STEM Educator's Conference at RMU June 2008 Workshop on using the game of SET in the classroom and Workshop on the Tower of Hanoi

On-line resources

• The Set Game: official website of the game of Set includes on-line puzzle and links to classroom resources.
• Tower of Hanoi: An interactive applet of the Tower of Hanoi game which keeps track of the number of moves made.
• Puzzle generator: creates logical puzzles of varying difficulty in the style of the notorious Einstein or Zebra puzzle which also made an appearance in a Harry Potter book.
• Chaos Game: An applet demonstrating the results of the chaos game.
• Rules for the game of Zendo
• Zendo card generator: an applet that generates new "rules" for the Zendo game. This can be used as inspiration for new cards in the Set version of this game described during the workshop.
• Variations of the game of Set: several variations on the traditional rules of the game of set.
• Fun Stuff About Set: includes a link to an applet which generates set puzzles and a page describing how to play the game "Quatro" with the set deck of cards.
• MIT math game lesson plans contains a less on the SET Card Game and another on The Towers of Hanoi.
• Sierpinksi Triangle Applet
• Fractals: what comes next? An on-line lesson plan for middles school students published by NCTM.
• Sierpinski from Pascal contains an applet that shades in pascal's triangle for different modulus.

• Barwise, Jon and Etchemendy, John. Tarksi's World. Center for the Study of Language and Information. 1993.
• Devaney, Robert L., Chaos in the Classroom.
• Gardner, Martin. Hexaflexagons and Other Mathematical Diversions. The University of Chicago Press. 1988.
• Lanius, Cynthia. A Fractal Unit for Elementary and Middles School Students.
• Peitgen, Heinz-Otto, Jurgens, Harmut and Saupe, Dietmar. Fractals for the Classroom Part One and Part Two. Springer-Verlag New York Inc. 1992.
• Sedgewick, Robert and Wayne, Kevin. Introduction to Programming in Java: An Interdisciplinary Approach. Addison Wesley, 2007.
• Shannon, Kathleen M. and Bardzell, Michael J. Searching for Patterns in Pascal's Triangle With a Twist