cyanic-selkie/wikianc huggingface dataset:
Khojaly District
Khojaly District (Xocalı rayonu) is one of the 66 districts of Azerbaijan. It is located in the west of the country and belongs to the Karabakh Economic Region. The district borders the districts of Kalbajar, Lachin, Shusha, Agdam and Khojavend. Its capital and largest city is Khojaly. As of 2020, the district had a nominal population of 28,800.
The centre of the district, the town of Khojaly, was also the site of the Khojaly Massacre, the largest massacre throughout the whole Nagorno-Karabakh conflict. Following the massacre, most of the district was occupied by Armenian forces. Following the 2020 Nagorno-Karabakh war, Azerbaijan recaptured some villages in the district, while most of the district, including its capital, was put under Russian peacekeeping control.
Black Panther: Wakanda Forever
Black Panther: Wakanda Forever is a 2022 American superhero movie.
This is based on the Marvel Comics character Black Panther. It is produced by Marvel Studios and distributed by Walt Disney Studios Motion Pictures. The movie is the sequel to Black Panther (2018). It is the 30th movie in the Marvel Cinematic Universe (MCU).
It is directed by Ryan Coogler, who co-wrote the screenplay with Joe Robert Cole. The movie stars Letitia Wright, Lupita Nyong'o, Danai Gurira, Winston Duke, Dominique Thorne, Florence Kasumba, Michaela Coel, Tenoch Huerta, Martin Freeman, and Angela Bassett. In the movie, the leaders of Wakanda fight to protect their nation after King T'Challa's death.
Schedule
Ideas for a sequel began after the release of Black Panther in February 2018. Coogler negotiated to return as director in the following months. Then Marvel Studios officially confirmed the sequel's development in mid-2019. Plans for the movie changed in August 2020 when Black Panther star Chadwick Boseman died from colon cancer. Marvel chose not to recast his role of T'Challa. Other main cast members from the first movie were confirmed to return by that November.
The title was announced in May 2021. Production initially took place from late June to early November 2021, in Atlanta and Brunswick, Georgia, as well as around Massachusetts. This was before a break was made to allow Wright to recover from an injury sustained during filming. Production resumed by mid-January 2022 and ended in late March in Puerto Rico.
Black Panther: Wakanda Forever premiered at the El Capitan Theatre and the Dolby Theatre in Hollywood on October 26, 2022. It was released in the United States on November 11. It is the last movie in Phase Four of the MCU.
Plot
T'Challa, king of Wakanda, is suffering from an illness which his sister, Shuri, believes can be cured by the "heart-shaped herb". Shuri attempts to synthetically recreate the herb after it was destroyed by Killmonger but fails to do so before he succumbs.
One year later, Wakanda is under pressure from other nations to share their vibranium, with some parties attempting to steal it by force. Queen Ramonda implores Shuri to continue her research on the heart-shaped herb, hoping to create a new Black Panther that will defend Wakanda, but she refuses due to her belief that the Black Panther is a figure of the past. In the Atlantic Ocean, the CIA and U.S. Navy SEALs utilize a vibranium-detecting machine to locate a potential vibranium deposit underwater. The expedition is attacked and killed by a group of blue-skinned water-breathing superhumans led by Namor, with the CIA believing Wakanda to be responsible. Namor confronts Ramonda and Shuri, easily bypassing Wakanda's advanced security. Blaming Wakanda for the vibranium race, he gives them an ultimatum: deliver him the scientist responsible for the vibranium-detecting machine, or he will attack Wakanda.
The Wakandans lure Namor and his warriors to the surface as a battle ensues. Shuri traps Namor in a fighter aircraft, intending to dry him out and weaken him. The pair crashes on a desert beach and fight. Shuri gains the upper hand, but realizes the similarities between their paths and implores Namor to yield, offering him a peaceful alliance. Namor accepts, and the battle ends. Namor's cousin, Namora, is upset at Namor's surrender. Namor reassures her that their new alliance will allow them to conquer the surface world one day. Williams returns to MIT, leaving her suit behind, while Okoye rescues Ross from captivity. In Shuri's absence, M'Baku steps forward to challenge for the throne. Shuri visits Nakia in Haiti where she burns her funeral ceremonial robe in accordance with Ramonda's wishes, allowing herself to finally grieve T'Challa.
Rensselaer Polytechnic Institute
What RPI focuses on has changed a lot since it was first made. There still is a lot of engineering at the school, but now there is growing arts and social studies teaching at the school. A big concert hall called EMPAC was opened in 2008 at RPI.
Most of RPI's sports teams play in NCAA Division III, which does not allow athletic scholarships. The men's and women's ice hockey teams play as Division I teams in ECAC Hockey. The hockey teams are can award scholarships because of a special NCAA rule.
List of settlements in Buckinghamshire
The following is a list of places in the county of Buckinghamshire, in England, by letter:
A
Addingrove, Addington, Adstock, Akeley, Alscot, Amersham, Ascott, Ashendon, Asheridge, Ashley Green, Askett, Aston Abbotts, Aston Clinton, Aston Mullins, Aston Sandford, Astwood, Aylesbury
Snickerdoodle
A snickerdoodle is a type of cookie made with flour, butter or oil, sugar, salt, and rolled in cinnamon sugar. Eggs are sometimes used, with cream of tartar and baking soda added to leaven the dough. They are characterized by a cracked surface, and can be crispy or soft.
List of settlements in Buckinghamshire
B
Baker's Wood, Ballinger, Ballinger Bottom, Barley End, Barton Hartshorn, Beachampton, Beacon Hill, Beacon's Bottom, Beaconsfield, Beamond End, Bedgrove, Bellingdon, Bennett End, Berghers Hill, Bernwood Forest, Biddlesden, Bierton, Bishopstone,Black Park, Bledlow, Bledlow Ridge, Boarstall,  Boarstall Duck Decoy, Bockmer End, Booker, Botley, Botolph Claydon, Bourne End, Bourton, Bovingdon Green, Boycott, Bradenham, Brill, Broughton near Aylesbury, Broughton Crossing, Broughton, Milton Keynes, Buckingham, Buckland, Buckland Common, Bulstrode Park,  Burcott near Bierton, Burcott near Wing, Burnham, Burston, Butlers Cross
Snickerdoodle
Snickerdoodles are sometimes called "sugar cookies". But, sugar cookies are rolled in white sugar while snickerdoodles are rolled in a mixture of white sugar and cinnamon.
List of settlements in Buckinghamshire
C
Cadmore, Cadsden, Caldicot, California, Calvert, Calverton, Chackmore, Chalfont Common, Chalfont St Giles, Chalfont St Peter, Chalkshire, Charndon, Chartridge, Chearsley, Cheddington, Chenies,Chepping Wycombe, Chesham, Chesham Bois, Chess Valley, Chetwode, Chiltern scarp, Chilton, Chivery, Cholesbury, Clifton Reynes, Cold Brayfield, Coldmoorholme, Coleshill, Cooks Wharf, Coombe, Coombe Hill, Cores End, Crafton, Creslow, Cryers Hill, Cublington, Cuddington
D
Dadford, Dagnall, Denham, Dinton, Dorney, Dorton, Downley, Drayton Beauchamp, Drayton Parslow, Dunsmore, Dunton
E
Easington, East Claydon, Edgcott, Edlesborough, Egypt, Ellesborough, Elmhurst, Emberton Country Park, Eythrope
F
Fairford Leys, Farnham Common, Farnham Royal, Fawley, Fawley Bottom, Fern, Filgrave, Fingest, Flackwell Heath, Fleet Marston, Ford, Forty Green, Foscot, Four Ashes, Frieth, Fulbrook, Fulmer
Franz Benda
Early Life
Benda was born in Benátky nad Jizerou, Bohemia. His parents were Jan Jiří Benda and Dorothea Benda. Jan Jiří was a weaver and an amateur musician. Dorothea Benda (née Brixi) was the daughter of a musician. He had four brothers, Johann Benda, Joseph Benda, Viktor Benda, and Georg Benda. Franz was the oldest surviving son. Three of his brothers became musicians. Viktor did not become a musician.
Benda received musical training from his father. He became a choir singer in Prague. In 1719 he ran away to Dresden. He sang in the royal chapel of Dresden. He also studied playing the violin and the viola in Dresden. He returned home in 1723. He joined the choir of the Clementinum in Prague. When his voice broke, he focused on practicing the violin. He studied the concertos of Antonio Vivaldi.
Career
In 1727, Benda was employed as a musician for Count von Ostein in Vienna. He ran away to Warsaw with his musician friends. He did not want to join the military. He stayed in Warsaw for two years. In Warsaw, he secretly changed his religion. He became a Protestant. In 1733 Benda returned to Dresden. While visiting Ruppin, he met Crown Prince Frederick. Frederick hired Benda as a violinist. In Potsdam he studied with Johann Gottlieb Graun and Carl Heinrich Graun.
King Frederick allowed Benda's family to move to Potsdam. His family were converted to Protestantism.
Benda wrote an autobiography of his life in 1763. Benda died on 17 March 1786 in Nowawes, near Potsdam.
Music
Benda wrote concertos, sinfonias, sonatas, and many chamber works.
Black Panther: Wakanda Forever
Cast
Additionally, Michael B. Jordan reprises his MCU role as N'Jadaka / Erik "Killmonger" Stevens. Isaach de Bankolé, Dorothy Steel (in her final, posthumous role), and Danny Sapani reprise their roles as the Wakandan River Tribe, Merchant Tribe, and Border Tribe elders, respectively. Connie Chiume reprises her role as Zawavari. Her character was previously the Mining Tribe Elder, but now the Elder Statesman, taking over the role held by Zuri from the first movie. Mabel Cadena portrays Namor's cousin Namora, while Alex Livinalli portrays the Talokanil warrior Attuma, and María Mercedes Coroy portrays Princess Fen, Namor's mother. Lake Bell and Robert John Burke appear as Dr. Graham and Smitty, respectively, a pair of CIA officials in charge of the vibranium mining operation. Richard Schiff appears as the U.S. Secretary of State, while Kamaru Usman appears as a naval officer. Comedian Trevor Noah reprises his role from the first movie as Griot, an A.I. developed by Shuri. Archive footage from previous MCU movies of Boseman as T'Challa / Black Panther is used in the movie's ending, with Divine Love Konadu-Sun appearing as Toussaint, T'Challa and Nakia's son.
List of settlements in Buckinghamshire
G
Gawcott, Gayhurst, George Green, Gerrards Cross, Gibraltar, Granborough, Great Brickhill, Great Hampden, Great Horwood, Great Kimble, Great Kingshill, Great Marlow, Great Missenden, Green Hailey, Grendon Underwood, Grove
H
Haddenham, Halton, Halton Camp, Hambleden, Hampden Row, Handy Cross, Hardmead, Hardwick, Hartwell, Haversham, Hawridge, Haydon Hill, Hazlemere, Heath End, Hedgerley, Hedsor, High Wycombe, Hillesden, Hitcham, Hoggeston, Hogshaw, Holmer Green, Honeyburge, Horsenden, Horton near Ivinghoe, Hughenden, Hughenden Valley, Hulcott, Hundridge, Hyde End, Hyde Heath
I
Ibstone, Ickford, Ilmer, Iver, Iver Heath, Ivinghoe, Ivinghoe Aston, Ivinghoe Beacon
J
Jordans
K
Kents Hill, Monkston and Brinklow, Kimble Wick, Great Kimble, Little Kimble Kingsey, Kingswood, Knotty Green
Nina Foch
Nina Foch (April 20, 1924 – December 5, 2008) was a Dutch-American actress. She was the leading lady in many movies in the 1940s and 1950s. She played Marie Antoinette in Scaramouche (1952). She also played Erica Martin in the movie Executive Suite.
Foch was born in Leiden, Netherlands to an American mother and Dutch father. She died of kidney disease in Los Angeles.
List of settlements in Buckinghamshire
M
Maids Moreton, Marlow, Marlow Bottom, Marsh, Marsh Gibbon, Marsworth, Meadle, Medmenham, Mentmore, Middle Claydon, Middlegreen, Middleton, Middle Weald, Mill End, Mop End, Monks Risborough, Moulsoe, Mursley
Bellaire, Michigan
Bellaire is a village in the U.S. state of Michigan. It is the county seat of Antrim County.
List of settlements in Buckinghamshire
N
Naphill, Nash, Nash Lee, Nether Winchendon, New Zealand, Newton Blossomville, Newton Longville, North Lee, North Marston, Northall
O
Oakley, Orchard Leigh, Oving, Owlswick
P
Padbury, Pednor, Parmoor, Pednor, Penn, Penn Street, Petsoe End, Piddington, Pitchcott, Pitstone, Pond Park, Poundon, Preston Bissett, Prestwood, Princes Risborough
Q
Quainton, Quarrendon (estate), Quarrendon (village), Queens Park
R
Radclive, Radnage, Ringshall, Rowsham
S
St Leonards, Saunderton, Sedrup, Seer Green, Shabbington, Shalstone, Sheepridge, Sherington, Shipton Lee, Shredding Green, Shipton Brook, Singleborough, Skittle Green, Slapton, Soulbury, Southcourt, Southend, Speen, Spurlands End, Steeple Claydon, Stewkley, Stoke Goldington, Stoke Hammond, Stoke Mandeville, Stoke Poges, Stokenchurch, Stone, Stowe, Swanbourne
U
Upper Bacombe, Upper Cadsden, Upper Pollicott, Upper Weald, Upper Winchendon, Upton
V
Verney Junction
W
Waddesdon, Waldridge, Walters Ash, Walton, Walton Court, Water Stratford, Watermead, Waterside, Weedon, Well End, Wendover, West Wycombe, Westbury, Westcott, Westlington, Weston Turville, Wexham, Whaddon, Whelpley Hill, Wheeler End, Whelpley Hill, Whitchurch, Whiteleaf, Widmer End, Widmoor, Winchbottom, Winchmore Hill, Wing, Wingrave, Winslow, Wooburn, Wooburn Green, Woodham, World's End, Worminghall, Wormstone, Wotton Underwood
Kerlaz
Kerlaz (Kerlaz) is a commune. It is found in the region Brittany in the Finistère department in the northwest of France.
Kernilis
Kernilis (Kerniliz) is a commune. It is found in the region Brittany in the Finistère department in the northwest of France.
George Shrinks
George Shrinks is a Canadian-Chinese-French-American animated television series. It is based on the children's book by William Joyce. The show is about a ten to fifteen-year-old boy named George. After a dream one night, he wakes up and is only three inches tall. He has adventures with his friends and family. He also drives mini machines that he made with his father. Co-produced By Nelvana and Jade Animation In Association With Treehouse TV and Canal+ Family
The series started on 29 September 2000 on PBS Kids.
Content
Because of George's very small size, everyday activities, such as working around the house or playing outside, often become exciting adventures. He mostly uses the Zooper Car to travel. It can change into a submarine or a helicopter.
The show has a retro-1940s look, with simple animation and colors. Most of the background music is jazz.
Broadcast
TVO SCN Télé-Québec Treehouse Knowledge Network TFO and Access (Canada) PBS Kids Disney Channel and Disney XD (United States)
Alun Michael
Alun Michael born August 22, 1943, is a Welsh politician. He graduated from Keele University. He was the First Minister of Wales. He also was the first Minister of the National Assembly for Wales.
Marcus Stewart
William Marcus Paul Stewart (né Tubbs; born 8 November 1972) is an English former professional footballer. He played as a forward from 1991 until 2011.
On 8 September 2022, Stewart was diagnosed with motor neurone disease.
Ron Hovey
Ron Hovey OAM (25 August 1932 – 6 January 2015) was an Australian rules footballer. He played with Geelong in the Victorian Football League (VFL) from 1951 until 1960. He later served as the President of Geelong Football Club from 1988 until 1998. Two of his brothers, Ced and Jim, also played league football for Geelong.
Hovey died on 6 January 2015 at the age of 82.
Shusha District
Shusha (Şuşa) is a raion of Azerbaijan. It surrounds the city of Shusha. It is under the control of the Nagorno-Karabakh Republic.
Mark Driscoll
Mark Driscoll (born October 11, 1970) is an American pastor and author. He is the co-founder and pastor for preaching of Mars Hill Church in Seattle, Washington. Driscoll also co-founded the Acts 29 Network Church Building Network, and has written articles for the "Faith and Values" section of the Seattle Times newspaper. He also helped start The Resurgence, a collection of missionary theology resources.
Mitsubishi Model A
The Mitsubishi Model A is the only car built by the Mitsubishi Shipbuilding Company, a member of the Mitsubishi keiretsu which would later become Mitsubishi Motors, and the first automobile made in Japan. Based on the Fiat Tipo 3, it was a four-door seven-seat sedan powered by a front-mounted 26kW 2.8 litre straight-4 engine driving the rear wheels, and could drive as fast as 20 mph. 22 were built at the company's Kobe shipyard between 1917 and 1921.
Mark Driscoll
Early life and education
He was born in Grand Forks, North Dakota and in 1989, he graduated from Highline High School in Burien, Washington, where he was the student body president and also wrote for the school newspaper. He earned a bachelor's degree in communications from Washington State University with a minor in philosophy and holds a Master of Arts degree in exegetical theology from Western Seminary.
Prince Christian of Denmark
Prince Christian of Denmark, Count of Monpezat (Christian Valdemar Henri John; born 15 October 2005) is a member of the Danish royal family. He is the oldest child of Crown Prince Frederik and Crown Princess Mary. He is a grandson of Queen Margrethe II. He has been second in the line of succession to the Monarchy of Denmark since birth.
Title
15 October 2005-29 April 2008 His Royal Highness Prince Christian Valdemar Henri John of Denmark
29 April 2008 His Royal Highness Prince Christian Valdemar Henri John of Denmark, Count of Monpezat
Artemis Fowl (novel)
Artemis Fowl is a book written by Eoin Colfer. It is the first book in the Artemis Fowl series. One of the main characters is Artemis Fowl II, trying to get gold from a group of fairies.
Characters
Some of the main characters are:
Plot
Artemis kidnaps Holly to try and get gold from the fairies. He succeeds because she does not have any magic as she has used it all. The fairies then put a time stop on Artemis' manor, to control the time for eight hours so they can get Holly back. As the negotiations fail, the fairies attack, but Artemis and Butler beat the fairies. The fairies send in Mulch, who discovers the reason Artemis knows about the fairies. They then send in a troll, which very nearly kills Butler and severely injures Holly. Luckily, Holly has got her magic back, so she can heal them both. After the troll episode, the fairies finally decide to give Artemis the gold, planning to kill him later so they can take the gold back. Artemis however escapes the time stop. At the end of the book, Artemis has given half the gold back so Holly heals his mother Angeline, who was sick.
The book received a good review by reviewers. A movie adaptation was released on Disney+ on June 12, 2020.
Riemann hypothesis
The Riemann hypothesis is a mathematical question (conjecture). Finding a proof of the hypothesis is one of the hardest and most important unsolved problems of pure mathematics. Pure mathematics is a type of mathematics that is about thinking about mathematics. This is different from trying to put mathematics into the real world. The answer to the Riemann hypothesis is "yes" or "no".
The conjecture is named after a man called Bernhard Riemann. He lived in the 1800s. The Riemann hypothesis asks a question about a special thing called the Riemann zeta function.
What is the Riemann zeta function?
The Riemann zeta function is a kind of function. Functions are things in mathematics like equations.Functions take in numbers and give you other numbers back. This is like how you get an answer back when you ask a question. The number you put in is called an "input". The number you get back is called a "value". Every input you put into the Riemann zeta function gives you a special value back. You mostly get a different value for each input. But each input gives you the same value every time you use it. Both the input you give, and the value you get, from the Riemann zeta function are special numbers called complex numbers. A complex number is a number with two parts, a real part and an imaginary part. The imaginary part is called imaginary because you would have to "imagine" such a number as i that when multiplied by itself is equal to. Because based on the rules of arithmetic and  no such number could exist, it would have to be imagined. Imaginary numbers have vast use in mathematics; without them a lot of technologies would not be possible. As a tangible example, in order to use quadratic formula to solve some equations, the answer sometimes has to be an imaginary number, and historically this was the reason why imaginary numbers were invented in the first place.
What is a non-trivial root?
Sometimes when you put an input into the Riemann zeta function, you get the number zero back. When this happens, you call that input a root of the Riemann zeta function. You call the input a "root" when it gives you zero. Lots of roots have been found. But some roots are easier to find than others. We call the roots "trivial" or "non-trivial". We call a root "trivial" if it is easy to find. But we call a root "non-trivial" if its hard to find. The trivial roots are numbers called "negative even integers". The reason we think they are easy is because they are easy to find. There are neat rules that say what the trivial roots are. We know what the trivial roots are because of the equation that Bernhard Riemann gave. That equation was called "Riemann's functional equation".
How do we find non-trivial roots?
The non-trivial roots are harder to find. They don't have the same neat rules that say what they are. Even though they are hard to find, lots of non-trivial roots have been found. Remember that the value of the Riemann zeta function was a kind of number called a complex number. And remember that complex numbers have two parts. One of these parts is called the "real part". We noticed an interesting thing about the real part of the non-trivial roots. All the non-trivial roots we found have a real part that is the same number. This number is 1/2, which is a fraction. This takes us to Riemann's big question, which is about how big the real parts are. The question is "do all the non-trivial roots have real part 1/2?", and the hypothesis says the answer is yes. We are still trying to find out if the answer is "yes" or "no".
What do we know so far?
We do not know the answer to the question yet. But we do know some good facts. These facts might help us. There is a way we can find facts about the real parts of the non-trivial roots. This is with Riemann's special equation (Riemann's functional equation). Riemann's functional equation tells us about the size of the real parts. It says that all the non-trivial zeros have a real part close to 1/2. It says how small the real parts can be, and how big they can be. But it doesn't say exactly what they are. Specifically, it says the real parts have to be bigger than 0. But they have to be less than 1. But we still don't know if there might be a non-trivial root with a real part very close to 1/2. Maybe there is, but we just have not found it yet. The group of complex numbers that have a real part bigger than 0 but smaller than 1 is called the "critical strip".
The Riemann hypothesis in a picture
The picture in the top-right corner of this page shows the Riemann zeta function. The non-trivial roots are shown with the white dots. They look like they're all in a line down the very middle of the picture. They're not too far to the left and not too far to the right. The real part is how far left-to-right you are. Being in the middle of the picture means they have a real part of 1/2. So all the non-trivial roots in the picture have a real part of 1/2. But our picture doesn't show everything because the Riemann zeta function is too big to show. So what about the non-trivial roots above and below the picture? Would they be in the middle too? What if they break the pattern of being in the middle? They could be slightly to the left or right. The Riemann hypothesis asks if every non-trivial root (white dot) would be on the line down the middle. If the answer is no, we say the "hypothesis is false". This would mean that there are white dots which are not on the line given.
Newton N. Minow
Newton Norman Minow (January 17, 1926 – May 6, 2023) was an American attorney and former Chair of the Federal Communications Commission. His speech calling to television as a "vast wasteland" is still used even as the speech has passed its 50th anniversary.
He was the Honorary Consul General of Singapore in Chicago.
Minow was active in Democratic party politics. He was an influential attorney in private practice concerning telecommunications law and was active in many nonprofit, civic, and educational institutions.
President Barack Obama named him a recipient of the Presidential Medal of Freedom for 2016.
Madhubani art
Madhubani Art is a style of  painting, practiced in the Mithila region of India and Nepal. It was named after Madhubani District of Bihar, which is where it originated. It is done with many tools like fingers, twigs, brushes, nib-pens, and matchsticks and using natural dyes and colours. What separates Madhubani art from other forms of art are its geometrical patterns. This art has 5 distinctive styles. These are:
Origin
It was created by the women of many communities in the Mithila region of India. It originated from the Madhubani district of the Mithila region of Bihar. Madhubani is a big export centre of these paintings. This painting as a form of wall art was practised a lot throughout the region. Doing the painting on paper originated in the villages around Madhubani much later. It was introduced by a woman named Bhuvi.
Changes
The paintings were traditionally done on mud walls and floors of huts, but now they are also done on cloth, handmade paper and canvas. People made a paste out of powdered rice and used it in the paintings. Madhubani painting has remained in India and Nepal and has been passed down for centuries, although the style has remained the same. Madhubani paintings are done 2 dimensional, and the colours and dyes come from plants. Most madhubani paintings depict people and their association with nature. Scenes from weddings and events and natural things such as the Sun, leaves, flowers and animals are also painted a lot. In these paintings, blank space is filled with flowers, animals, leaves, geometric patterns etc.
Khojavend District
Khojavend District (Xocavənd rayonu) is one of the 66 districts of Azerbaijan. It is located in the west of the country and belongs to the Karabakh Economic Region. The district borders the districts of Lachin, Shusha, Khojaly, Agdam, Aghjabadi, Fuzuli, Jabrayil, and Qubadli. Its capital and largest city is Khojavend, however since the city is under Russian peacekeeping control, the current de facto capital is the town of Hadrut. As of 2020, the district had a nominal population of 44,100.
Tartar District
Tartar (Tərtər) is a raion of Azerbaijan. Most of it is under the control of the Nagorno-Karabakh Republic.
Samantha Lewthwaite
Lewthwaite was an alleged member of the Somalia-based radical Islamic militant group Al-Shabaab.
She is believed to have been behind an attack on those watching football in a bar in Mombasa during Euro 2012. In September 2013, it became aware that she is the mastermind behind the Nairobi Westgate shopping mall attack, though many people do not believe this.
She is nicknamed the "White Widow".
I Look to You
I Look to You is the seventh and final studio album by American singer Whitney Houston. It was first released on August 28, 2009, through Sony Music in Europe, then August 31, 2009 with Arista Records in the United States before being released by RCA Records in the United Kingdom on October 19, 2009. The album was Houston's first non-holiday studio album since 2002's Just Whitney.
Critical reception
I Look to You received generally positive reviews from music critics.
Track listing
Notes
American Music Awards
The 'International Artist Award' was given "in recognition of her worldwide success exemplified by her international record sales, radio airplay in countries all over the world, live performances that span the globe, and popularity that knows no borders or boundaries."
Jack Russell Terrier
The Jack Russell Terrier is a small dog with a white coat that can be smooth or rough-coated. Some have a broken coat that is also called "wire-haired".
This terrier is good at fox hunting.
History
The Jack Russell terrier were originally bred in England by the Reverend John Russell from about 1819. The Jack Russell is sturdier than the standard terrier. It is a fast runner, has a great nose and can hunt the fox even when it goes underground. It can also be used as a work dog.
Dean Brooks
Dean Kent Brooks (July 22, 1916 – May 30, 2013) or Dean R. Brooks was an American physician and actor.
Cap-Haïtien
Cap-Haïtien, also known as Le Cap, (Kréyòl: Kap Ayisyen, Okap) is a city in northern Haiti. It is the capital city of the Nord Département.
The city is on the coast of the Cap-Haïtien Bay, on the Atlantic Ocean, about 260 km north of the Haitian capital Port-au-Prince. The central part of the city is between the bay to the east, and mountains to the west.
Dean Brooks
Career
He was the head of the Oregon State Hospital in 1975 when the movie One Flew Over the Cuckoo's Nest was filmed there, which is why he appeared in the movie. He starred as Dr. John Spivey M.D.. Brooks was the superintendent of Oregon State Hospital for 27 years from 1955 to 1982. Brooks was first licensed in Oregon to practice psychiatry in 1950. He retired from the practice of Psychiatric Medicine in 1999.
Later life
He was married to Ulista Jean Moser until her death in 2006. They had two daughters.
Cap-Haïtien
History
On the left side of the river Haut du Cap, Christopher Columbus built a small fort with the rest of the ship Santa María when it was destroyed on Christmas Day on 1492; he named the fort as La Navidad (in English, "Christmas").
The region around the city had the Taíno name of Guarico, the name used by the Spanish colonists for the region and the new city. When French people came from the Tortuga Island to live here, they founded the city in 1670 and the French King Louis XIV named the place as Cap-Français in 1711; it was then the capital city of the Saint-Domingue colony until 1770 when Port-au-Prince became the new capital city.
Dean Brooks
Death
Brooks died on May 30, 2013 in Salem, Oregon from natural causes, aged 96.
Cap-Haïtien
History
The town was destroyed by Spanish people in January 1691, after the Battle of La Limonade; La Limonade is a savanna just to the east of Cap-Haïtien. Later, in 1695, the town was again destroyed by Spanish and English soldiers.
Haiti, known as Saint-Domingue during colonial times, was the richest colony of France, and Cap-Français was the richest city in the colony. The city was known then as the "Paris of the west".
During the Haitian Revolution, there was a battle on 18 November 1803 in Vertières, near Cap-Haïtien. In this battle, the army of Jean-Jacques Dessalines defeated a French colonial army led by the Comte de Rochambeau, leading to the independence of Haiti on 1 January 1804.
After the Haitian independence, the country was divided in two parts and the northern part was made a kingdom by Henri Christophe and the name of the city was changed to Cap-Henry. Christophe made Milot, a town 15 km to the south of the city, the capital of his kingdom.
The city was named Cap-Haïtien after the death of Christophe and when Haiti became again one country.
Economy
Cap-Haïtien is a very important port of northern Haiti; there is also an airport.
Activity
Activity may refer to:
Lully, Vaud
Lully is a municipality in Morges in the canton of Vaud in Switzerland.
Kenneth Mapp
Kenneth E. Mapp (born November 2, 1955) is an American politician. He was the 29th Governor of the United States Virgin Islands from 2015 to 2019. He is a registered Republican, but ran as an independent.
A former three term Virgin Islands Senator, Mapp served as the Lieutenant Governor of the United States Virgin Islands from 1995 until 1999. Mapp was an independent candidate for Governor of the U.S. Virgin Islands in the 2010 gubernatorial election, but was defeated by John de Jongh.
He ran in the 2014 gubernatorial election for Governor of the United States Virgin Islands, defeating Donna Christian-Christensen, the longtime Delegate to Congress in a run-off.
Liquid crystal
The contrasting areas in the texture each correspond to a domain where the LC molecules are rotated in a different direction. Within a domain, however, the molecules are well ordered. LC materials may not always be in an LC phase (just as water is not always in the liquid phase: it may also be found in the solid and gaseous phase).
Liquid crystal display s use the optical properties of liquid crystals to control light.
Tandoori chicken
Tandoori chicken is a chicken dish in Indian cuisine. It is prepared by roasting chicken marinated in yogurt and spices. It is prepared in the tandoor, a cylindrical clay oven. The dish started from the Indian subcontinent. It is popular in many other parts of the world. Tandoori chicken can be served with other dishes, such as naan or rice.
Origin
The dishes like tandoori chicken may have started during in the Harappan civilization. According to famous archeologist and vice-chancellor of Deccan College Professor Vasant Shinde, the earliest proof for a dish like tandoori chicken can be found in the Harappan civilization in 3000 BC. His team has found ancient ovens at Harappan sites which are similar to the tandoors that are used in the state of Punjab. Physical remains of chicken bones have also been found along with burn marks. According to Sushruta Samhita, the meat was cooked in an oven (kandu) after marinating it in spices like black mustard (rai) powder and fragrant spices. According to Ahmed (2014), Harappan oven structures may have operated in a similar manner to the modern tandoors of the Punjab.
Tandoori chicken started in the Punjab as a dish. It started before the partition of India. In the late 1940s, tandoori chicken was made popular by Kundan Lal Jaggi and Kundan Lal Gujral at Moti Mahal in Daryaganj, New Delhi. They were Punjabi Hindus as well as the founders of the Moti Mahal restaurant. Mokha Singh had founded the restaurant in the Peshawar area of British India. It is now part of neighboring Pakistan.
In the United States, tandoori chicken started appearing on menus by the 1960s. It is reported that Jacqueline Kennedy ate "chicken tandoori" on a flight from Rome to Bombay in 1962. A recipe for tandoori chicken was printed on the Los Angeles Times in 1963, for "the hostess in search of a fresh idea for a party dinner"; a similar recipe was published in the same newspaper in 1964.
Hangman
Hangman is a paper-and-pencil guessing game played by two or more people. One player thinks of a word, phrase, or sentence, and the other players have to try and guess it. They do so by calling letters or numbers that they think are in the word. The word is shown as a row of dashes. If a guessing player gives a letter or number that is in the word, the other player writes the letter or number in the places that they are in the word. If the letter or number is not in the word, the other player draws a part of a hanged man stick figure as a tally mark (a form of numeral used for counting). The game ends when:
The television game show Wheel of Fortune is based off of Hangman. It uses a roulette-style wheel that players spin for cash and prizes.
Regions of Italy
Italy is a country in the south of Europe. It is divided into 20 regions. A region is a part of the country with a government and a president.
In Italy, regions can decide some things. They can give money to local business. They can decide some things about hospitals, schools, and transport.
In some regions, people speak other languages. In Alto Adige/Südtirol a lot of people speak mainly German. So this region is "special" and can decide more things.
Brian Barder
Sir Brian Leon Barder, KCMG (20 June 1934 – 19 September 2017) was a British diplomat, author, blogger and civil liberties advocate. He was born in Bristol, England.
Regions of Italy
Sardinia and Sicily are islands. They have different problems than other regions. They have also some different laws. These regions are called "regions with special laws" (Regione a statuto speciale).
Brian Barder
Barder was British Ambassador to Ethiopia (1982–86); Ambassador to Poland (1986–88); High Commissioner to Nigeria and concurrently Ambassador to Bénin (1988–91) and High Commissioner to Australia (1991–94).
Regions of Italy
List of the regions
Every region has a capital. Here is the list of the regions, the capital and other information.
Brian Barder
He was awarded the KCMG in 1992.
Monosexism
Monosexism is the belief that monosexuality is superior over other sexual orientations, such as bisexuals, omnisexuals, polysexuals and pansexuals. Some people think that bisexuals are promiscuous.
It describes a specific discrimination that includes biphobia and panphobia as an extension of heterosexism, enforcing androphilia and gynephilia as an strict dichotomy.
Rauf Denktaş
Rauf Raif Denktaş, sometimes Rauf Denktash in English, (27 January 1924 – 13 January 2012) was a Turkish Cypriot politician. He was the first President of Northern Cyprus from 1983 to 2005. Before becoming president he was the second Vice President of the republic of Cyprus.
On 13 January 2012, Denktaş died from Multiple organ dysfunction syndrome aged 88.
VIETV
Affiliates broadcasting
It has since started affiliates broadcasting in Los Angeles, California, Orange County, California, San Francisco, California, San Jose, California, Dallas, Texas, Atlanta, Georgia, Philadelphia, Pennsylvania, Boston, Massachusetts, and Washington, D.C. The Houston, Dallas, Los Angeles, and San Jose affiliates are also available in live streaming video on the Vietv.com website. The network has created the UNO IP IPTV set-top box for viewing their content on televisions outside their broadcast area.
Locations
VIETV has six studios. This includes their headquarters in Houston and locations in Southern California, Northern California, Boston, and Philadelphia. Original programming on VIETV includes the Evening NEWS and NEWS @ Nite programs, the It's Your Birthday children's show, Cooking with Chef Cam-Yuet, Beauty by Tiffani, World Travel, and The Law & Legal Issues, hosted by VIETV president Robert Pham.
Wood Dale, Illinois
Wood Dale is a city in Illinois in the United States.
List of settlements in Avon
This is a list of settlements in the county of Avon, England, by letter:
A
Abbots Leigh - Abson - Acton Turville - Aldwick - Almondsbury - Alveston - Arnos Vale - Ashley Down - Ashton - Ashton Gate - Aust - Avonmouth
B
Backwell - Badminton - Bannerdown - Banwell - Baptist Mills - Barrow Gurney - Barrs Court - Barton - Barton Hill - Bath - Bathampton - Batheaston - Bathford - Bathwick - Beach - Bedminster - Bedminster Down - Benter - Binegar - Bishop Sutton - Bishopston - Bishopsworth - Bitton - Blagdon - Bleadon - Bourton - Bradley Stoke - Brentry - Bridgeyate - Brislington - Bristol - Brockley - Burrington - Butcombe
C
Cameley - Camerton - Carlingcott - Charlcombe - Charmy Down - Charterhouse - Chelvey - Chelwood - Chew Magna - Chew Stoke - Chewton Keynsham - Chewton Mendip - Chilcompton - Chipping Sodbury - Chittening - Churchill - Clandown - Clapton - Clapton in Gordano - Claverham - Claverton - Claverton Down - Clay Hill - Cleeve - Clevedon - Clifton - Clifton Wood - Clutton - Coalpit Heath - Codrington - Coleford - Combe Down - Combe Hay - Compton Dando - Compton Martin - Congresbury - Coombe Dingle - Corston - Cotham - Cowhill
D
Didmarton - Dodington - Downend - Doynton - Dundry - Dunkerton - Dunkirk - Durdham Park
E
Earthcott Green - East Clevedon - East Harptree - East Hewish - East Rolstone - Easter Compton - Eastertown - Easton - Easton in Gordano - Eastville - Edford - Edingworth - Elberton - Elborough - Emborough - Emersons Green - Englishcombe
F
Failand - Farleigh - Farleigh Hungerford - Farmborough - Farrington Gurney - Faulkland - Felton - Filton - Fishponds - Flax Bourton - Foxcote, Somerset\Foxcote - Frampton Cotterell - Frenchay - Freshford
G
Gaunts Earthcott - Greenbank - Grovesend - Gurney Slade
H
Hallatrow - Hallen - Hambrook - Hamswell - Hanham - Hawkesbury - Hawkesbury Common - Hawkesbury Upton - Haydon - Hemington - Henbury - Henfield - Hengrove - Henleaze - Hewish - High Littleton - Hinton Blewett - Hinton Charterhouse - Holcombe - Horfield - Horton - Hotwells - Hunstrete - Hutton
I
Inglesbatch - Inglestone Common - Ingst - Iron Acton - Itchington - Iwood
K
Kelston - Kelston Mills - Kendleshire - Kenn - Kewstoke - Keynsham - Kilmersdon - Kingsdown - Kingston Bridge - Kingston Seymour - Kingswood - Kington - Knap - Knowle
L
Langford - Langridge - Lansdown - Larkhall - Laverton - Lawrence Hill - Lawrence Weston - Leigh upon Mendip - Leigh Woods - Limpley Stoke - Little Badminton - Little Sodbury - Little Stoke - Littleton - Littleton-upon-Severn - Litton - Locking - Long Ashton - Longwell Green - Lower Claverham - Lower Failand - Lower Hamswell - Lower Hazel - Lower Hounsley - Lower Morton - Lower Shockerwick - Lower Vobster - Lower Weston - Lulsgate - Lympsham
M
Mangotsfield - Marksbury - Midford - Midsomer Norton - Milton - Monkton Combe - Montpelier
N
Nailsea - Nailwell - Nempnett Thrubwell - New Cheltenham - Newton - Newton St Loe - North End - North Stoke - North Widcombe - Northend - Northville - Northwick - Norton Hawkfield - Norton Malreward - Norton St Philip - Nye
Battle of Majuba Hill
While the battle was small it was important in history. It led to the signing of a peace treaty. The treaty was between the British and the South African Republic. It ended the First Boer War. Also the fire and movement tactics used by the Boers were years ahead of their time. This battle and two before it convinced the British of the Boers strength. During the Second Anglo-Boer War "Remember Majuba" became a rallying cry.
Some important British historians say that this defeat marked the beginning of the decline of the British Empire.
List of settlements in Avon
O
Oakhill - Old Down - Old Sodbury - Oldbury Naite - Oldbury-on-Severn - Oldland Common - Olveston
P
Patchway - Paulton - Peasedown St John - Pensford - Petty France - Pill - Pilning - Portbury - Portishead - Priston - Publow - Pucklechurch - Pylle Hill
Q
Queen Charlton
R
Radstock - Rangeworthy - Redcliffe - Redfield - Redhill - Redland - Regil - Rickford - Rowberrow - Rudgeway
S
Saltford - Sandford - Sea Mills - Severn Beach - Severn Bridge - Shipham - Shirehampton - Shortwood - Shoscombe - Sneyd Park - Snowhill - Soundwell - Southdown - Southmead - Southstoke - Southville - Speedwell - St Agnes - St Andrews - St Annes - St Annes Park - St Augustines - St Catherine - St George - St Georges - St James - St Judes - St Pauls - St Philips - St Philips Marsh - St Werburghs - Stanton Drew - Stanton Prior - Stanton Wick - Staple Hill - Stapleton - Star - Stockwood - Stoke Bishop - Stoke Gifford - Stoke St Michael - Ston Easton - Stoney Littleton - Stratton-on-the-Fosse - Swainswick - Swineford
T
Tadwick - Tellisford - Temple Cloud - Temple Meads - Thornbury - Tickenham - Timsbury - Tockington - Tormarton - Totterdown - Tunley - Twerton - Tyndalls Park - Tyntesfield
W
Walton Bay - Walton in Gordano - Warleigh - Warmley - Way Wick - Wellow - West Harptree - West Hewish - West Hill - West Town - West Wick - Westbury Park - Westbury-on-Trym - Westerleigh - Weston - Weston in Gordano - Weston-super-Mare - Whitchurch - Whitehall - Whiteway - Wick, Somerset - Wick St Lawrence - Widcombe - Willsbridge - Wilmington - Winford - Winscombe - Winterbourne - Winterbourne Down - Withyditch - Woollard - Woolley - Woolverton - Worle - Worlebury - Wraxall - Wrington - Writhlington
Y
Yate - Yatton
Abstract art
Abstract art is modern art which does not represent images of our everyday world. It has colour, lines and shapes (form), but they are not intended to represent objects or living things. Often the artists were influenced by ideas and philosophies of abstraction.
Abstract art is found in painting and in sculpture. There are also many works of art which are partly abstract, and partly representational. Many artists worked in abstract and other types of modern art.
Purely abstract art is a 20th-century invention. It grew out of the earlier forms of modern art, but it is perhaps the one movement which is absolutely modern. It has no roots in earlier art (as we use the term today).
Early years
One of the first to achieve complete abstract paintings was Kazimir Malevich, who presented a completely black square in 1913. He was a Suprematist, an art movement based on simple geometrical shapes. Art based on geometry is a kind of geometric abstraction. Wassily Kandinsky painted a famous work Composition VII in 1913, which was completely abstract and very complex.
Villard-Notre-Dame
Villard-Notre-Dame is a commune. It is found in the Isère department in the southeastern part of France.
Abstract art
Early years
The case of Manierre Dawson, an American from Chicago, is very interesting. During a tour of Europe in 1910, he started painting true abstract works. Back in the United States, he became convinced that he could not earn a living at art, and became a farmer. He was forgotten until a rediscovery in 1963. He may have been the first person to paint a completely abstract work.
There are many hundreds of other artists who painted abstracts. Piet Mondrian and the sculptor Henry Moore deserve mention for their wide influence on other artists.
Abstract expressionism
After World War II, abstract art became a dominant form of art in the United States, with some outstanding exponents. Immigrants such as Mondrian, Max Ernst and Mark Rothko, and native-born Americans such as Barnett Newman and Jackson Pollock became almost household names.