A to Z Mysteries Super Edition #5: The New Year Dragon Dilemma
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A to Z Mysteries Super Edition #5: The New Year Dragon Dilemma by Ron Roy
Z was just the beginning! With A to Z Mysteries® Super Editions, chapter book readers keep on collecting clues and solving mysteries with Dink, Josh, and Ruth Rose. Now with over 8 million copies in print, this classic kid-favorite series is back with a bright new look! Fireworks and dragons and . . . a missing girl? Dink, Josh, and Ruth Rose are in San Francisco, home of the biggest Chinatown outside Asia. They plan to watch the famous Chinese New Year parade and see Miss Chinatown ride by in a giant float. But during the parade, Miss Chinatown disappears, and so does her crown! Can the kids crack the case? Look for hidden messages inside A to Z Mysteries® Super Editions!
RON ROY has been writing books for children since 1974. He is the author of dozens of books, including the popular A to Z Mysteries®, Calendar Mysteries, and Capital Mysteries. When not working on a new book, Ron likes to teach tricks to his dog Pal, play poker with friends, travel, and read thrilling mystery books.
STEPHEN GILPIN is the award-winning illustrator of dozens of children’s books, including the popular and very funny Pirate Mom. He brings his fresh, kid-friendly style to all the covers of the A to Z Mysteries® series.
STEPHEN GILPIN is the award-winning illustrator of dozens of children’s books, including the popular and very funny Pirate Mom. He brings his fresh, kid-friendly style to all the covers of the A to Z Mysteries® series.
| SKU | Unavailable |
| ISBN 13 | 9780375868801 |
| ISBN 10 | 0375868801 |
| Title | A to Z Mysteries Super Edition #5: The New Year Dragon Dilemma |
| Author | Ron Roy |
| Series | A To Z Mysteries |
| Condition | Unavailable |
| Binding Type | Paperback |
| Publisher | Random House USA Inc |
| Year published | 2011-11-22 |
| Number of pages | 144 |
| Cover note | Book picture is for illustrative purposes only, actual binding, cover or edition may vary. |
| Note | Unavailable |