OpenLLM-France/wikimedia huggingface dataset:
# Deborah and Franklin Haimo Awards for Distinguished College or University Teaching of Mathematics

The Deborah and Franklin Tepper Haimo Awards for Distinguished College or University Teaching of Mathematics are awards given by the Mathematical Association of America to recognize college or university teachers "who have been widely recognized as extraordinarily successful and whose teaching effectiveness has been shown to have had influence beyond their own institutions." The Haimo awards are the highest teaching honor bestowed by the MAA. The awards were established in 1993 by Deborah Tepper Haimo and named after Haimo and her husband Franklin Haimo. After the first year of the award (when seven awards were given) up to three awards are given every year.

## Winners

The winners of the award have been:
* 1993: Joseph Gallian, Robert V. Hogg, Anne Hudson, Frank Morgan, V. Frederick Rickey, Doris Schattschneider, and Philip D. Straffin Jr.
* 1994: Paul Halmos, Justin Jesse Price, and Alan Tucker
* 1995: Robert L. Devaney, Lisa Mantini, and David S. Moore
* 1996: Thomas Banchoff, Edward M. Landesman, and Herbert Wilf
* 1997: Carl C. Cowen, Carl Pomerance, and T. Christine Stevens
* 1998: Colin Adams, Rhonda Hatcher, and Rhonda Hughes
* 1999: Joel Brawley, Robert W. Case, and Joan Hutchinson
* 2000: Arthur T. Benjamin, Donald S. Passman, and Gary W. Towsley
* 2001: Edward Burger, Evelyn Silvia, and Leonard F. Klosinki
* 2002: Dennis DeTurck, Paul Sally, and Edward Spitznagel Jr.
* 2003: Judith Grabiner, Ranjan Roy, and Paul Zeitz
* 2004: Thomas A. Garrity, Andy Liu, and Olympia Nicodemi
* 2005: Gerald L. Alexanderson, Aparna Higgins, and Deborah Hughes Hallett
* 2006: Jacqueline Dewar, Keith Stroyan, and Judy L. Walker
* 2007: Jennifer Quinn, Michael Starbird, and Gilbert Strang
* 2008: Annalisa Crannell, Kenneth I. Gross, and James A. Morrow
* 2009: Michael Bardzell, David Pengelley, and Vali Siadat
* 2010: Curtis Bennett, Michael Dorff, and Allan J. Rossman
* 2011: Erica Flapan, Karen Rhea, and Zvezdelina Stankova
* 2012: Matthew DeLong, Susan Loepp, and Cynthia Wyels
* 2013: Matthias Beck, Margaret M. Robinson, and Francis Su
* 2014: Carl Lee, Gavin LaRose, and Andrew Bennett
* 2015: Judith Covington, Brian Hopkins, and Shahriar Shahriari
* 2016: Satyan Devadoss, Tyler Jarvis, and Glen Van Brummelen
* 2017: Janet Barnett, Caren Diefenderfer, and Tevian Dray
* 2018: Gary Gordon, Hortensia Soto, and Ron Taylor
* 2019: Suzanne Dorée, Carl Lee, and Jennifer Switkes
* 2020: Federico Ardila, Mark Tomforde, and Suzanne Weekes
* 2021: Dave Kung, David Austin, and Elaine Kasimatis
* 2022: Pamela E. Harris, Darren Narayan, and Robin Wilson
* 2023: Carol S. Schumacher, Sarah C. Koch, and Adriana Salerno
* 2024: Candice Renee Price, Jan Rychtář, and Malena Español
# Coolus bushi

Coolus bushi is a species of skipper butterfly in the family Hesperiidae. It is the only species in the monotypic genus Coolus.
# Bayou Pierre (Louisiana)

Bayou Pierre is a partially man-made bayou and ancient course of the Red River in Louisiana, United States. It is a tributary of the Red River originating from an ancient bend of the Red River at Coate's Bluff (Wright Island) in Shreveport, LA (now blocked off by a levee to prevent the Red River from flooding into Bayou Pierre) and merging west from the town of Clarence, Louisiana. The upper part of Bayou Pierre within Shreveport city limits is now a concrete drainage ditch at the bottom of the former watercourse, and provides street drainage for much of eastern Shreveport before the concrete drainage ditch section ends south of LA 526.
During the era of the Great Red River Raft that blocked much of the Red River and diverted water into alternate waterways such as Bayou Pierre, Bayou Pierre was a navigable waterway that served as an alternate water route connecting the downriver plantations with Shreveport. History books tell of steamships docking at the current site of Betty Virginia Park in Shreveport, LA in order to bypass the raft and serve the plantations downriver.

## Wildlife Management Area

In Frierson, Louisiana, there is a wildlife area for Bayou Pierre and marshes. In this land, there are 2,799 acres. The land is owned by the Louisiana Department of Wildlife and Fisheries (LDWF). They allow hunting, trapping, and ornithology. Also, camping is allowed at specific areas.

### History

In the early 1990s, farmers drained the area and destroyed the ecosystem. However, the farming attempts backfired assumedly because of poor soil absorption. The farmers gave up and deeded the land to the LDWF.

### Ecosystem

The ecosystem is known to contain white-tailed deer, raccoons, sandpipers, dove, rabbits, and many types of waterfowl. In the winter, sandpipers flock to the area. Additionally, the area floods occasionally due to poor soil absorption.

## Fort Selden

Fort Selden was situated at the junction of Bayou Pierre and Red River in Natchitoches Parish, Louisiana.
# Teller (elections)

A teller is a person who counts votes in an election, vote, referendum or poll. Tellers are also known as scrutineers, poll-watchers, challengers or checkers.
They should be distinguished from polling agents and counting agents who officially represent candidates.

## United Kingdom

In the United Kingdom, tellers work on behalf of political parties (usually as volunteers). They stand or sit outside the polling station and collect electoral registration numbers (poll numbers) of voters as they enter or leave. They play no official part in the election and voters are under no obligation to speak with them. They are not polling agents, so they have no official rights, such as to enter the polling station. If asked, the tellers must explain they are not officials and why they are collecting poll numbers.
Tellers help their parties identify supporters who have not yet voted, so that they can be contacted and encouraged to vote, and offered assistance—such as transport to the polling station—if necessary. In as far as this increases turn-out, it may be said to be "good" for the democratic process, since a higher voter turnout is generally a stated objective.
Police officers may intervene if tellers "irritate voters, exert undue influence or obstruct the polling station."
Sometimes, some or all of the main parties might reach an agreement to take shifts, and pass on their lists to the other parties; however it is commonplace to see several tellers outside a polling station.
After the May 2005 Northern Ireland elections, the Electoral Commission concluded that some candidates' polling agents unlawfully assisted with identifying supporters who had not yet voted, by passing information from inside the polling place to other party workers. This information is not normally available to parties unless voters give it voluntarily to tellers.

## Other assemblies

In other deliberative assemblies, such as voluntary associations, elections and other matters of importance are frequently voted on by ballot. Tellers are appointed to count those ballots. Normally, the chairman appoints the tellers unless the organization's rules provide that tellers are appointed another way, such as appointment of an elections committee. The tellers are chosen for their accuracy and dependability, are not directly involved on what is being voted in, and usually are allowed to vote themselves.
# Lagrange reversion theorem

In mathematics, the Lagrange reversion theorem gives series or formal power series expansions of certain implicitly defined functions; indeed, of compositions with such functions.
Let v be a function of x and y in terms of another function f such that
    $v=x+yf(v)$
Then for any function g, for small enough y:
    $g(v)=g(x)+\sum _{k=1}^{\infty }{\frac {y^{k}}{k!}}\left({\frac {\partial }{\partial x}}\right)^{k-1}\left(f(x)^{k}g'(x)\right).$
If g is the identity, this becomes
    $v=x+\sum _{k=1}^{\infty }{\frac {y^{k}}{k!}}\left({\frac {\partial }{\partial x}}\right)^{k-1}\left(f(x)^{k}\right)$
In which case the equation can be derived using perturbation theory.
In 1770, Joseph Louis Lagrange (1736–1813) published his power series solution of the implicit equation for v mentioned above. However, his solution used cumbersome series expansions of logarithms. In 1780, Pierre-Simon Laplace (1749–1827) published a simpler proof of the theorem, which was based on relations between partial derivatives with respect to the variable x and the parameter y. Charles Hermite (1822–1901) presented the most straightforward proof of the theorem by using contour integration.
Lagrange's reversion theorem is used to obtain numerical solutions to Kepler's equation.

## Simple proof

We start by writing:
    $g(v)=\int \delta (yf(z)-z+x)g(z)(1-yf'(z))\,dz$
Writing the delta-function as an integral we have:
    ${\begin{aligned}g(v)&=\iint \exp(ik[yf(z)-z+x])g(z)(1-yf'(z))\,{\frac {dk}{2\pi }}\,dz\\[10pt]&=\sum _{n=0}^{\infty }\iint {\frac {(ikyf(z))^{n}}{n!}}g(z)(1-yf'(z))e^{ik(x-z)}\,{\frac {dk}{2\pi }}\,dz\\[10pt]&=\sum _{n=0}^{\infty }\left({\frac {\partial }{\partial x}}\right)^{n}\iint {\frac {(yf(z))^{n}}{n!}}g(z)(1-yf'(z))e^{ik(x-z)}\,{\frac {dk}{2\pi }}\,dz\end{aligned}}$
The integral over k then gives $\delta (x-z)$ and we have:
    ${\begin{aligned}g(v)&=\sum _{n=0}^{\infty }\left({\frac {\partial }{\partial x}}\right)^{n}\left[{\frac {(yf(x))^{n}}{n!}}g(x)(1-yf'(x))\right]\\[10pt]&=\sum _{n=0}^{\infty }\left({\frac {\partial }{\partial x}}\right)^{n}\left[{\frac {y^{n}f(x)^{n}g(x)}{n!}}-{\frac {y^{n+1}}{(n+1)!}}\left\{(g(x)f(x)^{n+1})'-g'(x)f(x)^{n+1}\right\}\right]\end{aligned}}$
Rearranging the sum and cancelling then gives the result:
    $g(v)=g(x)+\sum _{k=1}^{\infty }{\frac {y^{k}}{k!}}\left({\frac {\partial }{\partial x}}\right)^{k-1}\left(f(x)^{k}g'(x)\right)$
# 1981 European Athletics Indoor Championships – Men's pole vault

The men's pole vault event at the 1981 European Athletics Indoor Championships was held on 22 February.

## Results

| Rank | Name | Nationality | 5.00 | 5.15 | 5.25 | 5.35 | 5.45 | 5.50 | 5.55 | 5.60 | 5.65 | 5.70 | 5.75 | Result | Notes |
| | Thierry Vigneron | France | − | − | − | xo | − | o | − | o | − | o | xxx | 5.70 | =WR, CR |
| | Aleksandr Krupskiy | Soviet Union | − | − | o | − | o | − | o | o | o | x− | xx | 5.65 | |
| | Jean-Michel Bellot | France | − | − | − | o | − | xo | − | − | xo | xxx | | 5.65 | |
| 4 | Patrick Desruelles | Belgium | − | − | o | − | o | − | o | o | xxx | | | 5.60 | |
| 5 | Mariusz Klimczyk | Poland | − | − | − | xxo | − | xo | o | − | xxx | | | 5.55 | |
| 6 | Philippe Houvion | France | − | − | o | − | o | − | xo | − | xxx | | | 5.55 | |
| 7 | Vladimir Polyakov | Soviet Union | − | − | o | − | o | − | xo | − | xxx | | | 5.55 | |
| 8 | Atanas Tarev | Bulgaria | − | − | o | − | xxo | o | x− | x− | x | | | 5.50 | |
| 9 | Brian Hooper | Great Britain | o | − | o | xo | xxo | xxx | | | | | | 5.45 | |
| 10 | Aleksandr Chernyayev | Soviet Union | − | o | − | o | − | xxx | | | | | | 5.35 | |
| 11 | Günther Lohre | West Germany | − | − | o | xo | xxx | | | | | | | 5.35 | |
| 12 | Rauli Pudas | Finland | − | − | xo | xo | xxx | | | | | | | 5.35 | |
| 13 | Ivo Yanchev | Bulgaria | − | o | xo | xo | − | xr | | | | | | 5.35 | |
| 14 | Miro Zalar | Sweden | − | − | xo | xxo | xx− | x | | | | | | 5.35 | |
| 15 | Tapani Haapakoski | Finland | − | o | o | xxx | | | | | | | | 5.25 | |
| 16 | Roger Oriol | Spain | − | xxo | o | xxx | | | | | | | | 5.25 | |
| 17 | Petr Habel | Czechoslovakia | xo | o | xxx | | | | | | | | | 5.15 | |
| | Ilkka Pekkala | Finland | xxx | | | | | | | | | | | NM | |
| | Keith Stock | Great Britain | − | xxx | | | | | | | | | | NM | |
| | Bernd Müller | West Germany | xxx | | | | | | | | | | | NM | |
| | Zbigniew Matyka | Poland | xxx | | | | | | | | | | | NM | |
# Anlaby Road

53°44′45″N 0°21′53″W﻿ / ﻿53.74583°N 0.36472°W﻿ / 53.74583; -0.36472 Anlaby Road was a sports venue in Hull. The ground was used for football club Hull City between 1906 and 1939. The record attendance was 32,000 in a FA Cup game against Newcastle United. The stands were bombed during the Second World War but Hull City used the site for training and reserve matches until 1965, when a railway line was built over the pitch.

## History

Hull City football club played its first game at Dairycoates then seventeen games at The Circle cricket ground. The club then moved to their own ground, Anlaby Road adjacent to the Circle. The ground was opened on 24 March 1906 with 2,000 spectators in the covered stand for the visit of Blackpool, which ended in a 2–2 draw. The covered stand was extended to 8,000 by the start of the 1907–08 season with a further 8,000 capacity of uncovered terrace. The season passes for the first season cost one guinea (£1–1s–0d/£1.05).
Over the next few years, parts of the north and east stands were covered over despite wind damage to several sections of the stand. On Easter Monday 1914, a few hours after a 0–2 defeat at home to Bury, a fire destroyed the main stand and it was only the considerable efforts of the fire brigade that prevented the destruction of the north stand too. The cause was never determined though speculation included a carelessly discarded cigarette, arson and even the actions of suffragettes. The stand was replaced in the summer with a new brick and steel structure provided largely through the generosity of one of Hull City's directors, Bob Mungall.
On 21 April 1934 after a 1–0 home defeat by Preston North End a crowd incident resulted in the ground being closed for the first fourteen days of the 1934–35 season.
Hull City suspended their operations in 1941 as a result of the war. The ground was damaged during the Blitz of Hull and estimated repair costs were in the region of £1,000. At the same time, the cricket club had been served notice to quit and in 1943, the tenancy was officially ended. The team then moved to Boothferry Park.

## After closure

Although the Hull City first team never played at Anlaby Road again, football was played at the Circle until 1965. This included several war time fixtures, two seasons of use by Hull Amateurs and Junior matches for Hull City. The last game at the ground was played on 20 April 1965 and two days later it was demolished to make way for a section of rail track to link the East Coast line to Scarborough and allow the removal of three level crossings.
Hull City AFC, along with Hull F.C., moved to the new Kingston Communications Stadium built on the land at Hull Circle in December 2002.
# Love on Wheels (1954 film)

Love on Wheels (Spanish: Amor sobre ruedas) is a 1954 Spanish musical comedy film directed by Ramón Torrado and starring Carmen Morell, Pepe Blanco and José Isbert. It was shot at the CEA Studios in Madrid. The film's sets were designed by the art directors Gil Parrondo and Luis Pérez Espinosa.

## Synopsis

A taxi driver enters a competition for amateur singers. While at the radio station he encounters a famous singer and falls in love with her.

## Cast

* Carmen Morell as Rosario Banderas Flores
* Pepe Blanco as Pepe García
* José Isbert as Representante Carmona
* Félix Fernández as Don Eduardo
* Xan das Bolas as Cristóbal
* Antonio Riquelme as Viajero enamorado
* Tony Soler as Patro
* Alicia Altabella as Lina
* Casimiro Hurtado as Bombero
* Carlos Díaz de Mendoza as Gerente
* Luis Sánchez Polack as Director artístico
* Joaquín Portillo 'Top' as Galloso
* Emilio Segura as Locutor de radio
* Julia Delgado Caro as abuela de Pepe
* Manuel Guitián as Pasajero taxi
* Antonio Ozores as Sandoval
* Aníbal Vela as Redactor jefe
# Hanaguri Ide

The Hanaguri Ide (鼻ぐり井手, Hanaguri Ide) is a specially constructed 387-meter canal in Kikuyō, Kumamoto, Japan, which lets water flow into the downstream without depositing the mixed ash. The Aso area from which water flows is rich in such ash, volcanic in nature. This structure was credited to Katō Kiyomasa who had it constructed it in the early 1600s.

## Etymology

"Hanaguri" is the Japanese word for an ox's muzzle-ring. The Hanaguri Ide looks like such a ring.
Another term is Karakawano Tsukumobane (辛川の九十九刎, Karakawano Tsukumobane) or the "99 splashes of Karakawa" (the location of the canal). It is also called Karakawano Tsuzuraore.

## Structure

Katō Kiyomasa (加藤 清正, Katō Kiyomasa) (1562 - 1611) was a daimyō who entered Kumamoto in 1588. He was known not only as a samurai but also as a castle builder and as one who controlled　rivers. He designed a 113-meter-wide dam to control the flow of Shirakawa River, at Babagusu village, followed by a 1,638-meter canal and a 387-meter special canal called Hanaguri Ide. The rock bed had 2-meter-wide tunnels, interconnected and situated alternately at different heights, so that the entering water would crash violently and come in contact with the surfaces of each tunnel, and ash would whirl down the downstream.
There were officials who did not understand the structure, and destroyed 52 holes. However, with 28 holes remaining, Hanaguri Ide worked well. The Hanaguri Ide enriched wide areas good for rice fields, so that tax revenues tripled after the construction of Hanaguri Ide.

## Improvements in agriculture

A number of rice fields were developed due to Hanaguri Ide:
* Nuyamazu Tenaga area: about 21 chō (1 chō is 2.451 acres)
* Ozu Tenaga area:about 33 chō
* Honjo Tenaga area:about 23 chō

## The period of construction

It was assumed to be between 1600 and 1611 based on the personal history of Katō Kiyomasa who governed the Higo country. There was a reference that the dam was constructed in 1608.

## Floods

Hanaguri Ide experienced two big floods; one in July, 1796 and another on June 26, 1953 or 1953 North Kyushu Flood. Especially the latter flood contained volcanic ash due to the eruption of Mount Aso, Kumamoto Prefecture. There was a monument after the reconstruction of the dam as follows.

## The Monument

   History: Originally, Hanagiru Ide was constructed by Katō Kiyomasa in order to cultivate and enrich the land making a side river branch of Shirakawa River between Hakusui Mura and Tomiai Mura (name of place) 350 years ago. Hanaguri Ide was constructed to remove sand and ash letting water flow smoothly, and enriching the areas as rice fields as large as 95 chō. Incidentally, there was a big flood containing volcanic ash from Mount Aso on June 26, 1953. With the national budget of 5,900,0000 yen, the Babagusu dam was reconstructed in October 1955. Share the joy of construction and never forget the history of the dam. October 1955, Atsushi Okamoto, Kumamoto Prefecture Assembly Disaster Committee Member
# Nishio Tadayuki

Nishio Tadanao (西尾 忠移, 1749 – May 9, 1801) was a daimyō in mid-Edo period Japan, who ruled Yokosuka Domain in Tōtōmi Province.
Nishio Tadayuki was the second son of the third daimyō of Yokosuka Domain, Nishio Tadamitsu. As his elder brother Tadamasa died in October 1765, Tadayuki was chosen to succeed his father. In 1766 he received court rank and Yamashiro no Kami. In 1782, he succeeded his newly retired father as daimyō of the Yokosuka Domain, also receiving his father's courtesy title of Oki no Kami.
Tadayuki entered the administration of the Tokugawa shogunate in 1784, holding the concurrent offices of Sōshaban and Jisha-bugyō. There was a brief period where he was barred from service (after the burning of his Edo residence later that year), but he was soon back to work, and even retained his position despite the fact that his father-in-law was Tanuma Okitsugu. During his tenure, Tadayuki assisted in the attainder of Sagara Domain.
In the administration of Yokosuka Domain, Tadayuki improved the financial situation by encouraging sweet potato cultivation and research into sugar refining. He also had a great personal interest in the arts and in rangaku, and employed many prominent figures in this field, including Takamori Kankō.
Tadayuki died in Yokosuka Castle, on May 9, 1801. As his biological son had died young, his adopted heir Nishio Tadayoshi succeeded him. His grave is located at the Nishio clan temple of Ryumin-ji in modern Kakegawa, Shizuoka.
| Preceded byNishio Tadamitsu | Daimyō of Yokosuka 1782-1801 | Succeeded byNishio Tadayoshi |
# Yonekura Tadasuke

Yonekura Tadasuke (米倉忠仰, March 15, 1706 – May 29, 1736) was a daimyō in mid-Edo period Japan. His courtesy title was Tango-no-kami.

## Biography

Yonekura Tadasuke was the sixth son of Yanagisawa Yoshiyasu, a favorite of shōgun Tokugawa Tsunayoshi who served in a number of important posts within the administration of the Tokugawa shogunate. In 1710, he was adopted by Yonekura Masateru, the daimyō of Minagawa Domain in Shimotsuke Province, and succeeded to the head of the Yonekura clan and daimyo of Minagawa two years later. On September 1, 1716, he was received in a formal audience by Shogun Tokugawa Yoshimune. On July 27, 1722, he transferred the seat of the Yonekura clan to Mutsuura Domain in southern Musashi Province, (modern-day Kanazawa-ku, Yokohama, Kanagawa Prefecture), where his descendants continued to reside until the Meiji Restoration.
Yonelura Tadasuke died of illness at the young age of 30, leaving behind Yonekura Satonori, his two-year-old heir. This resulted in an O-Ie Sōdō, in which some of his retainers misrepresented the young heir's age to the shogunate.
Yonekura Tadasuke was married to a daughter of Honda Tadanao, the daimyō of Koriyama Domain in Yamato Province.
# Jacqueline Díaz

Jacqueline Díaz (born 15 June 1964) is a Chilean table tennis player. She competed in the women's singles event at the 1988 Summer Olympics.
# Sunrise industry

A sunrise industry (sometimes also called as emerging industry) is a new industry that is growing fast and is expected to become important in the future. Examples of sunrise industries include hydrogen fuel production, petrochemical industry, food processing industry, space tourism, and online encyclopedias.
# Tatsuaki Kuroda

Tatsuaki Kuroda (黒田 辰秋, Kuroda Tatsuaki, 1904–1982) was a Japanese woodworker and lacquerware artist. He was nominated a Living National Treasure in 1970.
He received a commission to create the doorknob bases for the Take-no-Ma audience room in the new Tokyo Imperial Palace. The bases are 52cm in diameter and decorated with “raden”, in which shell or pieces of precious metals are set. He used Japanese mother of pearl on the inner side and Mexican shells were set on the outside. The hall also features works by Heihachirō Fukuda and Hajime Katō.
# Melissa Mulloy

Melissa Mulloy (born March 16, 1978, in Danvers, Massachusetts) is an American sport shooter. She competed at the 2000 Summer Olympics in the women's 50 metre rifle three positions event, in which she placed eighth.
# FK Bair Krkardaš

FK Bair Krkardaš (Macedonian: ФК Баир Кркардаш) was a football club based in the city of Bitola, North Macedonia. They last played in the Macedonian Third League.

## History

The club was founded in 1992.
# FK Bratstvo Lisičani

FK Bratstvo Lisičani (Macedonian: ФК Братство Лисичани) is a football club based in the village of Lisičani near Kičevo, North Macedonia. They currently playing in the OFS Gostivar league.

## History

The club was founded in 1982.
# Hjelm Range

The Hjelm Range (Danish: Hjelmbjergene) is a mountain range in the Gauss Peninsula, King Christian X Land, northeastern Greenland. Administratively this range is part of the Northeast Greenland National Park zone.
The range was named by the 1931 - 1934 Three-year Expedition to East Greenland following a suggestion by expedition member Thyge Johansen, who said that the rounded mountaintops reminded him of the helmets worn by Roman soldiers.

## Geography

The Hjelm Range is a mountain chain located in the southern part of the Gauss Peninsula stretching roughly from NW to SE along the coast of the Kaiser Franz Joseph Fjord. Its northern limit is the Paralleldal and the highest point of the range is 1,627 m (5,338 ft) high Harder Bjerg (Hardersbjerg) The Vestre Plateau and the Margrethedal mark the eastern limit of the range. The area of the Hjelm mountains is uninhabited.

### Mountains

* Bøggild Bjerg
* Gunnbjörnfjellet
* Harder Bjerg
* Langbjerg
* Smith Woodward Bjerg
* Stensiø Bjerg
* Torkjellfjellet