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video is a companion to Chapters 1 and 12 to my textbook, \"Physical Computing and Robotics with the Arduino IDE\". (https://www.pcrduino.com/textbooks/) Specifically, this video shows how to...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAABwADBQgEBgkBAv/EAFIQAAEDAwEEBAYKDwMNAAAAAAECAwQABREGBxIhMQgTQdEiNlFhcbIUFSMyQnKBkZOUFhcYJCY3VHSDobGz0tPjMzRVQ0RFUlZiY3WFlaKjwf/EABoBAAIDAQEAAAAAAAAAAAAAAAQFAgMGAAH/xAA9EQABAwIBBwgGCQUAAAAAAAABAAIDBBEFEiExQVGRsQYTNFJxcqHRFBYiQlNhFTJUgZKyweHxIzNiovD/2gAMAwEAAhEDEQA/AKx7FTu7TrOrG9hbhx5fc1Vau9Kk3O4Llos7sVKkpHVoYOOAxngAP1VVTYsoI2m2hakqUEqcJA5nDS6vXctpOoLTaYUuXpdthMhZSUutuoHBKVDCsYO9vE8OWPPWkwnEHUUAcxmUS52u2pv/AH8rHcoKKKrqC2aTIaGtOi+t27T9/wByGCoUrtiSR+hV3U2qDK/JZH0Ku6iAdvWoIiiI+l4UhBTkgSFoyrJ/3fJjzV8fdE6n/wBhI3/cFfw039ZKj4A/F+yzYwXDftf+v7oeLgS/yST9CrurAug9r4jsuelyMw2krWtxtSQAOJPKiirpDamUCFaDjEHH+kFfw1o+3vaLctb6AlsT7G1beogyJBKH1LJUUbu7xA7BnIq6DlDPI/JMQGnPfYCdi52E0DR/TqMo3Ga1tJttQ+k6y0s2rdcvDKFEZAUhYP601huaz0qeV7jH5Fd1Aee+iRKW402pps+8bU4V7o8mTzpjJ8tKvW+r6jfHzWqbyRpR77vDyR1e1dphXK8xyfQrurDd1Vpw8rswfkV3UFsny15Xet9X1G+Pmrm8mKdvvu8PJGBzU2nzyujHzK7qx3NR2I8rmz8yu6hPSrvXCr6jfHzV7eT8A94+Hkip9kNk/wARZ+Y91fCb3aXHA23NbUpRAAweOeXZQuzUnbfYW/by25JM0yh1qVJHVhGRu4Oc555+Spx8rqpzw0sbn7fNSOBwtaSHHw8k/rXxikehHqilS1t4ySfQj1RSpBivTpu87iUzo+js7BwUxsTCVbT7OF53StwHHPHVLrqdKs1suERlmba4cppsAtoeQFJT4OMgEHHDhXLLYl+NCzfHc/dLrqVlBbUMpzuJPHs7M1U64pWEdZ3BqoaGurZGuF/YZxemRo/S/H8G7R9WR3V59h+mMH8GrR9XR/DWYiI64FK3AnORhXA8zj9tPRIhRjrktqxnszQ2W7aifRoeoNwUeNH6Vxx05ac/mqO6gZ0x7RZ7Xs/cRbLZFhuLiSStTLSUbyer4Dh56sWI7AxhlvhxHgjhQA6bPiOv8wk+oaOw17jUC51H8pS/FIImUri1oBu3V/kEEOjHsj2d6x2Wr1BqyA85LTcXmOtE9bKQhKWyBgHHwjRGj7CNhEgqEaI5IKcZDN3dWRnlwBNQHRn0/cbv0cLjZ2IjntiLu+tphY3FFYQ0d3wuWQT89QulE6iVrVi1QZ0S03BalNNmSd1QdH+SJxvJPDHEYodpZbOE5eSALBEeD0ctjUxousWOepG8U5NxfGcHHDPMefkafV0aNkABJsM8f9Te763TZvA1NabdKharZCJ/Xl1LodDiX0KOQoEfNjhy5VrOpdoM5q+zIUNbDMeOstYW1vKUQcEnjw41W+WJjQ52gqccT5XFrAqubdtnundL6wfiadhuGGHkBthT61rwQOGTz4589bhC2S6FdZSpVtkkkA/3tzvrdZcWBcbwu7TUhySr3ufep7Mgdh8/OssOsgFLZAFIamoIcQx2s7lqKGijLAZGDQL6NOtaBL2R6FbYdWm2yAUtqUMy18wD56rlaVH2xhowMB9BzjjzHbVwZ7m9DkFJBHVL9U1WdvQes4GmrVqybpSfGsMiS2WrktghCwpWEknPBJ7CQAeGCaYYXI57xlG+cJXjsEcTW5DQL3/RQut/GST6EeqKVLW/jJJ9CPVFKnWK9Om7zuJWdo+js7BwUxsQ/GjZvjuful11PUqSlCC2XlpAB8FJwR5q5Y7D/wAaVm+O5+6XXUp2W6wUoy4rAHvU55CqZDakZ3ncGKmPp8ncZ+Z6ykGQV7u4/nPElzA/ZTgQ/wAeLn0o8/mppp5SgMO5JXu469J7PR+qvXXi24Ub7xx27w8uPJ8tCo4J9ltYCVLW6FDmkryP2UAumv4jOfmEn1DRzbk8R7ovhz3nAARk9uKB/THafmaDlLYYU6lq2ylrLfhhKQg5UcchRuHECoBOw8Cl+KtJpXADW38wWk9EO9Ox9jE+7MNr61q5ynktlwqOUtNcApWT2cM5oHXq76v1Lqp+4SH7hPcbkBtp5xYS4UDJT1ikgZIBHE+Wid0WrxEs+wmQ9LUcLuclKG0++cPVt8B/9PZWpaqnPSHBDjxXW1SnAXJAGMnlvKI48gPTSyon5kAtzlaWhw41n1zZoRFs20+Jpq0MxlvMruEhSUy5Mh1QjIVni7gZVnHFXlPIcaBOoNqd6vWsp0yDCZW0+6VFLeUDPacknHy1tdy0zp1q3uPXZtxakNnG+4oFWcfBBx2UI7ZBSbrllSuqQ4Q0hHMjPAemhYXh4tUHNs2IqupebNqQWtrvcnt1Iqw9ZKTFBkNrCwOO5xFeRteRHz7m/vegg05F0v1jQHVqAI4giopWyuG2oqbjugHtC1cqnUYbTl14iUvpcWq2stKAp9rVTEiG+11o8JtQ4nHNJFM37pGSdQ7JYuhlaVRGmyo8W3S7j7KUplbTKkYLbWMJWd1OeJA447MRa9JNRYzgUy6cIUd4lWeRoOW1ay5AQZQUgSgQzk+CSRk/LwoqhonU0gub3IVNZiHpjLWtk38f4WTrfxkk+hHqilXmtfGOR6EeqKVM8V6dN3ncUuo+js7BwUzsRO7tQs6jyCnT/wCpdXsVt804pQHsEnlxW4jPDy+HiqJbFBnabaRgnJdHDn/ZLooObNNIB1X39rU8McbXE49v+vU4oHy0rclhdZztHY1Jq2pbBXOvMI7sbpAN879uxWk+6Csg4exUD9I1/Mpv7ftgUSr2Ggk9vWt/zKq6NmekMf37WuP+WRf46yWNmOhFICXLlrtBJycWuGEg/SVH0OX4J8VX9Is+2t/CPNWfjbf9MNhRXBVvE80PtAfrWa1TbPtRt2p9mWphbLe80V2eXGU65uqQQpGSkFBI3u3B7DQR+1hoJZUk3bXBzgEe1UPs5fDrf9n+mrOzpeVoiyx75dI0iQuXLVdW2mEKbUhDZQAhRCj4Hbg8edQkppGNJMRHzzq+mrWvla0VQf8AINGfxVOG5Eptvq0PPJRz3QsgfNXvsqXnPXv5+Oa6Ip2T7F1qKG9lDSlqVhsdYfCHH/i8+FRF+0XsB0/LTFveyxUd1xsOIDaVrynJGf7XyihoYJJ35EbblOZquKnZlyOsPmqCLkSl8FvPK9Kya+EuOoIKVrSRyIJFXqVbujKkcdmsj6Bf86o9y3dGsE/gJOHmET+rRoweu+EdyEGM0J0TDeqUiZNH+cyPpFd9e+zZ35VI+kV31c9Ubozp56Gn/VP6tMqHRjTz0Lcfqf8AVrvoeu+EdymMUpDokG9U1MuYecl8/pFd9TcOzOsw4FwVIyhTzSg31eMbygOdWyRM6LTbYC9nc5ZHNRiKyfmeodbWDsouUS2fYJpNVnfYecVJKkLSFpwNzm4riDn56JpMErXzNDoy0X0kZlGXEacMJDr9iBGtPGKR6EeqKVLWnjFI9CPVFKg8V6bN3ncURSf2Gdg4L60LIXF1XAktjKm3N7G8QFDByCUkHBHA4IODXRHYDboNz2Q2KfJhxlPvdaVKUylZx17mBlYUSAMDiScAUqVCtkc1lgbLnxMfJdzQcy3saetPg/eUTnx+9GeP/hWT7SWT/Brb9VR3UqVcJpOsd699Gh6g3BCvpTxINr2TOTLfAiRn03OKnfZaDaikqVlOU4OD28aqZZrpOXcoiXZL7qA7laVPuYcGfeqwrl6MUqVXNmkyT7R3oSeCIHM0bl9Wy6zEXZkuvOyG0PLJadfcKHB2JVhQOPlrOTcSi2WgqjocWJsjrlqfe3n0/BQvCx4KezdwfOaVKr2yP59oufdQromcy82GtRVgu8hvUEQvITLabfUVMvuOKQ6CD4KgFDIHZgg+c021MejtxJSlKkYdJU264soWPIrBBx8tKlVglkyj7R3qUkTBFcAaP0U42pIsFrecbS6d5Klhale6ZCuCiCDgY7CK1a4OOIhNlLjgUHFAq3zlQyefHsxSpV7z0mb2jvU44220azxKxm7ipMYtKjtOK4+6KUve+D5FY+Cez4SvNiSnoS1ZmHkjKgtGSe3IOcnmaVKpNmk6x3q7IbsQ11KSq8Okkk7qefxRSpUqVSm7yTtR8f1Qv//Z","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAABwADBQgEBgkBAv/EAFIQAAEDAw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are two handy ways to control a servomotor with an Arduino Uno using the built-in \"servo.h\" library. One is to simply connect the servo to the Arduino motherboard using jumper wires, but...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABQYABwMECAIB/8QAOhAAAQMDAwIFAgQEAwkAAAAAAQIDBAAFEQYSITFBBxMiUWEUcSMygZEIFaGxM0KyJENSY3KC4fDx/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIEAwYFAP/EAC8RAAEEAQMBBQYHAAAAAAAAAAEAAgMRBBIhMSIFEzJBURRhgaHB0SQzQoKR4fD/2gAMAwEAAhEDEQA/AOqEtobYQwghYR1Vj8xPU1mhMB10DaMDk8VgQM0Ygs+WyM/mVyaqe7SE3KybEgY2j9q+hKe6R+1euawzZkaDEclTH22GWxlS3FBIH6mp0FkIQlJUoJAHfFeR5S2ypO0j3xQa2ahtmoIy3rXIEiM2vYpxPKSrGeo+9Vrr7xIuds1M9p+EGo7DKmwt7cFFQIBJ6cDn+lMWhnjNJQb4SDrrQU28/wARJvCJ8d1ldyjullSCkpabbQojPQ8J/rXSdvjbIyMpCcjJ460jaaVpW+ascutpusabKSje6GH/ADAkKARux0/y44qxk7dvpOQOKDA5lh3ql1A8JO16+23HSwkDKviquu6Q44iO2kEKOVfYU665lF27KaQrkcD4+aTNyVSHnc+kehJ+3/mqe0cg4uFQ5dt91X2dB3+QAeBuvO+LbIq3XgAkDrjvSnf2Z85RmS8NNpOGWEjOPlR9/jtW3d7kl65RWNw2IkJUsfAzz++KNTjGcZUlWV7xwE9q5GB7WnU/ldFMC7pYtDRdqafUFvAbgcDNNjsJveQ2nOPily2r+mWUtKzk5AHJzR+CbpJWER4MpxR7+UQP3PFDXK93SCUajY3qXpcFKEHOKlEhp2/vtpUWWWSochbvKf2qVS3Ey3C9JWXteOP1KwoCgp1vjPqHFHs80KtLGxAfVxkekfHvRHca9+Q2VzgGyzCqy/igtrt08FL0xHZ855Co7iEBvcVEPJHA6557c1Y4JHOaSPHmQxH8G9WPyGnHmkWxwlCACe2Dz7HB/SswEpGy4OiybnaGpttfujzLakpdYaalu7CTzkJQdpJAAO7oKZol/uVvLUR+FGjrcAW2koUSQoccJOP3PfmgWobu1cYNoMVx9UhmAlp5LyEBCClatoSQMqBSec96ibqzdWA685KdciW8J/2dARgpISkknJPUZx81Vo79gYd6+Sj1aHF1q8f4XdSOOeIT9odShBNtWQcEKJStJORXUluUAl1W5St2AE5479K4o8GbtCsXixpiV5SmmZ9udStchZU6FK3554HVIA46H9a6xiawskdBccmIB28dyKZsDiygF9rs2l/xGgfy1ReS7ukyTgfH/wAFV7d5KLfC2KJGRgmmXVV8N3vjsoPb4zI2tcUh314y3ShawhtPKiT/AErn+2ch0mQISfCPmuo7IhDMcyeZQtxYwqUrG5f5cjt702+FmnZd3vzMx4uLtMVW90qyEOKxw2B355PwPmiPhTpOJe7TPuF2aUppZ+niKHCkEcqcSfcHA9uCKsOxznYamrJdEMtSEjbHeaQEMykjukDhK/dH6jIrTExW2HP4WWTlmnNZyi7ESFGVmPEjtEdChpIP9BWff7msRNQHNe2HgcLxxZ5WRRyg4qV5HqGKlOH0jpKMW7P0bOcfkH9q2cnHasLOEj2FfXHQkGoG9S1IWUnsDyap/wAUkao19o+/wNNzocK37Vxyh10ockoAUF59BASoghPqTwnnHOLRck7eQelV63IRYrtJtcgbGX3HlRSR6ZEdxSnFNj/mNLWv09ShWRnnAk6W2vmt1HT6rimPEZnxLc1aYL/1RX5DgJCvNdwkAJOcHnPTjBzX1q+QdMuuxbIiO9MaZWy9c0o3bnQf9yFcJQCPzkZVjPAwKarNo3V1htV7Ycsb/wBUgBuAWsLP4xUhTiSnI4aCh1yCoUvwfDDWi1kotIZ3r3bnloSU89sk08c7O+dqO23xNeahdES0Ct1nu9yuEbUGmUT7mZrzD/mLXuUQQ4sKB56D1EfpVzRJalIHNVm74Yvx347t8v8AiUHfNLbbfmLSAeBknvjp0FOpB2eaMoCOUJJz+p+a9KLNjx2OpGPGfI4BYbtqKQnV0WzxJjDDTUVyXOLiwnKeiUjPfqr7U8+Hui5OsFQ7nI/CsLgS955VhUhHsgdecYycYrnS6JN01q63JQ7iZMS15+CobMgKVgddoB4+K7e0w/BRZYTdr9MFDCG44AxhtIwkY+wqbtHGx5nslqnkCx9/P3fBVY2XPCx0Q4vY/ZH248aJGaiQ2G2I7SQlttAwlKR2ArSukGNOiORZKNzS+uOCk9lA9iOoNbLbmU5Jr46tCUqWtQSlIyok8Ae9RPo7FLGSDaD6NnyJlrcYuCw5OgSHIcleMb1IPC/+5JSr9TRkYwaV9HBX881A/gj6h2O+QfdTWf8ATtpnzzTMcaorVwGrZZ46d2TUrLDThBUalfayiGogtYSME1pSZA55rE7OZdb3suoWkjgg5oe8+eRQjJC107LJIknBpf1K0xPhKiSm0PMrwVJUO46EdwR2I5Hat95zPehs9Q2FalABIJJJ4AqgUVkQkm+yXNOQY63I8q4W/wAwIedT63mAfyqI/wA6exPUdeaUL5qWVLfW1byuIwDgKSPWv2Oew+BRDVt9VdXFIYJFuaOEjOPOV2J+PYUDiQ0qXvVhQznHXmpqbFelbtaXmzytFqA+cvOLUrJ9RJ5J961rjLCAqOgnpyaZZy0MQsnGAKrmfKcfW7lK2kAncskAqHxj+9LD+IfTuButZahZbeSvGnI7cnUq704gFbRKWRjhIGR/7966R09qCwQrRFZXfbYkNMpScykdcc9/fNUJoxgfTAFtSQeFFScVb+jLfZbtYWlSrRb31NKUypS46CVbe+ce2KmbO4vLuShPC0Rt8gnBjU71wG3TtuduSen1JPlxwf8AqPKv0Fe34LvkGdqu7tJjIwr6dH4UcHsDn1L+3f2oRH0XpjzN7Ns+lV7xn3Gf9KhTBZNOWWE+mQ1C8yQkgodkOLeWn7FZOP0rTvH+QUwbH6n+P7SEnxm0LZb9eWLlIuTUt2YSWxBV6ENpS2kHkYPpJx8/Fbsbx28PXlICZVz9atoH0Jz/AHqndb6ag6u13qIRJcODcmpj0Z5kN7nXMPkpdAweo4JAPSsN88MJGntMxrrJdSxGZnsQ56n8h9bpysLTuQAG8YACVDJ4OTTB/QTpN/7dKRRskUuhLZ406EmKfZjv3FXkelwqhkAHGcdeuKlKWh7NpPUNiaMi6RH2tq0LQlpK3W3fMVgF1B4wjanaRwQeealQvOSPd+1x+YFJu9juvqEHtuqrpKf2O+Tz3Skg/wB6PsXWeMFMl1P2UalSukcBawsrKb/dUcfVFWP+JINANZaguciEiEt1KWnj+JsTgqA7fapUoSNAZsE8ZJKXGwFTmWD/AIaUbgPmiLICVbU8J3YwKlSvLn5V8KFaoUpEZwJJwEk1Xcxavw0Z4Wv1f3qVKfE/Kk+H1S5HjYnCyHZYQtPCiQCat7w2aQ3pWFtH+IlTivlRUcmpUqGPxlNk+AJvjjnrRSHnA5qVK2ChCBwPC3TEbVUnVMb65m6zPMLjyX84Dh3KABBABIovfNC2+/2ZVkvN0u823qcDhZW8kAqCioHKUg9ealSiXGqtENCD2zwS0jbyr+XTL9Dyc/g3BSeT36VKlSi2R7RQJQLWnkL/2Q==","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAgIDAQEAAAAAAAAAAAAABQYABwMECAIB/8QAOhAAAQMDAwIFAgQEAwkAAAAAAQIDBAAFEQYSITFBBxMiUWEUcSMygZEIFaGxM0KyJENSY3KC4fDx/8QAGgEAAwEBAQEAAAAAAAAAAAAAAQIEAwYFAP/EAC8RAAEEAQMBBQYHAAAAAAAAAAEAAgMRBBIhMSIFEzJBURRhgaHB0SQzQoKR4fD/2gAMAwEAAhEDEQA/AOqEtobYQwghYR1Vj8xPU1mhMB10DaMDk8VgQM0Ygs+WyM/mVyaqe7SE3KybEgY2j9q+hKe6R+1euawzZkaDEclTH22GWxlS3FBIH6mp0FkIQlJUoJAHfFeR5S2ypO0j3xQa2ahtmoIy3rXIEiM2vYpxPKSrGeo+9Vrr7xIuds1M9p+EGo7DKmwt7cFFQIBJ6cDn+lMWhnjNJQb4SDrrQU28/wARJvCJ8d1ldyjullSCkpabbQojPQ8J/rXSdvjbIyMpCcjJ460jaaVpW+ascutpusabKSje6GH/ADAkKARux0/y44qxk7dvpOQOKDA5lh3ql1A8JO16+23HSwkDKviquu6Q44iO2kEKOVfYU665lF27KaQrkcD4+aTNyVSHnc+kehJ+3/mqe0cg4uFQ5dt91X2dB3+QAeBuvO+LbIq3XgAkDrjvSnf2Z85RmS8NNpOGWEjOPlR9/jtW3d7kl65RWNw2IkJUsfAzz++KN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best results, set your YouTube player to 720p resolution by clicking on the Settings gear icon and selecting Quality and then 720p. 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best results, set your YouTube player to 720p resolution by clicking on the Settings gear icon and selecting Quality and then 720p. The Tinkercad circuit from the video can be found here...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQUBAQEBAAAAAAAAAAAAAAQFBgcIAwECCf/EAEQQAAEDAgQCBQYJCwUBAAAAAAECAwQFEQAGEiEHMRMUQVFhCAkicYGRFSMyQkRSobG0JTM3YnJzdYKSstEWJMHC4TT/xAAaAQACAwEBAAAAAAAAAAAAAAAAAgMEBQEG/8QALhEAAgICAQICCAcBAAAAAAAAAQIAAxEhBBJBBTEUIlFhcYGRsRMyQrLB0fDh/9oADAMBAAIRAxEAPwB383Y0VcMq+oj4v4YVqOtY3DLNvk7d/jjS0yAy8sizxUPRSOtOpFwTbke5R9tu4YzT5u6E27wxrkooSVorK273UFAKZYJsQdh6I7PdjT8MBvUpjUSUi9lqVtv338cE5gSM5olUvLdJeqNRl1EtNKDLiUT5CjrWPQABPcbk9mIsxxCyc8sBqXXyQrmqRIvbUP1vq9nK/hg8puQ41QqTFBOiTLU4sXPNDdh/dinKG3dV/HBDAmgadnqhdA022ucsC2rpC6o7XPMm5308+y+F5zZTlpKmS7qIuNXSAX07cj9b7PHFS0pGwxIYwskYIYEsuiVdFUlSEwm0lxKQpZWpYTbYDnsD8rl3D2Ojaan89uGPSHJxfydZv2c9Fj+1cct8R/hhHtBmyyPzjwQPUkf5ViYYIYEboqKoQDKbhJOlNw0tZsqx1bkbi+m3t8Me6Kl0ZsiHrumw1qtbT6XZz1cvDDhgwQ6RGYUt5ypddfbaDq2gytbchwWQFFQAHIbnc9u2F5gslCUa37J5WdUD7Te5wp9/ux7ggABIrnTIVDzZCjxKqqd0cdxTiOikqSbqTpNyb9nuw6RKDTosWNFSqUUxwA0VSllQskJ537h6tzh2wlmqdA+KSom25SD/AMYf8RioXOhF6FBLY3MyecVjtMcHaIWlOKCswIPpOqX9He7zgwecSKjwUy8Vp0r+Hm9QPO/V3r4MJHnPzcxUOEWYinn8On8O1jS1IWgOadQ1KaSQL891X7TjNXm5rnhFmLSrSfhxW9r/AEdrGkY8Z1uSlxL51WCNWjsB93bghKu8qP8A+Ggfv3/7U4q2gteinbFleUzK6Z2kxCgJ6F5RCr/K1o7vDT9uIDQ27JTghJNTEAAYe2tk4a4OltorUbJSLk9ww6tpLraUt7l2yU+N+X34MQlpZHj9WyxDBFlOJLp/mJP3Ww9Y5xmksRm2E/JbQED1AWx0wQhisPKgqlapPB6pSMvy5UWe4/HZQuMbOaVugKCSNxcXG2+LPxXXlEsTHeF8x+E2lxcSQxKXdYTpbQ4Coi/MgbhI3PIb4etwjBj2iupZSo7zEDdfz1ElWTUq8y8gBWgOOpsOQJSOzFxeTDxJqcXOchOcc01NcB2KpAblOuvID2oafR3KdgrfYd+IuczQqQ+qpSy5MnOaGLNK9PogVFV0k2FiRvt7cR7Lc+U/W6k9To6y/PdJZTpu6n4zVsN9+w+vF2/xSi3jP1ADQxjzOxoCZrV+jWjJJ3sfIz9CUKStIUkggi4I7Rj3Fb8Dqdn1mmuVLOldVMRKaR1WGrSpTI3JUpSQNyLC29rYsnGZW/WvVjHxmkjdQzjEy75xllpng5RA02hsKzChRCRa5LD5J95wY5+cdkX4W0SJo5VptzVqHay+LW5+3lgw8afPm5f0R5i/jivw7WNMIsH07DmOwf4xmfzcn6I8xfxxX4drGl0Ks6O3flf/ANwQlW8dam7CfchtxorqZyUNLW63qU2AhW6D2HfEAozewxeVeyvSM0VqdHqzLi+gQwtlbbhSpBIWCR2HbvBwwu8KRHUTTqsSm+yJDW/9Sf8AGCEikFPo74kGVY/WcxwGrXCXekPqSNX/AAMK0ZGrbGw6o7btS7b7xhSKdUsqU2fmF1MZbsdizTWoquVLSCTa3Zf344SAMmEsTHOS+zGYW/IdQ00gXUtZsBioKpxwisTHYkODHkOgtFNnTpF0ArbJA3Wk6xfYbYhOc8x5hzLXIbFRnCPTXZqmEIjOlOoBJJPh3d+M3keK01+quzLNXFZ9nQlqV/izSI0h2n0SDKrFQTeyUWQ0nxWo/JHsviNwZsarVBFTz2ZVWdbVrYgMhKYMc9lkE3cV+sv3YZafCiwYwYhsIZb52SOZ7yeZPicKMefs8X5Dtk4x7MamqKq6xivXv7/8+X1M4ccqlTM4rpFHp1OLUyMsPtPPkJQlJulaNIuDcAWPZiFy8sGLxFjMxYsVCBDZUsBwDQr5yt7EglJO3fbElqFNlO12PUo7jBDTegtuagTuTcEXwzcYpjn+mS8uMwH332mQpNyUgXVsbX3tb243OL4qliIpOXJwRMm3ikFjjQl+5bzNl+JSGIjk9ptbWpKkhCiAdR2uBbDqjNGX18qtGHrVb78ZCyznVqkxDHEJLSTbZCLi47eYxJ4Gc3JiQphtKgeV2iP+2JrX5quQigjt2nEFRX1iQYecRqESbwtogiSEPoFabJUhWpN+he27r+2/LbBisPKtqzk7h9TmHY3RqTVEL1pNwR0Tgt4HBi1x7LHTNi4MjdVB9U5Etbzcn6I8xfxxX4drGmRfUTZW2554zJ5uh1tvhHmLpHEI/LivlED6O1jSyHmtRstu1txcbjuxPEnlP3zJVP3Mf/vh1w1RC21WahLW8yllxpnSrWPmhd791rjEfzFnJ1KVMUSK66T9JU0dP8o7fWdvXiG/kJQvU5johc4EkWYa5TKDT3Z1TkpZabQpZAF1KABJskbnYYyTVuNNcrtKmRKlmNZYkuhPVm4qG9LWrvCb8rHnvbFn19NRmQpr0huS+84ysFS0KJUSk2H/AIMNGT8sIVlpfW8uRy4ED87B9K/tTzxQ4/Ns5K2MFwB7e8a+hkKhWlVMysoh3pWa2tterVdSFW1G9za3idvHDzQqhU5s5DOX4qZ6G0rCn5SLNtElQ1A9xFjbmTiwZGUKMtel7LUPURcAwwCR38sOEKmGHGRGiU9TDKBZLbbJCR7AMY9niDEZrrwfbiTji2tpn17onhpMaAw1Jda1obSlShZCSoDew7N+zCjFccUUVVWa4SWqNIlMxo+o/ELUlRUok8gRcW+3Cym5pqjUZqOqhVFGgBI/2LhGFXwe2ylbEOz28sSx6WqsVPkJO8N9VpkKt08RqnEUWgsL0LIuCORuL4bItZrL24pT9r/OjLTh9hplSIzbrkVxLihcoUk6UH3b4rXcDkcXDMPpJFvrs0JGZGQcsPAqbiPx0/WbkrA9gJN8fcPJtNhpCY8iahI5AqSpR+zEpTHkKOoNOftqQfsGJHlnKi51n5khuFGO5KljpVjwB5es+7EvHt51jdFbN/vjFdaVGSBMxeVrARA4b0xLa3Fa6skq1q1HZly3h7sGLD8v6NSYfBehxqY2lH5ebUokekv4h8XJO55faO/Bj1PDpeqrpsOTM21gzZUYEzpwVzRmGjUCTApVXlwoz0pS3G2V6Qo6Ec/6U+4YlsniTn8PuAZvqwF+XSg/eMGDFqRzmniXxBSSRnGrjULGzo3HuwtpnEXPLkOoLdzTVlqZjNKbPWVDSovpSTsRzTcd3dY74MGLPFALb933kF5IXUUUziJneRCqLbmaKrpaAKbSV8+mNjz5gAAeHjvhFM4h53acjhGaqwNalhR665vZ8gfO+r6Pq8d8GDF+xVB0P1f3M0u2fPsP4nBviTn9ywVnCskIISm8kqsC4bje9tgBt3d++PanxP4hRGYa4+cKw2txkFakyCCr0lc/XYe7BgwcxFUtgdllvjsTWpJ7t+0wjcTeIC6rTEuZvrK0OoQXkmWuzhJVckg3F9uRHLCqkcRs9vwx0ubaypZkxk6+trB0qC9Q2Nt7A9+21t7mDFcqN6nQx6Rv/ZM4w+JufOpa3M01Z1XSDdUpY26FZtsRtqAV33HdcGW8Qc75uh8SXqbGzHU2YnV6eQ03IUgArjtKWRYjckkn14MGClQXOR2P2iuxC+fcfeRdviPnkwrHNVWK7KPSdaXq5s+Nu1XZ849wskZ4k58Je1Zsq6rJFryVbbHfngwYldF6jqcrZig3IpxpzbmKvZdo8WrVeXLYS0y8W3XVLCnbOAuG5NlEbbWHhgwYMZ9ww0uVfln/2Q==","censoredPosterSrc":"data:image/png;base64,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best results, set your YouTube player to 720p resolution by clicking on the Settings gear icon and selecting Quality and then 720p. 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here...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQMFAQAAAAAAAAAAAAAA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best results, set your YouTube player to 720p resolution by clicking on the Settings gear icon and selecting Quality and then 720p. 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here...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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my final example of displaying a number (from a light sensor here). This time, I am using a quad 7-segment LED. Unlike with the 10-LED bar and the single 7-segment LED in previous videos...","preview":{"posterSrc":"data:image/png;base64,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a quick Serial output homework assignment for my Intro to Physical Computing students. 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short video for the readers of my Physical Computing & Robotics with Arduino textbook (http://www.pcrduino.com/). This is for a Challenge Problem in Chapter 16.","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4e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Wirelessly driving my robot around my home and closing doors with the robot. A successful test of being able to drop Arduino code HEX files into Dropbox, having 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another thrilling, action-packed video is for the readers of my textbook. One of the Chapter 2 Challenge Problems in my text asks the reader to program their microcontroller to countdown...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,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I also explain how to use the while(true) command to make the loop() function run only once. (This makes the buzzer beep...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAMEBwgCBQYBCf/EAEsQAAECBAQDAwUMBQoHAAAAAAECAwAEBREGEiExByJBExRRCDJhcYEVFhgjQlaRkqHB0dIXJDNj8CU2UlNUcpOUsuFic4KDhLHT/8QAGQEAAgMBAAAAAAAAAAAAAAAAAgMAAQQF/8QAMhEAAgECAwQHBwUAAAAAAAAAAQIAAxESITEEE0FRBZGSobHR8BQyU1RhceEkM1KBwf/aAAwDAQACEQMRAD8Ak5vjVQmUoyUqautQNu/gi6gVm47TQej2bWj2a474fkW0vO0KpuMlwAhuaSteqbjTP9PSJWYw9S2aahoI5G2ksgKHKQEhOoy79fXHCK4PYQQFFM7VMiQdS7qbf9uNStsxviBE4VWn0sgG6Kt3W8ZpfhMYU+bFd+oz+aD4TGFPmxXfqM/mjcp4Q4RNx36qXy6WdJ1/w4zPBzC3ZIcTN1NQOhs/sb/8vwg7bL9YjF03yXr/ABNH8JjCnzYrv1GfzQfCYwp82K79Rn80b1rg3hZxWRE3VM5OgU/YWt6W4cfoRw1c2mqnbMLfrKduvyN4n6X6yYum+S9f4nMHylcJXSfexXuU3GjX59YiXyleLgxFUMOS+G6T2K+wmVu99AcuFZFAJyEkEZTfwET+eCOHc9hM1HL496F/9ERD5RnBuhKreH2JebqIQWX1LBKVG92xfYeMA42cqcF7zRsh6U3o9oAw8bH8c5WR3i1XkOKQKfSLAkfslHf/AKoSe4tV51eZUhSwbW5W1gf6ommj+TBh2oSjcy7iWroU4LkBhrTWNo35JmFVb4qrfsl2oz4Z2wRIDY4t15nNlp1IVmFudlSvourSMnOL1eW12ZpdFT/xJl1BX05on9PkkYUI/nXXP8BmG8/5KmDZJhT8xi+sttpF1KW0ykJHpJ0isMkgL9K1d/sNN+ov80d1w+8qTG2C6M7S6dQ8OTDTswXyqYZeKsxSBbRwacoiQ0+SjhNSbjFNc/y7UNKh5LuE5VtSvfTWSUi/My0APXBCmTJcCaoeWjxFPL72sJb/ANQ//wDWCI8qXDKiO4kbpGHqpPzeZeVL7yEBKvEgAbb69YIa2yOvvZRS10bSfTKWUhFyc2bL0CiLCFDNshvOVqCddcium/SG6kp7spy6rggbrt06DWG8w5dJClKudwku2+yMpa0cBNiqZaSrKVKv/dV+EeGaZCUqK1WVtyK/CEGlzTiM8t2JSVc3aZwdvs6QoPdLwlR7V6xd5Ip3hrOpGZV0gk8p6eyMe9MZM2ZVibfs1fhHjy5pJGTsrKIABCjr7I8RNZ2wQeYefyKsNemkXJMzNMBwtlZzDcZD+ERPx0CHK/RVFakJSy+CoDUcyOkSoZh0JUolu1uXlX1Olxb0GIp4vvuzGIqchQbBbl3NbGxuU+Pqi11lHSJYYQBSJax0y7+0xuw4lpIKuvhGsw0n+SZb+795jYTq2mpZSnMxNwEhIuSTFjWDoLxlU6zJ01l+enZlLMqygrcWo2CUjqYrPxw4hVjFC22pBqZZojylIl206iay2JKrecRobXsLj0w2474qq1XxvP0N11MtTqJMlttltw/Gujdxdtb2JGX5Oo3uTxjlQNXrHavJakWEAKySqFBuVQAAMibki9gSb6qNzFrbSUTeWM4I4uk38JSeHVzBcqUkyEKUt/tA9pmJQvY5QoAp3Tt6YSx5iFh556Vme19ymSEvqaspU48QSmXABuEGxubWJFvXX+n1x2k1Jb9NLqpbOFZXCF2PRQNvOBvY6HeJI4NPSuIcUhdRZfmFMS6lywzHIjXmUodCbgD29YEuabC2h9dcNVxqbzrcB4XEuqZrkzLNy81NZillAslpJ+SPD0wRIhaSGTZNrJsLeEEPDl8zB3YXKTG2ha5VSUhOYkblQ/3+iNdV5KtOMpTTXJZCr8xdWsg/xpGxZQhcsUOBWUqA0zA309v3R53RWZJ5djfnX7Laxgr0d8hQki/EGx/qNVsJuJhLSalSzQqCrzKQM5ZdWElVrEjXxvCokJb99foS8vT7YTRKvoVmSWb6nVSzva+59Ah9BoCMjBjd+UQ4tCrquCLntFDT2HeDLMrTZzsbjVNire/WHEEMktGpl3MqrZcxFjdxdt9fuiJeLjDhxTJMpQXF93VZKSVdU+OsTJENca3Ft4sk1NqKVd3NiDYjzYsCUdIvhsn3IlxbQJ29piJfKdn8b05MjNUepvU+hBvK85KqU24XiqwC1jW1rWAsNDe5iVsOKtRpYk/I+8w6njJTco9JzzDcxLPoKHWnUhSFpO4IO4iDLWXqMpQxxfZ9otS1LccUVqUo3KlHqb7xvcGU+Wdccnqk8qVkloUAQ8UhSwNCu11Zb7aaq01AMSHxR4OO06ou1DCLTk9THNVyOUrfbsfNSd1J3sTqOt94jqYen6i+zQ2JFZmFktNy5JK0C9gFKO6kpFiogBIGgFzD6WEKTM74i1oqzLu1maTSqImYcmppfmhKUoXZWi7D9mkJtfU67dIs/wANMJSeFcONSbDSTNuALm37WLrn3JHQdPXHH8NqBTsD05t2Za73VJpN3n9LC3yU32SOnjvEjUepoqBcTnbkyg2s7clfqyg/bGVnVnImpFIFzHz5CUFPoghnUJhppkkTTTyjslKVD/2IIeroBa8WQTE3OP1LQkKYpU2ySNSpxCriMv09MWB7qqx2u4zr9sVBe4J4rAUgzmCLkecK81cadOaPEcFMVJtebwSqwtrXm/p8/eDxU/4d5nJNLauG1Dsr5y3449MG9pVWn7xn8YBx7lgbqlVEA6/Gs+3rFPxwUxWFlXfcFWItl9327X8fP3hwxwHxd2IKqlgNeYCxXiNkEadRm3PWLxU/h95lbna/mh2V85cMeUDSTe1IeP8A5bUB8oClDekPi+3621FPk8BcYBDiRVMBc5uD742Lp00tzdI9RwGxeL56ngJzlsM2JGdD4+fuYmKn8PvMm52v5odlfOXA+EBSrXNIfAva/e2o5HHePpfFdTp0yzTpiVCG3Ela1BSXOZNrFOmlrGK3ngNjArChUMAhI+R75GspNt/Pjra5hKXlML4CwhiTHFKoS5f3Wfedp1QS+2kqcaUhJWlR1IJOv9E2hNevSpU2cpa33PdGUae0K4L7QGHLCB4GWGw9NE0iWsF+Z4HxMO5l0qTey/qmPnnUK/XZSfmJaVxJU3WGnVIbcRNuBK0gkBQF9Ad/bCHvnxJ84Kt/nXPzQOIEXnUXIT6BOOkXslZHqMc2/RqWmuPVlFOSKg+kJceym6gNv462F72ip2A23K/SqtO1jig7QXZJTAZlpiZcUuaC15VlPOPNGugV6bC5jv8Ayk8PSeDaTR5qg12vScw6+5LhiZq6JgzkulIKJtPZEZUqJtY3vcWOhg1W4vBaoAwUyZKyS5Wae24EhoIddcCwq6kpF7C25JtEVzmNDRkOURdBdSsul54zCltFQUcwskjzSCBc7jUREVOFYm5CWm1YrqCVukjIJtdx6N/4sfarM06ffUXJjFU26tLnZ5lzKlEC+2phAprvC7ZzSKzLTKDmO6/nLm4HxzhGuYYlsQ1J+n0Bhucdkp2WfUpxSfiwWuyXbXfMSR4jpBFIqoxPSbT6EV+ccQ1zBPbqyk/Tv/tBB4VvkIi3OdXXJ1Rfl1MtIlwZOXCg2tZClW5lnMonMq2vTwAhZE2lqipmjKtOOiorBK3HLKR2WjZAUBlB18b9baQQR1rmwmAUad/dHVEG5gmmOLy/GIl2xnzruVdobq3tcgW00t0vrHkzNFALqW0i77vLnXYC2g869huPtvBBDU/ZY+uMw1aaBjlw/wAExbmVLpE4sos6kMhDgcXdOpzEc1rq63HqtCtMf7aVQhxsFSWJhRczrzKNhlJ1ty9LDrreCCM6McD+uU0NSTCMh6vA1CYlqrLt3U8ylTai044vKoZRdJsoGx9BB9MM3nmpuWUZyUZmXEy1kuOlalBXaDn8617cvhbpfWCCD1LRrU1XdkC2XnMqrI0ozcypukSTKTOrSlCUqIQkouEi5JsDte59JhCelaYZF4oo8i0vu8uErQhV0kDmVqbXV1uLeAEEEIA0+0aCbiIYfp0g+/MJek2HAmXKk3QNFaaxt8UU2ky2JJhlmkySWgzdLYbslJybix8dfXBBDaCgtmJlquwqsL8PKYvyVGl56YQmg05bfbJyoUHLJGfVIOa9iNDre3W+saxuTp6XUXpsoobkFJ5tOusEEEyrfTl4RyMSuvE+Jjphil9xnmzRKcVuLY7N0oUVs2JzZea3N1uD6LQQQQAUZwyxn//Z","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHQAAAQQDAQEAAAAAAAAAAAAAAAMEBwgCBQYBCf/EAEsQAAECBAQDAwUMBQoHAAAAAAECAwAEBREGEiExByJBExRRCDJhcYEVFhgjQlaRkqHB0dIXJDNj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onboard LED on the Teensy 3.2 microcontroller and an external tri-color RGB LED connected to a Patton Robotics Prt28 motherboard are being controlled remotely! 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many of these patterns can you make with your own 10-LED array? Or make your own unique patterns. Feel free to build code upon my \"10 LED Array Template\" Tinkercad circuit here...","preview":{"posterSrc":"data:image/png;base64,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","censoredPosterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRER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LED Bar Array 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is Hari's final project for the 2019-20 Physical Computing & Robotics course at George School. 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quickly thrown together video on how I want my students to drill and tap holes. Apologies for the poor production quality for this one -- I needed it for a class that started an hour after I...","preview":{"posterSrc":"data:image/png;base64,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