The Phantom Tollbooth
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The Phantom Tollbooth
''The Phantom Tollbooth'' is a Juvenile fantasy, children's fantasy adventure novel written by Norton Juster, with illustrations by Jules Feiffer, first published in 1961 in literature, 1961. The story follows a bored young boy named Milo who unexpectedly receives a magic tollbooth that transports him to the once prosperous, but now troubled, Kingdom of Wisdom. Along with a dog named Tock and the Humbug, Milo goes on a quest to the Castle in the Air seeking the kingdom's two exiled princesses, named Rhyme and Reason. As Milo learns valuable lessons, he finds a love of learning in a story full of puns and wordplay, such as exploring the literal meanings of idioms. In 1958, Juster had received a Ford Foundation grant for a children's book about cities. Unable to make progress on that project, he turned to writing what became ''The Phantom Tollbooth'', his first book. His housemate, Feiffer, a cartoonist, interested himself in the project. Jason Epstein, an editor at Random House, ...
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The Phantom Tollbooth (film)
''The Phantom Tollbooth'' (also known as ''The Adventures of Milo in the Phantom Tollbooth'') is a 1970 American live-action/animated fantasy film based on Norton Juster's 1961 children's book of the same name. Produced by Chuck Jones at MGM Animation/Visual Arts, the film stars Butch Patrick as Milo, alongside the voice talents of Mel Blanc, Daws Butler, Candy Candido, Hans Conried, June Foray, Patti Gilbert, Shepard Menken, Cliff Norton, Larry Thor, and Les Tremayne. Jones also co-directed the film with Abe Levitow, while Dave Monahan directed the live-action segments. Completed in 1968, the film was held up from release by MGM until late 1970 due to internal studio problems. The animation studio closed soon after the film's release, with MGM leaving the animation business for good. Juster had no input into the adaptation, and has expressed his hatred for the film in an interview: "It was a film I never liked. I don't think they did a good job on it. It's been around for a lo ...
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Norton Juster
Norton Juster (June 2, 1929 – March 8, 2021) was an American academic, architect, and writer. He was best known as an author of children's books, notably for ''The Phantom Tollbooth'' and '' The Dot and the Line''. Early life Juster was born in Brooklyn on June 2, 1929. Both his parents were Jewish and immigrated to the United States. His father, Samuel Juster, was born in Romania and became an architect through a correspondence course. His mother, Minnie Silberman, was of Polish Jewish descent. His brother, Howard, became an architect as well. Juster studied architecture at the University of Pennsylvania, obtaining a bachelor's degree in 1952. He went on to study city planning at the University of Liverpool. Career Juster enlisted in the Civil Engineer Corps of the United States Navy in 1954, and rose to the rank of lieutenant junior grade. During one tour, to combat boredom, he began to write and illustrate a story for children, but the commanding officer later repriman ...
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Lewis Carroll
Charles Lutwidge Dodgson (; 27 January 1832 – 14 January 1898), better known by his pen name Lewis Carroll, was an English author, poet and mathematician. His most notable works are '' Alice's Adventures in Wonderland'' (1865) and its sequel ''Through the Looking-Glass'' (1871). He was noted for his facility with word play, logic, and fantasy. His poems '' Jabberwocky'' (1871) and ''The Hunting of the Snark'' (1876) are classified in the genre of literary nonsense. Carroll came from a family of high-church Anglicans, and developed a long relationship with Christ Church, Oxford, where he lived for most of his life as a scholar and teacher. Alice Liddell, the daughter of Christ Church's dean Henry Liddell, is widely identified as the original inspiration for ''Alice in Wonderland'', though Carroll always denied this. An avid puzzler, Carroll created the word ladder puzzle (which he then called "Doublets"), which he published in his weekly column for ''Vanity Fair'' ma ...
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Brooklyn
Brooklyn () is a borough of New York City, coextensive with Kings County, in the U.S. state of New York. Kings County is the most populous county in the State of New York, and the second-most densely populated county in the United States, behind New York County (Manhattan). Brooklyn is also New York City's most populous borough,2010 Gazetteer for New York State
. Retrieved September 18, 2016.
with 2,736,074 residents in 2020. Named after the Dutch village of Breukelen, Brooklyn is located on the w ...
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Agree To Disagree
To "agree to disagree" is to resolve a conflict (usually a debate or quarrel) in a manner whereby all parties tolerate but do not accept the opposing positions. It generally occurs when all sides recognize that further conflict would be unnecessary, ineffective or otherwise undesirable. They may also remain on amicable terms while continuing to disagree about the unresolved issues. Origin The phrase "agree to disagree" appeared in print in its modern meaning in 1770 when, at the death of George Whitefield, John Wesley wrote a memorial sermon which acknowledged but downplayed the two men's doctrinal differences: Wesley enclosed the phrase in quotation marks,The Phrase Finder''Agree to disagree''.Retrieved on 20 April 2009. and in a subsequent letter to his brother Charles, attributed it to Whitefield (presumably George Whitefield): "If you agree with me, well: if not, we can, as Mr. Whitefield used to say, agree to disagree." Whitefield had used it in a letter as early a ...
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Regular Dodecahedron
A regular dodecahedron or pentagonal dodecahedron is a dodecahedron that is regular, which is composed of 12 regular pentagonal faces, three meeting at each vertex. It is one of the five Platonic solids. It has 12 faces, 20 vertices, 30 edges, and 160 diagonals (60 face diagonals, 100 space diagonals). It is represented by the Schläfli symbol . Dimensions If the edge length of a regular dodecahedron is a, the radius of a circumscribed sphere (one that touches the regular dodecahedron at all vertices) is :r_u = a\frac \left(1 + \sqrt\right) \approx 1.401\,258\,538 \cdot a and the radius of an inscribed sphere (tangent to each of the regular dodecahedron's faces) is :r_i = a\frac \sqrt \approx 1.113\,516\,364 \cdot a while the midradius, which touches the middle of each edge, is :r_m = a\frac \left(3 +\sqrt\right) \approx 1.309\,016\,994 \cdot a These quantities may also be expressed as :r_u = a\, \frac \phi :r_i = a\, \frac :r_m = a\, \frac where ''ϕ'' is the golde ...
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Orchestra
An orchestra (; ) is a large instrumental ensemble typical of classical music, which combines instruments from different families. There are typically four main sections of instruments: * bowed string instruments, such as the violin, viola, cello, and double bass * woodwinds, such as the flute, oboe, clarinet, saxophone, and bassoon * Brass instruments, such as the horn, trumpet, trombone, cornet, and tuba * percussion instruments, such as the timpani, snare drum, bass drum, cymbals, triangle, tambourine, and mallet percussion instruments Other instruments such as the piano, harpsichord, and celesta may sometimes appear in a fifth keyboard section or may stand alone as soloist instruments, as may the concert harp and, for performances of some modern compositions, electronic instruments and guitars. A full-size Western orchestra may sometimes be called a or philharmonic orchestra (from Greek ''phil-'', "loving", and "harmony"). The actual number of musici ...
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Number
A number is a mathematical object used to count, measure, and label. The original examples are the natural numbers 1, 2, 3, 4, and so forth. Numbers can be represented in language with number words. More universally, individual numbers can be represented by symbols, called ''numerals''; for example, "5" is a numeral that represents the number five. As only a relatively small number of symbols can be memorized, basic numerals are commonly organized in a numeral system, which is an organized way to represent any number. The most common numeral system is the Hindu–Arabic numeral system, which allows for the representation of any number using a combination of ten fundamental numeric symbols, called digits. In addition to their use in counting and measuring, numerals are often used for labels (as with telephone numbers), for ordering (as with serial numbers), and for codes (as with ISBNs). In common usage, a ''numeral'' is not clearly distinguished from the ''number'' th ...
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Letter (alphabet)
A letter is a segmental symbol of a phonemic writing system. The inventory of all letters forms an alphabet. Letters broadly correspond to phonemes in the spoken form of the language, although there is rarely a consistent and exact correspondence between letters and phonemes. The word ''letter'', borrowed from Old French ''letre'', entered Middle English around 1200 AD, eventually displacing the Old English term ( bookstaff). ''Letter'' is descended from the Latin '' littera'', which may have descended from the Greek "διφθέρα" (, writing tablet), via Etruscan. Definition and usage A letter is a type of grapheme, which is a functional unit in a writing system: a letter (or group of letters) represents visually a phoneme (a unit of sound that can distinguish one word from another in a particular language). Letters are combined to form written words, just as phonemes are combined to form spoken words. A sequence of graphemes representing a phoneme is called a multi ...
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Humbug
A humbug is a person or object that behaves in a deceptive or dishonest way, often as a hoax or in jest. The term was first described in 1751 as student slang, and recorded in 1840 as a "nautical phrase". It is now also often used as an exclamation to describe something as hypocritical nonsense or gibberish. When referring to a person, a humbug means a fraud or impostor, implying an element of unjustified publicity and spectacle. In modern usage, the word is most associated with the character Ebenezer Scrooge, created by Charles Dickens in his 1843 novella ''A Christmas Carol''. His famous reference to Christmas, "Bah! Humbug!", declaring Christmas to be a fraud, is commonly used in stage and screen versions and also appeared frequently in the original book. The word is also prominently used in the 1900 book ''The Wonderful Wizard of Oz'', in which the Scarecrow refers to the Wizard of Oz as a humbug, and the Wizard agrees. Another use of the word was by John Collins Warren, a ...
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Endpaper
The endpapers or end-papers of a book (also known as the endsheets) are the pages that consist of a double-size sheet folded, with one half pasted against an inside cover (the pastedown), and the other serving as the first free page (the free endpaper or flyleaf). Thus, the front endpapers precede the title page and the text, whereas the back endpapers follow the text. Booksellers sometimes refer to the front endpaper as FEP. Before mass printing in the 20th century it was common for the endpapers of books to have paper marbling. Sometimes the endpapers are used for maps or other relevant information. They are the traditional place to put bookplates, or an owner's inscription. , there are many styles of endsheets or endpapers that are specifically designed for use with different bindings. For example, endsheets reinforced with cloth are used in sewn bindings. The cloth holds the stitches and prevents the paper from perforating and tearing. Other styles are designed for use wit ...
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Lands
Land is the solid surface of the Earth that is not covered by water. Land, lands, The Land, or the Lands may also refer to: Entertainment and media Film * ''Land'' (1987 film), a British television film by Barry Collins * ''Land'' (2018 film), an international drama by Babak Jalali * ''Land'' (2021 film), a drama directed by and starring Robin Wright Music * Dah (band), a former Yugoslav/Belgian rock band, known as Land during 1975-1976 period * ''Land (1975–2002)'', an album by Patti Smith * Land (band), an American rock band ** ''Land'' (Land album), 1995 * Land (worship band), a Scottish Christian band * ''Land'' (The Comsat Angels album), 1983 * ''Land'' (Týr album), 2008 * Lands (band), a Japanese rock band Other media * ''Land'' (book), a 2021 non-fiction book by Simon Winchester * ''Land'' (magazine), a Swedish weekly magazine * ''The Land'' (weekly newspaper) Places *Land Glacier, a glacier in Marie Byrd Land, Antarctica * Land, Norway, a region and historic pett ...
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