








1 hour(s) 1 minute(s)
English
Included
Enjoy a fun, self-paced scavenger hunt and escape room-style experience
Visit eight key locations across the campus while learning fascinating details
Explore Stanford University through a unique outdoor digital adventure
See iconic campus landmarks including Memorial Church, Hoover Tower, and more



Free cancellation and unlimited rescheduling leads to total flexibility while you plan your travels
Lowest Price Guarantee — no other provider offers this tour for less



Stanford University has been transformed into an exciting outdoor digital adventure, combining the thrill of a scavenger hunt with the clever challenges of an escape room. Using a PokémonGo-style app, participants are guided to eight iconic campus locations, where they must solve puzzles to progress through the game. This adventure can be played solo or in groups, making it a fun and engaging way to explore the campus while testing your problem-solving skills. As you navigate the grounds, you’ll encounter landmarks such as Memorial Church, Hoover Tower, and other notable spots, gaining interesting insights about each location along the way.
The adventure revolves around a captivating mystery: the Cantor Museum of Art has been robbed, and it’s up to you and your team to recover the stolen painting. Over the course of approximately 3 miles, you’ll search for clues, solve puzzles, and uncover hidden details that bring you closer to completing The Great Game. Designed to be self-paced, the experience typically takes around 90 minutes, allowing you to explore, learn, and engage with Stanford University in a completely unique and interactive way.
Solving Amazing Puzzles around Campus
Learning more about Stanford's traditions and history
Self Guided
Gratuities
Comfortable shoes
Weather-appropriate clothing
Bottle of water
Not wheelchair accessible
No public transportation nearby
Minimum age of participants is 6
Confirmation will be received at time of booking
Type in your hotel/accommodation to see how far the attraction or departure point is.
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