The Adventure Of The Final Problem
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The Adventure Of The Final Problem
"The Final Problem" is a short story by Sir Arthur Conan Doyle featuring his detective character Sherlock Holmes. It was first published in ''The Strand Magazine'' in the United Kingdom, and ''McClure's'' in the United States, under the title "The Adventure of the Final Problem" in December 1893. It appears in book form as part of the collection ''The Memoirs of Sherlock Holmes''. This story, set in 1891, introduced Holmes's archenemy, the criminal mastermind Professor Moriarty. It was intended to be the final Holmes story, ending with the character's death, but Conan Doyle was later persuaded to revive Holmes for additional stories and novels. Conan Doyle later ranked "The Final Problem" fourth on his personal list of the twelve best Holmes stories. Plot summary Holmes arrives at Dr. John Watson's residence one evening in a somewhat agitated state and with grazed and bleeding knuckles. Much to Watson's surprise and horror, Holmes had apparently escaped three separate murde ...
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WikiProject Novels
A WikiProject, or Wikiproject, is a Wikimedia movement affinity group for contributors with shared goals. WikiProjects are prevalent within the largest wiki, Wikipedia, and exist to varying degrees within sister projects such as Wiktionary, Wikiquote, Wikidata, and Wikisource. They also exist in different languages, and translation of articles is a form of their collaboration. During the COVID-19 pandemic, CBS News noted the role of Wikipedia's WikiProject Medicine in maintaining the accuracy of articles related to the disease. Another WikiProject that has drawn attention is WikiProject Women Scientists, which was profiled by '' Smithsonian'' for its efforts to improve coverage of women scientists which the profile noted had "helped increase the number of female scientists on Wikipedia from around 1,600 to over 5,000". On Wikipedia Some Wikipedia WikiProjects are substantial enough to engage in cooperative activities with outside organizations relevant to the field at issue. For e ...
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London Victoria Station
Victoria station, also known as London Victoria, is a central London railway terminus and connected London Underground station in Victoria, in the City of Westminster, managed by Network Rail. Named after the nearby Victoria Street (not the Queen), the main line station is a terminus of the Brighton Main Line to and and the Chatham Main Line to and Dover via . From the main lines, trains can connect to the Catford Loop Line, the Dartford Loop Line, and the Oxted line to and . Southern operates most commuter and regional services to south London, Sussex and parts of east Surrey, while Southeastern operates trains to south-east London and Kent, alongside limited services operated by Thameslink. Gatwick Express trains run direct to Gatwick. The Underground station is on the Circle and District lines between and , and the Victoria line between and . The area around the station is an important interchange for other forms of transport: a local bus station is in the forecourt an ...
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Funicular
A funicular (, , ) is a type of cable railway system that connects points along a railway track laid on a steep slope. The system is characterized by two counterbalanced carriages (also called cars or trains) permanently attached to opposite ends of a haulage cable, which is looped over a pulley at the upper end of the track. The result of such a configuration is that the two carriages move synchronously: as one ascends, the other descends at an equal speed. This feature distinguishes funiculars from inclined elevators, which have a single car that is hauled uphill. The term ''funicular'' derives from the Latin word , the diminutive of , meaning 'rope'. Operation In a funicular, both cars are permanently connected to the opposite ends of the same cable, known as a ''haul rope''; this haul rope runs through a system of pulleys at the upper end of the line. If the railway track is not perfectly straight, the cable is guided along the track using sheaves – unpowered pulleys tha ...
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029240 Conan Doyle Place
9 (nine) is the natural number following and preceding . Evolution of the Arabic digit In the beginning, various Indians wrote a digit 9 similar in shape to the modern closing question mark without the bottom dot. The Kshatrapa, Andhra and Gupta started curving the bottom vertical line coming up with a -look-alike. The Nagari continued the bottom stroke to make a circle and enclose the 3-look-alike, in much the same way that the sign @ encircles a lowercase ''a''. As time went on, the enclosing circle became bigger and its line continued beyond the circle downwards, as the 3-look-alike became smaller. Soon, all that was left of the 3-look-alike was a squiggle. The Arabs simply connected that squiggle to the downward stroke at the middle and subsequent European change was purely cosmetic. While the shape of the glyph for the digit 9 has an ascender in most modern typefaces, in typefaces with text figures the character usually has a descender, as, for example, in . The mod ...
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029264 Meiringen Holmes
9 (nine) is the natural number following and preceding . Evolution of the Arabic digit In the beginning, various Indians wrote a digit 9 similar in shape to the modern closing question mark without the bottom dot. The Kshatrapa, Andhra and Gupta started curving the bottom vertical line coming up with a -look-alike. The Nagari continued the bottom stroke to make a circle and enclose the 3-look-alike, in much the same way that the sign @ encircles a lowercase ''a''. As time went on, the enclosing circle became bigger and its line continued beyond the circle downwards, as the 3-look-alike became smaller. Soon, all that was left of the 3-look-alike was a squiggle. The Arabs simply connected that squiggle to the downward stroke at the middle and subsequent European change was purely cosmetic. While the shape of the glyph for the digit 9 has an ascender in most modern typefaces, in typefaces with text figures the character usually has a descender, as, for example, in . The mod ...
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Mycroft Holmes
Mycroft Holmes is a fictional character appearing in stories written by Sir Arthur Conan Doyle from 1893 to 1908. The elder brother (by seven years) of detective Sherlock Holmes, he is a government official and a founding member of the Diogenes Club. Mycroft is described as having abilities of deduction and knowledge exceeding even those of his brother, though their practical use is limited by his dislike of fieldwork. The character has been adapted many times in literature and media, including television series, films, radio, and comics. He is popular in culture, being mentioned by many works, referencing his job, personality, or his relationship with Sherlock Holmes. Fictional character biography History and occupation Mycroft Holmes is Sherlock Holmes's older brother. He mainly appears in two stories by Doyle, "The Adventure of the Greek Interpreter" and "The Adventure of the Bruce-Partington Plans". He also appears briefly in "The Final Problem", and is mentioned in "The Ad ...
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The Adventure Of The Empty House
"The Adventure of the Empty House", one of the 56 Sherlock Holmes short stories written by Sir Arthur Conan Doyle, is one of 13 stories in the cycle collected as ''The Return of Sherlock Holmes''. It was first published in ''Collier's'' in the United States on 26 September 1903, and in ''The Strand Magazine'' in the United Kingdom in October 1903. Public pressure forced Conan Doyle to bring the sleuth back to life, and explain his apparently miraculous survival after his deadly struggle with Professor Moriarty in "The Final Problem." This is the first Holmes story set after his supposed death at the Reichenbach Falls, as recounted in "The Final Problem." ''The Hound of the Baskervilles'' had seen the return of a pre-Reichenbach Falls Sherlock Holmes, which whetted readers' appetites. Doyle ranked "The Adventure of the Empty House" sixth in his list of his twelve favorite Holmes stories. Plot The story takes place in 1894, three years after the apparent death of Sherlock Holm ...
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Meiringen
Meiringen () is a municipality in the Interlaken-Oberhasli administrative district in the canton of Bern in Switzerland. Besides the village of Meiringen, the municipality includes the settlements of Balm, Brünigen, Eisenbolgen, Hausen, Prasti, Sand, Stein, Unterbach, Unterheidon, Wylerli and Zaun. Meiringen is famous for the nearby Reichenbach Falls, a waterfall that was the setting for the final showdown between Sir Arthur Conan Doyle's fictional detective Sherlock Holmes and his nemesis Professor Moriarty. The village is also known for its claim to have been the place where meringue was first created. The municipal coat of arms shows a black eagle in a yellow field. (" Or an Eagle displayed Sable crowned, beaked, langued and membered of the first.") Formerly the coat of arms of the entire Oberhasli ''Talschaft'', this design continues the imperial coat of arms. Geography Meiringen is located in the eastern Bernese Oberland region, in the Haslital on the upper reaches ...
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Brussels
Brussels (french: Bruxelles or ; nl, Brussel ), officially the Brussels-Capital Region (All text and all but one graphic show the English name as Brussels-Capital Region.) (french: link=no, Région de Bruxelles-Capitale; nl, link=no, Brussels Hoofdstedelijk Gewest), is a region of Belgium comprising 19 municipalities, including the City of Brussels, which is the capital of Belgium. The Brussels-Capital Region is located in the central portion of the country and is a part of both the French Community of Belgium and the Flemish Community, but is separate from the Flemish Region (within which it forms an enclave) and the Walloon Region. Brussels is the most densely populated region in Belgium, and although it has the highest GDP per capita, it has the lowest available income per household. The Brussels Region covers , a relatively small area compared to the two other regions, and has a population of over 1.2 million. The five times larger metropolitan area of Brusse ...
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Strasbourg
Strasbourg (, , ; german: Straßburg ; gsw, label=Bas Rhin Alsatian, Strossburi , gsw, label=Haut Rhin Alsatian, Strossburig ) is the prefecture and largest city of the Grand Est region of eastern France and the official seat of the European Parliament. Located at the border with Germany in the historic region of Alsace, it is the prefecture of the Bas-Rhin department. In 2019, the city proper had 287,228 inhabitants and both the Eurométropole de Strasbourg (Greater Strasbourg) and the Arrondissement of Strasbourg had 505,272 inhabitants. Strasbourg's metropolitan area had a population of 846,450 in 2018, making it the eighth-largest metro area in France and home to 14% of the Grand Est region's inhabitants. The transnational Eurodistrict Strasbourg-Ortenau had a population of 958,421 inhabitants. Strasbourg is one of the ''de facto'' four main capitals of the European Union (alongside Brussels, Luxembourg and Frankfurt), as it is the seat of several European insti ...
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Newhaven, East Sussex
Newhaven is a port town in East Sussex in England, lying at the mouth of the River Ouse. The town developed during the Middle Ages as the nearby port of Seaford began drying up, forcing a new port to be established. A sheltered harbour was built in the mid-16th century, and a breakwater in the late 18th, to provide continued access to the sea. Newhaven increased in importance following the arrival of the railway in 1847, and regular cross-Channel ferry services to Dieppe. Though these have been reduced in the 21st century, Newhaven still provides regular ferry services and continues to be used as an important freight terminal. Origins Newhaven lies at the mouth of the River Ouse, in the valley the river has cut through the South Downs. Over the centuries the river has migrated between Newhaven and Seaford in response to the growth and decay of a shingle spit (shoal) at its mouth. There was a Bronze Age fort on what is now Castle Hill.
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