OpenLLM-France/wikimedia huggingface dataset:
# 2013 in Estonian television

This is a list of Estonian television related events from 2013.

## Events

* 2 March - Eesti otsib superstaari season 1 winner Birgit Õigemeel is selected to represent Estonia at the 2013 Eurovision Song Contest with her song "Et uus saaks alguse". She is selected to be the nineteenth Estonian Eurovision entry during Eesti Laul held at the Nokia Concert Hall in Tallinn.

## Television shows
### 1990s

* Õnne 13 (1993–present)

### 2000s

* Eesti otsib superstaari (2007–present)

## Networks and services
### Channels
#### New channels

* 13 June - KidZone Max
# Infinite-dimensional optimization

In certain optimization problems the unknown optimal solution might not be a number or a vector, but rather a continuous quantity, for example a function or the shape of a body. Such a problem is an infinite-dimensional optimization problem, because, a continuous quantity cannot be determined by a finite number of certain degrees of freedom.

## Examples

* Find the shortest path between two points in a plane. The variables in this problem are the curves connecting the two points. The optimal solution is of course the line segment joining the points, if the metric defined on the plane is the Euclidean metric.
* Given two cities in a country with many hills and valleys, find the shortest road going from one city to the other. This problem is a generalization of the above, and the solution is not as obvious.
* Given two circles which will serve as top and bottom for a cup of given height, find the shape of the side wall of the cup so that the side wall has minimal area. The intuition would suggest that the cup must have conical or cylindrical shape, which is false. The actual minimum surface is the catenoid.
* Find the shape of a bridge capable of sustaining given amount of traffic using the smallest amount of material.
* Find the shape of an airplane which bounces away most of the radio waves from an enemy radar.
Infinite-dimensional optimization problems can be more challenging than finite-dimensional ones. Typically one needs to employ methods from partial differential equations to solve such problems.
Several disciplines which study infinite-dimensional optimization problems are calculus of variations, optimal control and shape optimization.
# Infinite-order pentagonal tiling

Infinite-order pentagonal tiling :
| Poincaré disk model of the hyperbolic plane ||
| Type | Hyperbolic regular tiling |
| Vertex configuration | 5$^∞$ |
| Schläfli symbol | {5,∞} |
| Wythoff symbol | ∞ | 5 2 |
| Coxeter diagram | |
| Symmetry group | [∞,5], (*∞52) |
| Dual | Order-5 apeirogonal tiling |
| Properties | Vertex-transitive, edge-transitive, face-transitive |
In 2-dimensional hyperbolic geometry, the infinite-order pentagonal tiling is a regular tiling. It has Schläfli symbol of {5,∞}. All vertices are ideal, located at "infinity", seen on the boundary of the Poincaré hyperbolic disk projection.

## Symmetry

There is a half symmetry form, , seen with alternating colors:

## Related polyhedra and tiling

This tiling is topologically related as a part of sequence of regular polyhedra and tilings with vertex figure (5$^n$).
| Finite | Compact hyperbolic vte | Compact hyperbolic vte | Compact hyperbolic vte | Compact hyperbolic vte | Compact hyperbolic vte | Paracompact |
| {5,3} | {5,4} | {5,5} | {5,6} | {5,7} | {5,8}... | {5,∞} |
Paracompact uniform apeirogonal/pentagonal tilings vte :
| Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | Symmetry: [∞,5], (*∞52) | [∞,5]$^+$ (∞52) | [1$^+$,∞,5] (*∞55) | [1$^+$,∞,5] (*∞55) | [∞,5$^+$] (5*∞) |
| {∞,5} | t{∞,5} | r{∞,5} | 2t{∞,5}=t{5,∞} | 2r{∞,5}={5,∞} | rr{∞,5} | tr{∞,5} | sr{∞,5} | h{∞,5} | h$_2${∞,5} | s{5,∞} |
| Uniform duals |||||||||||
| V∞$^5$ | V5.∞.∞ | V5.∞.5.∞ | V∞.10.10 | V5$^∞$ | V4.5.4.∞ | V4.10.∞ | V3.3.5.3.∞ | | V(∞.5)$^5$ | V3.5.3.5.3.∞ |
# Infinite-order square tiling

Infinite-order square tiling :
| Poincaré disk model of the hyperbolic plane ||
| Type | Hyperbolic regular tiling |
| Vertex configuration | 4$^∞$ |
| Schläfli symbol | {4,∞} |
| Wythoff symbol | ∞ | 4 2 |
| Coxeter diagram | |
| Symmetry group | [∞,4], (*∞42) |
| Dual | Order-4 apeirogonal tiling |
| Properties | Vertex-transitive, edge-transitive, face-transitive |
In geometry, the infinite-order square tiling is a regular tiling of the hyperbolic plane. It has Schläfli symbol of {4,∞}. All vertices are ideal, located at "infinity", seen on the boundary of the Poincaré hyperbolic disk projection.

## Uniform colorings

There is a half symmetry form, , seen with alternating colors:

## Symmetry

This tiling represents the mirror lines of *∞∞∞∞ symmetry. The dual to this tiling defines the fundamental domains of (*2$^∞$) orbifold symmetry.

## Related polyhedra and tiling

This tiling is topologically related as a part of sequence of regular polyhedra and tilings with vertex figure (4$^n$).
*n42 symmetry mutation of regular tilings: {4,n} vte :
| Spherical | Euclidean | Compact hyperbolic | Compact hyperbolic | Compact hyperbolic | Compact hyperbolic | Paracompact |
| {4,3} | {4,4} | {4,5} | {4,6} | {4,7} | {4,8}... | {4,∞} |
Paracompact uniform tilings in [∞,4] family vte :
| {∞,4} | t{∞,4} | r{∞,4} | 2t{∞,4}=t{4,∞} | 2r{∞,4}={4,∞} | rr{∞,4} | tr{∞,4} |
| Dual figures |||||||
| V∞$^4$ | V4.∞.∞ | V(4.∞)$^2$ | V8.8.∞ | V4$^∞$ | V4$^3$.∞ | V4.8.∞ |
| Alternations |||||||
| [1$^+$,∞,4] (*44∞) | [∞$^+$,4] (∞*2) | [∞,1$^+$,4] (*2∞2∞) | [∞,4$^+$] (4*∞) | [∞,4,1$^+$] (*∞∞2) | [(∞,4,2$^+$)] (2*2∞) | [∞,4]$^+$ (∞42) |
| h{∞,4} | s{∞,4} | hr{∞,4} | s{4,∞} | h{4,∞} | hrr{∞,4} | s{∞,4} |
| Alternation duals |||||||
| V(∞.4)$^4$ | V3.(3.∞)$^2$ | V(4.∞.4)$^2$ | V3.∞.(3.4)$^2$ | V∞$^∞$ | V∞.4$^4$ | V3.3.4.3.∞ |
# Massachusetts State Militia Aviation Camp

Massachusetts State Militia Aviation Camp was an encampment of the Massachusetts Naval Air Militia that existed on Great Misery Island in Salem, Massachusetts from 1916 to 1917.
# Mashallah (disambiguation)

Mashallah (also Ma sha Allah) is an Islamic phrase that expresses appreciation, joy, praise, or thankfulness. It may refer to:

## People

* Mashallah Abdullayev (born 1950), Azerbaijani military serviceman
* Mashallah Amin Sorour (1931–2010), Iranian cyclist
* Mashallah ibn Athari (c.740–815), Persian astronomer
* Mashallah Shamsolvaezin, Iranian journalist
* Mashalla Ahmadov (born 1959), Azerbaijani footballer

## Other

* Mashaallah (horse)
# Matamata (disambiguation)

Matamata is a town in Waikato, New Zealand
Matamata, Mata-Mata or mata mata may also refer to:

## New Zealand

* Matamata Ward, in the Matamata-Piako District
* Matamata Airport
* Matamata College, secondary school
* Matamata Swifts, football club
* Matamata (New Zealand electorate), former parliamentary electorate

## Other uses

* Kampong Mata-Mata, village in Brunei
* Mata mata, freshwater turtle
# Inkaba tonga

Inkaba tonga is a species of sea snail, a marine gastropod mollusk in the family Trochidae, the top snails.

## Distribution

This species occurs in the Indian Ocean off Mozambique.
# Gattelli

Gatelli or Gattelli is an Italian surname. Notable people with the surname include:
* Christopher Gattelli, American choreographer, performer, and theatre director
* Daniela Gattelli (born 1975), Italian beach volleyball player
* Mario Gatelli (born 1959), Italian Paralympic tennis player
# Daphne Skillern

Kathleen Daphne Skillern QPM (29 November 1927 – 20 October 2012) was a British police officer. She was the second woman to hold the rank of commander in the London Metropolitan Police (after Shirley Becke) and the first woman to head a branch at Scotland Yard apart from A4 (Women Police), which was disbanded in 1973; in 1974 she took command of CO (Commissioner's Office) Branch, responsible for research and personnel.
Skillern spent most of her career as a detective in the Criminal Investigation Department. She was promoted to commander on 29 April 1974. In August 1977 she was transferred to head the C1 Department of CID, which included the Obscene Publications Squad, the first woman to head this department. She was awarded the Queen's Police Medal (QPM) in the 1979 Birthday Honours and retired in 1980.

## Footnotes

* ↑ "Woman head of obscene books squad", The Times, 20 August 1977
# Alberni-Pacific Rim

Alberni-Pacific Rim is a provincial electoral district in British Columbia, Canada, established by the Electoral Districts Act, 2008. It came into effect upon the next dissolution of the BC Legislature in April 2009. It was first contested in the 2009 election, and after a redistribution in 2015 much of the riding became Mid Island-Pacific Rim.

## Electoral history

vte2013 British Columbia general election :
| Party | Candidate | Votes | % |
| | New Democratic | Scott Kenneth Fraser | 10,569 | 57.55 |
| | Liberal | Darren Frank DeLuca | 6,341 | 34.52 |
| | Conservative | Enid Mary Sangster-Kelly | 1,456 | 7.93 |
| Total valid votes | Total valid votes | Total valid votes | 18,366 | 100.00 |
| Total rejected ballots | Total rejected ballots | Total rejected ballots | 200 | 1.08 |
| Turnout | Turnout | Turnout | 18,566 | 58.22 |
| Source: Elections BC |||||||
vte2009 British Columbia general election :
| Party | Candidate | Votes | % | Expenditures |
| | New Democratic | Scott Fraser | 10,488 | 59.36 | $46,016 |
| | Liberal | Dianne St. Jacques | 5,605 | 31.73 | $81,099 |
| | Green | Paul Musgrave | 1,324 | 7.49 | $350 |
| | Refederation | Dallas Hills | 250 | 1.42 | $1,260 |
| Total valid votes | Total valid votes | Total valid votes | 17,667 | 100 |
| Total rejected ballots | Total rejected ballots | Total rejected ballots | 108 | 0.61 |
| Turnout | Turnout | Turnout | 17,775 | 57.68 |
# Consistent Network Device Naming

Consistent Network Device Naming is a convention for naming Ethernet adapters in Linux.
It was created around 2009 to replace the old ethX naming scheme that caused problems on multihomed machines because the network interface controllers (NICs) would be named based on the order in which they were found by the kernel as it booted. Removing existing or adding new interfaces could cause the previously added ones to change names. An Engineering Change Request was submitted to the PCI SIG firmware group on how system firmware can provide device naming to operating systems via the ACPI interface.

## Adoption

The convention was implemented for Dell in a module called biosdevname.
Among the first major Linux distributions to adopt the module were Fedora 15 in May 2011 and Red Hat Enterprise Linux version 6.1. It was also released in SUSE Linux Enterprise Server 11 Service Pack 2 in February 2012. The newer Dell PowerEdge and Dell Precision models support the new names.
An open-source implementation is available, based on the udev mechanism. Red Hat Enterprise Linux 7 started using systemd for networking.

## Device naming rules

* Onboard interfaces at firmware index numbers eno[1-N]
* Interfaces at PCI Express hotplug slot numbers ens[1-N]
* Adapters in the specified PCI slot, with slot index number on the adapter enp<PCI slot>s<card index no>
* If firmware information is invalid or rules are disabled, use traditional eth[0-N]
# Ipswich Showgrounds

Ipswich Showgrounds is an outdoor recreational area located off Salisbury Road, Warwick Road and Parker Avenue, in Ipswich, Queensland, Australia. It hosts the Ipswich Show, organised by the Ipswich Show Society. Included within the Showgrounds is the greyhound racing track run by the Ipswich Greyhound Racing Club, the Ipswich Indoor Sports Centre, the Boulevard Function Room & Terrace, the Ipswich Eight Ball Association and Circus Ipswich.

## History

The Showgrounds were first used by the Queensland Pastoral and Agricultural Society in 1877.
On 11 May 1940, a memorial was erected by the gates of the Showgrounds on Warwick Road. They commemorate the 12 people lost at sea in June 1939, when the 45ft motor boat Nerita disappeared.
Motorcycle speedway made its debut at the Showgrounds during 1950. It hosted the Queensland Solo Championship three times (1967, 1969 and 1970).
During the 1970s, the speedway track also saw sedan cars racing around the circuit.
In 1973, the greyhound racing track opened. The track has a circumference of 444 metres and race distances are 431m, 520m, 630m and 732m. The speedway track closed shortly afterwards in 1974.
In 1977, the 100th anniversary of the first show took place and in recent years the site has provided a caravan park with ameneties.
# Albina, Oregon

Albina is a historical American city that was consolidated into Portland, Oregon in 1891.
The land the City of Albina would later be built on was claimed by J.L. Losing and Joseph Delay under the U.S. Donation Land Claim Act of 1850. The land was then sold to William Winter Page. In 1872, Page sold the land to George Henry Williams and Edwin Russell, who laid out the original town site. Williams and Russell named the City of Albina for Page's wife and daughter, both of whom were named Albina.
In 1874, Russell went bankrupt and left Oregon for San Francisco. James Montgomery and William Reid then acquired the property and started residential development.
As of 1880, the population of Albina was 143 people. The city was incorporated in 1887 and by 1888, Albina's population was 3,000. The area was home to the Oregon Railroad and Navigation Company's Albina railroad yards, which employed many of the city's residents.
The original dimensions of Albina were modest: from Halsey Street north to Morris Street, and from the Willamette River to Margareta Avenue (later Union Avenue, and now Martin Luther King Jr. Boulevard). In 1889, Albina annexed the land north to Killingsworth Street and east to 24th. In 1891, Albina annexed everything north to Columbia Boulevard and west to the Portsmouth area. On July 6, 1891, Portland, East Portland, and Albina were consolidated into one city.
# Aldridge-Brownhills Urban District

Aldridge-Brownhills was an urban district in Staffordshire, England from 1966 to 1974.
The district was formed in accordance with a recommendation of the Local Government Commission for England on 1 April 1966. It was created by the amalgamation of the Aldridge and Brownhills urban districts, along with part of Lichfield Rural District, and small parts of the county boroughs of Birmingham and Walsall and the municipal borough of Sutton Coldfield.
The urban district had a short existence, as it was abolished in 1974. In that year the Local Government Act 1972 reorganised local administration throughout England and Wales, and Aldridge-Brownhills became part of the new Metropolitan Borough of Walsall.
There is still an Aldridge-Brownhills parliamentary constituency.
# Alberta Association of Architects

The Alberta Association of Architects (AAA) is the regulatory body responsible for registering and licensing all architects and interior designers legally entitled to practice in the Province of Alberta in Canada. They are sometimes involved in legal discussion between Alberta and individual architects regarding their conduct.

## History

Alberta's Architects Act, which established AAA, was among the first passed when the Alberta legislature met in 1906. Since 1978, AAA have been based in the Duggan House. AAA are members of Regulatory Organizations of Architecture in Canada, a body made up of each provincial architectural licensing organisation.
AAA opened to women in 1925 when Esther Hill, Canada's first female architect was admitted after being denied in 1921. Nearly fifty years later, Freda O’Conner became AAA's first female president and the first among any Canadian architects' association.
In 2020, AAA expanded their remit with the Experienced Interior Designers Pathway, a temporary program meant to expedite licensure for interior designers, which built on their 1982 inclusion.

## Awards

They issue the Tom Sutherland award annually in memorial to an Edmonton architect and collaborate with neighboring provinces on the Prairie Design Awards.
# Aldisa benguelae

Aldisa benguelae is a species of sea slug, a dorid nudibranch, a marine gastropod mollusk in the family Cadlinidae.

## Distribution

The holotype of this species was collected at Bakoven, South Africa, 33°57′S 18°24′E﻿ / ﻿33.950°S 18.400°E﻿ / -33.950; 18.400, at 20 m depth. A paratype was collected at Hottentot’s Huissie, South Africa, 33°59′S 18°21′E﻿ / ﻿33.983°S 18.350°E﻿ / -33.983; 18.350, 20 m depth.
# Alejandro Pardo

Manuel Alejandro Pardo (born 9 September 1993) is an Italian motorcycle racer. In 2009 and 2010 he competed in the Red Bull MotoGP Rookies Cup.

## Career statistics
### Red Bull MotoGP Rookies Cup
#### Races by year

(key) (Races in bold indicate pole position, races in italics indicate fastest lap)
| Year | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | Pos | Pts |
| 2009 | SPA1 6 | SPA2 5 | ITA Ret | NED 14 | GER 7 | GBR Ret | CZE1 3 | CZE2 Ret | | | 10th | 48 |
| 2010 | SPA1 Ret | SPA2 10 | ITA 13 | NED1 Ret | NED2 8 | GER1 17 | GER2 4 | CZE1 Ret | CZE2 16 | RSM Ret | 16th | 30 |

### Grand Prix motorcycle racing
#### By season

| Season | Class | Motorcycle | Team | Race | Win | Podium | Pole | FLap | Pts | Plcd |
| 2010 | 125cc | Aprilia | Matteoni CP Racing | 1 | 0 | 0 | 0 | 0 | 0 | NC |
| Total | | | | 1 | 0 | 0 | 0 | 0 | 0 | |

#### Races by year

(key)
| Year | Class | Bike | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | 11 | 12 | 13 | 14 | 15 | 16 | 17 | Pos. | Pts |
| 2010 | 125cc | Aprilia | QAT | SPA | FRA | ITA | GBR | NED | CAT | GER | CZE | INP | RSM | ARA 21 | JPN | MAL | AUS | POR | VAL | NC | 0 |
# Aleksei Baranov

Aleksei Baranov may refer to:
* Aleksey Baranov (skier) (born 1954), Soviet Olympic skier
* Aleksei Baranov (footballer) (born 1980), Russian footballer
# Albiez-Montrond

Albiez-Montrond is a commune in the Savoie department in the Auvergne-Rhône-Alpes region in south-eastern France.

## Geography
### Climate

Albiez-Montrond has a humid continental climate (Köppen climate classification Dfb). The average annual temperature in Albiez-Montrond is 6.6 °C (43.9 °F). The average annual rainfall is 955.9 mm (37.63 in) with November as the wettest month. The temperatures are highest on average in July, at around 14.9 °C (58.8 °F), and lowest in January, at around −1.0 °C (30.2 °F). The highest temperature ever recorded in Albiez-Montrond was 32.1 °C (89.8 °F) on 7 July 2015; the coldest temperature ever recorded was −22.6 °C (−8.7 °F) on 5 February 2012.
Climate data for Albiez-Montrond (1991−2020 normals, extremes 1992−present) :
| Month | Jan | Feb | Mar | Apr | May | Jun | Jul | Aug | Sep | Oct | Nov | Dec | Year |
| Record high °C (°F) | 13.8 (56.8) | 16.9 (62.4) | 18.7 (65.7) | 21.5 (70.7) | 26.8 (80.2) | 31.0 (87.8) | 32.1 (89.8) | 30.1 (86.2) | 24.6 (76.3) | 25.3 (77.5) | 20.0 (68.0) | 16.0 (60.8) | 32.1 (89.8) |
| Mean daily maximum °C (°F) | 3.1 (37.6) | 4.0 (39.2) | 7.4 (45.3) | 10.1 (50.2) | 14.0 (57.2) | 17.9 (64.2) | 20.2 (68.4) | 19.7 (67.5) | 15.4 (59.7) | 12.1 (53.8) | 6.8 (44.2) | 3.5 (38.3) | 11.2 (52.2) |
| Daily mean °C (°F) | −1.0 (30.2) | −0.7 (30.7) | 2.4 (36.3) | 5.4 (41.7) | 9.3 (48.7) | 12.8 (55.0) | 14.9 (58.8) | 14.8 (58.6) | 11.0 (51.8) | 7.8 (46.0) | 2.8 (37.0) | −0.3 (31.5) | 6.6 (43.9) |
| Mean daily minimum °C (°F) | −5.1 (22.8) | −5.4 (22.3) | −2.6 (27.3) | 0.8 (33.4) | 4.6 (40.3) | 7.7 (45.9) | 9.6 (49.3) | 9.9 (49.8) | 6.5 (43.7) | 3.5 (38.3) | −1.1 (30.0) | −4.0 (24.8) | 2.0 (35.6) |
| Record low °C (°F) | −19.2 (−2.6) | −22.6 (−8.7) | −17.9 (−0.2) | −11.2 (11.8) | −5.4 (22.3) | −3.5 (25.7) | 0.5 (32.9) | 0.1 (32.2) | −5.0 (23.0) | −9.8 (14.4) | −14.6 (5.7) | −17.5 (0.5) | −22.6 (−8.7) |
| Average precipitation mm (inches) | 85.5 (3.37) | 66.1 (2.60) | 69.3 (2.73) | 71.3 (2.81) | 91.2 (3.59) | 76.1 (3.00) | 72.1 (2.84) | 77.3 (3.04) | 73.3 (2.89) | 81.3 (3.20) | 97.1 (3.82) | 95.3 (3.75) | 955.9 (37.63) |
| Average precipitation days (≥ 1.0 mm) | 9.9 | 8.4 | 9.0 | 9.6 | 11.6 | 10.5 | 8.5 | 9.2 | 7.9 | 9.3 | 9.9 | 10.6 | 114.1 |
| Source: Météo-France ||||||||||||||
# Alex Healy

Alex Healy may refer to:
* Alex Healy (racing driver) (born 1989), Canadian racing driver
* Alex Healy (EastEnders), fictional soap opera character
# Alexander Caseby

Alexander Caseby (19 January 1898 – 14 May 1991), was a Scottish missionary who was known for serving as the head of forestry and horticulturalist for the Livingstonia mission, headed by Robert Laws, in Nyasaland from 1919 to 1933. While focused or horticulture, with his wife, he started a leper village in Malawi. He concentrated specifically in promoting western horticultural practices within the natives of Livingstonia and attempting to improve their agricultural resources.

## Early life

Alexander Caseby was born on 19 January 1898 in Lundin Links, Fife, Scotland, as the son of John Caseby, a bootmaker. He had older brothers John, James, David, William, a sister Netta, and a younger brother Angus. He fell sick to three illnesses in early life: croup, measles, and mumps.
His father owned a bootmaker's shop, which his family resided above. Caseby's family was religious and often attended Sunday church.

## Education

Caseby went to primary school at Dairsie. He later attended Harris Academy, which was at the time a selective secondary school in Dundee, Scotland. He received an average pass mark of 68% in his first year. The subjects he studied included horticulture, agriculture, forestry, and the bible. During the first world war, many of his teachers went to help with the war effort. Because he was still too young, at sixteen and a half years old, he delivered mail to pay for his academic studies and entrance exams.

## Personal life

Caseby married Williamina McFarlane on 30 April 1924. Together, they had 6 children, including Cyril, Margaret, Ronald, Sandy, and Grant.

## Military life

Caseby fought in the British army in France from 1915 to 1919. At the age of 17, despite failing the age limit, Caseby was enlisted as a gunner in Royal Field Artillery 1915. In early October 1917 Alexander Caseby was promoted to Corporal.

## Missionary service

At the age of 11, Caseby received leaflets about the tribes of Livingstonia, Malawi from his church leader Reverend Thomas Chrichton. From the leaflets he learned about Dr. Robert Laws, who inspired him to become a part of the Livingstonia mission in present-day Malawi. After returning to his home from the military, he was interviewed by Dr. Laws and his team to become a part of the Foreign Mission Committee. He was accepted and appointed as Assistant Horticulturist, Agriculturalist and Head of Forestry Department at Livingstonia.
During his journey as part of the Foreign Mission Committee, he had tested soil in 52 areas; discovered beds of nodular limestone; helped create twenty nursery beds; planted 500,000 seeds of all kinds of trees, shrubs, and coffee; started four blind men in string-making from sisal; and had two bouts of malaria. Together with his wife, Caseby erected an early "leper village".

## Return

Caseby fell ill and was diagnosed with cerebral malaria and sunstroke. He lost weight, from over 168 pounds to 99 pounds. Due to his condition he returned to Scotland and became the minister of a parish. He later became the minister of another parish in Newmills, Torryburn. He died on 14 May 1991.