OpenLLM-France/wikimedia huggingface dataset:
# Aman Mojadidi

Aman Mojadidi (born 1971) is an American visual artist of Afghan descent known for his public art projects exploring Afghan politics and cross-cultural identity. Mojadidi has referred to himself as "Afghan by blood, redneck by the grace of God." His work has been shown internationally in contemporary art exhibitions such as dOCUMENTA (13) and the Kochi-Muziris Biennale.

## Biography

Mojadidi was born and grew up in Jacksonville, Florida. His father went back to Afghanistan each summer to help fight the Soviet occupation as a combat surgeon. Mojadidi visited Afghanistan for the first time in 1990, when he made a visit to the front lines with his uncle, Sibghatullah Mojaddedi, the prominent Afghan mujahid who was once president of Afghanistan and has been a member of its upper parliament.
Mojadidi visited Afghanistan again in 2001 after the fall of the Taliban, and moved there in 2003 to work with an NGO involved in efforts to rebuild the country. In recent years he has been active in Kabul's art scene and has been credited for playing a crucial role in its resurgence. Mojadidi curated a 2012 Documenta exhibit in Kabul which showcased 12 contemporary Afghan artists, and has worked with young Afghans in graffiti art. At times he has been critical of Afghanistan's reliance on foreign aid. He has said that "a truly sustainable approach would probably be for Afghan artists to form collectives and organise exhibitions on their own initiative."

## Work

With his art, Mojadidi says he aims to make something that "disturbs identity and challenges authority." For one of his first performance art installations, in 2009, Mojadidi set up a fake checkpoint in Kabul. Dressed as an Afghan policeman, he filmed himself searching cars and offering drivers $2, in what he described as a "reverse bribe."
In 2010, Mojadidi invented a character called the "Jihadi Gangster" as a satire of what he saw as jihad's "Street cred" (credibility) in modern Afghan culture, which he connected to the American concept of "bling." In a series of photos and posters, Mojadidi dressed up as this character, whose appearance was a combination of American hip-hop gangster and Afghan mujahideen. During the Afghan parliamentary election, 2010, Jihadi Gangster appeared in posters around Kabul wearing a black turban and a large gold chain with a gold-plated gun around his neck (see photos). His campaign slogan read, "Vote for me, I've done jihad, and I'm rich."
Mohadidi's other tongue-in-cheek work includes a fashion line of clothing for suicide bombers and soldiers called "Conflict Chic" and photography exploring the connection between Kabul City and the American Confederate South. His art has been shown in international contemporary art exhibitions, including dOCUMENTA (13) and the Kochi-Muziris Biennale in 2012.
# K. T. M. Iqbal

Mohamed Iqbal (born in 1940), better known as K. T. M. Iqbal, is a Singaporean poet and essayist. He was awarded the Cultural Medallion in 2014.

## Early life and education

Iqbal was born in Kadayanallur, India in 1940. He and his father left for Singapore in 1951 after his mother and his three younger brothers died from cholera. He then began attending the Umar Pulavar Tamil School on Maxwell Road. He began writing poems in 1957. After his graduation, he was employed at Gattey & Bateman, an auditor's firm. When he turned 22, his father arranged for him to be married. He began attending evening classes at the Cantonment Road Primary School in 1963. He began attending Gan Eng Seng Secondary School the following year.

## Career

After graduating, he returned to Gattey & Bateman, which had been renamed to Coopers & Lybrand, as a clerk. A few years later, he left the firm to become a share registration officer at Singapore International Merchant Bankers Limited. In 1971, he began as a freelance songwriter for the Tamil-language Radio Singapore Children's music programme Let Us Sing. By the time he had stopped working for Radio Singapore in 1989, he had written over 200 songs for the programme. In 1975, Flowers of the Heart, a collection of his poems, was published. His second poetry collection, Mother, was published in 1984. His third, Addresses, was published in 1990. In 1995, his poem Water was selected for display in MRT trains by the National Arts Council.
In 1996, he won the Tamil category of the Montblanc-NUS Centre for the Arts Literary Award. In 1999, he won the Tamizhavel Award of the Association of Singapore Tamil Writers. His fourth poetry collection, Dreams, was published in 2000. In the same year, he served as the editor of the poetry anthology Rhythms, and Water was selected for display at the Expo 2000 at the Goethe Institute in Hanover. He received the S.E.A. Write Award in 2001. His fifth poetry collection, Fragrance of Paper, was published in 2003. His sixth poetry collection, Angels Are On The Earth, was published in 2005. In the same year, he received the Kala Ratna Award from the Singapore Indian Fine Arts Society. A poetry collection which included the English translation of his poems, The Evening Number and other Poems, was published in 2008. In 2009, he served as the associate editor of the poetry anthology Fifty on 50. In 2014, Iqbal received the Cultural Medallion. He was among the various writers featured at the 2015 Singapore Writers Festival.
# Amblyseius gracilis

Amblyseius gracilis is a species of mite in the family Phytoseiidae.
# Alvin Johnson

Alvin Johnson may refer to:
* Alvin J. Johnson (1827–1884), American publisher
* Alvin Saunders Johnson (1874–1971), American economist
* Al "Carnival Time" Johnson (Alvin Lee Johnson, born 1939), American singer and piano player
* Alvin Johnson (serial killer) (born 1941), American serial killer
# Amajari River

The Amajari River is a river of Roraima state in northern Brazil.
# Amana Contracting and Steel Buildings

Amana Contracting and Steel Buildings is a UAE based industrial and commercial design-build construction company. It specializes in fast-track, turnkey construction of commercial, industrial and institutional low-rise facilities.

## Offices

Founded in Abu Dhabi in 1993, Amana Contracting and Steel Buildings now runs its operations through various offices in the United Arab Emirates, Qatar and Saudi Arabia.

## Projects

Over the years, Amana Contracting and Steel Buildings has undertaken various projects across numerous industries. Some of these construction projects include:
* QICC cable factory in Doha
* Lulu Hypermarket in Dibba
* Oryx Metal industries in Oman
* Cooling plant for Dubai Metro
* TAKREER research center in Abu Dhabi
* Cast house and offices for EMAL
* Solar field assembly for Shams solar power station
* Emirates SkyCargo Terminal
* Phase 1 of the Dubai Design District (D3)
* IKEA Distribution Center - Dubai
* Nestle Dubai Manufacturing
* Inbound Warehouse for Almarai in Al Kharj
* Fruit Cold Store for Del Monte Foods in Khorma
* Warehouse and Offices for RSA Logistics in Dubai Logistics City
* US$160m Food Plant for BRF S.A. in Abu Dhabi
* Presidential Flights Hangar 2 at Abu Dhabi International Airport
* ADNOC Accommodations in Ruwais by DuBox
* RSA Cold Chain Facility in Dubai South
* Light Industrial Units for Jebel Ali Free Zone Authority

## Awards

In 2009, Amana Contracting and Steel Buildings was awarded the Dubai Quality Appreciation Program certificate for the construction field. In 2014, the company was awarded the CSR Label by The Dubai Chamber of Commerce and Industry.
# 2013 Senior League World Series

The 2013 Senior League World Series took place from August 11–17 in Bangor, Maine, United States. Chitré, Panama defeated Kennett Square, Pennsylvania in the championship game.

## Teams

| United States | International |
| Bangor, Maine District 3 Host | Makati, Philippines Illam Central Asia–Pacific |
| Chicago, Illinois Clear Ridge Central | Cape Breton, Nova Scotia Cape Breton Canada |
| Kennett Square, Pennsylvania Kennett Square East | Emilia, Italy Emilia Europe–Africa |
| Martinez, Georgia Martinez-Evans Southeast | Chitré, Panama Chitré Latin America |
| Laredo, Texas Northside Southwest | |
| Pearl City, Hawaii Pearl City West | |

## Results

Group A
| Team | W | L | Rs | Ra |
| Hawaii | 4 | 0 | 34 | 2 |
| Georgia | 3 | 1 | 16 | 4 |
| Philippines | 1 | 3 | 17 | 17 |
| Maine | 1 | 3 | 7 | 26 |
| Canada | 1 | 3 | 10 | 37 |
| Canada | – | 0–10 | 1–11 | 8–1 | 1–15 |
| Georgia | 10–0 | – | 0–1 | 4–2 | 2–1 |
| Hawaii | 11–1 | 1–0 | – | 11–1 | 11–0 |
| Maine | 1–8 | 2–4 | 1–11 | – | 3–1 |
| Philippines | 15–1 | 1–2 | 0–11 | 1–3 | – |
Group B
| Team | W | L | Rs | Ra |
| Panama | 4 | 0 | 16 | 4 |
| Pennsylvania | 3 | 1 | 27 | 12 |
| Texas | 2 | 2 | 20 | 12 |
| Italy | 1 | 3 | 13 | 23 |
| Illinois | 0 | 4 | 10 | 35 |
| Illinois | – | 4–8 | 0–6 | 4–9 | 2–12 |
| Italy | 8–4 | – | 0–3 | 1–11 | 4–5 |
| Panama | 6–0 | 3–0 | – | 5–3 | 2–1 |
| Pennsylvania | 9–4 | 11–1 | 3–5 | – | 4–2 |
| Texas | 12–2 | 5–4 | 1–2 | 2–4 | – |
Elimination Round
| Semifinals | Semifinals | Semifinals | World Championship | World Championship | World Championship |
| 4–0 | Hawaii | 3 | | | |
| 3–1 | Pennsylvania | 9 | | | |
| 3–1 | Pennsylvania | 9 | 4–1 | Pennsylvania | 1 |
| | | | 5–0 | Panama | 2 |
| 4–0 | Panama (F/12) | 5 | 5–0 | Panama | 2 |
| 3–1 | Georgia | 4 | | | |
* 2013 Senior League World Series Champions
* Chitré LL Chitré, Panama
# Immigrants' school on Sundays (Athens)

Immigrants' school on Sundays (Greek: Κυριακάτικο Σχολείο Μεταναστών) is a multicultural school in Athens created in 2004 by Greek anti-racists and immigrants/refugees.
It is an initiative of the movement Deport racism (Greek: Απελάστε το ρατσισμό) and it is financed by its members and supporters, mainly through its annual feast. It does not receive money from the state or EU.
It is situated in Giatrakou 22 street in Metaxourgeio neighborhood in Athens. Its main object of teaching is Greek language, but other languages such as English, German and Spanish have been taught as well. All lessons are taught by volunteers; Greek language lessons mainly by native speakers.
From 2004 until today thousands of students from multiple countries have studied in the school. For example, in 2018 the number of students reached 700. The lessons are addressed mainly to adults, but there is also support for children that follow their parents to the school. Students do not need to have a residence permit.

## Actions

The Immigrants' School on Sundays promotes the cooperation of the refugee and immigrant community with the residents of the wider area, as well as with local organizations for the development of collective actions. It organizes solidarity actions (collection of food, medicine for refugees and local unemployed and people in poverty), cultural events and the publication of a calendar while simultaneously carrying out activist actions.

## Awards

In 2015, the school was awarded by International Conference in Open and Distance Learning (ICODL) for its active role in asserting the rights of immigrants and refugees, against racism and xenophobia, and in general for its overall contribution to the fight against social and educational exclusion.
# Hearing the Homework

Hearing the Homework (Finnish: Läksyn kuulustelu) is a painting by Yrjö Ollila from 1923.

## Description

The painting measures 120 by 131 centimetres (47 by 52 inches). It was purchased in 1923 and is at the Ateneum in Helsinki.

## Analysis

A schoolboy sits on a sofa, as his mother reads a book.
# Hearn

Hearn or Hearne may refer to:

## People

* List of people with the surname Hearn, Hearne, Hearns or Hearnes
* Hearn family, a family line of Anglo-Norman origin dating to 1066 A.D. in England
* Heron (surname), the original spelling of the Hearn name, of Anglo-Norman origin

## Places

* Hearn Generating Station, Toronto, Ontario, Canada
* Hearne, Saskatchewan, Canada
* Hearne, Texas, USA
* Hearnes Center, multi-purpose arena in Columbia, Missouri

## Institutions

* Horace Hearne Institute for theoretical physics at Louisiana State University
# São Francisco River (Paraná)

The São Francisco River is a river of Paraná state in southern Brazil.
# Symplectic representation

In mathematical field of representation theory, a symplectic representation is a representation of a group or a Lie algebra on a symplectic vector space (V, ω) which preserves the symplectic form ω. Here ω is a nondegenerate skew symmetric bilinear form
    $\omega \colon V\times V\to \mathbb {F}$
where F is the field of scalars. A representation of a group G preserves ω if
    $\omega (g\cdot v,g\cdot w)=\omega (v,w)$
for all g in G and v, w in V, whereas a representation of a Lie algebra g preserves ω if
    $\omega (\xi \cdot v,w)+\omega (v,\xi \cdot w)=0$
for all ξ in g and v, w in V. Thus a representation of G or g is equivalently a group or Lie algebra homomorphism from G or g to the symplectic group Sp(V,ω) or its Lie algebra sp(V,ω)
If G is a compact group (for example, a finite group), and F is the field of complex numbers, then by introducing a compatible unitary structure (which exists by an averaging argument), one can show that any complex symplectic representation is a quaternionic representation. Quaternionic representations of finite or compact groups are often called symplectic representations, and may be identified using the Frobenius–Schur indicator.
# Symplectic vector field

In physics and mathematics, a symplectic vector field is one whose flow preserves a symplectic form. That is, if $(M,\omega )$ is a symplectic manifold with smooth manifold $M$ and symplectic form $\omega$, then a vector field $X\in {\mathfrak {X}}(M)$ in the Lie algebra ${\mathfrak {X}}(M)$ is symplectic if its flow preserves the symplectic structure. In other words, the Lie derivative of the vector field must vanish:
    ${\mathcal {L}}_{X}\omega =0$.
An alternative definition is that a vector field is symplectic if its interior product with the symplectic form is closed. (The interior product gives a map from vector fields to 1-forms, which is an isomorphism due to the nondegeneracy of a symplectic 2-form.) The equivalence of the definitions follows from the closedness of the symplectic form and Cartan's magic formula for the Lie derivative in terms of the exterior derivative.
If the interior product of a vector field with the symplectic form is an exact form (and in particular, a closed form), then it is called a Hamiltonian vector field. If the first De Rham cohomology group $H^{1}(M)$ of the manifold is trivial, all closed forms are exact, so all symplectic vector fields are Hamiltonian. That is, the obstruction to a symplectic vector field being Hamiltonian lives in $H^{1}(M)$. In particular, symplectic vector fields on simply connected manifolds are Hamiltonian.
The Lie bracket of two symplectic vector fields is Hamiltonian, and thus the collection of symplectic vector fields and the collection of Hamiltonian vector fields both form Lie algebras.
# Hebrizelm Hill

Hebrizelm Hill (Halm Hebrizelm \'h&lm he-bri-'zelm\) is a rocky hill rising to 70 m on the south-west coast of Greenwich Island, South Shetland Islands. An offshoot of the hill is forming Kaspichan Point. The hill is named after the Thracian King Hebryzelmis, 389–384 BC.

## Location

The hill is located at 62°30′58.2″S 59°51′40″W﻿ / ﻿62.516167°S 59.86111°W﻿ / -62.516167; -59.86111 which is 1.1 km northwest of Triangle Point, and 1.95 km south-southwest of Tile Ridge (Bulgarian topographic survey Tangra 2004/05).

## Maps

* L.L. Ivanov et al. Antarctica: Livingston Island and Greenwich Island, South Shetland Islands. Scale 1:100000 topographic map. Sofia: Antarctic Place-names Commission of Bulgaria, 2005.
* L.L. Ivanov. Antarctica: Livingston Island and Greenwich, Robert, Snow and Smith Islands. Scale 1:120000 topographic map. Troyan: Manfred Wörner Foundation, 2009. ISBN 978-954-92032-6-4
# Kaniegue

Kaniegue is a commune in the Cercle of San in the Ségou Region of Mali. The principal town lies at Dioundiou Konkankan. As of 1998 the commune had a population of 5,559.
# Kaniet

Kaniet may be,
* Kaniet Islands, Papua New Guinea
* Kaniet language spoken on the islands
# Immer derselbe Schnee und immer derselbe Onkel

Immer derselbe Schnee und immer derselbe Onkel (English translation: Always the Same Snow and always the same Uncle) is a book of essays by Nobel Prize-winning author Herta Müller. The book was first published in Germany on March 7, 2011, through Carl Hanser Verlag.
Critical reception for the book was positive. Ö1 praised the collection, calling the title "peculiar and beautiful" and stated that her writing was "direct and pragmatic".
# Images (Kathy Troccoli album)

Professional ratings :
| Review scores ||
| Source | Rating |
| AllMusic | |
Images is the third full-length studio album by Christian singer/songwriter Kathy Troccoli, released in 1986 on Reunion Records. It did not sell as well as her previous two albums. Despite that, Images still earned Troccoli a Grammy nomination for Best Gospel Performance, Female at the 30th Grammy Awards in 1988. After the release of Images, Troccoli embarked on a five-year sabbatical from her recording career and would not release another album until 1991's Pure Attraction. Images peaked at No. 25 on the Billboard Top Inspirational Albums chart.

## Track listing

* "Ready and Willing" (Wayne Kirkpatrick, Dann Huff, Phil Naish) – 5:45
* "Talk It Out" (Kathy Troccoli, Naish, Kirkpatrick) – 4:36
* "Dream On" (Troccoli, Naish, Kirkpatrick, Huff) – 5:32
* "Don't Wanna See You Down" (Troccoli, Pam Mark Hall, Naish) – 4:16
* "Chance of a Lifetime" (Kirkpatrick, Huff, Naish) – 4:18
* "Love Stays" (Troccoli, Mark Baldwin) – 5:14
* "No Time for Love" (Troccoli, Kirkpatrick, Naish) – 4:04
* "If Only" (Troccoli, Jack Fowler) – 3:43
* "Gotta Keep Dancin'" (Troccoli, Naish, Kirkpatrick) – 5:15

## Personnel

* Kathy Troccoli – lead vocals, backing vocals (9)
* Phil Naish – keyboards
* Dann Huff – guitars (1-7, 9)
* Mike Brignardello – bass (1, 9), fretless bass (9)
* Neil Stubenhaus – bass (2, 4, 6, 7)
* Gary Lunn – fretless bass (3)
* David Huff – drum programming (1, 9), drums (5, 7)
* Paul Leim – drums (2, 6), drum programming (3)
* John Robinson – drums (4)
* Paulinho da Costa – percussion (4)
* Lisa Bevill – backing vocals (1, 3)
* Chris Eaton – backing vocals (3, 5)
* Gary Janney – backing vocals (4, 9)
Production
* Michael Blanton – executive producer
* Dan Harrell – executive producer
* Dann Huff – producer
* Phil Naish – producer
* Jeff Balding – recording, mixing (2, 4, 8, 9)
* Csaba Petocz – recording, mixing (1, 3, 5, 6)
* Spencer Chrislu – additional engineer
* David Pierce – additional engineer
* Dave Cline – overdub engineer
* Dan Garcia – overdub engineer
* Bill Brunt – art direction
* Scott Bonner – photography
* Ron Keith – photography

## Charts

| Chart (1986) | Peak position |
| US Inspirational Albums (Billboard) | 25 |

### Radio singles

| Year | Singles | Peak positions | Peak positions |
| Year | Singles | CCM AC | CCM CHR |
| 1986 | "Talk It Out" | 26 | 5 |
| 1987 | "If Only" | 29 | — |
# Images (Phil Woods album)

Images is an album by Phil Woods that won the Grammy Award for Best Large Jazz Ensemble Album in 1976. Woods recorded the album with an orchestra conducted by Michel Legrand, who won a Grammy for Best Instrumental Composition.

## Personnel

* Phil Woods – alto saxophone, liner notes
* Michel Legrand – piano, conductor, arranger, producer
* Armand Migiani – baritone saxophone, bass saxophone
* Derek Watkins – trumpet
* Don Lusher – trombone
* Ron Mathewson – double bass
* Judd Proctor – guitar
* Kenny Clare – drums
* Keith Grant – engineer
* Norman Schwartz – producer
* Nat Shapiro – executive producer
# 2013 Nottingham Challenge – Men's doubles

Olivier Charroin and Martin Fischer were the defending champions, but decided not to participate. Sanchai Ratiwatana and Sonchat Ratiwatana won the final 7–6$^{(7–5)}$, 6–7$^{(3–7)}$, [10–8] against Purav Raja and Divij Sharan

## Seeds

* Marcelo Demoliner / Nicholas Monroe (semifinals)
* Sanchai Ratiwatana / Sonchat Ratiwatana (champion)
* Jamie Delgado / Matthew Ebden (semifinals)
* Purav Raja / Divij Sharan (final)

## Draw
### Key

* Q = Qualifier
* WC = Wild card
* LL = Lucky loser
* Alt = Alternate
* SE = Special exempt
* PR = Protected ranking
* ITF = ITF entry
* JE = Junior exempt
* w/o = Walkover
* r = Retired
* d = Defaulted
* SR = Special ranking

### Draw

| First round | First round | First round | First round | First round | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Quarterfinals | Semifinals | Semifinals | Semifinals | Semifinals | Semifinals | Final | Final | Final | Final | Final |
| 1 | M Demoliner N Monroe | 6 | 7$^8$ | | | | | | | | | | | | | | | | |
| WC | F Cipolla F Peliwo | 1 | 6$^6$ | | 1 | M Demoliner N Monroe | 7$^7$ | 7$^7$ | | | | | | | | | | | |
| WC | K Skupski N Skupski | 6 | 6 | | WC | K Skupski N Skupski | 6$^4$ | 6$^5$ | | | | | | | | | | | |
| | V Pospisil B Reynolds | 1 | 4 | | | | | | | 1 | M Demoliner N Monroe | 7$^{10}$ | 3 | [8] | | | | | |
| 4 | P Raja D Sharan | 6 | 3 | [10] | | | | | | 4 | P Raja D Sharan | 6$^8$ | 6 | [10] | | | | | |
| | R de Voest A Shamasdin | 1 | 6 | [7] | 4 | P Raja D Sharan | 7$^7$ | 7 | | | | | | | | | | | |
| | R Roelofse G Soeda | 7$^7$ | 3 | [10] | | R Roelofse G Soeda | 6$^5$ | 5 | | | | | | | | | | | |
| | M Alund U Ignatik | 6$^3$ | 6 | [4] | | | | | | | | | | | 4 | P Raja D Sharan | 6$^5$ | 7$^7$ | [8] |
| WC | D Rice S Thornley | 3 | 7$^7$ | [4] | | | | | | | | | | | 2 | Sa Ratiwatana So Ratiwatana | 7$^7$ | 6$^3$ | [10] |
| | C Guccione J Kerr | 6 | 6$^2$ | [10] | | C Guccione J Kerr | 6 | 4 | [6] | | | | | | | | | | |
| | S Johnson J Sock | 2 | 6 | [6] | 3 | J Delgado M Ebden | 3 | 6 | [10] | | | | | | | | | | |
| 3 | J Delgado M Ebden | 6 | 3 | [10] | | | | | | 3 | J Delgado M Ebden | 5 | 4 | | | | | | |
| | K Beck I Marchenko | 6 | 6$^5$ | [7] | | | | | | 2 | Sa Ratiwatana So Ratiwatana | 7 | 7 | | | | | | |
| | M Przysiężny F Serra | 4 | 7$^7$ | [10] | | M Przysiężny F Serra | 3 | 3 | | | | | | | | | | | |
| | M Bachinger D Brown | 4 | 7$^7$ | [7] | 2 | Sa Ratiwatana So Ratiwatana | 6 | 6 | | | | | | | | | | | |
| 2 | Sa Ratiwatana So Ratiwatana | 6 | 6$^3$ | [10] | | | | | | | | | | | | | | | |