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Holy Enchilada!
''Holy Enchilada!'' is the sixth book in the ''Hank Zipzer'' book series by Henry Winkler Henry Franklin Winkler, OBE (born October 30, 1945), is an American actor, comedian, author, executive producer, and director. After rising to fame as Arthur "Fonzie" Fonzarelli on the American television series ''Happy Days'', Winkler has ... and Lin Oliver. Plot summary Hank has been chosen to host a Japanese boy named Yoshi! Hank also needs to prepare some enchiladas for his school multi-cultural day. But, he may have added too much chili powder... and then the trouble starts! Main characters *Hank Zipzer – Hank is a fourth-grader at P.S. 87 who has dyslexia. Frankie Townsend and Ashley Wong are his two best friends. His real name is Henry Daniel. *Frankie Townsend – Frankie is Hank's best friend who is described as being very smart. *Ashley Wong – Ashley, dubbed Ashweena by Hank and Frankie, is Hank's other best friend who loves rhinestones. *Nick McKelty – Nick, du ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Henry Winkler
Henry Franklin Winkler, OBE (born October 30, 1945), is an American actor, comedian, author, executive producer, and director. After rising to fame as Arthur "Fonzie" Fonzarelli on the American television series '' Happy Days'', Winkler has distinguished himself as a character actor for roles such as Arthur Himbry in '' Scream,'' Coach Klein in '' The Waterboy,'' Barry Zuckerkorn in '' Arrested Development,'' Eddie R. Lawson in '' Royal Pains,'' Dr. Saperstein in ''Parks and Recreation'', Fritz in ''Monsters at Work,'' Stanley Yelnats III in '' Holes,'' Uncle Joe in '' The French Dispatch,'' '' Al Pratt in '' Black Adam, and Gene Cousineau in ''Barry''. In 2016, he also became a reality television star on the NBC series, ''Better Late Than Never''. Winkler's accolades include a Primetime Emmy, two Daytime Emmys, two Golden Globe Awards, and a Critics Choice Award. As a child, Winkler struggled at P.S. 87 on West 78th Street, Manhattan and the McBurney School, whe ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Lin Oliver
Lin Oliver (born February 2, 1947) is an American writer, producer, and the co-founder (with Steve Mooser) of the Society of Children's Book Writers and Illustrators. During the 1990s and early 2000s, she wrote and produced a number of works for television and film, notably the 1990s television show, ''Harry and the Hendersons.'' As an author of books for children, Oliver began collaborating on the '' Hank Zipzer'' series with actor Henry Winkler in 2003. They next created the prequel series ''Here's Hank'', the ''Ghost Buddy'' series, and the ''Alien Superstar'' series. Childhood and education Oliver was born in Los Angeles, California, and was the editor-in-chief of her school newspaper at Ulysses S. Grant High School. She received her B.A. in English Literature from the University of California, Berkeley, a Masters in Educational Psychology from the University of California, Los Angeles, and has completed coursework for an Ed.D. (also UCLA). Career Oliver won a job working in ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Hank Zipzer
The ''Hank Zipzer: The World's Greatest Underachiever''''Hank Zipzer: The Mostly True Confessions of the World's Best Underachiever'' in Books 1–3 and ''Hank Zipzer: The World's Best Underachiever'' in Book 4. series of American children's books (2003-2010) by actor Henry Winkler and writer Lin Oliver, tells the story of a dyslexic child, Hank Zipzer. The series is based on Winkler's difficulties with school as a child, and are set in his childhood home. After finishing the main series, Winkler and Oliver created a prequel called, ''Here's Hank.'' This series explores Hank's life as a second grader (2014 to 2019). In addition, Winkler and Oliver created a television series (and Christmas film) called '' Hank Zipzer'' that ran from January 2014 to December 2016 on the CBBC channel. HBO Max began streaming all three seasons of ''Hank Zipzer'' in May 2022 and ''Hank Zipzer's Christmas Catastrophe'' in December 2022. Overview Hank Zipzer is a young boy who is dyslexic. He lives on th ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Children's Novel
Children's literature or juvenile literature includes stories, books, magazines, and poems that are created for children. Modern children's literature is classified in two different ways: genre or the intended age of the reader. Children's literature can be traced to traditional stories like fairy tales, that have only been identified as children's literature in the eighteenth century, and songs, part of a wider oral tradition, that adults shared with children before publishing existed. The development of early children's literature, before printing was invented, is difficult to trace. Even after printing became widespread, many classic "children's" tales were originally created for adults and later adapted for a younger audience. Since the fifteenth century much literature has been aimed specifically at children, often with a moral or religious message. Children's literature has been shaped by religious sources, like Puritan traditions, or by more philosophical and scientifi ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Grosset & Dunlap
Grosset & Dunlap is a New York City-based publishing house founded in 1898. The company was purchased by G. P. Putnam's Sons in 1982 and today is part of Penguin Random House through its subsidiary Penguin Group. Today, through the Penguin Group, they publish approximately 170 titles a year, including licensed children's books for such properties as Miss Spider, Strawberry Shortcake, Super WHY!, Charlie and Lola Charlie and Lola are fictional children created by the English writer and illustrator Lauren Child in 2000. They were introduced in a series of picture books and later adapted as animated television characters. Lola is an energetic and imagin ..., Nova the Robot, Weebles, Bratz, Sonic X, The Wiggles, and Atomic Betty. Grosset & Dunlap also publishes ''Dick and Jane'' children's books and, through Platt & Munk, ''The Little Engine That Could.'' History The company was founded in 1898 by Alexander Grosset and George T. Dunlap. It was originally primarily a hard ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Paperback
A paperback (softcover, softback) book is one with a thick paper or paperboard cover, and often held together with glue rather than stitches or staples. In contrast, hardcover (hardback) books are bound with cardboard covered with cloth, leather, paper, or plastic. Inexpensive books bound in paper have existed since at least the 19th century in such forms as pamphlets, yellowbacks, dime novels, and airport novels. Modern paperbacks can be differentiated from one another by size. In the United States, there are "mass-market paperbacks" and larger, more durable "trade paperbacks". In the United Kingdom, there are A-format, B-format, and the largest C-format sizes. Paperback editions of books are issued when a publisher decides to release a book in a low-cost format. Lower-quality paper, glued (rather than stapled or sewn) bindings, and the lack of a hard cover may contribute to the lower cost of paperbacks. Paperback can be the preferred medium when a book is not expected t ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Japanese People
The are an East Asian ethnic group native to the Japanese archipelago."人類学上は，旧石器時代あるいは縄文時代以来，現在の北海道〜沖縄諸島（南西諸島）に住んだ集団を祖先にもつ人々。" () Japanese people constitute 97.9% of the population of the country of Japan. Worldwide, approximately 129 million people are of Japanese descent; of these, approximately 122.5 million are residents of Japan. People of Japanese ancestry who live outside Japan are referred to as , the Japanese diaspora. Depending on the context, the term may be limited or not to mainland Japanese people, specifically the Yamato (as opposed to Ryukyuan and Ainu people). Japanese people are one of the largest ethnic groups in the world. In recent decades, there has also been an increase in the number of multiracial people with both Japanese and non-Japanese roots, including half Japanese people. History Theories of origins Archaeological evidence ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Rhinestone
A rhinestone, paste or diamante is a diamond simulant originally made from rock crystal but since the 19th century from crystal glass or polymers such as acrylic. Original Originally, rhinestones were rock crystals gathered from the river Rhine, hence the name, although some were also found in areas like the Alps, but today the name "rhinestone" applies only to varieties of lead glass known as crystal glass. The availability was greatly increased in the 18th century when the Alsatian jeweller Georg Friedrich Strass had the idea to imitate diamonds by coating the lower side of lead glass with metal powder. Hence, rhinestones are called ''strass'' in many European languages. As opposed to the classic rhinestones, which had a metal powder coating on the bottom side only, several companies have opted to mass-produce iridescent lead glass, by reducing the metal coating thickness and applying it uniformly, not using metal powder with a binder but by applying various forms of ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Boasting
Boasting or bragging is speaking with excessive pride and self-satisfaction about one's achievements, possessions, or abilities. Boasting occurs when someone feels a sense of satisfaction or when someone feels that whatever occurred proves their superiority and is recounting accomplishments so that others will feel admiration or envy. Individuals construct an image of themselves, a personal identity, and present themselves in a manner that is consistent with that image. Theodore Millon theorized that in self-presentation, individuals seek to balance boasting against discrediting themselves with excessive self-promotion or being caught blatantly misrepresenting themselves. Studies show that people often have a limited ability to perceive how their efforts at self-presentation are actually impacting their acceptance and likeability by others. Forms of bragging Although a brag can be as straightforward as a simple claim to riches or greatness, it often assumes a variety of more ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
Crossword
A crossword is a word puzzle that usually takes the form of a square or a rectangular grid of white- and black-shaded squares. The goal is to fill the white squares with letters, forming words or phrases, by solving clues which lead to the answers. In languages that are written left-to-right, the answer words and phrases are placed in the grid from left to right ("across") and from top to bottom ("down"). The shaded squares are used to separate the words or phrases. Types Crossword grids such as those appearing in most North American newspapers and magazines feature solid areas of white squares. Every letter is checked (i.e. is part of both an "across" word and a "down" word) and usually each answer must contain at least three letters. In such puzzles shaded squares are typically limited to about one-sixth of the total. Crossword grids elsewhere, such as in Britain, South Africa, India and Australia, have a lattice-like structure, with a higher percentage of shade ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
2004 American Novels
4 (four) is a number, numeral and digit. It is the natural number following 3 and preceding 5. It is the smallest semiprime and composite number, and is considered unlucky in many East Asian cultures. In mathematics Four is the smallest composite number, its proper divisors being and . Four is the sum and product of two with itself: 2 + 2 = 4 = 2 x 2, the only number b such that a + a = b = a x a, which also makes four the smallest squared prime number p^. In Knuth's up-arrow notation, , and so forth, for any number of up arrows. By consequence, four is the only square one more than a prime number, specifically three. The sum of the first four prime numbers two + three + five + seven is the only sum of four consecutive prime numbers that yields an odd prime number, seventeen, which is the fourth super-prime. Four lies between the first proper pair of twin primes, three and five, which are the first two Fermat primes, like seventeen, which is the third. On t ... [...More Info...] [...Related Items...] OR: [Wikipedia] [Google] [Baidu] |
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