<snapdata remixID="9150036"><project name="U1L3- Optional Lab 2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,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</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" codify="false" inheritance="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xu3dd3xUZdYH8HPupFAVkJK5EyCIFWFtCGKXsioqxXWxYcFCQGDuBAiC68LgqpSEZO7EFvd1LYBrWQvgWgBd7FQrYEMIZe4koLRFWjL3vJ+4q6sikDIzd56ZX/5c7n3OOd/n2f3tJDNzmfADAQhAAAIQgEDcBTjuFVEQAhCAAAQgAAFCAOMQQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACEIAABBwQQAA7gI6SEIAABCAAAQQwzgAEIAABCEDAAQEEsAPoKAkBCEAAAhBAAOMMQAACKSXgJ7/WPocy9u5pfMS+TD6OK2kPaZEjbHtJNvOOcmFXhCN2tmj8DWtcJU3DbmoUXuI5+tvNg56jSEphYdiYCiCAY8qLxSEAAScEsk4NtuqyRc5oKNSKhHJYqAsRH0UsORdwpa2J6ES8g5i+J5FtRLyTZGEacdUeIUljpqYsvF+E0qjt582J5QgiakVEG4loLxFtpl70b0qjZaTRl8zEmUJzcv3WbifmRU01BRDAau4buoYABP4roF9ecoJdVtWBxXUqs/RkoQ5C1OKU7bQhPUKfCFOZEDUktl+1q6isV7qER28avacugAXd2nRI07QGHKFWdi/qpGWSh4mPE5JOLHwsMYVXHEVfishbYrs+aLQv46NHxq/dUZdauCf5BRDAyb/HmBACSSWQnVfU0HZpI5lIF+Ke9Dbtpt20i5g+JKGG7HLdH/pk5FdODD3hPv3sDU3YzWL3IKGzibkbkSwl0ha/K+kflDU86gXKXVHpRG+omXgCCODE2xN0BAEI/EpALxl6AlW0n0x7G7ck4p5CvIhI5ovGb5RP9y5NVLChpZS+a4+7RzmnXfMFaccQ8XnE9C8RekHjyldC3tCmRO0dfcVeAAEce2NUgAAE6iCgB4a201gL2v/522sO/bvlp7y99f3pTZq+UeYfUv13WOV+2k1p17yqEf+FSGtGJH1J2nwj2smz7X3aUxX5D29WbiA0XC8BBHC9+HAzBCAQbQE9eNGDJDnHkFA3YVlIxP8XNkpfi3adRFhPD/bNJ7ttJ2K6jog+IKIiyyidkwi9oYfYCyCAY2+MChCAwGEE9EC7c1hzXSIitxHR+0LdXwkbzzySKnBtCq5v7MpoOJGIzySio2lL+9W8v8ktoele/Io6iQ8BAjiJNxejQSDRBTzF7XuKi28l4cuZ6PUIRyaWezesTvS+Y9mfp8DXgza3v15Eu5WZHiPbXhCakfePWNbE2s4IIICdcUdVCKS0wOCA3oeY8ldQRoMdxM9pkcr/2zR6U50+GpSskJ4R9x9lN4rcwyJXEGlv2UwPlBd430rWeVNxLgRwKu46ZoaAQwLXBtznEWt3ayStiahglmE95lAr1WWr//dP/ltfI/LTH2kVE53keo78+x3s61elhfWx5ggqo2vpC6oQct0bXjlqeeL0h07qKoAArqsc7oMABGoskFegD9mSwZcS2acyaQUzjdDDNb65Dhd6xhb3tFnLYJFjaAlfKttkMxO3EKIjWDiLWI46cQetahKhc/8bxG8z0TlCJF2p8r2mJCcz8TYi2cBEVTbTdpJlzYi2LiDmbzTbzohkRv6ZV7Zoex3aq/Mt7pOKfUz8J9G0VRyxb7BW+zbUeTHc6LgAAtjxLUADEEheAb8/p0Ez2n8PE938ZRN55sGx4eHRnLbt9KEdqzL5WGbqRhXtL6B9jXUiOoZF3hGNK0lojfYx6RLmF4jtrczkFi3tLdmzd6v1VbttRIPsn70K/qm14hx/M9p7ZDOXFukRYalgW5ozr7xUyPqWmY4mYTeRdCaifZS19nNJ3/sxkyy3XbI17/3yf0Zzxl+v1eZ3Ba1dduY4IskjoXs7VDUpeO/LW/4dy5pYOzYCCODYuGJVCKS8gDnZfT1HOJc0Xrmf5K6xfuvb+qK0DbbtGLFPuZfYvbf6Y0rM2mYRiRDLUtqmk/3vFjNbNN26ZrU/Pr9CDrTu1YbblF8pjbY34OoXz0InElM7IlpO3Wkbt5T7vRPD79R37t+6v83vSjoctUcCx+ySzhrJuJfCvudjUQdrxk4AARw7W6wMgZQUMK/Xr6YONJg1auFiMkdMsp6pD4SnpH1PEh4rQp7qByIIZa8k6fycpsnSkLf0k/qsHYt7HzqrTev9kfSucqF9CWXSmSzUkTWq/rauZysracGYe63qBzpE7ad/ttmXbCpg4k37bBr8arl3S9QWx0IxFUAAx5QXi0MgtQQCZ7q9GvN06SFFRlH4zrpOf13Ac9l3Go/8lNKqPxe7mkneJ+J/hLxli+u6plP3FfnbdnXZkS6iUR8S6rPiKPqaSJ52uaqefXzElvJo9dVfDzxGxJcR0bg5luHkm9uiNVLSr4MATvotxoAQiL1A8ekt3VpaxhMkkkFp9kjj/YqVta16fZG7q63xEGbqR0zrhOnp1ZK26KMk+1zw9WZWXyFtEDH1IKIviOTZRpnhZx/JpXo/pGGgHjjHJdqMM3lfRcbezMHerd6dtd0HXB8/AQRw/KxRCQJJKWCe4RnEmpSI0KvGUuum2g5p+j3Dlh9Jt4tLGkr1K0Oxlz9pVCT91zH+8dlOTdLD2wYy8aBNrLX42k5bbmt2aTS+iMTUCwqIqL+wNtoXGvNybfcE18dHAAEcH2dUgUBSCgSP7f6UNN94mjCN8i2xFtR0yOn+VlmZklYgxL8n4ndDjWVJwThrek3vT7bruhd2PH1DetVAFspljVeKzfdZvnU19vwtjxJ9xlU2iZdJXvJa+dWBjJ8EE0AAJ9iGoB0IqCBQlH1RC5cdeYKJ9kQyvh2aV/ZxjT4PW3KdflXkWLmQbR7KmrzGEdcdo/6y6TMVZo5Lj0LsCeSMF40GidA+jbt8EjLm5da19gPZRcdU2pFSJvq2EW8Yc1uoBN8tXVfMGNyHAI4BKpaEQDILBLJ/353FnkbE7xuhBTV6o1VJtzYdIuyaoB0pPe2z+Ektw37Ie2c53q17iIOiB84dSVqngULUhIimhb2lL9T1XJn6jW8LhZq6SLtmlDX/i7qug/uiK4AAjq4nVoNAUgsE3b2uE+YniOg2w1p42HfaTjmnXfOGkcqJms03isiDabuqpo5YvWVXUiNFeTh34LY/aOy6Q5j+TWRPs7yPzK9LCdPdyxDmO5mowLAWFtZlDdwTXQEEcHQ9sRoEklYg6CkcI/L+AKGdE3zWwncPN2jw9PYzJK3yViKaKbbrCd+yjcsOdw/+/eACHnPojUJ0h+xoXWHvbDWqotCo9TvNTb1X9W8uRpPwzUZ4wUx4OyuAAHbWH9UhoISAqRdMIqIr7EjVwLyKCWsP1XTA3fsiZpoiTbfu5aahocby2n8kSQkUh5r0jCu4R+yMfCK6zyo0Jte2DVPveRaR9hQ13jnX+Hqpt7b34/roCSCAo2eJlSCQlAIl7ukBm6inRCr7+Db/qeJgQ05t3vvIhg3kCWI+hUjGG9YbTyclSAIMlTW+OMcV0ao/+tWOyb4zVJhXq++fLjru5G6u5t/9n5D9D98S6+4EGCklW0AAp+S2Y2gI1EzA1AseJJJjMiI8eHhF/uaD3RX09L5BhKYy0zNb06sm++P8lKCaTZN8V3nGBK8UsqfQd9qqyqWuwVtWj6jx39cfOKNVVkRLnyc2v2osC01MPp3EnwgBnPh7hA4h4IjALXrx3M5cpeWF8qu/3vA3f4qyixqm2faDQp8ebdvWpLzyhYscaTaVi/r9mv5as6dlF5/GxLdbK701fpNWUY+jPGl25lxhmmcstvypzOjE7AhgJ9RREwIJLtDfYxaR0HFzLOOg4VvsLvBpTEOFaIHPyjcSfKSkb89zUvBKYfsBEX4pvMqo8WeHg+dmtZL9/DITv+ZdYlX/rR8/cRJAAMcJGmUgoIpAP3fgFWZusr8R93l1jXffb/Ud1AvusIkmkNBjvnB+niqzJXuf7TsFT63U7IlE3FiL0IhNnxtf12TmwtP1luk96AVpQfN8d1v41qyaoEXhGgRwFBCxBASSRWCAJzDGFr5eSLt6njXqgC9s6NdyWtMeGdprjYh2pUfSht9ekXfId0Qni4tqc+idg/kn7rAvaxThonmWUaPv1S65q00H2+VaRJrcZUwK4yNKcdh0BHAckFECAioInJVT/Gir/dqFXMV9Xtrs/ebXPV+edf9JrEVmN6LIO09bo0epMFMq99jPbV7MTDNZ+N6Xwt5ATSyK/+zpoblkmjD9xTep5t/tXZO1cc2BAghgnAoIQICyOxdfYJP2artdctPiMt8zvyYZ4A4Mtlm7j8iePtfy3Q8yNQT66YHjWfivrNGHL4UMX026Nie6BxLz/2ku7YJRE/E93TUxq+s1COC6yuE+CCSJgKdT8SmiaS8RaXdYK0cdEL793YFcYi4Qkr/MtXz4+6Bi+37JMcHMzN32TCEt8wTaPWqaNX7D4UYITvQM35lu374rzTVw6oRNaw53Pf69bgII4Lq54S4IJI2AfpK5kJi+s1YaV/16qFM7Bp5qt4d+p7F23Ysh7ydJM3QKDjJML/r7CRLpmF4l/UZsGVd+OILBpnsGCbed5bMGHe5a/HvdBBDAdXPDXRBICgG9sxkkpqOsz4zrfj2QfpI5hZjOc+/lG1asOfBvwkkBkGJDmJ6CP5PwH2yW4Xmh/A8ON/5gU5+viSx60he+73DX4t9rL4AArr0Z7oBAUgjoVxYX0Nd8SbPK7aetXu3f//OhPJ2D/yIS3r17T/9ta8fvSIqBMcQPAgF9+mQmHiRkD/BZd3x5KJZrAvo5aUx/JU18M0eFXwdhdAUQwNH1xGoQUEJAHxc4nmz+hLZE+llPjP7FNyfpnYMmkXTiqu+vDn1x53dKDIQmayUQdBd4hWk0s9bfGxpzyD8tXGe6B5KwqWVGus4cXnHQryOtVQO4+AcBBDAOAgRSUEAfG3yNWBZaBcYvngvr7hF8lXbaEm61vR8t8lelIE3KjGy6C4cyvzuYaffQUdb8Az7z/XOIq03PfR9zWo8vvOsvTBmgOAyKAI4DMkpAIJEE9PzAeBLqZxX6zvrFr53zg/eKSDer0OiTSP2il9gJBN29vEJ8235b65VfMf+Qr251s/07wtqTYe+6v8auo9RaGQGcWvuNaVNcwDO2uIeQtqCK+eTNBf97Y5VntHmPaHRpWlp6zw1Tb9+W4kwpNb6p9/YT0wUNQtv65NKKyoMNn31/Tnc7QvNdEum90bdxWUohxWhYBHCMYLEsBBJRwDNx8pv27iP/Hi70/fQqxj3GvJ6ZppAmQ6zpvgWJ2Dd6iq1AUO9jCkl7w1o44FCV3Gb7F1h4v+Uruzq2HaXG6gjg1NhnTAkB8gSG5QnLhZZR2u9HjqwxxZdorL3AZPcMFeYd9mMpYExeAdPTa6Y03HGUb83yvoeaUg+0X8aklYR8655MXo34TIYAjo8zqkDAUYFWxbedkq7xu8x8dshb+sO7Xj0zbjuO9raYae9sWRKelj/L0QZRPCEEzO76m0I037fEmnqwhrKCOee76LjJVek0qGL4of9unBBDJXATCOAE3hy0BoFoCejmsL+ybXtCeY/89OpGN3PfZqKXQkZpUbTqYB21BYrPzMrRRFssTIZvsXXA15L+OJ3bzH2ISXZaxiN3qD2xs90jgJ31R3UIxFzAUzKsp9j236wGdCzlPvLDm2w85tBFwrzO8pYOiXkDKKCUQOAMzxhmup0jlb/3rth8wFOxqodpWzJSj9iV6yI2X1KR9/CbSg2YQM0igBNoM9AKBGIhoJuD32Fq8kjIePiHZ7x6gsNyhWSolbW1Bw167hffgBWL+lhTPYFgNz1fiC81loYuOFj3HjN3IRGFQ0bp9epNmBgdI4ATYx/QBQRiIqCbOVcTyQjLWH9udQE98PvbmTsEhLm75X34o5gUxaJJIRA4V39KO51aeAPWxQcbSDdz12kaD9k06uFFSTF0nIdAAMcZHOUgEE+B6neskvC9Vl7ZSz8EsJmznO0uK0J583Lj2QdqqSdQcH2bxplHuz4WjcYak6w5vzWBHhx2M+1pNNy6o+gM9SZ0vmMEsPN7gA4gEBMBd6BdrqZpV4e8ZT98faDHzLlPiNtZxrrBMSmIRZNOIOD3XMYiJY0yqs687U+bK34zhMeY1SE9PlxgvJZ0ADEeCAEcY2AsDwGnBPRAzgoinmz51s1tY7a/ViM27AzX5RXDv8EX6ju1KQrWNSd5/kkkljHZuu03A3hs4BYibaBV6L1MwfEcbRkB7Cg/ikMgNgJHF+UYe13U3zLKev73V88finBR2LcOn/eNDXlSrxqYqK9kje4x/NbTvx3CwXc1sp/Y9LNvWEtqkCgNhwCOEiSWgUAiCQw29fe+5rSFS7wbJrUNtC+qYmoZNtbfkEg9ohd1BIJ+vfe6RvKnTY2rLn9uxJZdv+7cPTboY5LuVqFxjTpTOd8pAtj5PUAHEIiqwOCg+1wSLp1lWJ1uCOqn7iFesL6Szlo6JvRVVAthsZQSGGzqD4rQ7tk+a+wBg/v9afquZmEt4uq5qXjUZykFU49hEcD1wMOtEEhEgcFB/XWxef5sX2jGdab+kib81kxfqDgRe0VP6ghcX9CmtaS71ojYN8/OK//Hrzv39DbflG95jfWxd6g6UznbKQLYWX9Uh0BUBW6a3iqrKjN9Y2Zl5jH70vYMZ9b6zzSsE6NaBIulrMD1ZvZLNtk027AOeGpSmy7FR7tEW26tNFqkLFAtB0cA1xIMl0MgkQUGB913EmntZnlDwwab+sdCMnm2EX4xkXtGb2oJDDb1D4X5vtne0AGvgvXO5jwRfiO8yhtQaypnukUAO+OOqhCIicCwGZ5FwvbU3Zp2omhy3iyvNTAmhbBoygpcH9Qv3yw86XUj1PXXCHrn+6cTRU62VhoXpSxQLQZHANcCC5dCIJEFiv1ZF7hEm7GVm/Vg1/bFuzJ5SsG40HOJ3DN6U1PAbeb8k4hfDBvr/u/AEDbLiSsvsD4b+4Wa08WvawRw/KxRCQIxFTD9epBsrhCS/Ux0snG3hW+8iql46i6uB4/uTWKbllF20oEBHCxsuVdaf7rGwMfeDnNEEMCp+98hTJ5kAuYk/S1b7OkaaaUi9kDfX8qXJdmIGCeBBHSzw9tC9uthY/29P2/rnA6BPx61nyfOCRldEqjdhGwFAZyQ24KmIFA7gcBEvQ8z3U1CT5EmFxv+8KW1WwFXQ6B2Am4z52ImmmYZZSf/+s7+urnOtiOXzSsfvap2q6bW1Qjg1NpvTJukAuYk90MsvFZYcoX4Jt9k690kHRVjJZCAbnZYSFrGbGvUl4/9vK0Buvm4EB0xxzKuSKB2E64VBHDCbQkagkDtBQL99eXcSrZyG3Z577V61X4F3AGB2gt4zEvuFmrXxzJKe/z87n5u82JmunOOZZxX+1VT5w4EcOrsNSZNUoHiMzynaJo8zUTfEtM072JrXpKOirESUEA3c79gm4aE8ko/+Hl7/XVzh7i0E+duHGUlYNsJ0RICOCG2AU1AoO4CgW7uPI3pHCL+nXeJdWzdV8KdEKi9gB4YOp6JuoZ8j1z587uHe4oWHWnL+qnhMTfWftXUuAMBnBr7jCmTWCDYXV8gQscS8zvGktD1STwqRktAgTYlQ7u4bF6xlzNabvWW7PyxxaCnIFeEuhtW/s0J2HZCtIQATohtQBMQqLuA2V3/NxNpdhWd6Fthbaj7SrgTAnUT0M3cWUK0LGyUmj+uUJQ9tYvLdj1nWPkn1G3V5L8LAZz8e4wJk1jAPN1zIaXJ34hkhbEk/ItfASbx2BgtwQT04PDetPPIydZdU8/+eWump2BRpYvHjN0wdkWCtZwQ7SCAE2Ib0AQE6iYQ1HvnU+bu8dJkxwPGZ6sm1m0V3AWB+gu4xwS+0US7IlTk/eTH1QL69DnENMsXGoevRP0NYgRw/c8dVoCAYwKm3ucFYvtiI/RGI8eaQGEIEJF7rDmDiXZahcbkH0FMffo4YXb7Qvl5QDpQAAGMUwEBhQVMTx+LSD40QgsvU3gMtJ4EAln5wRtcYg8JFfou/CmAPbcNE3vrVb7w8z/9Z0kwatRGQABHjRILQSC+AqX65Y32yZ6drFFwVGjh6PhWRzUIHCigjzXLIkSXVRQaK6v/tSj7ohZpdmSt11rYDF54BYwzAIGkEQi0vfAiLeJ6tWlGVaMhZYv2Js1gGERZAc8YM0Ak34Zm+O7536+he4eEqIfPWoh36P9qZ/EKWNmjjsZTXcD0XPx3kqruhrXw6FS3wPyJIeC+LOClb/mP4cXGuf/7NXTvRWRrrxvh+VMSo8vE6QIBnDh7gU4gUCuBgKegmLVQprExcHutbsTFEIihgN7Z3JORZrvLPs7bXl0mqPcuEeE1RnjBT58RjmF5pZZGACu1XWgWAv8TMPWCF0Rkti887nm4QCBRBPTOwdeI5SHrM2NOdU+m3muECHXxhd8Ylig9JkofCOBE2Qn0AYFaCph6wYdic66vfOyyWt6KyyEQMwF3l+ArbMs2a5VxXXWRQKfOY7jh9wOMFet++rV0zIortjACWLENQ7sQ+FHA1KdvTpP080eE8z6HCgQSRUA/qfhsYs20Vhpdq3sqOiPrJJemPWsssU5KlB4TpQ8EcKLsBPqAQC0ECtoUNM5w0RbDyscXcNTCDZfGR0DvbO7iKlf70Bcjvys8XW+ZnkZfGEuslvGprk4VBLA6e4VOIfCTwAR9+tltiB/14YvucSoSUKBv2+Bym+1pr23w/fAVlIHu7ncr99gX5X9a8X0CtutYSwhgx+hRGAJ1FxioB86JEE+Za/3v4x51Xw13QiC6Av30YCETbZljeadVr2x21zcycQ/vktCm6FZSezUEsNr7h+5TVGBAVvEltss1am7I2zdFCTB2Agv085g3slCfOZYx+D+vgPUVTDLUWBLGU5F+tm8I4AQ+xGgNAgcT6KcX36wJ930p7MMjCHFMEk7gcj14jUYyaY5l/PAs4GCe5317u/2K77HwT9+QlXBNO9AQAtgBdJSEQH0F+unBmzWSs1+yjFvquxbuh0C0BS4gf9qRevPKHda29EXkrzIn6fOEudTnD70c7Voqr4cAVnn30HvKCvRzmwazHD3H8hkpi4DBE1qgv9v8VJhvnGt5PwpM8jwvbM/O84dfSOim49wcAjjO4CgHgWgI9Ms2/WJT43mWkR+N9bAGBKItUKAXLmCNHh+7aezs4ET9XdF4ueEP+aJdR+X1EMAq7x56T1kBvUtgItmcZq0yJqYsAgZPaAHTU1hEJJuMUH6R6Xc/STYtMO4Oz0zopuPcHAI4zuAoB4FoCOhdAs+uzzIAABwSSURBVOPJ5iOtVcaEaKyHNSAQbYGAp3AM2bbHFx432pykP8pM73n91t+iXUfl9RDAKu8eek9ZgewugfFVNmeXrzJGpiwCBk9oAdNdMIGYuhtW/oDcIs+bmVX218Fx4dyEbjrOzSGA4wyOchCIhoDe2RxFxMdYK714E1Y0QLFG1AUCeuE5GslUr5V/zmBT/zvZNHdWnvX3qBdSeEEEsMKbh9ZTV8DT2RxmE50cXmkMT10FTJ7IAgVtCjpkuOhfhpWfc72pz7OFS2f78DGkn+8ZAjiRTzB6g8BBBPTOgVsojXtaH//nkW/4gUCiCRQ3u6mZ1shabVjz9esC+vvM8swsI2wmWp9O9oMAdlIftSFQRwHPmOCVNsvV4UID34RVR0PcFnMBNvXeEcNaqA029eU2Se5TBr6KEq+AY37uUAACsRVw5wfPZZH7rEI8jCG20li9PgKm3nt3RPv+qA/z13+sufjyJ0eGvqrPesl2L14BJ9uOYp6UEPCMnnGczWmvhmcYHVNiYAyppICp97FIo/OD+V892SKNhy8bUfaxkoPEqGkEcIxgsSwEYimQNSHYStsva6wZxpGxrIO1IVAfgaDee8PG1vt7zR6y4TPLKGtQn7WS8V4EcDLuKmZKCQF9rLmbmjRoaflzd6fEwBhSOQFT7/3Fkh5bjUXnbw1a3rLjlRsgxg0jgGMMjOUhECsBfay5no/YcXVo4sQPYlUD60KgPgJmN89Xr3bNePXT46WrZZSdXZ+1kvFeBHAy7ipmSgkB3cx9k4SmWL7SBSkxMIZUTsDsrq99rpdWurZN2nGWUYZHZ/5qBxHAyh1pNAyB/wjoZu4DRPSFZZSWwAQCiShgdtetv/VNf3pLM95hGWWTE7FHJ3tCADupj9oQqIeAOzjMyxE528orvaoey+BWCMRMwOzuLv/bZWet2XLEvs8t4+XbYlZI0YURwIpuHNqGgMfM7WUz3RX2ll4IDQgkooDZXd9ddFXfsqo01zUhb+knidijkz0hgJ3UR20I1EMgu2iYx3bJCssozarHMrgVAjETMLvr9vRrLq8K+UozYlZE4YURwApvHlqHgNscut5F63pvMhZ8DQ0IJJJAwbA2rbl1+hdFLS/9xvKWnpFIvSVKLwjgRNkJ9AGBOgjoZs58FjsY8m14uQ634xYIxEyg+C73ifvTMt80W1w0z/KWDo1ZIYUXRgArvHloHQK6meNnooyQUXYnNCCQSALmRE+vb11Nnny02fn3WcYj1e/Yx8+vBBDAOBIQUFhAL8kZQMJ/srzr8Cs+hfcxGVu/f3LWjWsqO5Y8l9FnbGii/5FknLG+MyGA6yuI+yHgoECbgjaNXRkNtlvb1meSn2wHW0FpCPxC4N6Jx9/zReT4MTPvndsQNL8tgADGyYCA4gJuM2cJizbG8q19V/FR0H4SCeT/udvCUMTT6qn7Xjw5icaK6igI4KhyYjEIxF+go9n+ySPEbvmRb2Pf+FdHRQj8tkD/gtM27N7T7qsFE1/qDSO8AsYZgEBSClxXknUJ29r4WYZ1flIOiKGUFLhyxgmVm3ad3G/xpGdeVXKAODSNV8BxQEYJCMRaYLCp7yB7/wmz8r4Nx7oW1ofA4QS63DLy2s5d5s76u2+DdrhrU/nfEcCpvPuYPWkEBgf0d4npq1mGdXPSDIVBlBXo+odb729/6vtXP3/X6pbKDhGHxhHAcUBGCQjEWuAGU79WiAbNNKwBsa6F9SFwOIHu1173TXanj79+/q5VFx/u2lT+dwRwKu8+Zk8agT+WNj8yc2/Db9O2ZTR93F+2N2kGwyDKCWR1Lr70mAtfe7Z9x5UTZ/tCM5QbII4NI4DjiI1SEIilwMgC/Y0jquTN+yaE741lHawNgUMJeDqbf7IHPT6yRbPvRq3ybvgHtA4ugADG6YBAkggE/O7BLHSNMTl8aZKMhDEUFNBPmf4RDXmoi7VtXQPyU5WCI8StZQRw3KhRCAKxFzAn6d/ZnN4nz7/+w9hXQwUI/FKgR4fAHyvOe694z2nL1oSNsgvgc2gBBDBOCASSSMCcpL9uC32Qd7flT6KxMIoiAv30QMk3A14+edvxXy+yjPUTFWnbsTYRwI7RozAEoi9Q4nd3tW162rg7fEz0V8eKEDi4wOV6aSON9m5ZMbbkM1uL/NnyrVsAL7wCxhmAQEoJBP36+7KJ/2n8XwhvxkqpnXd22P56YLqduf+sFb7ZrTKO2HFy2RC8G/9wO4JXwIcTwr9DQDGB4BXue2UTdzGWWv0Uax3tKizQTzc//qb/pjnbTtjZzTJKL1F4lLi1jgCOGzUKQSB+AmZ3fZ0tfG3e0tAH8auKSqkqMKRN4KqtLm3s0jtWfq6x9kHI+/BDqWpRm7kRwLXRwrUQUEQg0N0zhkX6GUvxgAZFtkzpNgPuglfKXbz9yXFftddcaTduGvHgGqUHilPzCOA4QaMMBOIp8ECnTk2qmm4vi9j2+aOXla+KZ23USi2BEk9BT1vowen5X48hTcsPGQ/j40c1PAII4BpC4TIIqCZgnqn7iaSNsTg8XLXe0a86AqZe+J6IPF4wfk1XIvoyZJQWqdO9s50igJ31R3UIxExgeufOHTOJHuWdzW/3bnhndcwKYeGUFQjqBb2FKGhY+Z3cf/7LIi3N/kto0qQ3UhakloMjgGsJhsshoJKA6en1ZyE6zhd643qV+kavagiYesGrQvSP6dek7SZ23WgVevH0o1psHQK4Fli4FAIKCrCp91rLzKY3tDCgYP9oOUEFAp5r80iO+oPPKjlHHxN4jZiftAqNpxK03YRsCwGckNuCpiAQPYGgp9fDttCxPuuNXtFbFSuluoCp9/6IWe697+r+qzVNHrUKjB6pblLb+RHAtRXD9RBQUMDUe73HQg96w2/MVrB9tJxgAkV6n8kulpOM0MIr9bGBqSTM1gzjjgRrM+HbQQAn/BahQQjUX8B097qY+ci7vNYL59R/NayQygIBvXc7JvmEI3KDt+LNee6xZliEe5XP8OKNfrU8GAjgWoLhcgioKmDqhY8SyVbDys9XdQb07bxAwN37CWZeb1gLJrpPCt5GGXJd+CMDn/2tw9YggOuAhlsgoKJAUXZRC5cdWWWzTMgLjXtcxRnQs7MCZqdOk+j7Ftcb69/94WlbepfgSqKIz/osb6GznalZHQGs5r6hawjUSSDgnv4QMXfzWfmn12kB3JSyAg9c0KpJ1Z60T4h4tLHEmuM5qbhUWDvWWmn0TFmUeg6OAK4nIG6HgGoCpl4wW0TW+sLj/qxa7+jXOQGzu/6oEO/0LQnl/fDqt3NwBds8NbR61HPOdaV2ZQSw2vuH7iFQa4GSttP0yirX/E0aP1AUGoOn1tRaMPVuCHTz3EAsY3xLrJOrp/d0NgeJ0EhrlXFe6mlEb2IEcPQssRIElBHor5vXEtGk/Xv5jFe3encq0zgajbvAA2fobas0+lRs6e9bFn67uoHfZ5vvbWwgsz9f43sw7g0lUUEEcBJtJkaBQG0E+utmgRC3m2t5r6rNfbg2tQTMUfo7tJTnG0tCf6mefIAnOFzE7j/H8uFrJ+t5FBDA9QTE7RBQWaC/21xMzC/OsbzTVJ4DvcdGwJykTyOmYw2/dUV1hUuygq0yNPlUY9cVL4ZGfhCbqqmzKgI4dfYak0LgAIFL2xQfnebSljHxNS9Z3vkggsCPAqZff5SEzmTe28Pr3/rDnyn66Wb1/1E7aa5lXAap+gsggOtviBUgoLTAQHfwio2N7NEbGmo3bl7p/UbpYdB8VAQCk/RzWGgRkX2LcXf5E9WL9s8KdiJNlrv22x1f+DYvHJVCKb4IAjjFDwDGh0C1gKdzcIyQfTVlNjzfWpG7GyqpKzB+Spuj9b2u122WyT5/eNaPEhP0ordXU9o/8eeK6J0NBHD0LLESBJQW0DsHCoW4a3glvlZQ6Y2sT/NCPNh0v9l2N2+ecqf105vzAnrBLUx8q2GNxROP6uP7q3sRwFHExFIQUF3A09mcKUR7rZXGbarPgv5rLzA4oL8oTKHZhjXyx7sLsgu6Z9g038V08chQPt54VXvWg96BAI4iJpaCQDII6J3NBdRcvrPe8V2dDPNghpoJDA7qc0WkarYR/uEdzz/+BPXCZ4XsFoY1rnfNVsJVNRVAANdUCtdBIEUE9H4PHs/HVVa/En7FKjT8KTJ2So85OKiXiFDb2YY14OcQprvwVmG52Wfln5XSQDEaHgEcI1gsCwGVBbImBFvxfnmZmBeHC72GyrOg90MLnBhoN+80rmp87Dart99P9o9XF2TfdEFm5Ihpmqutd+Sm/CVwjL4AAjj6plgRAkkh4Bk94zjR0p4VkXnhGT48uCEpdvWXQ+jB9iUk2onHpGlD3h7xzcZfvPrVe78tzHN8oQUzknD0hBgJAZwQ24AmIJCYAtl5RS1sV9rLQvJmuNC4KzG7RFd1EfCU5PxLIrTT2l42kH72yrd6raC79xPCLIa14Ka6rI17aiaAAK6ZE66CQMoKtBv/YPOqJpvmUtPvPrWM0hEpC5FEg+vBnGfJpirLV1b9UI5f/AQ9fXLJlhFbw1Xd/LRobxKNnXCjIIATbkvQEAQSUECIdTP378TUQItU3bxp9KNbE7BLtHQYgXYPDm9eWbn6NeayTyzv+qG/vtzUf38Wsb2Ihbp7rYUfATS2Agjg2PpidQgklYAnOOxftkijNJZrN3ofwddWKrS7WcFh3TSRJ5joxZBReucBr3y7e7Ip4nrJ3pzzV9+Gt0sVGk3ZVhHAym4dGoeAMwKewLAxwpJHtHGKZbzygDNdoGptBNzm8FtJ7AnMdI9llD7263sfuyCnwb/37H/TFnnZtzR8X23WxrV1F0AA190Od0IgZQX04MDJRB+NFaI/hb1lgZSFUGBwPZg7kYRuEuYpYe/Df/2tloPd3f8Spo+MxeHRCoyUNC0igJNmKzEIBOIr4C5ufyJrXP2ryr2R/XsGVuRXfB/fDlDtUALVn+XWIvufIf3rqsp01w1bRjxY/lvXm931vxFJmrEkfANE4yuAAI6vN6pBIOkEPGbO40LUXYRzw751byfdgAoO5B4TvIJZSpjoiVChccDfe38cybzR/Tp/oUW8S0J9FRxT+ZYRwMpvIQaAgPMC7mD769jm0t9JZelreaExzneUuh14xgaKifhUm2lquMB47WAS5iT3DCY6remWqmuGPLjlN18dp65ifCZHAMfHGVUgkPQCPczsi48mexgLtSShwll51ktJP3QCDejpaw6TTnIbEX8Sof2jKgrzD/onAXOS5zliOfIIyug3xF+Gz/o6tI8IYIfgURYCySow2HTfSsRDhPit2UbooL/+TNb54z1Xi2OCRzRoIPcQ0SDqIM9Y83yH/O5uc5L7IWLu6O5kXTZoEO2Pd7+o9z8BBDBOAwQgEHWBawKt27g013QSOrX1Xn6+6A5rctSLYEFyn2TeyhrdQEIf793Ld21d4915KJbpd+uzM21qbPh/+dQjUDojgAB2xh1VIZASAnlTPYGcPXYvIV6rsX2v11++NCUGj/GQZ+YEb9rQRK5logwRKbJW+eYequR1wRZHsDSYlSHU6G8+C8/1jfH+1HR5BHBNpXAdBCBQZ4HAJLdXI20gsXwdIfu+PH95WZ0XS+EbB3iKTxHRxhLRhZ83se//6qu8KYfjGFzSegDZaX4hen22Yd1xuOvx7/ETQADHzxqVIJDSAkX+7BYuioxm4jupjOanf6ndMvyDTaGURqnh8APdxSfarOUT0xkkPOtUa2uBn/w/Pbv3YMsMLvZcSprMEqL5sw3rqhqWw2VxEkAAxwkaZSAAgf8IBAe7z5WvtT8QyQghflRjnu9dvOkF+BwoUOyZfsoGSStaS66uzFTQyJV+/1Mbbt9WE6vTzLZ/70SRvsw0eKbXmleTe3BNfAUQwPH1RjUIQOC/AoWn6y0z0niGiFxCRP/SbO3xUcs3vQogomBW4XTRpAsRdf6e6Z8f7Y7c8dy28TtqYpNdlN3QdqU9JEIntKdI8WLfxmdqch+uib8AAjj+5qgIAQj8TMBPpDXvpo+gykZ/oM05jcjm2Ro3eH2UNe+LVIKaknVTTmNX5z+IyG1MtFWEHzLCY2fWxiCrOOcC0miKi2hJyCjz1eZeXBt/AQRw/M1REQIQOIhAUO/zeyG6lllyRKhCiGf7rAWHfIevypiP5VzQbMe+9MuY5Uoi6kty1lzhRgGfNf7d2s6lB3PuIJsmiEZ3hL1leJxgbQEduB4B7AA6SkIAAocWeKDVBVmVaa7+zHQt0SlNibI+ZOFXmmYe9eaQsiHbVfarfvTfztBRufR9825EdCUxfUQ2P7CNtz7vt1bsru1s2YHhvxOOzCB6N73K3nVzRd6GtbVdA9c7I4AAdsYdVSEAgRoKFGUXHaNFIn2JqS8TnUwky5nplbXMnwc25S+q4TKOXhbskdVNIprBTK2FqBftar6ItuvPNpDKf+Rai76ta3O6mVv9POZbhGV82PsIHgtZV0iH7kMAOwSPshCAQO0FprWc1jQzg/tGSBv4NqWfSUTpzLJYWFsase33Glr6B8/RoEjtV47eHcX+dkdrdqQDaXIqlUs/+YiPZ5IKIW0LCRVvj8ib/hVWrV/p/rxDPTj09yQ8lYh22TbfUJ73MD5XHb0tjNtKCOC4UaMQBFJPoNjd+4q88MKYfcRoQFZxTkTjGzSio4S5hwi1XtGCthHxlyJ2mImXiUZf7j4yfe2Od2v28Z2a7tK1xa1OEcpo6CLJaRahQcfton1CdBoJbSGiKib+kL+lPfyRXTry/fD6mq57qOva5gc7RtL2F1HWV9W/CRhvGX99OhrrYg1nBBDAzrijKgSSXiDo6X2pLeRnoh1MPN1rLZgf66FPPSbYqryhtGOi46s/3sSkpRPJ8ZLOLu4lHqLqcOS9RLKWSTbbaXsbkr72SyaOkHA7YftrtrUqos3HM60oE+IjiKn640DbhOTITKKjz6HKBkSUQ0yfk0glM5dlVPH+Ljvt+RrJh15/+epoz5ntNY+NZNIIFhlBxFPS0sLFG6ZOrdHngaPdC9aLngACOHqWWAkCEPgNgaCnz01CchMJbXexTBsZeuMDJ6Cy84pa2Fp6a9K4l9h2WCNpTZl7ulPrMktIXMTUgYUs0SRNeK+H7HfWMcsOEWrBLJ8yaTtb2JHmp9n737cjUjYzv+Kgj/uL2nx+v+bZ1XyCEE0Q4mUZGZFr19+XF47a+ljIUQEEsKP8KA6B1BEI6L1HMvEdRNllIif9yRce+3bqTF+7SfXjSlty5t7h1EQuts/mb0R4avkMb9RfWdeuK1wdbQEEcLRFsR4EIHBQgVLd32ifNB4qTLnEVCERWuorzx8Hsv8ItPmd2Vmzxc/EA5n4r2RHHg6tzvsYPskpgABOzn3FVBBIeAFTLxxHJH1IqIMwla6PpD1fXJGXkp9h7dO2+JrPj3QNsonOIrEfriLthc2rvJ8k/CaiwXoJIIDrxYebIQCB+goUewp67BHt3iWUdhaRvGqz9tbpoa3Bmjztp761nbx/gNs8XYgMYrpQiMq+zaSy99d5byBicbIv1I6fAAI4ftaoBAEIHELgj9lFDfeJaxDbfBOxnEZEz27O5K8+WOctSBa4Yve0E8s5Y/KXrOWITS2IeZ0WkbwXK4yVyTIj5qi5AAK45la4EgIQiJPAFZ5gtk32VRsacP/yhnQKkywQ5r0Rsv9c8Zk6v6YWEg66Cy4ijceTUGsiafw9uVYvofQZcyzvwjhxokyCCiCAE3Rj0BYEIPAfgdadA21cRH2IXNcQ2dWvjLfw8dp66ShPM9nLrem+LxPFqqT9eR0i+zOOY026kd3wUuLzf0dEy0TsD5lcs4zw2BWJ0iv6cF4AAez8HqADCECgFgLZnQLdIxdqfbihdGGmriJU/b9jX7PIcmpe8b3ddPvrmXbmN2V5gZg9tMFPlNasq95R0/gYqco8T8o7tGbi6ocrNCOiL4VkqSa8VNN6vjUydOd3tRgPl6aQAAI4hTYbo0IgGQVa5U/PyohkdBWNu0r2552Z5Wgi6shMlbbQGib+hvidbSLfhzSbtotL9onNIdF42yl2JKM12TttTZgitktzsTTYT4077RKNiJtpNrtFk6ZE3IIryS0L7dZEfCwJtWOmjSK0hjT6mjaesNom1+K80AJ8ZCgZD1mMZkIAxwgWy0IAAs4KtHloWOu0vdIxwpFjNe2NNizS3K7+ViuNmpFQcyZqfiHta/Dfdx3/53W0kE1M0vU72qsRfWsTbSWSnSxULkRbtbe173ifrPwu01rjX0RVzk6I6qoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgsggFXfQfQPAQhAAAJKCiCAldw2NA0BCEAAAqoLIIBV30H0DwEIQAACSgoggJXcNjQNAQhAAAKqCyCAVd9B9A8BCEAAAkoKIICV3DY0DQEIQAACqgv8P8K+l1nTgS1yAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="39.992900453641596" y="-97.99961100824066" heading="297.79999999999836" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="145,25.999999999999986,67.99999999999994,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><comment x="145.33333333333337" y="95" w="242.66666666666666" collapsed="true">You will need 5 copies of this script.&#xD;To duplicate a script, right-click (or control-click) on it.&#xD;You will see a menu of options. &#xD;Choose &quot;duplicate.&quot;  &#xD;Move the copy where you want it.</comment><script x="423.999999" y="271.16666566666663"><block s="receiveGo"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="clear"></block><block s="doForever"><script><block s="doSetVar"><l>number of branches</l><l>90</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block><custom-block s="pinwheel, branches; %s backup; %s size: %s"><block var="number of branches"/><l>-3</l><l>3</l></custom-block><block s="turn"><l>7</l></block></script></block></script></scripts></sprite><watcher var="number of branches" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="pinwheel, branches; %&apos;number of branches&apos; backup; %&apos;backup&apos; size: %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block var="backup"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block></script></block></script></block-definition><block-definition s="Asterisk branches %&apos;number of branches&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><custom-block s="pinwheel, branches; %s backup; %s size: %s"><block var="number of branches"/><block var="length"/><block var="length"/></custom-block></script></block-definition></blocks><variables><variable name="number of branches"><l>90</l></variable></variables></project><media name="U1L3- Optional Lab 2" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>