<snapdata remixID="9286355"><project name="Unit2Lab3-PinwheelArt" 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" 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isARLCABfASfHGmaCPzaAue6Z70DYNhcMzfT657pA3ANMP9+IiritGJ7gYVyTMDI6hB+e08k3bAYzkpgWCMa+nTC6qRwlHK9udmT+mu3S44nAsejgATw8XjWpc/HrcBFaU/G+7RRY5EeeRoHnrC//wUWfA3wtZy2ZY4ivgwTYTJ435p4mrQEri0aA12qvn8CL08IQSX2moWePsctoHRcBH5FAQngXxFTDiUCR7KAO9s70yz03DXZ7f2WwA055H8WjDfbQhckhrWjXidUnK7CGxZiIr0I8Pi18UhZTs4dHZwdi/rBMVic4OJafFu52TPiSO6ntE0EjhYBCeCj5UxJO0XgEAVSs2fVg/Qrw2qNlZr1vz4yPY5898xmBfyFseB2Ar+N9C1TuS9eRCamrolFwzpyVtdz30SqHxFJC2IdulHtqCzKzT7EpsjuIiACACSAZRiIwHEiYF8BA5hmFnqiz3HnVzHjvXHkt7/P7cVYsF4xhukuRe0KtIMn4ty18VRYBCNsP/dM5PrRofgqNoCqg4sxbGFL5VVuubX0OKGTborAbyIgAfybsMpBReDIFHBne5sJ5B1ax6HMNGWs4ZugLBQEeNGpBuml1KXoOXsBBp6AmMJYbN9mGMm70DUOteMMfBXr42r8TjH3Y6K7Ac4zC/NeOjJ7Kq0SgSNfQAL4yD9H0kIROGSBlOmz3gVZf6V5dB2gLjMLc+PPSfX6wJiWA99jAL/FWHgtIhpepPiKXEzEtj0R0FtCVdpmZIRz9URSi2OYW6xJ5obbv0gdMGuEtnQ+Ee0JgPMOFObtP+RGygFE4DgTkAA+zk64dPf4FEi5y1sARnjl457+7mxvG4P/MrwWYxiUNha+lQScwbxgu1IUrtOKTqRRWFsXj/RNkdR5FVINNJ1u4eNOGgNRR9F8d8XMvNdtyZRs70PEPI2VypMVko7PsSW9/uUCEsC/3E72FIGjRsB9xxPpIEcpCJdjPsYDOGtgFXIcBjanuvTA3r7ABlDBfeD6Byi9eA/3QIvujT7rYhCxGJ3BTRMtei+5nQboa7iTcQfAtUT6jxUzb/82LfvpMRo6H8wbQkPD8navm9Zw1MBIQ0UgiAISwEHEl9IicDgF3NNnfQzigeZMT7o729thr340rJZuBbAlBx3ZAK0B5p+Pzju/QKSvP8YidU08AouRZKDxLMY7nRBr1YUVF8/wpUyflUfghwiYVTEz9w/2dNLu7FmPA7iYWd9eWZT3/uHsm9QSgaNRQAL4aDxr0mYR+BkC7lnTXgAj3fTMPsM93dvBzA/SAgwA0SlDa/hhgJ4cC/9jitij9fxyFd7SwIl7h2MCAmvtAKbIEF19MeiTJIOmFL9pWfrRfXe8WJT++6fdltYPMTCagD+aj3ve6tz/qTMUq6cYWBLRTnk7d+Z2/IymykdF4LgSkAA+rk63dPZ4FOjsnTZJAZ+BMZ7L+12ggEsrHs+NdWd7/cy4aVgdPwmiWTnsu5ew6m1G/USkb4nk01G3MR4hXxhhYVbFFQYWJTTxlKKZxHQvmF9VWj1afsfzFSl3eScS4yEAe1k5/uD+0rGz0tf+lF0P4BfNwjz79SfZREAE/puABLAMCRE4DgTc+dMWgtDX9MxOT50+q14Db9EC7gzGwKG1+BLAGTnwVWrmRkULT0X6llKcxI6t6Rw1zwgN9ZVc48KyWNNc50lNe/K6eG047gWQx4xHKYz/ak57odV9l/f3+C6IH8EC2O8Z/wFAEhFtMjfnDj4OmKWLIvCzBCSAfxaXfFgEjl4Bt3daC4hf5tKsSiJ6wHx8eZQ7e1QbwJcPraV/9teBZ5OUngosqEHS3iZkt3QqPYHDvwxx6KptN4RhG1uY/PJflBV4uvyO8touz93ULeBn+2r4XCL8teLDlFkprbEPUoDyEA2L4/CYv1i94nLoJSB0AfAns9Bjf08smwiIgMyEJWNABI5tgVRvxlhmekszX0Nq4okE/DkqMia+aWtqMZg2YD6HANRtaC1XE8HIYV9/Td9spFAzE5l7E6rHwVgcYQT2bLrRwI7Q7XTB018z4xooelpb/My+20tK3A/kjuKt8X+nXdF9OSyw1qgJzdVn6olgZU/WUU0K1/BndD6Ibwa4wCzMG3lsq0vvROCnCcgV8E9zkk+JwFEr4PZ2/QTgk0xPSaLbO7UYQCvK+j0Oxj9pd2Ag73BsSGunP6a08kNj4V9KqE0FVvdEerHlmwT6PFapbatvBsrCvzG/zjvZnd+tC8i6De3hufhmdBF29ekFVu/wsKpvKKv1WjQk9OKO8A5lqXsZuAqEcQAW8nydR6w+Bx28LX1nxebc2UctqjRcBH4FAQngXwFRDiECR7qA25u5D8BGg8bfbDFtJ+AWXZZ1CwitNI/bAUocWovYFK239lWBMcCCZqRuC+B0K+zzZHIVrrhNRXN1y5BT3vxT0ZLzFuzb0WsKAA+5K77lkYt7IMr6mqrOszgQcxqHtn5MSSUnABRNUE/rvVlFRPofABIA/A3zkQ7QFICXmoWenCPdTtonAr+VgATwbyUrxxWBI0Tg6lnu8Qssl08ZWEyMGzVNOFkB5+iyPjnEap02+Wq1iV7LasAr4RZfPA5+P7C8DolbYzG2KeyrTKVXLc0Nc/p8G2IdleFVJT37JGVuL0xM3/ngl51GfuBuif0jmP+EiM0tiC1YDdVnOyjxSgb2EqMPwPtB9HvamzWEgVuZUU5b1SPYq/9MTBFMdLO5+bZ/HiFc0gwROGwCEsCHjVoKicDhF7jS67ZfAbrVEe1KWdiIJ+2JMkxPSaQ7f1oVCMu4rG8cQOlYgGpihAytpT5D4dsShYo0Dvsmjk7eqxbG9sSGr89TsKCh6W+Z2Svf7D5y2aTS5mF5exuHxbuMlg0BK2SqL9UM09z6KtCeBuzYBdTNNz0l97q90+xb4GcCaisz30jlWfaT0qcA9AnmcwuASxn4vLLQc+bhF5KKIhA8AQng4NlLZRE4LAJXet0bGIh902N2TfFm7lJADatJT0Bbb6HDOQoHen7F++gx+pbvO7EOS2KZewyHP70opFAvj+mm6gMxQAIjc+Duukti3n/09bYrGyu1217UoSYz+pvF3aK/HraTss6uQCZHoOHJVueqfwR86l0oZIHBzHhX+yfeZTj5AxBOZqBAHch8lTvCHwAQhVK8hS2YDECBaYpZlPvJYYGRIiIQZAEJ4CCfACkvAodD4EqvuxZAwQoj5MYOCzsBewasiTkEpHJZ39UHH5SahwoXg92tGFgdxrpFQWWoUj3qnI+sN3w3O8NV89ooq6MTw3APdq7dNsDY9PcXok/tqHNE3e0g//rBWLm3Hi1TdsCIjSP+YHPu3otT8jPuI5AH4HgQfebnnMcd5HyOCPbUlwuxt88ugKYC2IXFMOHDWAberyz0XHg4XKSGCARTQAI4mPpSWwQOg0D+/e5L1iayCaalAP68GK5QAu4M+NrSDNe5ewF+CmXZuViDrajhQQRit0+3X9m8hZH4lbN4Qrz6hC82QOiAxh3mE3nP3fbIoBvWhHS9r41Cugxr37kuNVD+6kvRrlM0oXs3suZ2QeByYuoJ8AZo/suXRpibmO2JOdKZ8bWiYW8z4u4GKI39PBf7stIJNAx7uQDF1BtAhyZcum9z7leHgUhKiEBQBCSAg8IuRUXg8Ah473e/yoTLAqQHbowzLmfwvQFWI7+G43kQwokmvqfXJtxNGzvZawOHEVNDp3au7NKCHsPCfcaHoxvJjE8EQprRp3V5zTnfbHzpX+NGRu9NSrgWCg9PrV326Pqwpr8WudRN/X06dGyr9W5RDOLbDI7WTK+B+GoCDQGjmhXNWULO5dB4BEBfEK0lHvI1U/yVYESjMelrNCYNBCMEy8hEC/dh4I3KQs9Vh0dLqojA4RWQAD683lJNBA67QP4D7q8IyPY8aCZc4XUvImDgGx4zMeXyq/xUfKIFNlzo0nwAvSMNLleFVMinxgxAoCEFzoSGZj6r+UNrzkn9HCE+/6YQnyMuuqU1ctz6QkdyXePnc8Y74s141QvgWybrQE270m9GBsjVswWxWnMpg967/c/mjCu9qbNBfBEYUWBevlM5/1nG6gYGhgLYSjR8M+vYiQRofSBjF/kiTkApKrEFcfbSh9DqHLM4d8Nhx5OCIvAbCkgA/4a4cmgROFIEvPe7t4LY6XmwsvuQC69t2rczK1xrw48+m1x0csUUpq6voCr9NbRGXQ0mGD7Wg9dra+yeb1Vb1lqeNXmkE6AAkbqhIvf5V4fem3F+bRzlu2u0f/LyQEJ9Jqr2DkGX8Gp6rl8Iv84WvwsmHwipACJBXKShXt6QwAe0xt0g9AejopHpvbVwDgBhDIBy0IhScMwwBIwGHOjRDstIw3KqRjMnEePFiiLPtCPFVNohAocqIAF8qIKyvwgc4QL5I1L+mLeq8qHxk65v21Le12VpozljwOqIHiOWvvwlu3ow0Ad1V9dQS2w/sGJupGpayfbEHNo3ocTYdEILKWpG5+pNvite6vzhBxeY0bu7tZ1sKdxa6dkz58r81IeV1lO6rKGlSW08HP2oK5dgldrJX7YbjldDT7e6a8J0xTiZCU6A1/sM65Vvox32MoaTCXBq5iXL4XL6iUaDUMd8UjUhug+a4mtQnxzGe0jRdjiYUeYkPX7v5tt3H+Hs0jwR+F8FJID/VyL5gAgcvQLeYal3fOI764ktVl8LQOPIPiujTslaNndNAhYy0wvb6ibMqmjrcSt0OBDeGNAhrctVrTsH2xprHSP3xZLDUicX1Pq2jFzlbIKqN1od+6KaHKFnf5LcEeGntF3nlrdaLqu2y+LU+6LGlrrhtB6hWtyO1RjPOPhqURhA9QQuYIXXMQHanoyD+OCtZw3CNzsieVu9k+wZsexb2bvWIaSmAehPpHysT2oERaajOr0OrVGxWIk2NCOEgFkVmz13HL1nRlouAoAEsIwCEThGBdzZ3g8APtsJf/so14rI4a7V92A8ipkwd6fV443P/KdNbreiY8loWs/ulwaRMXA2W0lT2RfeQq62SKM0kie+lUbZ2KmfuetTalFETPBU5pbMusKbOk4xvxxhhq/KeiNjD4/cfxlSm7vga/dmdNTXIqKxN7eHXVK/ecfKhOGd79VQ5wPIOviuL7CdGZ/QOFTDicsB2Leg29oMFGyLgsuvvgvnQjLKD7DRGRwRAhrcjEBMAqq6tGCbKxy7SEPzdgpvOaVi9X01x+gplG4d4wISwMf4CZbuHV8CPXrMim4J0W+RovFgMonwsL3ogXe4+68A7vFT6B2vnHL1LXUc2z2CWkoGJM/pCHPWOxZT6Hqg29ngHi4waVR1MfBpZH1v576QivPmhvnCW6kvNCbMvG19Wc5XVtWgjQNit/Z8vOuCcc+qa579MwhdVbXxO73c9SCc/rPpQEYR+0NG8XdLru0BsALM71LaFicrXAfgZACJDFQrYLkeRo0Uz8PA6G3fgi4NR1l1KJI04N5NjgNlrEItJEQA2e1oTg1DbZLGCgXYCyxq+mtlUe6fjq8zLb09FgQkgI+Fsyh9OO4F3NnPpgOB1wCM4YOBxw9UFua9YcPku08blWd+sXzY1Lu2VkS5e7u0/0BO+JfrBjg2n05EpyyNj1j4LY+gdoRGgvaZ4JROqOy+C1jWFZ0LXYllbr6otDawfVSD09Uc9QmT7tvt0zO/idoXn4mcecPREWJh8ZnLKGFeFIeWpli1p9zkaDMvYuhIBn8A0HkADydQ2nd5TJUAr0NIx5eUvCuV+eCt6p4MaAKKMZibkETpADJbHajeHYH2NoOSy6ECe6AsP9IiwL38qO3uwMYohd2wc36zuTl3IED6uB8MAnDUCEgAHzWnShoqAv+3QPIAb7ahYS/rZ6+xuxUa95jFno9+/Mmzz85r2Ng9IyrgoJrh5au3jdmz9CRmulRN4us+ihics8WV4ohGA6XwmtnbSE8FD1wF2jYc7FNYM9J38pJBKmvQ+2r36buUZn7xzbzKqU/9JaWv8tO/QJgXePHO5xzJc56Eah9KVZes4T+NwFEAACAASURBVEDJGMCXCAzaSkAIA9vsWbiI9HzNSxxA4DJi2A9bdbe/IyZ7akxCIUUf2IfImmRWOBHgWHbwfupPjUhCPBQS9oahsToUxn5S4TvI6GjjbqEIZFmoyCSscCm0wQLTH8zNuY/JWBGBo0FAAvhoOEvSRhH4bwKp/Z86iVk9DWAwgE2kA3dUFN/55Y8/lvr7p29k1n8GU8SgHbvbx68pDBixcd2tyOXPF3VNu+zzEQObDWVFjG7d2qjD9vwDhDu+YudWi6gfIdLP1ZccQGFMwtC4+SFRJ3xL8R2A9dl4X7svqjJrzKcpldsHFGz/Zuwnw5LnjAl11CXtrBp/cR//jhsUaGSA+k8ytHsFEfnZfq+J0Q2w3+k9eAncwEApM28yqKZIY1MCEBgFYnvu6FjYN5YdHaWI2+9HSEuCPTEXh8NPfdCEBIQ3hSKsLAztpkOFboeympDlQNNAxqrOQCns56x3mOs9vWTQiMCRLiABfKSfIWmfCPxIwH3CrPGs+QliZBOwRjHfUlaUt+bHSO47808HqecA7grmd8wn8uwHneB1n7YBhMwnb++6y+9Ug3uXVerzl68drSfgHQD7n4l3dm8FRTOjllRSHfOg7kN9a3Wk44AKWTxGn9BniWLCTgrljMod/R/f+tUk84TEt28wjI5O6w9cbmbwrj6dsC9kA4/Y1o8omgn138K5EkwNBPqWDC4Y7QuEOwxrEsAjAZXF0G6AwhnwEXCA7Qe0sDWgqDIG7MsAqBOAAEVV13NkPcPhi0EMh6An2hFHjtJodlS4YBWSw6jDCYSSkwAjAqrTnhvKf59vr0H8m2/P/tE9PrAIryt2nnTb6lL7+27ZROAnCUgA/yQm+ZAIBF/A3c+7DXRwfuUV8DuvN7fdbN/a/ffmvuOJdDYc7xFjGIOXVkbWn4EZM9rtD8xKmfnao/fsMJXG3VFNAfTZ0jxlzO5lFwM09q0JjnwzQd3jYm7LpkCTg3XZJrhOPFExae1Sa1derVPWRfMlF800yKnR0Bad86fHty71DnO/CiDas9o8f1bKuFwmurHOkX5haCD7DgU+cQUcHwN0NwMdBITiux97awehHox9AJfat857IeBMBic6gF4E6gZwAkAGwE1AZT1QoYHGSIY/llxtClF17QhtIkq2QjmTdV1novIwqDUOB6p9OYCrwbLw7YP7PHv+8lueud/ldxqQ0eQoSCiFyvuHGfJb1pJjH3sCEsDH3jmVHh2jAu7sWR/6LOvm6i23V/73Lrqnez8G4ywmFJGDfmc++l/TNv7uzD/+ac3wugeboixmA4/+/tGdQwCcCk3nv3HDttcrElVCoo+/uq7JP6rFoH8Wx+nLGaTqWWEDJrWhog9f53stPDG8lngt8Ddzets5oR+5iLljbse5O4a37woZ1razy9zIIZ/09sdF9/UFBv4rJvQvqQ3WlABh4+ZY430F7DE3b951fpe+6f6AGkGwL1epD4MzCJTM4FgCheDg81RoA1AfzqhNoYAVD7jCwNHGwc8ggrk+QGR2ADUAtbkQWe1ERGMAme0K6az2pIFXOB3UmwI8tE6f5Zmx7/PfYkik5N94QyjNn9VbB0LP+Egv8Sw17XeZZROBnywgAfyTqeSDInDkCaRMn/U8gacAOADi6ebMvLd/3MrUWdPeZ8b5Lh+tu/2pbplgqvdU3tVj6mnDl315WvUov0s3Tl7hL+tRzmmUww/tSMDMeud3R1gO1w5CRsL1deXx7Hdg5xtTWgZ2nhUB4AsLqvLxltv/cGnjmsvTA7X3LQ7v+0g4Z6QNb7du+CDC8Q77jQEhmpO3RtlXudQHYNf37wDbCRuwVzv6PmibATQAqANQFeWHPy5ArgifjgxhinFoxJO9lCEoBoB9hakTwL4EWP4YsH1J7XCi3QVUGEC1Rsg+RmS1Qb2buCpLU2INaRQ45nvWlp75a5691Omzpum48mdUZJFjSuMGTv4Ml922yvwP+1+znhzr2BSQAD42z6v06hgXSLkz/z5F6vd2NzX4scrHPfZ7vv/eUr3TbgTjUQb8AG4182YfDAeve+aWT85e2K04a4cruTKk/JrX01OJVZ7uVnjN5jMxwB+BQK8mOEsiaJlL87BuTQitMyL1Ky03+BPnQV0Xmu/SVkj9zNF5ORctKzipq3ngqT3uTr/roBOr+lTg/YZwvrnACiFnO/7aZvmGFia53gLwoVnosR8YQ8aAp7sGAtSNlc7QRKnE2k1AMoAEBsUR2A5aO+TDALi+vw1t/ztlv17kD7fIFxFgKyIADtWsXBYZDiZHGLMzCdqIAXMUNIfb00qjUiF6J9AeBr/vjB2fuvzDlpbMqD+UoZGf9rcLPlWhDxQncjZyGikz/QW+ZIPFnldN41COK/senwISwMfneZdeH6UC7uneS0GYCUYnBr9S+XjejT/uSu+Xfh/V1Fy/BKCBTHijMnf21fbfT3bn925273tg61VvneQIONLHLzqV+m/sOw1qXnZt30bP7jNNf0gzWwM+RT0mYpUGJtkBWOWijlcio0IiG0/V132+SLk6HPBX97U+HZW9+/yvVvf4aNRgsyQ5JXDFIr97c3fVvilV6awFKnr3SLYa2slAPTMGwceAg76bBcu+Av7hxw7V739YE8hiIgts/38EGLBACHCANZqJqJXsV40MameD2+GADwYF2OAAHLDIIA0jzAcVEYAKt0AhFpCiNTppRiwzViuH3pSMEmsM/rzvCY/9zvRP3p4d6k4PmAOe13zyxBKKUO8OVqDTPuML24uo+1wU5a40s3/yweSDIvC9gASwDAUROEoEutzzXFwg4K8G8Jn5uMeevOI/Nnf+1KdBdCNAOwzSZ5flvrDrhw/0vvOUL5vSy3PCqxJadj68NvLp1L/N1kxTt136QWFjRml2QnEMun6a+hSlFZ+JfkhBOqKI0Lo6FtbuRofvvAU6oToigSt3nhkY3L7GXlChnomm5lUsetfrnmk/bLXFY06/+xy39wuAFq2LxRKteDGFG4P0aD0b4IXkVB+COQwWhR/834PvAHOYxQgzFIVr8seTwdEMjiHiKEBH2E9IgxEOxaGsEUpE9q1sF9he1IEcIDjAB38MgBSYFBGIGQptRGhXhBb7f79/9Mtnz8FVzyru6+pe2PbpuQ38dO795v+1zGHn22edSpnFXVLos5yxLdZpXfaQG6tDVcuBCzEnyY2GS/ZyasQ7dHmFZdFXmJlXYN57lAwjaeYRJCABfASdDGmKCPxvAgm3/z215qmbKn78OXf+tNNBeBlAPAMPVXpm/9ft6BlwpMR1XU/g3o6W8CcHPjPtMoCiLfJflHTz868EwtrT3SuGb05ZVf8KMZ6gc/bs5aS2DOykGvTkpsYmDossoGQzjvSbp53h7/VJouO8LeuM5rC4kuc8sX+77M30y51+in7td2Vze3yYPtHZ6ojbeuWeJfxu9/PQrbEUPeFEW1Q6Ou8uBXOv724p21fCpABWINjvCP/o3yHm72ez+uHq2LKXQQTYAsPPxJYCQ8MigIk4YIAsxdAOgmWA/Q4myyBoBQTUdxfRFn/3EyADfnLAgov9SEUdTm3SiPoCwI5srXE6L1Yuva4TCKcFFFKLVBi+xNltfnSdHwb/9sl4LzST917QRpQ2j8+0duh+62A4Sx3xNy/fa3+HLZsI/CwBCeCfxSUfFoEjS8DtnTYPwEQwFpl5s8f/uHWp+Rl3MtHDAHa76jCyZEbJwe8/LxiZuyJ08mcjibipz9yzro4qTbdvx+7BFU9HwaW7YlnKMnRUdD14o9hAWls82r8er5wHzHTj8jcjEeBk7nAO8O3u17g+c0945kvX732t8/KkHkkb48YUXb1zpm9l6mhqdibxOeXPY3+3fI6pvp+iqy+wlxJUKvAhQzWSRU2WhQYFU2tVkqyMxlQmZEJTF1JIsW+x279QAIgB2L4SDvn+ateeytIOZB8ROgxmy35mLARQIdCusO+emHaEASoCOhCuwU4NFWb/WEBkKziqDgp1xDCdhH3RQEsXdPh7Y7dKRUGUgf2D/cAJW+B2LeIz6gKU+FEkeP94/sTRk7YMAuPUTbqTWqQmtwSQMBfVntWm3VbZROBnC0gA/2wy2UEEgi/gzp96F4AHQKpBK+v6fbe9aAfxvze3N/PrgwseED9n5pbeZv9Fan/v1B4jvvxDevbaNF0Xt6vlhaldAaweaNaNi5v+ryYYAWV83i3XquEnKaK+kOPNQXByM3IoZIflauw6p1tCWbrShTgjcPYebd8KrlAWTlmsHKGa1Bqt6cz17g6D/a73MHrBJYgeeitUh4uTC0qJMy4ELV0Mxpjv3we23wl2fDcxFuylEn0AtRx875dQB40qUtgfyeyIJR0exRwTCySGghMBtmfUsve3r5JbDUa7SzNH2E9PBxAWFYArLIAAfPCjCQZq4MJ+stAQymiLcKClk4WA2/AjQ1cintY7FZXFE7f2t4C+5XCEL8dgXYFR5Zoci6KA6jG8hrL04i4gTGggxH2O03lvYFA5NJbjc88q017pSTYR+NkCEsA/m0x2EIHgCbifvTmdA9bnBPRlxouVebNv+o/gzc+8hBRmMx8Msslmbum/v9+89LHuKxwh7SNLNg737V4z5qZB9bwsLn7fioFnvpUIpUuMl2+rAnF/FffxRzpy16Voj6xCaLMit2rmDb0yWpI6rBevrAj0XX2Zc8KSeLUhobFq4fVzlvd79Ypxtb13dFSetNqBD66IRb+N9ZzRXEs1Z6Qh5eWPoIaOZDqwinh7gn2xSoTXWdNuDmD7OKPJR46QUdA8hIF+AOxfCuynoqMB+3veg09xNzKw38FcHRmAig1QZKwPiS7r4FWy/YtAM3eglRpBdIAjuJLsiSs7KBDi57aoULTEKwSi/EBnV4C7W9XkMHaQwyoPgWNvJ1jIYqBblULUJkrCRh4VCKDXLoCWxYBrRtJ29OcvYpRuOtvSSF3HcVhGE9p9lLGeFEr02Z6C3+Y94+CNMql8uAQkgA+XtNQRgV9JwO2dukFZEePK73iq9j/Cd1bmh2CcC+Ad01NyyQ9/d80rmbH+Rt8Gsm/nEp/z5Qv33kDgqwb3WFN42oDFvZuqOzevmXt1DDE9khO7ZBJHrx5EHZ2LUBWXxmTZM1X15wi/v+OK3c7its76xDmXGrtDDd7T7tAdSQcWGG2hatONL+fhtVtuYb8jprIw72r3dO8yAC8jo7hVMU/Pwvw/F7L6eDj8T0aQvgBM9lVs5PfvBrcDXAeQyYydIN6c0k6+tHZKIc1DQegJjcSD3xcD9dAoQz35UM7RMJHyfVg3UsDVzK3RoWiKi4V2+Ymi2ll3iWBK5QZQYA+MsEpDtVeEIrQukX2cDQdSG4jidgQI66gvmoxBbZpSt4F5TSxQOxTlOAFfhRooHwjCkAogfCFOwQE9sgaMhQh4Vpk/zO71K51dOczxJCABfDydbenrMSmQ+lTGSazog+8nqphiekr+vRrSFd7OVxPU82BsfSPPHPgDwB/yBr7eKWb/VUWl/XyfrZt85dAa3S89quD+HrFLCe1d1lHVhYO0bn+P1NILDr4KlFrsV0PRpD+/uXNN5wN4eXJD+5CnB4VqoDo0NiW1OO2byxr2pz0+9PyXHzF5yKQGX0r/IcmvmwV06oCu2N5cxwdafFBNA+DfoYFs+4EvJ/PKV26vXO+dkXoxwKdDY7C9rjDY/kXBvi1NVSBsRzu2YLuOgKn6gLnv98FdR9rYy82xipuSUkirRIBqgbhWoEc8EBfSBmoohYowyVANBjr2RCLSH4cW9KdwJDZ1UFKpwdjhiMZu33D2U+8mOCM2g6go3uK6E3Q9BumvHU7eksaMU9uBzht1JFbwqZaf+1eQxnLelVtg2othyCYCv0hAAvgXsclOInBkCLhnZbwApuvBWGLmlYz7cauuyne/woRriPHqnDzTni0LKXd6rz8n9OPn+zq3KAbf/9h795xIwAXjQxZtG+hY37u8eUjr9vpxDUO0NTOGljzB0D7AV0WuVsV6bArCtN55/avWht0DHQkfjVd74wM66/ondcE7N3D6Cau3xfXYu3H1vmsv6BG7ZMa+yLCYJsQMCfg+Ps9whVWmdmB0v5CO1zu1qxWprfZiDAeXI4wAo4MJlUQoVIxlulQV0hY9hhmngdAbQDiAahC+pZbYOl2Tkkog+5eJEIB2MTq1AFmpBFeSxVRpktI7YLg1oX5/CKg8HDGIQT0GIg5RvkYk7o2GY38zUBDaAxZ6W7ojuw4urIMTJQl+qu/rb8MwXkZOtT4eBibAQJetCryEhqCZhzZZVvQG8qOMH/asrrQfcpNNBH6RgATwL2KTnUQguAKJT2WkuBR9BSANoLtMz55nf9yiK71u+7vfPgx945ueff+edMI7w/211jTyE99kvdXqU8Gar77mq9c9nY1956/yndSyVI+5YHiV/uMwLD05FG2tBsa12t+xAg0pQFgI0p/1Yyx8S/51R2RNl3q9qy5JwYGFFKA9FYW5N7rv9L4IoPb38Q8/+VTE5I1jW4vm1hjlI1oUZY7rCITvCod1QgPmgnEOgz061njf8a7OYE1XAzwWQE974QYNVBFhvQoYC9nsncLAOd8Htr1q0nqN9BpCln01bC9Osb8ORsVmqLQAVKJfoXRPOCIbXIhHDPZhKJLhtBqRYIZzWJ0PvDE8jKqaR8Af28mHpq71UPgaEVSd2M4N3X0WRjq+giu0KJqodQD7kFXvQ1xxIASrcAp8xuAaCsEChHgKzB8mFgnuYJDqR62ABPBRe+qk4cezgNubWQOg1PSUDPqxw+X5KaMV0VwGGpzRroGvTvnu1SN78z7g3kb2lI8OdZLnT+U7UqbnLxm/64sxg8z19rPIdz/afPepBEy6oX5JTYxui/gKk0KIaH4OOkYyI4bwTSmHVcSv8k+Isq9b26e+3F7wzzvC0OHgW8545vLtjl5nrfCPPO/m0OdqCsK7J5Q74psublr15pPxIVP6d1g3xbgs+wp997AKxFAAQ3glh4JoKPjglJP7wLwWpD9UZX23azhu/T6QkxmoJsZX4B67YHQfC3tuLaA1AFq5CUZYPdRw+7WkFge2FUdTOtnvQ8dgN05CGgg+ijnQzlE1SQyzmrCpkxtWbV+yIjOboBMb0U5LEccNnVrQmO5jjI5cBZdjdxiay5Ph55O1k9K2hgMLjAEcaM3q0C0ZB+DHCpBnlZl6PI9B6fuhC0gAH7qhHEEEDrtA6jNdzqq4de+n/3HL2Zv6EIPtGZkWvuExz/jh72b+MaOr0/CvVkB97oNmT/vP3d6p/7r7n5/aV7dTFncd27gmbZhTA4/e+taiS0LZn/ViTM7+hPaQvwxt1493g2XPVrXVIPTYjLqOWiREnNr7CV09IhwvfXqrQjfC6OylG7/1DUrs4ih7NyNy9WufRQxfqgw+RVsLTgkJ0OQbF/jnFp7Jz57wEZc4T1TpvFt/Q5VIhaL3PavMu592nzZFE64Gw16pKQyMPVD8KenBX2tKmkrAaPutZAZWl8P4dgcMO8z7grGrKgzbSsIx3P5umKPwLZ1MXQGO4vDG3ZRQ3pfh20u8LEEh0DZUBcKitW47sRZxqomrsZKSqT65gZtSAoScxEI2WnY7qaU4hiIwAZGcUNZI4bubDax3jmZf3LBaEDaimir5i9zVlVce9hMvBY8pAQngY+p0SmeOV4ErvO5FBOQQ4cE5ueaff3B48n73OQbBXhBhvedB8+SD4fv41MRzC9aX9SqrDF2Z1fOLd15eenrqXd78C5auuS2z8gCt7t3jsq/3957W3c9jLmwKoILUvm1sJKRDl5ZB9czC1prOEaujX4w804mIANePIeiOBA3t+Mx8IvecPo/87oXItraeVy1aUfrC2a7LT1/jr3cmc1ljCgX67qG/UaZ+nN8PGYFw314q6/s2CBfb01ox0yat+F+6bcz7jpCQh0GwVzCKY6ZiAl78kpy9CXQpEUeCsXRrJFU0uXAe268rhfMSjEYvAN3g8BUgZUdPe9pKzbvKCDuzY6CLByPQNyyAXdmN6IEq3oN11IVr3dVoSSDCaUnlUOZWcoSsi0Mi+tMBZHS0I2VnErDA1RuByu7a6uhfT8mYj3AGTs0rMJcfr+NN+v3rCEgA/zqOchQRCIrAZfmdkg1yrLYfZgqwOvOtvPKCHxry9APuezTjERDe9Txo/vu1pFnD3R9q4KxlA3p/8E12r4lkv5P0anlJyv6OrA9OGbp9R1rnflGtNO/GjzrG7XQo48NIR9mJ9bTGyXxRJLh2GPwxC8NrfJtCO4XdmfEElp+cwitrr6LOaoN59voV9OJZOSnXf/7V+2t7tTQWZ6g+JXeVjrS/k44oD3s0q05diVZHb6yJzEREfT1XZcwjjd6eyi9GeN1/ewygSwF0IaCMgbe/oJD3FWv7z+1fHupAPGdNPLnAfI09ZSU78Tadhmww7DWGv+LUrQaUHgXqWAa9tDcIRhYCFZ2h+yV1oCizGf1Rhq0oRg/UpJnUGhPGGB/VSFS+lp2Zm2KosSNG12EUuiB9iw+8rwK0MTYHvuS+TVwS1aCa8DV3zy0w7RWbZBOBQxKQAD4kPtlZBIIncNWslBvA9DQTNr+Raw79cUu8M9z/AOM6AI96HvyvhQK8I9z2jFljLcbkOwrMhfY+nlGTC7vuae336Zmd6ov6xdylyrMabnm//a3mMMKrk5x3Yx6fP6CBTjIYjQ4NuAzdtjJGJZ/SWt52kmtR6OwJ51FLhIa/s8kRbf63W8NCd1fkPv+HVG9mQbcdEW+NLg3pv39g7cX9/9HDT5fvIN4U9xQ3VPUlxlIuH5qjEJfGyLK/17Xne/4gNMz6w2ftoZcQ6BZ7BUMAm4jw8Oo4TARwmb2sAgF/54nIAmMyg4qRVL6KwhquBKMStKEQdOBMg7HsVPjsJ61dfZpQEeVDXxRjC/aiL6rT96A9qhNhgs8HNCxDSK99YSguC+POmIgIhDduR0JZF2BhWBr0ll4IxA+tQTqvp82o4pa8AtN+ils2ETgkAQngQ+KTnUUgeAIXvQNX6D73M3Nyzan/LXztYLVvDE/NnbHv1R/+Ln94yhICDdcGjbt9ZcU3nb0ZkyYu7PTywA0xySCe9tjdPU8D8/nXvdTFiq13Nj5+cej7BL6u1xK0Re2Da10cGIy9LkZXp4ZxU6OvbsWA2pjVWZ0cnpqZOn/QBKXJyde+sPfCkm7V1xZlN4275tX00q1XlGjSWNIzvO0Nw+AX1fPTL7HSvQXYf8V+BLZ0Bqe/AUofbinDs1QbNxJw9sEJOhifaQq9aV18u72W8PkANzLDS2eQG8C1AGrY2fIspZRMAVMX5o5XQEtPt9cXdoM/6QP/BWBeP7Se4qERj294Fxopm6syiqk9og94zF5QSORickX7FO3cGMND0J+/RapKQFphMlTFOnBRnxz4XPE+rO/ehGwsgIuI78tdVTkreGdeKh8rAhLAx8qZlH6IwMEnnVM2E1S6w9Djbr6/ct0PKLOGu1cy0N/QesSta/YV2X9+34mjn0k+4Lpl6ZgaFAyv2w7G/XfNvOUqbfDEp2/bY/hc1rdZc3osiTBDbt8+BtyQgnexAPbDTwl9GmlzVID7b7gEPHBHDedsna/yb+6HDqMBI9bv2Luta7svssV4qVtq7SsGOcoyPx3fLylzy2yqTeiB9b1CED8PyrzsogAt/3KJNWnQGMNavxzOtgDs28v4y0eVdY+5+8W9Z38PzECVYv03PsMIIfA9DChmnkldtvQH4SIwfQOe/zUId9mvKOWwbzcTLnFovDmwDhOZUEfzYS/j2I/2Z66BL3wkY+gaIP7EpXDs1qCYNfEqBmFciFNxCuLLV3B4Yzei+VHx4FUnInDK0FpUogPbsQSnf//6kYw3EThkAQngQyaUA4hA8AVemZEZ28j+YoD9dQ+aXWd8t1DBwW3WcPc6ZurmYB5wyxqzzP6z/NRx04jpefsW9YP3lDwbyv5XchafMm7I2gG0ZMw3z645ufPTIVXq3f7/6Nm/tndTxZ4hEQ9xtXoUqyiGI6iIWriXcwhZFM4hV80NNO0ZuiNq6RhNPTrm8Y4wgzRQOcNzb8Zmz+tzyFIjenwwuROu+rumdSPv4qbF9vSRztKyyR3xOHBbMUbrgfAby+C8BKBn18bDXkjiGnuxB1b4izpNNbCyngCoM0CvIq2oAAoz7VUJmVUe0bw7AGQDeCQHvovs29aJHerv3Vr0rdqeY3I+womRCbPbErZCJyvq/5Hm1HMLoeYdgHH6t7F6lV+p3pjIfiLayWnFpwJ7PgO25+TAZxKwa0gtJvIqzKV6DPQUmJnBP+PSgmNBQAL4WDiL0ofjWsB7f+pYgD+BwlbPDNN+jeffW/7wlEICJbdFhfa454vdDd+Fb85FxMp+Mnq2x/zi5su8nacMe+wOUqCXVg/dsHlJzso+ADcMzL/FSeTct96z1f53ogfm9O6Aw2jEKCRBUykUd+W1HBi4g+qKc7cl9trpwJnLvwk8dmOVM0Yz3zjzlraNN7+kk9cMerJz32++oRD/g4tevP3MU9wvrt9aO5Hi21utaDRujqbBr1tQv3szzNUQ4+NLtkZjBYFCAhP1NAdojj0XNYDPzWHLz0+pjF9GwFCA/gUsWAXwYyCUDebAgzGsnwehckgtv0ZMD7HCOzQP/cFI0mafj5RW1zJnvEjUZ1oN6JWNcE6pCaHXd0fw7zBAvQW3PpfTilcRIRVYEO8ifDGKfZf0bcQ/I/0YhwXwEzAvt+A/b/kf14NPOn9IAhLAh8QnO4tA8AW8D6R8BibL82dz8o9bM2u4exsD0Z4C077iPLh5U8eNBWgBNN7xVH5x8D3WaXcP3Nn3zUu71/fcVbXrvE+vm5NrfnL6wPvKXA2xqRs8zzWD+DW8d8tgNDlH4JqtfvhC3sOB7hdCw8mbqJjSKrMouw5nPNGbqN86/fmZy9U4+OAMUEmHk8034UACQQAAIABJREFUPObJj97R98Oasu6ppatGDD2p84sdSyvuyMnBxzP2O6LfqFOjptX+n/buOy6Kq/0b/3XNFooNxLazItgbaowFE42JiiWJEU0ztnQlibqzKqhpiqapoO5gSTA9YkxMUdRYIpY0FXvBXgBlz9oL0tmd63nNgCa/5/V7fr/vc9+571VzzT++dln2nHmf8/LDzJxiws45ZNoWVgqefWH0C4bg89TZWHDjXACZupaFH3QSgj4o6zRIloGgrV6oP+cmhEUxWnkxSaQAwYpOV+Cq8XwY8QNaS08hUBU62/pLBJiMWP19jbpMlAA/3wjWIQS4dldN6kcAK7AfDUZL+edU72QcwPEPAbJf6gll64GgZacrVAUkaRWupZFeyddu/LbzB/3f6lyDu0GAA/huaEU+Bxb43wTUaDmbAEzOTNHg5o/m1Y1po5lgBwL87BAZ+tKOFaEsJ10pr1J4dt+YRfrCHJ3LtnYtLv2tWzCR6aFdryf1p7zIV3HN41Wh0+/boH3NdLhWLxFuhAZClSvrsSAsmuofqQFHQotrb6pnuTH8M0vtq1V9fS9e0k53vmEJzg86e/5DR3b3Z9WuB34eNDsKV7ut5hv3fVCa8PrEi2uPzw/pax58g/RntnMOl1sirtenZidkfIiK8KzUVttKpvIbYD/5MBA11STpXQusO+jT4DMCKDGZYNBD3rJkQugiIU7ueJn6AcKDoGkjYb00DQgQ8louAMCZQPQGYL+JALh7E5nrAaJlZyicB6RI7IenCfRpR4evAeoDzdbXBcStPaH0sQAvJbe9jm/R79J0KNDGOTOFvk0iHyzwtwhwAP8tjPwlLHD7CKjRch4ilTi2e5rcrNXcWg/YJGvAMQLa6RQbb23a4JKTTiCApogEfdMDGGSb25IkzLJ02F0W0GujGQi2bvksvo1W/fpFePrL6kBYC/IcEgXl78Uw0apitLJkhrMtJDifnQ+dVtRoveCVkjY18ywXhvxo6nAZIF/Yltewi1DnNE+PmZ0br93tvTfgVFFU10EFu66lVunTfkJ+8W9rulpnl+bgO/ky5Z2/gEexEDIhtmAABRQ+ADUu79OfDQOs7wdE+jPe5THe8smamX7RNyhEH/XscB2+k0iqT5rWC37GlQhQpJ1pNUtCSAXAWUR9ngQk7yYK3AFIT+4Jld70oTYbW2jjKVKaS9UvTMAal2ZrcCBBIs/MXlg6hQBf73SFlgNgd1iP54GoQMkUPW+fluaa3OkCHMB3egty/VmgUiDxIQgMKZZzEeCKkin0jQqMQx81nCLHXASCE/qCF7eufO1JW4CgjSISwvT3XFPk339Pc3SSJF/OspNvNh/mkgcfWDc4Nf9ivRoPPKu6ieDTzedeexoImoD8iQkAfgfoa6yuBeUB5xB/r01lgRZYNriga8ySKlUspdj+4g0CWwlevRa2aNHGl6zjqrieSyseNnfIlT2Xg6i8/le9H1kxbKNvTfIz1gPtf4SqUik+u7tBWSJEXW6MtiCJygOXQb0jNoC8dgAn7AiQ1lMqP0sa6Fe1O7oUYayvlLIAoCxwtWhZYpJzCOES5bWcIhF+C4SLCPtEIUDLTVrAeJD058PSiB1h2iIC/Ar60QAE3AMNspoDSGeA1oUDQHZPKGtBBNuir0IMAXwO62CMBjB6XKb4jDscC/xdAhzAf5ckfw8L+FlAjZY9CHDekSnu+WtVVHuMAA0uKZ6Mtjffd8nJnyPQUNSwveNc/GH9/aeavnuIvJamDzyrEgBo+3Panli3++E21qCiZx4YkfLoxaKmTx649ERQu1o/ZOYF5C6+hJ0+QKxSDeCXvYQdzEi720DBI5fhWvOgHvZZwaczBkDrrEblbZ6ba9F+s8CWa92+6GH5paUzM6/LzMiH12S2bFzFU7tJy/5bvQVvnoxvNEBWL2SNOrWyZHu9YRhW/BHZagVA8PFACDv9DIDpN4BDJ23gq9MSvAOJcMN9V2C2DykdAY6Yfil/zFts0c8jV8ttNU6SQJ8L/R1SX6+G9EyJz9xxm8mUCYTf7QqjlhpATexDa0HCFyDisAIaLNJMWx+TtBurW6D3UVnT1jTPN/WtXu5bhz9DHyJYp2QKs5+bmIu/ywQ4gO+yBuXTYYH/R/jKvbIR0OsQGcYmDPqhyrP0Z6EzUZOec5yb8JX+XqxNfRcQJvtI67zaM26PK1F+zZXuTImonSs9fv/yAtBgS3JR/H1WU/75++2LTOVkbfEr9IHa0qn1F3ynQhAhGgjLQHowpymdbFaP3PTbQSf28W7wRdU9KpkzJERzEZWZzDPmdh0vjV7+86QV3TqkDNlY9YSkQVt1zJmdUR81Tt09/vAC+qx1Z1Nw/iSt99UPISCnGlQL2EJY7bAM654wEdVpDr6fg8vJ26oARwDBMe9aHGxG2glARyGnzUtg0nYC4AagPtsA4X0kbfgmDJxKBKU7wmgpAk6HQGqND+FBjShRanBkjAa0FeFnfdWskp5QVghAdTtdxlOA0JLWwn5EuEfJFPpa03ywwN8mwAH8t1HyF7HA7SWgyjGHAbCaIjbot1WNw2VL7otIawBojiImJujvDaw/pzNppm0E8M5KoSSmdJHnfVz4cr/LVLO6yHLWdb1te2N9+SPxh70tQ8dXmXMFANbNrdm3NYKvcVfIMJUZ96KtQRJRlobY6gEoh0tgLzlSdl/Q6Btr4NT1xnBydT94IiwJtev14cd7e33/+K87u4xzbwh/r9mMpQfaXG+9p2kRNf8mssbqnHGRcvvkPIhd6gVvzyIsqz8zqH5mx1C6+LiJjmWfQdP+p8pKAySClxoW0VdaGWq4ER4GhFI63bIzmvEEAOwC7eFkkLRV+vPfTWRpAgh907vaaslHPPmItJD6Sl0AKIzqH16MCG9ppo0dJJ83i0zUoZfPu53AN7LTZWmeJNEsWotjCHCpM9M97vZqYa7NnS7AAXyntyDXnwX+XwRS5JjdBBiuiA11bv54bmRiiFRWJQ+AMhQxceDN92Nl10UA3J8ulBj9vWEdYg9sLu3Z5pnAbyDSlHtOA9Mvsx6Y8AQhTHu9yqyqQgoZ8VWNB+Snb2y/0sh74bt5IdZeGmLEfVBmAcA8Aqq/Gazl1X1hZa9e91SZb35Gq3UMaPCJb03es9FggQJClDbOnNjg16Fp4dOOtLqRKmXUXw2gjd410XUQvno1Xnv4x5el4iG95WoHLweFnoi7ArV/vUZ7Umtr2luPF5XLp6tC7r1HpbkUqC2ibbAMCRtiXqsQDSgyCLo1KYbgMwiwbhNYM4wBXASP7wyDRH0BEOgH0wHwa9SgPUQc2gKI3xKtbU0g1ehFpWtIwlc6X/ENBZBWBq6C6iVmKDRr0ODmIibc4Vjg7xLgAP67JPl7WOA2EVDlmF8RoS0EWRo4Tq7Nv1ktVU7KA4ALikjQ59caR6ys/gEAkelCubW5vBylXgeE1eOC5rxlhfJxX7Z/bmSpOSBw1K5FxQB0YP7jfcOLAq3nJ15ZlQmAA2fVtNbrV+S9FKFpq49Xw0EAVB00KAgrlKiOl6otCG1SGvtbgaXe5ULp06qvwvhdaxCwNmy5P2L3Q1tDWmloqr/Gdv71khrXnz392PoN8LFzqMi6am7xRumh+lV3h3iqVPv2KtSSHi1cXW9PgLlf7zLfAHegltbxByqFHmj3ZUihZk0rpLMtPwXAF4l6rZfQ0i9bksKzNdNRIvxxVxi5NaAEUzWtrtbVdNS4aA8/rHs8L/l+itRM5ksaUP8YLP8UCX7qcBUiUYNatB70Z8xjlUxR8zZpXq7GXSTAAXwXNSafCgvcFFhQv2+T0XnrT958nSIn7SaAeopIuBW0sXbXHCAcS5K55cq80cZn7VHqFgJoLLKUcP07VndsPXp/kwgnodZh8m+z7j0UGa6svq991KhVmyjkRmHe0hiL11MLasRfL1tLhA/vrAk1mxRA3mUrnYwsxO6XAwA3VDFffPwHb+0jETUp457uFD/npOmy1IbqeOvp///QzMkLXm+w6cF3Aq7VSD91MTKOJOlUj5dn/bH7wvB7S6lqfGndvKqNyy9M6lKyM3tJNYs9fmnpsN3P4O6Oy0iReuNYWNnwMKDoguayIVpe9CdEtguIkdk5aGp0WjMFa0jf7Q6FeEApC/rBbn2TCneyM0BOiSsGwiSCdR0AoXUfb9korwnWLVGEpCbKRaDBJFgPLwNBgbKjYi9lPljg7xTgAP47Nfm7WOA2FEiRZy0nwN7Vreb6L+SMu6ZXcaBd7UUEGwi0ySvFuFn6e3Jr12uAOF8jij53yLnTZYt5Z/4Tfd+0X7oCj/+68wIB7FOVyI5lVtP++K9XT5BMNCb5GeuLD+71QaejvsKTD1BBvozVOlyHjQDQiwCqXLfiybMBgFHfUeOfYk0ll4oC4dnPIwJnjWlV8vKiiIDQUg1Xh5QVBRZbfrWUBXyeH7s2OHfv/R/f98xH720+O7GzTTq/tFXIr28ds9oo17rvAYvPezx+aVn53qdBKw2Ah7ocDv4JTle7BNfOb8Lixu3pUpvmgCd+z6aHfWGgxe5A68M+pPX7QvB7ABoBPeAiBKAZQ8Viqnr1OUCcBto6fc/kQz2h7AwQDAwvgqdspfCthvgertXGAGEAAj7k2OHefxs2L1fpDhbgAL6DG4+rzgL/fwIpctIsApgARI8qnonrbn4+Vk65AkBb04XS/+Z7cpRaCARfi0PKSONqOD7lIyIalvDN6gckpGE7OoY8veWhsAbxyafARHA9vf+5khPNCqtPmNuknSQf7r9zMCXVOUkUvgcl6ADFEAoACPvhNHWGM2jOjiVP8B/1wkKyalg/dOSUDFo6OMB6rSYeLAgEk4bkizq4Suqwt+fBDU94cna+3qxR/Iwd/QPX1BfVTFu2BjU3T1qy6sOZQy2bEr4tfXb3YBzaYIOtuG5AaRS1ufIjLrtXA+uFCdqle/uCdnrFFngEekC5b0U163RzEbxX1UvP7WiOb4MVvNgWP6aAAhfVOTsWwTcf8PfNQEUhzdDXsj55Pwv04eNtr8Mq0mAAHIUgOENvAeAbkgT9xm4T+u1rPljgbxHgAP5bGPlLWOD2E1BtySMA6St9HWSHSJj5Z/iquwCgVrpQbu3qY2vj2o6EdUSW0kj/XJOxKdWLAugyEk52z3bMVuWkoTMnnpwLCFvGzxSjLVD04uwJp9/vsDukrMeWsMALUde8uY94zB1mtlqEYZ4jMPBqEpyhEjgG1QDBBwFURPfjeemnho3LAzU6+kxuQZPUkdVzm2R7V/S4bu40pydk1QAoCfEe0W6Ysyc/PuOTJaXDvm9sPjXrl7p1tlYtLH5z9IqM9rMHW4tLJGz+5BnzqmpngsPsTS8nkBaQAEtebA/2hdLuvNG25rTLfRHkD+wQEb4zyDTY4zMtrC5Bt719qDX8jiYYcSIZrkU4yGsZhfXXfwRQe09z2Pz7cTAlgklq+Xhxya5iM6xu8ytegCgaTUj98WdsBgRjNNT6jtt+Luf2a22u0Z0owAF8J7Ya15kF/ocCqpz0hSIS9K39jCPWpn4ISC9KvvLw5ecTLujvyW3UiUDwAXq9Ld1HJxyvuPpVdxBAVZGs6MtNwpNPv16e2eWqOT65cQkAnlv38CZfVutj4QmzRz3ocE/a/tyM8LMB+daAqC8allB4oQx9c03wSatcH9EuU/iRQYBwRi8K8lpYqeHFG1LXy8X0taPO+Ud+8p4KvwQlC18x7+ydR7CnPkIg0NCHl+QvL37cXUJVX+6Uv6LPhbDqU5/M2B47e3jA+4N+rLuhSp3ip893urK63fZWi6QmJ3dA2isjIXzOKwcvP1FctyjfVAc8W9OrPXJPzwJv+7fcCXUebaiW5HaE5KsnKILaXXwK6wdNpnKzAvJHpwH7yi1gX+lFOJdVomHT166XBewJBay/D8x1EVdgOL3q06QHpfVaP0QYrnkt/cbtzvX8D5uAP8YC/0cBDmDuHCzwDxF4TFZjJYAVADQ6XTj13YT0Q5Kj1CIE+MidpTj1N+pNUJ+TED6HcmopVOcxI6TVuOuSD75JSG6yGZB6uJRPX2x+rLH34bU9rN7AEtirfCi1WPrk8aq59bfDkM86oLWwGn3VbANUudEPQ912yGtJBHQFAcOwXvZhTSIbildDoefcovPeltKRPx4JlMfOLln/y9MBRdcaINxnAkCtNObUpul1ynOmLH+g44lTEz9v03J6k2N9NtQOLut6cdoNW9GATjOdwfD8gmi0elteXt5waWF5zbr180tGlJL5ezW037lJV0qrru9sXn71mjS07glYsWPImeqwsf4zQgquIfc7eYGk0mW1ws4eLcYqM08qadb2cyKya3rpRMOisvdLQqXNAaXQrV0BttWARmuS1N20lkYjQH+zxdTvtd/P6Dsv8cEC/7IAB/C/TMe/yAJ3lkCs7MoHwp/TPcqTN2suR6l7ASBIZCktbr0Xr14Cogwx2/mMEb6uuAWAMFwoqTUG2FzdTw1e9eK1yNND3M7sAP3nz7/feC1ZfF06zH3tVwBsRS/MawI7uwFltS/DWss1slz1gWfg1wj7OgKUtyWgIoT61QBaAoQu9pwsbx9yrqhVULde83xpp4dJmlUDX+8T3guXYixY6ywEmvKOlFhDCibOOrHgx0HnPywJ8L7drEHhesuNoN/uWTjqRxo5R3Yfuyfz6q4IZ6vQNXuTSyeMePXKhtwdgZHPdvU2aHO4oWns3lDzc5GZ9MWe8UeCtCXNV0LtvKvQY9d9cOnxaj0azP5hD0X3uA5hK16+tjLu0xBrtQf3+t6NkHyDz7YjLPWZorvl+94Ewk7KNNFX7Wx7FxC7X/VCv8TdQt9Big8W+JcEOID/JTb+JRa4swRibSkHEClwhVBuLadoa+16BxEn+6Qy+/kDlbej49UvEGigO9kZciuQ9ek6Ppopxi1KjLW7xu0b/fHsamfqQ+OVj+gfKa46YU5Q+e72ntLNPbY26vi7FNn+j9hfFiaE97D6orX685ZSQavLeK2XGWBHHQAfAnTJJyBC8AUCbM0+AG0alUCQNbrKyvJPAh4x1TZfhAGNVkjJjeIhJGwHXQ6uivp/VK1Obit31ypdcS3E91t8ygv19o5eNHnx+DxT8qQm891H7hlxeX+zVzvU+2LRjKJJa4dc3xYZ4bu4dGnPxzoM+tU7YFJufLVenWecLKpbfCL7VNhUqUrhLzhiURycUXpFVt/2tFRNxGRLLTcOzf/jaFpIwbyQfPxg1KrSd3cPlRpqRHWWKGKYmih/RgTonCZecEXLyQjQ9mqm6JcIoN1ZvYFre7sIcADfLi3B9WCB/7DAQ5AYuAUSS/Ri6reeU1ND0zkETHJnOd7U3wsbN8ceYDKdAaKxYnbFLWpZjfsWAB4USmo9/bXN1WA4ovSFUHLMj8nzWlSJXf6mudnxITeSEtYBQYOOAxe3QCDzzvRn0SoVad3s86Rf3Irw+QLzHsS17fKp9kGA9ntD0DcY9a0MAWAnWKoGEGlt8Uz+whBb9abl5729S3eZkp4caHr64E8l3saXLD+07Gwyw3rwAkJ1Hxa/vOBFsW9sarDZokVXWd57ha3FgcA35+9t/X7nJmd+KnvsylMXsqYUB1qmzH+8rxy/tCznVJOipRvvyX+36fcNsndMmqtI6watgrMRb7Qb9kP1A5efeAe9WoMO9dZ+f8pSJyRr/JKWPcc3KHTXxq+PvZ47crhL3kgAG5Y4xQx1qrwekHYqiZ639CU7CSBS2S4e+w83HX/9XSrAAXyXNiyfFgv8fwnIUaq+c1C5yFLa3brSjVf36ROHRHLle8uessqemkWIONrt+CjVCGA18qSEcNztyHlEbqOu6DZ0fo/y4irnd/z4whwfwpnXB81a4dOkuPHvnv18VocWn1tMxU9syZvwOQA16wmr+mXCg9cKoVpwd/Bac8BEZ0Aq1G+BBwNcawS+C1+HSM07lfhKu5Zq5qRnrJahGce9aD5PacNrWiYu2eb7eHC+VGYB7IzlgAS+6tl1T9zY0sfdYdDitknfxd/fM3Dz0fqYt9C6q8b4GvWtpZ8+0n3cyNVWym5YPH7Z02JBp5mthp4esLbgiha8m7Y+1L/nqBnnd5177nx+Wb3zk6vMHDq75qNH656/kjHoj+1PzHvcXFUCiIvRSg97JWkHgvR8+6uw3UT0CyF96EwUC9XO8seAFKJkevR9ivlggf8rAQ7g/ysu/jAL3PkC9jauOUT4mmhpqw7fPa3vpQDyBGMRjnmlPmuDy3NfdVdc/b6yAYAaCyXVmJokpzTsA0DrIKCsjogTl5o+8Nau6Cc/65C57KXLhdfDrO0b7Q3q2XazefaKCfrH6eWgj+EyhWnLSx6/0rb0LPQpPFArueajWwDh4qTL5U+tCTR/U6hBSVgZPqsBnpCAYHcoNo8sJC2sDEy7hgA8uE4rrWkq0Za/mBMUnxRR/stDW8yHW+fAc78GlR/re9Fasxyg4Q19KBnA8R0tcy+eD/2tq2XrAzO7T0oasmHblIjzF8d/O7hN8RM/yN+bAwKD0muIaeXVCh2/bpkXHNHxgz8att/a+IC9d7PgAp97SOA3WUvqto+3lHnXv7R605cfDvBtRJM0EwJK2/UqBX3hkkUWM3S+56KpBpDvF5DgRWWqSFej7V8BkaTsEMPv/N7BZ/DfFOAA/m9qc1ks4GeBiLbzGpaT9jsRLfBkOd//y9XvVUJc6UlyPKe/V1+Na6oh6COgY4UjdVVFIEfuB8IbwpndTX89XJVXAkHLNKcwtjpUp8h7QIJrSqLoGR6V0ji+yoxjW8vvn/dbeferI67/9lw1raT2whox+xp4SX7mRnnjWTWtl/Wr305XIPhgCFCJBDf/PypHwCLqRzVqZdCVql6fljPyeK17klrlX+6wN8jTdault+tV0J75lsyWYmq1t7om3XfKDMcR4LS+lTHAmbKe3ho3CtbWKCq4MXNS49ojP25QO/SKdefscR8HtE955RmpHJvnP75+wemd3Tvk7HyjXuzrw/ee9jXSDs6a3qGf8kieOyx038EpS/rLKZEqEAYLJXvkMNX+JgJ1T1NEX9cUW1+UcLl0CT/QdlJdfZUtAumSM9Otb2nIBwv8jwQ4gP9HTPwhFrh7BeR4dSkA9BHJStjNs7Srr+wgJKtwpN6jv1fH1bCtGWm/l7DdBWf2ASOAU+RiBJq02OFJkePVIwlVZrVIL4m9cVxrXtTOc8Da5+TPIUnd4vVFK7xjlmdE5tapeWNV1w45vfZ467Q5rdV1PWH5Pfg6mVqvwe47hsIPWE4abMSnqAn8guWE0BK70346AsVgxaeONIYvWl8g+6kq2Gt1FfzMUd66ywZzSORJPPrFa/TEw59ieUENX+kvzbT6tdZatCsRIBVWMU6nXOpDpGGRFSj4i/v3l9t3dPzN5IXO1SbNCvjlswmZZsn7pXOA+lFS4cTssKKLbz+3/8tPk59+9CIQjBLO1A36Hx7B4Mvo4dOuliEpVg2qRl0BAhME6d+P2+kC5eMfRNBTAjrjyPS0vXt7C5/Z3ynAAfx3avJ3scAdJmAfP7sZofkoILwkkpXP9erb1VE9CHAToPde4fhUn6akX/3quyZVEUqOEcjDU2xvAOEbaYqoqr8e+/ZDKxqZTvWbdWPCdJQg4OVdnz1r9pUFfxj96o+ogXXiN6teWH3/vb8ejrBfG/Gz9/6AMgr4pL9lX+2TZIvYhY13DYaD5JOsmKG1pH54CgHMABQBRBcAQYLwI7XQ3fI6SdcsYPsyGPLGlchV9pubhmSYfzk53vdI4E9SeGAepubFwYunPoVrphD6KfgJGLN/DZ63NiVJawS2ch9ul8xQpBljv2Cnvr+R/j+gSV8pW9MHOBMgINqzgFACfaA2Qgbo19T6xzqRF0J9GnlNgKGF4G6Yg29JMg1Dwk6O6e6QRAApNFrWFzfJUTJFxzusK3B1/SDAAewHdC6SBW4XATlePQSIRSLJ0elmnWQ1Tl/v+IJQUrvr79VLqVdbgsDz4MV+Ynz2z0YAq3IuEWxb4hTGXGF1qnwEAU44pokBtrmjnPHfrfngaANb5k/3t9/f+mBh00fXnO83K6FROiAGjp4f+dDZBiX5K2PPuRv8bAuvebRa6L6xx91wMSgI0hvWxpcPXyM9gM+2qgrhR8sAjMQ068+VK7JwPQD0hmAooi6wGTfBY97WZWehX+FB8+zQh0tjdmWZW5z1SPMH9Sh7ZukFS2BJOXzxbJB31KcdLJdDi+iHQVnYfuGDeC3iina27Tmvd3Mbq6XJRQi4x60V5t8jVQ3KofBqO3wnzC3MYaX5vsH7tm79vK3VXhCEVfPG5dQd5rKNRMRFBDBsiSK+diXasiTAqo5EEbmwW4PQsnJfNiIdUrbzDkq3Sz+/XevBAXy7tgzXiwX+CwK2eNdHAV6anOOq2CXJNveVESjRF1horuN+Y4H+jFa/+l0LiE2EI9t41jvMFd4J0bfDVw61l8aLS0YAT5E1QujunCZ+bzdt6PEX12xpOmvoYx4CKO//04UakTlFwfNHR2YBYGl8cqPOm3tcOri7w/XTLdIiO1kLzEEHXj2xBPfUttOe2rH00pF48pYGSp72MzT7qnloKq6BFPUswd6diFetQOXtgEDfs9jaE8qCtoMVygBowpUynFvTWljrMtHw9eVVFw6xXG99qFpg93V1A36MP05ttnXEJts6wf5x80vLNvW0lBxsK7V/yQWZu3tph063w3HN5tDWwPvojzrdcOLvSSOXPRhNp+11PiOAhz1K6jq7GnlVQ8zwOLKfGq7aFgPgE8GBotaiOChSp8oeBMhzTBOdktvbIixWzCKAnc5M0fO/0IxcxB0qwAF8hzYcV5sF/hMCshqXB0i7hWNR7J9XxJFeIu15j/NMWuXVbwYA1U1TPG0qr34/AII4ZXrFpvVqF3khEMQqmcLYe1iVYw6VWbSc2RNOzwrOD2ipLHz5w7njP/76gQKWAAAgAElEQVSyzFJWt80nz3cvq5FPx578oRiyOlSHPV2s8NxCALIS5I1GCJ97AxAKgfrUQ9h1kODKaUDoXx1ofx3SChuArysBXEeAgA5XITg3GOhSABR1/AaC3Z3hakk4lDd2taxb2jtPCwy/gfCpgtBtXSFUOwab1yZUaR663isHHziVXBzfuBZe+nrvgfefkxPUswCwTyQpj8lq3FoAaiuURXb73IZPkkTfSSQ9mec8/cMIVd5PQFXSFE+T99+3h1UppVwE2OiYJmLn3Fe3jUkzZQLQZiXT8+h/oq34O+98AQ7gO78N+QxY4G8RkNVREwHwXaGkWm+FryvyG0B4QCg5RphWBLC9jMA3coly7svKAM4mgO3OaWKI8TrafgpA26pkekboV88TZjfut67fBTrUKt/X+lBz78PregYkx390kgCu3Ku+es+NRrlHTgxY+wOmP9UFLtWLDh+6sH0tqc5De88PXtyj/owfEbHRZnj0nnaQWV4TLll+BQs0AK04Enx5gBBu9sH5uqWUXa8Y79f/Q0MCC/wOCMFQCq0hF5Y3jgT0IoTkmuH8UALAEqi75PPf3GM7lmvBNdKF0tIWpX6IAE+LLCVMTnANBg2XApkjxJzRZ2V1VAGA9KVQPhptUxt+j0C9hJKjb7YIw1z2axLSb4sV8dj8KfZePonWI8ECxzShqPfJ95MGmyXA1Y5M9xN/SyPxl9xVAhzAd1Vz8smwwL8uIKuj9Pm/64Sy6KW/BHCpvp2h25kz1whflzwDAF9Jc7qNpSpTUppUp8tF16UyaDn2g4q9ctVo2WeW4IHR28TWx4a3HdJ7U50lDpFhjHxKkZMWEVDvvQkLe5RjabeC5ImfW3tuPBzQYU/Aoc2PNbxx0Wbp8vQiLPGGlG31jLL2DJ91ABBOb6b+/SPp9LzHrh/N/aS66b3GXq30kQKf9Uh1qCoRaS0K8CwBBIIXgmkXHsCr1AH01wDFcL1uPtyoGYL2o9HaWWcbRPhMEQnW2HrJrUCyHEITNllx1nFKjkopBsRp4uDYGbZ49SAgFHmSlOjKP0zet1YvrZXzwhfXZDXSTQTHPc6cHsPm23uhjzYA0VtpTs/7KVNtDgJU9a0LleligdrJ1g8kXIUE3zp4nvC/3jnv0t/kAL5LG5ZPiwX+XQGbGvkhEjwtnDm3picNT5E9SLBmsSKMkFanyAtBgseVRGEsVemKll+TAJIcmcKYAzTPHvOupt+eFhm1h6ny2NZfDHP5qhThsaeW6z8uuTFzUlDwyI/3mWpezspcNrJTaXFV35k9E1v3nzTisT2+jumTqsz8iQCi5oY+Etm36AC0Ls0r/KSGxRys0cVh170zD5vxxTIrNW+3AoohAsKwKRBkwF4iOgKIQ5RMYTLqKcdQgEatXzm38bAqJxUCwtuKO2HOQFk9TgDH04XS3xbl+hJB6ieyHHVtCXPvRZJ2A1EfMdu5weaKy0KEMqGk3hvuatTJh1omITg9jpyUYao8EwEmaBp2/Hqce1/KVHkeIbwKGvZWprs3z422PykBfQt68G8XI//dduHfv3sEOIDvnrbkM2GBv1VAdkUWoAld7rHZb1Ve/fYmhPVLFKGPSDY2IFCn2ASgtEqZ5o6rDODf9Ik9zkxxv/FzW8x2Qip0io29hrnqdeo0W9lUVv3GlxMPvT9mkH12M43MR3uMnNkdAR79ZMNLo6sFFlgHP/CtSWg2U1rxCJwYPGsvSbAnOaT/UGu59y3lh3Xmr/pYXpeIqg7/2Wv2tIJSEQXme5fRB+ZG0hpfM9qqTBPG/2tqtFwGkjRY2Za3XJV7nSWQ1jvFhpdd9qQ1SBChiITWA+zzXkHS1HShGDs7yVGqvjLYBJGlzLPFuzYDYLgnWWliS34pAi3m06BJDjHuwwXGHycAzwslx5gLPNxl2wyIrdMUUce40p8qr9QIepJkrT8uMedaSpd6zxNJnyHAPEemUP7WhuIvu2MFOIDv2KbjirPAf07AntLwPSLNIZTcajdLGeaSt6IEljSHMKYspbwV3phMvpPlCLXjEytHQ0fLBYj0hmO7J6XyyvM6AbzrFBlJFa+TfCiZ7nPkjd8x+Zm+Bce39qny4POzfSDBpQ/XvFq9RpX80yMe+Fp598Ykr2TSMib9NmM6oNRPfaLvfV0On8Quh09f//5Bc5kIQxizuKjNnpcsjTSJfkur+KNAvyIvQ4AnHNPFqpRo+RgB7FEyxRBV7v0JAfVxiowGLjm5GwL9qogE47Z4rKxeR4QFK9zKG3Ib9VvQoJs4pNghMTFQLggtQMSx7iTHh7Ia9xkAPKFvy2iEtRqprxRWJJSc9kYIq3IeAOWlKZ4ulSG8m4hsynSPbPxx0lkegwjzAGCGkile/8+1Hn/znSLAAXyntBTXkwX+ywKyGpEklNyEm8UOV2U9KJ9IGytWGGE31ZiK012ZJiKMgOkU3gklX6aSKYxgWwb3BXnkKkU+qTBsfN62KwvrJLUtN8NeRSQYt4Vfih77+xV3o2bL88YZV432qLnnm5hOn3w86HvzqZAmbZe3HhSY8HvyVQ3g4NzBj9yLSAtyxn06WXZFziCEZz1KjhFsw1WZNIu55tevnbmqTpXPIsIKR6IYq3aRPwGCGCVTRKp1+0ShSTtw81m0KiddAoQvFXfChIGy+ikBPJouFOM2uhylekHTRonD4z6TJ7i+BgljRJJi1FF2xZ0HhG1CSR1ozI+mQDcQzBHOnMkjXHIDQjgBAJ+mKeK1CiM5F5GuOxIrVsdK6SJPIoIZANoUJfPcO//lJuXibjMBDuDbrEG4OixwOwoMd8kLAODpNKeofbN+6lRZnwP8uTJNGCGtdpa/AIQHlUzR0AgbWx8HofaeIjKMq+h5cvJkDWiiIhKM6UqxcspKAs2+Ujg7qJ1taa7iccO6Wn4v7GTdtf23Bt1yt4Z3HSZmK/pAKn1bxLOI+K3b8VG87Gr0GqD2gVByjCvREapcggCDv1JEuitR/hmBqiuJni5qV3sP8NIGJbPi6jjFHnONfDRbObfxHVVO+gIAeikiIbyiLqoPAAemC8cqOUpdCQhtxEHFOA85Xi0EgvlitjLJPjfuSZLgO9Tgfve41G2yGjkVAN62SNQ0d2xu9ghVHk0A8yUNn/pqnPv7xEQwh5J8mRAynYmij+EULU/XfwcIJyg73HNux/bmOv13BDiA/zvOXAoL3NECw1T5MgIuTlPcTv1EXG/Xj0aTtk1JrLjarQyWsxLgmrGZFc+DVTlmPQCGKWKDsSyjKietBIBwRSQYt2xjZXU/EJxI9yhPpnSRH5tRMOk70GCwOKykywkpQ4DgE5HsMAZzyWqcvs3Ceo+S+qpNjeyHAOlCyTGe2w5X5XMI9MlixfOWOkXWA3GsMl3UqqxTOYAWq2SeW6PKMWsR0OYQG+6ZW2uuTbJ6hWSBRmNzE7JjZddWALSmC6UjPJQYKF8KLUSUnnEfHPudHJ8yC4BGi2TFqItdfWULAUUIJdUIaHtKZCYR1BZKjrFr1DCX/A0i9E9TRHX9WbnrbePOwFZC+NKZKF42/hiIticD0HgCfEXJdC+6ozsHV/5fFuAA/pfp+BdZ4J8j8Ow8eehXY8XXt8J2irwCEFoq00TzvwSwBiZfW2Xr+azKAD4HAIsVkVFxhWxLOgkIvysi4fnKAD6nh2y6RzEGeclRqg8J73UfcuyXE1JeBCJVJCvG1bO+PKZ+FelxpD4XMS+iYbmGp4SSY4T/cFXeCwg5aQ4xSH3b1gEk3KFMqxz9HG07BQB/KJmeZ+faez0pEX6tiAxjnnOKnJRD+s9EwrABdrUHEmy8LqoHb4EXSuQodQMARIgspZlRfrzrIgD+LJKVYcbrlLhi/aJeOFInVtQvsgAIvhPOnBcq63RIX896sVLho06RX9BHQSPBZMd0MdN4r2LBkjiQYISy7U/bf06v4jPlAOY+wAIs8H8toE6VryNSkiPR825lmEwkgrecmcZVn3GocoyGaGrvcK/fXxl4haRpY5Rzk4xNH2Jlfd6tb0S6e9z3lQFMIdrVaocPJxZU7k/8gUhWKgc8jdoPKB0Tjo+ergw8CrkaXO1w4uGCYS7bD4jYJE0R7fSfuabKPtKw27h33NvUaNtXANBVyfQY2wSqckwpALygiIyvVTn5AwSKc9y6Ja7mAeCWdOEYXifKVdcMkockesRzQFlXWZ8UUdUWDIlPl8nqK9MBaJJQUo2rcJur4UhEWoRAPd1K7ubKEL4OBJvSnGKQUa9EeQZqMJEkGOhMFPrdgJu37YcjwiDHdmFs+8jHP0eAA/if09Z8pizwtwjMm1bvYZ8mrXZWXmVWBLB9BxEV3Fz72CX3GgyAXzlFhhFQFeGXRBZzlZqvnXntamUAa75Sb/jqy+PdNZuk1A8MhDMiy2Fc1drj1fEE8JZIVoznxcb2iEDnhZL6WGUAewm0aI9yZvdwVU5EgNcWV04BUqfIF0CiRUqi5615Xeo9rJG0UskUloo/AmJ26ytwKSKjd2WdfCaU+oxxT9g4sJ76NkkwKV0oxg5Pcmv1V5KopuegM8oI2Xj1JBKcEbMVY31n2TXqBEh4UThSjSlXsityHUjQXjhy6uqvh6r1HpFAWg0AE9MUkWyUN1X+FgAGmCwBLca8lZ1r1Cla/oYAHgfAvkqm2whvPv4ZAhzA/4x25rNkgb9VwDXFNtI53fPxzS9NiZaLCeA1JVMYV7cuOeYbBGiviIyKW7D1kwaBBksVkWAMqoqtl9IKJDqYLhRjRLStjas7Em4UWYoRlLYJrjcQcZxIVoxBX7IrTp9fXCqcqTGVAVwEErwgxuZ8OzzF/igQ/ZimCCPsXYnyViAodk4TvYyyo2WvV8K+E7a5N6bIvSdpQG86RYZxpa7KSfrV+QVFJBiBPEBWiwHprZVu5+z6LdWmmgmOA0ndxKGxf8gJc/oAmdaDhveKOY699pS4dkSwlwCf8ygfLa6oV8RFAClTKNn99dfDVfscAhoradR28TjPkb/Ur6lz2p8D2lKi5XQi6GtB6vpapmf339pY/GW3rQAH8G3bNFwxFrgzBObfZ+/l02j9zdHGFcEWcxoAtigi48WK18nzEWiAQyQ0MAJYVvVnpfNuXm3aouaOQJA+ElkVA53keHU6IIwSSZVTg9RX9OUeg4QztVtlAF8igNkeJeeDpxJbVQ0IvXYjTalYgMM11T4XgZ5WplVuBhEt5wBChrK9YgCUfmscyNdJ8WzercqzRgNgsiISjAU1Bthc+u3se9NFxQhoW5SaiQgWcVC5V39tT0jJ1DQK8sxWjGlFshr3LQDFCGWRsVpY5QCxtRrA8+eUHGOt7OGq/CsANEtTKlYLM+ow1XYSAH3/2zN0fZ/Fbl7C9hN2uI/fGa3Ptfx3BDiA/x09/l0WYAF9gYlliNBOyfzLgCw5phw0jFXObVijE6XISVsJsEgR8cYV7EC7ay4RPpkuFGMakC1KfV1fzlFkKcboZXmCOhMQhotkxdgEQlbjVgKBTThTjUVAZDUyGwDWCiXHmG87XJXLNaJeXzs9v7qm2PqiJK1SEt3GYCs1Wl6KAPc6Kuunyr2zkehXhyfjOSOw5VmlJsDXxoqETwfVTaqjmaznTSbq/ONZ505bG7UDEuzyArW7kOU8YJuQHIFoyQakISLJqd9O1ut2BQjWCWfq0IoQbpiGoMX+dRGT4apdANHpNKcw/oCoCGH5MiAcUhKFse+yUZdo+RcEuMeslTcfvfOiPoiNj7tYgAP4Lm5cPjUW8IeAS47phgC/KCLDuL1cEXJJ51HfDNCd8Ib+Otam/oQS1F7hVjobIdY6ZR4gDRBZirGohz1BdRHBIJFc8Vq/0iSAlh4ltfLKM3IPIOQKR44xwGl4inwFNPggzSmMFbdSEmXNBFKz0Yl5J+fdJw/UNFimZIqKQLbFfAgIAxSRUbFdoj1pCxJUc4gEfQMHvW4HAOhyusfZwyg7St0HgEUiy1HxrDdBXQUE94jkij8e5LkjXwRJ+kQrh6hz8amHK+obqV91C+HIMX5nqFq/qQR0SAJY+FXlVK7ZifZmZqADAPCDkiiM0dVGfaJt2wGwWaBX1I/bDUX+aEMu878jwAH833HmUljgHyOgyr3nA9BARWTUvxUqclI5ahTjODfxF/29ATZXFiAeWimUwUZgtXEtI8IWnqyKW7u2BFXfCKKvSFaMubWyK+5zQLpfKIuMZ8qyGrkeCKoJZ0XADVflowC0M03xjDACeKr9GhC845junl0Ran/u0JQS/nBj8pWfvCq8QYmwpSRFTnqMAJYrIsFYsGOArD6DAGnpQjFe21urPQhhU4DFFJm9d4wxcEqOV0sJINGTrHxg1FeN245AobfqNy+yBWhwiIje9jhz39c/M8JlH0dIcxBhwGJHxYjnlET7kwC0DIDecyR63v4zhOW9QGBXdlSsLc3H3SnAAXx3tiufFQv4TcAl93oNAfsoImOgEX71ZzUFDY/dXHu5MuQuAMDClUJJNAItSt2kb+IgspQHKwLO9RmA1FUkOyoDN05fiethoaQagWxTI75CwM5CyWmhvx7mktchUsjNdZjVKfI+RMh1TBOxlQF8FpBWK9s9rxqv5V5XkHCBw5NhhJ4qJ10HgLmKSDDqEyur+ipf36QLZUxl/Q7ro7A9WRVXxfYENRWIBruTnca2jLDsKavsqVkACO8KR6q+0hXYXZFzCGF0MJprn3SczNffG67avtdHO6cp4tYa2+qUem8DStNJoxHOdzxpfwnhQwAQomRWPMvm4+4T4AC++9qUz4gFbiuBFHuSvnpWosOdUBFWFQFXogEMXiWU9MqA2wcAp0WW8rgRsAkpaUjUXiQrrY2fq3H6reUhQkk1rqrtauT7BPCCUHJs+usRLvtcQnoyTRHGbWE1Uf4MiB5UplXO/402gq+VkilaVQRu75UI0MghNhhTjFRb0nf6qG2HJ6GJ/nqgPWUuET2XLiqmQcmtUx4DpHQzWsLOHKyYRiVPUK+TBF97khQj1O2uUXMI8RWhpAbfPE9bSsMDSGQWSo5Rrn5UXK2DlqZU1MUof4qxjOcQ1LCz4x23MW9aP1Ki5RMEYNHXs775Hv979whwAN89bclnwgK3pYBqS9IX2miueBLa3KxgrKxSsa+s7s/nE/QrYf0KuGKpyayKMJPjU/Tbss1FsmIsriHPHZUIiK8KZ6oxx9buiowjhCSh5BjTiYa5bMMRcVGaIozwUxPloUDwqTJNGKOb53WRB2sAXyrbhTENymXv1R8Jlysiw5j2NL/ejNY+yZR11VoYmpiTeE1/L1ZW9YFkL6Wfc+iLeegDxU4iwglxUHnYeB2vvolAU0Sy89ZcZ1mN029RnxJKqjFXGJaBVfZE5gPRx8KZO/bm+Q9X5RuAsDbNIYyFRSrrvAkI2ivTROhfG1LtLOcSQpkzUzS9LRuYK/UvC3AA/8t0/IsswAL/isAge0o7jWjPzTnAlQF8QUNp3rmDY40dguSElHQgsotkxVhHWlbj4gHgdaGkGtN95JRGMUDaGqHkGAOrXprfMKLUV5qdplSsTV25CUI5YnANR2LF7V/9OTAAdVYq59mqckwJgPaqIjYZc5dVOckDiCsVd7yxlnWs7MoAQFu6qLwKb6Pqob5YZDksAGjshyzHq3mAuFskOYxb3TZXXHdE0J9zDxRKasXVvRoRD4Az9elNbke2cXU7fJ48EDRYjkjKYkfF1o1GHabIhwEhSJlWsaHFrfejbQIAryqZwrgjwMfdIcABfHe0I58FC9wxAoNsrpEaYnK6qFhm0gipKFcBgOQQWQ59z12wx6esIaRQkaTcZ7xW414hgJm39uJd0DgcfD59FPStzSD07RJ9Jq3t0jHn9GenkDJVLvRpMHbcO8L4TrWL7EaC7x2ZQjFe23pngkTFijvjIeO1nDyfgJ5yigTjKnugfe49RNJeKPE2SL8y4WxFPdVcANwjshzG6Gt5QsoQAFpSqvnCL88d7zbe06dMAXQWSuqteb+yK+I3QIgUSq5xi1w/hqfI8/S1oDXN3OLrcWf0edPGoSbK55Aw1zHNHf3XRnVF12nrzLygj5rm4y4R4AC+SxqST4MF7mQBOUotQ830sPvwmI1GiCWoGaBRgJjtfEB/bUsZOQxJWiSUVGOhjoqgi6TAYink9OTT+gAq/dnqDSQav9hZsUJXylT5GCHtUBIrRkar0fIKIGqs7PAYt8Ln2mOcEsG7isgwlp5cBsus5+QzJUTQSfHEG6tRxdrUk/po7XRRcYVrb6OOIoIFN1fsMuo2wRjRXeBJVrr8Wbe4fCBYJpypxuIfxu+mRF4jgvVCyTFGfuvHMJe8FREi0pQ/B1q53qtTVyoz64H8s2NaxTrSfNydAhzAd2e78lmxwB0lIEeph82o9T9zcJxxJSjHq78CULlIdhrLScqukQMApWVCSTWe4RrvqZFeiaBrnjMnU389QpWzNaJ1S5yVI52n2L4nCVo4Ez0VA60613sOUPpIyax4Lmy8J/f2AfgeUMSmrRWvk48B0BFFJBgjuAfK6lgCSEoXFfsSG+VGqR5A2iwOOisW3pigdkCEXaiZYtxzKv6AsKlxCgLMKdOo/qVxizzG76VE6lssfg2EscKZbWzGoB/6dopEcGyJUxgjwPVDX0zEOd2jr4zFx10swAF8FzcunxoL3KkC8gR1GyBdF8nOfvo52NVRPQhwvVBSjWe+lYFWSECjPI7cJUaQueTfAMib5vQYU4VSEuUxpMH7yvS/7NAULWvg87VVdlVumWiLOQlIOxWxcYj+O6ot6XVAeEMRCbemCcXK6g0AmpMunPpew2BvpY4niT4QWX8OvrLHq1tIf2Y923lroJSsxu0jAOnm4iFGndXIFQDwgFByjGfZ+jFCrRtFYNpJoL2yRDlnLF/Jxz9DgAP4n9HOfJYscEcJ6Nv/IWKgO1mZo1fclvxqB7RomUJJNRbHqAiziIsE4PIoue8ZAazKnyDSQ4sdHmMq0Zw3w+wmc0CeMq1ijWgjYKPlcxJIi8dm5hl7FKfIvVQCHKyIjD/XadYXDUEc4nDHG9skxtpcXwJg73SPIt8qO0q9CAArRZbyklGXUanBUL0kHwFHu5Mdqfp7dT98pY6pjPTCJ7qVVOM8Kuod6QHAQ0LJNpbl1I+hCxuEfv3aGWN6Ex//HAEO4H9OW/OZssAdKxCeOqqxrwQ2CmXRrfmwdjXylIawwePIecUIYJc8BhDeS1PErcFd6lS5FCR4WpkqjBHJarTtJwCUlUzRXn89J6yn3RQg5WlWb+i4nC3G9CPVlpxJSOVOkVC5bjNJsXKKlwgeWelR1umfqddGfVvSR2UfVG7N+ZUnuL4BxJ4iWbm1epVdjUslgKFCSb11RS27GnRDsznAPea0cbuaj3+uAAfwP7ft+cxZ4I4WkNXIXYDgFo4cY4DUc6qtgw9wR5oi/lyDeop8BhFWKdPEaP0zri62kUioKpkV84WNwJVjLgLgZ4rYMMn4jC1pOCJ8poiEW7e7Y22q8Zw53aPcGpksR6lXgTBNHHLcmt8rx6tFAJQikp2Tb36/rMYdBckyUIydry/AwQcL3BLgAObOwAIscNcIDFfl66Xm8ubfja7YSUidKq8HwFBlmtvY9EE/UvTnwCZTU8fWs6cqAjfmB0RqrYiNxrKWxmfkpEJCeFtxJxi3jgfY1H6IsCZdOMy35gC3Vj8AhDEiS/nz6jZeTUIAyZ2sTLhrUPlE/mMCHMD/MVr+YhZgAX8LzJtS720NsKky3fPszbq4OssXEfFjJdNt7MyUIveKIcB1isi49XzZZU9agwQRiki4tfBFrE3VF8PYkO5xGNsY6oetdco7nkOOW5so+Pt8ufw7S4AD+M5qL64tC7DAvy+gL95hrGR185hbL+ahcecyttwKaXlGN6eY/Pu/XxR/Awv8nwU4gLl3sAALsAALsIAfBDiA/YDORbIAC7AAC7AABzD3ARZgARZgARbwgwAHsB/QuUgWYAEWYAEW4ADmPsACLMACLMACfhDgAPYDOhfJAizAAizAAhzA3AdYgAVYgAVYwA8CHMB+QOciWYAFWIAFWIADmPsAC7AAC7AAC/hBgAPYD+hcJAuwAAuwAAtwAHMfYAEWYAEWYAE/CHAA+wGdi2QBFmABFmABDmDuAyzAAizAAizgBwEOYD+gc5EswAIswAIswAHMfYAFWIAFWIAF/CDAAewHdC6SBViABViABTiAuQ+wAAuwAAuwgB8EOID9gM5FsgALsAALsAAHMPcBFmABFmABFvCDAAewH9C5SBZgARZgARbgAOY+wAIswAIswAJ+EOAA9gM6F8kCLMACLMACHMDcB1iABViABVjADwIcwH5A5yJZgAVYgAVYgAOY+wALsAALsAAL+EGAA9gP6FwkC7AAC7AAC3AAcx9gARZgARZgAT8IcAD7AZ2LZAEWYAEWYAEOYO4DLMACLMACLOAHAQ5gP6BzkSzAAizAAizAAcx9gAVYgAVYgAX8IMAB7Ad0LpIFWIAFWIAFOIC5D7AAC7AAC7CAHwQ4gP2AzkWyAAuwAAuwAAcw9wEWYAEWYAEW8IMAB7Af0LlIFmABFmABFuAA5j7AAizAAizAAn4Q4AD2AzoXyQIswAIswAIcwNwHWIAFWIAFWMAPAhzAfkDnIlmABViABViAA5j7AAuwAAuwAAv4QYAD2A/oXCQLsAALsAALcABzH2ABFmABFmABPwhwAPsBnYtkARZgARZgAQ5g7gMswAIswAIs4AcBDmA/oHORLMACLMACLMABzH2ABViABViABfwgwAHsB3QukgVYgAVYgAU4gLkPsAALsAALsIAfBDiA/YDORbIAC7AAC7AABzD3ARZgARZgARbwgwAHsB/QuUgWYAEWYAEW4ADmPsACLMACLMACfhDgAPYDOhfJAizAAizAAhzA3AdYgAVYgAVYwA8CHMB+QOciWYAFWIAFWIADmPsAC7AAC7AAC/hBgAPYD3wI6fEAAAHmSURBVOhcJAuwAAuwAAtwAHMfYAEWYAEWYAE/CHAA+wGdi2QBFmABFmABDmDuAyzAAizAAizgBwEOYD+gc5EswAIswAIswAHMfYAFWIAFWIAF/CDAAewHdC6SBViABViABTiAuQ+wAAuwAAuwgB8EOID9gM5FsgALsAALsAAHMPcBFmABFmABFvCDAAewH9C5SBZgARZgARbgAOY+wAIswAIswAJ+EOAA9gM6F8kCLMACLMACHMDcB1iABViABVjADwIcwH5A5yJZgAVYgAVYgAOY+wALsAALsAAL+EGAA9gP6FwkC7AAC7AAC3AAcx9gARZgARZgAT8IcAD7AZ2LZAEWYAEWYAEOYO4DLMACLMACLOAHAQ5gP6BzkSzAAizAAizAAcx9gAVYgAVYgAX8IMAB7Ad0LpIFWIAFWIAFOIC5D7AAC7AAC7CAHwQ4gP2AzkWyAAuwAAuwAAcw9wEWYAEWYAEW8IMAB7Af0LlIFmABFmABFuAA5j7AAizAAizAAn4Q4AD2AzoXyQIswAIswAIcwNwHWIAFWIAFWMAPAhzAfkDnIlmABViABViAA5j7AAuwAAuwAAv4QYAD2A/oXCQLsAALsAALcABzH2ABFmABFmABPwhwAPsBnYtkARZgARZggf8FUUfFVxWPlNwAAAAASUVORK5CYII=</pentrails><costumes><list 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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="138" y="473"><block s="up"></block><block s="clear"></block><block s="forward"><l>100</l></block><block s="forward"><l>-100</l></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="565" y="48"><block s="doRepeat"><l>12</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>12</l></block></block></script></block></script><script x="793" y="26"><block s="doRepeat"><l>4</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>4</l></block></block></script></block></script><script x="1027" y="59"><block s="doRepeat"><l>6</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>6</l></block></block></script></block></script><script x="397" y="60"><block s="doRepeat"><l>5</l><script><block s="forward"><l>100</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-70</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><l>5</l></block></block></script></block></script><script x="141.999998" y="295.1666646666667"><block s="clear"></block><block s="down"></block><block s="setColor"><color>145,26,68,1</color></block></script><script x="783" y="299"><block s="gotoXY"><l>0</l><l>0</l></block></script><script x="569.999999" y="462.16666566666674"><block s="doWarp"><script></script></block></script><script x="590.7744140625" y="607.1666666666667"><block s="reportQuotient"><l>360</l><l>3</l></block></script><script x="331.999998" y="342.16666466666675"><block s="doRepeat"><l>120</l><script><block s="changePenHSVA"><l><option>hue</option></l><l>10</l></block><custom-block s="pinwheel, branches: %s"><l>3</l></custom-block><block s="forward"><l>3</l></block><block s="turn"><l>3</l></block></script></block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of branches&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of branches"/><script><block s="forward"><l>50</l></block><block s="doWait"><l>.1</l></block><block s="forward"><l>-35</l></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of branches"/></block></block></script><comment w="90" collapsed="false">This part of the block allows whatever number of branches you imput and turns it into a pinwheel with that number of branches.</comment></block></script></block-definition></blocks><variables></variables></project><media name="Unit2Lab3-PinwheelArt" app="Snap! 5.4, http://snap.berkeley.edu" version="1"></media></snapdata>