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\"></p><p>In this episode I interview a talented educator, Allen Reilley, who, like so many practitioners in this space, loves designing experiences that help others discover the world the way does through his own art. And Dov Alperin, a wise and deeply reflective 13-year old coming up at MS442. I talk more with Beam Center's co-founder, Brian Cohen, in a future episode, and Dov and Allen graciously offer a tour of the center in a short episode that I will release between the two. Meanwhile, I hope you enjoy our conversation about in this episode about learning and making from Beam Center in Brooklyn New York.</p><p><br></p><p><strong>Notes from this episode:</strong></p><p><a href=\"https://beamcamp.org/\" target=\"_blank\">Beam Camp</a></p><p><a href=\"https://beamcenter.org/\" target=\"_blank\">Beam Center</a></p><p><a href=\"https://en.wikipedia.org/wiki/Servomotor\" target=\"_blank\">Servo Moter</a></p><p><a href=\"https://www.arduino.cc/\" target=\"_blank\">Arduino</a></p><p><a href=\"http://www.allen-riley.com/\" target=\"_blank\">Allen Riley</a></p><p><a href=\"http://weirdweb.website/\" target=\"_blank\">weirdweb.website</a>, Dove Alperin's site</p><p><a href=\"https://makerfaire.com/\" target=\"_blank\">Makerfaire</a></p>","author_name":"Marc Lesser"}