OpenLLM-France/wikimedia huggingface dataset:
# Shire of Normanby

The Shire of Normanby is a former local government area in the south-east of Queensland, Australia. Its administrative centre was in Harrisville.

## History

On 11 November 1879, the Mutdapilly Division was created as one of 74 divisions within Queensland under the Divisional Boards Act 1879. On 25 October 1890, part of the Mutdapilly Division was excised to create the Normanby Division.
With the passage of the Local Authorities Act 1902, the Normanby Division became the Shire of Normanby on 31 March 1903.

### Greater Ipswich Scheme of 1949

On 29 January 1949, a new Local Government Act was enacted to further amalgamate local government in the Ipswich area, abolishing the Shires of Normanby and Rosewood. The City of Ipswich was enlarged (from 12¼ square miles to 30 square miles) to include the more urban parts of the Shire of Moreton (formerly known as the Shire of Ipswich). The Shire of Moreton was then enlarged by the inclusion of the northern part of the Shire of Normanby and all the Shire of Rosewood. The southern part of the Shire of Normanby was transferred to an enlarged Shire of Boonah.

## Chairmen

* 1891: Thomas Robertson
* 1909: R.C. Marcuis Fischer
* 1919: R.C. Marcuis Fischer
* 1920: H. Perrett
* 1915: Edward Joseph Hayes*
* 1927: Walter Harsant
* George Brown served for 9 years as chairman
# Central Government Employees Welfare Housing Organisation

Central Government Employees Welfare Housing Organisation is an autonomous organisation of the Indian Government established in 1995. The organisation was established to construct and manage non-profit housing for serving and retired employees of the Union Government of India and their families. Since 1995 the organisation has constructed two houses every day.
# Cercocarpus fothergilloides

Cercocarpus fothergilloides is a Mexican plant species in the rose family. It is widely distributed in northern and eastern Mexico, from Tamaulipas and Coahuila south as far as Oaxaca.

## Description

Cercocarpus fothergilloides is a shrub or small tree sometimes reaching 5 meters (17 feet) in height but usually much shorter. Leaves are egg-shaped, thick and leathery, with a thick coat of hairs on the underside but nearly hairless on the upper side. Flowers are borne in groups of 5–10.

## Range and habitat

Cercocarpus fothergilloides is widely distributed in the states of Chihuahua, Coahuila, Nuevo León, Tamaulipas, San Luis Potosí, Querétaro, and Hidalgo, where it is found in the Sierra Madre Oriental and ranges on the Mexican Plateau. Its estimated extent of occurrence (EOO) is large, at 220,293.371 km$^2$. Its estimated area of occupancy (AOO) is 304 km$^2$, but is likely much larger.
It is found in montane dry shrubland (matorral or chaparral) and montane oak forest and woodland, from 1400 to 2,600 meters elevation.

## Conservation

The species is subject to habitat loss from logging, livestock grazing, human-caused fires, and other human activity across much of its range. It is also found in areas of well-conserved habitat. It not currently considered threatened, and its conservation status is assessed as least concern.
# Ceratocystis adiposa

Ceratocystis adiposa is a species of fungus in the family Ceratocystidaceae. It is a plant pathogen.
# Vodoley Rock

Vodoley Rock is the rock extending 220 m (720 ft) in northwest–southeast direction and 110 m (360 ft) wide in Barclay Bay on the west side of Ioannes Paulus II Peninsula on Livingston Island in the South Shetland Islands, Antarctica. The area was visited by early 19th century sealers operating on nearby Byers Peninsula and Cape Shirreff.
The feature is named after the settlement of Vodoley in northern Bulgaria.

## Location

The rock is located at 62°31′13″S 60°51′35″W﻿ / ﻿62.52028°S 60.85972°W﻿ / -62.52028; -60.85972 which is 1.2 km (0.75 mi)west-southwest of Dreyfus Point, 1.8 km (1.1 mi) northwest of Scesa Point and 4.75 km (2.95 mi) northeast of Frederick Rocks (Bulgarian mapping in 2005 and 2009).
# Vojtěch Hřímalý (junior)

Vojtěch Hřímalý (30 July 1842 in Plzeň – 15 June 1908 in Vienna) was a composer, violinist, and conductor from Austria-Hungary.
He is the older brother of the violinist Jan Hřímalý.
# Tony Fletcher (politician)

Anthony William Fletcher (27 October 1934 – 27 August 2020) was an Australian politician. He was an Independent member of the Tasmanian Legislative Council from 1981 to 2005, representing first Russell and then Murchison.
Fletcher, who was born in Hobart, first entered the Council in 1981; although an Independent, he served as Leader of the Liberal Government in the Legislative Council from 1986–89 (during Robin Gray's premiership) and from 1996–98 (Tony Rundle's premiership). In 1999, the seat of Russell was replaced with Murchison, which Fletcher won. He retired from the Legislative Council in 2005.
The ashes of beloved Smithton Magpies CHFA legend Tony Fletcher were scattered in the railway end pack pocket of the Smithton football ground on April 10, 2022 as part of a Magpies’ reunion following a request from his family. Mr Fletcher guided the club to nine premierships in the competition as playing coach between 1958 and 1968.
# Tony Flavin

Tony Flavin was a Gaelic footballer who played with Kerry and London during the 1960s and 1970s.
He captained the London team that beat Leitrim in the Connacht Championship in 1977, which until 2011 was London's only championship win. In 1971 he won his All Ireland Junior medal when London beat Dublin 1-09 to 0-09. He played minor and under 21 with Kerry and help his team to under 21 and Junior Munster titles.
He won six London Championships with The Kingdom between 1973 and 1978, plus five senior league titles and five All Britain Club Championships. Tony also won two All Ireland 7-a-Sides in 1975 -76.
# Tore Lokoloko

Sir Tore Lokoloko GCL GCMG GCVO OBE (21 September 1930 – 13 March 2013) was a Papua New Guinean politician who served as the second governor-general of Papua New Guinea from 1977 to 1983. He was governor-general during Queen Elizabeth's Silver Jubilee visit to the country, when he was appointed GCVO and GCMG.
Lokoloko was born in the village of Iokea, Papua (now in Gulf Province, Papua New Guinea). He was the son of Paramount Chief Lokoloko Tore, and attended the Sogeri School, set up by the former Australian administrators in 1944.
Like Sir John Guise, Lokoloko had been a member of the House of Assembly of Papua and New Guinea prior to self-government, from 1968 to 1972. He was selected to replace Guise as Governor-General on 18 February 1977, and remained in that position through 1 March 1983. He later became the chairman of Indosuez Niugine Bank, a position he remained in through 1989. Lokoloko died on 13 March 2013 of respiratory failure after a severe asthma attack.
# Torekov

Torekov (Swedish pronunciation:) is a locality situated in Båstad Municipality, Skåne County, Sweden with 863 inhabitants in 2010. It is still a fishing village but it is today known as a summer resort.
In August 1971 Torekov hosted a meeting in which it was decided to strip the king of all but his symbolic formal political powers, known as the "Torekov Compromise".

## The name

According to an old legend, the town is named after a girl later known as Saint Thora who was drowned by her stepmother, found on the shore of Torekov, and buried by a blind man who then regained his sight. However, the more prosaic explanation refers to two old words thora meaning height, and kove meaning cabin or hut.

## Population From 1960 to 2010

| Year | 1960 | 1965 | 1970 | 1975 | 1980 | 1990 | 1995 | 2000 | 2005 | 2010 |
| Population | 531 | 512 | 509 | 668 | 822 | 933 | 1015 | 947 | 888 | 863 |
# Cerithium lissum

Cerithium lissum is a species of sea snail, a marine gastropod mollusk in the family Cerithiidae.

## Distribution

The distribution of Cerithium lissum includes the Western Central Pacific.
* Philippines
# Centriscus cristatus

Centriscus cristatus, also known as the smooth razorfish or wafer shrimpfish, is the largest member of the family Centriscidae of the order Syngnathiformes. It is found in the eastern Indian Ocean and the western Pacific Ocean.

## Description

The smooth razorfish possesses a body at the same time very stretched and compressed laterally, it can reach a size of maximum 30 centimetres (12 in). Its snout is long and tubular. Its fins are translucent and the dorsal spine is rigid. Its body coloration is bright silver with a dusky to yellow middle line and with bluish streaks perpendicular to the median line.

## Distribution and habitat

Centriscus cristatus is found in the central Indo-Pacific area between in the west the western Indonesia until the Marshall Islands to the east, and the Australian shore (west, north and east) New Caledonia included for the southern limit to the south Japan in the northern limit. This is a benthic coastal species which occurs in estuarine brackish waters, gorgonian fields, and seagrass beds. It can be found in waters of less than 10 metres (33 ft).

## Biology

It occurs solitary or in small groups, swimming head down but can adopt a horizontal fast swimming posture in case of danger. It feeds on small planktonic crustaceans, particularly amphipoda and mysids. Its breeding biology is little known and requires more study but it is oviparous with planktonic eggs and larvae.

## Conservation

Centriscus cristatus has a widespread distribution but the species may be in decline due to habitat loss as seagrass beds are destroyed or degraded. Although this threat has not been measured throughout its range and the IUCN list the species as Data Deficient. Both species of Centriscus are sought after by the aquarium hobby but the effects of this trade are unknown.
# Volleyball at the 2013 Canada Summer Games

Volleyball at the 2013 Canada Summer Games was held at the Université de Sherbrooke's Centre Sportifin Sherbrooke, Quebec.
The events will be held during the first week between August 3 and 8, 2013.

## Medal table

The following is the medal table for diving at the 2013 Canada Summer Games.
* Host nation (Quebec)
| Rank | Nation | Gold | Silver | Bronze | Total |
| 1 | Alberta | 2 | 0 | 0 | 2 |
| 2 | British Columbia | 0 | 1 | 1 | 2 |
| 3 | Quebec* | 0 | 1 | 0 | 1 |
| 4 | Manitoba | 0 | 0 | 1 | 1 |
| Totals (4 entries) | Totals (4 entries) | 2 | 2 | 2 | 6 |

## Medalists

| Event | Gold | Silver | Bronze |
| Men's | Alberta | Quebec | British Columbia |
| Women's | Alberta | British Columbia | Manitoba |

## Men's
### Group A

| Team | W | L | Sets won | Sets lost | Pts for | Pts against |
| Alberta | 4 | 0 | 12 | 4 | 373 | 340 |
| Quebec | 3 | 1 | 10 | 4 | 338 | 297 |
| Manitoba | 2 | 2 | 7 | 7 | 336 | 323 |
| New Brunswick | 1 | 3 | 5 | 9 | 310 | 337 |
| Nova Scotia | 0 | 4 | 2 | 12 | 269 | 329 |

### Group B

| Team | W | L | Sets won | Sets lost | Pts for | Pts against |
| Ontario | 5 | 0 | 15 | 0 | 375 | 233 |
| British Columbia | 4 | 1 | 12 | 5 | 396 | 270 |
| Saskatchewan | 3 | 2 | 11 | 6 | 383 | 312 |
| Newfoundland and Labrador | 2 | 3 | 6 | 11 | 293 | 410 |
| Yukon | 1 | 4 | 5 | 12 | 308 | 389 |
| Prince Edward Island | 0 | 5 | 0 | 15 | 243 | 384 |

### Playoffs

| Quarter-finals | Quarter-finals | Quarter-finals | Semi-finals | Semi-finals | Semi-finals | Finals | Finals | Finals |
| | | | 1 | Alberta | 3 | | | |
| 2 | British Columbia | 3 | 2 | British Columbia | 0 | | | |
| 3 | Manitoba | 2 | | | | 1 | Alberta | 3 |
| | | | | | | 2 | Quebec | 0 |
| | | | 1 | Ontario | 2 |
| 2 | Quebec | 3 | 2 | Quebec | 3 |
| 3 | Saskatchewan | 0 | | | | Third place | Third place | Third place |
| | | | | | | 2 | British Columbia | 3 |
| | | | | | | 1 | Ontario | 1 |

## Women's
### Group C

| Team | W | L | Sets won | Sets lost | Pts for | Pts against |
| Manitoba | 4 | 0 | 12 | 0 | 301 | 207 |
| Quebec | 3 | 1 | 9 | 4 | 285 | 255 |
| Nova Scotia | 2 | 2 | 7 | 6 | 303 | 278 |
| New Brunswick | 1 | 3 | 3 | 10 | 260 | 310 |
| Newfoundland and Labrador | 0 | 4 | 1 | 12 | 226 | 325 |

### Group D

| Team | W | L | Sets won | Sets lost | Pts for | Pts against |
| British Columbia | 5 | 0 | 15 | 1 | 395 | 232 |
| Alberta | 4 | 1 | 13 | 5 | 405 | 296 |
| Ontario | 3 | 2 | 11 | 6 | 385 | 303 |
| Saskatchewan | 2 | 3 | 6 | 9 | 319 | 295 |
| Prince Edward Island | 1 | 4 | 3 | 12 | 209 | 337 |
| Yukon | 0 | 5 | 0 | 15 | 125 | 375 |

### Playoffs

| Quarter-finals | Quarter-finals | Quarter-finals | Semi-finals | Semi-finals | Semi-finals | Finals | Finals | Finals |
| | | | 1 | Manitoba | 0 | | | |
| 2 | Alberta | 3 | 2 | Alberta | 3 | | | |
| 3 | Quebec | 0 | | | | 2 | Alberta | 3 |
| | | | | | | 1 | British Columbia | 2 |
| | | | 1 | British Columbia | 3 |
| 2 | Ontario | 3 | 2 | Ontario | 1 |
| 3 | Nova Scotia | 1 | | | | Third place | Third place | Third place |
| | | | | | | 1 | Manitoba | 3 |
| | | | | | | 3 | Ontario | 2 |
# Ceryx hageni

Ceryx hageni is a moth of the subfamily Arctiinae. It was described by Snellen in 1895. It is found on Sumatra.
# Ceryx flaviplagia

Ceryx flaviplagia is a moth of the subfamily Arctiinae. It was described by George Hampson in 1898. It is found in the Philippines.
# Ceryx formicina

Ceryx formicina is a moth of the subfamily Arctiinae. It was described by Charles Swinhoe in 1892. It is found on New Guinea.
# Cerithiella pernambucoensis

Cerithiella pernambucoensis is a species of very small sea snail, a marine gastropod mollusc in the family Newtoniellidae. It was described by de Lima and de Barros, in 2007.
# Cesare Benedetti (disambiguation)

Cesare Benedetti (born 1987) is an Italian cyclist.
Cesare Benedetti may also refer to:
* Cesare Benedetti (footballer, born October 1920) (1920–2002), Italian footballer with Roma and Salernitana, and later a painter
* Cesare Benedetti (footballer, born November 1920) (1920–1990), Italian footballer who played in France for Marseille and Toulouse
# Cesare Battisti

Cesare Battisti may refer to:
* Cesare Battisti (politician) (1875–1916), Italian politician
* Cesare Battisti (militant) (born 1954), former member of the Armed Proletarians for Communism in Italy
* Italian destroyer Cesare Battisti, in service 1927–1941
# Tour de Murrieta

The Tour de Murrieta is a multi-day cycling race held annually in March around Murrieta, California.

## Winners
### Men

| Year | Winner | Second | Third |
| 2005 | Curtis Gunn | Erik Saunders | Jacob Erker |
| 2006 | Jeremiah Wiscovitch | Daniel Ramsey | Chris DeMarchi |
| 2007 | Christian Walker | Arjuna Flenner | Bryson Perry |
| 2008 | Jonathan Cantwell | Dominique Rollin | Rahsaan Bahati |
| 2009 | Chad Beyer | Jonathan Cantwell | Rahsaan Bahati |
| 2010 | Karl Menzies | Jonathan Cantwell | Aníbal Borrajo |
| 2011 | Sean Mazich | Eric Marcotte | Nic Hamilton |
| 2012 | David Santos | Michael Weicht [de] | Christiaan Kriek |
| 2013 | Christiaan Kriek | Sean Mazich | Serghei Tvetcov |
| 2014 | Kirk Carlsen | Ian Burnett | Fabrizio Von Nacher |
| 2015 | Ulises Castillo | Chris Barton | Cory Williams |
| 2016 | Ulises Castillo | Justin Oien | Ben Wolfe |
| 2017 | Callum Gordon | Cory Lockwood | René Corella |
| 2018 | Justin Williams | Orlando Garibay | Tyler Locke |
| 2019 | Sean McElroy | Cory Williams | Alfredo Rodríguez |
| 2020 | Cory Williams | Tyler Williams | Justin Williams |
| 2021 | Ama Nsek | Osvaldo Mora | Ryan Jastrab |
| 2022 | Cory Williams | Clever Martínez | Sean McElroy |
| 2023 | Cory Williams | Ryan Gorman | Taylor Warren |
| 2024 | Scott Redding | Lucas Bourgoyne | Juan Enrique Aldapa |

### Women

| Year | Winner | Second | Third |
| 2006 | Dotsie Cowden | Laura Yoisten | Carol Lynn Neal |
| 2014 | Lex Albrecht | Julie Cutts | Jessica Noyola |
| 2015 | Amber Gaffney | Mary Elizabeth Maroon | Pamela Schuster |
| 2016 | Gretchen Stumhofer | Alison Jackson | Scotti Lechuga |
| 2017 | Kristabel Doebel-Hickok | Holly Breck | Esther Walker |
| 2018 | Shelby Reynolds | Esther Walker | Lizbeth Ureño |
| 2019 | Holly Breck | Silvia Fernanda Polanco | Antonieta Gaxiola |
| 2020 | Claire Cameron | Kaia Schmid | Maddy Ward |
| 2021 | Shelby Reynolds | Hayley Bates | Charity Chia |
| 2022 | Chloe Patrick | Colleen Gulick | Cassidy Hickey |
| 2023 | Colleen Gulick | Holly Breck | Laurel Rathbun |
| 2024 | Rebecca Lang | Ana Hernández | Ella Brenneman |
# Volume Five

Volume Five, Volume 5, Volume V can represent:
* Volume 5: Anatomic
* Volume Five, an album published by Volume magazine
* Jock Jams, Volume 5
* Volume 5: Poetry for the Masses (SeaShedShitheadByTheSheSore) The Desert Sessions
* On Broadway Volume 5
# Toronto (City) Board of Education v Ontario Secondary School Teachers' Federation, District 15

Toronto (City) Board of Education v Ontario Secondary School Teachers' Federation, District 15, [1997] 1 S.C.R. 487 is a leading decision of the Supreme Court of Canada on judicial review of administrative decisions. The Court held that the review of a just cause dismissal was patently unreasonable on the basis that the decision had no evidentiary basis.

## Background

Jagdish Bhadauria, a secondary school teacher, had made 39 applications for a position of vice-principal. He was granted several interviews but never hired. He filed a complaint to the human rights commission for discrimination. His claim of systemic discrimination was not made out and his claim was rejected. During and immediately following the adjudication of Bhadauria's complaint, he wrote three letters to members of the senior administration of his employer board of education comparing the actions of select administrators to those of Adolf Hitler, Idi Amin, Augusto Pinochet, and others.
Bhadauria was subjected to psychiatric assessment by two separate doctors. Both doctors believed he was intent on frightening the board of education but was not likely to be violent. One opinion recommended therapy. On receipt of both medical opinions, Bhadauria's position as a teacher was terminated. Through his union, Bhadauria filed a grievance for termination without just cause.
The Board of Arbitration found that Bhadauria was dismissed without just cause and he was given an award. The Board of Education applied for judicial review to the divisional court, who then quashed the ruling. On appeal to the Ontario Court of Appeal, the arbitration award was restored.
The issue before the Supreme Court was whether "the Board of Arbitration made a patently unreasonable decision in ordering that Mr. Bhadauria be conditionally reinstated in his position as a teacher with the appellant Board of Education."

## Reasons of the court

Justice Cory, writing for the majority, allowed the appeal.
Cory found that the proper standard of review of a finding of "just cause" is one of patent unreasonableness based on the privative clause of the board's constituting legislation and the factual nature of the question. Courts should give great deference where the decision rests largely on findings of facts based on evidence presented at a hearing.
The arbitration board had found that Bhadauria's misconduct was temporary as it was due to his frustration at the school board, and that he was not beyond redemption. The Court held that there was no evidence at all that supported these claims and so ruled that the conclusion was patently unreasonable.
# Certainty effect

The certainty effect is the psychological effect resulting from the reduction of probability from certain to probable (Tversky & Kahneman 1986). It is an idea introduced in prospect theory.
Normally a reduction in the probability of winning a reward (e.g., a reduction from 80% to 20% in the chance of winning a reward) creates a psychological effect such as displeasure to individuals, which leads to the perception of loss from the original probability thus favoring a risk-averse decision. However, the same reduction results in a larger psychological effect when it is done from certainty than from uncertainty.

## Example

Tversky & Kahneman (1986) illustrated the certainty effect by the following examples.
First, consider this example:
Which of the following options do you prefer?
* A. a sure gain of $30
* B. 80% chance to win $45 and 20% chance to win nothing
In this case, 78% of participants chose option A while only 22% chose option B. This demonstrates the typical risk-aversion phenomenon in prospect theory and framing effect because the expected value of option B ($45x0.8=$36) exceeds that of A by 20%.
Now, consider this problem:
Which of the following options do you prefer?
* C. 25% chance to win $30 and 75% chance to win nothing
* D. 20% chance to win $45 and 80% chance to win nothing
In this case, 42% of participants chose option C while 58% chose option D.
As before, the expected value of the first option ($30x0.25=$7.50) was 20% lower than that of option D ($45x0.2=9) however, when neither option was certain, risk-taking increased.
# Volumetric lighting

Volumetric lighting, also known as "God rays", is a technique used in 3D computer graphics to add lighting effects to a rendered scene. It allows the viewer to see beams of light shining across the environment. Examples of volumetric lighting are seeing sunbeams shining through a window and seeing sunbeams radiating when the Sun is below the horizon, also known as crepuscular rays. The term seems to have been introduced from cinematography and is now widely applied to 3D modeling and rendering, especially in the development of 3D video games.
In volumetric lighting, the light cone emitted by a light source is modeled as a transparent object and considered as a container of a "volume". As a result, light has the capability to give the effect of passing through an actual three-dimensional aerosol (e.g. fog, dust, smoke, or steam) that is inside its volume, just like in the real world.

## Techniques

Volumetric lighting requires two components: a light space shadow map, and a depth buffer. Starting at the near clip plane of the camera, the whole scene is traced and sampling values are accumulated into the input buffer. For each sample, it is determined if the sample is lit by the source of light being processed using the shadow map as a comparison. Only lit samples will affect final pixel color.
This basic technique works but requires more optimization to function in real time. One way to optimize volumetric lighting effects is to render the lighting volume at a much coarser resolution than that which the graphics context is using. This creates some bad aliasing artifacts, but that is easily touched up with a blur. One can also use stencil buffer like with the shadow volume technique.
Another technique can also be used to provide usually satisfying, if inaccurate volumetric lighting effects. The algorithm functions by blurring luminous objects away from the center of the main light source. Generally, the transparency is progressively reduced with each blur step, especially in more luminous scenes. Note that this requires an on-screen source of light.
# Bulbophyllum sect. Leopardinae

Bulbophyllum sect. Leopardinae is a section of the genus Bulbophyllum.

## Description

Species in this section have nodes at base of pedicel coinciding with bract attachment, or removed.

## Distribution

Plants from this section are found from the Himalayas to West Pacific.

## Species

Bulbophyllum section Leopardinae comprises the following species:
| Name | Distribution | Elevation (m) |
| Bulbophyllum ambrosia [Hance] Schlechter 1919 | China (Fujian, Guangdong, Guangxi, Hainan and Yunnan ) and Vietnam | 300–1,300 metres (980–4,270 ft) |
| Bulbophyllum griffithii (Lindl.) Rchb. f. 1864 | Assam India, Bhutan, Sikkim and southern China | 1,000–3,000 metres (3,300–9,800 ft) |
| Bulbophyllum leopardinum (Wall.) Lindl. 1830 | Assam India, Nepal, Bhutan, Sikkim, Myanmar, China (Yunnan), and Thailand | 1,300–3,300 metres (4,300–10,800 ft) |
| Bulbophyllum obrienianum Rolfe 1892 | Assam India and Bhutan | 1,200–1,640 metres (3,940–5,380 ft) |
| Bulbophyllum pectinatum Finet 1897 | sounthern China, Myanmar, Thailand, Vietnam, Cambodia, Laos, India and Taiwan | 1,000–2,500 metres (3,300–8,200 ft) |
| Bulbophyllum psittacoglossum Rchb. f. 1863 | China (Yunnan), Thailand, Myanmar, Laos and Vietnam | 1,200–1,700 metres (3,900–5,600 ft) |
| Bulbophyllum transarisanensis Hayata 1916 | Taiwan | 1,500–2,500 metres (4,900–8,200 ft) |
| Bulbophyllum yunnanense Rolfe 1903 | Nepal, China | 1,400–3,200 metres (4,600–10,500 ft) |