data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAKAAAAB4CAYAAAB1ovlvAAAUK0lEQVR4Xu2dCVgV5dfAf+yLCJTigoom+v/SRMMV1HL50mzVrP9TWaBglrlki7u45ZILLea+JKlJWk9WLrlmmuISpimaqbnggqiILArIcu/3zB1A4MK9M5cZ8ot3Hp807jlnzpz53fPuBzuj0WhE5ZWSkoK3t7dKLW3FMzMzcXNz09aoCmtS2N4aNASDwcCi+fNwdHRQoa2dqOSHnZ2ddgZttJSamoqXl5dqbTsBoOqYFSpIX927dw24utpz9242Tk5O2NtrC0NGZibuFr5oAkDb31+5NCs6A6alQZUq4OAA585Bw4ZQFMAxEeP5aOoU+D4UTq2H96+AowtEdYKsFBh8wvS8AwfCjz/C6dNQtSr07g3r1sHWrXD+vPyzhQvhoYdg1SoYPmoMkTM/KjNWAsByYWS7ckUDKHn62muwaBEMHw6LFxcHMHrNWvq88jL8Og0Cw8CQAx614YdwOLkOIjJMDxsWBuHh4OsL/v4yZCEhMoAS2J6eMGQITJoEw4bBnpgYHuvQQQBYNAKVtQ949iyEhkJMjByNohlw6vQZRIwdDTsjIG4NPD0XGj0JK7qaQNzm3Z+gtm1Zu9bTBPLmzfDii/Dqq/Df/8Ijj8CSJfDSSxAdDQkJ8N13MGNWJKNHDhcACgDlCEjwrF5tDmBSUhJeXt44OTmWCsuNpCR8qldXlfKl5vXy5SvUq1dXACgANGegaAZURZaGwqIPqGEw1Zj6J/qAJf0TAN6LiJiGUUOvRrICQAGgRijZZkYAKAC0jRyNtASAAkCNULLNjABQAGgbORppCQAFgBqhZJsZAaAA0DZyNNISAAoANULJNjMCQAGgbeRopCUAFABqhJJtZgSAAkDbyNFISwAoANQIJeVm8nJyMebmmRRKAujg7ISdg71yY1Yk87JzrNpSsxnB3tERO413bBc4KNaCrb4qbQQ29p/Es19MKhXATQM+5JmlE7S5ERD7eTRt3ulj0Z4aAONWbiQg9FnN/CtqSACoS1iLG824cQt3nwcKf1gyA17ae4R6HQM18+TQ3K9pPfRVAWDJCFTWHdEHZn1J0Mh+ZQIofXB2Swz+PcreQq+GTu0z4AYCQp9T44JiWZEBFYfKdsH4nbHU79rGIoC7xy+g05RBtt+kiKbIgGWEsTJmwMv7j1I3uEWxiJQ2CpaaadcHPLHX4JywyIACwMII7P1wCR0nvGkVQElgz6RFPDZpYLmzYKXIgNeuXVNdGSE3NxdHx9IP35Q76goNSBUJ7O21m/KwdNus5FRcHzQ/9Z+dngEubjg7Fz+MnnggjlpBAQqfpGyxnf2nUC2gUb6AEaQ/dmDMySNwREipinHzv8WQk1viM+kV2+FeuxqNX+5ebr9KM2ArE6IygoLXsX9WFMEjwwolb90Ej6pwZFE0Ndu0oH7wI2ZWzm7ei/9THRVYVy9ydus+/J9sb1IsOQ3z42tj6Lm67IPs6u+mTEMMQpTFSbWU9IIv7f4dv86tTbpJN6C6D+yXzgbvjSL18g16zB1pZjd2TjRthlmew1PtTL5Cwm/H8W3brFQAd4+fT6cpg201bbOeANDm0FlWLJjby82RKxe4usL1a+DtcA3/ljU5v/sIDTubz/1lJqfiXMUNBxdnzT07t3UfDUUGrBzVsTaETeTZ5ZO5mQTu7vDXX9CyFRz8ZBVt3wsxFSdKPnYC37bmfb7Nb0/jqYXjNAfQYgaMmE+nqSIDah70kgYr4lxwRlIK5xO9ycqEVm3g6B/g7AxNmsKB2StoN7yvCcA9oz+m22cjzJ754q+H8Xu8peaxOLs5Bv+n5Mlusz7g62Po+ZXoA2oe9H8CwP0zowgeFUZiIly5BC0CQRr8p1+9QdXaPoWbEZKOxJnNERb4q8dgRGTAylCg0mjkaNSPtAjvRU42OBXpyv025yvaDnu92G6Yq4f+pHbrpmZfvF8nLuDxydqsjBRCXWS5zywDho6j58ppuieAkjcQgxCNQ37lwDHqBDUv1eq+GctpPzq8GIDbhs2k+5xRZvKp8Vep6uuDfRlFi2xx21IG3DttKR3HDbDFbLl0BIDlCp+58o73I3niE/OyaLcTk/CoJVe5KroUd3nfUeq2L75UV2B174eL6TjhLc08tDgKFhlQszhbNKTnICQj6Rbu1e9tuyrqyI4PInH1rIohvzZzbq7R1C+UYKwb3LxweqSoTvyuQ9TPn0fUIjqWMuCuiPl0FqNgLcJs2YaeAO6fsZzg0eFWH0LNlnwtt2md27KPhj1KXwnZ9MZknlk20arvWguIJlijiJpWPqTpk06trFpUA6CSnS1Wb5gvcDnmD+p2eDS/G1C8Sv6ucfPoPG2IUlOayQkANQpl0ZdrzaQaAKWVEUdXF5zcXa2Ztfr5uW37adg9uFQA1/eN4PkVU63a0FpAAKhRRDeGyysfSi41AEr2tg2dQfe5o5WYtiiTcDAO33byykvJaZg9U5bw2Pji28bKfUMFBgSACoJkTURa+XCvrnyJUS2AF6VNDQqadmt+ntu2j4bdS+8DbgibwHNRH1ozofnnAkANQlowv6fUlFoAJbtarIxcORhHnTIy4K6x8+g8XfQBlb5Dm+U0HwUbjRxbsYHm/Z438ym621u413gQY66BvOxs7BwdkM4AS+eDc+7m4Ozugp2dPXk5ORjzDKazwdLW/Nd/WWZma/u7s+j2mfn2LTWBsDQPuCF8Is8p7EKouac1WZEBrUXIyudlrXxcjztDjYDGpWpbyoDXjp6iZov/MdNLjU/Ao5YPDi5ONntsqQ+4a+xcOk8farNtWxUFgLZGLl9v+3uz6fap+Y6WLYOm0WNB6VuqrDXBR5Z+R+CAF808i5m2lA7lWC6zlAHX9xvP819OKWc01KsLANXHrFAj7WIinn61SrVw7Mv1pTbLkrA1AHeO+oyuM981s3th52806NrWqsc/j/hEburzDKZTdobcPFPzfifxJs8UVmcoPg+4PmQcnvVqguk3aNoh/dcoHSYBmr7cgxrNS8/mVp2xIiAALEcEY6YupUOE+QK+peZXCYBlNcOmwchPe/B/+jGLXmt/Kk4cTC8HJsVVtRqEGA1GLkslNUrZOLpl8HR6zB9bps/WMqCkeGTpOgIH9Dazcejzr2n9juWyGwLAMkL/bzqYbmlu7tiK9TTvaz4qLgiLEgB3jv6MrjPMm2ElZ0Y0B3DVRgJCRHEiTbKgVhlwo3TmI8p85cNa86ukCZZkLDXD29+PpFspW74KAqRk/VhddSzRBGsCn2RECwAtrXwoOVCkJAOamuFl6wh8w7wZjv8llvpd7tWaKRmc2M+/po2VZloNgNYyenlejhiE2BC9fR99Qfsx/Usf/VppfpVmQEnOUqaztDKidQYUANoASVkqWmTA46s30ey1Z8xuIZW2ULKFXmkGvBp7AmmZz3SZ5kXkUhnSH1fvqjyzTC54WfJaHxqBo6uzyRfJJzvT1Ip8FWS+on8XyMk/sy+8l6Qn/ew/vbrS6Gl9qjWUKwPm5OSwdfsOnm3tB171QHLe2eNePPJy4OphqNvO9LPbCSfx8G0Clw+Cb2uwdyArSxa/cAEeflj+98GDEBgI361by6vSr7PX8NICwPK6UwBgdvYdTp0+TZs69uDpC1VqyIBlJsPNM4VxO3wYateGmjVBKmuTlATnz0ObNrDuhx/p3aunapfUNMFqjCfdvMmtW7do7HYLPGrJXEhX2mVIT4A6+fOYGTfBvRq3/9qJx8NdTSIXL0K9evLz+fjcY6FdO4hasZKwvqGFrphqw8xbsJAB/cNxOfcTHJgDfdbDtuHw3BJZ8OJe+aa1AyH1Euz5CB6PAM+6sPIJePc8mZnQpQuMHAlbt0KvXtCggfwr7vfty2HpF1EMGqjdNqH7CcDZH89kzKgROMbOgb/WQ9gu+GUS7J0BPZdDkxfAyZ1hw2DTJjh1CmbPhsmTYckSCAmB6DVreaFXT9yk0gsqLr0AHDV2HB9NnYL9jtGQEAt9NsKJb6BaY4hdAL2/gsPLwN4RrsSS2m48Xie/hMfHcuwYvPMOREdDWBjUqAFRUTB/PvTsFc/16zdo20YudWICcNTYCGZOnwqnNshBC9kKt85BTiYYciE3C4wG8O8GmwbBmZ+g14pCAM8+9zP+/g1p1Aj+/huTA1eu3AMwNhY+GDmaj2fNUBFay6L3E4Cjxoxgzqcfy1/eE99C/z1y5lsQUAhgUlom1atVY/hwiIyU4xQQcA/A7T//THBQEB5VqqiKkV4ADhw8lEXz58LPY+FiDPTdKTV9cHg5tOwvv/ttI+DGCfCqXwjgBb8+NGjQACcnyMmRW8F58+4BGBaWxv4DB3iyu1ylywRgcnIy8ZcuEVjHBTzrAPaQGg8++edcrx4BY578/07u3I4/jEf9lpBwCGoF8sbbQ1i2eCFxcXJQT56EJk3g0CFo0QL+OnWcgGZyMR2tLr0BDAvsyhODQ3jtjXtVsUr6XtAEHz9+hBo1a+DnlAxVpSa4OiSfA7cH5S+ybyt+2ryFp5/qweXLULeu3FXx9JT/btkSho8aQ+RM9RUN9AJQ8jcoqB0PZp2HKjXlZvjONbkllC5f6ciCHWRINUuqc/v0Ljz+05mIiZOYOnkSv/8OrVqB1O2Qnk9ioXVr+HLFSvoVbYINBoOxaOdWCSD/ponosp5X6hfPa/QsDnkG7tjlcd3fizcXTqeJ9M3Kv7Ky7pKenoWPj3ntQCVx1EJGLwDV+mbLICQ9PR27sDfeNC6fF6nqfinp6XhXrapKR2vhzKws1f0ltT4kJqXyTdviGVAqEGlwdeLvltWZMC+SOZ/PY+z7g1Q3nWp9KUv+vgEw/TZeVYsMXK08YGZmFoNHRGD33gcjjJ9EzlIVj8qQAaWAJF69yjet743YpJ8VBXD857OZGfkxn6qMn6pgl0leHtg5mJ0J0cS2GiPS2MDOHlsy4ICBg+Q+oKL7ndkK2behSS9S0tLx9lZ+dkKRfSVCUj/0zHZwdCGzdhBubm5KtGySUdIEK50HtMkBS0rXT8h9zTObMQa8Wmx+UPN7WTJ4bA080AA8apBqXw0vL/VdEQUA5k+a/vkDPPQ4XDtBindAxQOYlSrPTxpzIT6GzNrBuHlW0y3eagYhrq4VU6va9LDSgNDLD1LiwZCHsU7rigcw+w6kXID0a+AXBHHfkurfyzqAa3rDK+tgZwR0lY+OWgYwJ0POeme2wUOd4cZJqNGUFEOVigXw9GbwaQKpF0F6eBdPMqu3wK2K8j6HHqRWeAZMPAY+D8Pxb6GRPI1hdK9ecQDmN7ccWQlNX4Ck0/L0XK1mpN7Jtg6gxM/RFfJEffD7FgDMy4Yrh+TZbynd12gGrl7gIg88KqwPmJ4oc5OVYppt59QmaCn/piK9p2GUAFthAErvQrrqtIYT38kv0K+9aQWqwgYh0nywxELyeflLYMiRp5qayKs3ivqA14/D8TWmBEIH+WBW6Rkw8xa4PSA/rJR53B+U54HyrwoD8NpxeeWlYRe4nQguXrJflQ1AqRW6ftIEHLWlkhzSOrK8LlxhAErfNumef3wF3n7g27LYcq0iAL8PhRdWwu4PoZP8Sx1LB/Buqrxgfn53IeFFM0KFAChlYTsHeUUh4wbUL759vVJlQCn4Z3dA/Q7gWHzgVWEASj5IewKkZrSWed1ERQCW0qyYAxgfI6d6R5cyW6EKAfDiPqgXJA88SrkqHYBlvI0KBdBCv0Q7ABV0fioEQCt+CADlAAkAFQCrh4gAUACoB1eKbQoABYCKYdFDUAAoANSDK8U2BYACQMWw6CEoABQA6sGVYpsCQAGgYlj0EBQACgD14EqxTQGgAFAxLHoICgAFgHpwpdimAFAAqBgWPQQFgAJAPbhSbFMAKABUDIseggJAAaAeXCm2KQAUACqGRQ9BAaAAUA+uFNsUAAoAFcOih6AAUACoB1eKbQoABYCKYdFDUAAoANSDK8U2BYACQMWw6CEoABQA6sGVYpsCQAGgYlj0EBQACgD14EqxTQHgvwTAvLw8ZfUBi6Bh6yl4xXQpEBQA3l8ApqWl4SkVvVZ5KagPaG6xMldGMOTBH0fAxRWaPgJ37xqo0PqAJV6HqIygknitxP+JDJibC2lp4OEBx/6AVm0EgAXv09ZWUWRAhd+Iw7+Dn59UBw8y7oCjIzzcVAAoAFQIkK1iN2+Cs5MMnpc3nIiDoPYF/S8BoADQVrIU6l1NAAnChv5w57YMobOzALBk+EQTrBAoNWLZ2XJTG39Bhs63TmFhUpOZCivRa8FpMQhR80Y1lK2IQcjFeKjnVxy6oo8gALwXDZEBNYRbqSkBoABQKSu6yAkABYC6gKXUqABQAKiUFV3kBIACQF3AUmpUACgAVMqKLnICQAGgLmApNSoAFAAqZUUXOQGgAFAXsJQaFQAKAJWyooucAFAAqAtYSo0KAAWASlnRRU4AKADUBSylRgWAAkClrOgiJwAUAOoCllKjRQEcN34iUyZPxH7XBIhbA8P+BqMBVnQFj9rw0tcms9OmwerV8Oefxe/y7rswcSIkJMDy5fDKK7B2LVy7BqtWwaChw1gwd46Za2I/oNK3pbFcRewHtOZyUQCj16ylzysvw6/TIDAM0q5ArRbwQzicXAcRGSZzXbpAaCg0bgzBwRAdDSEhMGcOvP46HD8OW7dC+/bw4ouwcCGEh8OOnTt5vGNHnAu2Y+c7JwC09pZ0+vx+A3Du/IUMHfw2fB8Kp9bLGa9hN4jqBFkp7H10CY+2aMHixR4MHAhbtsiAFVz9+kH//pCcLGc9V1dYuhSaNZMhXPZFFP36huAobdEucgkAdQLMmtn7DcDYQ7/T7JGmuLm5ler60WNxNA9ohp2dnbVHM/vcYDDwy67d/G/XLqIJliJQmQ+mFxAgZZ63Bg1BgmPR/Hk4OjqoBksLhf/vGfD/AHTe/GGKsQ1oAAAAAElFTkSuQmCCdata:image/png;base64,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10,120
50,20
30,20
20,50
-20,50
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-10,70
0,100
10,70
-10,70
0,100
10,70
-40,20
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20,80
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40,120
40,20
20,20
20,60
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70,20
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90,40
90,100
70,100
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