cyanic-selkie/wikianc huggingface dataset:
Ivy Bottini
Her memoir, The Liberation of Ivy Bottini: A Memoir of Love and Activism, as told to Judith V. Branzburg, was published by Bedazzled Ink Publishing Company in November, 2018.
Bottini died in Florida on February 25, 2021 at the age of 94.
Aurora Chamorro
Chamorro died on 17 October 2020 at the age of 66.
AVN Award for Male Foreign Performer of the Year
The AVN Award for Male Foreign Performer of the Year is an award that has been given annually by sex industry company AVN since the award's creation in 2003.
The first person awarded was Italian-born pornographic actor Rocco Siffredi who was awarded at 20th AVN Awards in 2003, Rocco Siffredi is the most honoured actor with ten awards.
Bheen
Bheen is a village and Union Council, an administrative subdivision, of Chakwal District in the Punjab Province of Pakistan, it is part of Chakwal Tehsil.
Luisago
Luisago is a comune in the Province of Como in the Italian region of Lombardy.
Bharpur
Bharpur is a village and Union Council, an administrative subdivision, of Chakwal District in the Punjab Province of Pakistan, it is part of Chakwal Tehsil and is located at 32°51'0N 72°34'0E
French alphabet
The French alphabet uses the same letters as the ISO basic Latin alphabet as well as the English alphabet, although its pronunciation is different from that of English. Some letters sometimes also have diacritics on them (e.g. Français), but letters with diacritics are considered to be a modified form of the letters without diacritics, so they are not different letters of the alphabet. The letters "k" and "w" do not appear in original French words, only in words borrowed from other languages (e.g. kangourou, wagon).
Sremski Karlovci
Sremski Karlovci (Сремски Карловци) is a town in the South Bačka District of the autonomous province of Vojvodina, Serbia. It is on the river Danube, 8 km from Novi Sad. In 2011, 8,750 people lived there.
Lucien De Brauwere
Lucien De Brauwere (10 June 1951 – 17 October 2020) was a Belgian cyclist. He competed in the individual road race at the 1972 Summer Olympics. He was born in Oudenaarde, Belgium.
De Brauwere died on 17 October 2020 in Petegem-aan-de-Schelde, Belgium, aged 69.
Maxwell's equations
In the 1860s James Clerk Maxwell published equations that describe how charged particles give rise to electric and magnetic force per unit charge. The force per unit charge is called a field. The particles could be stationary or moving. These, and the Lorentz force equation, give everything one needs to calculate the motion of classical particles in electric and magnetic fields.
The first equation allows one to calculate the electric field created by a charge. The second allows one to calculate the magnetic field. The other two describe how fields 'circulate' around their sources. Magnetic fields 'circulate' around electric currents and time varying electric fields: Ampère's law with Maxwell's extension, while electric fields 'circulate' around time varying magnetic fields: Faraday's law.
Maxwell's Equations in the classical forms
where the following table provides the meaning of each symbol and the SI unit of measure:
and
Charge density and the electric field
where {\rho} is the free electric charge density (in units of C/m3), not counting the dipole charges bound in a material, and \mathbf{D} is the electric displacement field (in units of C/m2). This equation is like Coulomb's law for non-moving charges in vacuum.
The next integral form (by the divergence theorem), also known as Gauss' law, says the same thing:
d\mathbf{A} is the area of a differential square on the closed surface A. The surface normal pointing out is the direction, and is the free charge that is inside the surface.
In a linear material, \mathbf{D} is directly related to the electric field \mathbf{E} with a constant called the permittivity, \varepsilon (This constant is different for different materials):
The permittivity of free space is called, and is used in this equation:
Harley Davidson and the Marlboro Man
Harley Davidson and the Marlboro Man is a 1991 American action western movie directed by Simon Wincer and starring Mickey Rourke, Don Johnson, Chelsea Field, Daniel Baldwin, Vanessa Williams, Tom Sizemore, Tia Carrere. It was distributed by Metro-Goldwyn-Mayer and was a box office failure. It received generally negative reviews from critics.
Maxwell's equations
Charge density and the electric field
Here \mathbf{E} is the electric field again (in units of V/m), \rho_t is the total charge density (including the bound charges), and (approximately 8.854 pF/m) is the permittivity of free space. One can also write \varepsilon as. Here, is the permittivity of the material when compared to the permittivity of free space. This is called the relative permittivity or dielectric constant.
See also Poisson's equation.
The structure of the magnetic field
\mathbf{B} is the magnetic flux density (in units of tesla, T), also called the magnetic induction.
This next integral form says the same thing:
The area of d\mathbf{A} is the area of a differential square on the surface A. The direction of d\mathbf{A} is the surface normal pointing outwards on the surface of A.
This equation only works if the integral is done over a closed surface. This equation says, that in every volume the sum of the magnetic field lines that go in equals the sum of the magnetical field lines that go out. This means that the magnetic field lines must be closed loops. Another way of saying this is that the field lines cannot start from somewhere. This is the mathematical way of saying: "There are no magnetic monopoles".
A changing magnetic flux and the electric field
This next integral form says the same thing:
Here
This is what the symbols mean:
ΦB is the magnetic flux that goes through the area A that the second equation describes,
E is the electric field that the magnetic flux causes,
s is a closed path in which current is induced, for example a wire,
v is the instantaneous velocity of the line element (for moving circuits).
This law is like Faraday's law of electromagnetic induction.
Some textbooks show the right hand sign of the integral form with an N (N is the number of coils of wire that are around the edge of A) in front of the flux derivative. The N can be taken care of in calculating A (multiple wire coils means multiple surfaces for the flux to go through), and it is an engineering detail so it's left out here.
The negative sign is needed for conservation of energy. It is so important that it even has its own name, Lenz's law.
Cayman Airways
Cayman Airways is the flag carrier of the Cayman Islands. Its main office and largest hub is in Grand Cayman.
History
Cayman Airways started flying on August 7, 1968. The airline's first plane was a Douglas DC-3. It's first international charter flight to Miami International Airport was in 1972. In 1978, the airline bought its first jet - the BAC 1-11. As of 2015, Cayman Airways has 5 airplanes.
Michael Praetorius
Michael Praetorius (born Creuzburg an der Werra, near Eisenach 15 February 1571? ; died Wolfenbüttel, 15 February 1621) was a German composer, organist and music theorist. He was one of the most important composers of his day and he wrote lots of different kinds of music. A lot of his music is based on hymns of the Protestant church.
We are not quite certain about the date of his birth. He was born at a time when there was a lot of argument about religion in Germany. His father was a strict Lutheran and lost his job more than once because of his beliefs. We know very little about the life of Praetorius. He seems to have gone to the Lateinschule (“Latin School”) in Torgau where he had music lessons from Michael Voigt. He probably never had music lessons after he left school. Then he went to the University of Frankfurt an der Oder. There Praetorius graduated in divinity. Afterwards he found a job as organist to the Duke of Brunswick-Wolfenbüttel. He soon earned a good salary. He married in 1603 and had two sons.
Maxwell's equations
The source of the magnetic field
H is the magnetic field strength (in units of A/m), which you can get by dividing the magnetic flux B by a constant called the permeability, μ (B = μH), and J is the current density, defined by:
Michael Praetorius
Although he had his job in Wolfenbüttel for many years he also worked a lot in Dresden where he met Heinrich Schütz and in Magdeburg where he met Samuel Scheidt. His health was not good, possibly because he worked so hard. When he died he left a lot of money to the poor.
Maxwell's equations
The source of the magnetic field
J = ∫ρqvdA
Michael Praetorius
His music
Praetorius wrote a very large amount of music. Much of it has been lost. He wrote a collection of French dances called Terpsichore for a small group of instruments. These are very happy pieces and are very popular today. A lot of his music is based on Protestant hymns, written for the services in the Lutheran church. He liked to write music in which two groups of singers or instrumentalists alternate (take it in turns to sing/play). His music for choir, which includes many motets, shows him to be one of the best composers of his time. He liked to write music for two, three or four choirs (all singing different parts). The tune would be in the top part so that the congregation could join in.
His theory works
Praetorius wrote a book about music theory called Syntagma Musicum. Part One talks about religious music. It is very interesting for us today because it tells us a lot about the way that Martin Luther wanted to change music in the church services. In Part Two he described the musical instruments of his day. Part Three talks about musical forms: this included discussions about things like music notation (the way music was written), transposition (music), solmization and how to write for large choirs. He was going to write a Part Four in which he wanted to discuss the technique of musical composition, but he died before he could write it.
Maxwell's equations
The source of the magnetic field
v is a vector field called the drift velocity. It describes the speeds of the charge carriers that have a density described by the scalar function ρq.
In free space, the permeability μ is the permeability of free space, μ0, which is exactly 4π×10−7 W/A·m, by definition. Also, the permittivity is the permittivity of free space ε0. So, in free space, the equation is:
The next integral form says the same thing:
If the electric flux density does not change very fast, the second term on the right hand side (the displacement flux) is very small and can be left out, and then the equation is the same as Ampere's law.
Covariant Formulation
There are only two covariant Maxwell Equations, because the covariant field vector includes the electrical and the magnetical field.
Mathematical note: In this section the abstract index notation will be used.
In special relativity, Maxwell's equations for the vacuum are written in terms of four-vectors and tensors in the "manifestly covariant" form. This has been done to show more clearly the fact that Maxwell's equations (in vacuum) take the same form in any inertial coordinate system. This is the "manifestly covariant" form:
and
The second equation is the same as:
Here \, J^a is the 4-current, \, F^{ab} is the field strength tensor (written as a 4 × 4 matrix),  is the Levi-Civita symbol, and  is the 4-gradient (so that  is the d'Alembertian operator). (The a in the first equation is implicitly summed over, according to Einstein notation.) The first tensor equation says the same thing as the two inhomogeneous Maxwell's equations: Gauss' law and Ampere's law with Maxwell's correction. The second equation say the same thing as the other two equations, the homogeneous equations: Faraday's law of induction and the absence of magnetic monopoles.
\, J^a can also be described more explicitly by this equation: (as a contravariant vector), where you get \, J^a from the charge density ρ and the current density \vec J.  The 4-current is a solution to the continuity equation:
In terms of the 4-potential (as a contravariant vector), where φ is the electric potential and \vec A is the magnetic vector potential in the Lorentz gauge , F can be written as:
Behaviour-changing parasite
Behaviour-changing parasites are parasites with two or more hosts. They cause changes in the behaviour of one of their hosts. This has the effect of improving their chances of reproduction.
Maxwell's equations
Covariant Formulation
The fact that both electric and magnetic fields are combined into a single tensor shows the fact that, according to relativity, both of these are different parts of the same thing—by changing frames of reference, what looks like an electric field in one frame can look like a magnetic field in another frame, and the other way around.
Behaviour-changing parasite
They make the first host more likely to be eaten by a predator. Then the parasite reproduces sexually in the predator. Examples can be found in bacteria, protozoa, viruses, and animals.
Maxwell's equations
Covariant Formulation
Using the tensor form of Maxwell's equations, the first equation implies
Behaviour-changing parasite
Parasites may also change the host behaviour to increase the protection to the parasites or their offspring. The term bodyguard manipulation may be used for such mechanisms.
Maxwell's equations
Covariant Formulation
(See Electromagnetic four-potential for the relationship between the d'Alembertian of the four-potential and the four-current, expressed in terms of the older vector operator notation).
Behaviour-changing parasite
Example: a parasitic worm is eaten by an amphipod. The worm changes the behaviour of the host amphipod. The changes make it more likely that the amphipod is eaten by fish, where it reproduces. The induced behavioral change in the host thus leads to the parasite's increased success in completing its life cycle.
Maxwell's equations
Covariant Formulation
Different authors sometimes use different sign conventions for these tensors and 4-vectors (but this does not change what they mean).
\, F^{ab} and \, F_{ab} are not the same: they are related by the Minkowski metric tensor \eta:. This changes the sign of some of F's components; more complex metric dualities can be seen in general relativity.
Thích Nhất Hạnh
Thích Nhất Hạnh (October 11, 1926 – January 22, 2022) was a Vietnamese Zen Buddhist monk, teacher, author, poet and peace activist who is considered by many to be the father of mindfulness. He lived in the Plum Village Monastery in the Dordogne region in the South of France. He was born in Thừa Thiên Huế province, Vietnam.
Works
He created the term Engaged Buddhism in his book Vietnam: Lotus in a Sea of Fire. A long-term exile, he was given permission to make his first return trip to Vietnam in 2005. Nhất Hạnh has published more than 100 books, including more than 40 in English.
He believed that peace and joy is always accessible for all people. One way to discover that joy, is by what they call "mindful" meditation. Which is a type of meditation that concentrates on your breathing and embracing everything that comes up on your consciousness, without interpreting it with thought and critisism. But accompanying it with the great power of forgiveness, understanding and realisation of the present moment, which is also a very important point of reference in his teachings.
Health and death
On 11 November 2014, Nhất Hạnh was hospitalized with a severe brain hemorrhage.
Nhất Hạnh died on January 22, 2022 in Huế, Vietnam from problems caused by a stroke at the age of 95.
Vyacheslav Semyonov
Vyacheslav Semyonov (В'ячеслав Михайлович Семeнов, Вячеслав Михайлович Семёнов; 18 August 1947 – 12 August 2022) was a Ukrainian footballer. He played as a midfielder or striker. He played for the Soviet Union national football team in 1972, making eleven appearances and four goals. He won a bronze medal at the 1972 Summer Olympics.
Semyonov died on 12 August 2022, six days before his 74th birthday.
Prometheus
Prometheus is a Titan in Greek mythology. He is the son of Iapetus and Clymene. He created humans, originally made out of gold. He also stole fire from Zeus and gave it to humans. As punishment, Zeus had Prometheus chained to a mountain. Every day an eagle (symbol of Zeus) would come and eat his liver. Prometheus is immortal, so he never died, and his liver grew back every night. But he still felt great pain.
Aeschylus wrote a play about Prometheus.
Manon Lescaut
Manon Lescaut is an Italian opera in four acts by Giacomo Puccini, first performed in Turin, on February 1, 1893, libretto by Luigi Illica, Giuseppe Giacosa, Giulio Ricordi, Marco Praga and Domenico Oliva. Puccini's third opera and the work that established his reputation.
Auðr
Auðr (Old Norse "prosperity") or Aud is in the Norse mythology a son of Naglfari and Nótt, and half-brother of Jörð (Earth) and Dagr (Day). He is an uncle of Thor. Jörð is called "Auðr's splendid sister".
Technique
A technique may refer to:
Senna Comasco
Senna Comasco is a comune in the Province of Como in the Italian region of Lombardy.
John Large
John Harold Large (1943 – 3 November 2018) was an English consulting Chartered Engineer primarily. He was known for his work in assessing and reporting nuclear safety and nuclear related accidents and incidents, work which has often featured in the media.
He provided technical evidence in the Friends of the Earth legal action over the failure of the steam generators of the Southern California San Onofre Nuclear Generating Station in 2013.
Large died on 3 November 2018 from a heart attack at the age of 75.
Bhilomar
Bhilomar is a village and Union Council, an administrative subdivision, of Chakwal District in the Punjab Province of Pakistan, it is part of Talagang Tehsil and is located at 32°44'0N 72°26'0E.
Doc Paskowitz
Dorian "Doc" Paskowitz (March 3, 1921 – November 10, 2014) was an American surfer and physician. He gave up practicing medicine for a living and decided to become a professional surfer. In 1972, he founded a surf camp run by his family, where campers could live alongside and surf with members of the Paskowitz family. He and his family have been referred to as the "First Family of Surfing".
Ivory Aquino
Ivory Aquino is a Filipina-American actress. She is known for playing transgender activist Cecilia Chung in the 2017 miniseries When We Rise. She was going to play Alysia Yeoh in the cancelled DC Extended Universe HBO Max movie Batgirl.
Aquino was born in the Philippines, but spent most of her life in California. She is transgender. She is the niece of former President of the Philippines Corazon Aquino.
Yusop Jikiri
Yusop Jikiri (1951 – 17 October 2020) was a Filipino politician. He was a Leader within the Moro National Liberation Front (MNLF). From 2001 to 2004, he was Governor of Sulu Province in the Autonomous Region in Muslim Mindanao (ARMM). He also was a representative from Sulu's 1st District (2007–10) and ran again in 2010, but lost to Tupay Loong.
Jikiri died on 17 October 2020 at the age of 66.
Ahorn, Bavaria
Ahorn is a municipality in the district of Coburg in Bavaria in Germany.
Trescléoux
Trescléoux is a commune in the Hautes-Alpes department.
Sonia Darrin
Sonia Darrin (née  Paskowitz; June 16, 1924 – July 19, 2020) was an American movie actress. She was best known for her role in The Big Sleep and in Frankenstein Meets the Wolf Man. Her brother was surfer Doc Paskowitz.
Darrin died on July 19, 2020 at a hospital in New York City, aged 96.
Alysia Yeoh
Alysia Yeoh is a fictional character created by writer Gail Simone for the Batgirl published by DC Comics. She is Barbara Gordon’s best friend and a transgender woman. She was seen as the first major transgender character written in a mainstream comic book. The first ever transgender wedding premiered in Batgirl #45.
Literature
Literature is a group of works of art that are made of words. Most are written, but some are shared by word of mouth. Literature usually means a work of poetry, theatre or narrative. There are many different kinds of literature, such as poetry, plays, or novels. They can also be put into groups by their language, historical time, place of origin, genre, and subject. The word "literature" comes from the Latin word "literatura," which means "writing formed with letters."
Alysia Yeoh
The character was going to make her live-action movie debut in the DC Extended Universe movie Batgirl, played by Ivory Aquino.
Literature
Most of the earliest works were epic poems. Epic poems are long stories or myths about adventures, such as the Epic of Gilgamesh from ancient Mesopotamia. Ramayana and Mahabharta, two Indian epics, are still read today. The Iliad and Odyssey are two famous Greek poems by Homer. They were shared over time through speaking and memory and were written down around the 9th or 8th century BCE.
Literature can also mean imaginative or creative writing, which is read for its artistic value.
Dominique Dawes
Dominique Dawes (born November 20, 1976 in Silver Spring, Maryland) is a retired gymnastics performer. She won multiple medals. As a member of the US National Gymnastic Team, she won a gold medal at the 1996 Summer Olympics. She was a ten year member of US National Gymnastic Team.
Reichenau, Baden-Württemberg
The Reichenau Island is on the Untersee, the western part of Lake Constance.
Spelt
Spelt was an important staple food in parts of Europe from the Bronze Age to medieval times. It is still grown in Central Europe and northern Spain. Spelt originated before common wheat (Triticum aestivum), and that bread wheat is derived from spelt.
Spelt has become more popular as a type of bread in recent years. Spelt costs more than modern wheats. One reason is that it is a minority product. It also needs an extra stage to remove its husks before milling (grinding).
Spelt needs less pesticide than normal wheat. Nutritionally, wholemeal spelt is similar to normal wholemeal wheat, with higher protein content.
People with celiac disease should avoid eating spelt.
Kazuhiko Shingyoji
Kazuhiko Shingyoji (born 5 February 1986 ) is a Japanese football player. He plays for Blaublitz Akita.
Club career statistics
116||7||5||0||121||7 116||7||5||0||121||7
Luminous intensity
In photometry, luminous intensity is a measure of the wavelength-weighted power emitted by a light source in a particular direction per solid angle unit, based on the luminosity function, a standardized model of the sensitivity of the human eye. The SI unit of luminous intensity is the candela (cd), an SI base unit.
Indian summer
Indian summer is a period of unusually warm and dry weather. It happens in autumn in the Northern Hemisphere. The United States National Weather Service describes Indian summer as weather conditions which are sunny and clear with higher than usual temperatures. That occurs between late September and the middle of November.
It is not known where the term came from. It may have come from regions inhabited by Native Americans (who used to be called Indians), or because the Native Americans first described it to Europeans. It also may have been based on the warm and hazy conditions in autumn when Native Americans hunted.
Susannah Constantine
Susannah Caroline Constantine (born June 3, 1962) is an English television presenter, fashion expert, author and journalist. In her early career, Constantine worked with famous fashion designers like John Galliano. She met Trinny Woodall in 1994 at a party and wrote about fashion in a newspaper called The Telegraph. Susannah Constantine also dated the member of the British royal family, David, Viscount Linley, in the 1980s.
Bipedalism
Bipedalism is a form of movement on the ground. Some tetrapods have evolved the ability to move on two limbs. Those that do, use their rear limbs. Some animals move on two limbs all the time, they are called habitual bipeds. Optional bipeds can move on two or four legs.
Nótt
Nótt (Old Norse "night") is a personification of the night in the Norse mythology. A goddess similar to her, but in Greek mythology, is Nyx. Nótt is called "night" by mankind, "darkness" by the gods, "unlight" by jötnar, "joy-of-sleep" by the elves. She is black and swarthy, a daughter of the giant Narfi. She had three husbands:
Karkkila
Karkkila is a city in Finland. About 9,111 people lived there as of 31 May 2013. Nearby municipalities include Lohja, Loppi, Tammela and Vihti.
Bipedalism
Some optional bipeds stand on two legs to drive away competitors and predators, to see farther, or as body language. Their locomotion is on four limbs.
Nótt
She has three children:
Her horse is Hrímfaxi.
Karkkila
Some villages
Ahmoo, Alimmainen, Haavisto (Karkkila), Järvenpää (Karkkila), Karkkila, Nyhkälälä, Siikala, Tuorila, Vaskijärvi (village), Vattola and Vuotinainen.
Congregation
A congregation is a group of people who have come together (congregated) for something, usually for religious worship. In Christian churches the word “congregation” is often used to mean all the people in the main part of the church, but not the choir or the priests. This term came from long ago after the church was first formed. For example: the order of service might say that the choir will sing verse 1 of a hymn and "the congregation are asked to join in at verse 2".
Congregation (worship)
Splitgate
Splitgate is a free to play video game for Xbox One, PlayStation 4, PlayStation 5 and PC. Splitgate's gameplay is built around the ideas of arena shooters like Halo, with added portal mechanincs, similar to those added by Portal. Developed by a small game studio, 1047 Games it first saw a huge success when it became cross-platform across PC and console in July 2021, after 2 years of open beta.
Source Sans
Source Sans is a sans serif font. It was designed by Paul D. Hunt. It was created in 2012.
Sadeque Hossain Khoka
Sadeque Hossain Khoka (12 May 1952 – 4 November 2019) was a Bangladeshi politician. He was the second mayor of Dhaka City Corporation during 2002 to 2011. He was the vice chairman of the Bangladesh Nationalist Party and was President of undivided Dhaka city BNP. He was born in Dhaka.
Khoka died on 4 November 2019 in Manhattan of kidney cancer, aged 67.
Gavin Main
Gavin Thomas Main is a cricketer from Scotland. He plays for the Scotland national cricket team. He was born on February 28, 1995.
2 Phút Hơn
The "KAIZ" remix of the song was on a top 10 list from music app Spotify, and was the most asked song on app Shazam in December 2020.
Another remix of the song was made in 2021 with American rapper Tyga called "2 Phút Hơn (Make It Hot)"
Baldwin County, Alabama
Baldwin County is a county in the U.S. state of Alabama.
It is named in honor of Abraham Baldwin, a member of the United States Senate from Georgia who never actually lived in Alabama. In 2020, 231,767 people lived there. The county seat (capital city) is Bay Minette.
History
Baldwin County was made on December 21, 1809 ten years before Alabama became a state. Before this, the county had been a part of the Mississippi Territory until 1817 when the area passed into the Alabama territory
The borders of the county has often changed, and many armies have invaded.
In the first days of Baldwin County, the town of McIntosh Bluff (now in Mobile County) on the Tombigbee River was the county seat. Then the county seat moved to the town of Blakeley in 1810, and then to the City of Daphne in 1868. In 1900, by an Act of the Legislature of Alabama said that the county seat should move to the City of Bay Minette. The City of Daphne was not happy about this move, because being the county seat meant more people visit the city and businesses can sell more. To move the county seat to Bay Minette, some men from Bay Minette pretended that there had been a murder. When the sheriff and his deputy left the City of Daphne to look for the murderer the men from Bay Minette went to the City of Daphne. These men got the records from the Baldwin County Courthouse and took them back to the City of Bay Minette. A New Deal mural in the Bay Minette post office is a painting of this story.
Baldwin County is close to the Gulf of Mexico. This is why it often has tropical weather systems which often are Hurricanes. Weather dameage can sometimes be very bad, and sometimes the county is made a disaster area. For example, in September 1979 due to damage from Hurricane Frederic, in July 1997 due to Hurricane Danny, in September 1998 from Hurricane Georges in September 2004 due to damage from Hurricane Ivan and again in August 2005 due to damage from Hurricane Katrina.
Geography
According to the U.S. Census Bureau, the county has a total area of 2027 sqmi. 1590 sqmi of it is land and 437 sqmi is water. Baldwin County is the 12th largest county east of the Mississippi River.
Environment
Two parts of Baldwin County have been called "Outstanding Alabama Water" by the Alabama Environmental Management Commission which oversees the Alabama Department of Environmental Management. As of April, 2007, only two other areas in Alabama have received what is the "highest environmental status" in the state. The areas are
Officials think that having very clean areas of water and sea will encourage tourists to vistit the county.
People
The census in 2000, there were 200,100 people, 55,336 households, and 40,284 families living in the county. The population density was 88 people per square mile (34/km²).
The people in the county are 87.15% White, 10.29% Black or African American.
There were 55,336 households out of which 31.50% had children under the age of 18 living with them, 59.30% were married couples living together, 10.20% had a female householder with no husband present, and 27.20% were non-families. 23.30% of all households were made up of individuals and 9.50% had someone living alone who was 65 years of age or older. The average household size was 2.50 and the average family size was 2.94.
Education
All public schools in Baldwin County are operated by Baldwin County Public Schools.
Dagr
Dagr (Old Norse "day") is a personification of a day in the Norse mythology. He is a son of the dawn god Dellingr and personification of the night Nótt. He is a half-brother of Auðr and Jörð (Earth). His nephew is Thor.
Odin took Dagr and Nótt, gave them each a chariot and a horse—Dagr receiving the horse Skinfaxi—and placed them in the sky to ride around the earth every 24 hours.
Swinging London
Swinging London is a catch-all term applied to the fashion and cultural scene which flourished in London, in the 1960s.
"Swinging London" was defined by Time magazine in its issue of 15 April 1966, and celebrated in the name of the pirate radio station, Swinging Radio England, that began shortly afterward. However, "swinging" in the sense of hip or fashionable, had been used since the early 1960s. In 1965, Diana Vreeland, editor of Vogue magazine, said "London is the most swinging city in the world at the moment".
Although The Beatles came from Liverpool, The Rolling Stones, and the rest of the new culture was London-based. Most of the new fashion designers, models and photographers were young, and packed into a small area in Soho around Carnaby Street, W1., and another area round the King's Road, Chelsea.
Fashion & symbols
During the time of Swinging London, fashion and photography were featured in Queen magazine, which drew attention to fashion designer Mary Quant.
The model Jean Shrimpton was another icon and one of the world's first supermodels. She was the world's highest paid and most photographed model of the time. Shrimpton was called "The face of the '60s", in which she has been considered by many as "the symbol of Swinging London", and the "embodiment of the 1960s". Other popular models of the era included Veruschka, and Twiggy. Twiggy was called "the Queen of Mod", a label she shared with others, such as Cathy McGowan, who hosted the television rock show, Ready Steady Go! from 1964 to 1966.
Mod-related fashions such as the miniskirt stimulated fashionable shopping areas such as Carnaby Street and the Kings Road, Chelsea. The fashion was a symbol of youth culture.
5K resolution
5K resolution talks about a horizontal display resolution of about 5,000 pixels. In monitors and consumer media, 5120x2880 is a common 5K standard. The 5K used for iMac's display is 5120 x 2880 px.
Swinging London
Fashion & symbols
The British flag, the Union Flag, became a symbol, assisted by events such as England's home victory in the 1966 World Cup. The Mini car (launched in 1959) was used by a fleet of mini-cab taxis highlighted by advertising which covered their paintwork.
Bhoun
Bhoun is a village and Union Council, an administrative subdivision, of Chakwal District in the Punjab Province of Pakistan, it is part of Chakwal Tehsil.
Meili
Meili ("the lovely one") is a god of the Norse mythology. His father is Odin. His brother is Thor. His mother is Jörð. He is several times called "Thor's brother". His name is on the list of Odin's sons.
Chinese zodiac
The Chinese zodiac is a mathematical cycle of 12 animals. Each animal represents one year. People are associated with the zodiac animal for the year that they are born. The 12 animals in order are: Rat, Ox, Tiger, Rabbit, Dragon, Snake, Horse, Goat, Monkey, Rooster, Dog, and Pig. Although it is called the Chinese zodiac, this system is also used in several other countries in Asia such as Korea, Japan, and Vietnam.
Personality
Some Chinese people believe that each zodiac animal has a personality, and people born in the same year may have similar personalities.
Rat
years: 1924, 1936, 1948, 1960, 1972,1984, 1996, 2008, 2020
Honest, freedom, hard working, charming. Can be selfish, ruthless, controlling, scheming.
Ox
years: 1925, 1937, 1949, 1961, 1973, 1985, 1997, 2009, 2021
Smart, calm, patient, inspiring, modest. Can be stubborn, narrow-minded, demanding, rigid.
Tiger
Aggressive, rebellious, strong, daring, generous. Can be restless, clumsy, hot-temper, impatient.
Rabbit
Kind, sensitive, elegant, artistic, cautious. Can be moody, shy, lazy, opportunistic.
Dragon
years: 1928, 1940, 1952, 1964, 1976, 1988, 2000, 2012, 2024
years: 1929, 1941, 1953, 1965, 1977, 1989, 2001, 2013, 2025
Horse
Cheerful, popular, talkative, witty, earthly, responsible. Can be fickle, rude, gullible, stubborn.
Goat
years: 1931, 1943, 1955, 1967, 1979, 1991, 2003, 2015, 2027
Righteous, honest, shy, artistic, understanding. Can be moody, a worrier, a complainer, and soft.
Monkey
years: 1932, 1944, 1956, 1968, 1980, 1992, 2004, 2016, 2028
Witty, curious, flexible, sociable, smart. Can be vain, clumsy, trickster, snobbish.
Rooster
years: 1933, 1945, 1957, 1969, 1981, 1993, 2005, 2017, 2029
Neat, organized, alert, scientific, responsible. Can be critical, egotistical, rough, opinionated.
Dog
years: 1934, 1946, 1958, 1970, 1982, 1994, 2006, 2018, 2030
Honest, smart, loyal, sense of justice, affectionate. Can be lazy, cold, stubborn, quarrelsome.
Pig
years: 1935, 1947, 1959, 1971, 1983, 1995, 2007, 2019, 2031
Simple, hard working, strong, peace-loving, trusting. Can be naive, gullible, materialistic, clingy.
Hours
In the old days, China and Japan used a 12-hour system to tell the time of day and night (unlike the 24 hour system used today). The 12 hour system divides the day of 24 hours into 12 hours, each of which has a sign of the zodiac:
Directions
The Chinese and Japanese would call the different directions (North, Northeast, Northwest, East, South, Southeast, Southwest, West), based on the names of the zodiac animals.
Rocky Balboa (movie)
Rocky Balboa (also known as Rocky VI) is the sixth and final movie in the Rocky series, written, directed by and starring Sylvester Stallone. It is also the sequel to Rocky V.
Pond-apple
A pond-apple is a type of fruit. It is not related to the apple. They usually live near or in water.
Benton County, Mississippi
Benton County is a county found in the U.S. state of Mississippi. As of the 2010 census, 8,729 people lived there. Its county seat is Ashland.
Bidher
Bidher is a village and Union Council, an administrative subdivision, of Chakwal District in the Punjab Province of Pakistan, it is part of Talagang Tehsil.
Poetry
Poetry is written, spoken or sung language that is used in stronger or more original ways than prose is used. Poetry uses the meanings of words as prose does; but it also uses the sounds of words as if they were music, especially rhymes, other repeating sounds, and rhythms (beats or meters).
Poetry arranges words and groups of words to make repetitions and parallelisms. Poetry uses figures of speech, ellipses and delayed identification to suggest that there is more meaning in the language.
Some people believe that poetry began when language began. They think it is probably "as old as history and older, present wherever religion is present."
The English words "poetry," "poet," and "poem" first appeared in English in the 14th century. They come from the Latin word poeta, which itself probably comes from poiein, a Greek word that means "to make."
There are three major kinds of poetry: lyric, narrative, and dramatic.
A poem can be as short as a few words or as long as a book. A one-line poem is called a monostich. A poem that is as long as a book is an epic.
Poems are often printed on the page as lines and groups of lines called stanzas.
There are many different "poetic forms" or ways to shape a poem on the printed page or in the ear of the person who hears it. Some forms are: the sonnet, haiku, the ballad, the stev, the prose poem, the ode, free verse, blank verse, limerick, and nursery rhymes.
Voltammetry
Voltammetry is the name for a number of methods to analyse a sample, both in terms of quality and quantity. With voltammetry, the composition of a probe can be re-constructed by looking at the way electrical currents flow through it. Usually, the electrical current between two or more electrodes is varied. Voltammetry is a form of electrolysis.
Pore
A pore, in general, is some form of opening, usually very small.
Pore might mean:
Tosca
Tosca is an Italian opera in three acts by Giacomo Puccini. It was first performed in Rome on January 14, 1900. The libretto was written by Giuseppe Giacosa and Luigi Illica. It was based on Victorien Sardou's play La Tosca. Tosca was a great success.
Setting
The story happens in Rome in the year 1800. Some years before, Rome was ruled by the pope. But Napoleon invaded Rome and made it a republic. This republic was ruled by seven men called "consuls". But Napoleon had problems with Austria and the French had to leave, so Rome was conquered by people from Naples. Because of that, the new government decided to arrest people from the previous government. In 1800 Napoleon decided to return to Rome because he had just defeated the Austrian army in the north. The battle they fought was called the "Battle of Marengo".
Act 1
On the 17th of June, 1800, Scarpia, general of the secret police, is sending republicans to prison. One of the republicans, Angelotti, flees prison and gets inside the church of Sant' Andrea della Valle. Angelotti used to be one of the consuls. In this church, he meets another republican called Cavaradossi. Cavaradossi hides Angelotti in a secret place.
Later, Scarpia enters the church. Scarpia can’t find Angelotti, but meets a woman called Tosca there. She is the singer, and Cavaradossi's lover. Scarpia tricks Tosca into going to Cavaradossi’s house, and has his soldiers follow her.
Act 2
Scarpia hears that his soldiers can’t find Angelotti, but have arrested Cavaradossi. Scarpia then tortures Cavaradossi, but Cavaradossi doesn’t confess where Angelotti is. So Scarpia calls Tosca, and shows her her lover’s tortured state. Tosca tells him where is the secret place Angelotti was hidden.
Then, a message comes saying that Napoleon has won the Battle of Marengo. Cavaradossi is happy, because there will be a new republican government. Scarpia is furious and condemns Cavaradossi to death.
Tosca begs Scarpia to save her lover's life. Scarpia demands that Tosca gives herself to him in exchange. As Scarpia goes to touch Tosca, she stabs him to death with a knife from the table.
Act 3
Tosca runs to Cavaradossi in the prison at the castle Sant'Angelo. But, the firing squad shoot Cavaradossi. When Scarpia’s soldiers try to arrest Tosca for Scarpia's murder, she kills herself by jumping from the castle.
Buchal Kalan
Buchal Kalan is a village and Union Council of Chakwal District in the Punjab Province of Pakistan. It is part of Kallar Kahar Tehsil.
Mundilfari
Mundilfari (Mundilfäri) (Old Norse, possibly "the one moving according to particular times") is in Norse mythology a father of Sól (Sun) and Máni (Moon). One moon is named after him.
Pontotoc County
Pontotoc County is the name of two counties in the United States:
Calorimeter
A calorimeter is a tool that measures the amount of thermal energy contained in a substance, or released in a reaction. A commonplace use is to measure heat of combustion.
Toshinori Kondo
Toshinori Kondo (近藤 等則) was a Japanese avant-garde jazz and jazz fusion trumpeter. He was born in Ehime Prefecture, Japan. In 1979, he released his first recording, toured Europe with Eugene Chadbourne, and collaborated with European musicians such as Peter Brotzman. He worked with Ryuichi Sakamoto, Kazumi Watanabe, and Herbie Hancock.
Kondo died on October 17, 2020 in Kawasaki City, Japan, aged 71.
Piero Angela
Piero Angela (22 December 1928 – 13 August 2022) was an Italian television host, science journalist, writer and pianist. He was best known for creating documentaries that were inspired by the BBC and David Attenborough.
Angela died on 13 August 2022 in Cagliari, Italy at the age of 93.
Ahmet Altan
In October 2019, Atlan revealed to The New York Times that he is receiving treatment for brain cancer.
Diego Godín
Diego Roberto Godín Leal (born 16 February 1986) is an Uruguayan professional footballer who currently plays as a centre-back for Serie A club Cagliari and the Uruguay national football team. He has also played for Atletico Madrid, Inter Milan, Cerro, Nacional and Villarreal.
William Proxmire
Edward William Proxmire (November 11, 1915 – December 15, 2005) was an American politician. He was a member of the Democratic Party. He was a United States Senator from Wisconsin from 1957 to 1989, the longest term served by a Wisconsin senator.
Smoking (cooking)
Smoking is a treatment for food, to make it last longer. It is mainly used for meat and fish. The food which is either cured or salted is exposed to the smoke of a fire. This will reduce the amount of water by between ten and forty percent. It also changes the texture and adds flavour. It is not one of the most effective ways of adding any preservation
Barton County
Barton County is the name of two counties in the United States:
Wayne Rooney
Wayne Mark Rooney (born 24 October 1985 in Liverpool) is an retired English footballer. He is currently the manager of D.C. United.
Early life
Rooney was born in Croxteth, Liverpool, to Jeanette Marie Rooney and Thomas Wayne Rooney. He is of Irish descent, and was brought up as a Roman Catholic with his 2 younger brothers Graham and John. All three attended Our Lady and St Swithin's primary school, and De La Salle School.
Everton
Wayne Rooney grew up in Liverpool, where there are two big football clubs; Liverpool and Everton. As a child, he supported Everton and began playing football for them at the age of just 15, when he became the youngest Premiership scorer, scoring a game-winning goal against Arsenal. Rooney was the youngest goalscorer at Euro 2004, an international tournament where he played for England. Soon, other clubs were very eager to buy him because of his great performances. Newcastle United and Manchester United both made offers to Everton for him. It was Manchester United who signed him eventually, for £23m in the summer of 2004. Rooney was only 18 at the time, and the £23m paid for him was the highest amount ever paid for a teenager in the world.
Personal life
Rooney's wife is Coleen.
Rooney has appeared in advertisements for FIFA video games and Coca-Cola. He also has a sponsorship deal with Nike.
Rooney supports Manchester United, Everton and Celtic.
Club career statistics
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International career statistics
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Lekeberg Municipality
Lekeberg Municipality (Lekebergs kommun) is a municipality in Örebro County in central Sweden. The seat is in Fjugesta.
Manolo Blahnik
Manolo Blahnik, CBE (born 28 November 1942) is a Spanish fashion designer and founder of the high-end shoe brand "Manolo".
Shani Wallis
Shani Wallis (born 14 April 1933) is an English-born American actress and singer. She is perhaps best known for her roles in the West End, and for the role of Nancy in the 1968 Oscar-winning movie musical Oliver!.
Wallis is a patron of the theatre charity the Music Hall Guild of Great Britain and America.
Typesetting
Typesetting is the making of block-printed writing which is formed by using types grouped from sorts.