BreakoutEdu was developed by and involves an empty box (or boxes) secured by a bunch of different locks (combination, letter, directional, and more). From there, teachers design “Escape the Room” type activities and students discover the various solutions to each lock. Many teachers have shared their BreakoutEdu games via their website: http://www.breakoutedu.com and a Facebook group: https://www.facebook.com/groups/breakoutedu.
Someone brought a BreakoutEdu kit to the NEIT conference at Mohonk in January, but I didn’t really experience a sample game until the Edcamp Organizers Summit in April. James Sanders, Founder of BreakoutEdu, was a keynote and I participated in one of his games. The overarching theme of the game was Communication, and we solved puzzles using Morse Code, hieroglyphics, Incan knots, and other means of conveying information.
I sent an email about BreakoutEdu to the faculty, and both Arana Shapiro (@aranalee) and Matt Guastavino (@MattGusto) responded immediately so we met and collaborated. Arana is one of the founders of The School at Columbia University and launched, collaborated, developed many awesome curricular projects with the faculty. She went on to found other schools including Quest to Learn, the famed game-based public 6-12 school in NYC. Matt is the 8th grade Algebra teacher at The School at Columbia University and enjoys prototyping and innovating. He was super excited to integrate Bootstrap into his curriculum so that his students learn Algebraic concepts while designing a video game – this has become a legacy project.
We had an initial meeting a couple of weeks ago where we established that it would be awesome for Matt’s 8th graders to design games for each other to showcase their learning in Algebra this year. We met again today and realized we should set up a quick game for Matt’s students in order to scaffold the idea of BreakoutEdu (before they are tasked with creating their own games). I wanted the “clues” to integrate as closely as possible with things they’d discussed and learned throughout the year. Arana knew we had to visualize a plan, so she located a large notepad and we started brainstorming…
Arana, an amazing instructional and game designer, suggested starting from the final result and working backwards. I knew I wanted students to end up spelling something out on the calculator (as I found this hilarious in middle school), and figured GOOGLE would be a harmless enough word signified by the upside-down number (379009). From there we figured there could be 6 groups, each would have an envelope inside with a number (either 3, 7, 9, 0, 0, or 9) and the following image which would hopefully inspire them to arrange all of the numbers into 379009 for GOOGLE.
So, to get to 3, 7, 9, 0, 0, 9, they have to correctly solve 6 different challenges. This is where we looked over Matt’s extensive list of topics covered throughout the year in Algebra and thought up possible problems – multiplying binomials, graphing functions, solving polynomial equations, graphing inequalities, calculating circumference/area/volume, and finding equations from plotted points.
To launch each problem, we decided to have 6 different groups solve a problem which incorporates a key number based on important events from their integrated curriculum:
1863 = Gettysburg Address
1883 = Atticus’ birth year from To Kill a Mockinbird
1936 = Berlin Summer Olympics (I was excited to find a perfect square for Matt!)
1945 = Little Boy and Fat Man bombs dropped on Japan
1968 = First Special Olympics
1998 = Lion King won a bunch of Tony Awards (this was their 8th grade musical)
We figured students could self-select into these six groups in order to collaborate on one of the problems. In order to gain access to the envelope with the problem, they need to open up a box with a three-digit combination, and the six envelopes will be in the box. In order open the box, they’ll scan a QR code which will take them to John Cage’s 4’33” — this also integrates with their year of study as some students explored John Cage and Music of Chance. Thus 433 could be the combination to the initial box.
Matt is prototyping this project on Tuesday, and Arana and I are psyched to see how it goes!