<snapdata remixID="8506885"><project name="U2L2-MandalaDesign" app="Snap! 5.1, 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" volume="100" pan="0" lines="round" ternary="true" codify="false" inheritance="true" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4XuydCbQcVbX+966+N4EYJSAgiuCsOIMICghERSSSdJ3TcGXw+QQHxAFHcHgOBEVRQBFxAlRAJaCRPqc6gYAPeUERnBAcntNzBEUmJSgGk3v77P/62lP3X7dvD9VJLp1hn7VcCre6qvavyt59ztn7+5h0KAEloASUgBJQAg84AX7Ar6gXVAJKQAkoASWgBEgTsL4ESkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJSAElACSkATsL4DSkAJKAEloASGQEAT8BCg6yWVgBJQAkpACWgC1ndACSgBJaAElMAQCGgCHgJ0vaQSUAJKQAkoAU3A+g4oASWgBJSAEhgCAU3AQ4Cul1QCSkAJKAEloAlY3wEloASUgBJQAkMgoAl4CND1kkpACSgBJaAENAHrO6AElIASUAJKYAgENAEPAbpeUgkoASWgBJSAJmB9B5SAElACSkAJDIGAJuAhQNdLKgEloASUgBLQBKzvgBJQAkpACSiBIRDQBDwE6HpJJaAElIASUAKagPUdUAJKQAkoASUwBAKagIcAXS+pBJTA/ydgrV0TQhhl5j8T0cSmyIaZR0IIOydJMuGcm7UpxqD3/MAT0AT8wDPXKyoBJRAJpGl6OzM/rACkSUT3M/O9IjK+MYNi5lER2YaItiaiSuFe7/De77Qx37ve28ZBQBPwxvEc9C6UwBZFwFr7GhH5TExc+fcQki9mwH8noh2I6K9EdHWSJB+r1+s/2BgA1Wq1vUIIbyeig4jooUR0FxE9hIhGCklYiKjJzK93zp2/Mdy33sPGSUAT8Mb5XPSulMBmS8Bae62IHEBE/yAiLNfiewj/Ccx8j4hg9nihiNzFzDUieiwR3UtEK5n5E865ax9IONbaA0XkLUQ0n4gw4/2diNSJaHtmPpaZbxeRbYtxENFaInowM3/LOXfgA3m/eq1Nh4Am4E3nWemdKoFNmsAJJ5ww+9Zbb709zhivJqKDMYNk5mYIyL2cYOYrIhfHxPuH0dHR3ZcuXbrWWnuKiBxBRE8gon8S0XUi8qksy66YCShpmr6Emd9IRM8jogcR0f8x81edcyePjY3NGh8fv5mIHo1EzMwv6xQHEX0jzpT/vssuu+x0zjnnrJmJe9VzbroENAFvus9O71wJbDIErLVnYOmWmVd57x9mjMGM9qtEdAwR5cvLe4nIBcx8pPf+IcaYHzMzZr9vdc59Lg/WGPNuIjqaiJ5MRP8iou+JyGezLPv6+gBJ0/RwZn4dET2HiLYiol8Q0RLv/Wn5ea21xxPRWSLyO+/9M40xWC7vFcc2xpg7RGQeltKdcyetzz3qZzcvApqAN6/nqdEogY2OgDHmf4noKVhC9t4/31r7MxFJRGQ5M7+SiH4ab/rpIvJFZl7IzME59zRr7Xki8hoiWu69X9QenDEGS8P/SURPZ+YJEfkhEZ3nvf9yGRDGmJcT0XHM/GwRwT4u7uVL3vtPdLjWMiLCvZ3vnDtukDiMMf8Tl7B/7r1/apl702M2fwKagDf/Z6wRKoGhELDWPk9EsAyLxPY67/0XkFBDCC+fNWvWNuPj4z8nIiTMvAr6DiJ69ujo6FPWrl17b5IkX0aiS9P0xcy8hJnvDyEcnGUZPjdtpGn6WuzJEtEe8Y83YUadZdm5xYPLHpd/Jk3TpyRJ8g0R2VpEjs6y7Kp1icMY8yoi+iwKzZj5YOfcdUN5MHrRjYaAJuCN5lHojSiBzYeAtfZrIjJGRLd673dFZMYY7PlehWVeLCkbY0KSJM8JIZyOvydJ8o4Qwve89wmWerGsLCKHIOHFz3+biPZh5o86597Ti1ac2aLSei/06KJQCsejwEtEkACx7H1+v5mytfZDIvJOIrrBe78/zhF/EFw5SBxE9GLvPX6MgMMtRLQLMy91zr1083nqGsmgBDQBD0pMj1cCSqAnAWMMBDUekSTJknq9jgKl1jDGoK3oeiwlx6KqN3nvt43Ls4TlaWPMPcz8SRQ7GWOw5Luv9x7tPq1Rq9UWhxDeg6XmLMv26ZOE871iLH+jNQgD33mYQU/Z2+10njRNb8DSdJIkH6rX64s3cBwXhxCwj32b935nfaW2TAKagLfM565RK4ENTsAYgwKmT6IFp9lszl+2bNlk764x5tvM/Bjn3CNjMv4lipy897YtATsUV3nvd8Nx1to/icjv89kn/l21Wn18kiTfRDU1M7/cObe8kBw/QESYVU5WS8eEfmU83yEi8qZidTMRfc17//78HNbahSKCPeS/hxBe2Gg0flM4/waLY9GiRXtVKpWVsRULP0awPK1jCyKgCXgLetgaqhKYKQLW2m+LCFp2fuq9f0bxOnHW+l4ReUa+f2uMgVDFC9DTW0zAsef2Gu99S1kK+6/M/JMkSU4tzkJjEkeyNkT0s6hGNdkvHEI4q9FofKtXvNVq9YAkSd5a7O+FChcRPY0IE3JvH6A4fhKLyK5zzrWWuXVsGQQ0AW8Zz1mjVAIzQmD+/Plz582bdytmo0mSfLRer/9X8UJxtvoLZj4937eNbUTvRqtRTKSoEG4tQcd/RmvPaXn7T9yHxf7wkzEbXbRo0faVSuVkTIaJCPvLWF6+b3x8/JDLL7/8+nUJNE3TfZkZs+S5cZka+7SNZrN5yrJly+6eiTjakvuHQwjYa/77qlWrdlm5cuV96xKHfmbTIqAJeNN6Xnq3SmCjIWCt/XhUiLqnuE9bvEFjzB9F5Lbifq0xBq0+KM56SZcEDHGNXbz3T8/PZYy5kYieGGUqH0FE6K29amRk5LTLLrvslzgnMz+eiE50zn16EEjW2jcQ0Zki8htc87DDDtttYmLi3cz84lihfRt+YIjI/2VZ9qzCPQ0cR9xXfoT3/lGd7jHuk28bFb/eNkgceuymR0AT8Kb3zPSOlcDQCVhrfy4iT2bm/3HOvaBLMsES8XwUWrUlZfTrVnMVq+ISNI6LKlQNLFkz87tQQUxEO6I3WERugYxllmWYdU8Z1trPichxRLTCe39oGUjGmMuJaAEzn+ecg8jGlJGmKaqVsZSNhInvyztRyS0iH8HSeJk4vPdow5ocKDSLPdFTlrjzA6y114jI85n5F845FJDp2EwJaALeTB+shqUEZoKAMWa+iKxg5koI4TWNRuOiTtep1WqvDiGcz8yL2oqkIJxxqvceS72tUUzA0ezgRCJCCxO+n/7IzNnIyMgpExMT+4rIsiRJXlOv1z/f6bppmh7EzJcSESwOFzQaDeyvThvVavUZSZKsIKLZInJklmWQxpw2inGMjIxcPzExcbKIpDEhY+l7aZIkZ8Isov2HRIwNS8nvLQp7xCKvnnFUq9VXJElyvohgr3yB9x7FWjo2MwKagDezB6rhKIGZImCMuQydQER0S7cl1EJS/WfUTobS1eQwxvyIiLBk/cL8X6ZpehMzozoaM8WW2UH83zguF9VoHW6t/SI0ob330GfuOowxmLXuJyKnZ1mGdqTJkabpacz8DiL6jvcephC9ztMtjpuICDN7uDe1ir9issTS+uQ9G2NQrb2t935y6XrAOP4Y97nr3vvDZurZ6nmHQ0AT8HC461WVwCZFIO/tJaKveO8h39graf1UREazLGu1EhWHMWZcRI6qVCr3N5vNNzLzfnANIqLVSZKckVc6R13mS7z3o+3nSNP0l8w8Xtwj7nQzaZq+n5nfR0Q3eu+fi2OMMd8loj1F5INZlqFlab3iyPWnY6U3dJ7nwOVJRL5TqVQ+1Ww2t2bm9YrDGIOWqP/QnuFN6v8ypW5WE3ApTHqQEtgyCSxatOiESqXy8Wivt5/3Hi5AXQf2YYnoFffcc8+2K1euhFHC5DDGQBLy1dFAYTYEMSAxKSLY452sgs4/YK2F9ORb2qUk58+fv9W2226LfdSLOu3bFq+5aNGixyRJAhvD7fHvReTuEAJ6lH+/rnFAyjJJEtgibt0WX6uam5mxRwyRDezfwgEJxg6f996/tnj8IHEYY3bHjB09w81m823Lli07Z8t8IzevqDUBb17PU6NRAhuMgDEGX/hoz/mJc+6Z/U4c91+/wcwn5JXI1tpXiMiro9kBki6sBLEnenZ+vk57p/gbxDuIaDSfvRavj8plETlHRKAN3XH/Nj8+TdOLmBmGDUjAX8qy7BW9YukUR1uixSwaM/ApPbtd9oDfjD1vWBoy8xooeDHz551zrb3zQeKIx/8YxWlRUQyrBzo2YQKagDfhh6e3rgRmgsDRRx+97erVqzFDxNLwh733WMbtO4wxd8MaMISAAiOYImDWhhkh9n2xd/spzIDb9Zd7JGAsdWPmiMQ9bcQK5ud471uz2/YxNjY2d3x8HO1LjxQRePviXnAPfxodHd1z6dKlHXtt8zi6VVIbYzCrHTiO6C/8ShHJ94NvDiFckCQJXJ66xtEelzHmg0SEfut/zJkz5zFLlizBaoCOTZCAJuBN8KHpLSuBmSJgrT1bRE4gor91S2ydrm2t/S16d0UE3ynj0eUItoBfwfHRHKFjMu2WgOPnOia7/B7i3vRv24uprLVvQgEWEf26XZnLGIPK6CeiEMs5B+nMyRGLtx7XTZ95Q8VhjMGeLlqmno1ZfhQTQQHX48o+2/hDYTtmPsc5h5m2jk2MgCbgTeyB6e0qgZkiYIyBPvOTiOib3vuD+l0nTVPMwo5mZux1soh8F4VUzrl6h1kbqpJndVpO7pOAsdy7tlu1cpqm8AG+WUROyYuq0jRFmxT2lT/nvX99pziMMZ8hIjguXZVl2QIcE4u20Ga0e5ZluUfxlI/HBL1B47DW1kQEVdnPERG0NrXMIrIs+3C/Z2CMwfI7Ksp/letn9/uM/n3jIaAJeON5FnonSmAoBLDnmSTJMhFBb++xjUbj4m43Epc/XwrVKRHBEi6Wl/cXkTPa232K50jTFBrL0wqq4ix3ihRl2+dQuPSJLMumFDy1HYO2ohNDCAa9s0j0IYSxRqPROm+3Ua1Wn58kyVIkePQWhxC8iJw55DhOEpFvMfOezDwX6lzRLKLrNkC1Wn1ZkiQXMHMzhLCo3574UF4yvWhHApqA9cVQAlswAWNMbmjwR+/9o9tR7LPPPlvvtNNOHxAR9P8+hohWMfNKmB1kWfbtNE0hlPGXTjPb/FxxhvfVTi1F/RJw/DuWtI/03qMPueMwxkAu8uFEdK33fv4gj9QYA5GLA4kIcUDmsts10Id76frEwcxHdFohyC+INikReXiWZY9K03R/mEWICOKZR0S/Z+b67bff/v4bbrgBP2imDGPMH6JAyDQjiUF46LEPHAFNwA8ca72SEtioCMSktRMzf9k5N1kZvGDBgh1mzZp1MjPD7GAXIrpbRK6emJg48/LLL0dRU2tEYY4Xeu+RHLqOuEy6XbsYReE8XWfA8TqYZWNPuuOyuDHm+0S0BzND4vKKQQUrEAczv0REIARyk/d+707BzHQcBR6r4jbApPDGoYceuufIyMiJzAwGKDq7VUQaa9euPWXFihV35Z+11l4kIiheu73Xj4mN6kXcgm9GE/AW/PA19C2TgDEGcpAwH0Cf7j7Y70S/bKVSeQ8RwSABM8k7iOjKEMJpjUbjV+2k0jQ9lpm/yMzGOZf1ScDT5BiLx/faA44JeJp8Jf59nFlfgOScJAkkMncXESwjvzLLMvz7vqMYB/aSQwiYDaOw6dj2maoxZkbiaL9Ja23aK45qtfqkJEmg7nVINIv4CxFd0Ww2P4T+ZuyLE9ENzIz+4xOLMph9gegBDygBTcAPKG69mBIYLoHoxgNVqJthZi8isMA7GGYHIvLnJEmWj4+Pf3D58uV/7pNU/ykiX+/XU1utVg/BOdsNCQZJwDEJTzDzQuccLAMx+/4SEb2cmb/unINudGvEnt/D+0lV5scbY6bFYa1dKiKHE9GXvfet/mFr7SEiskHiCCEsbDQarTi6jbJxLFy4cOfR0dH34ZzMvHM0i0Av9kdFBApa+FHy3aIb1XDfQL16kYAmYH0flMAWQCAuK/8GhT1EhGrnnTDTIyLsG2IGu9h7j6XPvsNaCzGIrbz3qJjuOWKv7q69ZCP7zYBjwm1Z/61aterobbfd9vshhEckSfKGXNCiLaH/ipn/1U88pFccEBAJIXw6SZLb7rnnnr3nzZu3pN0isT3wAeKAlnZftyZjTKk4Cj8msBWwGL9DiAj7+X/DUjQR7YaCubVr1z6+uFzd79np32eegCbgmWesV1ACQyVgjEElLQwD8vFnZr5m1qxZnx0fH28OcnNol4EbUJIk2IucVgjUfq5ms4n93YsqlcqF3a4TQoB8JSVJMs0OMP9Ms9k8hpkhY4nvrD8kSfKyHve9dQjhargoMTN6gaeNsnGEEFAR3ipOE5HzN0QckOqsVCrPL8G9bxzdzjFr1qzk/vvvfz0zwyoSM2MMsEPPNHyTdWwEBDQBbwQPQW9BCcwUgSOPPPIR//rXv4rLySGKPqzLJfF9kRBR2XPkx/dL8jgnBs7bbeAYnA99sr2Oyz/f614HjaPstcvEgfurrAPDssw78cvjbf1tq6222vnSSy9F1biOIRPQBDzkB6CXVwIzScAYg73GltkBEeWJEBZ6P4qaxF8se/2ovPR97z0KtfqO2OL05H4CEb2WbsfGxvacmJhYjgplEVkNWUvvfUcj+/YbMsZcQUR7ee93KP7NGIOq4R8MGAfkI+eg0npkZGTh0qVLJ6vB83OXWYLGsVHw5BcDxrH3gMpkkLzEigHuGwkf3/X4b4yrvPco4NIxZAKagIf8APTySmAmCaDIKFrkIfmuJSIIWlwXZ7J7xv/+MZaJvffQSe44Yq/sEwdpbTHGQKP4HO/9+3vF2EML+kwieisRfct7/3xjDOwDT/Dew4e31IitVpCjbPUGr28c8V7hIXyW9/7EtsTes52qkKjXO45OwRtjoHeNdjIYZ2DGfCOUtaLlI7YLZsUkvLpskVopyHrQOhPQBLzO6PSDSmDjJjA2Nrb1+Pj46sKSM9posB8Mn95bdtxxx2fdfvvt1SRJoDb1HHxBM/P/isjF3vvJvVNjzHuJ6BT46PazIywkGSR3zDLzZdmusLq4CP0gJpKTvfenFc4bRkdH9+o0A+2SlGAIgdnqyfHvA8WBGfj4+PiUOIwxaAHCeX7svd+rcG+lEnD8IYAEidn5tJl0vzi893BXag1jzDuY+WUi8tT4AwtmGOfutNNOjTvvvBP907uKCPyTse+LAjwMHh0dnbN06dK+e/gb9xu+6d+dJuBN/xlqBEqgI4G4BIxqWwhM3MrMfxARzN6wNPmWKCf5Du99y1s2TdNF0bFn3zhrRv/vCiKCsQGUr6BXXGoYYy6F0UCZgp9iArbWjonIFyD+MTExsX97O5QxBqYPSIhHlrqRf8d1OjNjJo1CqnWJA4lyikkC2n9GRkZgl7g9M7/KObe07BJ0TJz4IfTDdYwDBhLQr0YVOn5gXQ+nqSzLlsVzn4Disyhj+Qk4ShER7nXX+B9sQVxedgm8LGc9bnACmoAHZ6afUAKbBAFjzN+J6P+iStS56G1lZmg+Q9ZxjrX2cyICR54V7W0xxhgI/L+ZmQ8VEcxifxP7fiHW0bcICvvFInJBlmUn9YOVJy4RuY2ZYWT/Ne/9EZ0+Z609Q0SOHWQ/NCYliI5wN2vDbveIOJj5AudcxziMMV8lopeKyBJmbslYYrm8X8xpmp4BsY+ScSRpmn6ImdGb/HhmDiJyORGd7b3/ZvFase1rATOf55w73hiDffNLRWQRdK9DCKg0v4mInuC9f0i/+9S/zywBTcAzy1fPrgSGRsAYI0mSLIQ/b2xD+n0IYTdm9igmQm9uTLRIImsgx+icw35wa0RBioMnJiYOGR0dfZuIoKUl7x32a9asOXnFihVI8lPGYYcdtluz2fzFqlWrtl65ciUSX8+Rpul1zIxiIexTvy63MOz0ofnz5281b968+yuVypMvu+wy9DP3HXkcOJCZv1EU7uj14bJxRGvBz2J/VUR+lGXZ8/rdVL84FixY8JDZs2djmdvkPb1oHRsfH//4yMjIle1xWGufCRlOIoJ38hFIzMaYn8biNZhU/DJJkkeHEH4P/+EQAkRF9Pu/34Oa4b/rA5hhwHp6JTAMAtbaJSIyBuMAY0xIkmTnEAKs/f7n1ltvff2uu+76VxReYZaE+4s2e/tFV6N3VavVVyRJciEzH1aUZDzssMOeMTExgX1HqGehuvhPUIgSkQ82Go1Wa0tUcZrvvX9Uv9iNMW8nojOI6J/e+wf3Oz7e6x9FZGU/FS4cW4wD/ywil4UQjmk0Ghf1u9YgccT7+oeIPIiZT/Lef6zf+Y0xU+KoVquPYOb3QfGLiB5JRHeJyDdGRkZOv+yyy+Bh3BpRgnMyjjRNP4JrEtF3cttGrG6gIOuWW2556C677ALrRTg/PTeE8Gfsyxtjxpl5qXMOKw46hkRAE/CQwOtllcBMEjDGQNUKBu+Y5eYJGP69SMo7WWvfICLY+31RvoxpjIHlHSqWUT37NDjv5FKMne7VGIN9UZwT+5EPZ2aoLq0QEZg4XOK9P6FXjMaYbxDRQXHp+f/KLN3GRIf7bsXRj2GapvcV44CEJZydsizLC5K6nsIYg3iW9osjPwGW0kXkCXEp+mrvPX6k9Do/4jiKmRtgKCKIB7rO2Hf/sPce+90dRx4HM/8MxXFE9AHv/QcjH2wf/Dczn+Cc+3QeR5IkHy4kYCiL7dLPSKMfX/37+hHQBLx+/PTTSmCjJIDlZxF5WZZlS/IELCJrReTuNWvW7LJixYo/WWsxc93He//QPIhoyoClXRRuHQZfuzIBHnXUUQ9bvbdSxTMAACAASURBVHr1+2HOQETYC8UMGwn29PbK6TRNnwOVKrRAMTPM6FuJo2wCXrRo0faVSgWzw12zLLu1R5KC3vUc59wTi8dYa3+NnmLvPSqkO440TXdh5luazeYOy5Ytu7sMg3wvG7NYEaljrxyqYVmWfa/4eWMMrouCNiRosL8N5gtz5sz5wCWXXAITjL7DGAPOsGecaDabu8GEofBD4K/MfINzbuGCBQseOXv2bBTgoVgMPsmtGXCapkczM6rdNQf0pT1zByj8mWOrZ1YCQyFgjEEV8StyA4Q8Adfr9b8YYyBDuayw9AyVLMgTojoaS9GYlb0mJs9FIvKlMku9hS9/FHtVmRnayRDMgIwjPITRonMWEcFX+M1YQvbeY6aGa5Zu3ylcB/eNfUy0UE0baZp+CtKV991338Ouvvrqe4sHHHTQQdvMnTv3DhH5fJZl6J2dNowx5xLRQu99LuPY91m2x2GM+SYzo//4bCJCQoa3Lwq0oNkMDW4nIkiEjW5xdIntImaGSQT29pHEz89n6XEr4XH5fcdCu0X451qt9vA8AUfuqIZG//er+ganB8wIAU3AM4JVT6oEhkfAGIPZ5125AlUxAVtrz8dyp3MOe4yEPd1ms4mq2MUhhGuTJIEd39tgYRet+iDO8ac1a9bs1angqj1Ka+2fsITqnEMSbw1r7anYjyai1kyUmX8pIm/23mOGvE4JGHGIyEs6JchqtXpAMY4uCRYWhx8PIcxvNBrfaj8m/lC5ohhHvyfaIQEfzMxniwj6rjF+Hfdd0Veds5nyPHpdIxZmoT/6kSLyRlguRmvJVhxJkhyI51ipVPbI94yLz6NDAsZKxw7FFZB+MerfNywBTcAblqeeTQkMnUCsfj6+Xq9jFocE19oDxgy4Vqs9KoSA2de2uftRmqanMTNUnVDRjB7bKTKFxhgUACF5vtN7j9lcx3H00Udvu3r1anjzPrper/8xPyhN0yOYGYnmLiQgtMREh577sVQqItg/xg+Gvu07+TnzOObMmbPdkiVLoLg1OdI0xXVu7Ce3CJlOEdkzy7IpUpXd4uj3YOMe8A7M/Bcs7TMzVMcggoHWL/wA2UFEXpNlGarOW6NXHMXrGWPeTEQfRRL33j+j7W+QG4UgyENE5MwsyyAUgueOmfY9+fNoT8C1Wu21MMLQZeh+T3bm/q4JeObY6pmVwANOIC4hv957n+v+TknA8YsZ+4woksIssDXSNL2XmR/UzbfXGINK2uNF5Kosy1B0NW2kaXo2M6PH+GGF816CfyciX82ybIp4RqyA/o+oeIU96+sqlcq59Xody9d9hzEGy8iXZlmG5NQa1tpriOjJzrmH9z3Bv49H0dMvnHNoscpZTIuj17lqtdrRzWbztcyM9iN8p6KV6yvtldBpml7KzEfEez4qP2enOIrXS9N0BTNDzxvJ8vWd7sUYMyEi/8yybJvCeSHCcVT+PNoTcHwX0Pr1mbKFZmWY6jHlCWgCLs9Kj1QCGz0BfJkT0X1F5abiDDh+6cLM/gDvfctmL0orQt4Qog3okz2sU6DVahWtLEsheRhCOLTRaGDpenIYYzCzhm7zf1prdxSR64kIyfg47/0l3eDFpVvstaJyGzrGSMY3VSqVL9Trdag4dRyoBO4SB4wLyko8ooL4+0T03lzyshhHt2vXarVXN5vNVzHzHoWkixknipy6zuSNMUi85xHRHcy8r3PuzvY48mtWq9U9kiSB4AaKp8YajUZrr7x9WGsvExHsBc/pFUeXBIxK67nFH00b/Uu+Gd2gJuDN6GFqKEogJtuT6vX6ZB9qewJO0/Qp0HzefffdR3/4wx8+bGRkBBW0n2Tmb6MaV0Reif3FHokP+8T7i8jHcnnKxYsXj9x8883j0CSOfaxI6D/z3kNgo+fosHeae//uKSKYyf8kSZKL6vV6SzIzH3kco6Ojs++///4d8jjaTRJKXB+mD2+amJh4zNZbb33X+Pj4GsSRZdnPi5+t1WonhBBgdvAMZsbMEe1an/fet7yOBykmM8ZAp/lpSJjoo86fx+LFi1EYlctnokf627mRRKc44j79F1F9LiL753E8+9nPviN/HnkcnRJwrVZ7ewjhjDKa3f046t8HJ6AJeHBm+gklsFESsNZ+BEbz7V+m7Qk4JgtIRX6emV+KlqHcVMAYg2SCHtsH9QrSWvseEVkMWUPv/d7GGOxPopr2ZiLCci5kElv6y/1Gr8SF/WOYRYgIzCJmt5tFRItEVH1jj3Uyjn7XbP+7MQbFTWgJwgz/VblEZJvZAdTCWmYHxX3c/FyDJOD4DFAVjuVzLJujNekL3vt3GmMwI9+DmRc75z7UK5bodoVe5WPiOVtxiMjXUAVelLrslIDjZwK0o51z7xqUmx6/fgQ0Aa8fP/20EthoCKByF3KO3nuI7k+OLgkYhUDw9Q3e+8l9w/iFjOrYte3FPu2BHnnkkbv861//QgUx5CnHo9vOvRMTE2b58uU3lAVTNnFFs4g3ENF+WG4VkV8nSYKZ6KOwZr2+2sZRO5uZ+Y8hhAozo/AMZgffEZFP52YH3eIqG0fx8wsXLtxnZGQE0qAooMK10H/9t6222uqASy+9tGuPc3xOKI6b1e63bIxB2xX0u68oamr3SMC3QEZzkJarss9Wj+tNQBOwviFKYDMhgEQbQjil0WhAQ7hnAk7TFKIZpyRJMlav179ePH5sbGzu+Pg4xCe+2K3op+38MHyA3R1moNsPinNdEpe1FrNszB4PFpGtoMIVQrhojz32eG++jFv2PrB8ftNNN52aJMkroEbFzNCvRovU2c45zE5LjXWJIz9xnMljBv4b7/0T+l0wFsW9cnR0dPulS5fCZnJy1Gq1w0MIqDY/OcsyeA+3RrcEXK1WT06SBLaPfa0j+92X/n0wApqAB+OlRyuBjZJAlJE8pdOXaJcZ8D+icD8kD7GUPGVYa2FB+IkQwgu7Ff/gA3EvE20xTREZT5Lktm222WbvCy+8EAVVpcZ6Ji7oLyMB/5qIIOWI2ThaoKDgtThvtWq/kdiig7ihKAXN6r8R0e0i8kQk4LK61MXzrkscxxxzzLx77733+yEE6ECPYiaKPe9ee+exGA4iH29xzsGacMowxiAuSISuKcbRLQHH5wiHKyThliqZjgeGgCbgB4azXkUJzCgBCPsT0aj3vmWJ15YYJvuA45ctqpfnYj81hPCkLMue3OnmjDFw10FF8bRZLVpvsBeKal5ULeNczjkoJGIPeDcReXeWZdjj7DvWJXF1i8Na+zQReWdUiNqRmVuKWePj463EMjo6Cr3rhSKCqus7MdNl5o86536WpukvkiT5VTS3RyU5KpxLj0HjSNP0rcx8GnqFIYtprcWPhqdE+8eHYe+7U0tWnC1/33uPLYRpo1scfRIwjDTGyxholAaiB/YloAm4LyI9QAls/ATSNMUMBlXJ03xr26QoMWN67ejo6MPHx8cxc/1msWe4Q/LGFzPEHyCp2Bq5B27sJT7aGIN92Bd671EdnctZYq/2v7336F/tOQZNXPEak3GsWbPmmUmSwPxgsvcZx0DXGk5CInIoEUEUA+N+eOmGEN5R1E+O52yGEA6aPXv2j8fHx9EffK73/k397r/ApbSkpjHmKhhhENGnCzKSYNx6HsYY9EKjZWmKN7IxBoyf2OmHVuE+Ws9jdHT0J8U4eiVg+BMT0duzLNNl6LIPfAMcpwl4A0DUUyiBYRKw1kJj+GPd9vAKZgyPExEUTU3a5aHwiJk/5JxDFfO0EXtRf4jlySRJvhBC+A4RbZ8rOllr3yki72kvgIpykJfBd5iZq/V6HdW5HcegCdha+7xecSxcuPBZlUrlJGY+CPdKRCgyujpeHP8ORWqoAr+62WyesXz58h+1x5HbJDLzAc6568o83zJx1Gq1vUSkAZ/eEMJh7TKYxedRUBC7O0mS/UIIqDI/JYTw7PYe7Pz+esXBzL8takG3x4T3hJnf7pwrtXJRhoke05uAJmB9Q5TAJk7AGAMxhQd773fsFErBjhAKTTcXbfKiytLOvSqeY4vRieh9FRHsTz67MNv6iYj8uZs6VkxKMHo4q1t/bpnEVYzLGIOl4ylxGGO+KyJPjv25EMT4PWwIJyYmTl62bBmqiyfHokWL5oyMjJwCW0IiegwEQNBvzMy/8N4/txAbCrF278a1QwLrOQM2xqDfGK1ZECvpKNbR6XkYY37IzM+IPdFnolWpx4+Zac8j2j7uniTJM/skYHD9R1HEZRP/v8ZGf/uagDf6R6Q3qAR6E8ASsIh8LssyLPtOG0jAaKUhoie0e+jWarVDQwhZNwlKnCxN02uY+fki8vei1CH+BgnEJEnSer0OxaaOIyptoTL7x3m/cVtCHWTp9ptE9FTEUa1WD0mSBJ7DkIB8cFSkOtV7j33e0sMYg/1hGCQIEhARXRdCOKfRaFwZvXT/N3du6nXSXj8kYp8xVL5Q6IR9346j2/OIUqFoVfqfLMsmZTM7/Ajo+DxiHKhW36/bSkmapp9m5uN7bUmUhqoHliKgCbgUJj1ICWycBNI0fTWMDnoJ6sOcISaX53rvIfIwZUDMgZnf3V5RG5d6W762SZIsCiHA5P2/nXMQvYCOMiqlT+sn2oFjFy5cuPPIyMi3sSTMzK9yzkHwojXKzoDj8iqS1w9FBGpeW4kIepaXZFn24W5x9HtyxTjSNEX1MCwCUUj2L2aGGtazI5+Oy/S94rDWjokIhELunpiY2H/58uUoCus52uOw1qKl6EVJkrwohAALwpaPcvvSeK/nYYzZm4i+ix8p/d6VuL3QVQK03/3r38sT0ARcnpUeqQQ2OgLW2l+IyI7dLOXGxsZ2QiFOkiTn1ev1bt65mOFu472HLnKeFCH7iBk1ipugM4yEWxMR6A6/IsuyLxljoLe8qszssHBeCIC8VESQNF9WJgEbY2DYAN9eqGFhNv+TEMKXG43Gx4sPJM7Up8RR5oEhDhG5t31mWa1W35YkycshPRmFLb5HRJ/y3n+l03nbf0ikaXoxMx/dXkjV757gIwzPYDyPNE3/k5nh/3uYcw4/hvCDBUvj2MueLOCK/75jHPn1arXauSGE41CAt3Tp0tu7xPBXZr7TOdexMr7fvevfByOgCXgwXnq0EtioCGAJmIi+7L0/tssXKvaHH5skySNgR9jpGMzSiOhi59ys+EWOViLsp2JWPCXJReOAmvd+rrV2LRG9rDibLQMnJtTPou+22WzuU6lUWrPh4r6otRZ+wq8UkVxLGrP4O3q1ybTHUeZe4g+LvnHENi8YS7S+M5kZWs5fdM7BZjH/0dJaSm82m2OVSgVKYOhLfl23hN3t/opxGGMgslGHwUXxeGvt27D6ACcntDCViSNWQaOq/Xfd9nmNMdAAf3mvLYmyXPW4/gQ0AfdnpEcogY2SQKySvbTbkmK0v0Ov6NzcD7jHlz7ac5aICLx7/zI6OvqcpUuXQpxi2jDG/ApSkMy8vXMub+8ZmJExBv3ITyEiSC7iP+iDxYzv6VHYA8VHnw8hLGDml5SRmrTW3g9DgmJi7HVjMdF/skwcqFAWkSuSJFkhIlj6RzFaRUR+SkRwZoKoxy7xPz8ftI+4LcHieUCNbLX3/kmdYhgbG9tufHz8e9FP+auYbfeKI29DglsW4mi3hyz8kICy55Gd9K4Hfsj6gZ4ENAHrC6IENlECxhhoAe/qvUfV75QRbe+QUI9k5kv6JWBjzF2xZQc+tlh27Trmz58/b968eS3lqF79qGWwGmNQHLZvPBbVyt9l5s/ls+piHGUSQpqm1yVJUnHO7VPm+tbaG0IIzSzLUMjVc+Q/eLBHnNsrxj3e44kI1dOwA8S43nsPvep1HsYYzFR3WrVq1XYrV67sqSpmjPkyEWGZ/m7v/Q7dLponYBE5ipkvLcZR/IwxBte7pZ8W+DoHpx+cJKAJWF8GJbCJEjDGwADhMu/9FKN7hGOMQTXvMu89hDKmKGEVw03TdBdm/hYzP0xEoKQFOcS+I03TcWauhBDmt/ey9vuwtRa9rC+NZgf/jAViSF5/FZE0yzLstbYG4oBdX5Zlkwb2vc5vrYWe83ne+9n97iOeHw5HxznnLipzfJqml8BusSjxmKbpc5g5i/3R8FTGqR4UzSK+5pw7ucy582NiD/VKEcEPg1LPA+8CM8MO8g4ROSDLsmlGDkUhjij0saiT5KYxBsn5sLLvwiCx6bFTCWgC1jdCCWyCBKy1h4jIik7Lz1Gf+SHeexgkIIl1TMCo+E2SZLGItNqDjDFIRq90zl3cC0ncw0VlL/Y89+w168J5xsbGZkUpyMOwH01E9zLztc1m82zoTOfFSyiwYub5IvJJWBm2x1H2MSGOaCnYsViqkNwxa4QFYKlkXfjcb4jo79BrNsacxcyoBodCVUtFCnvZ0GuuVCpvFpEDiQhuU7/DjyVIYS5duhR7zl1HXI1AgRt6hWGN2DMOa+3LRATGGbPR7sTM6PddjMrw4kXalbCMMZNxtN8MKueZeYFz7sqy3PW4wQloAh6cmX5CCQydAMQZiOhJ7TMYJAQiev2aNWseuWLFCiwrd0zAuUAGM3/cOdeSrzTGfA9GBM45JI2uw1p7LQwQvPfPSdP0L8wMLeMpwhJxfxKmANVodvBXyCwmSXJmuypWsXoY/rtEdCoR3UNE265Zs2bnPI6y0BFHNCKAAEivRAdVsNmIo+y5cdyCBQt2mD17NtqJWveIHmLv/end2qmgfhVCOBHykNFzGLrdjdHR0cXt++w4h4jslmXZw9fleeD+rLVniMjb2gU/2hNwjONPRPSZdu/muILyq6LoyiCM9NhyBDQBl+OkRymBjYpAnK1e6ZxL8xtbtGjRcyuVyvXM/E7nHLR9W6NNCxp6w+grhUQkllIx02qNarV6fJIkH/fe53uZHWM2xqwOIbyt0Wh8bmxsbM/x8XH0Fr9XRL7CzO9l5kMLZgdXichHsixDP223800R4qhWq4cmSbIcSTSEcEyj0cCSaOlhrT1eRErFwcxvc859rvTJ/83pyCRJLkTyDiEsbDQaLRGSMv3MaZqifxnG99DIbplFQJtaRE5lZszITx0dHd176dKlN67L8yg88z2xdM/M8Bceg053Jy1oa+1JIvLRZrO577Jly9An3BrW2kxEDhl0dWAQjnpsLKlXEEpACWw6BKy1+4jI9atWrXrwypUrJ71gjTFwJvqp9x49opMjT8DNZvM9zPx6OAB57w/pFDH2EkXkpVmWuU5/j73AX833B621TxYR+AmjmhnjNma+gplPrdfrmOn1He2JK48DVcDMfISIXFp2D7iQgLAnekTeO9t+E+1x9L3JeEDcAz5SRFB1DJ3pp3vv0Z5UKgEXr1Or1R4lIvjhgkr1losVXKWQMJ1zv4jn7BlHmqaWmWHY0HGv2BiDJWR4Jn+mUql8qJMUpTEGOtmTceC68+fPnztv3rx/MPO+zjm0VOmYAQI6A54BqHpKJTCTBIwx1xPRM4sKVMaY/4ZgRJ4M2hMw+kWJ6HFE9C7v/Se63V9sDUI1LZx6pg1cR0R2ZWa0ECHRw0QeZgdbERF8dOGtO9BoW4KeEkesgj4PPcAhhP0ajQZ+ZPQdZeJA0VTZVqFqtQp7QFRsI9kel1dBxx8L0Md+UZkZcLcbT9P0j1D2AsNoFoEl+6tFZA9mRkVy1+fRLw5jzFuI6CNEhJ7wJ3fxjAbXVhz5PUKRK8qH5lXqfbnrAYMR0AQ8GC89WgkMnYAxBl/S1+ZWf2mawijhdGber322EquCL2Tm3/3jH/941tVXX31vrwCg/sTMH8iybG7xOGvtgSKCL3IseeN743cwO7jnnnvet3LlStwPZoA495Xe+yMGgZQnLizFdosjFmQ9Ld9v7Xf+bnHkn0vTFL2w729X0+ryoyPfl/4ZCq/auGA14jsi8g4sveNv3YwWevzogToYlntRrIXZ51bbbrvtB6NZBIrWIEKSMfMnnHPXFs9TNo6DDjpomwc/+ME/EpHHMvMx7VXfcVWlFUeWZTCNwPOEZeKB3nv8MNAxAwQ0Ac8AVD2lEpgpAnEP8X8nJiYetXz58lsKhTSf9d4jQU4OYwyWhlF5TL2UsNrvNaprYVkU/rotswNmRlvNbdjb7eYZW6vVDg8hQNUKSko9K3fb7hN7wFDhgrDFtDjyY2OB2ZuJ6Jr2ZfYuiXMi7tFOqeSNJg7Ly6g9xeVZmB+c3V6oVLgvrCi8TkRQgQxT+45OR13uEfu+X06SZKxer+N5TRvwesZeMTM/QkQwK4U9IqRC4ft7RZk4cNKCEhb+Ee1rh7c9h1YceQHfwoULdx0ZGfmjiDy11x7+TL3rW8J5NQFvCU9ZY9xsCFhrrwkh7JNlWUuBqlMrCfYWQwiYKc1DWxH2aPsJceSA0jQ9nJkhR5grXGHpegkcfKy1y0MIj86yDDPRjiNNUyRe0z6D7vUA4gwYlciopp4yw2z/XCw0Q88tiYjNsgzL8d3u5WfM/EfvfWtmWkiYKHp6VJ849mXm1j54s9lMiwVKXRIppCl3I6LvDZKAMYPFpDnLMiTirnEkSfIH59zC6CwFfemWVjMMI4jomCzLOibv4gnzIixmPhxtS9DxTpLkwOJefXvrV5qm9ydJcoNzrqsD02bzf64hBKIJeAjQ9ZJKYF0JoAKZmb/vnJvfSUzBGAMrvvcT0Y/y9ppeQhwxiUP56jUislesmr2TmbdrlzXEEjMqZtv7S9tjMcbA9u6+svurcR/1oWVncvGesVeMth70DE+Z+ef3gz5nVITnS7uFBNwzDmMMZoJvQttUt73XLkkYutx/7bQP3+V47KPP9d4/odf70CMOJF8oku0Qq9p/QERwxoIy1rTRoQ8Y7Vr4wfMB7z0sGVujKOJirYUgyN79KuPX9X3e0j+nCXhLfwM0/k2GQL6EKCJw50E7y6Ui8rIsy5YgiDRNr2VmSCpOMW3vlIDTNH0tM8PAYY8I4CYRuSDLsnPxz9ZaLG8emFvewZoQ+87OOSxL9xyxBxjGD+d675HIuo6CvCNMBfJK6n6XaP097n1/iIjg19tx5jxoHHEG+FQReU++F1rqZv6duNBqharwvjrKxphPEtFrozNRR83t4nX7xdHveeJcndqQjDGwWDxRRK7LsqzV/52mKewYL0YcRPRzZv7JIFsYZXnpcdqGpO+AEthkCKRpuoKZXxAVj/4e9/+ONMZgJohCHigswbQAbkaTI0/AIQQUR8FV5+nMPCEiEPOAbOO0GRMMF9AS45yrxYRcx15gN2OAdojGmLcT0RlJkuxfr9dRPdxxwOCAiGCgAPOC0nun+ckWLVq0faVSQf8qqpRfW6/XWz9G8lE2jlqtdnQIAT8+7mg2m89dtmwZjBAGGnEpHT8itu5lHFGr1fYLIcAb+STv/cfKXKRsHDiXMQYrGsfBLEJE0AfcMotIkuSrXdqQ4KZ0RdyHP8J7/80oR9kywEDPuYhck2XZgjL3qseUJ6Az4PKs9EglMFQCsKZj5p9Cs1lEtsuy7LFpmn6WmeHzi+pjFE5NGXHPEJKEmNFCovG7IvLZfnuGxhgsSb7Be79d/FLHLA3+s1jiLjWib+3u3vsdO30gqnnh/K1+4XVJwIVEi8QLvWj0KE9qY5eJIyYb/Di5BNrZpYLrcFBBUhOtWH/rpiJljLmTiG7OfZbLXK9MHJ3OE/f0XxfNIiC5iRWM/8Kefod3BUkYEqfnZln2ujRNUen+t6gxjT7hKZXxZe5bj+lNQBOwviFKYBMgsHjx4lk333wzEihmurUkSVBohTaRJyZJclK9XkdVbGsYYz4A03siwt4iqmYfHEJ4eaPRKF2ZHM8TQgh74n8nSXJjp/7RfuiMMTB+xxIxZumTw1r7MRE5IcbRmrWuTwKO94uYPw9XoCRJ9sv9j7ECMDExgQprGhkZ+WEeR1ySxewcghqv9t5/rV88vf6eJ+AkSTCbRl/vOc45rARMDmPMN4kIKwnwCh5oII71eR5RMxrvAIw6HkRE2KuHiAdqBlqjVqudEEKAitqvkyR5MeKAHzERHbH77rvPXrx4cU8d64EC0oP/bS6tQwkogY2bgLUWS8CLmDkREVTnYjnw1tHR0WffddddE9tss80HmBnLxS2zA+zXMvNZ6BvtV4TVLXJjzG9FBDKTUGhCIQ6EPAYaxpi9mRlKSv/lnMN+I77k9xIRLBu3/t36CFh0upk4s34GM7/fOfeRTnFYa98lIvihAvGJVnJe31GMw1r7TiL6MDM/N9e+zv+diOzjvW9xHWSs7/Mo7gHHvu63Yp8/N4sQkfq99977/h122GFkfHwc2xNwysKsuCYiaIValm9JDHLfemx3ApqA9e1QApsAAeyVQilJRODViqrXS5n5bhGpMvOuqL7tYXbQ1Y6wV+jGGAgyvCIm4Atz04ZBcVlrPy4ib9x66613ueSSS+7ArFhEfp5lWau1ZUMnYJwzzrDfIiL4IYIWoVYcRHSRiDyLmQ+MwhZTZqiDxlY8vj2ONE2vYeanYLZ71FFHPez++++/lZk/5ZyDUcLAI5osHJPH4b2HwUPp0akICx9uN4sQkVuYuSEiO0DOk4juYuZ5aHnqtbdd+kb0wEkCmoD1ZVACmwAB2MPBro+I0OqC3lHsncL79aokST6Sawd3CmVdZ8B77rnnnF122QVL2HTrrbc+6MYbb1y9rqjirBTOQbDA26O4LzwTCbiQWJbFfU8sM2OguKqZJMmidlemdY0t/1ynOOJ+L9qNYA15z/rMttf3eXRLwMW4oe0dQngXM8MsArKb2PvH3i+KuZJO9pfry21L/rwm4C356WvsmwSBWCn84Hiz43GJ+XZmLrUfhxkfKmFRTDNowCKCClksQU+prB70PDgeusZRxvLXzDxpIiEiT4zX+PW6nLffZ0QEye8h8TisJOBHwAYfneIQESQvxAd/XSTi9Rrr8zxQvBcr4LEi0HeICNTJsFcNiczc7AH93fm72PccekBvDUpK0gAAIABJREFUApqA9Q1RAhs5AWvtX0QkL9pBNTNmJTB4R4FTmZFipgyv3zIHtx2zMP4z7AHXZ+ALHA5MMK3H/iL8dPOxX/wfXduV1ufCzDxfRFo6y/HHy8r1OV+Pz3aKY2dIbIoIEvAKIhr4R9CGeh7MPBsWg9CVLhk/3rnHRMONVv83M//FOddybtKx/gQ0Aa8/Qz2DEphxAoUlaCxFw7kGrT34Mv++iJyXi3F0upF1XYJeuHDhziMjIzBsp4mJiUcuX768mDQHijmqY2E5G2IVi4qzqJlagkY/LFqumBltP0gkGL8XEfjwvq6bYtRAgRUO7rIEjYpjLIOjP/hB/VSvel17fZ9HmSXoKMJxHBHtHWe9YIelaPxwYl2CXte3o/PnNAFvWJ56NiUwIwSMMfle3D0owkLBFaqhkyQ5Ji5LYn/4R0mSfLFer6MVZ3KsawK21n4Oldf/nvhwwzl3/LoEZ4z5ctRtbvWRtutXz0QCNsagpWiMiL7CzP9EsRquHYuL0IID7eWl3nu0Lm2Q0cHXGEu9D/HeYwkcClPo43beewhlDDzi80AcmE2jInmg59GjCOvVIYRXRlnKBNsNIQQ4aNko95kXYf0z7wsf+Ob1Ax0JaALWF0MJbAIErLWo3n0ZCrHwJS4i83HbSCxZln0vTdNjmfnVRIS+XcxWfoKKX+/9OeuagNM0/RMzt5yEsHSZZdkjB0UVhSCmOCQdfPDBO86ZM+dWIvoMHIY2ZAJO0xStM99CkZqIvAqCI53iiPf1BSzni8gBWZbhftZrtPkan0VEr1+9evUu3/jGNzCLxA+PlvORiIz1E0LpdCPr+zyKCdgYA5crVIZD1hQ/3m4Ukc9nWXZBmqbPwQ+VeA9wqkJ7GxLzxc65vJp8vVjph/9NQBOwvglKYBMhgGVoEfkyM//HxMTEfiMjI1CrmmaVF/WVMTuCwxAKabB/d+ogKlbwj507d+6qZrOJvmKqVCq/u+++++b18xNuRxk9gq9qn2laa0+CsUOz2dy3Uqm0VJnWV4gDpgVJkiyGypRzDkuo8NadN2/evHuKcaxatWrblStXop0L7Urox909hLC4n8lEv9ckT8DNZvPdlUrlehhBOOcgajE54sz8xe0GEf3OvSGeR5qmpzLze6IqGgr4vicin8uyDOIurVG0fJyYmHjfyMgI9uUh3gGLSc0X/R7UgH9XoAMC08OVwLAIGGNWwV5PRO5CNStcd4wxMItHIu5oSJCmKcQ7MJtBCxGM1X8V5RpP6RVHdAQ6Knf2iY5FkGrs6DzU6VxIbugl9d7n+69TDjPGwNEIMzDsC69XAo7J7wBm/nixX7lMHLG/Fr2531qfHwEFKUrs90Lg40WduBhjfs/Md+U/Esq8T2Xi6HKtk6FiRURPiprb8HXGqgn2pdufB5bMn0pE7/Penx6fOarn0Xf+KO/9vDL3qseUJ6AJuDwrPVIJDJWAtfZr2Ev13o/GL8fWl3y1WoURAWYqDwshvKbRaFxavNGCGQMSAwztD4htOVC6+nqWZdB3Rn/x5ECSgPF7vl+JfVwiel63ZNoOBkkN1xofH39Mr+ItxIF2F+w7rkvyi4pOX4cdX7PZPHT58uVTWmzKxrFw4cJnVSqVy2HHCL9cKIgN+rCRgLEfj/awXpaEKKYaHR0F37PLipuUjQP9ummafhAxEBGUy2B2gSX5s5Mk+XknM4ZqtXpkkiTno7gvhLBfo9GAWErrx1H8kTeObQ/n3AbbLx+U7eZ6vCbgzfXJalybJYFYDf3iiYmJf2B5kJnf4ZyDYhWKfC5h5iOhkpVlGYwJWqPTHjCM7UdGRt4uIljChqjHHzAJve+++xZfffXV/zTG4Ev36c65n+Ec1tqnichPvfdYzsaeYddhjME+NGa/7+u3rGut3UdEriei3+bFSmUfXJqmn2Lm1zPzVc65aU49ixcvHrn55ps7xrH77ruPLl68eMqPjhjnChF5sYh8JsuyN5a9l8gZ/cWPY+Z9nXOQ3+w6oscvVi4g8Xljn+skxphml+cxetBBBz1o7ty5WHo3RPRo7Gsz8zUTExMfW7ZsGSQ/W6NTEVand8ZaC3vC0+M2B3p+sYWguWKQl6HksQq1JCg9TAlsDARgli4iv8yybK+4LPm6NWvWPHLFihVYlqY4mzkP8oEhhH3jbKanFGWapk8noncy88GxwvofzDw6Pj7++OLs1Rjz19jy9O4+yeUvzPzLsjNaYwwKoHZuNps7lrUBtNb+WESwrPou7/0nOt1PmqYfYebXeO8fWvx7jOP8LMve1elzxhgss+Ozv3LOPbPMc4+2iCi2+rP3fpcyn4kz5t2yLHt4H56nMfNxxTjiLPo3IoJWNCTJu0TkG0T00SzLYD84bRQTcFw1wQ+fHUIIx+WrJgsWLNhh9uzZaD37LLYb0jT9ATPvpuIbZZ7o4MdoAh6cmX5CCQyNgDEGe3cHwxMYNxEN5CdbXfIbM8ZgVoXE+l4kkyRJds7dgXrd/KGHHvrY0dHRm5h5lohsxczQbb6SmU8TkVOjjCRcljoOay1mkM/23qNVqtSIe6cwRLij3yzYWvsKEfk0Et2aNWv2WrFiBZZYO47Ye3xTewFYLISCHGbXOBYsWPCQ2bNn/wA/DJj5Dc65i3oFE1ur0C8Lt6XSvsbGGLT4/LDTDL7wLOFahGfyXhF5NzPDMnAnCKuIyNrx8fE9Lr/8cgiz9Bx5AsaPFhTlQR3Ne99yuypcC7P4v3vvoZ6G9wsOXN/w3qMdTccGJqAJeAMD1dMpgZkkcPTRR2+7evVqtM48F+1H8UuyJfbQ7mWLilZmfpOIJEmSPKJMAo7nC3DsSZLk9yGE9zMzek8xq0Pl8LwQwrMajcY0WcU4c/w4Mz9/kD3UQvESkvC0OArJ4etEdBhaebz3/9mPM5beEUfOKT8+ttncUMZe0RjzJVQAE9Fl3nvsq04bxhjYKSJBQeFroGKyuIeNVp+3dZrJV6vVPWAFGRW8UAR1q4g0kiT5QAjhMXCaKhMH7ism4NuYGVw+iRawtuTbiiOf7UZO350zZ852S5YsQf+5jg1MQBPwBgaqp1MCM03AGPNP6Ao7556Ha0X1ootF5MhiS0n8G3o6sQ/415GRkerXv/51LDt2HcYYVM2+tb3i9bjjjptz5513wr4PX9roM76HmSHpiKrj6+KM8c7YSzro3ikSEHqNz0evaXsctVoN3scoioIjz7FZlsGOsecwxmBP9C3dKndRUU5En/De47ieI01Ty8wX4AdIkiQH1ut1eOS2Rmz5uhQ92ljuHjQBx3NgL/vVa9as2REzemstnuvbYq83DCyw537Wjjvu+P7zzjtviiFGjOMs733PqvbDDz9834mJCVTDP7T4461THLmqmrX2Ouh3e+8hXKJjBghoAp4BqHpKJTCTBIwx2Os7wHuPtqLWMMag8vklnezi4kzw28y8fzSJRyV0x2GM+Tkz/59zLu10gLU2E5EnwDuWmaE0hWVc7EtXIPnovW/1DQ8y2gQspsRhjEGFNgzjf+S9R19zqVE2Du89KsNLDWMMVhywNPsB7z0KqMAdS+BXeO+PXB9BEWPM76JEJrS+saf7fyKyFB7PZZ5HrzistWeLyAnM/G0R2b/TjLkYR+GdgnY4WrNQG6BjBghoAp4BqHpKJTCTBGq12mNDCL8NIezWaDTQ19saaZr+jpn/1m55V2hDOhom8ei79d7DmWjaQLVtkiQH1ev11qy0fdRqteeHEK6O1dCtPxtjsD/5DBHBLPZ+LIvGKuK+M9X4+da18r1TGM9jhi0imOk/j5nPcM51LJjqxjlWDb/IOXdNp2OstS8Qkf8uxlHmmVlrPyIiEBG5jpkxM9zWe492n4F9jePM+vVYJmfmrZkZ/NBaNvls1uV5FOPAs4k61BApWdKpDQlWkSKyXZZlkz+eqtXqk5Ik+WWSJI+r1+t995fLsNNjphPQBKxvhRLYBAmkaYpEd733/oX57Y+Nje00Pj4OM/VznHOTRvPFNqRYrYsE+fAkSV7rnLs4/3wU9YAIQ0+7OVRiQ/wDYg0xiWA2fAwKlYwxuC4kF58GswgR+UGlUjm3Xq9jf7HjaJ85VqvVsSRJoOWMBLyfc+7HgzyidYljkPNba58pIui7fhAzv9Q5B6nNUgm4Vqsd3Ww2X8vMe0WzA7R5fcV7/7FYYHahiNSwzL4+cVhrXxZCOBfuRc1mcx9Ul3dqQ7LWfgyz49HR0V2XLl066a5ljIHW+L5Zlm09CBs9djACmoAH46VHK4GNgoC19loR2ct7P6d4Q9bad2KWy8zPzQ3nO/UBp2l6MTNjRvw17z2UktDri9aev3jvYVnXdRhjUBX9cLToxD1IzIinFSilaYoe3WOICK08kNG8qVKpfKGDWcTkDDhNU7gXvZaI4Bn8hGIcZcGvSxxlz43jarXaXiLyXRFBdfITReTcLMte120JularvbrZbL6KmXM/ZHC+MMuyz7Rf1xiDQrODsHe9rnEYYyAt+VIRWZJlGfTDW6M9AedxENF/Oec+WrwXY8xqZv6Bc+7AQdjosYMR0AQ8GC89WglsFARqtdqzQgg3xsKdVg9wPjB7gaSg977lIdzNjMFaO4aiKRRohRCelyQJZs/GOdfT+9dau1BEPAT8ob7lvYf4Q89hjDkmN4vAfjGkGpn5S865TxaqoB+KpCsi74gmElPi6HeNQvwT0X1pmtxi8RxRphPuRCNlzx15YqYI6c8XwtSAmU+Pyfiv+DuW0q21qD5HpfYzmBn7ui2zA+/9hf2uZYyBKAosJ/cc5HmEEHZNkuQ6FFqBdT4z75aAjTGTcRTvKfYC35kkyZ71en2Ksli/e9e/D0ZAE/BgvPRoJbDREIg9mph9Htp+U8YYiEKgB/bF/dyQjDHod90D7SnOOZg39B1QykI1dJIkjy1WBff94L9/ELyUmY8XERRVoZ8ZCRNylL/ecccdn1Ws9I1xQKayVCFQrVY7IYTwkbKVu6goT5LkXfV6/ZyS944CuN299/Bjbo1YIY5E9UQigskBEvoaZm6ZHXjvsZxeesSqb+y7BsiOlvmgtXYt2s3iM8fy9rTR5oZ0Vezpnowj/4Ax5vI4C2/1muuYOQKagGeOrZ5ZCcwoAVTlishTsyxr+ewWB1pZRORbzAxZwTP7CXHE2RC+jK/tJyRhjNkdVclEhOXqndcnSGMM2qL2wRJ1/A+KyrAs3moPKsbhnPt4v2uhoIiZ/+6cg8Rm32GtvUZEIGSCHuSew1qL1qAzmfkAtF7h4NjuBI3kJ4nAppfxnYre3H37na/X340xfyYiKGQ9y3t/c59jsYSPpWJUobdWPTqNPAHn70QxjuLx0bcYM/zSVefrE+uW/FlNwFvy09fYN2kCsZL3m3EJFcucU4Yx5pNEhP3U0RIJeC0zo93nzSIyEkI4rNFoQMR/2jDG3BZFOR7vvS81Y+5wb6gcRoXyQ4gI0od3Q1xCRN4iIkgm+Pcwi7iMiOaix3Z0dPThS5cu/VufZISZ4Mvb+6G7fSb28ULYo2ccY2Nj242Pj/+FiM6L1dkQBGmZHTDztcz8CYiWENH2RATfZLQnvcB7j4rugYcxBjNpqFLN894/otMJqtXqAUmSXMbM0LRGqxHao7rGUVDCwurFud77N3U4b8UYM8HML+xWQT5wMPqBrgQ0AevLoQQ2YQLxixrqUUgInZIlZk/P7KWEhSIhEUHldKvi1RiD5UlY6X3aew/j9slhjLkiGghsb4z5V5Ikb2wvquqHM4p9vDdKMO7TqXgpqjChohpV3jCLQEKCCMVjvPctL9/2gThCCJ8q9kf3u5cYb884jDFQoIJ7EQrekODwIwBVwh8rqmwV47DWotIcs2r4MPcUyegVhzHmbhhbeO9f0vYcsGT+BiJCK9WL8TdrLSrjT+j2PHIlLCL6sfceqxid3hf84IEa1jr9sCrDW4/5/wQ0AevboAQ2YQKxz/OxvQze4aCEmWSWZd2kFGEej/3flrIWRpqmb4X+MxHBVKH1ZY2Co2hr90L0CUelpGSQ5VZjzLex5CwiZ2RZ1jJ16CdgEZ2YUN2Nil6s8mJ5djkzn1qv1zF7bg0sZ7fHUebRdoqjVqs9UkSgo42CMyyzY4kcleMfzR2i2s/dHkeapjBROCkuSe9f5l7a44h91yhGezMK0+Lf8aNqN+hCZ1l2Vn7efs8jVlgf1svZyBhzLxH9rlufeNkY9LhyBDQBl+OkRymBjZLAokWL0kql4vt8qSJ5oA9oLMsytLlMGZjJovWn3XAAMz9mhq3gI0IIb02S5BwRuQAtNzERoMUIRUaTilzdIFlrXwSbRCLCtV5cTGL9EnAhwaK/GL7EWLrejYiwNItq4StDCKclSYJ+4ePLVBoX7xMV2ogjhICVAvwoQBsWjBWw1P6LOAt/uff+K71egk5xxB8PWFGAscWRzjn47PYceB7FOGJr1rEhhBOSJIG+920iAhvDKSsBsY8YS8vTnkeapoczM/qVpZd2NH6sNZtNs2zZsqzfferf15+AJuD1Z6hnUAJDJRC9e7/qnEOCmjZQBY0ZIwp12mfKUUf6gtxdqcvnkfRw7nvbtZWxBC4ix+T6wV0+fy6KhZn5cufcwg4/AKYoYfVJcqgofjHiQLvMrFmzTmZmGCHsGn9kXMrMZ5bw2G1dBt7FInIikmO87i0ismzt2rWnwOIxzgjhh9vXjL7XDwlr7XIRQbX6ed577Mt3HPF5XNi+BBz7rbeJoh0wh+g4UBkf9bKnCJ/EOKCnvbBbArbWfkVEjihbeT3Ul34zubgm4M3kQWoYWy4BY8z/YjbovYdwf8cEjCKsEAKWaO9yzu2dH5SmKQqItvbeT/67DgkSvatIULCmgxPTAVmWwcMX+47fDyHcn2VZR8GGNE1/BjnDEMLbOwlPxCRYOgHH47Efe7f3frLdBkvbzPx4EWntE6NIDGYRIYSzsizDsvfkSNN0/yRJ3hrNDlr7u8w8R0R+472fXCqO7Vnbe+9xvr6j30wewiRJknwMMqJZlkEpbNrA80iSZOv8GaVpugszoxgO++BoC7rUe48Ze7cEjBWLKc8Dz0hEdkiSZN9OUpT5iYwxcDy6zXv/1L7B6gEbhIAm4A2CUU+iBIZHIE3T/2Tmi7otQ+d9wGvXrk1GR0eRvM52zmFvEjPA1ZgBdkuO1Wq1miRJxsyvcs590RjzffSPisjiLMs+FNWuMOOcosgVC6JQhf2HVatWPWvlypVYVu2WNAZKwNGMvmccxhiYJaDfGEn5PiL6VdRafhIzz0Wyje1OMHvAnjdUuybjsNaegX3X8fHxxyxfvhx7zn1HvwSME8yfP3+refPmoYXr0UmSvKmDKtjk80jT9D3MjHYs9HPvba19pYh8IYSQNhoNOBt1SuBd45g1a1bok4BRK/CKLMtgwajjASCgCfgBgKyXUAIzTQCtI3F/tmWJVxxFIY40Tf+LmZGcMOOFx+/SXkuOWPpk5mucc7X8nGmans7MqFD+tvd+fhTlGMNGdEzq+G+4KX3Re/+qfrGXSVzt5ygTh7W2JiKvQ78rhD5iIRVacNAf/VnnXL2NE/4GhyfM7jFrfF+WZTCvKDUGicMY8wUieiURZd57E7nhv1vPwxgDq8f9Y6X1O/IbsNbWRQTtTZi5dxz582iPo5MWdOGZwgry2EFVwUqB0YO6EtAErC+HEtgMCBhjfh2deXbolYDjF/3/iMhuzPxTItqhW8VrbKXB0vaj2s8ZjeKhmITEhmKg31UqlTc0m00USM1NkuQ/6vU6/t53DJK42hJmMY4dUa1tjMFe9XHQyWZmKFL9TES+lFcLx+puSEQ+TUTQ7woVMOzLfsUYg+pieBo/nZlR/f38vjdfOGDQOGq12qEhBBR23VepVF7QbDY/TURwJEJyXRtCOLTRaMDNaMowxvwRhVjOOQiYTBuxMv6u9jh6JWBjDORM7/HeQ81LxwNEQBPwAwRaL6MEZpJAXEJF3+60/093kqKMX7jYM34nnHja7y220JyYJMmTetnRpWm6AlXNBSUr9KwOpAI1aOJqS8JIHNuJyJ+YOVeBujmEcEGj0fhcL+bVavX4JEmOhbQkjhOR25kZIhqwdJz2Q6bf81vXOKIaGFYk8OwSEbkyy7IF3a4X7Sh/BVWuvJWrjQlWJ2CugIQ6GUefBIzl5zd024roF7v+fd0IaAJeN276KSWw0RGAdywRneO9f0vbF3JoV8Kq1WpvDyGcSURv9d5/onh8bJ3BbBCWg31FJKJ/L2Zuq7oVgvWCtS6JyxjzZiLCTBZOSxVmhnbyB9pbqco+JLTwhBBQUY2CK1SNI/4vee/PLnuOdYkjP3csgJonIr8v+vJ2u3YUM3kfM+/e3pdsjMHzPytJkhPr9frkj6tuCdgYg+d/wqDeyGW56HHdCWgC1rdDCWwmBIwxKExCRfMUPeBOM2Br7bIQwn6o/o2OSpBObI2oQ/xb7/0BfWaQh8DkHb69IoL90x2hkiEib8yy7IKyWMsmLmvtu0QEFopPiRXZ3yWibUTksZ3iKHt9HLdgwYKHzJ49G8vPsOFDMocgxXNj5fHPmXmJc+4jG/qHRJqmxzLzp6Jd453MDPOFB4UQjm40Glf2uR6qox9X1OMuxpEkyXecc2jRao0eCRiuSPeXrfYehKse25uAJmB9Q5TAZkIgTdN3Qr2qvc+zyxI0EswZzAxLwq28908Chtivuo/3/qG9sFhrzxeRVxMRZDCrxhioRp0Em0JmRlV23TnXUR6z/by9EnCtVlvcbDaPYGbsTSLRf6dSqXwq31+O/a1nQGSEmSfjGPSRGmOwpAuREIhVnJT3S2OfttlsvpGZ90NiFJFfVyqVr9br9ZZZRHGU/SGRf8Zae5mIoFDsS7AdxPPw3p9qjEGF8yJm/rxzblpRXds1/8rMN+T91YiDmf8lIlPi6JOAQ1TVmuIJPChDPf7/tXc2UJJV1b0/+1b34AfIzFtmBNGgIgiEyAC6ghKeQwTkq+ueW+08NUowRiYaIiaiCZEAzZewUFDQgA5C5I1fpOk651YDo6K84eWpmEQZCX5EQwSCX0PiDCKYobvufutfObdXdXVVV/XM9Mxt7v+sNbigb1Wd/Tvt7Drn7P3/L5wAE/DCmfEVJFBYAiHZXlGv19+fT7IzAddqtWOyLEMFM+zrsONFmw6qa+/BbiwoVXVVbBobGxvatGkTFKdenGXZe9rvWcPnHJtlGe4dP6Wqj2VZtnpychI7856jPXGtWbNm2dTUFKq0kbxxrP0YzA5U9SPee1QGz4zcKakzDu89jqYHHtZatN3UvPctVynE0c0pyFq7WkRyswiIYmCnPDE8PHz++Pj4U4Mm4JGRkRdHUbRRRPAeb42i6NH29cAcwv003J9+tGrVqsPHxsZguDBnBIWxL+LUQUSwY58VRxRFx9br9a/2SsC1Wu0DWZadO5861sAg+eCCCTABLxgZX0ACxSVgrf132OKlaYpiotboTMDWWgjuH9a26z1DVSG2AUekv3XOvaNbhHEcQ8HpIzii7ZYUsPtC1XFuDGGtxRHxUbib9d4jqXYdcRzD2u9FwdUHFdcwtv9KFEUfqtfrqFLuOnrFgV1lmqZukFWK4zjBbl1E3prfH3fG0e19arXaK7Mse2+QqcRpwUNwkULfc5qmM5rana+11qLvGK5J3/TeI2FifWatR/6a/MsOjtiNMX+WpikUxbol4Y9D/QoV6fPF0e0IOo5jFK9BnhItaRy7mAAT8C4Gzo8jgcUkEAQozmvf0XRJwFCzui5NUxwb50kad8DP7lWIM8ixaJIkl6rqn3jvodrUGnEcXxEMCb7afqccFJ5aZgdB0xluR7eo6hVpmn53EEbW2l+IyHXOufY4blXVE9I0xe6y74jjGDtsOArNGFV0i2O+N4rj+FAROdcY84bQlgUNaUhPXporhoVEizvbY4IRBZ7P2c+Jo/3zOo/7u80lFOA94b2HjWPO/lIRmVmPbgk4yJRe5r1vCZJw7FoCTMC7ljc/jQQWnQD+UoWTTy4i0Z6ArbVouflWe4JOkuRGVX0TemBhbtBuxD46Onpws9nEcfSghUGoIJ5lIj86OvryZrO5Idj5YUf78tzsQETuyLLsMNxbLqTvtlscbQntwc44eiStb2Ae3vsXdf48JKZZcfRbOBxB4z49iiL0HsM+MDeLuM8YA9nMJyuVyskTExP49zz5zlmPbp9TrVZnCt4qlcoJExMT3297j1YcoQjuc865GfGT9jg6E3AQM4FdYusqgmPXE2AC3vXM+YkksKgEkiT5qapuyxNLRwJG1fLR3nsca6IyFmIQt0VRhGKfO7Msg0Tj1d77v4zjGDuoc0Xknnarwvkmb63Fveg93ntUK5s1a9YcNTU1BdnL440xeWHX/c1m87jJyUl43fa1I+yRPGfF0f5MrVbbvz2OHq9HwdF7oih6ab1ef6hLAp4VxyAL1nkHPDIy8txKpQKZzVz3GUfrXx4eHv7g+Pj4N0PsPePo9pnBcvDocFLw19bamTjg4Zxl2Q1RFJ3WVqQ2E0dnArbWPigiezjn9h0kPj6z8wkwAe98pnxHEtitBKy16P38s/w4uSMBQ7gCutG4v0TygwD/3W1yiDjOvQgqWaqKnellzrkLBw0ofDYkFlEwtRptQihWEhG3ZcuW85cvX/52EUHVMowPfnt7E3Acx4+KCPp0IToxZ4SqbPQwH+W9R0/vzAi7ZyTAC1F13OP1V6nqH6RpOrAgR2cCttb+c9Cift/WrVs/uWLFiktUNcmLy9oYQbKzaxw9kvBFqnqeqn5HRJDcZ+Kw1kIGFK5XLWMOay16vc+AIEeXBIy+cRS3DfzZg/4e8LnBCDABD8aJT5HAkiIAX1dVfXeaptfmCRgmBM1m8wcrV6589rp1654MCkwv8N63rPwwRkdHT2k2m/CCRUvvoc45SFz2HUmSnKSqZxtjUIC0F6p3g3UeCo5mjbVr1z5r8+ZEncmUAAAcI0lEQVTNMCTA574rWB2aQY+gR0dHD0Qce+21157r169/otfkgtPTgd57HAW3J2D46f6wl4MTHjz99NOf/fjjj0Mi8qCJiYkf9gXQtpNH3BBEMcY8vHLlyiPBuvP11tqLVfUtQfgDVehwc7rWOTdv72/+PkmSHKSquCvXSqUST0xM3JH/zFr7sDHmESiSBdZPIA6YUuRmDHEcny0i18znIz1IzHxmxwgwAe8YP76aBApJIEhNQpnqwDwBq+plqno8Em5+vFypVA7JE0y7QUBIpJCVxF1m12GtRavQO4NgBUzgYV6PI1U48tzpnMNOuOew1kKsA9Z6OIpG9fRA2stJktyUx9EPvrUW7z0Th7UWiQpm9s8d4LUPi8iX+8XRlvjy42a8Nzx9UZncc4Q4TjDGXGeMwZH9IcYYuEahevx67z2qo3uxb8VhjEEF+Szji/AF5Xttx9StOETkvDwBW2vxpWL59khu9uPGnw9OgAl4cFZ8kgSWDIE4jj8uImfiGLotAX8ryzL8pX6diNyXHy+j9/app576tojsLyLvds7dUKvVjsuy7Cuw5PPeYzfXGtZamMGvFZFXhLYbGDrgKHhGzjKOY5gKoBWo791iHMcQnIArURPFWI1GA3fQ8444jn+KvuU0Tc/q92weRxRFkK40WZZdE0XRa+v1essCcb6xkDiq1epLUXwFWczQBjU5wPvPiSPISKKPGYYQcLj6p2AWsb5tDXBqMBNHkiRnquo1qvrQsmXLDkdPcpIk+TE1Ct7gQzwqIke2JeCmqt6QpmnXlrN+c+fPdw4BJuCdw5HvQgKFI4BjaJgNZFl2EyqT4SsrIs9T1W/iL2v0q3aYxOMva1Qxt0Ycx9fDog7KUMaYN8MHOPzo3mB92LUvtVqtPi+Kop9FUfT8er2OJDPvCNXDR0JO0hiDlpg5KlP5G1Sr1edHUfTjLMv2aTQaP+/33vi5tRY7zHw3jvvWPxnkdXkcWZbt12g00FrUdVhrMV/cyULGEhXmfXfy4T72J/PFgb7rwH+GuzHmM1DMCvxx+pCPKI7j+6IoOiDLsnNgqoD+6vCl6ihVBSu8z7eiKHobzCp4/DzIb8HiPsMEvLh8+e4ksNsIoE/WGAOdX1gPrkd/rDEGO6rfRa8u9KBV9VRjzA3ee4hszIy2nVjLKcgYAzUl2PbN7MTmC8xai3vWNE3T9iTRK4Hlu9GvG2Pgfft17/2x3R4OXwriznvdfpCttTjaxT0zjsoHHv3isNb+vTEGtoBXhv8d6C57oXHkJw/oIw6Tz80iZhlpWGvxpehMEbkdOtDhdwDH1K/AtYCq4gQDLUz7tPdrDwyED+5UAkzAOxUn34wEikMgSCzibhEWdz+NouhHqgohiHeICIqjkIze5L3/EmZtrf2rjrvIb6gqdsE3B6N43NcONMJ98omDKCy1Vw+feuqphy1btuwLqvrM9rnlHwqlL2PMl7z3M72u/SZkrYXK15rwHAzvdzgOa+2JxpjPicivn3rqqZNuv/32+weVogystzsOVT1DRPDF5nfCGrbu3r33l4f3bs0N98mqerGIQCnra6HgC0YdOOXA8wuS7OzHmT9fOAEm4IUz4ytIYMkQwDF022S3iQiKc3DU/DXsMlGNa4z5X8aYA2F2gKIeVf1YmqYzVbXVavVtURTd2Gw27eTkJCqk+w5r7QHGmH/dtm3b3hs2bJhxWur2wm6Jy1qLO9TTROQG59xavC44/cBE4qXe+wf6TgKOBiMjcaVS8araOoIWkZt2NI4kSdapKvqmb/Pez7gNDZqAdySOLMv+qNFo4EqhNeI4PkVE/jQUzT3bGIPiqr/z3l8Qduevxn1/lmWHoOc3+DYLj58H+e1Z/GeYgBefMT+BBHYbgSC1CHlCiPnDMnBYVb8RzOtbZgfoRxWRjzjn7u410SRJYNbwe9775YMGY62FstZnvPd/Pt9reiUu3E8bY66C9jR6hkOP8Zu99ysXMIetInKXc66G1+xgHOegtzdoM7fuWdvnMWgCttZ+GHfqOxJHt/iTJHmNqsILuL3/+meqip0y1n5ZKBL75aBSnYNy5nPbR4AJePu48VUksCQIJEkyrqq5zjGEFyq52QGSm/ced8IDjeA3/FP0lw7ygjiO14vIq7332A33HNbau/BD7/3vdT60evXqZcuXL0fPMOQin1TVL6ZpinvMvgN9zqq6b5qmL25/OI7jH4nIQuN4XZDSfHDr1q1Hbty4EdrVs8Z8cXQk6gdwJLyQOIwx+y7Er7dWqx3VYRaRrz1OAW51zuVH8n058oHFI8AEvHhs+c4kUAQCURDqL8JcOIcCEAgKaTPV7gWYUmmnwARc2qVn4GUhEMcxpCUhMYn/v+MP3Hfump6evmpychKiDwMPay1kKS8QkcOdc+h7nXdYa/9TVdelaYoCr65jkKPbOI4vFxH0/eIo/Yksy45vNBqwP5wzkiQ5TFW/raoXpWmKO+45I45jxHDhfHFUq9WXRVH0ZRhRGGOGVPVvdlIca733uS52T355HMHOEbKaA4+RkZGjh4aGzsG1gTEG7lSoBUBb2iX1er1nm9fAH8AHdwoBJuCdgpFvQgLFJxC8X/cLilXDxhgcDaNACjZ5kCWE8EbfYa3F8wd47/Fe8w4cgRtjkKwP2pEEnCQJJDG/jaNTay1aonCveXk3Gz1r7Y+NMQ+02x92++z54gi2jvjS8A3v/TGLEUc/doPGkb+Ptfa1EE4xxvxPYwzu/XHUPS0iB6vqj9s9ovt9Nn++awgwAe8azvwUEigEAWvtLaHqGVrBLww7WvjYvgx3rKiODlXQ8yo5YWcrIl93zsHPt+c47bTTXjU0NAQv4J6Wd4PsgKHmNT09fcxtt92GXmG0TF1ijJlJkPkEkiSBD++rBtlhhveZE0e3BL9YcfQCN2gcQUkMVdC4l4eQCU4FbvHeXxRatl4QqqKxxhwFI8AEXLAF4XRIYLEJvP71r3/19PQ0jlaxCz7Le78uJKO/EJE3q+qhoWoWfcAfT9MUSXvWqNVqx2dZ9iVV/dPOauDOZ621W1X16l7Hwf0ScDgufk9nBXa7VzGqilGdLCIfjaLoxHq9jvj6jrY43oVq66A0BfOCWZ67gc+ixNE5SVR/i8jHesURx/EbRAQSkjgFGBaR76oqqs0hBoIvJ2jbghzo1NDQ0PG33nrr1/qC4AO7hQAT8G7Bzg8lgd1PwFr7HWPMoSLyf51zr2mfkbUWesMQajg8CDdAvvKTaZrCQKE1kiT5OKzutmzZsmLjxo0tpaluw1rbCEfWv9Xj5y0lrF4SjmGeOFKudnt9kiSpquJnTRH5pHNuQfrGiENV344KcRFpOOdgbjBnLHYc+MDVq1c/Y8WKFbCIvLk9jjiO/1BEMMejIKyC4/igwT2j0x3W5G5VxRH0d733XXnv/t88ziAnwATM3wUSKDGBOI6vFBH4wT42PDy83/j4+K87cVhroTqFP9CTjkRkU5Zlnwp6wy0DgjRN4eTTKwHjbhLqVWiB6pbY+iVgtNBAVavnHTUMGqBzDZnF4eHhVTAkGGRZYUQxNTW1SURelmXZ5vkMJMId62LHAVWrZpqmhwWd7reqKuRAUbWMdqwbvfc3dsa2Zs2aZ05NTeHue29VvSpNU0h6chScABNwwReI0yOBxSYwNja2bNOmTRBsWB5F0VXOOZgv9EqmbzLGQDcaVng4ws530eudcz3lIa21j4vIxc65D3ZJ8D0TcJIk71PVC7z38BjuOoKt3xtXrVr1nE2bNqH6+SVRFP25cw479J4jSZJ3ZFn2YRw9r1q16vBNmzb9UkQ+P5/94CLHgcR6evD5xe4V4hn/YIz5hPce0pK94v8gDBhEZOuqVav2GRsbG+jLx2L/XvH9+xNgAu7PiE+QQCkIJEmyUVVxFD3Q8WWSJLGqojUIR56QOYS+MYwdUCA1a1hrv2iMeZ73Pjd3mPn5fHfA1lqYDvzcew8hjDkjSZLTVHUyiqIz6/X6J/FAkiQ3hCPlyV7H1uE4GVaIOLKGrKSp1Wpvz7LsBhEZcc7d1u3zFiMOa+35xhgcL/+mMWYbqtJF5G+cc31lP9uuEe52zkEBi2MJEWACXkKLxamSwGITiOP47SJyPXZfqvq6NE3h9tN3hMrhVxpjcIS9l4jA13fcOXceXpz7/nrvsWvuTM49d8DWWswD3sJdq7Kttbgvvdt7b9vftFqtnhRF0WdF5Mksy05M0/S7YR6HRlGE4rFnZVn2+41G4wvtr7PWemPMa7z3K7oFvbPiSJLkMhhEqOpLjTGPG2NgPvGPaHnqC/u/eR4rIvhSA2nRd6Zp2vrywbG0CDABL6314mxJYJcQyFtYRARJFGYNfYe19mFjzCNDQ0PvnZ6efo8xBiIQ0I5+SEQcXJhgN+i9/1hH0uuagK21aK+50nuP9po5A1KTxpgXeO+xc+w6gifu0SJyBR5Q1XNV9R54Ifd6TR5HL8lNay3atRYcR3AlSowx+xtjthpj7hoaGrp6enr6Q/3iaJ9rkiR/p6qQkmy1kvVdGD5QWAJMwIVdGk6MBHYvgSRJPquqbxKRHzvn0E867xgdHT2w2Wx+D8nOOQflLRwHH66qKAiCF/FvGGNwP3nj8PDwxePj4/AqRttMrwT8j8aYX3Wrjk6S5FIk00qlcsjExAQcgHqOJEkuUlUc80IH+RLnHNS8eo5ucbQ/HOa7p/ceO/6Z0RnHmjVr9pmamoLtI+7GYYTwqDHmThG50jmHKmbwGTiO8PwjqrqfiHzOOQerSY4lTIAJeAkvHqdOAotNwFqLYiskSCSQs733OJ7ul+zOg+VhfuybP2ythVPPVaq6GW5MqvqzKIruyLLst+Cr25lorbVPwUC+sw85jmO0Tt0XRdGl/WQVwx0xTCF+rdpyZnymiJze6443n2utVhvLsuyvu8UR+nDXe+/BZFYCho9xFEXfybIMNoGtGEUE7k3oY76m/fk8DhG5rN+XAmst/H+vDV9gjvPeoziLY4kTYAJe4gvI6ZPAriAAGz5jzGHwC4aP8HyfiWNfuBd1kz601v6XiEBoYkOWZdiVwk8Xu2vc9Y5HUdTaHSZJ8jZVvc57/4zOz0qS5JEsyx6c7xgZrwnV0X9ojEnzO+JwxxuLyN/OV+2M1yOOKIpe1G33n8fhnLsJu/wsyyBigmNh3HE/YoxBYdglqnpyrzggDWqM6RtH8PXFkfn9sGXcFevNz9g1BJiAdw1nfgoJLHkCSZJcHo6Tf7l169YXbty48Ve9grLW/iIk61niGaFYC4bwM5aGIcHgXhT9vvuLyBb97+0qLANnJRxUL4vIMc65nmYGELPYe++97xWR/aMoOjuvjm7b3aLa+VpVfeixxx47Yj4RkSRJYCYBKc3OOPCFZF8REVVFwdZDwerxofYvKOGeWjuLq0IV9u9672GU0HWsXr16z+XLl6Oy/Dnh2LqnocWS/+UqaQBMwCVdeIZNAttLADrQxpgVIvIR5xyKreaMUIWMXe47G43GTD9ut51t592ptfYDxphz8aaqiv5htOVc22w2D4ii6HpVPSlNU1QAzxlJkqAt6kNZlj0AMYs+O/X7oyiCIcV7nXOQbpwz4jh+nYh8AXFUKhWYG5wNpSkRyfuSr/Devx8v7HaX3b5Tzt+8Wq2+A3FkWXZyZxV2/kySJFerKo7stwyqa72968nX7T4CTMC7jz0/mQSWLIEkSe5S1eNE5HvOOWhHd0uGN2RZ9pYjjjhir7GxMdgItgbudiFhmYtLdEnAEPu4GXesoUf2jcaYg4MKF9SezurWIxsMDE4JvcgQC+k7rLWfMMacKSJ3dDOWCL3OqNrGMTnUqL5vjPk8ep0XEkc+kbGxsaF777338SiKPp33H3dOMkkSaDsfIiL/xzmHSnKOpykBJuCn6cIyLBJYbALW2rcaY9apalNVT2k0Gq1q5vYRhCJw5DyTpK21qG5+wnvfEo7okoA3woO3vcrYWos+XhzXonJ6lkqUqt6PXaox5hki8kbn3J0LiT1JkhNU9fPGmP/C7lpEsHPuVPvaBz7KOykOHEnP0WmuVqv4QnOHiECyE57Bn1pIHHx26RFgAl56a8YZk0ChCIS+WfSj1r33ox2Ti6y1uCv+rPceak8ojjpLVT+Y9/d2ScBPisj78mNhay1EJn7fe79n2IWiQOqsKIrOUNXcnAAykpCfvGl74ISj8Q8HH12YOnwry7Kb0zTNj6YXJY58rtbaCYhxQU1svr7m7YmNrykuASbg4q4NZ0YCS4ZAkiSfVtU3G2N+4r3fr33icRz/MUQoRORk51xLeQoKV81m8/WTk5NpewIeGRmJK5XKrblilrX2ZGPMHRDxSNMUx8Uzw1p7T3AHuj30GM/rFNRldz7H8Sn06p5qjPmm9/7obnEYY07x3m9YSBxJkpykqht6xIFj9eeLyGecc29ZMovOie4wASbgHUbINyABEgCBWq12ZJZlkK5Efyz6Xmes8oJl4LF51W+7xnN7Au7UWkY1tYj8fbtFYLiXvRkOTlDb8t4/kK/AAF65fT2PrbUozLoLzkIickb7ffPOjCNYPl6N3t4oio6t1+twO+IoEQEm4BItNkMlgV1BIEkSOBK93Bjztfb2myBv+TD+WxzH7xWRC+Fy1JGAH1fVi9I0/VBoWfrNdrlFay3uRc+AtKVzDke2PUfQbYacJe6ac9EMFIDBdOJjvfSl8zdMkqSuqpCOREEY7rtbYyfF8VVjzKshKOKcg+cyRwkJMAGXcNEZMgksNoEgsYi+1ceHh4dfMj4+/ovR0dGDm80m/IM/4L2/wFrbjKLodVmWtQwbROQDqvoF+AZbay82xry/2WweNjk5+f01a9bsOTU19U/GmBeKyLv63PVGcRxfFkXRaDA7+CUcnkLMKAZDX+2/Zlk2kaYpPhvVzV1HuBvGTv7fh4eHXzE+Pv6rkZGRgyuVyqw4RARHzK12pCiKLsuy7IvtcVQqlcMmJiYQx/+Ympr6t2BYcXku2bnY68H3LyYBJuBirgtnRQJPCwLW2v9A9bKIfNQ5925rLawK/wryk1EU1Y0xOD7Oe2rhCnRAlmU1yDkaYy733p9fq9XelWUZfIR/4L3HznrOOPnkk5+zxx57XIQNajA72CIid01PT181OTmJu+KZMTIycvTQ0NA5qooWn1xEw2/btu3CDRs2IFnPGdba+4wxB0VR9L56vf7R7YkjSZJrVBX3zqimfu7TYoEZxA4RYALeIXx8MQmQQD8C1tqvBGekf/HeH5wfLaOFyRhzjjHm3vAeR0ArGi04xpjWUbW19g5jDHaXn0jTFHrIM6NaraJw6XwROS306T6qqrAavLLRaCBh9h3VavXlIoJ74RNDIRfMDm5T1UsajcZP2t8gjuPrRQTtSdiln7LAONA//DLcLXvvX9t3YnygFASYgEuxzAySBHYvAWvt6XBBCj3D1SiKbkFxlaqOqOomzE5EVonIpKpCaxq7UyRf3N2+wXuPJI4WpoOgkgUVKZgdQK7SGLMBx771eh1Hu9s9arXaS8JxOCqv9w1mEah2hrvTD/DG1lokz1uCKQJEP+6aL44sy94gIpDPRG/vH3nv12/3BPnCpx0BJuCn3ZIyIBIoLgFr7YM4IoYnr4igzQfOSNBTxqTxj5WqequI1FT1/6Vp+ppqtXoEjn5V9QQRwdEtdqkNVb240Wj8fDGirVarzxORC0QEGtAvUNX/EJE7cRTeaDTujeP4bhGBQYIzxqD3eTO+Q4S55HHkMUIf+kWLMU++59ImwAS8tNePsyeBJUfAWvu/jTHod/11Xp2MBCwi+AMjhhWq+ikRgfLVccaY5XANQrJbuXLl+evWrXtyVwa9du3aZ23evBl316iIRiLdCotGEfmFqqI6egvuksOXiFYcYYf8TGPMp733f7Ar58vPWjoEmICXzlpxpiTwtCEQx/Fvi8jXITnZFhSqkbcFVyT89x+KyHjRKoVDhTesBw+EpCZckERkD1WN2mJ5QlVflaYpXJM4SKArASZg/mKQAAnsNgJxHH9bRNorm5GEp6DLvNsmtbAPhl8xPIBnkq+q3pemKXt7F8axlE8zAZdy2Rk0CRSHQBzHj4rIc4wx/1CcWW3XTF6Jvmfv/W9s16v5otIRYAIu3ZIzYBIgARIggSIQYAIuwipwDiRAAiRAAqUjwARcuiVnwCRAAiRAAkUgwARchFXgHEiABEiABEpHgAm4dEvOgEmABEiABIpAgAm4CKvAOZAACZAACZSOABNw6ZacAZMACZAACRSBABNwEVaBcyABEiABEigdASbg0i05AyYBEiABEigCASbgIqwC50ACJEACJFA6AkzApVtyBkwCJEACJFAEAkzARVgFzoEESIAESKB0BJiAS7fkDJgESIAESKAIBJiAi7AKnAMJkAAJkEDpCDABl27JGTAJkAAJkEARCDABF2EVOAcSIAESIIHSEWACLt2SM2ASIAESIIEiEGACLsIqcA4kQAIkQAKlI8AEXLolZ8AkQAIkQAJFIMAEXIRV4BxIgARIgARKR4AJuHRLzoBJgARIgASKQIAJuAirwDmQAAmQAAmUjgATcOmWnAGTAAmQAAkUgQATcBFWgXMgARIgARIoHQEm4NItOQMmARIgARIoAgEm4CKsAudAAiRAAiRQOgJMwKVbcgZMAiRAAiRQBAJMwEVYBc6BBEiABEigdASYgEu35AyYBEiABEigCASYgIuwCpwDCZAACZBA6QgwAZduyRkwCZAACZBAEQgwARdhFTgHEiABEiCB0hFgAi7dkjNgEiABEiCBIhBgAi7CKnAOJEACJEACpSPABFy6JWfAJEACJEACRSDABFyEVeAcSIAESIAESkeACbh0S86ASYAESIAEikCACbgIq8A5kAAJkAAJlI4AE3DplpwBkwAJkAAJFIEAE3ARVoFzIAESIAESKB0BJuDSLTkDJgESIAESKAIBJuAirALnQAIkQAIkUDoCTMClW3IGTAIkQAIkUAQCTMBFWAXOgQRIgARIoHQEmIBLt+QMmARIgARIoAgEmICLsAqcAwmQAAmQQOkIMAGXbskZMAmQAAmQQBEIMAEXYRU4BxIgARIggdIRYAIu3ZIzYBIgARIggSIQYAIuwipwDiRAAiRAAqUjwARcuiVnwCRAAiRAAkUgwARchFXgHEiABEiABEpHgAm4dEvOgEmABEiABIpAgAm4CKvAOZAACZAACZSOABNw6ZacAZMACZAACRSBABNwEVaBcyABEiABEigdASbg0i05AyYBEiABEigCASbgIqwC50ACJEACJFA6AkzApVtyBkwCJEACJFAEAkzARVgFzoEESIAESKB0BJiAS7fkDJgESIAESKAIBJiAi7AKnAMJkAAJkEDpCDABl27JGTAJkAAJkEARCDABF2EVOAcSIAESIIHSEWACLt2SM2ASIAESIIEiEGACLsIqcA4kQAIkQAKlI8AEXLolZ8AkQAIkQAJFIMAEXIRV4BxIgARIgARKR4AJuHRLzoBJgARIgASKQIAJuAirwDmQAAmQAAmUjgATcOmWnAGTAAmQAAkUgQATcBFWgXMgARIgARIoHQEm4NItOQMmARIgARIoAgEm4CKsAudAAiRAAiRQOgJMwKVbcgZMAiRAAiRQBAL/H4QHcvx+9x5rAAAAAElFTkSuQmCC</pentrails><costumes><list struct="atomic" id="2"></list></costumes><sounds><list struct="atomic" id="3"></list></sounds><variables></variables><blocks></blocks><scripts></scripts><sprites><sprite name="Sprite" idx="1" x="9.54915028125265" y="20.610737385376353" heading="90" scale="1" volume="100" pan="0" rotation="1" draggable="true" costume="0" color="80,80,80,1" pen="tip" id="8"><costumes><list struct="atomic" id="9"></list></costumes><sounds><list struct="atomic" id="10"></list></sounds><blocks></blocks><variables></variables><scripts><script x="695.0488321250001" y="293.33333933333347"><block var="polygon points"/></script><script x="475.3333333333335" y="84"><block s="clear"></block></script><script x="17.33333333333337" y="10"><block s="gotoXY"><l>50</l><l>50</l></block><block s="clear"></block><custom-block s="polygon, sides: %n side length: %n"><l>10</l><l>50</l></custom-block><block s="doSetVar"><l>starting point</l><block s="reportNewList"><list></list></block></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="doSetVar"><l>starting point</l><block var="item"/></block><custom-block s="for each %upvar of %l %cs"><l>item</l><block var="polygon points"/><script><block s="up"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinat of %n"><block var="starting point"/></custom-block></block><block s="down"></block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="item"/></custom-block><custom-block s="y coordinat of %n"><block var="item"/></custom-block></block><block s="up"></block></script></custom-block><block s="gotoXY"><custom-block s="x coordinate of %n"><block var="starting point"/></custom-block><custom-block s="y coordinat of %n"><block var="starting point"/></custom-block></block></script></custom-block></script></scripts></sprite><watcher var="polygon points" style="normal" x="10" y="52.000004000000004" color="243,118,29" extX="134" extY="150" hidden="true"/><watcher var="starting point" style="normal" x="10" y="184.00000599999998" color="243,118,29" extX="80" extY="70" hidden="true"/></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="polygon, sides: %&apos;number of sides&apos; side length: %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doSetVar"><l>polygon points</l><block s="reportNewList"><list></list></block></block><block s="down"></block><block s="doRepeat"><block var="number of sides"/><script><block s="doAddToList"><custom-block s="point %n %n"><block s="xPosition"></block><block s="yPosition"></block></custom-block><block var="polygon points"/></block><block s="forward"><block var="length"/></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of sides"/></block></block></script></block><block s="up"></block></script></block-definition><block-definition s="empty? %&apos;data&apos;" type="predicate" category="lists"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doReport"><block s="reportEquals"><block var="data"/><block s="reportNewList"><list></list></block></block></block></script></block-definition><block-definition s="for each %&apos;item&apos; of %&apos;data&apos; %&apos;action&apos;" type="command" category="lists"><header></header><code></code><translations></translations><inputs><input type="%upvar"></input><input type="%l"></input><input type="%cs"></input></inputs><script><block s="doUntil"><custom-block s="empty? %l"><block var="data"/></custom-block><script><block s="doSetVar"><l>item</l><block s="reportListItem"><l>1</l><block var="data"/></block></block><block s="doWait"><l>.1</l></block><block s="doRun"><block var="action"/><list><block s="reportListItem"><l>1</l><block var="data"/></block></list></block><block s="doWait"><l>.1</l></block><block s="doSetVar"><l>data</l><block s="reportCDR"><block var="data"/></block></block><block s="doWait"><l>.1</l></block></script></block></script></block-definition><block-definition s="draw shape %&apos;point&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%l"></input></inputs><script><block s="doGlide"><l>.5</l><block s="errorObsolete"></block><custom-block s="y coordinat of %n"><block var="point"/></custom-block></block></script></block-definition><block-definition s="y coordinat of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>2</l><block var="point"/></block></block></script></block-definition><block-definition s="point %&apos;x&apos; %&apos;y&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input><input type="%n"></input></inputs><script><block s="doReport"><block s="reportNewList"><list><block var="x"/><block var="y"/></list></block></block></script></block-definition><block-definition s="x coordinate of %&apos;point&apos;" type="reporter" category="operators"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doReport"><block s="reportListItem"><l>1</l><block var="point"/></block></block></script></block-definition></blocks><variables><variable name="polygon points"><list id="173"><item><list struct="atomic" id="174">50,50</list></item><item><list struct="atomic" id="175">100,50</list></item><item><list struct="atomic" id="176">140.45084971874735,20.610737385376353</list></item><item><list struct="atomic" id="177">155.9016994374947,-26.94208842938133</list></item><item><list struct="atomic" id="178">140.45084971874735,-74.49491424413901</list></item><item><list struct="atomic" id="179">100,-103.88417685876266</list></item><item><list struct="atomic" id="180">50,-103.88417685876266</list></item><item><list struct="atomic" id="181">9.54915028125265,-74.49491424413901</list></item><item><list struct="atomic" id="182">-5.901699437494699,-26.94208842938133</list></item><item><list struct="atomic" id="183">9.54915028125265,20.610737385376353</list></item></list></variable><variable name="starting point"><ref id="183"></ref></variable></variables></project><media name="U2L2-MandalaDesign" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>