After a visit to the dinosaur exhibit at the local luseum, the babies find themselves lost in the land before time.

Tommy wins a surprise visit from his awesome idol Reptar, and is determined to get a souvenir photo taken of the two of them together. Of course, the rest of the Rugrats are thrilled to join in the fun but the end result of the visit turns out to be a surprise for everyone, including Reptar too!

Tommy and the other Rugrats literally get carried away by a huge balloon when they participate in the Reptar parade. Includes a Reptar tattoo. Full color.

Tommy is staying the night at Chuckie's house. He wants to tell Chuckie a 'hairy tale' and after much protest, Chuckie agrees. Tommy then embarks on the raucous tale of Little Reptar Riding Hood who visits his grandmother at her gingerbread house and brings with him granny's favourite Reptar cereal. However, Little Reptar Riding Hood likes the cereal so much he wants it for himself and escapes from granny by climbing up a giant beanstalk. Granny is surprisingly strong and chops the beanstalk down resulting in the usual Rugrat havoc. The end result being, it is the 'best hairy tale' Chuckie has ever heard.

The Rugrats visit the Planet Reptar amusement park where strange things are going on: Tommy's ball goes missing, Chuckie's crackers are gone, and Angelica's doll has been abducted. When the babies discover the events are alien, they turn to the only one who can set things straight--Reptar. Readers can search for the missing items underneath more than 50 flaps. Full-color illustrations.

Chuckie and Angelica both run for student council president.

A mathematical introduction to the theory and applications of logic and set theory with an emphasis on writing proofs Highlighting the applications and notations of basic mathematical concepts within the framework of logic and set theory, A First Course in Mathematical Logic and Set Theory introduces how logic is used to prepare and structure proofs and solve more complex problems. The book begins with propositional logic, including two-column proofs and truth table applications, followed by first-order logic, which provides the structure for writing mathematical proofs. Set theory is then introduced and serves as the basis for defining relations, functions, numbers, mathematical induction, ordinals, and cardinals. The book concludes with a primer on basic model theory with applications to abstract algebra. A First Course in Mathematical Logic and Set Theory also includes: Section exercises designed to show the interactions between topics and reinforce the presented ideas and concepts Numerous examples that illustrate theorems and employ basic concepts such as Euclid’s lemma, the Fibonacci sequence, and unique factorization Coverage of important theorems including the well-ordering theorem, completeness theorem, compactness theorem, as well as the theorems of Löwenheim–Skolem, Burali-Forti, Hartogs, Cantor–Schröder–Bernstein, and König An excellent textbook for students studying the foundations of mathematics and mathematical proofs, A First Course in Mathematical Logic and Set Theory is also appropriate for readers preparing for careers in mathematics education or computer science. In addition, the book is ideal for introductory courses on mathematical logic and/or set theory and appropriate for upper-undergraduate transition courses with rigorous mathematical reasoning involving algebra, number theory, or analysis.