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Eva Rutland
Eva Rutland (January 15, 1917 – March 12, 2012) was an author of more than 20 romance novels. She was the author ''When We Were Colored: A Mother’s Story'' and, ''No Crystal Stair'' and is the winner of the 2000 Golden Pen Award for Lifetime Achievement. Early life Born in Atlanta, Georgia in 1917, Rutland is the granddaughter of a former slave who sent all of his children through college. Rutland's mother was a school teacher; her father a pharmacist. She attended segregated schools her entire life and graduated from Spelman College in 1937. She married Bill Rutland, a civilian with the Tuskegee Airmen. The Air Force moved Bill Rutland to Ohio, then Sacramento, California. He and Eva built a home, made new friends and raised four children. Author Eva Rutland published her first memoir in 1964 (''The Trouble With Being Mama: A Negro Mother on the Anxieties and Joys of Bringing Up a Family''). The book, updated and republished in 2007 as ''When We Were Colored: A Mother� ...
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Atlanta
Atlanta ( ) is the capital and most populous city of the U.S. state of Georgia. It is the seat of Fulton County, the most populous county in Georgia, but its territory falls in both Fulton and DeKalb counties. With a population of 498,715 living within the city limits, it is the eighth most populous city in the Southeast and 38th most populous city in the United States according to the 2020 U.S. census. It is the core of the much larger Atlanta metropolitan area, which is home to more than 6.1 million people, making it the eighth-largest metropolitan area in the United States. Situated among the foothills of the Appalachian Mountains at an elevation of just over above sea level, it features unique topography that includes rolling hills, lush greenery, and the most dense urban tree coverage of any major city in the United States. Atlanta was originally founded as the terminus of a major state-sponsored railroad, but it soon became the convergence point among severa ...
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Always Christmas
Always may refer to: Film and television * ''Always'', a 1985 film directed by Henry Jaglom * ''Always'' (1989 film), a 1989 romantic comedy-drama directed by Steven Spielberg * ''Always'' (2011 film), a 2011 South Korean film, also known as ''Only You'' * ''Always Sanchōme no Yūhi'' or ''Always: Sunset on Third Street'', a 2005 Japanese drama film, and a sequel * "Always" (''Castle''), an episode of ''Castle'' * "Always" (''Dead Like Me''), an episode of ''Dead Like Me'' * "Always" (''Friday Night Lights''), an episode of ''Friday Night Lights'' * "Always" (''NASCAR Racers''), an episode of ''NASCAR Racers'' Music Albums * ''Always'' (Aziza Mustafa Zadeh album) or the title instrumental, 1993 * ''Always'' (Chris Tomlin album) or the title song (see below), 2022 * ''Always'' (Gabrielle album) or the title song, 2007 * ''Always'' (The Gathering album) or the title song, 1992 * ''Always'' (Hazell Dean album), 1988 * ''Always'' (Patsy Cline album), 1980 * ''Always'' (Pe ...
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2012 Deaths
This is a list of deaths of notable people, organised by year. New deaths articles are added to their respective month (e.g., Deaths in ) and then linked here. 2022 2021 2020 2019 2018 2017 2016 2015 2014 2013 2012 2011 2010 2009 2008 2007 2006 2005 2004 2003 2002 2001 2000 1999 1998 1997 1996 1995 1994 1993 1992 1991 1990 1989 1988 1987 See also * Lists of deaths by day * Deaths by year {{DEFAULTSORT:deaths by year ...
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1917 Births
Events Below, the events of World War I have the "WWI" prefix. January * January 9 – WWI – Battle of Rafa: The last substantial Ottoman Army garrison on the Sinai Peninsula is captured by the Egyptian Expeditionary Force's Desert Column. * January 10 – Imperial Trans-Antarctic Expedition: Seven survivors of the Ross Sea party were rescued after being stranded for several months. * January 11 – Unknown saboteurs set off the Kingsland Explosion at Kingsland (modern-day Lyndhurst, New Jersey), one of the events leading to United States involvement in WWI. * January 16 – The Virgin Islands, Danish West Indies is sold to the United States for $25 million. * January 22 – WWI: United States President Woodrow Wilson calls for "peace without victory" in Germany. * January 25 ** WWI: British armed merchantman is sunk by mines off Lough Swilly (Ireland), with the loss of 354 of the 475 aboard. ** An anti-prostitution drive in Prostitution in t ...
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Heart And Soul - Eva Rutland
The heart is a muscular organ found in most animals. This organ pumps blood through the blood vessels of the circulatory system. The pumped blood carries oxygen and nutrients to the body, while carrying metabolic waste such as carbon dioxide to the lungs. In humans, the heart is approximately the size of a closed fist and is located between the lungs, in the middle compartment of the chest, called the mediastinum. In humans, other mammals, and birds, the heart is divided into four chambers: upper left and right atria and lower left and right ventricles. Commonly, the right atrium and ventricle are referred together as the right heart and their left counterparts as the left heart. Fish, in contrast, have two chambers, an atrium and a ventricle, while most reptiles have three chambers. In a healthy heart, blood flows one way through the heart due to heart valves, which prevent backflow. The heart is enclosed in a protective sac, the pericardium, which also contains a sma ...
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Almost A Wife
In set theory, when dealing with sets of infinite size, the term almost or nearly is used to refer to all but a negligible amount of elements in the set. The notion of "negligible" depends on the context, and may mean "of measure zero" (in a measure space), "finite" (when infinite sets are involved), or "countable" (when uncountably infinite sets are involved). For example: *The set S = \ is almost \mathbb for any k in \mathbb, because only finitely many natural numbers are less than ''k''. *The set of prime numbers is not almost \mathbb, because there are infinitely many natural numbers that are not prime numbers. *The set of transcendental numbers are almost \mathbb, because the algebraic real numbers form a countable subset of the set of real numbers (which is uncountable). *The Cantor set is uncountably infinite, but has Lebesgue measure zero. So almost all real numbers in (0, 1) are members of the complement of the Cantor set. See also *Almost all *Almost surely ...
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Her Own Prince Charming
Her is the objective and possessive form of the English-language feminine pronoun she. Her, HER or H.E.R. may also refer to: Arts, entertainment and media Music * H.E.R. (born 1997), American singer ** ''H.E.R.'' (album), 2017 * HIM (Finnish band), once known as HER in the United States Songs * "Her" (Megan Thee Stallion song) * "Her", a song by Stan Getz from the album ''Focus'', 1961 * "Her", a song by Guy from the album ''The Future'', 1990 * "Her", a song by Swans from the album ''Omniscience'', 1992 * "Her", a song by Pigeonhed from the album ''Pigeonhed'', 1993 * "Her", a song by Tindersticks from the album ''Tindersticks'', 1993 * "Her", a song by Aaron Tippin from the album ''What This Country Needs'', 1999 * "Her", a song by Musiq from the album ''Soulstar'', 2003 * "Her", a song by Eels from the album ''B-Sides & Rarities 1996–2003'', 2005 * "Her", a song by Tyler, the Creator from the album ''Goblin'', 2011 * "Her", a song by Poppy from the album ''Flux'', 2021 * ...
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The Million-Dollar Marriage
''The'' () is a grammatical article in English, denoting persons or things that are already or about to be mentioned, under discussion, implied or otherwise presumed familiar to listeners, readers, or speakers. It is the definite article in English. ''The'' is the most frequently used word in the English language; studies and analyses of texts have found it to account for seven percent of all printed English-language words. It is derived from gendered articles in Old English which combined in Middle English and now has a single form used with nouns of any gender. The word can be used with both singular and plural nouns, and with a noun that starts with any letter. This is different from many other languages, which have different forms of the definite article for different genders or numbers. Pronunciation In most dialects, "the" is pronounced as (with the voiced dental fricative followed by a schwa) when followed by a consonant sound, and as (homophone of the archaic pro ...
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Harlequin Superromance
Harlequin (; it, Arlecchino ; lmo, Arlechin, Bergamasque pronunciation ) is the best-known of the ''zanni'' or comic servant characters from the Italian ''commedia dell'arte'', associated with the city of Bergamo. The role is traditionally believed to have been introduced by Zan Ganassa in the late 16th century, was definitively popularized by the Italian actor Tristano Martinelli in Paris in 1584–1585, and became a stock character after Martinelli's death in 1630. The Harlequin is characterized by his checkered costume. His role is that of a light-hearted, nimble, and astute servant, often acting to thwart the plans of his master, and pursuing his own love interest, Columbina, with wit and resourcefulness, often competing with the sterner and melancholic Pierrot. He later develops into a prototype of the romantic hero. Harlequin inherits his physical agility and his trickster qualities, as well as his name, from a mischievous "devil" character in medieval passion plays. ...
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