist's villa, nowadays a branch of Prague-East Regional Museum, presents his life and work as well as his daughter Alena Ladová, also a renowned illustrator.

## Notable people

* Josef Lada (1887–1957), painter, illustrator and writer

## Gallery

* Centre of Hrusice with a bus stop
* Municipal office and a small park with bust of Josef Lada
* Birthplace of Josef Lada
* Lada's summer villa, nowadays his museum
# Hrustovo, Sanski Most

Hrustovo is a village in the municipality of Sanski Most, Federation of Bosnia and Herzegovina, Bosnia and Herzegovina.

## Demographics

According to the 2013 census, its population was 1,697.
Ethnicity in 2013 :
| Ethnicity | Number | Percentage |
| Bosniaks | 1,694 | 99.8% |
| other/undeclared | 3 | 0.2% |
| Total | 1,697 | 100% |
# 1983 Prague Skate

The 1983 Prague Skate was held November 3–6. Medals were awarded in the disciplines of men's singles, ladies' singles, pair skating and ice dancing. The singles competition was organized without compulsory figures.
Time table:
* Thursday, 3 November 1983 - Compulsory dance
* Friday, 4 November 1983 - Short programs: Men, ladies and pairs; OSP ice dancing
* Saturday, 5 November 1983 - Free programs: Men, ladies and pairs; free dance
* Sunday, 6 November 1983 - Exhibition

## Men

| Rank | Name | Nation | TFP | SP | FS |
| 1 | Takashi Mura | Japan | 1,4 | 1 | 1 |
| 2 | James Santee | United States | 4,0 | 5 | 2 |
| 3 | Campbell Sinclair | Canada | 4,6 | 4 | 3 |
| 4 | Petr Barna | Czechoslovakia | 4,8 | 2 | 4 |
| 5 | Philippe Roncoli | France | 6,2 | 3 | 5 |
| 6 | Louis Lasorsa | Canada | 8,4 | 6 | 6 |

## Ladies

| Rank | Name | Nation | TFP | SP | FS |
| 1 | Midori Ito | Japan | 1,4 | 1 | 1 |
| 2 | Sachie Yuki | Japan | 2,8 | 2 | 2 |
| 3 | Constanze Gensel | East Germany | 4,2 | 3 | 3 |
| 4 | Myriam Oberwiler | Switzerland | 6,8 | 7 | 4 |
| 5 | Nathalie Hildesheimer | France | 7,0 | 5 | 5 |
| 6 | Hana Veselá | Czechoslovakia | 8,4 | 6 | 6 |
| 7 | Rosmarie Sakic | Canada | 11,6 | 4 | 10 |
| 8 | Rosanna Tovi | United States | 12,2 | 8 | 9 |
| 9 | Marina Serova | Soviet Union | 13,4 | 16 | 7 |
| 10 | Susanne Becher | West Germany | 15,6 | 19 | 8 |

## Pairs

| Rank | Name | Nation | TFP | SP | FS |
| 1 | Inna Bekker / Sergei Likhanski | Soviet Union | 1,4 | 1 | 1 |
| 2 | Peggy Seidel / Ralf Seifert | East Germany | 2,8 | 2 | 2 |
| 3 | Toshimi Ito / Takashi Mura | Japan | 3,2 | 3 | 3 |
| 4 | Lynn Frasson / Doug Ladret | Canada | 4,6 | 4 | 4 |
| 5 | Dagmar Kovářová / Jozef Komár | Czechoslovakia | 7,0 | 5 | 5 |
| 6 | Katy Keeley / Gary Kemp | United States | 8,0 | 5 | 6 |

## Ice dancing

| Rank | Name | Nation | TFP | CD | OSP | FD |
| 1 | Jindra Holá / Karol Foltán | Czechoslovakia | 2,0 | 1 | 1 | 1 |
| 2 | Maya Usova / Alexander Zhulin | Soviet Union | 4,0 | 2 | 2 | 2 |
| 3 | Lois Luciani / Russ Witherby | United States | 6,0 | 3 | 3 | 3 |
| 4 | Viera Mináríková / Ivan Havránek | Czechoslovakia | 8,0 | 4 | 4 | 4 |
| 5 | Kathrin Beck / Christoff Beck | Austria | 10,0 | 5 | 5 | 5 |
| 6 | Jana Kašpárková / Pavel Laurenčík | Czechoslovakia | 12,0 | 6 | 6 | 6 |
| 7 | Klara Engi / Attila Toth | Hungary | 14,6 | 8 | 7 | 7 |
| 8 | Sharon Wilkinson / Panos Panayi | United Kingdom | 17,0 | 9 | 9 | 8 |
| 9 | Lianne Telling / Michael Fisher | Australia | 19,0 | 10 | 10 | 9 |
| WD | Graziella Ferpozzi / Marco Ferpozzi | Switzerland | - | 7 | 8 | WD |
# Arua (disambiguation)

Arua is a town in Uganda.
Arua may also refer to:
* Arua District, in Uganda
* Aruá language (disambiguation)
* Fred Arua, Papua New Guinean cricketer; see 1997 ICC Trophy squads § Papua New Guinea
# Arys

Arys may refer to:

## People

* Evelyn Arys (born 1990), Belgian racing cyclist

## Places

* Arys, Kazakhstan
* Arys (lake), Kazakhstan
* Arys (river), Kazakhstan
* Orzysz (German or Lithuanian: Arys), Poland
* Orzysz (lake) (German: Arys-See), in Poland
# Howard Vanderslice

Howard Vanderslice (April 8, 1853 – October 10, 1929) was a Kansas City, Missouri businessman who donated the land that forms the campus of today's Kansas City Art Institute.

## Early life

Vanderslice was born in Great Crossing, Kentucky in Scott County, Kentucky.
Vanderslice was four months old when his parents moved to Doniphan County, in the then Kansas Territory. He is portrayed as the baby being carried in the Pioneer Mother statue by Alexander Phimister Proctor in Penn Valley Park (which portrays his grandfather Daniel Vanderslice agent to the tribes and Vanderslice's father Thomas J. Vanderslice and mother). Vanderslice gave the statue to the city in 1927.
However other biographies say that he came to Kansas City in 1890.
He went to school at a log school house, then attended Highland University at Highland, Kansas, until he was 19.

## Career

After quitting school, he became a station agent at Iowa Point for the Atchison & Nebraska Railroad, which is now known as Burlington. He learned telegraphy there, and stayed until 1881 when he started his own grain business. He started the business, Emerson & Vanderslice, with his partner, D. M. Emerson, but when he died in 1882, Vanderslice took it over until 1888 when he sold it.
President Cleveland appointed Vanderslice as postmaster of White Cloud, and he served in that capacity from 1885 to 1889.
He was head of the Vanderslice-Lynds Mercantile Company by 1889, which became the City Ice & Storage Company. This company supplied practically all of the ice for Kansas City for nearly 9 years.
Vanderslice was active in the business community and participated on several boards and in clubs. He was treasurer of the Lucky Tiger Combination Gold Mining Company, vice president of the White Eagle Oil and Refining Company, president of the Eagle Elevator Company, the Kansas City Club, Mid-Day Club, Congressional Golf Club, and the Chamber of Commerce. He was also a Mason at Smithton Lodge Number One in Highland and members of the Orient Chapter, Oriental Commandery No. 35, and Ararat Temple of Kansas City.
In 1927 Vanderslice purchased the August R. Meyer residence and 8 acres (32,000 m$^2$) at 44th and Warwick Boulevard adjacent to the about to be built Nelson-Atkins Museum of Art. He donated the land to the Kansas City Art Institute and it makes up the school's main campus. The residence was later renamed "Vanderslice Hall"
# Big Moose, New York

Big Moose is a hamlet located in the Town of Webb in Herkimer County, New York, United States. Big Moose Lake is located east-northeast of the hamlet of Big Moose.

## Climate

Climate data for Big Moose, New York, 1991–2020 normals: 1760ft (536m) :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Record high °F (°C) | 59 (15) | 60 (16) | 78 (26) | 88 (31) | 91 (33) | 92 (33) | 92 (33) | 93 (34) | 95 (35) | 82 (28) | 69 (21) | 60 (16) | 95 (35) |
| Mean maximum °F (°C) | 49 (9) | 49 (9) | 60 (16) | 74 (23) | 84 (29) | 87 (31) | 88 (31) | 86 (30) | 84 (29) | 76 (24) | 63 (17) | 50 (10) | 89 (32) |
| Mean daily maximum °F (°C) | 27.9 (−2.3) | 31.4 (−0.3) | 40.0 (4.4) | 53.8 (12.1) | 67.6 (19.8) | 75.2 (24.0) | 78.8 (26.0) | 78.3 (25.7) | 71.4 (21.9) | 57.7 (14.3) | 44.1 (6.7) | 32.6 (0.3) | 54.9 (12.7) |
| Daily mean °F (°C) | 17.4 (−8.1) | 18.9 (−7.3) | 27.9 (−2.3) | 41.2 (5.1) | 54.5 (12.5) | 62.6 (17.0) | 66.5 (19.2) | 65.4 (18.6) | 58.6 (14.8) | 46.4 (8.0) | 34.6 (1.4) | 23.4 (−4.8) | 43.1 (6.2) |
| Mean daily minimum °F (°C) | 6.9 (−13.9) | 6.4 (−14.2) | 15.7 (−9.1) | 28.5 (−1.9) | 41.3 (5.2) | 50.0 (10.0) | 54.2 (12.3) | 52.5 (11.4) | 45.8 (7.7) | 35.2 (1.8) | 25.2 (−3.8) | 14.1 (−9.9) | 31.3 (−0.4) |
| Mean minimum °F (°C) | −27 (−33) | −22 (−30) | −15 (−26) | 9 (−13) | 25 (−4) | 34 (1) | 40 (4) | 38 (3) | 29 (−2) | 19 (−7) | 4 (−16) | −15 (−26) | −30 (−34) |
| Record low °F (°C) | −45 (−43) | −38 (−39) | −29 (−34) | −4 (−20) | 17 (−8) | 25 (−4) | 32 (0) | 30 (−1) | 18 (−8) | 8 (−13) | −18 (−28) | −38 (−39) | −45 (−43) |
| Average precipitation inches (mm) | 3.99 (101) | 2.91 (74) | 3.07 (78) | 3.56 (90) | 4.71 (120) | 4.57 (116) | 4.69 (119) | 4.47 (114) | 4.43 (113) | 5.52 (140) | 3.78 (96) | 4.07 (103) | 49.77 (1,264) |
| Average snowfall inches (cm) | 40.90 (103.9) | 34.00 (86.4) | 23.20 (58.9) | 6.00 (15.2) | 0.20 (0.51) | 0.00 (0.00) | 0.00 (0.00) | 0.00 (0.00) | 0.00 (0.00) | 2.00 (5.1) | 12.50 (31.8) | 34.70 (88.1) | 153.5 (389.91) |
| Source 1: NOAA ||||||||||||||
| Source 2: XMACIS (records & monthly max/mins) ||||||||||||||
# Ary Fernandes

Ary Fernandes (March 31, 1931 – August 29, 2010) was a Brazilian playwright, actor, producer and filmmaker. He was born in São Paulo.

## Selected filmography

* Who Killed Anabela? (1956)
* Il domestico (1974)
# 1983–1988

1983–1988 is a 2016 compilation album by the Egyptian Lover. The compilation was compiled by Peanut Butter Wolf and released by Stones Throw Records. The album contains unreleased tracks by the Egyptian Lover and has music recorded between 1984 and 1994. The album received positive reviews from AllMusic and Pitchfork.

## Release

1983-1988 was released by Stones Throw on vinyl, compact disc and as an MP3 on April 15, 2016. The record was initially supposed to be a 30th anniversary release, but was held back to figure out which songs should be on the album.

## Critical reception

AllMusic suggested that "a more accurate title for this anthology might be 1983–1987, as none of the selections are drawn from the 1988 album Filthy" while noting that it includes music from 1994 such as his cover of "Sexual Harassment's "I Need a Freak". The review concluded that the compilation was "fit for a pharaoh", praising it as "sharply" designed and illustrated with "amusing" commentary from Broussard. Pitchfork stated the album was "smartly sequenced" and that the music "'80s 808-driven, Parliament- and Kraftwerk-inspired, breakbeats-referencing, futuristic-yet-analog pastiche that laid the foundation for everything from g-funk to techno to Miami bass that followed."

## Track listing

All track written, performed, and produced by Egyptian Lover unless otherwise noted.
* "Egyptian Lover Theme" – 4:31
* "Spray It Super AJ" – 3:00
* Uncle Jamm's Army – "Dial-A-Freak" (Greg Broussard, Roger Clayton) – 6:32
* "Yes, Yes, Yes (Peanut Butter Wolf re-edit)" (G. Broussard, R. Clayton) – 8:04
* "Egypt, Egypt" – 6:50
* "What is a DJ If He Can't Scratch" – 1:58
* "And My Beat Goes Boom (Peanut Butter Wolf re-edit)" – 5:45
* "Girls" – 5:48
* "I Cry (Night After Night)"– 5:45
* "The Ultimate Scratch" – 2:13
* Egyptian Lover feat. Jamie Jupiter – "My House (On the Nile)" – 5:25
* "Electric Encounter" – 4:25
* "Computer Love" – 3:21
* "Voices" – 5:20
* Jamie Jupiter – "Computer Power" – 7:00
* "Dance (Dub mix)" – 4:58
* "You're So Fine" – 5:30
* "Kinky Nation (Kingdom Kum)" – 4:15
* "Freak-A-Holic" – 4:36
* "The Alezby Inn" – 5:53
* "Sexy Style" – 5:00
* "I Need a Freak" (David Payton) – 5:02

## Personnel

Credits adapted from the liner notes.
* Egyptian Lover – writer, performer, producer, mixing (tracks 8, 9, 11)
* Jeff Weiss – liner notes
* Jamie Jupitor – photography, background vocals (track 11)
* Mr. Prinze – producer (track 3)
* Peanut Butter Wolf – compiler, mixing (tracks 8, 9, 11)
* Morgan Whitledge – engineer (tracks 8, 9, 11)
* Dam-Funk – additional synth, (track 22)
* Kelly Hibbert – mastering
* Jeff Jank – design
# Asaphodes aphelias

Asaphodes aphelias is a species of moth in the family Geometridae. It is endemic to New Zealand and has been observed in Fiordland. This species inhabits damp native scrub and has been observed in upland wetlands at altitudes of between 800 and 1100 m. Adults are on the wing in February but the female of this species is unusual as it has narrow fore and hind wings.

## Taxonomy

This species was first described by Philpott under the name Xanthorhoe helias obscura. In 1939 George Hudson discussed and illustrated this species under the name Xanthorhoe obscura. In 1939 Louis Beethoven Prout provided a new name for this species, naming it Xanthorhoe aphelias. Prout did so as the species originally named Scotocoremia obscura Butler, 1882 was at that point in time placed in the genus Xanthorhoe and Philpott had raised Xanthorhoe helias obscura to the rank of species. In 1971 J. S. Dugdale placed this species in the genus Asaphodes. In 1988 Dugdale affirmed this placement in his catalogue of New Zealand Lepidoptera. The holotype specimen, a male collected from Hump Ridge in Fiordland by Alfred Philpott, is held at the New Zealand Arthropod Collection.

## Description

Philpott first described this species, as a subspecies, as follows:
   ♂♀. 26–30 mm. Head and palpi ochreous, the latter usually darker. Antennae, shaft whitish-ochreous, pectinations darker. Thorax ochreous, tinged with reddish on shoulders. Abdomen ochreous mixed with fuscous, anal tuft bright ochreous. Legs whitish-ochreous, anterior pair suffused with fuscous. Forewings dull fuscous shading to ochreous along costa; first and second lines distinct, narrow, white; subterminal thin, whitish, sometimes partially obsolete: cilia pink. Hindwings ochreous, apical half fuscous; second line prominent, irregular, whitish, anteriorly fuscous-margined; one or two parallel ochreous lines sometimes follow second line, and there are indications occasionally of preceding lines also: cilia pink.
The female of this species is unusual as it has narrow fore and hind wings.

## Distribution

This species is endemic to New Zealand. It has been observed in Fiordland.

## Habitat

A. apelias inhabits damp native scrub and has been observed in upland wetlands at altitudes of between 800 and 1100 m.

## Behaviour

The adults of this species are on the wing in February.
# Hubo

Hubo or HUBO may refer to:
* HUBO, a walking humanoid robot developed by the Korea Advanced Institute of Science and Technology
* Hubo Netherlands, a Dutch hardware store chain
* Hubo Belgium, a Belgian hardware store chain
* Hubometer, an axle-mounted distance measuring device
# Artin–Verdier duality

In mathematics, Artin–Verdier duality is a duality theorem for constructible abelian sheaves over the spectrum of a ring of algebraic numbers, introduced by Michael Artin and Jean-Louis Verdier (1964), that generalizes Tate duality.
It shows that, as far as etale (or flat) cohomology is concerned, the ring of integers in a number field behaves like a 3-dimensional mathematical object.

## Statement

Let X be the spectrum of the ring of integers in a totally imaginary number field K, and F a constructible étale abelian sheaf on X. Then the Yoneda pairing
    $H^{r}(X,F)\times \operatorname {Ext} ^{3-r}(F,\mathbb {G} _{m})\to H^{3}(X,\mathbb {G} _{m})=\mathbb {Q} /\mathbb {Z}$
is a non-degenerate pairing of finite abelian groups, for every integer r.
Here, H$^r$(X,F) is the r-th étale cohomology group of the scheme X with values in F, and Ext$^r$(F,G) is the group of r-extensions of the étale sheaf G by the étale sheaf F in the category of étale abelian sheaves on X. Moreover, G$_m$ denotes the étale sheaf of units in the structure sheaf of X.
Christopher Deninger (1986) proved Artin–Verdier duality for constructible, but not necessarily torsion sheaves. For such a sheaf F, the above pairing induces isomorphisms
    ${\begin{aligned}H^{r}(X,F)^{*}&\cong \operatorname {Ext} ^{3-r}(F,\mathbb {G} _{m})&&r=0,1\\H^{r}(X,F)&\cong \operatorname {Ext} ^{3-r}(F,\mathbb {G} _{m})^{*}&&r=2,3\end{aligned}}$
where
    $(-)^{*}=\operatorname {Hom} (-,\mathbb {Q} /\mathbb {Z} ).$

## Finite flat group schemes

Let U be an open subscheme of the spectrum of the ring of integers in a number field K, and F a finite flat commutative group scheme over U. Then the cup product defines a non-degenerate pairing
    $H^{r}(U,F^{D})\times H_{c}^{3-r}(U,F)\to H_{c}^{3}(U,{\mathbb {G} }_{m})=\mathbb {Q} /\mathbb {Z}$
of finite abelian groups, for all integers r.
Here F$^D$ denotes the Cartier dual of F, which is another finite flat commutative group scheme over U. Moreover, $H^{r}(U,F)$ is the r-th flat cohomology group of the scheme U with values in the flat abelian sheaf F, and $H_{c}^{r}(U,F)$ is the r-th flat cohomology with compact supports of U with values in the flat abelian sheaf F.
The flat cohomology with compact supports is defined to give rise to a long exact sequence
    $\cdots \to H_{c}^{r}(U,F)\to H^{r}(U,F)\to \bigoplus \nolimits _{v\notin U}H^{r}(K_{v},F)\to H_{c}^{r+1}(U,F)\to \cdots$
The sum is taken over all places of K, which are not in U, including the archimedean ones. The local contribution H$^r$(K$_v$, F) is the Galois cohomology of the Henselization K$_v$ of K at the place v, modified a la Tate:
    $H^{r}(K_{v},F)=H_{T}^{r}(\mathrm {Gal} (K_{v}^{s}/K_{v}),F(K_{v}^{s})).$
Here $K_{v}^{s}$ is a separable closure of $K_{v}.$
# Barwedel

Barwedel is a municipality in the district of Gifhorn, in Lower Saxony, Germany.
# Nathan Cooper

Nathan Cooper may refer to:
* Nathan Cooper (Canadian politician) (born 1980), member of the Legislative Assembly of Alberta
* Nathan Cooper (Missouri politician), member of the Missouri House of Representatives
* Nathan A. Cooper (1802–1879), U.S. Army general from New Jersey
# Anticrates crocophaea

Anticrates crocophaea is a moth of the family Lacturidae. It is known from South Africa.
# Andrew Toth

Andrew J. Toth is a retired United States Air Force major general who last served as the commander of the Air Force Personnel Center. Previously, he was the Director of Operations of the Air Combat Command.
# Hyperolius kuligae

Hyperolius kuligae is a species of frog in the family Hyperoliidae. It is found in southwestern Cameroon, Gabon, and Equatorial Guinea and eastward to the central Democratic Republic of the Congo; it probably occurs in northern Republic of the Congo and the Central African Republic too. It is also reported from Uganda, but the status of this population is unclear. The specific name kuligae honours Paul Kuliga (1878–1948), a physician who joined an expedition to Cameroon in 1936. Common names Camp Kivu reed frog and Kuliga reed frog have been proposed for it.

## Description

Males grow to 22 mm (0.9 in) and females to 27 mm (1.1 in) in snout–vent length. The snout is blunt. The fingers and the toes are partially webbed and bear terminal discs. The dorsum is grey with a darker hourglass-like pattern. Pale dorsolateral bands may be present. The belly is off-white. Males have pale green to white throat.
The male advertisement call is a high-pitched buzz.

## Habitat and conservation

Hyperolius kuligae occurs in the forest–savanna ecotone near water (marshes, roadside ditches, small pools) as well as grassland and degraded forest, sometimes far away from water, but not in open savanna. Breeding takes place in standing bodies of water.
This species appears to be adaptable and is at least locally common. It is therefore unlikely to face major threats. It is present in a number of protected areas.