Stanford Engineering Puzzle
July 2007
The Clean Slate Design for the Internet has compelled people to start thinking about the question of whether the Internet we have today is really the only Internet we could ever have. Not long ago the San Francisco Chronicle even devoted an editorial to the subject.
As part of the program for revamping the Internet, Professors Nick McKeown and Leonid Kazovsky are figuring out how to integrate repsonsive, cheaper, lower-power, and faster optical switches into the backbone architecture through something they call "Lightflow." This is the inspiration for our puzzle. Directions for puzzle In this puzzle your job is to make connections across the Internet, by connecting the fiber optic cables that make data flow. For fun we will post (below) the names of every ten alumni who successfully complete the puzzle and e-mail the secret word in the subject line to staff member Marge Kastner. She'll post entry number 1, 11, 21, 31, 41, etc.
You must have Flash installed to run this puzzle, which was designed by Scott Kim of Shufflebrain and programmed by Larry Doyle of Cyberiandesign.
All solutions and their attendent alumni will be recorded in our Puzzology database for honorary degrees next June. To check out the degree earners this year please see the Puzzology page.
"Winning" entries
We're breaking the rules this month. Here are the first 22 answers. We'll start up with every 10th answer with #31.
- 1) Kevin Shen
- 2) Rick Doherty
- 3) Michael Connors
- 4) Anthony Vitale
- 5) Joshua Webb
- 6) Stephanie Sud
- 7) Allan Abbott
- 8) Michele Lambe
- 9) Francesco Buonora
- 10) Darin McGrew
- 11) Clark Barrett
- 12) Mike Simmons
- 13) Rusty Schweickart
- 14) Jason Wolfe
- 15) Misty Davies
- 16) Marius Meissner
- 17) Viren Bhanot
- 18) Alex Smith
- 19) Edward Conklin
- 20) Alex Starns
- 21) Mark Aragon
- 22) Daniel Levner
- 31) Nick Reeck
- 41) Darlene Goins
- 51) Mark Kahn
- 61) Chip Classanos
- 71) Sophia Wang Traweek
- 81) Eric Harp
Do you want to try your hand at past puzzles? Go to our Archive page.
