<snapdata remixID="9909314"><project name="2.1 Squares and Triangles Redux_Arian Polanco" app="Snap! 6, https://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAKWUlEQVR4Xu2de3BU1R3Hv7shm2wSkjBphkdTGAxFeZQ0jNI2WqiodBAZX1UKTKtTC1KRGif+wYxj7XSmD6Y8x44tGCmtZUo7rRqEsS2oyKspKWornbEVsEhJNUrJJrDZTcJu5+7m7t7s855zz927S775K7D39zu/+zkffufuuXcXVzgcDoM/JOAQARcFdIg8h40QoIAUwVECFNBR/BycAtIBRwlQQEfxc3AKSAccJUABHcXPwSkgHXCUAAV0FD8Hp4B0wFECFNBR/BycAtIBRwlQQEfxWx+8qMyPUBgI95VZT+ZABgroAHSVQ7q8/li6QpSQAqq0Ice5jPJpQy+5pwi7flmS4yqsDUcBrfFzNDpRQK2YQuuCFNBRheQHN8rndgOhUDRXUZELgxe9scTbp+7AhXe7I39uCTfLD2hTJAW0CaydaevqAzjXOWTcUNdLdS24wbU5qYzlHUsx7tqxdpYnlJsCCuHKj4NTyXbHvUG0vXQ5UmBD6DS+1r8/VqzW+Ta4NwNDH77wjC7Gmp7VeXEyFDAvpsF8EUb5Kke74OuKL7faa+sCrShCtDu6i914tP/bseQd6/6Kg2sPDxPT/Mj2HEkB7eFqW9ZM2y7GJXdn8Xy80T8rZR3G42Y3N+LGTfNsqzdbYgqYjVAevW6U7632UjQ0uCPV7V36Mt7Z9c9YpY+Vroz8PmO6GyeOl6Y8g5+O3QZ/V3wP0ak3KBQwjwTLVMqevWEs/kpf7BB9u8XYzarrq/HAyfthdnNaE1ATUf9xQkIKWCACZnuXa5SntMqPYH/0xFwuIOTPfJvOKHHtZ2vx9TeX54wKBcwZavmBKmr6cMkf//6AZ8b/Br73fBk7l9kuqCf53YIXcGbfmZx3Qwoo70XOIo0yrQ/El8xpy67GrTsXpqzj6a0DWN08kLRkZyva2A2XvH4P6uZ+MluIpdcpoCV89genk8/M9Zox9tL5MpSZfGBmY9EWhLVHbHJw94QC2u+Q9AjV21zwPXIpFr/F/XMM+Acwfs44LPvLV03lFV2K9aR6JzQjuqlC0hxEAa3Qszm2/PFr4d94cNgyKiqGjIC/vuG36DzSCU+lB2t8D0XH7/+XLWdLAW3Baj2p1v20H2MH9HzuOfzg9ehWjJnOZJTvWyuL8fSWYlOFiUpuKik7oBVMuY3t+LAdt7R9ITaoUcKN4VaEgiFcdetk3Ln39oyFyXQ/LSEFzO18591oevfTC/M19wLh6F0PuC9jvf/ZrF1QVr62O3bjZNtpuEe58ehA/D6yXZC4BNtFVjJv464peK/nVCx6+027Ir/fPXNx7O/0rZh0y/CkqX14/2x831DkIdVcdj/thCigpCh2hSV2v+6VUZGKG3dj8J2bI7//OLAN2hXi9PumY+GOBUmlyHa/XC+/FNAuiyTzppNPT6eLNQoh/CjQmnIZNspXUe5C78fxx7WylfWnFfvxdusJaHa3hHLz9DQ7YLZZyeHrRgFdcOHCyvhTz1oZY7a50f3IxUhF6ZZhFd1vTe9D8FR4cnLmFDAnmLMPkq37JXZBXcA5a6/DF394feRlo3wH/uDFvHnRrRyzP7m+/uMSbHZmbD5u81vr8N1ja2OjzPpEIw7e9UbKUec+PxuHlh9GJfz4TuBXsWX40KHLmLsgGIsReeOhBR19sh1//l57ymXdztNnB7STrsncZrtfrAuO7gYGPcOWYStLr5ZX736rOlegfHy5ycqtH0YBrTO0lGHyL2pwIfi/WI4z93ejylOVMaev34fqquKYgC96r8PhcKN09zMKaOYOi6UTTgimgBZoHpv9GfR3daF00iTpLDff1zEsVt92yZbQu6QF4158GA/3t0UO1R/DF116tdi/b30b+1a9kvPll9eA2WY5w+uvlohd4KdKdddTFgoYuk+svxk5666FpxhomDV0x0Qg9QcdH0aOXnrkXkxomiAQaf1QdkBJhvkgoFb6Ew9ukjyD5LBcL7/sgBamLl8E1B5UeCK4E10zO/DliYukzmgwMIhpy67BzG/MkIq3EsQOKEkvUcCahcmTH4YLxxF/LD5xqMkv/3HYX20Kxj/nkXjsS6iUrDS/wyig5PwkCjg/mPyfji5GTyT7bUj9lWmfLhn+md13g4GkavYgiFZUYCzEr+0kTy2nYRRQEnc2AZehB70AMnWubDl0ga/U7sdrQEn5tDAz8njgwu8xOu0omXJsQR/2YyCjwBbKz5tQdkDJqcgkj9nOpSKHZPl5E0YBJacimzzN8OImZP4MRroct6Mn8v1WV/LSq2OngIoFNNv9Mi3jWo4JcGMrKiSrK5wwCig5V6m61wsIYjuCpjtXqhwiAkuWnldhFFByOkzL43sGqFqRcpR0OUbC0sslWFI8PSxRnp8EfZEt5yR5TpYDU+LfbmAcNjGHvhFNAS1OzkgITyVPNVx4zrjtcrYJcJUAda+Z6oCagCNJPu4DWviXkkrAtN3vP18C6g4kjZaYY3PQh91X6C23dKh5DSgpYbaN6Eja9+cAE48BaZZhUzkk6yuUMAooOVPZnoZpfLYEbz4Q/YzG5/eUov225Pu8iUOnup8sWV7BhFFAyanKJuD8f5Th1RnxLwFv+FkJ/rYq/qGhVMNSQMnJGIlhuoCaaEcXBBA4N/wzvE37vDh6S/xLxROF1Jg17fdisDeMY3dGuyMFHIkmSZ7zwZpKDF7UnncBZu8oRflUFw41RYWbuaEEJ1qGd7vrX/PiyI3phRyJ8vFdsKR8acP0Nxvp9v4++CbgvQH4aHXavUHVJeV7Pl4Dqp6hkxXRvb/688mZNTGrHgRqN6oetWDzUUDVU/dxC1A0Hjj/5PAup8nnrgKu6lQ9YkHno4Cqp8+4/Gq/ly8C/AeA+q7oSOcfB2q+r3rUgs1HAVVP3alaoP6jaFa963mmAXXRD36n25RWXUah5KOAKmfqwnpgzGNAqB84PSa+BA/+F/j3lOifT9Wkvj5UWUcB5aKAKidL63ijJgBFtcCnjqZ+EzLxOOB/BajOj/8wWuXpy+SigDLU0sVkePQqFnJuEdB3gNswQ0AooEoBmUuYAAUURsYAlQQooEqazCVMgAIKI2OASgIUUCVN5hImQAGFkTFAJQEKqJImcwkToIDCyBigkgAFVEmTuYQJUEBhZAxQSYACqqTJXMIEKKAwMgaoJEABVdJkLmECFFAYGQNUEqCAKmkylzABCiiMjAEqCVBAlTSZS5gABRRGxgCVBCigSprMJUyAAgojY4BKAhRQJU3mEiZAAYWRMUAlAQqokiZzCROggMLIGKCSAAVUSZO5hAlQQGFkDFBJgAKqpMlcwgQooDAyBqgkQAFV0mQuYQIUUBgZA1QSoIAqaTKXMAEKKIyMASoJUECVNJlLmAAFFEbGAJUEKKBKmswlTIACCiNjgEoCFFAlTeYSJkABhZExQCUBCqiSJnMJE6CAwsgYoJIABVRJk7mECVBAYWQMUEmAAqqkyVzCBCigMDIGqCRAAVXSZC5hAhRQGBkDVBKggCppMpcwAQoojIwBKglQQJU0mUuYAAUURsYAlQT+D7vUoKmoCNUKAAAAAElFTkSuQmCC</thumbnail><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="true" hyperops="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" 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