<snapdata remixID="15080170"><project name="U7L1-Tree" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAQAElEQVR4AexdCVxOWR9+Ci3WbCMmOxPDTPiQvZJU1jDIliwzaIx1EBMVxpItW9bIHoaK7EtlbA1jGbtB2UUoGkXL+93ncF8VZirUW10/595zz3bP/Z/n/a/n3rRVyj+FAllIAW0o/xQKZCEFFABmIfGVWwPvBeCpU6dw7do1XL9+XaPSpUuXcPv2bWXdchAF3gFgUFAQChcuLB5RUg3wOVMe6e4XVo7FX7N6/kfqBb3Iy8iXLx8iIyNx5coVMT/lkP0pIEHg7UMcPXoUpUqVwqtXr8Qi8/yp0v3798W4ycc7FrwfTeKOwarQXdiYlIVtg5poWU4L1pV0xTXLX6c7KBF9RfTX1dXF1atX305ayWVrCqQAYIECBfDy5UuRtm/fjqlTpyI0NBQLFy7E+vXr4eXlhWfPnmH//v2gmA4ODsaqVauwbNkyTJkyBYGBgVixYgWWL1+OTZs2gfXe3t7YsmWLGGv27Nm4ceOGSLxPvAR0La3X9NOxGglV7DPodZmNPF+ZQcdq+OuKN0cVVGJe7GdoaPim9CNOSleNoEAKACYmJgouQy7F2fG6fv36Qg/kolM0M+no6KBXr1548OABqlSpgkKFCoH6mba2NpjYL0+ePDAyMkLx4sVRsGBBVKxYEV9//TU2bNiAp0+fivuwHe/DFH9yE/J+2wbxJzYi6ekdJF4/zuIUifNiio2NTVGuXGRfCqQAoJaWlgAGF7lHjx6YPHkyCBIPDw80a9YM9vb2ePHiBWrUqIGwsDBYWVmJVKZMGcycORN2dnZwcHBA//79YWtri+rVq6NNmzawtLREv379YG1tjUmTJsHExETcJ0mVpKZcwp+b8dL/FySc2oLEi/vwav8cdR0z8a/iRR/O7cmTJyxSUg6gQAoA1q5dG9TVIiIixGITZI8ePULyFB0dLepoIRMMPFetWhVJSUm4efMm2Pfhw4dgu1u3bqn7kuuRY8pjsm/Vmv/DQzMX3KncHrcrtf/w2bgLrpa2EvelAcIfQA6gvfIIEgVSAFC6RpcuXQRXi4+PF9yOHO9zpWhJn7yqKoO/S7fEtTItP3wuaYZ79+4J65zclYDnXJWU/SnwDgD5SEWKFIGNjQ3atm2rUalevXqcnpJyEAXeC8Ac9HzKo7xLAY0qUQCoUcuR+yajADD3rblGPbECQI1ajtw3GQWAuW/NNeqJFQBq1HLkvskoAMx9a65RT5ypANSoJ1cmoxEUUACoEcuQeyehADD3rr1GPLkCQI1Yhtw7CQWAuXftNeLJFQBmYBmCr4bgztM7aerJdtGx0WAfdvA8ME/kWc7r3J4UAKYBAWdun0Vo2B9w3z5RtL4acRXeR1aK/IcOBB3rjIoaofOSrsyK9DLhpTiznBmOybFlQMpAlc9sk5OTAsBUq5t84Wftm4MrD67gbtRd2Hl1hGvbCaL1/aj7cG0zXuTZvvnsFnAPnASeeT1qyxh47p8Li1mW4PW5u+dh/pWZaB/3KladH73FGTY1bbDk0FIMXPejqNeCFkZu/lndhuAUFTn0oADwzcLKHIjcjVyJxYF/BaLW5P+h9Tet0L5WO4RcPcRihD0OR1x8HJz9xgmuaCaBa+3xtcijnQcPoh+gSZXG2H1hD45ePyba6+XTE+2CJdHNAo5PcF59+DdYtvKoD75v2o9V2HVhNwrrFRZ5ctHAczsEuCfvnCLKctpBAeCbFT14JUjkBHd7w+na12qPBhVNYTuvteCEKqhEm93ndkkcywnPYp/hu/91gmHhUrj26DqaVG4Mg/wG8Dm6SrTrVt9ecEGdiMcgF3zxPAprVrvDzNgMbm1doS8B07RifdG2iH4RtFnQHifD/0RsQpwALLluz/rdcfjaYTg2dBDtDl87Il0fEfmccMj1AKR+Z+VpjXkHF6Db8h5i8cmVuLjRL6JgUtYE2i9i8fJAEB48uYvxHt3Rr0gD+DiugFf3Bdh36QCG+A5jc/ifDcCJ8JOIkvodDwvFqmOr0VsCThOD6jh1yB/T534PtzYTEHIlBGZfNcOG/uswN9BD9GVZ4OAA1DGsgRPXQ2FdwxpBIw/A2NAYBXQLgjoj5+V/JkBwWNEpBxy0c8AzZPgRyE24qPei7mOY5RCYGJlg1t7ZkPW1y6eCEfEgHDucD6JnlzG4cMAPu373xS/DV4I6H2/csFIDFIt+ibKvdBFx8Qw6l26MhP1BsLitjTm2EwVQR/WYggpPk5D0KBLLIw+hdJHS2HtxnzBs8l0Nw/DCTaF38z5uXT2DY6s9ceDnA4iTuGDIG5FPcFJk8zzzOw+hMwa/EeecQ3ZOuQaA285uF+tE0DFjIRkOwzYOR8zLGIQ/DkdP0x5wthmNyg/jsWTFWJwK8UfBV4Bt/Q6g/uXkOBXBh7dg2HeumP27Fy4/uCz0QBoVVsVMsOOHLagQpcL3vzRHniSgdJWaeKmfj7cS6XneJPzYbjSCJa72Q7Pv0fJrKzz54yi+LFQKs2cEIWDnEsz0Ho4RPacI8Us9UU8S0aH7fNHsCxPBDWUjaECzH1C6sKFoJwbX4MN/TS3HA1DmFO1M2qLLUntUKF5ecJ5Hzx/hiuRO2fHXDnChj98IBUVn4za9scxvOoZO64iuzfth1/ndav0roYCeAKVLq3GY2uFX2MxrhbWHVqJnYwcUKW6IqqWN8UwXiNEBitdtAIJz6e/L4PnbRDQqWh16efXV67FrlzcG+o3E+ojDmBIwEfVrmOH0XyFY+vh3UEek+KV+ONXLCdNtXlvcF+5dEP39JTFc091EiOc1kvEjCrPpIccDkJwi5I0oq1H6a6FLVZP0qscxj7F5wEZQV3sZ9QQNKpkK4N1/eBNt67RH4VJGaGHZA9VKGYs+tGrz6xQQy0zxG3czHHn2BCPh1i147PbAT8v64uXzaORLBBIlqs5z8AI5lklcISRqARZNuwhOywHchlhgvNf3KBetwncl6uPR4SCUjoEALq1r3pPtpg+ygJ7EBf+4EAL/Ze6YvOwnYdQQgCUKlsDyw94oW6wsfE9sxNrQdQiWxDKteVrP7J8dkkSq7DDNjM2RQPE/u01wKi6OPAqjEVGxUZguAWeMUVt8FZkE875lsNF3On5z2iLpgrVw702kY8/JAJhL/jwaK3SVrL19ACs3TUE39+ZoW7s9do05gIIJ2giYcQr2VgME+HgfR5++2LzQGa7TugsDxn+5G7aErELLFtrgWGvdDyKmUW0snH0E1o7OuFNKX3DXlY7eGO7ZHYOHNsS2myFo1nEANt85hHuFgOe6WsLV4yZZ6Zx/vjz5hMW99bQfvA+vwMaTm+AtOchpUSOb/MuRAAyQQEf601lMv1zsghh4bXTH9fOvvzdjo1sVLb40ZRM0q9cGxgkSl7r/QOh3+QsZiHIezh3bjeIqXQRLehv1Qz1JhEYdO4waj7UQXrEYjhoBi06vx/1XURjxs4U0/jFQ/ysWCxS9EIaF2zww6IcZWH1cBbv+boLDNf/WGsa9BmDaX6sh+ZwFRyMgO3QcIjjiwU0Lced4sOB8G5ZeQlKpkqhb0wyb7x5CTWNTLHdYCqfl/fDqVZzwNf4d8bf0g/kWltUtcfn+ZfCZIf3jD45Jymr0/xwHQBKdC3ro70OgODPQLwKKpE3jDyLmrzOgZdt5fT9U0TcU9YFhIYipXhFxeYHl690xYFBt3JCAqiOJUpf5fTHD7q0DOHDHYsTq50V0k9rCMe1QyRadJBE6qcNk5M+rh+2X96LkC6DkP6/9hT87+6B915ECABy7gW55OM/ehekdp6KFVnnUTSiOsbbOQvw3rWaOJ/paWO0/C2YN7VC1XTeUMzLGYAsnUJSvlDjj/vN7QdFf+2VhGEeq0KtCSwwyH4hfJJ3URUqmkhpBHyQd5OTutJpDpRCimICGHnIcAOlCIRewntsKA9c5CbJTRyJXtGrdD10mWaJO/vJIMCyBY85H4DVoNdzbuaGwFKJdPf8UaparhV0X98BQ0slUT6Nw+c/X+hd1sCsvI1DEoCQmd5qCsTZjEF2iIJq174+W3YZh8rRdgoO+ygM8KqAl+icWMxD3JydlubWVo7iOfvwAnr+5o0zNeqA1zDnvWDVd6IrlTc0xecJWEX0Rjd8cKhSvgJUtJmPCUiecOBQAY4PymD9sg7De2YRW85wdHuizqh9ql5WeYcgOAVwaMqzX1KStqRPL6LzoTGbfmZK/LM+TKEksHsfTF1G4JImnQT0nIW+iCjVLVMV8+7lsJlK1OuaCa5WuUA1W1r1RqYoJCJh4SczJYvvc8d2Ilbhk375TQMAYS4ZMD9Puor98OC+1oQhuXd0avvdCEBngJ6roSnkiGcAt7YeK68Uu3WBbyQz5L4eBwF6+YRL27PMBua6lbR8QTNcf3RBtkx/y6erhYdhlIcqj8yTAeuQ36DC+EVp62gixPbSUFVRLEtC1bhd1N+rBVlK9ukDDMjkKgBO2uQnXCsXQbcmI8B6xFfHh4Tgbuhu1pIgGxbNKskjrGtVJsQzU+2J0tLBq2kD0dWkOA30D/CpxITa6+PAyWvceg6PhobAsYIwt1/ZifMAEIdZZL6fI++HwfxiKHi1+wIi5u9DZyAw+x1YJf+KGw6vF9a2/z6BXz4rY+igUOpYWePVtNZwrpYXgsCM4//wm+nd3hUPDXoJzmUmREnlsnpdPdBSGT1VVEfHjWDZ0E9Y5bcL4TpOh9SoeJ88H45cRK9lUnaZJRtasfbORkBgPWRSTBuoGGpDJUQDUyasDs6rN0EcSQ9SBfNa4o2L+UrhwOgSrpXyIFAKjWyM6NkpEIpLTn66TVVLozMNpBabPDkIdMzt4TN6J609uYlyX6qJpQ0t7ET4rqFdIbDogdxEV0uFw4CrQ+DBtaS9dAaPm7ELt4sZwntRRcLYXMVHoPaE5KEpDf3uB8e0mqNN3JRuKPlsfhwpXirh4czgnGULUSwniDa4HMXKan9AzK9dsAKb8SdqoeveF0B+tJ5iis0sTkSwky72W9KPrWLuDcGJTFJOzknu/GVojTjkCgNzORGqeCD8BwyKGIJENY1R4cvI4KhUtLwFDhUgpf/E3H5TXNkARfQOhe7EPE8UgxevUH1egSZvXehrLv2logz4WPwjuRBFq970ri2Fn0g4PnkWAuqYokA40UApr66JaHXPpCgjd64uqZarhy+fSvfMDhyPOYtGorZg0N0jUJz8s8XXH1/lKoWeFlhg3rhWa2mqjc1Mt1G6vDYdprfDw4hl4uu8UYxN0xWJVoHqw19dTRF74o9r98z70bOKIqV1nwLpWG7CMxliI5AMl8AhI3pP6MH2FzGtC0taESXzMHKbvmYFdF/aIIf66cw6MPjCKsLmbN64WeImrkuFA0bZ+zQ20qd0ONABWbJ0OikzRSTpQRFP/Sg4+qVj87+28WDIoVNCPh+jLQup/qjc7Y3hNy/ru8wgUio6DubW2AM7c6X2w6VwACGw6p6kbbt6zRFjh7CMnOpsTJbXgT1UEli0cjsS4qZTx7QAAEABJREFUWGGMfFnIUAK4q0hf1moAp4mtMHacrdBp/8kHOA2ojSkrR2B879mYOTMI1es2R6EKlTE+dAH6f+eMXZIRYvA0Fv/cDhNcdZpkedOatq/XVTjW5aiKPI+sOmdrAEbHRmOM9Sg4W48WW6ZiY6JBIpOYBFP+Z7G4eecKevZ2RYnSFdBrmCfmzDiIfxLjMHNiNzYTQNwe8Vp3EwXvOVi9MR6Cti5R15LL8oLgG/lzc0QUAB4U1EILI1O4tnFFDwc3+K24AXtHN+FgblbeFElxcRg4trlwMtMwIfiCrwZDP0EFl3auKN3IHK9q14C1kzvsF/ijhEULkOsumHsMXhN2Cq43eExzSQfUwp1bV9CumjVePI/G4g3u4JaxS1J8miFCbnQIlqIif54PQb1i1dQimPNlYh0NM+azOmVrANLjT/cKw2j8xZeNSkzBYZqZ2KDMF+VT0Jgi0mWgF4Juh4IASK27pWj85qJIcUNp0YEHNy+/KXl9ksHHqx/rOWLXgSS4eB8ToCFwCHqLjgMQK3EsWtPULb1nHQW5m9u07hJnCgY5Lzc9/LJrIs59oY3Tk85JAB4vfINNqjTm0CJRHSCnG9zFFS+k8Sp80wCl6jTAPzpAvOT6oc/Tvm5XVCheAXTtFL7/VERldsy9IHbPcBCKX4riEEkXphi+8uAKi7M0ZWsAcpfK/IMLwdAa9Z1uTXuDgf/kFD0eFpr8UuQtOg5E18rWwlWyYe0kFNXSFfqVqHzPobWDs6RHAkf3+6prk4Ovo4Uj+o1foa5LniF4q8foIsxAS4hw6nDaj6OkJioBPoJy3VEVLmxNFHsAycmkyg/+99vqiTIJujh17TisW/ZGD4m7/ySBkj9A561j4RW8CLSYB8zsiLDQYFi01Ibv5IGo3CUPxvqNE9yQUoKimKrEB2+USRXZGoAUg1sGbkLAmQDYOtfBsVsnsfdaCH6WwmK0HklDcgaeUye6SuzLmOF2gSR06+Kcuvqd6yr6pXClhJbQwdIKPnkQc4kLktNRhJPrBktil9dGDSwQeS9cbgZnm9GY0GY8vlvSFQcuH5Q4ZIi6jhne9wai0cXeGb90nYKJnn1YLBKNDs+mo3Fw1QysPbIaUwavQNDeJHW6vikRi3p4wUZy0HP7meikAYdsC0Dqfy0lB2vRYSVAINqbdsPUztOxto8P9KSw2E9urUDrkgv9IToTGBSPpw/5f6iJuty8w0BhjPy2cCyo87Hi3zgf6+VELhijAwQsd5NA9VrskvOJvX9SZENuxzM3uNJ9YlmtuXgulsmJPyoaNU3a9Ea7Xs4Ij7yJbTuWCGc2LXnuReR2Mw/JjWRl7Sh3U59DpbCc7/fr0Wh6E2w5tRWKCFaTJv2Z53HPxXaqnUMCpUUNgUHFr1Dl20ZoZNsLk6WwGHWtZjUsoa0CZg+1fe8NTK3sYSzFVC+Gn3lvffLC0hWMJT1QC4ck/YnlaQUf21KEGz9WSUYK1GKXuijFsXEbe7Sb2pzN1MmxoQN2nNupvpYz29dMxzcPVdixahrsG2vh3sNwzFgwCOtWu2HidnfRrM6XJrj1KFzkUx9cJe5K3+VQy6GgX3DOgbmpm2T6dbblgH/eOiXejbCpYQ3vtjMQsnxaCuJxccfO2we7cmZYf2MPgrYuTlEvX9Ss1kDoZ7RK5bL3neuY2QkOyLr0gI/t5RSvrQVXd78U+mZJyTof0ckVHRZ1Ej8ktjUqavROLJiim1b2xZJamH9kKShy/2dkInZZt+/vhlItbNGn3UhsPLEJi6b0wTzXbkJd4HjJk4F+EeGqquJiLDigvFM8eZvMzGdLAAZLLoYIyRFs59UR1PEqfVUHrVr0xuxlw9+h3ZhFQbAuY4rJi51SWMhyw5oNbERk4X74FbnovWc6lq8V08IX/6g+aHC8t6NUeDjQB+xb9plKRFikohT/qUL4DdoiYsB0oXAXdfIGBB9jyw1Lm8B/wUWc3J4En+BYlGnVAfaDpgk3Uw8pLt24Q3/U6zkY7kNW4FJ0OBxHNYJd28Jo6vCFSPV6l4Bb4ESRxtqMgbmxOfhGX/J7ZXb+kwIwsybPBfuh6fdY6eiN//1aDwPmd8OlhEfw2zoX6+cME9Zm8rkMd9uAAnn0MHxUcxAMyevqmLWXwlhAsN/7OaTcNvL+TVD/kq/Tc2Zf6oDv6/M0lhbx6xo6i78o9AX4bK9LIFxFBF+7wiYY4xWE0hWqyVUpzj1Ne8D3xEa4tBonojmLPI9hrvNW6FaujF3zLopUzbguammXwlDLIaAlTJFcv2J9EdfOKn0wWwJQKNMSsTst7oIfzQahXzU7DKjZGeO6T4Pf8U1o370Mprp0EMo5ATm2d21E5IkTEQZune/YTBKFvWqLeoa0vn6kwsVXEcLRm2JVk128iHkKbqFv3Lp3stK0ZeNfxaLiUxVS96UhFXBmm3oQ6mWhydxGMueTwcdNE3JjSgE9HX3Q/SSXEVRynmeqDSX0iuLPo4G4c+M8ok7+gdOL7sKuVntYz7UVHHdd6HrQjWVsaMwumZ6yJQC5UNceXUe9CnXhZOGE+lZdRbLtNRqbN97DDzZDcOhYAKYGuGP2wXkCWPzVO3V1RacSpsIQ2PbsrLCSu45tJIhODuW/zE3k33c4ErgKdwtroUTpiu+r/teyIztWiT2Cqfty4cOmXAOd6fIAfOON+X8Dn/xm3xgpCpQcsOyXOtHSHrugL2ZtmQj3oStENSVIo8qNwBfg14auE2V/SBayyGTyIVsCkDRykUSNQ4NeYkt7sGSZqlQqMPkvc8eivfPwrYkZApdcU+tL3Yd7gtEJRip8j6iwePB6DLB3hUWe8oIzcifL2s3TxZYsjp86cTcLy/Lp6vKUrsT4M8V38r7kYBSBHIjbv3hmirwf/o7YTc752IYREoKIeRmwzL8vkcOXK1gKF04HY+jUjmhqoy3SND935NfJL2LGnAdF8fv6f+6ybAtAiuEaZb4GF8JuqiXqdMiLOnZ5MXmbO7irhX62kl9W+iD96IIhIGf4h2HJ/ig0rWYm3Cy++5YKACTvSFAQQFWeqGDRYWDyqv/Mv3geJQDOvryn3IHzlvNmXzUT6sDkfg0xyq6isIZrPVDBuI4ZuBFWbpfe8+aFzuAWsLAXEShkboG8VhZCQvy+Owmx3gk4dv0YuGcwveN+yvbZFoAUwySembEZonwScNo/Uby84zlghVDC00Mk/YJFQGtZBsXe6yEgGAg8jnNYEr+MgtCpnZobsf7f0uEdPiKCop8ASXxXSNH0sGQdM2zWx1QLs7a6Y/+dUNwtpCV2Z9PdsjFgLgYu6C58fpwPuTtjyikGSXXBMdluzAgLzAv0wKyBK9BqgBsGtRwCGm3cMc4dRPQHMnxHp3fr+W3B96LvPL2TarTPf5ltAUjStP6mFfje72UpqO7g7SC2qnMXDOsykgjC0T96SXFfFbhDhhtRL58KFkNxwwAjGuLincOHC148jxaV+XT0xJnjkTMRdL/O6YstIatx7gstkENyd8uEYSvEW3Trpx1Fnx5uQmdlR+625otN1FnZl9v6CTQmzjP5NjCCOfRCCMqWKC/0X/bnj4ubYf2dtoLvRVPsspx+1G717XHo799RSK8QizI1ZWsAUhcyLGKIn3yHwuM7jxQO3oxS0aLjQLFplJbxiWIvhTg+f3y3cEKntmLTco/I+2FSXwj3CcXr+KEWgjMRdHx7rn4ZE7EVa2WoCoxPyz8gOtKpIsg668Ih68WW/SaJpfAoP7D61EZhRLkHuuP04yviHRPXNm+3gf3mcwMtvrHGhGVO2LPIDUd+e+1m4g4i+lDluVMX5TvF5++dB79pmNnumGwNQBKRboh9w3bDU7J26ZZg2ccmhsnIDc3iS+FasdcbEHjOJ7k90js2LWDuYN4RdRZnY+hL1AJ3x7i0c8VsvzC4rzktjKP/Gpf6IwHpufM+/PbEws1htuhS4aUe1qy9IVQI1jOVkKIrTH1HL4bThDUY3no0Jm4ah1aW2qjfpQCWzx8mzkYOeuDWLG7gXd3HR/gGM9sdk+0BSAWeK0HPPt0SzH+KRBBO2XhJRFE4Hnc185yeNH90BzB8Rr2OMVy+sDRz1kEs/T1WgI4gSc94ctt8OnpoaT/s9ebahDgs+rWPXJXiTD9j6eJG6PzjNPT+eSEq1jOHR7fZOLwmUiRfl304feesMHpSdMzEi2wPQJlWFC1y/lOdaXBQBHI83USAu1mYT0uirscvbNF6rlvMGBSxvZ0XfxI1Qb4/fyRjnbwQGB4iVAW5XD6TJtT9eO1kPkh8eWvcskHQ0dUXqclXTeEvhQD5FqFLwAThmKZEYfvMSjkGgJ+TYAz2F4l7/fEgvgj0X/d68TxKAIKWbMUoFRycF/1XlwzXU2ftWtkam++EfNCHKQ9OvZIxcy+fsXKROPs4rkDZokZCBNMqFoWZdFAAmAZCU68q+UIlKf9a2Oc79z97yKKXoTu+T0JO9Z+dPqIBjZeO5czE1nvuGfy3oVxGrMSKLdOF2yV5u0cxkckv05z/2IYKANNIQQKJfkB+MfXftm6RQzLqwC8r1K1pju5SBCaNt/ioZnwPuXqR8hjt0go7VqfcmpZ64MT6teG23V3thKYlzMhS6naZca0AMI1UptL/5XMVwop+mAvSSbxhznDwawfkft2Gz0nj6B/fjIbJwP4eYqBpG8ah4Xf5RXRFFKQ6XI64gt1Ddwp/YJnRRsISDrl6KFWrzLlUAJhGOtNipSuEzQm094k6gi/MQAsMow2cvAHlvqrF5pmW6ll2Fk70wLX3MMZ6DDykeG9TW23Q8R3stwRyaqJTAcM2jQC/BPGt0bdiftzgKjKZfFAAmA6CUwwzYkHjYufq6Sl6ctvXievHoZ8AYenKYE3RKBMu6PbhD4R669GdSXDuNgWzDnthwTFvBESfwa8X1yGmaAEw7CY2wbZ1E38sh6HNTJjeO7dQAPgOST5cQCvymwY2ogHdLEy84JnGyRN9LSnqocJPHn4szpL0RB+4dfWs+t58H8Vn1DbkiYjEHMdFaGrSEja122CwxY/iNQDuIMoq8HGSCgBJhXSkVr3HgGE6RkYIOnadP6oDwiTRS+7ICAr9hyzXlEQr3KicMX5ya4UJbVzAOLDMARcGe8F9+0Rwd1FWzDf7AjArqCXdk4tJTihlQUfzjMFWuIFoIXrrmNkJ8cu6rEqGhQ3fe+uxTotw7M/d6s0JPU17iHZVSlaGa9sJ4i05UZDJBwWAGSB4K4cxILdjiO3iif1gtIOfYstK0Ss/RsGCBnjfi+c0oqwdndF2UccU9QQfQ3Zy/8w+KwDMAMXJ6bigdMtcLKmFip852pHWKdIyNyhmiB1HN773DUAdKYbMF9P7+PQD/+yEPC5DdnI+s88KADNI8catHUVP+vtoHVM0i4IsPPDV05GdJsBloJfkgpn4zkz4Bp5BfgPxfZh1oeuF7sf3Ut5pmIkFCgA/ktjcqJq/YNGPHOXju69d5Zu6uF0AAAOASURBVI7yRsZCBzVr5Sj+XAQ5YvKRufVKvh5pNQL80w78G3lyWVacFQBmBdU/8T0v3rsotvSPHvx20wM5oe2Wfgi+GiLuxnPRAm9/KNx0kJAkOS1FbdYdFABmHe0zemd1P4Kqw6JOWHp4OfiHcKiXqivLGOJ7swHgVitGPVh+cMR+sWGBeSZ5qxbzWZUUAGYV5TNwX375gD47fr7DYpaliOFu6L8O0zpMeWe04DexXW614ovo1PX4yY9aZTM3PPjOxFIVKABMRRBNvuRHJek24fsba/quEv47xnCPJ/uagjz/iOgHkLfXk9PZ1rAWn/zIyqiHPLfkZwWAyamRDfIUu3XK1REfGpenS+OigG5B+VJ91k/2DotRUSN1uSZlFABq0mqkYS7kZkxyU36mg+9GF9J7C0CKaXJKfsBSbsdXWOW8Jp0VAGrSamRgLgcvB4GATL6juV+TvmIkk7Kvt1qJCw09KADU0IVJ67S4uYBtk+9olsUtgck6TU7pAqAmP4gyt+xJAQWA2XPdcsysFQDmmKXMng+iADB7rluOmbUCwByzlNnzQRQAZs91yzGzVgCYpqVUGn0uCigA/FyUVcZNEwUUAKaJTEqjz0UBBYAfQdkmrR2RVS+gf8S0NaqrAsCPWI47D6MQERX3ESMoXRUAZhADNj1GILJSUURVMQTzGRwm13dTAJhBCOjlL4STNy7j+LWzYD6Dw2h8t889QQWAH0Hh4zF/4Hj0Hx8xgtJVAWAGMeC72RfgX+3KD4h8BsfJ7d0UAGYQAVf0rqp7Js+rC5VMmiigADBNZHq3kc8GH3Whz6a3eXWhkkkTBRQApolM7zYKL3RLXRie/xbi4hR3jJog6cgoAEwHseSmnt6vv5Q/x3IWFrVeCK0kLSxet0SuVs7poIDmAjAdD5HZTR/EP0DQ4AMY1mUoBrYbgIPD94NlmT2PnHA/BYAZWEWbatYw/8ZM3dP8azPw6wPqAiWTZgooAEwzqd42NDc3f3vxJtegQYM3OeWUHgooAEwPtZS2n5wCCgA/OUmVAdNDAQWA6aGW0vaTU0AB4Ccn6UcPmKsGUACYq5Zb8x5WAaDmrUmumpECwFy13Jr3sAoANW9NctWMFADmquXWvIdVAKh5a5KrZpQCgLnqyZWH1QgKKADUiGXIvZNQAJh7114jnlwBoEYsQ+6dhALA3Lv2GvHk/wcAAP//p/rWWgAAAAZJREFUAwAzmTB/ucLlAAAAAABJRU5ErkJggg==</thumbnail><scenes select="1"><scene name="U7L1-Tree"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="tree 1, size: %&apos;size #&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size #"/></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size #"/></list></block></block></script></block-definition><block-definition s="tree 2, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 1, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 1, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 3, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 2, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 2, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 4, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 3, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 3, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 5, size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><custom-block s="tree 4, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block><block s="turn"><l>60</l></block><custom-block s="tree 4, size: %s"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree, level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%s" initial="1"></input><input type="%s" initial="1"></input></inputs><script><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="tree, level: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></custom-block></script><list></list></block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="tree, level: %s size: %s"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.75</l></list></block></custom-block></script><list></list></block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition><block-definition s="tree 2 level:" type="command" category="looks"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="tree(color), level: %&apos;level&apos; size: %&apos;size&apos;" type="command" category="looks"><header></header><code></code><translations></translations><inputs><input type="%n" initial="1"></input><input type="%n" initial="1"></input></inputs><script><block s="setSize"><block var="level"/></block><block s="doIfElse"><block s="reportVariadicLessThan"><list><block var="level"/><l>3</l></list></block><script><block s="setColor"><color>0,102,3,1</color></block></script><script><block s="setColor"><color>96,54,0,1</color></block></script></block><block s="doChangeVar"><l>tree segments:</l><l>1</l></block><block s="forward"><block var="size"/></block><block s="turnLeft"><l>25</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="tree(color), level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.70</l></list></block></custom-block></script><list></list></block><block s="turn"><l>25</l></block><block s="turn"><l>35</l></block><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="level"/><l>1</l></list></block><script><custom-block s="tree(color), level: %n size: %n"><block s="reportDifference"><block var="level"/><l>1</l></block><block s="reportVariadicProduct"><list><block var="size"/><l>0.80</l></list></block></custom-block></script><list></list></block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportVariadicProduct"><list><l>-1</l><block var="size"/></list></block></block></script></block-definition></blocks><primitives></primitives><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" id="288"><pentrails>data:image/png;base64,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</pentrails><costumes><list struct="atomic" id="289"></list></costumes><sounds><list struct="atomic" id="290"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites select="1"><sprite name="Sprite" idx="1" x="-2.2737367544323206e-13" y="-100.00000000000017" heading="0" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="0,102,3,1" pen="tip" id="295"><costumes><list struct="atomic" id="296"></list></costumes><sounds><list struct="atomic" id="297"></list></sounds><blocks></blocks><variables></variables><scripts><script x="129.0605468749999" y="855.3333333333333"><block s="reportDifference"><block var="level"/><l>1</l></block></script><script x="254.8916015624999" y="855.3333333333333"><block s="reportVariadicProduct"><list><block var="size"/><l>0.65</l></list></block></script><script x="129.0605468749999" y="952.9166666666667"><block s="reportDifference"><block var="level"/><l>1</l></block></script><script x="254.8916015624999" y="952.9166666666667"><block s="reportVariadicProduct"><list><block var="size"/><l>0.85</l></list></block></script><script x="356.66666666666674" y="280.6666666666664"><block s="clear"><comment w="90" collapsed="false">a tree with 5 levels of branches</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>3</l></block><custom-block s="tree 5, size: %s"><l>67</l></custom-block></script><script x="17.999999999999773" y="278.8333333333331"><block s="clear"><comment w="90" collapsed="false">a  tree with 4 levels of branches</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>3</l></block><custom-block s="tree 4, size: %s"><l>67</l></custom-block></script><script x="354.0000000000002" y="157.1666666666663"><block s="clear"><comment w="90" collapsed="false">a  tree with 3 levels of branches</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>3</l></block><custom-block s="tree 3, size: %s"><l>67</l></custom-block></script><script x="14.999999999999886" y="142.1666666666664"><block s="clear"><comment w="90" collapsed="false">a  tree with 2 levels of branches</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>3</l></block><custom-block s="tree 2, size: %s"><l>67</l></custom-block></script><script x="16.000000000000227" y="10"><block s="clear"><comment w="90" collapsed="false">a small line with no branch</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>3</l></block><custom-block s="tree 1, size: %s"><l>67</l></custom-block></script><script x="344.0000000000002" y="11.49999999999963"><block s="down"><comment w="80" collapsed="false">Reset to the place</comment></block><block s="setColor"><color>46,15,0,1</color></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block></script><script x="30" y="419.1666666666665"><block s="clear"><comment w="90" collapsed="false">drawing a tree by choosing the number of branches and the size</comment></block><block s="down"></block><block s="setColor"><color>46,15,0,1</color></block><block s="setSize"><l>1</l></block><custom-block s="tree, level: %s size: %s"><l>9</l><l>67</l></custom-block></script><script x="357.0000000000002" y="410.4999999999998"><block s="down"><comment w="90" collapsed="false">same tree but colored. </comment></block><block s="gotoXY"><l>0</l><l>-100</l></block><block s="setHeading"><l>0</l></block><block s="clear"></block><custom-block s="tree(color), level: %n size: %n"><l>9</l><l>60</l></custom-block></script></scripts></sprite><watcher var="tree segments:" style="normal" x="10" y="10" color="243,118,29"/></sprites></stage><variables><variable name="tree segments:"><l>511</l></variable></variables></scene></scenes></project><media name="U7L1-Tree" app="Snap! 11.0.8, https://snap.berkeley.edu" version="2"></media></snapdata>