<snapdata remixID="9402206"><project name="Recursive tree" app="Snap! 5.4, http://snap.berkeley.edu" version="1"><notes></notes><thumbnail>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAMqElEQVR4Xu2deZQU1RXGfxg10T/UBJcYZHFDRXaJAUVFAyJgQEFxwhKVoAFEI5uIQNQAIrIZRCCGoIYlAwoKERAhgopCFGUVUdSgYIxbov6hiRrJubyp09U11V3LTHe96vfqHA4z1ffed+/3ff2q3lI1Nfbv378fe1gEEkKghhVgQsjbZg8gYAVohZAoAlaAicJvG7cCtBpIFAErQIH/8YVQ72Ro2iKbjL3vQO266tzQ/vDJR/Dgo+r3ZvXgm2/UzwcfDJv3qJ+vvQJqHgOTZqrf3TGc6Fs2wZ634LKrEiVfh8atAIWFXl1g3tLKfFzYDNZuzpx/9q9w/k/z8+a18cZwvHO1qYMqipiDFaCA3fsymPt4Zdgb1oId72XOdzgHVr6Qn54O58LK5zM23hjOJ7naLCL5OjRlpgDLOsFr26FHHxh+h78Ad2yFso5w0EFw4zCYNhH2fwtHHgXPv+rP3blnwmefZnzumwjffgvlK6Bhk2wfR4AT7oAFc+CMRlC+XAdNFDUHcwTYviWs2ggvbYAft8oGOVcv1egE2L4P5P9r+sEnH8Nd92bu9Zz7Qbnvc36+7WaoeTQ8NCvjKzG8hxPbfd7Jzcm1qFJIpjFzBCj45hKafNbxXFjhunReVwZ/KIefXQB/eUaxI72Z9IjO8eu+6qffzc6cc9s4vk4sx8rblpv7fDkmo5GCtlraAmxcG7bthQ3PQavzwBkQfPwhyArkMcdVBnfMrTD67sx576DinAbwwk71+Vknqf9fflv97/5Mfvf6emM7rXz0AdSoAUcfm8nRydmpoaAySC54aQtQcG1SF7a+oxB2BFj+sOrJuvfORn7ETTB+WnZP6TfylRHs7RPg1NOV/+5dcOfwyiNpt6/TszltuFteNFf1rmVXZ3L05p6cRgracukJ8LN/w5Hfz4A2cyqcUBvGjoTDD8+eVvGD1n0JbH4i9B8C1w2sbPnkMrikszrv/tltOfs+mDEFXvm7Ohvm8ipfki++gFHjYN9e6D8oE9FbW0GlUZzgpSfABQ9Cj2uzBeiQKD2f9DLeo3Ed2PauOut3yZs3G3pV3O+F5cXPxx3b3aY7pjtH+fK4BeitLWwuGtuVlgDHjYSR4yqEVAeWrIbVK7JJdPdCspoxuxzOaqlWMGQk6yfAzz+HI46IRqOfjxPbaevljdC3LLOK4u0hRYDtOkLXdpkviLvGaBlpaV0aAmxSR4G7taIXkyUzWQ470KO5ejeHgkvPgyee8yck101/y9Nh465wJOayzTeg6NQalq/Pju/O3V2T1CuDKBlgpfwoDQF6SfAOHGSAIIOGoGPSGPjTA7mJ7XMlzHkkf5R8NiLAX1wPQ0cHZaIGNe6cwywDBkfVziK9ArypD0ybUxnQr76CLm0U0dMnZq9azJisBgWz5kLri6BpPViwDBo0VpPNM+dCv16w6Elo0CgT+yenqcnr6Q/B9T3g668yE8+OlVxWDzkUHlgAA69RE95/ez0TY+d26H4JzJoH/XurSeqd26BHZ9iyB9Y/Df16w4DBMGBIxk9WVwYOU1+Mpevg0EMr15wLC+3kVjmhdApw9BB4YrEi/MU3gmFu0xS++z348kt4dmtl+9d2gCzPyXSNc5kUn3Vb8sducQrUAF56M79dm2awbnMmtkwNybLbGQ0r+53fBA47DP77n+D2xfvs+uoLcWk3GDM5GAvNLNIpQC+IN1wN9z/sD61MFjsTxWHAb3Ey9LlB9UTVeUjPO+d+2PRW+Kj5cs9Xc/gWErcsDQEKjH2vgtkLswGVHmpTQO/kR4H0Qn49pWPrNxINGp0GxcwlBb8a/GpNXErxEigdAUr9cq/mvu9augi6dA+PjEydXHmx2rSQ68g3kg1aNpNNBo88FW1Kx1uDt8bw1WlpWVoCFIirulrQqzPMWwb33g0335pN2pqV0LZDfiL9bJxYTuy4UqhqbXHbLaBf+gQ4bABMnKEg2fM21KvYEOCA1LkNjJ0KjZtVHTbvlikZtcqIOd/htfHbdhUns22bYdQgWLYu29uNgRubOG0k4JM+ATogtW4IRx8DnbvDlLEw5QG4uFMGwjd3Qbf2mY0IccFdUg5dy9QzIM5zH0GxHFvHN8g+3+cyYl68Ck6p2Pggtk8th8HXw+BRsHSh2qe4fkdVWknMN70CnDoe/jg9e8t8LhjvGgXr12bv9wsL+fvvweQxMGlWWA9lN7QfDBkNx9eK5ifWsl+w9YVw29hgX1m+++VAGDQi2FZDi/QKUHrAqN/6s06GlyNMgziESW8jPWyUI46PxI+T43mN4LntUbLTxjY9AmzfCmQjaa3a6t7v2v7xvvWySiErGlGOOGKK4xMnN6lDrgYPzoS6J8L7+6DmsbBqQ5QKE7NNjwDdEMnKhYwoo0wwVwXiOGKK4xM3x+Ynwfxl/isrcWMWyS+dAnTAce92jgLYle3hkVXhPeKIKapP1JyqikH46gtqmW4BCjQb10PL1tFBuqApPBOw1luse8AoubgrjVt7dLQK5qG/AP0mhItNQtTeTPKL4xOV5iABBmEXtb0C2OsvQCk66FmKuJO9w2+ACfcHwxpHTGF9hg+ECdODc/BaBNUchFn0FgvikQ4BOqWf31jtVFmzQr30x3sJnTIOVi6F1S/mBksudyfUUTftzjF+tHqEMtdrN8KKyd1qPh95xYe8Y2bEmIxHz86w7938twXtzoYOXWDwyOz6pCZ5iVLbjmrHzbPbCiKWQgRNlwAFAdkLGGbfW9e2cFoD+PCfsOvV3K/T8KIqD5O3aJm9G7k6BCg7nDdtzDzkHsSmbEQ9/Uw49ofw+k5YsibIIzw2wZGKZpEuAbZqABsqHgoPA1G3drB4dRhLf5umddXGBOlV4kxES28t00VbKp5LjpNJ1BqiYhQnp2r0SYcAfzMUHitX29jDHkH3SGHjiF2cfYVxfHLlFLUWsb+8DH47KUqVidimQ4ACTdBeOzd8FzaHta9UL6ADesOMueFiRrENFxGi1BQFq7DtF8guPQIMC8DUu2DQbWGt02VXgrWlS4C53mxQLBl17wCLVuZvLYxNIfNNGqOItaVHgM7uF7m3uns6tL1Elbr8MZC5tOF3wsQ7C/+wtkwF5ZrmyPdZRGJymsvlddjtMEH+TYdOlyvTNU/CrQPVMzBxdgpVV34R46RHgN7C/O5zoj4BFxEsLcz9akzRPZ8Xw3QK8KqOsHBFZT1ccTE8+lThdTJtAtw0PLsdv3OFyCRXjbkwKUQO1RgzfQJc8mfo+nN/CO67B268pRrhyRPKvdRVzGWvfDXmw6Y4qERuJX0CzLcF69N/wVE/iAxCbIfFC5Rrtx6xQ0R2zFdj3O1pkZOoPof0CdDvDaOCh7xdStaHi/nGqPf/oZg4/kfVx0hQJLnfk3Vf75u0xC8XNkExE/w8fQL0AyvOCyQTBL1ami6RmtMvQO+fNLioOTxdzasg1aKYagjira0E/pxD+gXo5fWh36t10P3/K+79YDXoK2cIue+r8R21Hn7NrwrZUtFjl54A427wLDr0MRoswdpKT4AxeLUuySFgBZgc9rZlwArQyiBRBKwAE4XfNm4FaDWQKAJWgInCbxu3ArQaSBQBK8BE4beNWwFaDSSKgBVgovDbxq0Aq6CBm9u2OeB97xrPi8OrENM0VyvAKjD+tWwABQ5x/iJ7FWKZ6moFWBXmZSu+HDveq0oUo32tAGPSv3v3bk69XF2C31iylvr168eMZLabFWBM/ofUOY7JRxx8wHvI598w+d0PYkYy280KMC7/zuXX8beX4VhIWgHGgq3ira1uXyvAWEhaAcaAbf78+fQcf0tm8NGwFvNH3EPPnj1jRDPbxQowBv+za9ek795Psjz9zsUIbZyLFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl40VoHGU61WwFaBefBiXjRWgcZTrVbAVoF58GJeNFaBxlOtVsBWgXnwYl83/ASGKRuSP001DAAAAAElFTkSuQmCC</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="true" sublistIDs="false" scheduled="false" 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LncJsq5vvZiz5mYwNiHregN7xGkWg9fduZQR6X9k3ScH9H+kEbBvLpMd5WTdRyI2EklsElm3OOJYLGv0IiVQfwIqwPVnrC1UQYCz5jgwjgf4QsBbHwhWJFuUABZDynAj4H5CGWZCCvcKV7keyeuZz6ELt4Pxrd7zq7z66sth6YWvgXkcCMeTdSeW62ZSAY6Eo+8Y0EDxSZ8F8HexaJmV6JlnZBQMXnfdZTDu3TcA+jXZguwI7yv9j0HFdUMlAY7s+ykg/sEivDdhEs2dK6EqZSS7DwiXoAfb0tPujrht9vNXuO4ehcgcNiNSuRHw4jpSLwDem0DwJED7h/7JuROS2qLXK4F6E1ABrjdhrb9qApxJ/RtEEkpxEQJei+YUX6pCgEuZkEpBKiqm3ysron7qCoB2IuuWWfyiT/8njPkc8OY0p/y6cjUCHImc9HceWSeJE8DTJmfhdT0F5p9QvijHrxYLbSZ1JIh+hqDn4zTn1Vx0/z8knCVZNyQZxEhOiSXA01KbwQuTOrzVf2qXffMuwDeSLUqgj8Slb929dOewGZEqCvC01GrwSI4rjQPzXMoXNVBHYk/oDWNBQAV4LChrG7EJ8LpmXYyjAwH+HAA5AjQ+uvlpMP1WIkgNrmykEXAoRJlUODqjfFFCLlZdOGteRMBvgehmEYcozGRvfS+B6SrKF44eYp9EsWK+Ps5u5QGi6k/JAN5sEB9LueIp7JuXAbxM1m06XCfCONbAqmTdqpxNHQ2mk4BgOtnufJJOj7gJK5M+BcQyrd1f1GXN+jwQZIp+ecq5NZK0N9SfI/trJAGOInrJrnVZj5f320IAzwF0Bxbxb+gZJ+vXWpRAUxBQAW4KN6gRoVCG4gtZW5UNPA+CvCuB4DfgMNCEAWPLSJAfRuCdRXPm3VgS2HADz17ldg5LzOhQgAfFjU5KPYqS9aIEspCgGTLVSjm3b/T/JfHD56MUhLMAPp9sURLLo9oRcHivnz4TYBH7WwBsXSlEZjjlHPDd8CTGM51HtnBY4n76A48hsZ+SDE8ykyBrzHLm+q/oGn+MRLWKjhpJ5LESk67xa4wm2lWpzyP7a7AA87SpO8ELZOp9kyh+9b1gFEH4MuAdCA4kKcVnAEzGIqynIpz0idDr60VABbheZLXeYQmEx2eWxu/okYJk2KlYOGteA+O83jVWzqa+Afa+D7BszHkf4DsAkvR9O9RKgDkzZW900YvDHVdiP3VmaXc17qa8k8xCA0opFCV+DJC88CXp/d8Q0L0gPi7pCLi3Ys6abjAmx4l21RclC/wq2erORZdGwHwCQFuC8X+lkSQ/COB0skXZdDaoz1PuArytS7uVi0MEPzyS1MNrUL5bNkhVLLEEOPwgkZSPJDMlSwH0BCj4FeWKvyuJuPkpCN+jnJtUsUG5fuP0ingP36h0nCtOXXqNEohLQAU4Lim9riYE2Df/AmNJyg9/ZGfIy32QAPf/PXzJArLWuCbAi8gWe6erB4tiohFwpXVM9k1PnKndMCUi8wEgknzEVO1O3Ci14mm9O3srOSLaMX5EtSn8OGMkTzHAnAPRBZXq4WiqvP+xsYF+Grp+PlIfKgtwahFAckTtBQBXDLcBLrEAZ8wzIHxA1n2iEl/9XQnUioAKcK1Iaj2xCXDWvB9m/8kVDqx00+AR8HDXl3YkL5Bp68uHDYSRYAqa/dTDIFp5pHXMuAI86GPhHYAfixMIY8hHiG9k+vfUStPPvfdFO5+PIusk9GSiUgoEgg3JFmOHeawkwOGIVNbPmV8nW5Rp4hHLSAIcBQLZC+9NmNy783rYZyLBCJizaUk08U3KuaUq2aa/K4FaElABriVNrSsWAfaNrGn+EoRNKedkarNsiSPA4Qu+JFLngXmzwfllK42o+oQrZtaeqgQ4M3UTUPBQnFCQjRLgvlCY7H2a8vMejuXMkH1ps1i5EXDonwRZpsr5K0kozLgjYM6az4Ahm9d+QNbJbnktSmDMCKgAjxlqbahP6MLk6sGVAFYGe0cMt7O5nygOWAOuINZlkiFU3oTFmXAUdAAIjwHBXiPtHK5GgEMRyqRmgmjvkZIhlBnN1X0EzL3JIJgvo/ziiFZxntpYAiwiTd4VYHwSTBdSvvzsR1kB9k3sZBBxBLi0Yzo4DaDXwbQn5Qt3x+mvXqMEakVABbhWJLWeEQlwNv0LcLAdQHK0qAuglwCWNdsVo53NjyDwzuzd2VyNAEcj4TcAPETWfbGvjjJT0Jw1PwDz/gBJRCk5SvNBaW2RJamDBPDIgfhPlCue2r9z1QpwZN+I6QAbJsAJ0iEOHaEPPwLmbOooMH0ZQDbaKNUN5h4QJITnCgDnQXQh5dwvB/Id+sGUNB1iOQGOdkzLRrGNoyNKbwK0EGA5VtUD8HMg7zbKFX6kf9JKoN4EVIDrTbiD6pdRVNk0d76R6b1VQLhqcN5azqb2BHs/GLCzmfk4ynfbuFPQfWI7I7UdeuhWINibbPflJdFb/EIPjwQBh4P50yD0gPEAPD5lSLKFjPk+PNoFHJxKtijxoPvKqAS4b706/hGhaHq9bmvAfUedKqyrlnuUy42A2U9tC/KOQsDXU979agDDUrKGo0HYDIwuED0E4AzKFW4ZPAJmf8pegHcZunh7mjV0F3aZj5a+XdCcmeKDSHZ1998x/UvKFWUWZrFfS3mW5YzzK2SdLJMMKSM94x30p65drREBFeAagez0aqL1w5MG52gNc/USjhk8yhnhZX4s4O1V2tkcnuVcDoyfjxTqcciILJP6HYh27I1axdmUBdNKIJoIsMQIfgoBfk15d0k1fhuNAIcfBKWR4clxdlKXPiDqtwmrVzxBfMzgkX5cNnGmoEeqizPmW/DwXQAfB+h/QDAfTG+QdbJ7XPr/LphvonzxG/FtCo8hHQmGBGFJlXZMB5eT7T4pTh2l2RGcPPzzHAZGOTdOPXqNEhiJgAqwPh81I8C+mQuCo5yTM7Cy8/UhMFJknYSTTFSinc1nAJAgDzIiSRpO8d8S0IOs+xT7Zj7AEoz/52SLxyYyZLhRUMxjSCOKjm9ih4msrwCbAeEuq2EzWgHu3yb7KRHIIwEKyLqJ7Jt/SgANsi5ROEn2w36tEmaMem/C4SPtmC7/MRg+z0XKuU9Hz/ODYKSTPovVMNV7OoOACnBn+HlMehlGshoPC2ZJokAg7zgsogw9XZCsNsMWzk6aTLnX5AjR8L+vl14HXZwHghPijl5KL8tV1gT3SNhBOSu6QtLMPBXEM9Y54ErQ4yZKqJcAs2+GTfhQye7Bv9dSgHvrDjNQARJgZQ1Q17qUe0X8GKuwP0VmUY5DTw2evXGcBwcngCgA04lYhIxG0orlBr0oBgEV4BiQ9JL4BDhjzgDh4FIYXj6HrPtxefE1x4NxAFknU4RlC/vmdAA/xIQgTU92y4s5VmE/9VeAtgfTHpQvXBPrpn4XRWuPEoWrLwFDKO41GAFH9XwVwFWVUgXWQ4DZN70pD79G1okQV13KrwFLYobge71r8Uka6IvoxXQr5QsS4jNW4fWnrIwFXgHAiM9exF+WOC6gnJOsTsOWvmcvDAbG51LeHR7LEL1ICcQgoAIcA5JekoxAmKCdJflBKWH9SIV9IyEp/07WyW7ZsoV98yQYS8WNoBW9YCWH8HwAb/bmBK5kz+Df2Tdh3t/+EZJqJcChjVlzIxibj5Qsvk4C/B8Q7qec2ykpk6GMhu6CDiOeDcoTnKSdKBew7JCfGDcCWMizFNHqfbJu/QrPk+Rb3pSskzYqPaMfRJHMlqh0rf6uBJIQUAFOQkuvjUWAs+n7wEEQJ+pTlKjgZhB/Y/Cu1GHEUCJo/Y5s4YBKhrCffhjglcm6NdiXyFv4PVm3X6X7hrQZxgjmIhh9o59aCnD0oeAAfrocr1oLcCnaFa1XLnZ2YkaDAnH0zYIsTam4Mb/7t8m+kSQWYS5g9s2Lck6XbCFGBK30BQB/Q+4bUXzDXfckG/W+ILuuK/U35EWeR7nCFpWu1d+VQBICKsBJaHXwtZyZuknc6EhJBDgSoN8D+OLgHafDCLDslP3VcNGuBr3AJfn60egav06YsSeTvgAk5335QrLFiuI9tN3UMSA6vnc9u+YCnE0dCKaZAN83XMamWgpw6YgPbQ6i71Cu8JtaPNL9p6BZ1uzDdVM+nmxRMkQlKuynLgBIsi9dJB9aUQQt2UNwCll3XLnK+kXJ+n7l2NVGMjr9haz7ehzjkgpwkr+VOO3rNe1LQAW4fX1bs56xb+4GaBrZgolTaVwB5mlmGxDvBaLNoh2rC2RaFEynki2ECRSGiGHWDBvtqvc6nrZSCt4EyZs7G4AcOZLds1wKsoBFMi0K4HEA51Za++TpqQ3A2A9MW0fHoiS70SNgCeKQPM9un40SlnHRwu8AvC2I1okCkSwEk2QhWhbEFoFEiyqdnR2tAHN4ppn3B5MPpndALAwkCMpCMD8L0O0YN/78atMIRgKcA+HhEptwA8ALIL4bhItodlF4ly3sG1kLPxjABjLdD2BcKVhLWM+/QfwumD6OYMEqNOeN4rDPRYUoWeyntwTxUTLdH6ZNBF4B8wNgupzmuDtHti/ZCJj9tMxozCHr5LnRogTKElAB1ocjFoForfZvZN2OlW6oJMAsL0A521l6yc4FcA/g/RYINuqXPehtgG9GsPDIwS9d9o1Eu3qQrJONRGB/6gqg4AcI8AUQJE2hPNfzAPwDXnA5ze6+tU/8MundAD4ERBsCLDls74bHJw4WiTBhBIdiLRt6/g7w5SD6aCgUDDmWItPadyLAiTTHPVGRiZ8+BOCdS2ddsQwIr4MhR2z+0P9DgKdP2RyBJwEq/i8MUBGmAaQ8gD0TJmO4UlZEw7SIpYAjf4MXnEKzu+/vY1ESvq+C8CkwVgYgPnkKoBvIFs6u2Kdp5pPwIBmpJMDFkiBIMI1zwfxfgOQs96YA0iB8ODjRQfhxE5DcuzVAE8D8GEBnU75wbZ9906dsjyA8E/7/AEwNP6QYT8DDzWDvl2TnSfQy+UD5s+T7JetW6m9z6WNs/M8B+gIg58nZSnYnwHsUCL4NYCsAckSuB9YtQ6WcxkM/+hJMQbNvbgLwf3HWlivx1d/bn4AKcPv7uCY9ZN9IaMc/w+M9aXZRpozLj2hirAFzJr1b/5ft4MqidcSvRC/euQD9nmzhmPCFO33K5xF4kg/WAiSj8uXDIyssoSSxEuXdxDidZt8cAca3QJDwmK+D+AZMpMPocfe+JKEnW5S1yGFeyJKOkM8F0w4gyAhWjlHdgJXdoXRfOIIDZ9O7g1miKn0qTAQPyIawWWDciLw7q1zEsIECYvaNAlT0psi7GtR1TLkjOdHRK5n23SMa9ZcCjsxxF1fiEcaCzphDQZBNWTOi2QPp1z9BdBXlSrvIeQssgdfNWQDkY2IyGM+CWHabSzID+aAaTsBClryBWQrz+Uwwyb0rg/EcCJeQdadVsi8S2vkAvQGwbO4r+RzsAPLhBTvQ7O6/lq5LnwywTC+LuM4D448j7V6u+CzGFGCenvo6ApLoWl8i6/4Sp096TWcTUAHubP8n6j1nzT/AIii0B9nCdeVurjQCTtIoT191DQSLfgbQdgBLiryF0RRiEI50CSfhbe+XWH7RdATevfDoIJpduCBRG7thAvJGRny7RGL5HIgvLRcZqv8acChIr6XOBpEIlwitTHPL31UprjC82wGaSXbe80lsGiDEpUhYInoy/TpEVIZ+rISRnw6tJh1hb7vsT10L4IOAYNvF8btZ9rbL9PCrYL4Rk4qHyAdHpXPAUeSvfYDwQ0dE/Xpk3CF07fAjzrLP1fT0AQh4JrxgS7w1bjaWCyRa1bFyPgggCbQiI9jxAEnqx9vgjfsJzX75xWq5L2ZReQqa/fSu4OBqgB6mfCkQjRYlUImACnAlQh38e5iqLYCMwrYEsCo4XEeVIi87GendCVp0POVemzVAMGKMgJNiZVkXlLCW4P8ioB1k2pd90z/albzYnyTrtkta9wDbM2Z9EGSzj6zfLVHKjoRz+sevLrcJi/1UEaBlwbiMtW4AACAASURBVPSlWmbW6b8G3G9adddSggMp/F4oatF0/WjyAZcVvzCDFctU7zuDz20PJ8DhOV45u83YMHpW7gbjBMq7J0flH9/cBmB9sm5y/yhZHE6H8y0AfRTWLUulD6GalHKbsDg7aQZ4nJwh3qa0t4CCcLsBhUsrLyPAvfBwcaWUmzUxUitpSQIqwC3ptrExmn0jU6inAnw/4F3af2MUZ1M/AdPeANYC0A3gOlh3iLz4ajkCXjwKMXPB/A7lizI9WpKdcJQWyDldGeUsX8toV2H9JRGRNd+N+otIlLJwev+UhZEYrE7WSSalmpZeAUYX74Ee/Dhc1y1tLMtFDUm2IYkU8SC6cDp66GoAR41mBFxWiGWzEzBXQnwu9kPpHHAotgM/Xh4NN7vlnNhTsxJFyZL13zUBb73+swucSc0C0bLVhD8t3+fFI+DoQ1BmS+QDSHz9PIgvo1zxZ4t5pLcEgn3C3eYlP0iwFS1KYAgBFWB9KEZFgDOZj4D+eyaIdwJDNsHIrtrxQPBSnHPAcRrnrJEYvGvKqGfw9eynrwF4NwT4XKXdrHHaKvsSzqSOAmjvaM0X8IItejc0RSEdd8TC+WvRs2/Kpq2aFvbD861yhllEdxbA5w9en5Y1a4Bkqlo+UKj3GE9NDRED1lkxjfETZTr9JrJONnHJmrxsHLsvbEvWhBHmFB6QwrGWdoS75z3cAfC1ZIu7D30mzKsgvNAbk3y0bUcj4NXALMsf64DwBphuBH/0MMrnZW1fixKoioAKcFXY9KbhCLC/ykZAz0/B+Hy489W6pUdLin0jG752RsDr0ZyiBNgfUKLdtA+TdbI2WfcSrvm+Yf4DRoGsW5sz5rhw1EferpSbd0M9DGDfSExkSU5QMWpTqIGlXeJdZJ1sVKp54ezUncHBddGU8gnsG9lMlcZKboXeTWg1b3Sw332zCB5vMtwRJ56WWg0eyczIDXHP+o5kL/tGpvhlR/xfga4Tyb4iI3stSmDUBFSAR41QKxhWjOUYD/gKyhUPrJYQ+6ljADoRTF8pF8t5rAW4ty/hS5nxIChcK5a0dXKkpualNJ3Pa5N16SSVs28KIHquXtGb2DcnApBd6XfJMaFafGwl7F9ZAQ4/QjLp3UH8R4B/Wk1AkD4/Z1O/Aeibg49RJbFVr1UC5QioAOuzURcCYfAHwrnw6P/R7IKcD01UoqNGN4dBOfKFn5S7uWECnJ16ODg4HcT3Ua4om9RqXthPHwrwL+DxRpWCWQxuPOLyKEA/IluQHdQ1L5xN3QumLUD4MeWcpI4cs8IjjID7xDOT/lkYfMMLvtB7RCmJgTw9/WkELDv/D+4NipLkfr1WCVQioAJciZD+XjUB9o2MjvxK2Y6GiIcE1kDwihwlIVuUo0FlS8ME2DcOgEyxy1T7kLXpqqFFN0bBSv4r+WzJuu9VUx/75rwwn7J1Hy0XZKKaevsEzjdyHGkJEL1Xq7jSce2JI8BSF/up60tH2LxVegN3JGhDjn1Zsu6zce/R65RAEgIqwElo6bWJCcTOdjRt6trw5NwpbwtgGoD/DI5sNFzjYyXAfdG2gC+AIZl25kfJAl6XEIyUcxJtqWaFM6nZIJJ13MxoKmXfSFzmHsoXp4+mniEfSVlzMxibyM7zMNkF80R4JEeMBkSpqmWb/euKK8AlETZvgLECCHPCsJsBzaQ5854b8cPON7GzJdWrj1pv+xNQAW5/Hze0h5WyHUUbZuQ4jcRtjiIv8RYAydnbsnla+0ZhpZCGdd2Exb6RIy+lyEtyLpixrsSaJuu+wOuZz6ELt4OxL+XdJbWAzX76bIC/A15uxdHusi3tUn/7TYDOJ1s4pCb2ZYxED7sYPdiWnnZ3sG9uBjAdhGeic78hq5FSLI7WjkQCnDXHA/RDMMtO7cWRyQLODruxL2G2pNH2Re/vXAIqwJ3r+zHrebSTuWy2I/bTPyRbOKdPVH3zPyD4bpxE7mMxAg53Or8/4VyaO/ftaEQlAUBuJevk2I9Mc14O0M5k3TKjhcrTJ09H0CW5dI+OG6KxUpthyE3gFHg9n6DZr0qSilEVDuN48w1kixKnWUaY5wPYnqyTxBfg1VdfDkstkHVTyUpVl5JIgP0pewHer/vnFR78zA0aXSfKllSXDmqlHUFABbgj3Nz4TrJv5oJQpJyTRAYjFvbNQhA2jxNBaCwEeLCx0bT66f0FkrPmRXC8vLUjdZ5980oU6OL/KnFK8jv75m8SxpKsWyXJfUP7nn4YxCtTzq3R74NJBP7HcY9Jjab9fm2OuAt6gKBKRDfG/WSdZIAa+dnLmofASNUykEelNvX3ziWgAty5vh+253KWtx7nHJPkiWXfMN6bsHzviHNEwRqDKehhBPgDMH1zQOYeSTHYs1DWFX82Ut7aEfuSMVfDo20pV1iuHo8lZ9NvI+DbKe8kwlfiwr6REe1P0DV+7f6pCyWZAYivIOskScKYlEQjYBmRL71ApsRHfN+Fx9765X2udUfq9bdVazu1vrEjoAI8dqybvqUoWfs6Sc+cxu0Y++b0MD7w0pSiRwpvDndfaU0Y15AtbhKn3oaMgMPIXHQQ2cJTA0ZamfQpID4cixasRs+8IbukY5couMX1IHyl1qEbe40IQ2sy/gjydkkaNITXXclg3ISXwHQG5QtHD+i3n/44iGfWKvJUHGhJBFjqYz/1MALsPtyab/j7xukV8R7LrudzyLofx7Eh6TXh2Wzws2Trc2wtqT16feMJqAA33gdNZUG44YhwP+WcZPepeWHf/AuMJSnvZCPTqEsjBHgkozlrHgdDYhFL5p/YpRTtiu+pdOwqdoVlLoyO5WyVNEpWFO3qHcq5DUZrQy3uTyrAldrkjHkGhA/Iut7Uj5VuSfQ7Z82NYGxez41piQzSi5uCgApwU7iheYxg30iSezmC8bX+ieJraWGY7B50BeUKVUfJ6rWn2QRY7IqiZEkO2n3jcAujXQW8NuWTRbuKU/dw13DGFODFj5LFGXNxODKvQWjRam0efF8tBZiz6d8AXLdoV+wbiZktCRm+TNZJRiktSiAkoAKsD8IQAlFygZ0Q8Lplp+zWS69DTxeeTYqPS0dYfgRgPQAPgb1DKT/v4aT1NLUA9+atpWArynWXkhSUKZxJHwbiM6qJdjVKZo+C6XDKF84c0b7slC3A3j3V5Fmu1r4499VCgDkzdRNQIFHCZGPg02D8opqjZLK/odzfQnTM7hkAN/Ymr4jTP72mMwioAHeGnyv2MloflPSDck5yEpgDUJjkXAL7LwPQ9gPSEcquZvADZIvfHPEFPs18FsR7g2gzABLPWJKmzwHhTTCmAli3lF0GN2H+Uj+i55+XIyCxSzOOgMV49s3tAD4xUpSsKNqV9Pcisu77sTtdgwvZN78CsF+UO1d8MmxhiXYF/IuskwApTVOqFWBea61lMfH9X4CwY5S9S6ae54EhiS4kAMwEAAUwPwCmy2iOk2hu5T+g/NQVAG3Wf9c0+5KOkG8F4R0wVpZEGlEO7dcA/BOEq+q1zt80DlJDYhFQAY6Fqb0v4umpzRDQnQA/B/JuA3WdT7NffpGzZhUEfAqIZNesHOGQXKszwSxHZIY918sDI1pJrmBJTj4XwD1A10WDd1gz4ME35wK0C8ApAC8AweVku0+KQ71ZBTgS4ddB/AjlijsM1xfOpmaDySPr/Dh9rfU17BsL4oByw0fJ4mzqFjBtXOs8y7XoR1IBZn/KsYAn55bXBKgI8PWw7mAqiWNfiTJ6SerHreTYFoCeMOfvCBG02DfhuWEQ/Q0s0dzClJALwSy72o+mnHuFp6+6BrjnO+BgO4Ak6ts2NLv4QC1YaB2tS0AFuHV9N6aWcyb1NogWAVi2JMZsEdAhmOPuxjRzGDzsGL14ShGtSKaX6fdkC9fFNZRnTM6ixzsBoG0ALAnwEyD8inLFK8vV0dQC3Ju3dpgoWbWMdhWX7+DrRoqSFS0VXFzvPMtV2x4nGUMY0QrfB+iTAD4A+E50BcfRrFcl8lqswn56VxB/HRxOU0vMb8n/OwsBbsIcdyamma3h8TkASchQmUl4F0zjKF+fo2SxjNaLWoaACnDLuKqxhnImvTWIZTruPTC/CCIZOciXvpR3ATwVRUfqi2g1GoujYzmHAtg4erHdC3gnkZ33yIARSwPOASfpVxQla5cBUZiyk2aAx0nc5KPIOjma1bDCvpEjN6eCFq1Puddm9RrCYTQyvr432lXDDCzTcLkRMPtTNwaCYwFIhiqZTn4E5J2V9NhV2Q8+P/VDiXoG4OOlpZmwzAJIBtMyul4aTJ+lfOHuZmOm9jQfARXg5vNJ01rEmVQORNPIuq7oTO9h8PibNLv4+3oazdPM4fDwrcXrxXQj5i95uKwXN/MIuJ+YvQjQG2QL8jEh68N1iXZVrQ8GR8liP/0IwCuRXRztqtq663VffwEuret+cAaId+pb1w1wCc2pb4pEnp76OgK6AsCZcnaYM6ZHEj6Qddl69VvrbS8CKsDt5c+69oYz5lQQ9gLxj8H0OwBHjOUIjoFx8M3ZAHYFMKW0NhfcCXj7k3Xj6tr5UVTO639sNSyY/4JEyQLJ7u/6Rbuq1swwShZYkko8HUa7mjBxTXry3y9VW1+97wsFmHAhGLJcIXsNugFcB+sOIUCWSsakRDMIp4H4G2A6HYzLKe+OGpPGtZGWJ6AC3PIuHF0H2E+dRLYoU3YVSyjA4H1B9FGA/9jI6UkuTeNKtqTPhXl5JwST6Mnu1yt2okEXsETJAh8BggemPShfuKZBpgzbLGfSu4P4ahB6ENDpg6NdNZWt609ZGQs82Z39AYDbQYuO7z99Pta2RssMXwGjlL85pgAn+dsb6z5pe2NDQAV4bDg3ZSvsp08ORWHh/NXp2TcLlYyMRsCyZvggWVfTZAGV2h7pd/YlEQIW1iq61mhsGdHOjPkQFOY5NvVqYzT1hgE6CCuSdUuMpp563xtFrRrfTFPk0TS+JH04PY4A8zorpjF+4lyATiNbOKbezLT+5iSgAtycfhkzqzhjHgNhObJOpvFGLGFic7k213zTvWFSeOBKsm7/Sv1o1O/sG9moJrGAd2uUDSN/yKSuBUhigcsGo6Ys7JsLAexJ1i3VbAaG0+KlPMhy9rfS39LzYLxNebdhpWv19/YloALcvr6N3bNwxyvhGso52eg0bGHf3AZgC6A5R3DsG8nNex6YN6N88e+xOz+GF6oAjw42Z1KbgkjOzn6PrJMcxE1V2DeSgGMFAPeRdduV/VvKmkvA2L3/zvim6ogaM2YEVIDHDHXzNsS+uQjAtwFcTtbtPdhS9s2tALZBwFfBo8827RRq1twJxnSyTjZoNV1RAR6dS9g33SDMppyTjVdNV0oCzHcC9HUAd5J12w/zt3QZAAkI8luyTgJ+aOlgAirAHeh8lgTlAfYFYUsQVgWH0X7kn4XhhibgWTC/DvKmArxaKYweXwQmyZS0V7MKsLgynCYvrVFLUommKirA1buDfSNJDD5D1q1UfS31vTMUYMblIF4BIBHXAKCXQCyhLicBkAxZ74EwHowuELrAeBmMe+HhYsq5B+trodbebARUgJvNI2NkD/vmJYDvB7xLB8V4Pg2AbLRigEWUnwBoIyxEBuPkCFKTC/CM1HbooVuBYG+y3ZePEc5YzagAx8I05CL2p+wFeJehi7enWUVZCmnK0ifAi3A5xsMC9BjAkr5RYqrLu/Z0su6IXuNLMaODfQCSNIXyoaulwwioAHeYw5N0l/30IQDLpibJXCQjS0koPoVssSmnePtebJnU70C0I1nXG6koSbfrdq0KcHVo2Tfvgvkmyhe/UV0NY3MX+6luwOsGWJKOyEj9aYAuJFuQs+talMAQAirA+lCMSIAzZn0QHgPRr8B8AICJZJ180Td1Yd/8W2JSk3WS3akpigpwcjewb/4pMZjJuo8lv3ts72DfBGDMh0cXgPn7YGxIeSchR7UogWEJqADrgzGyAGeNZEK6lHKlYx/sm5Y4PsHZVdYE90ge1hPJuhObwc0qwMm8wL75KYCfgrrWpdwrEkmsacvg43ycDY/F7aNpB5vWZU1hmApwU7iheY2I1t/WIOuOCwV4zRVWwRJLvAjwaWSLTR1AgH3zcwCHoqtnKs16VXKxNrSoAMfHzzMmT0JP1zwAZ5F1R8a/c+yvZD91MkBH4MMP16AX/iNxvuVD9QQgeLHZ9iGMPR1tcSQCKsD6fCQmICH0ADoShDUk12niCsbwBvbNE7Kzm6xbdwybHbYpFeD4HmDfyOzFe2SdpBJs2hLmzGbIB+nP44Z0bdrOqGFjTkAFeMyRt0eD7JtHAV6BbHHNZu9Rs0TJUgGO96Q0c7SrwT1gP/UCQBJedKN4vdOrlMBiAirA+jRUTaCUMxbXknX7VF3JGNzYLFGyVIArO7vZo1317wH75lIAu2lEq8p+1SuGJ6ACrE9G1QTYNxI9SwJ0NH0Ccs6aO8CY0cgoWSrAlR+1KNrVLMo5yXLVtIUz6a1BfBeA/ci63zatoWpYUxNQAW5q9zS/ceyn/wriDSnnJNJPU5coStZDZN0XG2GoCvDI1Nk3fwHw6WaOdtXbA86a18D0GNnC5xvxLGmb7UFABbg9/FixF7Irs3cnc8WLE15Qehnh8eFi3yasqq6Xs5/aDmhclCwV4PLu7Yt2Bd6ebPNGu5IehLHRCRvU66Oznn+rdf0D08oTE1ABToys9W4Ik8ETH45FC1ajZ96QjC01LYun43h/skVJ7NC0hf3UFQDt1IgoWSrAIwmweRfgG8kWv9m0D08ovqn9JLpVvZZdeN2VDMZNeAlMZ1C+cHQzs1DbRk9ABXj0DFuiBs6ax8FYlqyTgPA1L9xCKdYaFSVLBXj4x67Fol1VTN05mj8u9s1zILxDOScxpLW0OQEV4DZ3cP/usW/eA+OPlHf71qPbLRMla8ZqH0PPwufAOIny7oR6sBiuThXgoVQ4Y44D4Vh0jV+bZr0k4UObtgyOdlVrQzljLgbhK2SdZCTT0gEEVIA7wMm9XeRM+gAQ/wYe/ZRmF06qZdc5Y/aBx3uBaTMARXh0Is0uXFDLNmpZF/up3wP0FQAHk3Xn1bLucnWpAA8kw775Hhi/BOEPZJ3k0G3KwtPTByBgCYuZAtMDAF9OeSdHkGpWeHr6WAR8IpgOpHzz/t3UrMNaUUhABbjNHwSWWM6MrwGQpASTwByAiAG8D/AdCILjac6ruaQYeJr5LIj3BoWCK9lfFgCYE2aAITZgkvYYhL8joJ9TvnB30jZqeT1PS60Gj74L5u1AtA6A8VEOZGlmIQj3oodOpjkFCf5fl6ICDPC09KfQxceAsWXkA3kWx4U+YH4WRLch4F/TnOJLdXFCzErDfQ0eHwnGpuF7kvifYJL9E5IZbBqACWF2MOYHwHQZzXFyJClR4WmTs/C84wGSI1cSa13ex5LoRMKm/hOEqzSWdCKkLXexCnDLuSyZweyb+QA/B/JuA7yZvUHt2Z9yLODtBUAiWRVBuA4590MKk4gPLTxt6trw+CCAtwWwFoAuAHMB3AN4vyU775HBd0UBMCSDUhbAfwG+GQsXHEXPvllI1ovqrmY//UOAdwbwcQDLgvA6GA8D4Yjrqt5aOZM+DMQyLb8eCG+A8Se8N+Fwmjv37epaHv6uThVgXn315bD0gjNA+DI4StPHdDHlC2f2+cA38pH4VRA2AWNlAO8AeAqgG8gWzqmlH8rVxeusmMb4CacC9AUAHwUgH6YXkHXnD322p24MBHIOfisAq0cfc88DdDsCmklz5j037N+RCGzWnAPGruGIGngBCC4n2x3OSIVJRBAcBA5kx/7aZN3Esei7ttEYAirAjeHeNK2WezkiXzgb08xh8LAjgBkAPiLp/UB4CEy/J1u4Lkkn2DenhS9YYBUAL4NxFeXdUUnqqHQt++ldQfx1MD4tKewA/A+M2SDcBOvOImDRSHVwhZdjpfYr/d5pApz0I69PjGVE7JtDwdgRhOmjffYq+iVjTgWFs0SrApDY5vKBdkSl+/r/PuyzB8xCgJswx52JTPqQsfjIS2KzXtt4AirAjfdB01jQb3pQRrlSJKVaTUchvP7HVsOC+acAkAAGy0JeUkwzKV+4MCkI9oeMQmT0/hxAd6AHM+npwrNJ6+wTgdL04AkAbVOaHqTHQcGvKFe8suo6ffMUwM+SLe5WbR31vI/91LUArUPWyYxBVYWzqT3B3vcBll28ssxxJ4LguGqWOfp8sV56HXRBZl9kqlZ28cs07YizL5WM50x6f5DM6IQflzLa/ismTDyanvx3Taa+B82+yPSyLMfcUe9ljkr91t+bi4AKcHP5o+HWLA6IQCeTLRxbT4PYT20L0I8B/L8468WlFHXycqcdBqzDAX9DAFmHu7Me9nJ26s7g4FAAG0dr3feCvZMpP0+ms2OXdh0Bc2bqJqBAUlPKuq6sjT4C8s6i3LwbYsNJcCFPM9vAw94A/m/g/gO+BV3Br8qlnhyyrgv8A+DTyRZvT9B84kvZT58E8DFAsLemJ0yMr61vUAFua/cm6xz7UzKA9yQYV9brqFI5iwatF78N8C2yXowJS3wJzLJeJmnplgPwHwCPgXE15d0lyXo4+qs5Y34EgqwXr1taL6YbMX/Jw+n552UUNWJpJwHmtdZaFhM/OAPEO0Xrus+AcTHl3S8qcaj175wx3wJhDwAbAlgBgKzdPwGi67Dgwz9H67ry0SbPT9l13Vrb1b++6IjRnkCwPtnufD3b0rpbh4AKcOv4qu6WhrGSCZZybvO6NzZCA+yb08HYGxS+TOcDZIGev2D+R86NI3RjYTuX1inPBsLNNFMAPB8eT7HFk0f4yGj5KWj2U8cAJJv3ZCNeN4DrYN0hldbXx8In0kbpw+B/BwNdX5S4VQAmgvg/4U5l62S2pWGFs+Z+MPxWiHXdMEgd1rAKcIc5fARxeFqOg5B18mJtaOENsBQ+NK8CsGSdHGdq6sLZSTPA444HIOvFSwB4HMAv+++0DsWhRdeAubRD+QcAZF33QwB3ghYdT7nXZjW1Y0Lm6X+GQryEm0yPh3saGlrCYDXAIrJOjjNp6XACKsAd/gCEwpA1d4JpQ7KF5ZsBB/vmZZlqJus+0Qz2JLEh3A0LPgSAJGiXs9H3AF0nkX3l0VYSYPZX2QjokT0AcsxG1nUfBejspLvfk7Cr17Xsm3/J1DRZJ7ucG17YT78F4sco5+SDTUsHE1AB7mDnh+KbSc0E0beBrs+ISDQaB/uphwFalayTM5ItXdg3MuX5LQAS+OP16Oz0o82aNYozqVtBJBvN5LiWnMWVXeSXkHWnt7QjSrMPRYBfJlvcpNF9iT5uHgTzbylflJ3YWjqUgApwhzo+FF/fSCLxfUH0HcoVZjYaBfvmjwC+jEUL1qxH1qZG9Y8zmAAyZwFylAbvkXVy/KrpCvvmHTCWBmEm2B1K+XAE3xYlyjL0AoA/kXUSgrShhbPpg8AsAT4uJuskoIeWDiSgAtxBTg/P+Xr8bYC2BHi18Dwls6V8UYIdNLRw1hwHxnEgb9d6HV9paAejxuudEKPaPnZCIoDoONl1IJxAubFLwlHOJ5xJzQaRbBQLAHoJ4HsR0G/rGQ612udD76sPARXg+nBtylrZNz0A5oXxa+FdBuJrAJzW6ClGzpgvg3AjgJPJOgl637aFM6n9QfQbkLcV5ebd1wwd5ezULcDBPWA+kPLFxAFRmqEPcW1g35wIQGJR70R596e499XjumiJ4ggw7S5nhKO46lPJOgnzqqUDCKgAd4CTy36B++YDgL7RyI01peAaXXMlTjTZ4u6d4A72zW0A1ifrJFxmwwv74Y7zJ8m67RpuzBgYwH7qmjDec1fP6uWCdoyBGbJDWzbs/Y6sW3Is2tM2mo+ACnDz+WTMLApHxF7PJ2j2q7PHrNFBDbGflgwz88gWZPNPxxT2zesgfoRyRQkQ0bDC2dQtYNqYrJNNVx1T2E9L8pCpZAumUZ3m6ZOnI+j6l454G+WBxrerAtx4HzTEgjDxgAiwdV3lMiDV2zD2zZMAViLrJEFDR5UwLCLxXWDs24iIXgI7iiB1MZg+2+h0kY1wPvtGEi+8Qdat35D2m+BvsBH91jYXE1AB7tCnIcxF2jVuU8oVftMIBJw1N4KxDRYtk6Jnnnm3ETY0uk32zWUSSYusk0xTY17YN/+TSFZkncRV7rjC6667DMa9K6k476Sc26kRADibPhA9i/4+mmQVjbBb26wNARXg2nBs2Vp4Rmo7mlWUNckxK+ybnwM4HITtKefuGLOGm7Ah9tNyNObNsZ6Cj6ZgVyRbkHzQHVs4az4Hxq0AziDrjhxLEI342xvL/mlblQmoAFdm1LZXsG/+DOAzYxmbln0jOYGvAvPRlC+e2rZwY3aMs2YVMF4EcOpY7QCPdgIfBcIalHMyDdvRhTOpo0AkKTK/Rtb9YaxghLHXgQfJui+NVZvaTnMRUAFuLn+MuTXsm24QZlHOSa7VuhbOrrImuMcCfA3Z4jfr2lgLVc5++mSAj8DC+avTs28W6mk6r7NiGuMnzgXoNLIFSSGoJQxKk7oCoN1BXT7lXpFZiboWzpo7wJhB1kkiDy0dSkAFuEMd39ttzqQ2BdEDAL5H1klknroVzprXwHiWrNu0bo20aMWcMY+BsFy9k2GEyQAYb1PeSeo+Lf0IsG/+DsI6lHOT6gkmSr15Hpg3o3zx7/VsS+tubgIqwM3tnzGxjn0jwRe+CeuWqvWOaJ42dW14LCEYvwfwq5244zmuE8NNUaU8x5JvuOYlina1R6M2fdW8Q3WoMNoZPRmg8xDQTJoz77laNhOePsiY90G4gqzbv5Z1a12tR0AFuPV8VhOLOTtpMrjr+wDJOVRJjSZp9BjA02C6mPKFM6tpKHzBTDOHwcOOAGYAkB2+r4J5ZXhdu7VzmMlqePW/h/3UfgBdCNBWZAv3jra+gXWnJfzoPQDvT7Z4US3rbqe6onCVeDpnTgAAFYhJREFU10bJMyRQiuwUn4UAN2GOO7PaD1TOpA8DsXxY9aYhnB/+rYFvAfX8inKvSTAULR1GQAW4wxwu3eVVV10eyyz6j+y+DdPMcXA15bsvC2NFd7GE6dsSwHgADyPwzqI58yRMZNkS5Yv9KgibgMMsOu8AeAqgG8gWzgnblDPHXT0fp1mv5joQeewus29uBWGDWk+DRtP/jzdrJqbYgOp8Ic+YnEVP11O9wTHYT/8Q4J0BfBzAsiC8DsbDAP4wON/zYNN42tSd4AWHApAMTAtBuBc9dLLEeubMlL1B3h5R2soV8e64Fejll9+qc/e0+iYjoALcZA4ZK3N4A7MUPe7KJijnbOobYO/7AH8SkETmfAfAPyXbnQ/XjT36ViTUkmN1IZifBdFtCPjXNKf40oDRlwYcSOTWkljSY2QLn090Y5mL2U//FcQb1lrUa2Fbs9UxUoAanpZaDR59F8zbgUhSTMpH6suhsAZ8iaznsj8lA9CJAMmmxqUAegIU/Ipyxd+V62ulv8VmY6T21I6ACnDtWLZtTewbSZAgu5blzKgkdJDn5hWA74fHl9Ds7vtHHCEPGlW0LagadawvSlaA/WiOk5SRVReeZr4NDxd1arSrasDFna3h6VM2R0DfAmhzABLNTZZwJJGC7KKWNV5J/KBFCZQloAKsD0csAuyntgPoFgB/Jeu+GOum6CL2p+4CBFdq0Pn41Ng3lwLYbbQbpqJoV9eSdfvEb72zr+QwSYm3J9l51ychwb75C4DPA7wD2bENbpPETr22eQioADePL5rWEl5rrWUx8X0Hxp2UTx6yrzftGlm3YtN2sgkNC48MAW+RdRtVYx775lEAy9f7aFM1tjXzPewb2RtRVZpOzpgbQdgG85cy9PzzshdCixLQEbA+A9UTYN/MA/AaWSfrwYkL++Y8AF8g61ZPfHMH37A4Shb/nGzx2CQo2E+dBNCRGu0qCbXSteybuQBuJuu+l/zu8P4nAEwi66ZWc7/e0zkEdATcOb6uqqfRKMqQdemqKpAXWinxwuqNyjpTrd3NcB/7qZMBShQla3G0Kz6NbFGjXSV0ZJilizB3NAka2DcS0cxVO3uR0GS9vEUJqAC3qOPGwmz2U9eG54QnBKvRk92vV9smZ82DYLxL1m1bbR2dfF/SqeTRTl13MutoBHw7CMtQzn2mWha8/pSVscB7Sc75ki3uVm09el97E1ABbm//Vt27aArzJwC+TNbJ5pKqC2fMMyA81Klp76oG1+/GcDMV4RrKuW+NVB9nzSVg7D7azVu1sLlV6wjTRDI+TXm37mj6wL6RzYp/AvhnSZcQRtOu3ts6BFSAW8dXY2YpZ82+YFwEBMeT7R71UYow4QP4In0JVe/COFGy2NdoV9UTXnxn9PG5Xy0SJbA/5VjAOwGE/SjnLq6FfVpH+xBQAW4fX46qJ6UA8bwr2PskiJcFMIes80dVaXRzFOP4B5R3l9Sivk6to1KULI12VZsngzPmWyD8slazCOwbC2AamN4BBU8AdF29E5/UhoTWUm8CKsD1Jtzk9XM2JS8GeUFItCsLwp/AdBQCHDLaIBC9XWffSKSsLTXzy+gfhnIiW0mcR99y59QQZQi7l6yTSFejLlEwlHNAfAoYXwZIPmyXArFPueKcUTegFbQsARXglnVd7QyX+Lf9YzSHgukFn60U4SquBewbxhJYmR53koBcyygI9EXJAmSKNIySxb75NqDRrkaBdcCtvIFZCR/idbKuJu/HUsQs767+gj74b65Wtms9rUWgJg9Ya3VZra1EIBRMWjSlFhla2J+0LWjcLZRz4yq1q7/HIzA4SpZGu4rHLclV7JtFwKIdyL52e5L7hru2lHlsXHetBH209uj9zUNABbh5fNEUlvC0lVLwJsj5xZo8G+wbybokKQlvIOu+0hSdbAMjeo8aRV3RaFc19Cn75o8AJAPS/8i6FWpRdfhRGywwNOeNYi3q0zrag0BNXrLtgUJ7UZrOlJ20wT5ki5J8YVSFffNsGKA+wOnwcCGCBVP1BTQqpH0385pmFUzES2FajA+xGr3gXqlNzZ1dS/QBOg8B9oeHH0viEbJOMh+NqrCfugLwLq11nudRGaU3N5yACnDDXdCeBrCfugegT/SOIDibmg2mDzUyUO38HYVMhIb4rCnTR0G8BOWK00sfpDKDw/8iW9yqdq1oTUqgREAFWJ+EmhNg31wIYG+ANiJbeCp8kfXutmbag/KFa2veaAdWyH7q3vCP2Ba37MDu17zLnEnvBuKr++9OZj/9cYAlqcVlZN3+NW9UK+xoAirAHe3+2nees6mDwXQO+u3S7W2FffNnABuMJq507S1u3RpVgGvruyh+8+Nk3Zf619y3y5z4h5QrnlvbVrW2TiagAtzJ3q9x36Pzk/eB8GvKuYOHq56z5n1wGOTgyBo333HVqQDXzuXsm5+D8APKuaXKPLfngvFdMG+h59lrx73Ta1IB7vQnoEb9Z8CDb94C8CBZt325aiu96GpkTkdUowJcOzfH+TAMg50An4F1yxMQ1K51ralTCagAd6rna9Bvnp7aDAFJcoDNAUiu3/fJuqUrVR1O9TE/R/niFpWu1d/LE1ABrs3TwZnUfSBaO87SSHTmWp5xyRl8Pzy+hGYXH6iNJVpLpxFQAe40j9eov+ybDwFIqL6XAdwHQMRUMh59rVIT7Kd/CPAvAFh08RE0q3hbpXv096EEVIBH91TwjNR26KHTAPgA/YhsQfYujFjYN1cB+HS/Z35VAAvJuiUq3au/K4HBBFSA9ZmoigD75mtknbyMwhJtYLmSrDuiUoU8zewID1cDkN2lknN1Lhgna7KGSuQG/q4CnIxX37NaSrZwTDRr8yCAjRFgd5rjbqpUI/tGBHvP/qPlwX8LlerQ35VALwEVYH0WakKAffMOiI6gXGFmpQo5kz4MxD+RM8K86qrLY5lFVwDYDksgpfGiK9Fb/LsKcHxWfeJbivMs0ahuw7vjvkkvv/xWeNaX6WeUL5xZqUbOpg8C82lknWQM06IERkVABXhU+PTmfiPgBQiwA81xd1aiwlnzS8kKQ9atVula/b08ARXg2jwd7BuJKPYnyrkfVKqRp5lt4OEWsm5CpWv1dyVQiYAKcCVC+nssApw1N+ID/CBOSET2U9cDtCZZ94lYletFwxJQAa7Ng8G++RfAL5At7lKpxjAE6JL4JeXcTpWu1d+VQCUCKsCVCOnvNSfAmdSVIJpC1n225pV3UIUqwLVxNvvmLjB3U764Z21q1FqUQDwCKsDxOOlVSqDpCKgAN51L1CAlkIiACnAiXHqxEmgeAirAzeMLtUQJVENABbgaanqPEmgCAirATeAENUEJjIKACvAo4OmtSqCRBFSAG0lf21YCoyegAjx6hlqDEmgIARXghmDXRpVAzQioANcMpVakBMaWgArw2PLW1pRArQmoANeaqNanBMaIgArwGIHWZpRAnQioANcJrFarBOpNQAW43oS1fiVQXwIqwPXlq7UrgboRUAGuG1qtWAmMCQEV4DHBrI0ogdoTUAGuPVOtUQmMJQEV4LGkrW0pgRoSUAGuIUytSgk0gIAKcAOga5NKoBYEVIBrQVHrUAKNI6AC3Dj22rISGBUBFeBR4dOblUDDCagAN9wFaoASqI6ACnB13PQuJdAsBFSAm8UTaocSSEhABTghML1cCTQZARXgJnOImqME4hJQAY5LSq9TAs1JQAW4Of2iVimBigRUgCsi0guUQFMTUAFuaveocUqgPAEVYH06lEBrE1ABbm3/qfUdTEAFuIOdr11vCwIqwG3hRu1EJxJQAe5Er2uf24mACnA7eVP70lEEVIA7yt3a2TYkoALchk7VLnUGARXgzvCz9rJ9CagAt69vtWdtTkAFuM0drN1rewIqwG3vYu1guxJQAW5Xz2q/OoWACnCneFr72XYEVIDbzqXaoQ4joALcYQ7X7rYPARXg9vGl9qQzCagAd6bftddtQEAFuA2cqF3oaAIqwB3tfu18KxNQAW5l76ntSgBQAdanQAm0KAHOmuPFdMq58N9alIASaC0CKsCt5S+1VgkoASWgBNqEgApwmzhSu6EElIASUAKtRUAFuLX8pdYqASWgBJRAmxBQAW4TR2o3lIASUAJKoLUIqAC3lr/UWiWgBJSAEmgTAirAbeJI7YYSUAJKQAm0FgEV4Nbyl1qrBJSAElACbUJABbhNHKndUAJKQAkogdYioALcWv5Sa5WAElACSqBNCKgAt4kjtRtKQAkoASXQWgRUgFvLX2qtElACSkAJtAkBFeA2caR2QwkoASWgBFqLgApwa/lLrVUCSkAJKIE2IaAC3CaO1G4oASWgBJRAaxFQAW4tf6m1SkAJKAEl0CYEVIDbxJHaDSWgBJSAEmgtAirAreUvtVYJKAEloATahIAKcJs4UruhBJSAElACrUVABbi1/KXWKgEloASUQJsQUAFuE0dqN5SAElACSqC1CKgAt5a/1FoloASUgBJoEwIqwG3iSO2GElACSkAJtBYBFeDW8pdaqwSUgBJQAm1CQAW4TRyp3VACSkAJKIHWIqAC3Fr+UmuVgBJQAkqgTQioALeJI7UbSkAJKAEl0FoEVIBby19qrRJQAkpACbQJARXgNnGkdkMJKAEloARai4AKcGv5S61VAkpACSiBNiGgAtwmjtRuKAEloASUQGsRUAFuLX+ptUpACSgBJdAmBFSA28SR2g0loASUgBJoLQIqwK3lL7VWCSgBJaAE2oSACnCbOFK7oQSUgBJQAq1FQAW4tfyl1ioBJaAElECbEFABbhNHajeUgBJQAkqgtQioALeWv9RaJaAElIASaBMCKsBt4kjthhJQAkpACbQWARXg1vKXWqsElIASUAJtQkAFuE0cqd1QAkpACSiB1iKgAtxa/lJrlYASUAJKoE0IqAC3iSO1G0pACSgBJdBaBFSAW8tfaq0SUAJKQAm0CQEV4DZxpHZDCSgBJaAEWouACnBr+UutVQJKQAkogTYhoALcJo7UbigBJaAElEBrEVABbi1/qbVKQAkoASXQJgRUgNvEkdoNJaAElIASaC0CKsCt5S+1VgkoASWgBNqEgApwmzhSu6EElIASUAKtRUAFuLX8pdYqASWgBJRAmxBQAW4TR2o3lIASUAJKoLUIqAC3lr/UWiWgBJSAEmgTAirAbeJI7YYSUAJKQAm0FgEV4Nbyl1qrBJSAElACbUJABbhNHKndUAJKQAkogdYioALcWv5Sa5WAElACSqBNCKgAt4kjtRtKQAkoASXQWgRUgFvLX2qtElACSkAJtAkBFeA2caR2QwkoASWgBFqLgApwa/lLrVUCSkAJKIE2IaAC3CaO1G4oASWgBJRAaxFQAW4tf6m1SkAJKAEl0CYEVIDbxJHaDSWgBJSAEmgtAirAreUvtVYJKAEloATahIAKcJs4UruhBJSAElACrUVABbi1/KXWKgEloASUQJsQUAFuE0dqN5SAElACSqC1CKgAt5a/1FoloASUgBJoEwIqwG3iSO2GElACSkAJtBYBFeDW8pdaqwSUgBJQAm1CQAW4TRyp3VACSkAJKIHWIqAC3Fr+UmuVgBJQAkqgTQioALeJI7UbSkAJKAEl0FoEVIBby19qrRJQAkpACbQJARXgNnGkdkMJKAEloARai4AKcGv5S61VAkpACSiBNiGgAtwmjtRuKAEloASUQGsRUAFuLX+ptUpACSgBJdAmBFSA28SR2g0loASUgBJoLQIqwK3lL7VWCSgBJaAE2oSACnCbOFK7oQSUgBJQAq1FQAW4tfyl1ioBJaAElECbEFABbhNHajeUgBJQAkqgtQioALeWv9RaJaAElIASaBMCKsBt4kjthhJQAkpACbQWARXg1vKXWqsElIASUAJtQkAFuE0cqd1QAkpACSiB1iKgAtxa/lJrlYASUAJKoE0IqAC3iSO1G0pACSgBJdBaBFSAW8tfaq0SUAJKQAm0CQEV4DZxpHZDCSgBJaAEWouACnBr+UutVQJKQAkogTYhoALcJo7Ubvz/9uqgCAAAgIBg/9ZynNkGrAcCBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAiYADPhlSDQIECBBoCTjg1l7SEiBAgMCJgAM+GVINAgQIEGgJOODWXtISIECAwImAAz4ZUg0CBAgQaAk44NZe0hIgQIDAicAA0gCmWA4jrE0AAAAASUVORK5CYII=</pentrails><costumes><list 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category="pen"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doIfElse"><block s="reportLessThan"><block var="length"/><l>5</l></block><script><block s="doStopThis"><l><option>this block</option></l></block></script><script><block s="forward"><block var="length"/></block><block s="turnLeft"><l>35</l></block><custom-block s="Draw Tree %s"><block s="reportDifference"><block var="length"/><l>5</l></block></custom-block><block s="turn"><l>70</l></block><custom-block s="Draw Tree %s"><block s="reportDifference"><block var="length"/><l>5</l></block></custom-block><block s="turnLeft"><l>35</l></block><block s="forward"><block s="reportDifference"><l>0</l><block var="length"/></block></block></script></block></script></block-definition></blocks><variables></variables></project><media name="Recursive tree" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>