OpenLLM-France/wikimedia huggingface dataset:
# List of High Commissioners of India to Malaysia

The High Commissioner of India to Malaysia is the head of the High Commission of India to Malaysia. The High Commission is located at Level 1, Wisma HRIH Lotus, 442, Jalan Pahang, Setapak, 53000 Kuala Lumpur.
As a Commonwealth country, Indian diplomatic missions in the capital cities of other Commonwealth member states are known as High Commissions. In other cities of Commonwealth countries. India calls some of its consulates "Assistant High Commissions".
The High commission is headed by the High Commissioner. The following people have served as High Commissioners to Malaysia.

## List of Indian High Commissioners

| S. No. | Name | Tenure |
| 1 | S. K. Banerji | November 1959 |
| 2 | Y. K. Puri | October 1960 |
| 3 | M. K. Kidwai | 1964 |
| 4 | M. A. Rahman | 1967–1969 |
| 5 | K. C. Nair | 1969–1972 |
| 6 | A. K. Dar | May 1972–July 1973 |
| 7 | S. J. S. Chhatwal | October 1975–August 1979 |
| 8 | Prakash Shah | May 1980–June 1983 |
| 9 | Ranjit Sethi | August 1983–August 1986 |
| 10 | P. M. S Malik | October 1986–August 1990 |
| 11 | R. S. Rathore | August 1990–December 1992 |
| 12 | V. K. Nambair | January 1993–June 1996 |
| 13 | P. S. Sahai | October 1996–August 2000 |
| 14 | Veena Sikri | September 2000–December 2003 |
| 15 | R. L. Narayan | January 2004–February 2007 |
| 16 | Ashok K. Kantha | April 2007–November 2009 |
| 17 | Vijay Gokhale | January 2010–October 2013 |
| 18 | T. S. Tirumurti | December 2013–February 2018 |
| 19 | Mridul Kumar | February 2018–July 2021 |
| 20 | B. N. Reddy | September 2021– |
# Tone (color)

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#REDIRECT Lightness
# Hagenbach-Bischoff system

The Hagenbach-Bischoff system is a variant of the D'Hondt method, used for allocating seats in party-list proportional representation. It usually uses the Hagenbach-Bischoff quota for allocating seats, and for any seats remaining the D'Hondt method is then applied so that the first and subsequent divisors (number of seats won plus 1) for each party list's vote total includes the number of seats that have been allocated by the quota. The system gives results identical to the D'Hondt method and it is often referred to as such in countries using the system e.g. Switzerland and Belgium. Luxembourg uses the Hagenbach-Bischoff method to allocate seats in its European Parliament elections.
* Step: Basic Distribution
    The total number of valid votes cast in the election is divided by the number of seats to be allocated + 1. The result, rounded up to the next whole number, forms the distribution number (also election number). Each party or list is allocated as many seats as the distribution number is completely contained in its vote count. Thus, the number of seats for a party is:
    Failed to parse (syntax error): {\displaystyle \text{\number of Seats} = \left\lfloor \frac{\text{\number of Votes}}{\left\lfloor \frac{\text{Total number of Votes}}{\text{Total number of Seats}+1} + 1 \right\rfloor} \right\rfloor}
* Step: If there is still a seat to be allocated:
    For each party, the quotient $\textstyle {\frac {\text{number of Votes}}{{\text{already allocated seats}}+1}}$ is calculated, and the next seat is allocated to the party with the largest quotient (highest number).
* Step: If there is still a seat to be allocated, step 2 is repeated.
and so on.

## History

While named after the Swiss physicist and electoral reformer Eduard Hagenbach-Bischoff (1833–1910), it was originated by the D'Hondt method's inventor Victor D'Hondt (1841–1901), using the simple or Hare quota. Hagenbach-Bischoff's contribution, in addition to popularizing it, was to suggest a quota that allocates the greatest possible number of seats before the D'Hondt method is used.

## Variations

As used in Belgium's national parliamentary elections from 1919 to 2003 the system could be said to have existed in a two-tier form, until it was replaced by a single-tier PR system. First, the Hare rather than Hagenbach-Bischoff quota was applied in the constituencies of provinces, and second, any seats remaining after quota allocation were aggregated, along with parties' provincial vote totals, at the provincial level where the D'Hondt method was then applied, including in the divisors for each party the number of seats it had won in the constituencies. Slovakia uses a variant of Hagenbach-Bischoff system.
# Kurt Clemens

Kurt Clemens (7 November 1925 – 19 July 2021) was a German footballer who played for the Saarland national team. He turned 95 in November 2020 and died in July 2021.
# Zoe Franklin

Zoe Franklin is a British politician who has been the Member of Parliament for Guildford since 2024. A member of the Liberal Democrats, she gained the seat from Angela Richardson, a member of the Conservative Party.
# 1898 Pacific Tigers football team

The 1898 Pacific Tigers football team represented the University of the Pacific as an independent during the 1898 college football season.

## Schedule

| Date | Opponent | Site | Result | Source |
| | San Jose State | Cyclers' ParkSan Jose, CA | L 0–18 | |
| October 27 | Nevada State | Cyclers' ParkSan Jose CA | L 0–35 | |
# MOS:TITLETYPOCON

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#REDIRECT Wikipedia talk:Manual of Style/Archive 228#Silently correct an error if it's in a title?
# Alicia Keys: Rehearsal Room

Alicia Keys: Rehearsal Room is a live-performance EP by musician Alicia Keys, recorded exclusively for Apple Music in Apple Immersive Video. It was recorded using spatial audio and spatial video to coincide with Apple's debut of its Apple Vision Pro. Consumers can watch the video in 3D on Apple TV+ while using the Apple Vision Pro. The performance, a three-song rehearsal set, was recorded in early 2023 and released the following year. The rehearsal was in preparation for Keys' tour of Brazil, Argentina, Chile, Colombia and Mexico City in May and June 2023.
Keys is joined by her supporting band, composed of Garrison Brown (drums), Dammo Farmer (bass), Khyrie Tyler (keyboards), Curt Chambers (guitar and background vocals) and Norelle Simpson (background vocals), with whom she interacts for a few minutes between each song.
The tracks performed are "No One", "If I Ain't Got You" and "You Don't Know My Name". An edited and resequenced version of the performance was released on Apple Music, including a 34-second 2D video of "No One", which—unlike the Immersive content—was recorded with a handheld camera. The spatial-video cameras were housed in four white speakers around the studio.

## Track listing

* "You Don't Know My Name" – 4:22
* "No One" – 4:25
* "If I Ain't Got You" – 4:00
* "No One" (2D Video) – 0:34

## Personnel

* Alicia Keys: vocals, piano
* Garrison Brown: drums
* Curt Chambers: guitar, background vocals
* Dammo Farmer: bass
* Norelle Simpson: background vocals
* Khyrie Tyler: keyboards
# Eve Vorley

Emma Jane Evelyn Benton-Hughes (born 1964) known as Eve Vorley is an English football club director and former glamour model, pornographic actress and film director. She is the former partner of West Ham United owner, David Sullivan. Vorley was appointed to the board of West Ham United in January 2021.

## Adult film

Vorley is a former Page 3 girl. She met David Sullivan through their work in the adult film industry. According to her brother, Jonny Trunk, Varley began in the pornography industry after she fell on hard times after her husband left her. She appeared in several adult films in the 1990s and early 2000s starring in the films 'Lesbian Nurses', 'Naked Neighbours' and 'Electric Blue: Nude Wives – Private Parts'. She also directed the films 'Horny Housewives on the Job' and 'Sex Mad Secretaries' and produced the films 'The Art of Oral Sex' and 'Sex Mad Secretaries' but is no longer involved in the film industry.

## West Ham United

Vorley was appointed as a director of Premier League club, West Ham United in January 2021. In addition to being a director, she is also a fan of the club. As a director Vorley was permitted to watch West Ham home games at the London Stadium at a time when supporters were banned from attending due to the COVID-19 pandemic.
# ERCO

ERCO may refer to:

## Companies

* ERCO, a German LED luminaire manufacturer
* Engineering and Research Corporation, a former US company providing aviation industry products
# Robbinsville (CDP), New Jersey

Robbinsville Center is a census-designated place (CDP) located within Robbinsville Township (known as Washington Township until 2007) in Mercer County, in the U.S. state of New Jersey. As of the 2020 census, it had a population of 3,164. Prior to 2020, the CDP was known as Robbinsville, with a population of 3,041 at the 2010 census. The area is served as United States Postal Service ZIP Code 08691.
The CDP includes the area of the township developed as a part of the Robbinsville Town Center. The CDP also includes the largely undeveloped land bordered by the Hamilton Township border, U.S. Route 130, and New Jersey Route 33, though there are some plans to develop this area as well.

## Geography

According to the U.S. Census Bureau, the CDP has a total area of 0.658 square miles (1.704 km$^2$), of which 0.641 square miles (1.660 km$^2$) are land and 0.017 square miles (0.044 km$^2$), or 2.58%, are water. The CDP occupies 3.1% of the total area of Robbinsville Township.

## Demographics
### Census 2010

The 2010 United States census counted 3,041 people, 1,237 households, and 756 families in what was then known as the Robbinsville CDP. The population density was 4,016.0 per square mile (1,550.6/km$^2$). There were 1,325 housing units at an average density of 1,749.8 per square mile (675.6/km$^2$). The racial makeup was 73.13% (2,224) White, 3.06% (93) Black or African American, 0.13% (4) Native American, 20.91% (636) Asian, 0.00% (0) Pacific Islander, 0.36% (11) from other races, and 2.40% (73) from two or more races. Hispanic or Latino of any race were 4.18% (127) of the population.
Of the 1,237 households, 37.7% had children under the age of 18; 51.8% were married couples living together; 6.5% had a female householder with no husband present and 38.9% were non-families. Of all households, 34.1% were made up of individuals and 14.2% had someone living alone who was 65 years of age or older. The average household size was 2.41 and the average family size was 3.18.
26.7% of the population were under the age of 18, 2.7% from 18 to 24, 37.2% from 25 to 44, 21.2% from 45 to 64, and 12.2% who were 65 years of age or older. The median age was 37.1 years. For every 100 females, the population had 83.1 males. For every 100 females ages 18 and older there were 78.3 males.
# Frankfurt Forest railway

REDIRECT Trams in Frankfurt am Main#Waldbahn
# Charlie Dewhurst

Charlie Dewhurst is a Conservative politician in the United Kingdom.He was elected as a Member of Parliament for Bridlington and the Wolds in 2024 .
# Russian bombing of children hospitals in Ukraine, July 2024

On July 8, 2024, during the Russian invasion of Ukraine, Russia attacked several hospitals, including the main children’s hospital and another medical center in Kyiv and a medical clinic in Dnipro. A video of a Russian Kh-101 cruise missile falling on the children’s hospital was released. A second strike occurred two hours later.
The attacked hospital, Okhmatdyt, is the largest pediatric clinic in Ukraine, which specializes in cancer treatments and organ transplants.
At least 36 civilians were killed.
Since the beginning of the invasion Russia has targeted and bombed more than 1,700 medical facilities in Ukraine.
In Kyiv, 50 civilian buildings, including residential houses, in addition to the medical centers were hit. The cities of Kryvyi Rih, Sloviansk and Kramatorsk were also attacked.
# Xudaverdilər

39°45′46.1″N 46°42′25.8″E﻿ / ﻿39.762806°N 46.707167°E﻿ / 39.762806; 46.707167
Xudaverdilər (Khudaverdiler) is a village de jure in the Shusha District of Azerbaijan, de facto in the Shushi Province of the self-proclaimed Republic of Artsakh.
# Venality of offices

The venality of offices refers to the historical practice of selling or auctioning public offices, particularly in Early Modern Europe. This system allowed individuals to purchase positions in government, the military, or the church, often with the right to resell or bequeath the office to heirs.
# School Dropout In Uganda

School Dropout In Uganda has increased over the years, with primary schools standing at 45%. School attendance for both boys and girls in Uganda between 2013 and 2018 declined by 20% which affected educational performance outputs countrywide. After COVID-19 Pandemic, school dropout rates went high thereby challenging the education sector in Uganda.

## Research

Makerere University, an established leaning institution in Uganda conducted a research within the context of child school dropout and analysed a number of outcomes. The study revealed ke influencing factors that include teacher-student relations and school related factors contributing to school dropouts of children at primary school level.

## National School Enrolment

In Uganda, under the Universal Primary Education (UPE), and Universal Secondary Education (USE) program, Ministry of Education and sports in Uganda has updated national enrolment and general performance statistics for both Universal Primary Education (UPE), and Universal Secondary Education (UPE). Private schools in Uganda have consistent student numbers compared to government schools especially in rural areas where pupils engage in several activities like farming, fetching water among others before reporting to school. This has also affected the learning outcomes of students in rural areas in Uganda.

## See Also

* Education in Uganda
* Ministry of Education and Sports (Uganda)
# QI News

QI News was an internet television show produced by Quite Interesting Limited, the company which produces the British panel game QI. It was broadcast on ComedyBox.tv. It was a mock news programme, which instead of broadcasting news stories, broadcast "quite interesting" stories. Other than the stories, the show also played on the characters in it, mainly the two news readers.

## Show

QI News was a five-minute long show which reported "quite interesting" things from around the world. It was presented by two newsreaders, brash American Bob Squire (Glenn Wrage) and female Cambridge British co-anchor Sophie Langton (Katherine Jakeways). Other contributions were sometimes provided by correspondent Graham Prince (Robert Meakin). Off-screen, the Producer (Voice of Alexander McConnell) tried to keep Squire and Langton in order.
Each programme ended with one of the characters mentioning a final fact. The other would say, "Is that news?" to which the first responded, "It's news to me". As the credits roll, a disclaimer appeared which read, "All the information in this programme is believed to be true", followed by humorous comments swearing that it is true.

## Production

The script for QI News was written by Meakin and Justin Gayner. The research for the show was carried out by QI's "Question Wranglers", John Mitchinson and Piers Fletcher, among others. QI's creator John Lloyd was the executive producer and it was directed by Geoff Posner.
# The Realms of the Gods

The Realms of the Gods is a fantasy novel by Tamora Pierce, the fourth and last in a series of books, The Immortals.

## Plot introduction (From the back of the book cover)

Daine and the mage Numair are faced with certain death when they are suddenly swept into the mystical realms of the gods, where Daine learns the secrets of her past. But she and Numair are both needed in the mortal world to help fight the desperate war that is raging in Tortall. And so they undertake the journey home – a dangerous journey that will teach them about life and about each other. Their path leads them to the final clash, which involves both gods and immortals – a battle in which the only chance for Tortall's future lies with Daine and her wild magic.
Set in Tortall during the reign of King Jonathan IV and Queen Thayet, Realms of the Gods is the final book in The Immortals series, which chronicles a time when the world is invaded by immortal creatures.

## Plot summary

In this final book of Daine's story, she and Numair are teleported to the Divine Realms. Daine's mother, Sarra, is now the Green Lady, a minor goddess of healing and childbirth in the northern provinces. Although it has been hinted at before, Daine's father is revealed in this book as none other than the minor Northern God of the Hunt, Weiryn. Despite her happiness at being reunited with her long dead mother, Daine and Numair know that they must return home.
However, getting into the realm of the gods is much easier than getting out, so, aided by the badger god and the god of platypi, Daine and Numair must travel a very perilous road to the dragons, to petition them for help in getting back to the city of Tortall.
It is revealed during their journey that Numair Salmalin harbors very strong feelings for Daine, though she had not believed it to be anything serious. After saving her life from spidrens, Numair forgets himself and kisses Daine, admitting he loves her very much. Daine also loves him, but the two have doubts about a lasting relationship because of their age difference; Daine is sixteen, and Numair is twenty-seven (as quoted by Tamora Pierce through interview).
They go through many perils to reach the Dragonlands, where two dragons agree to bring them back to the mortal realms. Once they reach their destination, they see that Tortall is being attacked. In this fight, Daine defeats Emperor Ozorne of Carthak. Daine then has to decide whether to stay in the mortal realms as a mortal or live in the Divine Realms as a minor goddess with her mother and father. After discussing this with Sarra and Weiryn, she decides her true home is the mortal realm. Her mother promises to visit when she can.
Numair asks Daine to marry him in the epilogue of the book. Daine does not agree immediately, but it is revealed that they do live together in another Pierce book, First Test. By the time of the Daughter of the Lioness duology, they are married and have children.
* Children and Young Adult Literature portal
# Union of the far-right

The Union of the far-right (French: Union de l'extrême droite, UXD) is a political and electoral descriptor created by the French Ministry of the Interior for the 2024 French legislative election to denote candidates from The Republicans (LR) party that are supported and endorsed by the National Rally (RN).
Le Monde classifies these investitures as joint LR–RN candidacies.

## History

Following the 2024 European election results, President Emmanuel Macron announced the dissolution of the National Assembly, with snap elections scheduled for 30 June 2024 (first round) and 7 July 2024 (second round).
On 11 June 2024, in response to the announcement, Éric Ciotti, leader of The Republicans, suggested that the LR form a political and electoral alliance with the RN and run joint candidates at the upcoming elections. Marine Le Pen, leader of the RN group in the National Assembly, described Ciotti’s announcement as a "brave choice".
His response was heavily criticized within LR itself, leading to executives of the party to hold a vote ousting him as leader. The votes expelling him from party leadership and from the party were overturned on 14 June.
Ciotti subsequently entered into negotiations with the RN, announcing on 17 June 2024 that an agreement had been reached for the RN to support and field no opposition to 62 LR candidates in the upcoming election.
Ciotti denounced the classification of his 63 candidates as “Union of the extreme right” by the Ministry of the Interior as a “low manoeuvre by the macronie aimed at destabilizing our candidates and our voters”, calling it “a democratic scandal of unprecedented gravity”.
# Carmen Scardine

Carmen Scardine (1910 – May 15, 1964) was an American football wingback who played one season with the Chicago Cardinals of the National Football League.
# KOZA

KOZA may refer to:
* KOZA (FM), a radio station (96.9 FM) licensed to Effingham, Kansas, United States
* KOZA (Texas), a defunct radio station (1230 AM) formerly licensed to Odessa, Texas, United States
# Quantum science

Quantum science, alternatively called quantum science and technology, is a recent name for the field of science that involves the set of quantum mechanical properties applied to various scientific disciplines. Various applications of quantum science together form the young domain of quantum technologies.

## History

The National Institutes for Quantum Science and Technology of Japan was created in 2016 The United Nations have declared 2025 to be the International Year of Quantum Science and Technology.

## Subfields

Currently the field of quantum science comprises the following disciplines:

### Quantum physics

    Quantum physics, the parent scientific field, originated in the 1930s. It was established by early pioneers like Max Planck, Niels Bohr, Werner Heisenberg and Erwin Schrödinger, who laid out the foundational principles. From the 1940s onwards, quantum mechanics started to flourish thanks to a series of international seminars and symposia, such as the first Shelter Island Conference in 1947, the Pocono Conference of 1948, the Oldstone Conference of 1949, followed by the Shelter Island Conference in Valence Theory of 1951, the Conference on the Foundations of Quantum Mechanics in 1962 and the Annual Quantum Foundations Conference at Linnaeus University.

### Quantum chemistry

    In the 1980s, scientists like Walter Kohn and John Pople extended quantum principles to chemistry, earning recognition for their efforts. In 1998 they were awarded the Nobel Prize in Chemistry for their contribution to the development of computational methods in quantum chemistry.

### Quantum information science

    Quantum information science began to emerge in the 1980s and 90s, thanks to the discovery of the qubit. Combining quantum mechanics with information theory, it has implications for computation, cryptography and communication. Richard Feynman, David Deutsch and Paul Benioff laid out the main idea of a quantum computer in the 1970s and 80s. Peter Shor and Lov Grover began developing quantum algorithms in the 1990s. Quantum cryptography came up in the 1990s when Charles H. Bennett and Gilles Brassard developed the first quantum key distribution protocol (BB84). From the 2000s onwards, quantum computation became a major branch of IT development.

### Quantum biology

    In the 1990s, the Swedish physicist Per-Olov Löwdin introduced quantum mechanics into biological contexts, setting the stage for quantum biology. More recently, the British science writer Philip Ball has brought newly acquired insights of quantum biology to a wider public.

### Quantum technology

    Magnetic resonance imaging (MRI) is one of the first examples of quantum physics applied to the field of healthcare.

### Quantum nanoscience

    In the 2000s, researchers like Don Eigler and Michael Crommie explored quantum effects at the nanoscale, leading to the field of quantum nanoscience, which explores aspects at the very smallest scale of nanoscience. Quantum nanoscience led to the development of the scanning tunneling microscope and it enables refinement of, amongst others, electron microscopy.
# John Tapp (writer)

John Tapp may refer to:
* John Tapp (writer) (fl. 1596–1615), British writer on navigation
* Johnny Tapp (race caller) (born 1941), Australian racecaller
* Jake Tapp, born John Tapp (born 1988), Canadian swimmer