<snapdata remixID="8625827"><project name="U1L3-Pinwheel" 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="false" sublistIDs="false" scheduled="false" id="1"><pentrails>data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAeAAAAFoCAYAAACPNyggAAAgAElEQVR4Xux9CXhU1fn++95JMhNQtkxQgorkDm5F6wYUyY24tdXWpe67Vlz+2rq2dfdnFbdWrUtbrVZttRZ3u2urVSEziASpO1aZCVo1ILlhE8hMkrnv/zmT4IJBksxkMjOZ8zw8AXLPt7znJt+cc77v/YjiGPAIVFUp2FqONwAEAPwHwEQCT3rEk81R/iWXAQpW6zgQpwHYHMTdvkG46+PXuSabNk+Vgsk43vZK8L3ZpYxkU3ch63ISOhrCLe2t2GvOEP63kH0t+jYwEeDAdLvo9ToEKrbRRCbxIgALwCMknmiK4kmAXj6hVDlWjqxUID5cwN0i7l4W5YJs+OC06D4QbjjAC7OhbyDpqInrHALT5MfUCLl8IPle9LXwESgG4MJf4w16WGlrfxEPAogMA46MRpnIdziGV2srizidSP0xu9G7m2L8Z6b8clr0HC0sqfPzOCOzZq2+BwvXRQLcPlM6inK+iEBtQtfIw6RwOffLNWycFl0XLuel6dhVm9D2Ar4HoRbC10BsFg6wLB2Zxbn5gUAxAOfHOmXcyopqnUniBhAnuFH+NeMKckBg0NbpAMwfMx5xY7wxXbOcuBoBPBQO8EdTpZJkAgsE/CgS4N/SlV2cv2EEnLjuBjEo7OfxuYBTKmgKfxEwhsRNYT8v645dNa36upXEISJqIOwAYiQAH4AVIKIU6gU8HQ7wH92RV3wmvxEoBuD8Xr9eWV8Z0g2ecIDPw/FLF/H1XgnJo0mVtr4t4CEAQwG86BE/WRblnN644MTVDh/2CZdylhPXzRCGhMtpjr6Lo48RcOIy+QjbhgPcro9VfaV4p0UPgDgeQn24nN/Y0MN7S6NbE9gVwq4kdjFfQWwJoB3AMghvk/i75cfvZ5Juf/pU1N0/CBQDcP/g3udag7aucGOc/gVFU1US/AAPghic9HD88gau7HNDckhBMKSXJIQIVEBYROHmpkX8dXdNrGnVbvRQHw7QV9OiqQAeRgLbR4YV7ya7i2E6z9VKOyqB1wD8Kxzg/unI6s1cJ6GDIZiduJ8eLqwr593r5OzRojE+C7vASwXZVLAV4aPwSiqx0cIrKsN/kquworQM4z1iPIHxEHYEMR7AaghvgnhDwpv08GbzIry5YDxbe2NrcU5+IFAMwPmxTj2ycoStLS3gfQDHujE+bCaPDMmWUve9LzfFeHaPBBbQw0FbfwKxBsImAMwv8RYKf2xq4A825mZti64RcXo4wJFOQnPl4deRcj6wsXnF72cOASehFyFMpIX768o4LXOSv1pSTVzPENhPgLlqOC+1o/U6drZexw43CaYqCF4R8EpZGf7zPGl+Brs1prZo63YPO9LCeAHj2RGUzZ+3TWAm8KYsvJEU3nwxwFi3hBYfynkEigE455eo5wYGQ5pLYVBTjDua2RXV2ocdyVY3uzHe1HOJhTWj0tYTHrGiOcppQVs3Evi+gKEknoeHHzY1cGFXHjtxzYRQQgv/FPD1sJ9HFBYyue9NTYtOJHEeiJ0JXF3n50/70monoWsh/AhEKzy8C2AMiBYTbE2gtYRXLD/+M5P8MNN2HCH5FrdhvCWM90xQBsZL2JHAiNRuGYiCGAPgzx7w1OwA38m0DUV5fYtAMQD3Lb5Zlz5irPazLDwDYjc3yv9UVusUEXeQOKEpyseyblCOKqwI6TEIq5tj/H7qQ4qtkyhc4jZs+H6xNq4lHvEUgWMl7BAJsCFH3StYs3aTSge1YjmEuwBcQOHkunLen2mH95f8nyTwMwJnAFhM4j6Z42Q//hMmF2daX0/k1UjDfe0Y7yVxOYC9BIhAKQAPginVWgTiVRIzV5ThL68zu3XxPfFloD9bDMAF9gYEbUUBfODGuFcwpKsgHC3h+OYGziswV9N2p6Jaj1pES1OMJ3VHWE1cSRLzKDxUF+Bt3ZlTfCbzCNTEdU/qaJbYgcKJ7R72nDOIppY9I6M2oSMl/AzAP9euxcXzR+RuroT5oLA6gWtAnArhdyA+gTDJJKuZciYI5UCqRr0yI+AUhWQUgWIAziic/StsZLXO8ojb3SQ2qfThLgibW8QJH8e4tH8ty13tQVsPQ2hzG3jCV1k5ea328FmIEHg+HOC+uetR4VvmtGkferihzs8JNXE9TaDG58eWM8kV3fF+j7Wa/OKgL2fB167VlvDhBgFfk3BxJJC5+vHu2JXOM3u2aoLn4RrDZmcJl88qZzglTypxWnFI2M/H05FfnNs3CBQDcN/g2i9Sg7aWCniRwDAA77oxrquB7Rd78kVp0NYMEHKjHeQaXY0pcd1pmeNIC7uHy2iSbYqjHxFw4nrXSuK4WYM5z0noZXnYIlLOzTdmUm2LHpGF/cN+Dvn8s05cPwRSdfE3h/28cmNycvX7tS2aJsJUPzzh9+PyfzN3d++5imE27SoG4Gyi3Ye6grZ+DsBkN39M4LdNMV7bh+oKTnQwpAchWG6Mx3blXG1Cv5cwORzgtgXnfB465LToalNOZwhRjPk1LZoXKeeEr3KltlUnycPv5eHIyKCOfAinVbsiiZ+BgJK4ODKY8/MQji+YPKVJm/qGYrqSOBY+XBYu42/z3adCtb8YgAtkZStsJQiUGYIAN8o/FohbWXUjaMuUFJW5MR69vmLHHHUmcWfd4MJkDcsq0BlQlmKi8vBcuJxV3RXnxLWGwuN15R13/k4ilSPxYwAXhQP8VXfl5MtzzlpNoYXpAjxZuCxSxrn5YvtAsbMYgDew0kFbdxF4qynG23v7MlRso9Fsx4Eg9gRgSoK2FHFnc5QX91ZmV/Mqq/UvEftQmNrUUOzGkw62lbZ+7wmDmht45OflOHF93O5h1zmD+FE68otzM4dAqiyMuCXs33jHLieut0Aw7OcONXF9m+a4WVhA4aK6Qfwgc1blniQnrv8H4hoID7T7cdkcsiX3rByYFhUD8HrrPrJah3rEHQAGg7jSjfIX3Xk1KmydmGK2ISZCGAfAZB2a0gDDcPMRLbwBD5HWNvx95QcZLKTvYLda5BEXLCuWGXVnqTb6TIUtk026aXOUh5uHa+KqJjAzHOBWG51cfCBrCNS26gwJU8N+HvNVSp2E7jPVAIP82GJtHNeC+DY9XFw3iI9kzdh+VjRZGlGSwDUEDpJwebicv+9nk4rqAXPzURzrEAiGNCvVkYT4qxvlwV0hMyKkIT4PO3nAjiR26tzZmq+me4kJuJ8AiIF4wUrigb7mWg5W60oSY5tiPLm4kplDoCKkey1heFOMh9YkdASFY8MBfi9zGoqS0kVgX2loIoHliqNiQ3SgUxM6JCn8ScC9BPYX8FiJHxfPJOPp6s/H+YZClcA1JFbJwuXFhML+XcViADYkDCFdbwnnS2j0LBy7LMqXzLJUVmtcEtjJsrAjhZ3UcYxcBeENEK8TeF3EG22teH3l/7h8M1sj2wxDj1IsPTuj4081hFfBFCfsq7Lw6nDh1Uy0/ksdcSdTnMZf2xB7U/++XvmtPWjLJK9UbluPRdYgLAuXr8etnd/uFYT1Tksqgz0cDvDOrhxyEvpEwkoKjRZw0axyvlAQjqfpRGefZROI77DKcOtMckmaIovTe4HAgA7Aw6tVU0L8QcAoAY+CeInCjgJ2ogm2hGuCrYDXLeJ1rx1vNL/H//YE58odtAni2NnrDMyGQg/ALkCK3/VVEa+aAN3WhldNEO+R7Gr9WsRqN8aLejKv+Gz3EQja+mjMvdhs8DdwUF2AT3V/ZvHJbCBQE9eBEH4SKWft+vqchD6AMFrCFZHyYlXA+vhMXa3NkyUwbQ93oYU76spoSrGKI4sIDNgAbDrjdDLGmIQEQ+X2utAZbC283prAGz0NiN1fN1nBUMcu2RN2+dxueYmEVy0TlIFxAn7pxroui6gMaRcJz3nE1suiXNV93cUne4JA5TjtPC6CVxoOQdOSOTS9W4sjxxCojevDJPGt2X6+tc60moSOoXADfTihrpR1OWZyTpnjxPVfAWMJLLOIs2b5+aecMrCAjRlwATjVmMDCtRRWmJ0tPNzrLsoNEvOKcdqeSewMYm8Ap3Te0Xumd6iAhSRekoenmhv4XEVIj1OY48Z4cwG/n/3uWk1c2yRdvLJwTxiWpVI3hiqApp9rceQIAk5CNwqIR/y8wpg0Oa5QCTBfPhwcKeXMHDEzZ81wpFGKY55loVHCBAHhSODLJwo560AeGzZgAvCm26nC3wZDTrG/iMuaozTdgXJ2BLfVpmzD9SJMxx1zJ22YewwJhMmu9pldO4DX2j18b8Wi7rc9y1mHc9SwmrU6pn0Jzoruh0GG8N5cV7gxbAEwkaMmDzizOvs0PxIOMGScd+J6FsSzYT8NOU1xdAOBVGkW8aCXxOmWDz+HsCWAX60jOumGiOIjvUCgoAJw0NYyAIe5sS8mWgRtnUHgWgn3b+Lhsvfey58MyM5Wgv8E8AaFo0yyVdDWy6lWZMAmbozf7cW6F6dsAAHTlzVJNIQDtDp/md8IYtnbX8Mh8DAdFq6RsEXzMGyF+VxbBDI3EHBaVG8Rl3nCXrAwrtgqsufr4iR0oYRvRwLcuzahn0q4EECzgNPyiRe7557334yCCcBBW+b+p8SNfUYVWDFWpnG32fX6POKyZdEvE7D3H/Td1xy0lSTwKwGmafzjEEa5DTTkHsXRBwg4CbXBwr7hUs6qiet5C7jh7R0wWsThbozfCVbrFVrYcihQHS3ev/fBCvRcZGrXC+wOYZWvDbvNHEK351KKM5yEHpTgRgI8L/UBtEX/AuEPBzi1iE7mESiIABwM6Y8QDnFj2BSgh91UGlyB6wBMk3BZc0PXJQqZhzPzEjtLjUx7QSt1R+yh3rQbBHGmG+WszGssSnTiWirhrkg5r3DiWulrhW1+oQdtvQ/hMLeBLwdtzQexdSCOcR9+SHPyUhz9iEBNXLcSOBfE4WE/n+hHU/Ja9VQpkGxFvYhbImX8XV47kwfG530AHhHSNEu4B8KxbgMfClbrWBHXEni2hLhsSZRNebAOGzSx0tZRAn7vxlgetPVjCRMt4ikB14N4eJN2XJJPR+r5sBZOQvUQmklcIOGv4QANs5mpF7+EHmy3gaeafwdtzXNjX90AIB/8zTcbO+8rfxj2f3b94sRlqhi2I3B/OMDT8s2nXLLXadVEeJgjCxMjZfnfnCKXsF3flrwOwNXVGrqKWEJhhufDTZaHawVs2Xnc/EwuA99d2zq7HB3fnsQOJT4ssjxMXbqIrw2v1lCfheshHADhEvPho7syi899NQI1LbqHwN6w8H8Avhv2dzRnGLqVhpeW4mOPqF4W5YdFHPsHAadFD4PYNRzgNsYCJyGT/XwUgTZzP19sPp/+ujgtOo3EWWv8mDifbEtfYlFCVwjkdQAO2jKUj59AMEdOV3YeN/+skJY6GNLfzJ0vgBcolDc1fLFYfkRI37SE601Sls+HSz5+lw2F5H9/+FLbopNk4Q4IdwNoDAd44zo7KmzdZuhGm2O8vD9sK+pM3Ut+ROLPdQH+wInrWwAeAHEXhMEAzjdNSerKi7W/6b4rTly/JDGkzt/RPao4Mo9A3gbgoK2/ANhXQMx0LfL5cFkhBp+grTcB/A/A3kxi66b3uqaMq7R1uZDasV1SrA1O7wdlolThT8Ak8dRBuDpczuc+DcDjtL3lIdwUw2YAk+lpKs7uDQJOXJ7Pj50Sq9BY4sd8Ej8SEIJQQeAAdXxoMoG5ONJEwIlrloC/RgJFvoE0oexyel4G4KCtqwGYY6cPLeG8pQ2Fm3QRtNVkuimBeMKNfTUX8YiQvmYydiEMp3BxsTVh739knLhaASR9foyaSRoSjk9HRbUMbWldc6zwesj2HrHszHTiOhvE9WE/N3Fa9KiIhkiAFzsJXQoPg0k0CrgpHGB5diwqbC21cY0TUe8JR84O0GSaF0cGEci7ADxkC40o9eNdEjE3ykkZxCInRQVtmfuX5W4Mm6cyvLsxKqt1iogbALS7gzEOr3NNN6YVH/kcAiYTGoIvXM6K9YGpsLU3gdvdGMcXQcsuAk5LakdWZhFPCNg/HOA+xgKnRf8HC76wn1c6cZlOR+dvqEFDdi3Of21OQodBuDnpx8QXyaX571HueJB3AbgypMfhYWFTAy/JHRj7zpKgLQk4pznGX/ZES8XWmkQfIhAIC790ozy/J/MH+rNOXO8KGBIJcPOusAjaqrOE2wr59CUX3wEnoZUSHiJxrITdIwG+2xmAr4aFtrCf02viepbAZuEATZvQ4sgAAk6Lriaxc12AB2VAXFFEJwJ5FYCDdirbcQ83xv0HwgqOtDXFA/7uxji8N/4Gq/VdEDM6+xQvTQrHLW9gpDeyBtqcmhYdCwsHR/w8qssAXK1jQXzfjXG/gYZNf/lbE1c1O3ptv22Y7er8/OM6W5wWXQcLn4T9vH5Ki/ayiOfWsZn1l72FpteJ688U3qwrLyYgZmpt8yYAB0OptmN3e8SEgVIC0klDebkb4169XfBgta4EsBuITQAYOX92Y8XG8hvD00loJwgzwoENHzMHbS20gJOXxjh7Y/KK308fAadVN8PDWQTuqutkavo0AMdleJ+bPs1Ylyywe1c26Vs2MCRMXaVgsixFBHTn5ysDBob3feNlXgTgEba2tABDjnCa28C/9w0UuSc1aOs00zJxHfFDby1MlTJ5mEdhQaq8BigDcJEb4129lVno846QfEsSaPf5UTqTXXc/CoZ0ATzs4jbwhELHIxf8c+JaDKGsq3t5J65fyMOHkUH8RS7YWqg21Mb1GwFnWMABswJ8ulD9zJZfeRGAg7aeJjC7KcZrsgVMLuiprNb15litKUpDq9nrEdxWVWjHfAinug38R6Wt+wWYoPGyG8M3upvc1WsD8nSiE9ebsnBcpIyvdeVCVZUGtZbjY4vYeWmUsTx1M2/Mdlr0P0u4dVYXQbY2rts8IBYJ8Pa8cShPDe2sEIiHAzQd2oojDQRyKgAHt9M2aMVxbgPNsWlqVIZ0vQeMa47y8DT8zMupQVsPdx4Zm69pjWBIB0G4w/Kw29JF/LiyWuM84tTmGC9KS3ABT65p0SOWhb/U+Wnu0bscpjEDiEo3xi0KGIp+d602oe0lPB0OcOuujKmN69ce8FYkQHPCUxx9iIDToodE7G0BS+sC3LEPVRW86NwKwCEZ9qGD3RhHp4JvBw/ytW1tmLDyf1xe8KuxnoNBW/Xy8MPmRTT3LmmPzvrpndwYD0lb2AAQkCptAfzhcl62IXcrq/UrET8oa0FlY2OxA09fvRZOXD8UsHMk0MHDvf6ojesuT5gfKadhLyuOPkSgtlUnwsPBAkwP4T/V+Xl8H6oraNG5FYANtaQwx23g8cGx2hYW5gGpgPxCQa/CBpyrtOWW+rBd47uZ+8UetPUPAnMG2nF+b94fZ60Og4UTwoENf2CpDMl03LoFxAtulAf3Rk9xzsYRcOL6kzw8GhnUNed5bUL3eh5mR8p538alFZ9IB4E9pJG+VsSUxOm0MAMWTg+X8bfpyByoc3MtACeTQO3yGGebOksQf3KjvGUgLo4hHCnzo8GNcVgm/e9MaHuZwElNMf4zk7ILTdbkhLYrEf62rhtSV/5VhnSEhIsB7OjGaJLbiqMPEHDiWgU/7DC77m5Wm9D9nofnIuV8oA/UF0Wuh0BtXHXmdBKAuRo8AX5suaG1KYK3YQRyJgBXVOtMEje5MQ6usHW7BQxtig1cEvBgtXYHcbcb466ZfoErbB1C4LYSYvd8b9eYaWzWl2dYlcr9qHiGXbOJVdr6tjr60E6kh4fWb5bR1/YNBPk1LZpK4Gfh8g0z39W06I+WhX981X39QMAqWz6mqD+FynCA5zsJvQwhuKH7+WzZlI96ciYAmx0vgRII94g41/VjAhbQ8PEOyGF2Vh5wVF8ln1XYusYCtm+K8bABCXA3nXYSmo8kzgwP6voevpMsxXTgmgPgtEyfWHTTzIJ+rKZF02nBCvs3fBffmTD3RJ2fjxY0GDninLNGu8KXqpPfzpjkJNQMYV44wG/niIl5YUbuBOCQVkO4E8AF8jA5U4lHebEKAIbYCpUBs9YloFVU6yISFW6MF/aVDxW2/mkRdemWOfWVff0ltzaub9YFmOon7ST0gDy8ECnn77qyZ+RY7eRZ+IMb49eDdoqD+LJiN6rMrpyT0Iv0cHldOZ/fkOSauJ6wiD/W+flkZrUXpW0IASeuBo84cLafb01dq5qlq/HqgpFcXUSs+wjkRACuqNYEEnMBvALgLjc2MDMZg7bWesQPl0V5X9CW6W/6itvA33R/OXv25LCxGlNi4WWPOG5ZtCPgDPRRE9c2BP5L4ft15by/NqGLPKEyEuCPu8Jms201NpnEc26U1aZLEonJboxbDnQcM+V/J/vS++EATa/fDQ6nRa7JGQkHeFqmdBflfDUCTlx3EGioC/CmIla9QyAnAnClrd8LOAzEH9woz+qdK/k/q9LWayLed6M8KGjrWY+4sa8D44hqHWbu3tsC2G3VW1yW/yim74Fpc2doO8PlrKyJ67sWcFZdgAd0JblqGwVbk3jbjbESkD9oowUWDnIXDhzGtvQR/0zC3tKYtgQeCAe4p/nf2rU6Sj4cG/ZvOMN8alyhJPEOPUyvK+dPM2lPUdaGEahdo4PkwznhAPct4tQ7BHIiAAdtmRrfVjfGzXrnRmHMqrB1G4Ej3BirgrZiBL7VFGO0r72rrNZ1KbKTBh7R17ryRX6q646HxyzgWhEzwwGO6cr2UEj+FcJKN8aA+X7Qlml20VJs0tD7lXbikq8do2ZuwiVOXHcLePOrGK5qE7pGwo9AXG2aMfRec3FmTxDYTSodlMAaXwtGzhz+xZ7ZPZEzkJ/NlQAct4RjlzYM7PubzqP4l9wYyoI22t0YfNmiiQyG9AI8DHcbuPNA/oFY57sTl2nfeKPfj4pEAh+0J7D1nKFdnxCYu99hxNBolIkidukj0El1eGA4wH85ccU84iBzz7ghybVxfShgUwLTi8eh6ePfEwlOQn8B8FDYz7TZ+nqit1Ce7fcAbDr+WMT0phj3KBRQ0/EjaCtBDz+ShfPdGO10ZPVkbtCWueO8UcBFzTGazjIDfjhxLQDxCT14yRL8ZHZp160cg7aaynzYPpOEKQMZfCeh5SCu8oRnrY467OoNBt+EjoIwTcQECVcWuaCz++Y4cZ0JYlLYz5Ozq7kwtPV7AA7a+jmENW4DryoMSNPzImjrHQCLAbRl9xhTVtCGKfvy2j2MW7GI76fnSf7Pdj7RDijFmwBmEXi4LtB196hgSA0+H/b5+B0uyn+v+9+D2oQWQXjKA94hMD4c4OkbssqJ62kKD6a6fAkXhQN9l7TY/8jkngW1LRor4KVw+cC+PuztyuRCAH7NI85YFuVLvXWikOZVVute0whewhNujGdk07dU20JhWwABN8atsqk7V3U5CT0O4VsAfhcO8Jyu7Azaes3ycMLSRXw9V/3IJ7tqWjSPxMcAkiRm1Pn5SFf2OwntAOG5cICjnIQ+kYdzi1SU2V9pJ675ng/nbuiEKPsW5Y/Gfg3AI0OyPSFsko7yB7K+tXTEWO1nWfinhEubG2gIHrI2Kqt1roivgTgsxckd43ezpjyHFTlxrSWwrC7Qdccjk3hlARctjXF2DruRN6Y5cf0ZgPkAuI2vFVvPHNI1F7qT0M8FJCN+XuLEtQbCGeFyPpg3jhaIoU6LDCUlvqppSYG4mnE3+jUAV4R0FoQJzTF+P+Oe5bHAoC0PwDVujKYbT9bGiJB2sIC/y8NpJJ4F8WM3Wmxw7iR0NYCLVi7HiNc3/zIlZWe/6tuK3NqZeVVNb18BR1NoqCvn5A1JdeJa2k7UzvHzv05CawWcFPHzscxYUZTSXQSmtMixiFvDAe7W3TnF5zoQ6NcAHLQ7MujcWDGD7vMvpDkKpocXmxqyX1IRtLXQJxzaTpxK4Ez5MLb5XX400H9gnBb9lkRzXYCm8cIXhiHgsCw83hQt0iBm4j0xrQcJ3GTq4CN+XtGVzJpWnUAPR4UDHac0hrMbxFFhP83vlOLIMgJOiz4m8I268mIeRE+g78cALF/Qxpr2JDZf8V6xhuzzi2ZOBuhhV7eh696nPVngnj4btHUniIVm52v6EQMY6ca6boLeU9n5/PzU1do8WYKFPgvOzDK+ut563WsBLzZFeW8++5grtk9p015WEs9J2DtSzpld2eXE9RyIO8N+Pt4ZgOcLuCwSKHb46o91THWrEl4Pl7OmP/Tnq85+C8CV1TpAxE/cGPfKV/D6yu6RY/V1z4eH3Si37ysdG5JbUa1DSZzqxjqYn1IkKUTYsHNl25Zc0+fEdR6AfcIBHviFAGzrVgrvuQ28Nddszkd7DB0ogLcjAfq6sr92jXaRD3/eEDlKPvqc7zabWmyPKI/4WZHvvmTT/qwF4GBIN0HY1Y1xb+OgYX2C0JjtRKNsgpuOLlNbKh92zvbx74iQhlhCszsMgzCfbSPH6ptLFxV5otetpdOil2jhl3V+/nHd/wXt1B2xKRubns6aF+d+hkBtQq6VwHZdJWDVxnWrhJXhcl5ZxCw3EHDiWgggtNaPwfPJtblhVe5bkbUAXGnrbAHT17VrC9r6Ly0c3bTwi8d5uQ9ZdiwM2vqTqT1tinVdgtGXVgRtvUDhxqYGPtWXevJR9pS49rOAuzb3Y9xjZLLzlMDUbltujOPy0adctNmJ63UQx4f9XyztmiqVJFvhsgy71LF435gra+fE1QTCRw931JXz8lyxK9ftyGYANo3L/+LG6B8R0tcs4G+mg0yuA9Rf9hlmKgFbNce6rj3tS7sqQ7pUQNCN8oK+1JOvsmtadC+Bj8PlvDQVgEOpXqifFO/KM7eiTlz/FHDr+ne6TotOJXFAXYCHZk5bUVJaCEiWk0A7gH8AGBsOcHxa8gbQ5KwF4KFjNLa0BDE3RisY0gUQxrkxnjmAsO6RqyNC+oYl3OHGuGuPJmbg4YqxmmhZuLcpxh0zIK7gRExZoyrLh4UgJuFud2UAACAASURBVC8YjzZ6qCfgNsU4tuCc7SeHnITuExGJlPG+z5vgxBUmcGNdgH/tJ9OKatdDYNJqbVbmw+vwcAZ8eCwcYGkRpO4hkLUA3HlUJ48YSg+PmQzG5hhNwX1xbACBYEirW+PYatWH2W8TGLS12OfDlI/fZUNxgb6MQE1cFxDYc8F4vETB7Ma2cGMcVcQqMwjUtugaWIjX+XnNOok1azWJFh4MB4pH/ZlBOTNS9khovE942Ox8nbgSJL5f5+eMzEgvbCnZDsDtIPaB8EIggcEffsiWwoY3Pe8qqvUvWviVG+Xf0pPU89lBWw8AiLgx3t3z2QNjhtOi+iXTMWL5o3gGwjFujMMHhud972VNXGd18kB/2h/cadGdAj6MlDPFvFQcuYHAlBbtZRH/Fw5wLyeu/whwIwF+Mzesy20rsh2A1wj4LYFt3Rj3z21o+t+6oC1DQrCJG+NF2bamwtaJEA4s9gjeMPK7PKtT/NW4a+H+mGaST9woN8n2OhWqPmeNDoEP3w8HeLDxcQ9ppK8V75UmMe75QUVimFxa99q1OlLE4eFyHukkdGlnU4yhuWRjrtqS7QDcBOA9CH8s1kxu/JWosGVKtqY3xzhl409n9ongGI1CCRYUd3VfxLU2oUMlnB4O8NsVti4ccy++bw3Gq+8djUNNgmFmV2HgStuzVROSSdwRKecEg0Kq5y8xJOznkIGLSm56XhvXDwDsUBeg+WpYyTz4MT5MLshNi3PHqmwH4CiAzWRhYvNCvp07MOSOJZ3sU2tSBCU7qCyYQHyTJAa99x7j2bbS2EILP25ayLps685VfVPXqiZpwSQArXx3DzQFdsetW92G+xoORelHT3dNHJGrvuSyXXtLo9viqA+Xc7TToodAHC7hqkj5Z3fCuWz/QLKttkU/hQXU+fnTgeR3JnzNdgA2vVXHuDFumgnjC1FGRbUmkJhL4NymGH8ZtFUn4ermBv472/5WVOs6EMnmWNd8vNm2J5f01azUAhDbIYCTkh8j1PI6/u/V7zCrP0+5hEfGbZHoJGCaktwDwFQCfC0cYCDjeooC00agdq1+DQsL6gL8ddrCBpiArP7CCNqab3bAbqzrtm4DDPsNuhu09RsAJ7oxDqqs1vWykHCj2f90OWKc9vN5uLoptuGONAN1zYK2fjTmPpw+aBK2EXBv4i1MC2yPY8KDio1FevtOOHHdDmGPcDl37zzKXA3A9AnfEsDCdY0Xeiu/OK9vEKhNyPRrfqLOX2xG0lOEsxqAK0I6gcJ+bown9tTQgfZ80JZhVzI9Tq8AcZ4b437ZxmDYWI0psfBeCfG1JdHifc7n8Q/aqXrU67Z5E1UW8ev2j+H5glgSGVwkl+nte1rbql3k4T9JD3v4iO+COJvEyRKe8BHbz/Tzv72VXZzXdwjUxvU8fZg+q5Qv9J2WwpSc1QA8MqRvJT1c0NzAbxUmnJnzauR4bea14AMAtwP4gRtjeeakd09SJxnILAr3NDV0JFgUB7DZGI1NlqDejbHS4PFNaWRLAvNS+Q3Ag5FA9rtYFcq6OAm9BA9jYOEDCS6FESAqwwHaheJjoflRG9cbFnHMTD/NFWNx9ACBrAbgylDqE+59bgN36YGNA/bRYLWuggWT1r/AAs5aGuPsbIJRYet7BH4JoKXIc/wZ8sFqnQ9iBzfG0z6/Hk6LIiD2AHBOOMBfZXOtCkXXni26ziMu8TwcZRF7gZhG4JK6AG8uFB8LzY/auJaU+vH158iPC823vvYnqwG4YhuNZjK1cxjd144VivygrZdNlxEB1zXH+PNs+lVRrTMJHABifzfGkmzqzmVdQVszIdzoNtBw335h1Mb1YxEXQ/hZOMAbc9mPXLPN8DyDMET+zQBMwpU5ATLtH4vUhrm2WJ+zx4kruflfUfbYkR3NSYqj+whkNQBjqkqCH6R2U8UfqO6vkenJa0qQPnZjHNODaWk/mmqzJ7STuFTENDf6WQu+tIXnqYDh1drKR7zqxjhiQy7sEZftA+4l8b5VhmkzSUNUXxxfgUDNWh1D4pfw4ZulpWhuS2ARgFUCVkQC3LoIXm4iMHWVgslS/DdczmBuWpjbVmU3AJvOMdVqLivBto3v0s1taHLHuspqXewR05MeQisW8f1sWRa09VsA9SB+YHo3uzEekC3duaqn0tY5HrFzc5SnbMzGmrh+RWAPJjGtbjBf2djzA/X7tWt0kHx4xBK+OaucYYNDTVwvEDAkHC+HA5w6ULHJdb9rE9reE56MBLh9rtuai/ZlPwDbWuARhy8rZtX26H2otHW5gN3dGA/p0cQ0Hg7a+juE34iYROIsN8qKNMQVxNSgredB3OpGu9eNpzauMwT8UhamRcr4h4IAIYNO1LZpbyXxjIDvfr714Dc/0ciWUiyB8EG4PLsnPxl0r+BF7RnXfkngikiAtQXvbB842B8BeCaIn7pRzuwDfwpaZNDWcxD+li0az8667dM3SSK22oflJWswcskSGjrRATk6cxgMPWePeG6dtZoCC/cC+Gs4wAsHJHhdOF3Tqkn08AyIU8J+PrH+I527YCccKOYfZPudmaSqsywkw3P48RtfpbumRXUkdg0HijzovVmjrAfgimo9all4vClaLNru6YINtzXeB7xmedh16SK+1tP5PX0+aOsjlGCC+w4bK225nnB3c0NHE/qBOCpC+oElTGyK8aSe+r/vMg1NDMY9EgabI+nwYC7uqYxCen5qQuOTwjO0cHFdGU3nrS+NHaRNKhJYannYZ9Ygzikk/3PJl8naYoTgnebBNMiR6QFu8hvWELhzLht/siFbj5B8SxJYDaIx7C+WifVmTbMegCur9SsQ7xiaxd4YPNDnVNj6IYHD3Vhf34uJQRtJN4YSgF7qOJrYwo1y54G5BrKCNlaLuLU52vsPITUJXUlhmuXDtFmlfHYgYlnborEinoGFX4TLeOdXYeDE9RMIu4TLeexAxGpjPpvg6cGb7QHPz2Njt2r199DonduBwwlvPyF1d7spwJWA3gLwDBG/dy6Xfbgx3aYnNoQLQSyMBOhs7Pni97+MQJ8H4OA4fQcebnS3xK6YybhpsSegrMgv3PvXsTKkxwW82Zf0lJ3dkP5TbDLfsU6pDyDAd9wYfOYDSe9XD3ASOgzCvQKujgT4i3Rk5dvcznZ1F8PD9PCgbpRpGU7oOD6UcGhkEOfmm799ae8kbX6FYJmWpQvq0bgrmOLO/tKYpNFbeNAUAjUmv43QjoLhLdcnAmMEniXwbhJeg8CG+Vz8v+7Y7cRlEkITAt6IBHhYd+YUn/kiAn0egFO/vKrVAKZa2303aOsMQ67uxmi+FkcvEEjdRbbjdVg41I1yVi9EbHRKMKRdIdzjxmiI8Af0CIZ0FYTTIMTdht5TTdas0YGRwfybAXPKKm1rleEes3sIl2EaSBUyyDVxnUXgfACmpOjtcIA7dddfJ67zDMFJ2M8juzun0J+bpFFzBe4G4OZ6Nn6hX/gkbTHOg1dDwLQxNUHXHCnPFhixgNlz+dFLE1S5OVBabUHVAKsFVOOzP6akqAHQIoDmawPBBgtWwxq0NbzOj9eYFoQesTcFY8PfwgGeXeiY94V/WQnAFSEdT+F+N4bSChsHs6PRwPf6wqGBIrMT05+4MX69L3wOVus7MJnPMX6nL+Tni8wKWycSuELCCBK/c2P8cW9sr2nV9+nhbgBJCK+DeCgc4C1OXHeC2A1tODW8CV/vjexcnbObVDo4gXMknEsLL3vAPvTwTricE3tqsxPXe56H42cPYqSncwvp+QkadRrBWwDDOlWybz3fXzRJW+y0XsA1Ls8WELFgRebywx69V5O1RXk72qsBqxpQtfXlAL3c8r4+XFbzLCt5aK18f20U3vsFgZdeYuN/CgnvvvYlKwHYOBG0U8cVr1jAz5PAjf3RZL6vwcy2/GC17hGxujnG8zKtOxjSqfDwDbdh4PIaj7Q1xQPCPuG4JDHD3RLl5holHaydFp0s4qTOGtdBABaZUhtYmCQP0yLlnJGO/FyY25lwdg6UCr7P0Ifb4OFPAJaHAxzfGxvNjkvEvmH/wP3gPkFVzxDYF8A/BM4kZHa3Zpe7DEBEwOzOgLuwNxh3d84eibkXkssPaS2ddndJ8uzfJn2/9oCkDzBdgWFiivkZWSFgcefu+U2ALw+BP/xvNqzsrp6B8FzWAvCIkE6xhLsJbCfg6SK3cPqv12Y7aXByDV4T8OPmGP+cvsTPJHTe1fubYzTUgANuVG6tzeXDbBEmaeqbAGrdWGYZmaa06hs+4WwJewPYPLU7BmICDowE+G6+ge6s0ShZOIfEOQBmkLi9zs83nLgaAHjhAEPp+OTEtVA+nBYpHVgljBM1+kRAJlnN0MGad8R0SjPHyRGB5kh5owlT6eC+/lwnrjc94PzZAT7rxNWuJCa1Dhq9DYDLCb3vAXUEhwnYHtBYgubdHmquIOay8Y5M2pLvsrIWgDt3wYbb1fQE3tuNcUi+g5cL9nceFd+RFHZa3mAyGTMzgiHdIeCt5ujAbLJdWS1DDjHbbeBVQVtLBczoi5OGdas1pUmbcjCmw4cpVCoYLxPxlOXh6bpy1mVmVftGSk3cHFPiXAHnELi9Hbj9xQBjRpuT0FsShkYC6fcA7yQ1OXAg9QWeoNFnEjId0d6zgB954Ox6fmS4svtl1LToRBInhAMd7VGduNS8CpsuGEnTuxmTNOo8gZcBfELQtfPYaH7nF8cGEMhuAK7W/4PhewXayloQbGzk2uLK9ByBoC1zzxLwx+F89BGbg7ZuIlDZm/rUDWmvtPWkJzzY3MAne25hfs8I2qndxmDTt3qIrVAZsNAjhi6LclW2PNtzrSZ7PuwPD4b+c0tYeErAUyVleHomO37Z9fforOU1u93jRdzGMtwe5mf1zU5LqpHImHB5R9vGTAwnLtMZ7NxZgcIu4dpNY0b50HobwFHG31y5W3Ximq8krowM5t9rV2isAoiFAzRHz5+OnbTZYD9KLgNkksOuXY5B10YZTWRi/QtNRlYDsAEvaKsRxBBfG3b8+H0awvXi6DECKguGUA9hBwE/N8fEpmsSgV81xfj7HovrYkKlrTlJ4oJl0YFFgBC09SMChzXFzN0aVWnrdwL2cWPcKhO49kaGqZsFcYCA/WG6UwH/AvBUEnhq3U6zN3J7O8dZq4kwx8wWvg0Pt/viuH3mcK74vLxOhqSvK46tI8O4vLe61p9X06JTSBwVDhRuT/GJqjoGwG0EfjOXjf+XKezSlVOb0FGehx9EyjtoJ2vj+qaAbcOBrjkdJmizasJ3GYD9CVw7l42/TteGQpuf9QBsyOwF3CoLk5sXFuv60nmhKmxdQ6QK4RegHefBh7+0J/H1Fe/xvXTkdn5Qeq8kialLMiArXVuyNb/C1iEE7jLlG00xRjtxWELgsaZYbpRZ7NaoQYMqsL88HECmAvISEk8piafDg/qmX/Ru0qBAC4L04XSr40Pf7uao2fXj9gVk64bWpyaubTJ1lz11uYatC/JOXK919gh+KlvvRqb1TNToekCl9Wz8tDf6VG0daEHr7QInAzi3nh89n2m96chzEnqRwE11/p6dik3S6G8IMoF4S4DX1vOjx9Kxo5DmZj0AG/AMrSEs/L1pIU8uJDD7w5eqKgVby03SA6pB1Empdo8Hp2tL0FbrMGLTaJQD4uhos2rtmCRmW8QRS6M0O8xPx+jRqjBH/eli2hfzp6xVjeXD/hIOoLBZ6t6YeKqtDE/PIVvW1zlZKi9tQdAqQUW7h6BFVEAIekKQnX8XP/d3IEigVICPQLuA8yMBZjWRxnwAGJTAYiuJfWcN5ryaFp0A4vuRAE3yWt6NSRp1icDpQOk4U0ZkHNhdm+9vwbrNnG7Uo/EcEDlVF+4kZJrAXBz28xu9BXySqg7uuB/W8o774cU5ndvQWz97Mq9fAnBFtfYxx6VuQ9+0sJK98mpYPBWlm27DBblxX9aTRenNs8GQfmHKPgyHK4Qr02nYUBHSRRRucGOGLafwR1WVBrUGMFsWftsczW5wSQfdqdIwrcW4dmKsz8JWEMbLwo7ysDXZwedr6kHRGVjNDRBgmLzgknAlNINwmUSzCNf83fyfRbheEs3w4XQQR1MolfBQpJzT0rE3nbk1LXqGxFR4ODE8iA87idT98vSwn39JR262504VStaiajXAO+r50QVG/0RV/QzAsYLOncfFOZlz4bRopizcFfHzoXQxM7XMFniZB4Y96Nr5bPxvujLzdX6//YIN2nqawmNNDbwvE+Bp+zWj0NZ2BzoIxdsAPcno8B6T5mfClv6SMXSMxpaUYBbNUQ9xVW+pKoO23hNQ1RxjWX/5kk29FSE9Tg/vuw38UTb19lZXirwDMExy5uc3CaLVsHQBWE1gpScsJ7EchB/CLbLglpiAGoDbnQSumrh+Q+J4CB4t3FdXlvk689747iT0AJRK+LqESbxv+lSHy/OLg3iiql4l4J/Lxu0narQ5ajZ3ve9Y4Llz+KGp5825sWdc+wu4ri7AT4/L0zZS4ASMvozQZQR+bcG6Llf9T9vXrxDQbwF4ZEjfknBTU4ym+0avh7b55Gh4urSzi8ciwLud0eG39lpgAUw0GcwCHAF39bSOt9LWyQIuAzFiIPT/Ddoyu49ts9lnOd1XbGqbapKtiGW6o5KT0B8gHAFhjYA7IuU0PMM5NWoSuoGCya79FYndBdwc9vPxnDJyA8ZM0qjpAi9OAqNKoNPMcSyBc+ayMSObkL7CwInrXxAeCpdnJsHz83ZO0sjNlMqYxvcBLKxn44Civu23AGwWIWjrWQF/aI513Y7sq14ohVbeAuAEAMMA1QPWzwAuBJIBKBkAyvyAFwAYgKWOrzL/7vw76O/4PwVA2KaEDWAChA9SaUfRu0oAywdoHctLK6NDB/fVi55JuZ1EErdAGOtZOL+72cyVtt4QYGr3TFAyuBTsCNo6ncDZSWJKNkuMchFQJ64IhZCIm8OBbjRJ6EcnUjzEwO0WUS9zjlne+3vJbLlhuhYl4S0BzImfxgJoFZLnzuPHhqQkZ4fTon1M6Wg4wB360siJqroSgPljiEZ+X8/G0/pSX67I7tcAXFktU1pxrdvQvaMN2Z+MBGXuoc4FtBmAdgCmNtMcv33uT4ouMA4oASoOj/HUV6z7f/PV/Nt8P/X3KUiRitOUe7wL4TXAmwtwFYRP4OMnQOkqtCU+4aLhfd6HN5MvR2VI0ySYDys3ujGT+LHhURnSKZ5wpGmTAmK4G839X2y9xarS1u8FHEVij6YoX+mtnEKZ50g7hMkF+eJPbTz1u+MJEAklcWZkUPp3k33p+0RVmVZ/QwGMFHjJPH50c1/qy5Ts2rj+ahJm68poeMz7dEzQ6JMJ3Wiyw5HqTuLdNI9LvvJ3Vp8alAXh/RqAjX9BWy9cinj7+WzbjtEhW3bls+xVe4AwgddkTd8LH+7nO0NmZxof7bB0E7QFDgd0BIA9AZijrce4cOg/Mq0rm/KGjdWYUgu3yCTjAOe7UXZJmB609Zbn4TyL+DmI9wqxYUZFtSaQqQ8k5p36uxvlQdlci6KuzCFgypzIFLOeL+yn4dXOyTFRo+8EdDqAlyzg7Fwh1dgYWE6Lnobh3w7QnAhmZUxU1U9NGaAHvEtgGoFmQhe+xMV/zIoBWVbS7wH4Xrvl2YdQuu+zWn0mG4b95vP+y155IpjKvNwcTAXee/nfIVkpB9G2TVXwyg6HhyNAhEA8BvIxvjsknOU1ypi6imqdaYKPhCubG2juPj8dqeYLwqFujAcEbf1PwJ+aYzw3Y8r7WVCqv3EprkjdcQLmGmGWGzMJe8WR7wg4Cb0J4e2wH0fmWlvHnbX1sDK0NgqaO4+L98oXrGvjuk3AGQKeiQSy+yF1kqoM+U2yno2nTlSV4bg3H5LfFnwnz+MH8/IFw+7Y2a8BWKFVfwB07E7aNLqEvKIpykc1dvkYWJbpjzoN1KuAdS8XbtqvqfnadtW2aNcRIM3uuLwjGPse47ub5NVxtHkhKqs1Th07QH8SOH95jG+a/w+G9LY8/LC5gc8Fba0g8H9NMRoO2rwflSFdKsEkFBka1EMhtLsN3C7vHSs68CkCtXH9WsAO8OPIMNmUK9CYYAKgeS4be9XGsj/8cFp0Hy3sImHHcICmAUTWx0SNel6wnp/Hj65xFByVQNmTgEbWc3FB5aX0WwBWaOWjIL8HeccFvaHtw6lrFuKTV0EdDPIeWL57+c4mPepjmY23RNUrJ6QCMVPH1M1mVwx6j/PdYTmdTLE+NsHqVJNzk6R1PgjDyX2QG+N3U8HYVqvl4btLF/GZbGDaVzoqQjqBHYH3ZVmYTg/mA8VuboymRrY4CgwBp0VXkThUhqrS3//32RM06jiCP6ln4875ArUT12MQ2kBMBvFm2M8D+8P2Kdqyqg3JCKEr53LxH4wNEzV671xjB0sXm34JwAqtNMcKBwA8AvQ2Bzhtb2/w1/ZW+0OXx/3nME+aNKh6xT4dwdgca9Ikbj0OyzLH1G66C5ON+cNtjfcBt5gfNgH/rznKBzsDcBJl2MJ9+zNi/WzYkykdQVvmqM8E3lLPwtXLFvLZClu3kzhTHvZobmBBHWNlCrdCkOPE9UMJl1vAkf3ZRcqU13goecMCj5rLj17IdWxTbGNxPEnifRHPQnhkrR+bzmf/NcyZoKo9CIQF7VWorFlZD8AKrXwK4D6A/jxRmxz2S7S8MAnJX4zkkE0lnO3G8quwft0PluxVh6R2xcLRIEy3mgdRlriIC0bmROeadXaa41gI23rEk81R/iXY0aHKMGhVSzi/uYGG5CEvR+fx+hUEHAjT15G8VNg6icDvKZzX1EBD91ccBYyAk9DREB4kcWRPeYszBctEVc0AuKieH5ka15wek1Zrs7ISPCHgpUiAP3bielfC+5HyjpaD/Tk6G1PckISc+Vz8v/60pS90ZzUAa9yqVyGNN4w9kO4ai6G1q4GdLQ8Hm+POoK16EdeawNAXzmZDprZe+Q2U4O8gAlAq2acBxAwuHJoTpAZBWzPMaQ4A093HB6VKjkxWdJ2AyRawpF04f3kD8+Zl32ILlbeU4QoSF0K42m3AdNPJyKz30C1ll5XhLQgzmhp4SjbegaKO/kegJq59CTza2bThrmxaNElVpwA8Yy4/mpRNvb3RNTWuUJJ4Qh6ejJTzqpq4vk3gqXI/Nn+GXNobmZme08mdvX89G1NdmAppZC0Ap/iZzU5L3u2IDbuSnb8gO1mbDhJwCoV2EKe5MeZNtmBXL4O2bdoUybIZECwwxcf7TQCbAnwL1L1cODQndmEVoRSr0GEAVgLYpsNGmOYLJQL+zRKc4r7Dxlx+4Tszu82Hm797wPRlMX6hAXjQ1r8FlDfHOCWX/SjalnkEalr1dXp4VMQDET+vzbyGL0vcTaO28oGGzGb/eWx8MRs6e6ujtlW7yEvtfH8VCfAXRo7JKJeHZetaDvZWdqbnTdTo3wgYPI8fGfKlghlZCcAKrboeUC2sNQfz3aov3Y9WVuteMUVFZijmjoFwhdvAvK69NW+I7JV3goZBpu04eP7tYCV/AsgBTGahd2F/U2YGbcXo4eSmRUyVVgW31aZswymehWMobALAkJ0sJzBHwhxLeHHpIuZEYlwwpAPNe2IS4Szi6qUDrG9xwfwG6mNHJq/V6BIfHoVQHw7w/Eyrm6iqJYQOn8vFESN7kkY/Aei1uWy8OtO6MimvtkW1Ip6AcGm4nL81svdsk+MlUZcEQv3RZ3pj/k1U1T8JzZvLxTlxmrgxe7vz/T4PwAqtvBngrkDbwYxWGNaqLscIWz+3gJ+YRuOmRMaNcd/uOJDrz8hecRnIU0Acy4VD56YCc2jlcYwO7dfC8kpbPwSwd1OMh34Vhp2JWpNFTCYwGUoF5TkmKHvCnPJWvPjhh19ue5fJddlsW41tS2IcgRAFk6ltkjM+ADHdlK5lUldRVuEhcIRUtiQBk937Sbicx2fKw0mqMg3p/1HPxhRRxQSNPpPQMbl+VOrE9R2Y4AucHPbz4XV4pHpNj8Aj4UD/ZD5vbF0manQFoYjh/65n4z0bez4fvt+nAVjjVt4OYTu0DzmI76VoIL9yBG2ZWrmfA1hhEces35d1Y/Nz9fuyV50E6m7QOpYLNzUvfr+PCluLfMDxS2M9a+JuOKY9X2cwNgHZ/CHmp3bIwJx2YU5v7o+HV2srCxhHQ3oCjAO+8HUxgUaP2IbCCBDz3Chz/n6t3xd5gBvgJPQ3teOnkcE0bFmoieseAlu0+nHkXHKDm4HuwjZRVWbnuF89G7eepC3GCd7rhGrmcnFKXy4OZ62OloX7CRwaDuTfKeMkjdpNoAnCB85j479zEeOe2JR2AFZohc3osNj6SmWv+g2gLRAbcjBBQ7DdrVFh60QCpnjddWM0u62CGNpmxb7wrD+Cuq6/74ArbZ3jEbXNUUMsku6Qr7Iakz2mdqUdAdn0oSXmqHOnvI76smIbjabXGVzVsaP1TNDtCLaG4SxqOqKo86snRId6WLjal6IEPQDAq23tOGzl+0w1MS+OIgIbQqC2RWNFPG2aigBYDKR2dufXxHUDiX2TwlHpHrMafmdBb8/j4sMnqupvACL1bPwCw1wurZDTItPg4HoTfPuzRCtdTCZo1KEE7yAsZy4/XJiuvP6cn4kA/BxgjWJ0yKfdMhRaYdprDWd02Pd649yIsdrPslL3Eze7DbyqNzJycY62WbUdPG8GaP2bC4dc2B82mp2mz8IrHvDd7nZI6omdI8dqJwCHi5gqphK7DOmFYdMxyWimJGuhiKgFmB+cKIiFVjkWfvw6zfe/MCptGeaq0wQ0WcJ5SxuYE6cHPcGj+Gz/IrDDm9qkIpQinPkeLAyH8AaEd0FMlIWjImVMXQv1ZkxUVQs7OJ5HCDywno05e21WE9cFpvMXLRxaV5b/zUcmavQFgndUKzY99DW++1Fv1i8X5mQgAK9MAjqa0WGPGYcUWmlY3XFelAAAIABJREFUS8oYHXpUOg6OHKvNvI4gXO828IJ0ZOXS3FTDh1a/yZBejdgQw5STKpfJxqgMpbIewyDa3RiHpatzREjfsJS6MhgD0+hBMIT4xh8TTE0Jw3sCFoB42/MwY3kDTbb1RkflWP0AFq4SUg3lb3QbmNMJLRt1qPhATiBgWuuZXtck1mXEmzaj54cDNB/0ejT20JZ2O5JRwRtPWG948O30Mj9I0brm0pgS17YW8E8An/iAQ2cGaE6ZCmJMVNVyAF49G02TmbwcaQVghVY+DKiG0WFbGO8VWvEIYLUyOiQjqeJbb63Aah+ekLCkuSHVlKFghkIr74AwHiw9ltFBH/a1YxXV2odWKht0mEectixq+pKmP4IhzYSHBR7wcrINs1Z+wC9dR/RESzCk4yDcbxqAuw3MyHvUE/3FZwcGArXxVL7JeQJGkfiLl8RDkUFMbSK6M0zXHgBnC5hP6Ol6Ljb86jkzatfqKFk4sbME0rOEb88qZ84zcvUEwEmqOlqGYCeVdb44L3NC0g3ApsfupYwO+YXGrXoS8lYwOizjZAeGPEJEaXOUhn+5YIZCqy4FvFMBHsvo0Jf6yrHKkI6Q8IjhRDalRW6MY/pKV0bk7qZBmN9/FHgZ8aEoJC8Q2F8a8kkch5mkTwE7C5hBCzPCZaz/KgcmqCpCoArQ2/Vc/J1ccHZyQtuVeKmgexKIBRB2AFG2thXbzx/CvKDH7QmOO2iHsk2wwiTTmVO3v9azMa1T157oztSzvQ7AslfeBuJERIdUwF71V1j8kAuH/L9MGba+nKCtO0nY8uEw9x1+0ld6si1X9vKTQN/dgHcco8NMslFGh6GaFHENgCMJPCNgWnOM92dUSVFYEYECQKA2rnGeKRcUjjUlSyJmlLRjxsxNuGR99yZq1EqAgwlr+/5OBKpN6ChPOInC7iDuZzsekA9/A+ELB9hlj/UCWK6UCxNV9UdAnwA0d/FX17PRnEzkzeh9AA6tWAnpd6C1PUzz5OjQs/va68qQbhCwlwcctizKPj+27Wt/1slPNXWwOANERjOkO9vwnWR5OMKzcB2A8W6MW2fLr6KeIgL5ioChskztioVjRTxFYEbY/1kS4ERVCeDl9fwoKwxb6+M4NaHt2j2cROJEAW9ZxP9n7zzA26yuN/6+nxxnW04sh1gJBWI5hFEKDXEYlgkQO8wCJawyCpQyCi1ltZSWAi3/DqCLDaVAWS2zUMqyA4TIjDhA2ZD4c1ixHWI5sZ1FYut7/8+Vk5SREFuWZMm+93n0OOB7z/h9so7uOufvcwbzblNUYfgaLBTQHhlCcwiyX7epKjrcA08jYLKO/dKUG61loyn2kxUtoQCsUPtPAV0K8CVAr9L1n5cub9cFlRM8xoPw2+nSm2o98ZrDMVWbQwV0/b0OkoEJ+gOJPWLEEUtdLAkUY7WI766veJRqf6x8S6A/EJgmDen8FN8h8B0QXwdwTyzn4jc6fbeZ4Jv22rTrCk18F8I3zWw31oE7XhjZVdN7j1YV+4biZQgfRoYwa0og9vZ9Uqpguw/OdjF4Jp3mwULHhHls/tKqRW/1pGJ8ggG47RMABHQr3fwLU2HYV8ksCOlMdpUcO3xJPTM632pP2Kik/SAIDwNeA1z/NgS9noxf37egWLcRKByyBkeYLFWBYj0OYlLU5YRE5NkxloAlAJgTxT7imE7fNT8QFyin45rfre3EPXNH0HwepqyVr9F28SVmxPd332TXbNcUVdnQyldpDznxMoL/jQxlWcqMyUDBpQreDuCVWjZeU6pxtYC2rGVjUQaa+iWTehyAVbz0LNBnMlxdznq/mfL3SSsI6TgKNxGY2VxPc+G+X7Sua1ymDJiGgh2VrAt0+55iKKTBrR7uB9Earaf5YwUma1igFWbP/Nho/f/SzvULWNYJS6APCJQqeK/j7f/+oM5bxsDsFxP/MUvU8dKHkjMNcIYCviVN8I0sgpOzDL5PR8HJWQ7fage+3OFwfKvh6xgKx/cpfA7h6wQc8zNmfgI+dsKnHOwPIUxgFwF/94g7nh+88VW/sk9l7tQvqBlMk7BmQLUpCh4M6Nx5bIoX8SlV8GMBr85j4yGZDiKBANxmvm3sznq/yTCT9jY6pN3XJ5BYl5DfJGc4ob8EF4WWbw94cwFTND5euOEMunmbzXsa2FZBdOK+dWkaNySdLyjWkwRKovVM+3JZ2t8cVqElkAIC4U+1TEDeug9Lrs2dwkEdD4ja6kufnzJbSIDJ/GdWr2IgYhC8+E8PnojY536//nf/G2Pu0hcC8Tv19SIurhnMf6TArX4lslTBqANv15e4+IOdtNPwN/jGlxL7ZKLDPQrAmrR6a3SueQeIjf2qwgqpcjRQrMkA5oFoEnBni8sLC0tUbkpqAfh5tJ43p0p3OuXGc2iDa+AhD4xn2vnjV+2zxwsmKD7zvSdaz19/0VaT/SqR/Mzp9NnqsgQylUDZSk1mDjqwFp2dQ35TFMu56U4fPpwycgU6VsXQsdSPjq1cdDwRQgeY2LZR2ae6lsBRAkZTmGfqotcMoUlvaVs3CExV8GaB79WyIV5WMVtazwJwSeuVMCVu6/JM1aK+aZM1rHAZrhNxKIgREF5yiHs8wRwEuylazyv7xrDkadW2zUHEcj8AtB3kHArqCkD/3lhqz3VfQO4XcVmLy+uTZ4WVZAlYAl8kMEVFxxH4Vi2bjuwtnfAaHQIPF4nYlcJSCP+MDGPKb5P01u5MHD9FRfsRvLiWjVlV97vbAVihljzAtxg+7MD5+RmRDL+wWOYbo/kysIuEVhIxATe31PMXmfgm6YlNKl72K5BBuvmnqLhlP9D3IMB36PqnrJdTUKzDCJjsPcf1lyX4njCyfS2BdBOYquB1gOrmsunPieouX6XzRPxMxCgQtRQuz8bKRIn6n6pxpQo2Adyrlg0LUqUj2XJ7EIDbLwS8ianIdJUMpwon6FqPOJpdyf8XOx72y5Ti8Yn4p/EaiiHLP4DnHciF+S8rtNzsC+1Fd2Q8WUdBSH+jcLjn4Yil79NcX7LNErAEUkygVMFXHThnvMRF3T4cuTGTwqt0dWQYf5RicweU+CldX44+nsem32WL4z0JwB9D3qGsz8/YWpcGemCCDhSwPwlzAq6Owp3NC2FOFndmy0NZb6dCbedAKmN9/uHxoLu1JsGHYwmY4hRDKOzVvJA12eaXtdcSyEYCkzXB78Oni2vZODQb7e/vNpdq3D4AflfLhtJs8bVbAVjFraeCPICu/9BscczYOXqCTI5Xk9B/bxOIPeGOlve/Osdrpvm3JtS24Hsa9siTyDEX600iAHO6Mp9CpQ2+mfa0rD39icBO2mLMUOT8ZC4bTOEGdO0z4ie1bDIf9LZlIIFSBT8UvAPmcXFWJGnqbgB+HcQFdPOrMpD5Zk3K31pb5/jigfgEAs2ecKczBHc2v0NTnzYj27rDVcfmAN/djbH25+E7U4I54VwgH3ZuWcCsrYGZkcCtUZbARgiUKtjpA8pfZOMLUxS8jGBOLRt+bmFlJoEpGvcnB1g6lw1fug2SiRZ/+R5bqO14kOexLi+eykwlyw+H5/2Y9f5wJjrQU5vMEjW6ZsWHQbiTPtzRXMc5PZWTiv6jQxpvEsETONYkmoVwtxzc3aD2hyZiZGg12G5zOaeCvJVpCWycwBQFlxH4TS0br5yiYBXBv9Sy4THLKzMJlKrI5E64ppaNWZGK88sBuKT9AkAXss4fL3KsUPszkG5mvf+fmYk8MasKt9ZY+XC8Se8mmPt7uDPXwZ2NC9JftqswpJkSjgVRYYJu/D6vy+eMZwUTNSnXw8tfk+fMrfeZy/m2WQKWQJoITFXwXZNVqZaNx5YquNwHZ6sXuWhpmtRbNQkQKFXQFThzHhteS2B4WodsLABfCeEYunnjVbxsb9C5lq5/h7RalWZlpli92SsWcLwpBO84uGOJy5QutwdC+mY8jR1wLIC3KdzdPAR34x2uXe9+YbH2E/Avc1WhGe2rIT3E+vx+kWwkzY/YqrMEEiJQqqLHAI4BdIaAW+exaaeEBNlBaSMwRcGrCAyuZWPG36neSABuuw3CHnT92yrU+gDAZ+n6r0sbvTQoGl2sLSmcAcYPNImKp44TiVwB30DXKxfAqwRuF7DELAjT9O+E1v+70ywSm3EmyZz5vSkM7cRT0XX16YRHQmvXjXWELURsB+FYCkUi7oYPd7cs4HtfdDtQrNMAXEfgkeZ6Hq7Q8r0A7za6fltQIQ3vEavCEjAEShU0V1q+C+A3Anecxwbzd2lbBhMoVfCvBE6ay8acDDYzbtrG9oD/DSAIn+9kxLyn6OZlRVWJnoDO30Zb5Th4cZ3/6xmYn/GX2X8lkENgiIDnN/Qz4ZVdfcyLJi2Y6W/CLbv+ve7lxEOw6W1+AlsIGMWuoH4fhDuiC7nZfaRASFdFXcZPYJqmkrZ/APwv6/Ku6Im/tq8lYAkkRqBU4w8DPJOL+SGAT9Wy4e+JSbKj0kWgVEWnEbzOg/f9eVx8W7r0JqLnywG4uG0OqA7QcQEtYp0/K06TJeJ8KseM3kYVjg8/N6sJANaQeGot8NM2l/WJ6tW2K3ZCLPYc0LlVX+TiTtRuO84SyFYC07R1/iqsXQbgA4AzsinLUrYy763dpRp3jqDzCXxcy8bdeisvleM3tgf8Gjw1xA8E5bCI7+W1pNKA/iVbuYFiXCPgcAKjILwh4s8t9Uzat2aF2q4H2EY372f9i531xhLITAKlCnYAaKtlYyAzLbRWfZZAqcb9HNCuAA6sZaNZdczYtrElaDNDa4fwHOv9P85YyzPMsECxTIawXQAsEfDPlnqmhJ1CLUcAOfdB3JP1eS9kGAZrjiXQ7wiY08+APqxl0479zrl+6NAUjfuNA2+5wF864LkvseGGTHVzIwG4fTGgUfCwIxf66zLV8EyzqyCk4yQsXFrPlAZFTVMOFrWbk9Lv9vfT6Zn2jK09A5NAqYKfAGjKlrulA/Mp/c/rqRr3Z8B7X8AhAv3z2GjK2GZk29gMeDWIN1nnz5p8mhlJNoVGKdTeAKgI0jGsz783haqsaEtgwBMo1bhzBWw5jw3nDHgYWQDAnIIGMBdwWgDvvlo2DspUszcWgKOA/kg3/zeZavRAt0slbREI5oh9kK5/q4HOw/pvCaSSwK4KfssBTq1l40Gp1GNlJ4dAqYJ3A3islo33lCq4AvE6wQ1/So705ErZWAD+ADFvL74/6sPkqrLSkkVAobY7Ia8adP4GmBzd/oRrkybLJivHEuivBHZT0XYe+K9aNk7qrz72J79KFXwYwO21bHy4VMGnAIytZaPJ7ZBxbWMBuBVebCsuHN2WcdZag+IEVNJ2ubnaBKEEgKlSZU9n2veGJZAiAtOEnFUIrqlFY078Zr9tGU3A5Ox2gCvnsrG6q4IVT6tl42GZaPTnArAgB6H2Trp+k1TCtgwloOLW74POVLp5pyjUthLQNXTzL8xQc61ZlkDWEyhVUT3h228uF9mDqRn+NEsVfN4DfvIyG00SpYxunw/AX2sdhVwspJs/KqOtHuDGqWRFBbzYT1jvr1Co9SoAp9PNHzHAsVj3LYGUEShV8EnCu3ouFz+eMiVWcFIIlCr4X4EnZV0xBm3bug06+Qzr/dskhYQVkhICmtA+EY4eo+s3S9BmSboF4sN0876XEoVWqCUwwAmUKmgS7NTNY+PVAxxFxrtfquACgAdlQ9ayz8+AQ8t2AZxb6fpNQgnbMpSAQnWDgTHL6frjWV5U0n4B6/KuzFBzrVmWQNYTmKKiswkW17LxR1nvTD93oFTBRT44U1/kooZMd/ULAXj5NECX0M3bO9MNH+j2KdS+COrYnfUFHw90FtZ/SyDVBKZq/AGC98NaNu6fal1Wfu8IlCq4NBc5xTX8yOTwzuj2+QBc3H4oqBPp+g/NaKutcVCo7Xl4/CkX5tVYHJaAJZBaAqUaN1HQ4/PYGEqtJiu9twRKFVyzAvkj3+E7G2qr91ZmqsZ/PgCXtJ8IaBrr/CemSqGVmxwCKm67B4TZBzaXzm2zBCyBJBMo1bgjCO0/l40nm7KipQjGhqExdzbRmWRVVlySCEzW5EE+NK3K5OxXn3WVmtj+XS7Ii1frUUnb2fCwjS3CkKR3QwrFKNT6W8BZTjfPZixLIWcreuASMGXtAF1Ri8bBILxSBef7gENeZON7A5dKZnu+s7bOz8WaD2rZlJ/ZlnZZR4Xa18LzjuHC/AcVarskXmje9V+aDcYPZBtV0noahMl0808dyBys75ZAKgmUalw94JlKSPuUqugxgTfOY+OjqdRpZSdOYE9tGexA7OVaNgYTl5K+kVSo9b8QoqzPr1Co7U+A9xHdURmZNzN9WDJfk4rb9gNxDl3/jMy31lpoCWQngd01bt8YNCsGZ7cc6BgBH2ZqXuHsJJxcq3fX+NIYvLtr2Ri/opnpjSpuPx80J5/9IxVqvxVEhHV5t2W64QPdPk1snwRPj9D1bzvQWVj/LYFUEjCZlQiMBnCtgB1q2fiDVOqzshMnMFXB2wQcX8tGU6wm41v8EJZCbTHImw7H90N4uJP1ef/KeMsHuIEar6EY0r6Mrn/IAEdh3bcEUkpgmrbOX4W1LYKuBbjdPDZWplShFZ4wgSkKNhDIr2Xj8ISFpHFgVwAubnsP1LsA/JDv16wf+WwabbCqEiSgUFsTfDmTOX94Y4Ii7DBLwBLoBoEpCv7DASoFtNey0WYK7AazdHcpVdFhAP8IIK+WjQXp1p+Ivq4AXNJ6OUSzrPI+oO/TzX81EWF2THoJKNQ6D+Av6PpNyS3bLAFLIIUEumrLYuhSDBvm0l2TQlVWdAIEpmrc44A6BJTWsrEoARFpH9IVgHGpg9C5nYDXAAd7cUH+wrRbYhX2mIBCbWtBPMg6/zE9HmwHWAKWQI8ITFXRrwX+XPC+Po+L3+7RYNs5pQR2U/CbHmDqAD8C4OBaNm6dUoVJEr4hEYeK2z4AORaDFeTb/qVJkm/FpIiAilu2BAeZKxLP0M3fL0VqrFhLwBL4DIFSBRcT+PdcNtrrfxn0zihV0Y2Cs4iQyVS2ey0bs+Jw6v8CcKjtGgBnwc3zEfQyiK01ZSMEFGo7FsBvAZiiDDtYSJaAJZB6AlM0bmdCz+YiZ0I25BpOPZG+1zBZwYAPWJKD2NgOODesK5qxc99btnkL/heAd1gSwprBC5DrC/KdEYs3P9T26EsCKmm/CcB4SKV0/YV9aYvVbQkMJAKlCl4NsLOWDecOJL8z1ddSFV1EcGuzKmHqNpvDxLVs3D1T7f2sXV+ohtT2CIh7Wee/JxuMH8g2xk+uO871kK6gm2evIg3kN4P1Pa0E1s243iecPedy0RtpVW6VfYlAqYLm8PARtWx6uVTBCIC1tWzcNxtQfSEAt54Ccl97qCezH522WbYVfL65GMadsMr7hK7/c88xs6231lkC2U+gVMELAJXWsumI7Pcmez2YoqLjCJrEG/GMgKUKviygYR4bD8kGrz4fgLf5ZAvkDKlHXd5IgsoGBwaijQq1HW9O+tH1HxlPouLFdubC0W8ORBbWZ0ugrwiUKvgO4Zw/l4se7ysbBrreUgWfE/SXeWx6aAMLIQdZUrHqSzMnlbTNgngN3TxznNu2DCSgUOtfIb7Oev+1CrWuAJwf0c27NQNNtSZZAv2WQKmC5vrfj7Jlv7G/PYgpKip3wJvmsnG7bPVtYwH4bIhfp5t3SrY61d/tVqhtPjzfTC4c8aZCrR8Dvgfojjynv/tt/bMEMo3AFAWrHOiBuWy6OdNs6+/2TNW4OwW8ms3FMb4cgCe2ToDHF+n6t+jvDzAb/dOkZVuj0zHPJ57pRSVttQCaWec/MBv9sTZbAtlMYKqKygT+I4aiCa/wlY5s9iWbbN9DRVt1gu98itiYN/jJymyy/bO2bvTwjkJtL8LRxVyQPytbHeuvdqu47QRQB9LNPyoegKc9O4Sz9/60v/pr/bIEMp1AqYJ/I9Awl42/zHRb+4t9pRr3fwKGzWNDVq/8bSIAt14EcQvW+8/uLw+sv/ihUPstgF6l67++v/hk/bAEspnAbhq7tQdnIRArruUn72ezL1lhu8BSBJc4UPlLbDJFhLK2bTwAT1j6dTg+U2t2QtZ61k8NV6itDnIOY/3It/qpi9YtSyDjCZQq+EMA569A/g7v8J0VUxS8zAG+NpeNJ2W88VluYKmKTiOcyrlsODzLXcEm748q1Pom4JxKN+/FbHeyv9iv+P68E6GbN66/+GT9sASylUCpgq8BCAE8ehganlyF4EJBx81j05xs9Skb7J6i4CuELqplU9ZXgftiIo5X6eZ/0zwEhdr/DwDp5l2UDQ9lINiokvYTAc2wiVIGwtO2PmYDgSkqepDgYQIuB/SxAx45l40V2WB7Nto4RUWzCU6pZePwbLT/izZ/PgAXt70PR+2sy/+GQm27Afor3fyv9wdH+4MPCrWau77z6Obf0B/8sT5YAv2BQKmClwIwB7BMObyxAK6tZaNN57uJh6v2yQF0DD8L0ioGIld09z1glvkJXAjokVo2HdndcZnc7/MBeLKGoa2tGfD9h+7IoxRqW4hY7FC+P9rmO82Ap6hQmwt0HkK3wNYizYDnYU2wBNYT2FVjD3Dg3AdoCcE12ZwcIhVPVdGyH0H8NghTpcgPYimkVxmo6dZqQamClwAwFeCKa9noS4WNfSHzy/eAi9sPBfUQoJ9BLALUzPp8sxxtWx8SUKi1GMBzdPPH96EZVrUlYAlsgsBkYZiDoDmVa3IoXDOPjRf0B1hqLj8V0CQWRrpd/UnN5ccCOhpEKYAxAFYAegvgoyhouZp8Z0V32UzVuIsFfQvQEIFt89hY1t2xmd5v46egS1qvhHgO5J0DOsfS9e+W6Y70d/tU0n4SPFWw3v+d/u6r9c8SyGYCUxR8lcA3fHAOfJGLTHm8rG2Klv0b4MGQ/sbCmk1mR1TzntvC55sGaW94OAjEMACrzL44yAgEk6v+Y+ToY6zpWMQt5n7SHSilGvdzQd920HmSkPM6wd3nsuGl7ozNhj5fcQq6zZwwmwKgA9AedPPrs8Gh/mqjQq0rAV+E7sj9+quP1i9LoL8Q2FXBCxzgtwBOyMb9YLXsuQPEpwAOg6fvcEzN575IqHnPIODbG/D2BjkNwCAAz8LDbHidr2DIoBVYiy2Rg/HwvC0BbAnQrN5tCWFLECMhLAL1MeB8DGgRhI/jQdqHj7Gyc9HU8R+cDvCIDvgOzEHsBoI71rLBrAT2m/aVZey69hxVAPAyuv4/9xuvs8wRhVovAng5iINZ538sy8y35loCA5JAqYrCAO8QeOs8Nvw6WyAoWvZbkKbc4ossqAkbu9UyNQ/K3RvQ+oC7JaTZAJ8FvWdZ8HyPzqWocfIwDBo6HuSW8LAlHI6PB2Z48X+vlUpiVG6OnPpBUG6L432tg17d2NigFwAsgIM30Ol7hWNmL84Wrhuz86sDMECE2lYBXE43z6zj25ZmAprYHoanJwAMoevPSbN6q84SsAR6QWBPbRnsQOwOAItq2XhiL0SlZaiiYbO8OxnS/8WXjqFpEPeGgykQugIuvGcZqJmbKoNKFfwJoOP3Xjv86N+t2AJv5ax94Gudg7bNk68N4EpAQwGMAJBrvhsA+BRgO6jFLIiYQ15Z0zZbyF0T2/aHh0fg4UQu9Nuj9Wl+tAq1vwbGlkPOOJuZLM3wrTpLIEkEpmjcTYS2B2InZGK6SkX3OgzwzBeFTghvgJgK4BU4fBaeNxsFRc+S98eShGOTYqYqeL6Ak3KgA15g04emY6mCUQH/rG0J1QL6KYCFcLzfc/TzNWoumwjwm3C0AzyWsDBydKptTKb8zQbg+PJDqN2cQPsrHO3OBfkLk2mAlbVpAgotuxbw5QLaB4CpgHS85WUJWALZSaBrZocfCzhhHhszptCNmstOBXkTADPD/DugZ+EMfpajZ7Wlk3Spxp0L6BQgduD6LylTVLQfwctr2bjrelsUDZ8RD8TkS/BwBQsjr6bTzmTq6lYAjgfh4tYLAOdg1ueVJ9MAK2vjBFTcehTIS4G8nYH2FXBi3+KC0WYp2jZLwBLIUgJTVXS44kGO59WywQS9PmvS7kPRkmOKuuwAR3/i6Jp/9JUxU1X0Y4Gnx+A78BV+3K0Dv2ouPx/UT0A+Ci92BQufn99X9ieqt9sBuGsm3HoL4Ihu3vcTVWjHbZ6Atm0OIpb7Ghx9Bx59IP/DujxzytA2S8ASyHICUzRuZ0J/F1DVV3eFFS3fB9D1AJ9iYE6fVr2boqKzCZ5JOAfO5aK6njxeadoQRDvNbNisLtwK+n7PgtmLeiKjL/v2KAB3zYTb5wDeo6zPvzJVhgvIQUnFI6yrHpBF5lXc/iCot+j6L1Go/e+AF6abbytTpeoNZ+VaAmkmsKcCIzuQ+3ejdhg6TpjN5m4npuiuqVqy51Ec8/y9X+yvJeW/gKNzQP6ABXO+9Pvuyk9Gv3VVpc72gANfZmPCM1i171uANWt/CuJ8gFcgx/s982uWJcPGVMroeQCOZ2TiCwC/Tzfv38k2TqHKhwEdBPFjOLqIddVJWRbRxIPGAWu+wQXVjyfb5mTKU6jtx+biO928fbtWHdrMckwNXf93k6nHyrIELIH0EyhV8NBaNpqc0fE2VcErBVQCPKGWDa8nyyI1l90C8igGIiPXy9SyPbZCp88sOQs+7wcc/fxHydKXiJypCp4p4DwfcMCLbHwvERlf+nKxdM+vwfOZU9TfBXEFlo64giVPrEmG7FTI6HEAjgeF4rb9QdwNH3fn/LyEv7V81iGFKu4DcRiExaB+ybpZt3XHYYX2HwysLYacg0CNBbk1BFOurxBAPgBTNWP98m0Hxnf4OXv2p92Rne4+mtC6Kxzz5cbZme7Id+KsS9o7IOdAuiOq0m2P1WcJWALJJVCqoDl8Ze7W/hfALbVsvKVU404HdJWgE+ax6aHealR02iQgZu7lns1A5Nr458j6kMVyAAAgAElEQVTS8NHwcD2gPzBQ06ephXdTcE8PuEvgKAexPeZycfyzLplN0fLtAP0EwgFw9HsW1PwxmfKTJSuhABx/oPGZGo6i69+9N8YoVHkXoCNBRBHDr7iw+sYN39i2m1GEtQqCCIIKQggC8eBqfq5/mSDb1JVpxWTtQiuoD+HxVUAuHLwLDXqd7hMZvy+gUNuLoG5nXf6GwxkKLZtGd9Ts3jC2Yy0BSyBzCJRq7AkytdbNfVvAB/A1QOb+7REA/ljLxl5t7ykaNvuoLQxE4imEFQ1fDagCPt8POOq5Z/uKxFSNP1zwzojfLIpPjHzfmcePU7oEruY9dwUcsz+8K4gFDEQyKpNgwgF43Uz4BjgYyjp/jy+Yq3j6v0CaPd7VIEyu0A/igbYryK5/RQE2AF4jiEZo3cvHhvi/PTayvmrJhoAdqtgLwr4gzPKtuZD9NIin4fFp1le91VdvvO7oVUn7FZCCdP3Hdae/7WMJWALZT6BUwWMAnL4u7a9JLLGawOtzEyw4oJayq+DxLBZGhii61xQgZg5avYkC3w/I9K/8TRNyViFo/DOvpQQoYHeCR89lwwPpeoJqCc+E8E8QHqBbWVBj7Onz1qsA3DUTbn0GcKrp5pm8p5ttClUcD/J8SDsAeB+Q2U9ugNQIZ12A9dCIhaMaiMQvfmuHGaOxJjY9Hozl7AvIiQdk8WnQ9zTdJ5o3a2yaOijUfjDgXYtO/zf4AVvTpNaqsQQsgQwiMFXjZgreDwCaq55LCNwP8OG5bOjWrFWtZaPQySUgfgWpDeRV8HAmCyN/TbebUzVuvOCZXM4m0D1N8EbBOxHgsQKOncfGlM58N+avmqftCsZegLAWhEDcwIKImR33WUsoACu0/E8YP+JnnM1PNWHp1+DkvAD9M8L6U823uY02FVceDep8QO3weBUXpvcwlEqmbwcP08F4MDYz5LdArpsdP9WtN3gqnpK2XpaPHL4OOGfRzXs0FTqsTEvAEsguArtqix0d5BwC6FAAYwE8LPDheWx4epOfsS3h1yEOgvQGHBQB3g96mqO5t5RKVbQrQLPMfByBGwnd+BKb3p2q4K0CzEHS4/uyOIWWlh0Ej/cA3iOAcxiAtXBwFUdHftNb3xMZn2AAblsAchvIu5Nu/skqvukK8NALoD/cyPorDPwNTSUzDoe88yF0grqK7qxHEjE02WMUmj4NdKZD8WC8I8CnIe9pUE/TfTrphwI2+UcTarvLzP5Zn9+n38SSzdfKswQsgeQQ2E1F28WAQwiaYPw1E4wJPDyXjRsOZipa9gvAJO4x52F0NwM1FyZHe/ekTFHwYEJmxrujCbprMPiG1/hBfDWvVMFbAJxE6Ltz2XRX9ySmrpdawqfAw08Abxoc51IIJwBsheP9iqNrzCnxtLWEArCxbt0hrEuAWA50xzBw9FzgkFz463bnK7t2KFTxLYgmU0kuwKvoVqVtvb+n9DRxWgCx3H1BTQfM/jHHxfeY6T0M+a5j/VNuT2V2p79KWk+DeGJvD7J1R5ftYwlYAtlPoFTjJq6bFZtgXGxmxULs4XlLS/4NmaIEOI6BSNomOVNU9P2uZWZ1As4N89hw+2cpT9W4mxRPL+mdXMvF8XvPmdAULf8F5FUiUDONhKfmsNkfPhzCb1gYuSRdNiYcgONBeMd9t8CnZy8Cwj7AMSfvXgc+KQTONBvd+WYPIln3eNMFJO5XccWfQZwF0BSUHgloOYTX4DgPsK7q6mTYolD7byFcAHm7cWH+y8mQaWVYApbAwCEwWVsWO/AOvXBl4Mcz1owYd3z+orsbnM57a9nwn1RS2EVjC3PhO12QWe2sFXTjPDZ9rl6w0b/uy8IrBM6ey8ZbU2lTIrK1pPw6+BBgwZyjEhmfjDG9C8ChCnMC+X34q/ZGW2MtMGIHaGUMqH+E9eHDk2FgX8mI7xmLN0JoAPQ2yAMAfCOeuIZoglADh7dzQVWP8jNrwlI/nJyrAJ1k3rx0/Xv0lY9WryVgCWQ3AS3ZswyO8/Af8ppn3D+oLSw4hwLaScDDPuDhl9i40WRJkxUcloPOkQ5yR3bAG0loJOHEf8agvPX/NhMQgiM9YCSBEgDbARgK6GbBuXEeG177KoJ7aMviF7qZ27kvnoSiZQ+CziIW9E06zoQDsEIVJkNTDNCpgHOeWZQGjn4SOPwIgOY60VOs9+/fF1CTqVMllVdCOhSOzuCCWbMU2nd7wDHf/CrpVm/bE10KtR4J4A8wdZZB0vWbO822WQKWgCXQYwKlCv70oWVb/ejJ3OXuzcNbPgHoB2AyX5ncCCYRkfl3LqG3BPrW/bf5f+ZlskMt/+JLwHIHWC6z6geaVzugMgLTBOQLeF3AWS+z8fkeG5yBA/Ty5EHYepjJs/AfBiLdusmTTDcSCsAKVbwMYhsAz0HaCeSVrKv+TPKI9luB+DWjFji4lAv8tck0Ot2yFJp+JMgboPhedo8fkr7WOgq5JvA6UwBvLsCTgJxd6Q432XBsswQsAUugxwT+umrHlZM6BzvnjWxqALBy3Ws5IFNW0JQSXOZAHR6cF4TYBx64fC0GLZ+Ej9rvp5k8fXVbt39rbrbkAHiolo39MkeBWsq3hKfZcHQ5C2q6lYFxc+y6+/seB2CFKkzGFpPBpQnSFayfFU91trGm4razQJgN7Xvh8FIuyIt217BM66dJ+22NztiNgFYjptP5/tOfdMdGlbQdAw9/AHUPEPsVkNMM4QbW+00mMdssAUvAEugxAS3ZY2c4vpeQo+2ZX5O0Gu27q2BcJ4b8lSZzlskqCN5cy4af99jALBvQlbTEmw3HmcnRz/VoW7E3rvYoACtUcQrA6yDdwPrqbgUQhZQHtJvj8d8DvMvojsrInJzdhajiil+BONncdaNbtcl7u5rYHoBwFTxvF/hwHhfkz1Ko/V3A66Cbv1N39dl+loAlYAl8kYCi4Wp4epRjapJyKNTIL9W4cwCZz2eXwG/msjGts8G+fspqLjsY5F3wcRpHzUnL6mS3A7CKKw81eYqhzn1Z/+wrPYWl0LJdAOcSQFsBzqV089J2VL6ntm6uv0KVBwMyB7T+xvrqX37pjyPUdizAP0De31mf/1PzexW33gQ6x9PNG7Y5+fb3loAlYAlsioBays+GdAADkRnJplSqcbvXsuHFZMvNFnlqDn8/XtJQmMbCiKkxkNLWrQCsCdPL4PAZAAfRre5VVR6VtB4OOZdAXh2UcykXjngzpR6mSLi22XcL+Hgj4AxBjnMG33vyAxUvHwN65pDVDpBzHutHxjNsqWRZOeTMBpwf0h15XYpMsmItAUugnxGIBwQHF7IgUhz/LFkyLQQn9g4c7MrRkTf6mbsZ4Y5awhcDmI7REXNHWKk0arMBWNvuty06Y8/C0fmsm3VPsoxRcesFIC8BeT2GrrqMb4w1hwiyrilU+TPApNg86x/AtKMA/pVu3kWfdUShtk8AvU43vzLrHLQGWwKWQJ8RUEv4fgjbMxAxh1pNZaN/wcM8jumb1Il9BiLNihUtvw7yAiysSekd4a8MwJq0bwFivmfi1SPqqv+SbAbaeslY+AZfEq8DTOdS1o3cUIow2bpSJU/brSxCR+PdwOo9wP/8i3UXbTIfdqpssHItAUugfxJQNGyy8NUwEDlRLeXfg3QyA5E9+6e3meVV/I6wuISFkc+lV06mlRsCsLY/YgTfuX/F52duFSY38gusm2Wm5ElrZqmW9SP/V0awuGUPMMecljZZpy6lm9+rZe6kGboZQSpZdhLkmBPO10PHXAF13riudvEZrJv1brrssHosAUugfxJQNPwp6J2A2KA58aVn8iAWzHmhf3qbWV5Jk4ehZZjJgvgiCyNlqbAuHoAVqjD3u26lW23qUcabQhX3QljK+uqkR3+FWp8DnT3WlcxaBGk+qFcgDjHVMgC8BOEy1vtTkoM5UZAar6EY0joVcr4NwjCrg8fzuDCvZgO34unng87vAe8fdGf1y3tzifKz4ywBS6D7BOL3U6WPGIhQzeE74cNHHB3p91eCuk8o9T3VEr4HklmGvp2Bmu8lW+P6ADwP1KesmxVeF3yvBTSW7qyZyVb4vwC/bBrkhEF9E+BEwJTPYl5X3V52AKaIA+oB/Qwxbz58LfPplpjsLWlrmtg+CTFMBb2pAEvXpaJcCmAMgHfp+rffmDEKTX8CoLlH9w7danvlKG1PzCqyBPoPAbWUm7rpvwB5GjxdxMKISYVrWxoJKBo2n/sPx+OT8EsWRn6dTPXrA3AMiB1K95lHFaq8FNA0uNX7EPCSqaw7srRV6zYYZCoSYTrg5EHeapAm5aN5fQhhPoj5EN8DOR+dnM8PRizujuyv6tOVrSoeZKeCmArB/LsNQi0czIWnVaDzS0B+SOezPv/mr5QXqngHhB+CH9SpyTzA1ltf7XhLwBLIfAJqKX8cMrWAFQB5CgvmZMXWXOaT7ZmFai77L0hzW+c4OPgOR0f+2TMJm+5NhSp+B+A0utWjFKo4E8AZEPdhfdWGPdpkKeutHE1onwgH20LeJBDbxgOz4oHZ5Dmd3xWcNb9rSdubD3f0ewQ3+iVCJct2hucr7ZrdOqWAtgE4F/BqIWcucny1nD+80disUNudAMzd3tl08/bpjh8qqTwI0h9BvAzhGJD3sK7q2O6MtX0sAUvAElBL+GNIraDzTF8VC7BPwZw8L/8poK0BDAdxFByVclTN68lgYwLwxwCehfgYqL8Azr50n3o7GcLTJUOh5YXwtG08OJvALE1aN2M21TvmAzQXqocAWghpLBif6X4cD7g0AXfQ3I3lZdbE9jA8mW87I0D+mHV5PcoMo1DFX0GadG7/Bbyb45WV/Et34SuvrEoXG6vHErAEspOAouFOAEuwbMQ2LHkirdtv2UksNVZr2bSt4cVeZUFktKLhp+OpmAsio00d4d5qNAFYoGZCvA/APnSrn+ut0L4cL1NpKNRuSv0dAHmTQY5fN0NeBenfAO/EEMzl236zl7vJppLWf0A8GtLTrM+fnohP2mHGaKzx3oOjb3PBrBqFKszF+RJ4OIcLq7PuylUiDOwYS8AS6DmBdbme/wvwcAbmPNRzCXZEMgmoJfwkYryVY+bcp2j5m2YrkoHI13qrwwTgj7qm1s6prHvqwd4K7IvxCrX9CYA5Jm4Oc5mDXKsBvg/oJcB5mG7eJnM2b8pehdrMUf8b6PrN8nPCTSXTT4J4Ct3q+N09hSpvBjSKbvURCQu1Ay0BS6BfE9DSvQ5GzPsdC7sScNjWtwTUUnYShIMYqInXuVc03ADpLhbWxFMNJ9pMAG4GcTHrsndGplDrqwCXQF41sOZO1o/NqP1rhSof7rpPXX1Fog/KjrMELIGBQ0At4csgOQzUJDUHw8AhmFxP1Th5GHKHtaID41gUaTZ3hMnebyVSxZW/YH3V5ck110r7LAFNrJwET+8i5pvE95+cb+lYApaAJfBVBNRc9jjImxiIZG3Rmv72hBUN3wGgloHIJkvw9tTnzeaC7qlA23/jBBSqMCfpdqc761DLyBKwBCyBrwzA0fAnQOc3GXixwZLKDAJaGj4QihfGiOfLSEazATgZFLspQ6HKF0DdzLrq27s5xHazBCyBAUZgXcWjpxmIbDXAXM94dxUtW4QOzWDR80m5KWQDcBofuSbOCMPzHsDa3En86LFlaVRtVVkClkCWEFBz+Gg4mMmCSMoyEWYJiowzUy3lV5mkTCyMfKkOfCLG2gCcCLVejFGo4iqTcpNu1am9EGOHWgKWQD8loOayq0AnysAckyTJtgwioOheUwDvLgYiJgFUr5sNwL1G2DMBmjYtB4sGvQvqx6yb9VjPRtveloAl0N8JqDk8G9TlDNTM6u++ZqN/ag6/CnjnsfD5Z3trvw3AvSWYwHiVTD8c4mV0q3dMYLgdYglYAv2YgJrDK7BKW3KrGrtNlYHPWUvDP4E0gQU1p/fWPBuAe0swwfEKVZgj7R/TrbblxRJkaIdZAv2BgJaUH4Ahn85lXm2LloZ3god/MhDZaKW1/uBvtvugZXtshZjvNQYio3rriw3AvSWY4HhtN6MIHSZNZayCC56pTVCMHWYJWAJZTkDRsMkNfyoDkbvUUnYyxGkMRE7Icrf6tfmKhp+Ex9s4Zs69vXHUBuDe0OvlWIUqngIwjW714F6KssMtAUsgSwkoGv4A1JNmSVPR8PWA3mOg5uosdWdAmK2W8I8BHMaCyF69cdgG4N7Q6+VYhWbsAHivg/g366q/3UtxdrglYAlkIQFFw+aw1TAGInsoGq6NV14rmGNy0duWoQTUvOfepkwkwO0ZmPNuombaAJwouSSNU6jiUwCD4fjCXPBkTZLEWjGWgCWQJQTUEr4CHo5HwLclWmJrUdAyhHxnbZaYPyDNVMueu8FzZsPBoyyIJFxYxwbgPn77qKQiAmEEgAK61b0ub9XH7lj1loAl0EMCWlp+ADw9DHrlkHMtA5FdeyjCdk8zAS3ZKwzHuwtAPgMRf6LqbQBOlFySxqlk+tUQPwDwawC30a0+K0mirRhLwBLIEgKKhgXhJ3BUnIzrLVnidtaaqWj5PoDMDRazB3x4okUzbADu47eASipOhLAviDch/AbIKaL7RHMfm2XVWwKWQBoJqDm8GtA8OLyDBZFb0qjaqkqAgFrCMyCcA6gAwqcsrEmoQIMNwAnAT+YQTZzxDXjePXSrd1BJ5etGNuuqvpFMHVaWJWAJZDYBRcMfAhgBL7Yvx7zwWmZba61Tc9nBAE8FeT+gWxiI5CZCxQbgRKgleUz8IFZuRwBLhw7FiM4mEBexrvqKJKux4iwBSyBDCag5/ByIMgYivgw10Zr1GQKKln8b8I5loOZwRcMrQediFjz3x55CsgG4p8RS0L+rTCEuZF3VHIUqTLHn4+lWJ7yxnwITrUhLwBJIIQE1l90H8lsMRIakUI0VnSQCaik/CpC5B3y0WsKPQdgmkexlNgAn6YH0RoxC068DuYB11X/pjRw71hKwBLKTgFrC20N4iIHIpOz0YGBZrWj4OAAzGIgcr5Y9dod8zzMQcXpKwQbgnhJLQX+FKr8HKsy66hNTIN6KtAQsgSwgoGi4E8tGDGfJE2uywNwBbaKWlJ0Mh2bL4GQDQtHyu+DL+TlHPWP28rvdbADuNqrUdVRon28CvtvpVu+UOi1WsiVgCWQyAbWE34DjO4GjZttDWJn8oEzAbS4/DY63S2+vjNkAnCEPWqGKDnyan8dF96/OEJOsGZaAJZBGAmouM4n9H2FhzT1pVGtVJUBA0bDJ17AtA5EfJjB8wxAbgHtDL4ljFaqYC+Fc1lc/n0SxVpQlYAlkCQG1lF0CIIcFNRdnickD1ky1hM+Bhy1ZGDm3NxBsAO4NvSSOVXHFjYDeYv0scwraNkvAEhhgBNRSdgSEo83VlgHmeta5q2jZTyGOZmHkp70x3gbg3tBL4lgVV54KYirdqu9tTqymTRvC2bNNEQfbLAFLoJ8QUMueO0B8gIGa7fqJS/3WDUXLfwF6g3u7WmEDcIa8RTRh3ylwnJvpVu+yMZMU2nd7wPktgAoAJnPWKRliujXDErAEkkBAgoOWcAcKVg0hX+lIgkgrIkUE1By+DA5iLIj8qjcqbADuDb0kjhWO8CHU2oHc/CF85/4NpcgUmn4pwJMAmEpJdZBuZv2sq5Ko2oqyBCyBDCGgaPgtxHQst6iJp6W1LTMJKBr+DYDlDETMpCjhZgNwwuiSP1ChipcBnQUPI+DQHMTYHdCnIB9DjnMu332qKflarURLwBLIFAJqDt8HHx7i6Mg/M8Uma8eXCai57CrAWczCOb2aDNkAnOJ3l7aeNoQfdG+/VsUV74MaBzAH0CcgX4T0Ri9MLAFglrQ/6YaM5+jOurQb/WwXS8ASSCIBLQlfxDERM6OCWsovhSeHhZFfJlGFFZVkAoqW/wXw6hmoubo3om0A7g29zYxVccVhcHAd66qDm+qqCRW7gjgu/jLVUCCTziz+x5iEthvAKQBGrgvCnwBavgm5NgAnAbgVYQn0lIBawkshPsrAnO9qSflRcHQEA5GZPZVj+6ePgKJlVZBTZWfA6WPeI00KVZwJ4GqA99OtOvqzg7Xtt0Yituo4gCbojgVwFzzcBYePAxpPt3poj5Rt9ovAjBCo4wAdD2AxoLvgW30X5z+/qWCcTPVWliVgCXwFAX1S9gP4cA1yV2+BzuFF8HRvIon9LeT0EVBLeA08Pc3CmgN6o9XOgHtDbxNjVVJ5OaSfA7iWbvWGTCmaULHvhtku8YAJhKyb9dh6MQpVtALww80fTPzvIFYyTVTJ9APjgV+YCeEugHeyvuqZZOqwsiwBS6BnBOKHr8DVKNhiN7Qs7sSbvkHce3Znz6TY3ukgoObyb4G6F8SdLIic2hudNgD3ht5Gxqp4+k0gT4V4MeurLldo//FAzMw+zWzXnG6+C+JdrK9a8vlZceU2iOk5AAHIO4P1T/89yaZ9TpxC+xeus8vMinPjs2IMuovuE4tSqdfKtgQsgS8TUHPZRJDvQTwe1EVweDRHz3nTsso8AoqG/wUwDOgfNhVlBj0flVQ8COEQAKeDWrpuplkZn2n6dBcXzKrZlLkKVXwLxGkQzMGpuXSrTWBMS9OE6WUgu/ahiSp4uJP11f9Ki3KrxBKwBOIE1BJ+AEIYxBzE+ADHzDG5oW3LIAJqmxZCR6wWwEozC2ZBzfm9Mc/OgHtD7zNjFZr+LMDdTTJ1gHsAcgHeBfjMrHKz5cUUqrgIgh/ENgB2oFu9Q5JM67YYbX9ELta2rd8rDnXZz7voPvV2t4XYjpaAJZAwAUXDywEzE9bjLIyY3NC2ZRABRcP/B2EIiO8AuJWBiNlqTLjZAJwwuv8NVKjC1IA0J52XQbgN0l1cOKtHy0cqrrgHxBPwMBwOrqJbPSIJpiUsQhOmf33DrBh4D9CjGN95o02BmTBSO9AS2CwBLS2/EJ4uB/AvBiJHbHaA7ZBWAmoON8Hnq0AsZs7NXMtCmwkrrQ/gi8oUqvw7oP0BnEu3+q5EjVGo4g0QJ2C18xGGeC10qzPmy5FClTMB3QRgNIC3IV7N+qqbE/XVjrMELIFNE1A0/BGgAgZqhltOmUNAS8uPhXAsC+YcoGi4BcDvGYhc0RsLM+ZDvjdO9MXYruXa1vsBtdKd9d3e2KBp03KwaNBajO/I5ezZnQpVrAb1PdbNyqi6oApVPA5gVwB5AGIgnkIMP+XC6rre+G/HWgKWwGdW1Br2LMNgPgdqJxY8b7d/MuTNoWj4aXjeTRzz/H1qCS+DdIlNxNEHD0fFlWMA7wGAr7K++se9NUElFTtDuJNu9deNLIUqXVA1rKs+sbeykz1exRV/BvRNOHgOwjEAiyF+AOhW1lf/Otn6rDxLYCASULT8QkCT7TJ0Zjx9NYfNZ95DLIhsHf+MjobbIV7AwjlmZTDhZmfAPUSnbfbbFr6YucP7AN1Zl/Vw+Ea7K1RhTh8fyLrqY5IhL9UyFKq8FNDhiPlmwvFWgTL5UM2F9MEgp7Ouak6qbbDyLYH+TkAt4dchXcpAjb2R0McPW9HwNaCiLKiJf+YrGl4B8EwG5vTquqgNwJt4sApV/hMd+Bk/rHp/fReFppvUjveDuIp11X9J1ntCoYrfAWinW52sFJTJMm2TclRScTbE80HMZF3V3PibsqTiRNZV355y5VaBJTAACCgaPhTQrxmoia+M2dY3BPT+tCEYGYtibWwHBl8wB26T1mwA3mQArlgLxzmXC566Nh5cimfsB3oPQPoB62fdkbQnEJdd8RiIm+hW/zuZclMtS8UzTgC96yFnJuufejLV+qx8S2CgEVBL+b2QXutt2buBxi2Z/ioaPgPUNBbUHJVMuUaWDcAbIaqSyn9AmEa3qmjdzO4YCH8HeDjdqkeT/RDi15gc7c0FsxYmW3aq5cUTiABmVcDMfv+Ran1WviUwkAgouvskIOdN+AaFOOqZpM6+BhLH3viqaLgW1C9ZUJP0SYYNwBsLwKGKtSDPY13VNQpVngHoUjjeTC54OtKbB7mxsdphxmis8d6nW+1Ptux0ydPEGWF48UNpl9KtuiFdeq0eS2AgEFBL+DKIW5tqSQPB30zyUc3hvUBey8CclGwD2AD8haetkop7IO5tZr/x7FTkCfAwk/VVb6XijaGSynJIv6VbvWcq5KdLpoord4Rjluh5Ryr2sv1+bdPWxg378enyy+qxBDKBgKLhOnj6IcckfxaWCf5lqg2Khm8H9QYLav6YChttAP5iAI7PfnEBwPGQwkDHTLqzU1agIF62UPg666tPT8UDTqfMrsITnfeDrGFd1QXJ0D1ymMwJ0IMBvLh8lUmAbpslMPAIaGnZMfD4YwYiUwee933jsZrChRiExchRgPk1y1JhhQ3An6Gqksq7Ie0L4NF4AB6GmXyjamUqwK+XqeKKGwC9zfpZ8cNe2d60U+VwrIovRy+iW/39RP0ZOUwPAjD7y4sBXLJ8FW9NRJbfr2KvAzuA2JbCBAFbCigiUADi+uUr2atMNonYZMdYAokQUDT8KISnWRj5cyLj7ZieEVA0/BNIE1lYc0rPRna/tw3Anw3Aoco1gN6F8A7rq02y7ZQ3lVREIPyCbrUpRdhvWldua+bSrZrZE6dGDtN9AA4D8AmAy5av4l83Nn74cG0BoMgnFIkYC/OzK7Cag3MHARgEwDGHzNeVgVwFoA1AswnqBD4CUd++kn/qiX22ryXQVwS0rHwXxDQbnbESjn3hc+VM+8qm/qxX0bJ34fAUjo48nyo/bQBeR1ahyvsAHQLob3Rn/SBVwD8rV5MnD0Lb6OXw8PX+mM5RoenXAZyEtbkz+dFjX7mEM2Ko/kni2wCWQrgdxAsmoDroCqwAxpqA+5mXycXatO5lZslNFJo885OYvq7/jgByAFRLmOUMQnV7O5em49laHZZAMgioOXwxyO8wMGc7I08t4SvhaSQLa7J+yyoZfFIlQ9HyZwDtwkBkVFPJw5kAACAASURBVKp0GLk2AG8IwBVrIM5hfVVFKoF/LgCHKu8GdAzdajNT65dNoYr/A3AagMM3NssfMUynE7gagG/d+7HxM4G1iVgXVLsC7OIOoGn1ahN42dkdYCNHahI7UaGuoGye7SsCZlGoXr6aL3RHhu1jCfQlAUXD78WrrXk6EoWx59CS48LjMRwzx2acS8GDUUvZuRB/D+JhFqS2IpUNwPFEGNO/D/AQ1lebpcu0NBVXTgZlljZW0K0OpEVpHylRqOITCAFzopxu1d3GjBHDdCqJ8yDMJ/DfGHH9ypU0y84pbf7hqvA8TBdRQeBrZHx2XJ3jYdayT/lRSpVb4ZZAggQUDT/cdSZCV4BOHaTjGIjsnaA4O2wTBOJJN4BfxFfaCnzDyNmfphKWDcDx4gcV70I8k/VVpsZjWppC058AaBJ7mxSU/epk44hhep3A8uWrWGZgqrhyH1APmSpK57ad9eAtK761o9l/lYM/rFjBZ9MCfCNKhg7VljkOpguooDCdQEN8qdpBddtKVAM0+8e2WQIZQUDR8M8A/BrEsxAcSPeysMaWBU3S01E0bIrfmHTATRDIwsg3kyR6k2IGfACOz34dHsq66gNTDXu9fJVMPwngyfA4HtBT/eEK0nrfRg7XbAA7L1+JMQDXrv//fxx7y+t/W3XQhG19H404eEjN/Sc1nXtkunh3V8/Iodo9PjM2y9XCFHQtVX8k4snlq5j0DGjdtcv2swQ2fHZE95oCek9A7ADkwPMVc8zsFZZQ7whoSflRcHQjgBkAXoCHozkm8kDvpG5+tA3AoYp34OGHXFj99OZx9b5H1zUdzQdwLIAnQZzcX1I4jhwm84Y9UA4mr1jBdwytkcN1IoTzxviWfnq1/y9bHDD4xb+AuBLgnXSrMjazj9+vUbG18WBsMnuZgxgxAPMhPDaY+Et0Fc1etW2WQJ8QUDT8KoCdQFaZAvF9YsRXKFXb7qPRkXM+A5GLMs22L9qjpWUHw+P9EGbAh5nwcAwDkbRsCw7oAKxQhbnf9W261Wl7AytU+UfAGwx31DkIta5B4YphfPHF1Zn+Jt2cfXnDdL2AUwl8q30VH88brhMknCfgE4f4Q/tKPqVQxeMAHgKxMp5bW6hK57775nzY1O/zhupHIq4S8BaBLQGYP85lAuaRuGf5SvaqJFmidiV73GEadSagIwHt/C+2ZW1q1GRzyVR5ai6/F9SRIH7Jgkif1+JWtNzcYjgR0B4w9+yBjxiIbJWp/IxdipaZw5lPxcvBFtQ8qZbyKIS7GZhzdjrsHugB+G04OpsLZs1KB+x15Qz/g7W5Jchdax78nXSrh6RDdyp15A3TxQJ+JeAMh1hhZrwQWmAC7yo+sWH5bOL06fB4Nd3q7del4DS/ey0b0nCOHKo9TMUqAbNXrMKFecNwvgccQsBcD8mF8Mflq5mU7F+pfFaflX2YRpUJOpXQNADjCawS8AbBBx9i6x/SZYfVkzgBLd3rYHieWVF6mIE5FyYqSUvKy3t6qlrLw4VYo/NAmsOrE+M37sH5gPcf5K69inm15qpgxjZ9Et4TPjyJGL/LLeY8pJY9j4ScexiImKuLaWkDNgArVPk9ADPpVu2fFtJd9XJNoH+AddU3KlR5PaAD6VZn9DfEzbEZOVwnQTBZqh6WOVUstLEr8D62sbFdh8+cB+hW/U3b7LMVfDkvra86tTldff975Y4chpsAbOsRp69cyTeMTSOGaK/cYVi4dCk/TreNh8n/33+xbZfu6J0mDBmFvN8QnAZoO4G5BD4U8DSBGx5im1nWtC3LCGjZtHzEPPM3mINc52TmzY72xAU1h/8K4tsMRMys9SublpV9A508EYxfLRwKYDmEN0DdA2fI3Rw9yyS7yfim5vA3QTwJ8RwWzonfzFBL+X/hectZWFOeLgcGTABWccWN8Jwb+P5Tr8dhhyreAnkO66qq0wFbxZWngt7RdGfts07/i5BWsH5W2u4dJ9tP/xDt6zl4yizHgngbwh82d1hJJZUVkP5Mt3qHZNuTLnkjhulMAn8yH0LLV/K2dOn9rJ7DlG+Sxpi61NEcaMr9bN9ogpHDNGpHQtM9yFy7Mu+19XfOzQE5c+1qXTITmbvVTYCaBC4WYk2d8DU9xraU5MDtC2bd0alQKA/A70w2NrpuvBxptjRFy34N0WTwO5mFkW5l1lNz+DWTphXi2Syc86UT1WrecyQcpxJgJaTKeFY5sgaeigEsADEKwlgQJjOdyUjng4PFkMlkx8WAPgG1GB4/AbEYdD6BT4uxauUnDL5istOlvSk6bRIQM8vOv2ZB5Jb457EmD8PS4W8jxhM45rmkV73blJNUyfRvs26WuSLSb5vMh06oIga32kfAU2j6yQCPpFu9Xzqc1tbT8pEzaAHEQ1lfFU/+oND0ZwC+SLf65+mwIdk6zCElrwMNAMwf0feWr+Ij3dWhUMWTAO+jW5VQfufu6kllv7yh2k3EjQSeb1/FM1Op64uyD5PffFB+n8CDD7Htc6k+j9AofwxehbAh8YhZGJwloHoQnFn3c1l8hnKo8vOJziIiZyzgFQFOkQfFM42tS+e5PvPY4K4gzSZCiz8TpJsAz2Qem5AD77kHueLtdDJIti6VlFwO6RgAE+JpUKVH0NFxIT/6KKu+gKi57BiAt/4/e1cCHldVtt/3TkqbSSaTNgn71s5Ny15kUyBTKk3CKjSt/AjIoqyigIKI8suiKItKlU0FBBdkE+lUdjIpQlJQQcSyt7lTdoQmaTuZZNIlc9//OZOUv9QuyWTuZLJ8z5Ony5zzne9852a+e875vvcFdRHLF/xyY37SsvBRcHFPGpo14duPE59esbZtD+Sl2xN0CbMbrIeLKCzUs6wpnVy5Ub0f1RaBHVujoGCrdGCGev60zJ80z5T56fk/YlUa611MgKoE8Q4kE7g/hPAOXMXg45soS75KZidYa/lBOyHlM5uGW1jedFO2n6P+6qPs6v9AVo1XdHv9NciL9pp82FS47r/oRA3aktn9vgLgIjrRei/GW1+n7JqbIXQzFv1mLsbLxRglhTJf6gsTXbyov+PJrjFv0nPoRA1U5BAWFfQeSe/hEmd3dvLfXk+mTsGFhCYD/OZcxs1xOGar5LMpU8sMmh3u5wBGaUqoYEUf5LIBBcYvaFu/D53bENY2PYFa2xDmi1TbCNwRgDnRMUHenKalBKwklACsZYKWEvwA0Nvd8D3yMJf93Wv/9Ee/bNv8Pn4VgDmNaU8HGuCHdJwB+aw/NnjRVsvCe8E110L6O8sXfOO/vo9ap90C6FyAEZY3ztKy6iC0shZuOuCawJsETdB1o/h4WT33eP2TcsJs2ps+Ovet2QqrrJNAmBfJnpcfpAOzSQIsBmBeAH0gXAirWd5kjr0zEn100JYo8D0B6H6WL7guIyVZ7kTZtecC+iZSqRq+9dQ7WdafF+oUqj0e1G/pRP3pGlzxS3Sipt7Lc0knG7m6D2PXTObrw6NezxAmEGhrT9KgxmQksmueBHUfmxsG5Qg3I6M30qnYr68RMG/T5ySSTB9pZVvqVDoL0O8IfCy4RwG+A3ugNWWCriGXiApqKEB79AGmS6ZyIsepaOtuFJiXMJPxfh/BfwoqJ7AzwO0AbWnKuCoQn3Qb06clWRdNnrwdFy82pzGbFdm2AVeYB2lbkG76GDXNfoYXQa5M/wAr0d1t/jSBoOf/zI/PtxLFxSv54otrNjvQIDfQX6cXYM/UnWlWt26czq0b01zaagn/E8SeEEw5oNndm6B7kKlIgKsorFQ9y/9moC9zLvq4aip8uBCgwWSYg4RvDif2IFH1HBtrV5Y/Y+hJ+y29R+lPwGWUFY1X9luBRx3Sd8Cyay5Jlx+M9dXwtSeHHVi9QtXfB3kBnWiF7JqXAV1Mp8EcQ3guClU3gtbvhvJx67pOKvHrVwLKEkkOCEhDdvVhAH9GJ7qn54uQgwFK/DLAHWZH+o+BvJhsyNQ6Be/o3amZL0ZDjzkxDRICRF2wYR5XvJ2DKW5yiGNUvq0Pqy8C+C0A1xNr5sxl0twveyqybcMVfT+kZxmLbTCfQqGQDfI4AObH3PEanKNFkIzfTBWC2WWZP8dBGgfL6vlz7f+t+3nP/5l79J5A3ROkJ/SSfpjAbDDK1/6sgbQGTAPSmJ+36DjG3pyJWqsugXghqNvNqUnvaYXZ7a9I73JTjOI1q56ff7pP2Oq5MLx3B39hDw+45qArNYc7ZF6qKR3nQ9tH5vv+RZY3XZKLOfR1jE+SsFRZa+5AqhBcVjMU3vD6OsHeF4zbAX0e5I8gnEgnao5APReFqr9hUvRzddfs9YRK/DL++1x7F00J1YBFdk09iHvYHP3dgJXlhQJZAT8Mms5nLODseJIDziqepdKnZJ5dIAbwbnO8HOHyBXkx3Q0YMUsTtnfRfRHB8whc343uOQ+x0xOMb9m2+TI10IFz6TgmuH4iCoW2XCfomlIxAxLzAB3HILUNSGSORPfaaxxWrx4H1zU/MwEcmz6RkMzavASyFWQRpKJ0tjDph+Sj4wzoxTUTw9US/gmIb0PoBPE9SPWsWGB2/nktWjZtT7gygfhYgHOwunNOfxO3tHTaZ0Dda142WN50fr5N+FNZ0ArV3ABqEp2GnL6lee2UXtzl8SAL4fISxp58wvMxQ7VbgloMF9VcEv2n1+N5rT9QqAtJfJljMCMeZ1YSUxSacTho/YROdC+v7c+l/mK/zjZlPQLO6UgyI6zemSrd24J+LeC1lVh9xePsej+XcxjoWMdp/I7d0EWEvibg+gKk5jzADsPFnBWRba89FbiOjpOuf9X22xdi3Dhzl2iCsdkNP5Au+3Och7Iy6GaUyLYrTEIiAAPwY0rS7qDj/DEXY68/ht6aXopAyiSV7QxhNsArQJ0J4G2UzfgqeaU5fh8SomXT94CbMoG4DsQcrCmcw63rzUnQRsXUNcMnc/89Cy6Ws6LJrE3eyX+VIcmuuRPCuFwR0ufCI7JrenYiYluu6AZVWXsr4MbZ3PCdXMwxm2ME/Fot4eSOLt5v9AaKdKqEH1opzGhfRSebYylUHQWsPzJWPyzQpNb6JujXvingVgKvJJLmSzl939gnmaXg6UIa9OO8eYwbKMwhKzNVurOVvh9Of/lfD7hzIkwMCKBBtm1gY8OQzmQs9nuFQjNBrg28BtxlbeA1x8ODIrJtY48JxibR0Lws/IaOk7OXKLVNuxVyzwBovuOb0ycAZb6r0JqaA2I/WDydExpNMuqQEbUdvDvkuxDQ7HQgTvnmrI+DrWXTjkRK54EIQRgPCx0sazJXNnkpG6wDll3zAKhlbG4wxdZDXhSqeRtEEcRTGKv/BJnJq4nJrjZHhYdgi9JJfP0BTzIIvbK9xK8fiPhmopNpKMKAX+Y05B4KM9q7+Hy2x1Wo9gjAvZaxhqnZ1p0P+gJ+xQUUkjhzLWTlEULJ40xn3f6X1Cn4KwKfdaFz5rE96/4eLJ/MVnBSylQeAF8heP0qaE4mNcaybVMGsw0k82K7T+8xswFEeQCW9QAXL+4XCIXX/lBl5d6Q1u6KH+wNxAM+Bjd2q7XqGpYvMAxJnxJ9HJ6NAt4K4Wcg/gXJJEuacqIJED4E+S6kvWHxNJY1pl+yh5KoLbxb+mja3OtLc9L3xPIdCaYDr8mSNgmRBpWulOVN2+Xz3DYKxNFTq4lX6US/nc8T6Ittqqwx8Igf0olO7kv7gbSRXXM1QJPU9iid6DED0TUYfUv8escVnu3o4om98ItPEahbF1Iy23YpVBsF3LsYazDAEsNKSsaqUj4Y8g1KuNf4daaC/yI4NsIVn4CRzFJwH7dnx/zvqYiffaUpuxiGcoxKbB9oAvHJLjhnDHj92trkTU3XZDpDetncowIwiaJmF/3n3qC7JN9dpd12K8aaNadDMsfT5vj0N3CcO9hTwpWRqDVsksCuZ3nTJ1gCag3/OE30Qp7FssZPlVlqxUEhpKyLAR4BGUxzCeISdLszuc2zQ670Sv8J74Yt9GsIBwMGhU6XsXzBXWoJvwiDypenx87rLvbGA/C2X/DDvzIKqJ5Oww8yekLypJPsmi7I+iljT17ulUna6bBtUODeDgv7QCigEzXlF0NKAgFNRgqLxgLbrfKhBCk8ReLi9k6T/OOdKFR7Pqgf0omWejfK4GkOFOk7UPpectcx45d1hpfsUu7bYs2kuVyRLvubqaAhsTCgHl9bW9s7eNbmZuQ6BSYTlildOoHgHB8K7n2AreZF5b9Etr2byS7vzTSeA/IBNjd7XnPtlSdUWXlUbyAOpwOx697BJUvMMXGfRS1VC2BxG5Y1GUQq6INpO2AczK53JdbobG7TtNn7drWGrwO5J6TdQCYgPQaXj/YXE7rPRmepYTqredlH5xkWOwBvwMI8AAdA+HJPRbq6YY3bYSjAYm7oDvgJrLRO5PtPLtPEGVvBZxmoxt/Ric7Jkv9yrkZ2TRusNVO4uH8YqX01tLek5naQj0M6C4BB2TL3UENKAn6ZI7KpsnAgXTxF4fb2Lt7o9SQ0eXo53DFLIdw2nLiR1/VbwK/nDJlD0ZRFdyZjE6U1W5xlYCxnIWgSrfYVcPY8xs2b+4iS2QrskjI5AMC+AJ5aicIvPc6PPgkesm1TsWAQm26m4+RN/WY2FklTpkyB657Re0T9FKQ7GItt9oosjXZF3oMC7cfSBS+qNWyyhE0J3M0sb/xRJrapNXyAYQSCYGpwzWnDoyAexfLAY6x8fNDu0tedSxq4oztlgu55sDAf4E0sa0wjC6ZfQlrCzSDsnn+oCQVbnMzx+Y1t8eks6Ek1lbD0OMBJgJ5Byj0N1pgxgGt2wlcz1nB7Jos7mH2023FbYPWKDjrRLbywQ5W1F0P6HqgzIBp0lY/pRKu8GMtrnQG/DLH31SAOo/DX9iRz9oUnu8bUIa42YClez3Mw9BvChjFlK56sen3qiqe3ecfQMn6l7LAnl+899/gH5jE+LHItBuLXOgVN4DnYoB8Zcgg/8D93V1bUmaAC6STGYhkBMAzEplz1TZc1hUJngDT3udungUK6us7mBx9sMFlNLeEWUI0sXzBbbdOuhGCC+NmsaNogAUp/56GPDwrBZx3VC4hhSuAehfAY4D7KimdzzoOttunbQ72BV7gbLm7iVk1pIpRPgm9r2EDh1oL8PqQfgDAv9BPTZWFjrFNY2gNEkm+ykSSsWlMAbYLJroD+BljmovtXEM9jrP6+fJvEpuzRpOodYXEBnaiBzcuayD5iLNBtUI+2BwrOgLpPBHEZnOg4gzedtYFypKiX1cjUsD4q4IOOJM2bZs5Edo0hBiiBcC9j0YwRtnJmcD8HmqngjObvXNOw7OlDHv/c8wc9tDQy85evnHb7aq0Z826iC/sANC8/I1rqFDSnRiYA2wRCu78wpuv0a8YdOTHyfp+IBYaD8xQKLQRpjpVN/fBCuO5VXLLEnEylRa1hkydxDMb5dsFKt6fErSf4egJ6koapxGqDG30UoKN7mI/4KCw86nUWtZZNr4KbMuQSZ0K4CSnetBbRa/21TmNb001y/LN/VVuVwfq/DIK5OjXJWLuBWoBO9zTu+Fwsn56TTbIhKVR7KCz8HNJeoBZBnASqjs0NWXnTyoUjNHnG/nCtX9KJGqSirEhap3y/AfQ0m6Np4mbZNYZk/vahivdc7Je5U9sSwl87unhSVhzVDyWya14w3MCATqLTMOx2wXUKvrem09/83C6v7r/rLRd8sPUxj5zwIFe8VOLXLbkmc+jHsnjaNA2k4Tg/XfeFtU7B+Yf8Zez43V7YYotbf9BRLJ92EFDfjfjshz2CsvR0khkoVyh0D8jyNBoXacjtl4H8LV6ouA0pn2Eg+iVc1UG8gxVNV2QwRMZd1BY+LH1M3XNcvSp9TO26j7Hi2b9uTKkMQcOYlROQ6i6DVTAB1AS4LEv/SYMixgmQev4tGlQxcwpQAqYRxa7BGN9N/adYrDLwqF/GqtXVGFO4D3zuz9OY38SzSHWfxi3/ltVyykwd2ic6Qk0+7AC47i0A9uuBMtNFdBrMhPJeZJvdvHtWtsBFZNeYLEYD63aG4bTtDb7mSHEqnWhep7xvarECfpn0hRcSSR4wGIsqu9bg8d7WQ7HHe+nUnzsYdngxZp1Kbybc0wW++fZPL2ptvvKyCR1JmjvPES2ybZPNbFCszO8UNGlScMU2eOC79y3fb+n2uirCFT8/VsHjCVxDYKcUNOUhtufFF6fXCyfbNnXxRXScLyoUuhXk8ShACfbZYhW+Pb4DO1pnsLypzwxk2bBX7x04AYFxE5Hq3hkudgDTCad7gdgZhB/CCoALgN7AKhh+YVP65IJog8yLhMzLRBvAZZC7DLTaAHcZxGVIk4nIJCuagFyP8sCXyMc3WK7Xl/mozdAz4mCULagm4ao1PMMEdJY3Dcp33IZs7lMAXttR9ozdACsCYScQdwHWL+g8mdfp670B83N0oulf8oGIKqtvhItDTAYjl8w3OzZo8mFhuG4jqKOH0snAun4oLtQtJM4Y60d5aysTA/FRpn1l15jj/L+D2slg19KJmiO4IS/HafsJ3Uikk4oEnDWP8TsMmYWAlzuSzChhZsg7JX1iZJukzjPpOIGel1h7d0hm5/f4F5uX3uGCJsnm+xGuSJemzVLJiXPZbpKxRozItk3OzZZ0nGPVOu1HmNd5Ke7s6MKXiw7kuf/61B2ol05Ra9gAn6R5zA3jFQCDeW1KoJIQEiBWwFIy/QlxE3wmuHIZ3DXLUDa2jewhVNiYqDVs8k7OhsyxOx9keWPWTuDUWnUziG1YtmC2lz7KVHe/AvDaQTSpOgiLF4C4AOIjAG+g8+SAcW8zncQmFzdU+31YGMfm+u9nql+hw2zQNQHiPXPfS+f/swI1+fAquN1X0WkwyQpDUgJ+PULi/vZO3jVYE0hjkbtYyVj9j2TXGKjLu+lE/4tKbbDsy3TcOpUatCFDs3ZQhCsWGj3BsQq5PrwpC3t3dDCvX2Aznffm+sm2DTPSL+g4l8q2DTPZ3ZCuZCx2s+lrKBZd8CnAPT7CxCOb0zdcP5dtG07fiWjaZm+M4fssb8zaVVpffabWQ/bH6o63uO2LWQU5UWvYzO3ktB3CXaxo8uTUS61VdwPWSpY3GkCUvJKMAvAngXjn6eNQMOaCNJ0h8AygG+jM/1s+zVB2zU2QFjPWkBH5siqrZ0H8DcRrGKv/aT7NLRu2lI7TzikLLyWS6buYjEEBBmqLQtXngZxMJ3peLzHIt4b6LnimSqcTuGcNfPs/wrZP0eUFimTA8aclkhxyYC0DXmvbNi96h9NxKmTbho/XZDqfyFjM1HN+IrNVcqQLPgi4h0aYyKvvlYH6oD/9dcLuzyKesvH+FpP48subxEDuj97BbKvW8IcgxoL8FSc0Zrw56usc1FL1GCzrdZY15hWw1IAC8CeB2NBz2dUXADTB+CUAN9BpyArcWl8dvLF2aVhN4E+Z1OXKrr0SkPmCOINO9FOoMgO1K1/6F/v1vxawTXuSg7rblF1j7n5M/XSa1UZ2zQeA+2M6881b8pCUOgX/BvBXa49R159EwJ9mzrkzkeSdQ3KCGRot2zYUfRdBMsArX4brnsQlS9JXOuvLTJWcbIHXdMOd8RATGwTqyNCMIdFNLQdPAa03cMzSO/Bx9xSkUsfw7bdXDAnjN2GkWqZdxIrG63M1D+nAQrQVzIfLx7hlZrXSXtialQC8rmGya88FZDKDYz074tzw7n7ahuqv0WlIg9grVNMEi//L5vrGvjpQoepTDFg5XCSQGnMG337so772HWrtAn69DuH0RBcHdYehytppcPVjxqIGHWjIS52ClxD43FzGTS3rBiUwTmFY+LM1Brtki2Eq3x0n2zYJiwaC0/Cz2liz5iS+884mS2hmqvQCQqd3wz30YSayegya9/5qrXoQsF5geeO1sm0DMzkD0jGMxZbmu+35Zp9aDt4WNLkFlgEsMUnFgy5ZD8BrZyS79vR0IE4XRJs74nqT5eq5KFT9fZDfXgtrKLtmMVz3aC6Zv1H+SxnqQLiHw0pjpBpeT0O6/R6d6E6eGzyIAxQVaQaFn+RDRq4mzZgMy3okF3jdXrvcwCwC1psW3N0eZOLNTY0XKDJA8vAnkjzHa7sGW38az9l1DU2fKXl7jY7Tc//XB5mp0h8SCk9FfMZwxcle3w1qmXYSqAvWzdqVbRtwHEOQcmwu2ZX6sERDokkPo5LVAIsXcULjoCf1eRaA/z8Q13wZwDdBdPUGYkOM7ZkIVxbAfnYN1nAS36l/S3Z1u0mZ55KG+LqDyj50H8B3OMTDQX0GwBO9CGCfMUXfjPXU9w5nCfhlqCdfTXRx0GFGexL7zEtPQ8lQ93mdggY44YUI49dufi4aG/DjDRJfa++k2RUOW5Ftm8A7pTf56r9YfDY3cVPOBWibCON5mdG6Ofv787k0fRzaUosAnc7yBQ2f/u6yLwVwAny+Y7hoUV4iPPVnrrluq2Xhg5HCfIizuGWjOZEZNPEkAMuu/ibgewvoboYz/01TaC+7+n/Sd8TEmN5A7BnAv+yajyDchyL+L5JaapJ5tO++YxAvOxxwjwB4OKTVAJ8A9Tichvmwa14zv9yAexKdp3KyWx+0VQewLeRP+LHcJXbs7OTHg2nLOi9rnfBzS768abLtfLB1YzbMVMmXCZ4XYfyzfbWzuFDHW8R325M0L4LDUhQKHQTy2TR7j+NknAhTp6DZtXREGDeY68NW1BaeAxeFrGjaICqcQqFvw7LOQHf3sXzrrRF3Nz7QhdeyqqPh8n7QqmbZM4N2/eZRAE6XkRQCHAPI6iEjV2/tmLoBmiNec0P7PGTdBqkFclswrqAFW61q4dNPGwSUjEV2zZ8MMAbIM6E0wYAB7D4CRCNcPQFYTzBW/2ragtCM42FZd0B4h070E3q4jAcfIh0D/jRBek0iyf/JF5Nl18SAVC2dp/IKLm4TwfYyC9aCuVyRRgE6RLBRdgAAIABJREFUThXF3VhtjpxPiTD+VH/8WlKk+1xheUeSww6Gs+f3LPRrWFY7m5sNj++ApE5Bc1LwUoTx7w5IUZ50VkvV/bDwOssWpFnntPTgKljWg/D5pnD80xtNuFJl5QWQzI+5E05/n41K3z2g1qqTAV4LsJrljW/0vWf2WnoSgNc1T6Y0u7J6F8iyQU1K81ASBjHK4Ew7kIEbYwWACkAV6b8TcYAtkFoNxwVgtfT8uf7fxxiAg5ZP1+VWV0H8OoTjAYPMgm6I5yO1+gm+/emHWaFqgzBzFoj72Bw9IXtuzT9NgSI9LRfq6GK6Xtn8G8LPE0nmFE1nU56RXfschG8zVv8Jw0n+efL/LZqp4BMEJkQYTyPrzFJputRtLlf0G0c7ME5fgYU7Jczu6OLcfJ53f23rJaV/Cj7fTly0aMBALydpQkkXUvMFNEQY7/dRdn/t97q9WsOvg3iZZU1fSgfgtqpGwPo9yxrTSHub/p2xzQvbpZDOZCxmONxHpR8e0NJpt8DSmbC4r9fY1hsyy/MA3A9ffNJUux82Ad2swJruCtAEZ/Pj9gZn83cTqE3A/uTH9DVz6QS4BDC7XF0M8ZewsCObo7PWt6MXe3gvuLiAS6KGhGBYS3GhnqIFX6KThxQVaU9LeCyR5A75NGlV1swF9Ec2NwyJADRLQcPn++hcxs+tU9AgBf2+GON2uYsfZ1SrGfDLYAm1JZIcclzSmwkS94F8kc3NWaujr9P4owH3YUB3R9hu8kyGrKg1bF5KvsPypl+pbZop5axlWZOhBeyTqLLyVhOAe5HFNhu0+6R0BDVSaziZPqVl0bYsyxz6MhOX5WUA3txEZB92LJAy9F0HQQZAAktBPQ9ad3BxfbqYX3aNqUfeAkLjhth1ZNf+HGP4E77xpCcsIpubQ64/Ly7UfFoYk+jktECh0slBiS7m1RGeQjW/AvkKnfohUftbp+AqgP8T4Yq/1Cn4vKAb57H9j5mubcAvQzpvyOfnJpI8NVM9+dRPtj0dwB10nDRxfDalp84a5q79uqG8E1ZrWBC2hcUCSIvg04EcvyCNmtZXkW2bUknz4nYeHScvSmz6avtgt1PLNIP3cC5Il+WNW+fSniETgGXXmMy/L/bWEFoAFoGch5K2q/niiwbW7lMiu/oKwAQYXUunIX23MpKluFANJMYmkgwH/HrPJY7s7KSBScwb6V0zi040pwwvmTjgWE3YwULq3QjjnKng9wjsN9Ds3IBft4oooXA8CzClvZ3NmdiWT31k209C+jNjsaxziR+r8V+w4N4IYGeC58/liozQ7gbTX2oNHwviTyxrGqvW8F0Q3mJF0+X9tUmVlSdC6RfrHSBdzFjsZ/3VMVLba+l0G1bKvPwuA2GxrCnrL4sb8+2QCMCya+cBMneX/wD1OzY3bLZ+SwceWIiWYnO0cCmd+mtG6sO1dt7FftUTMDR/PwXxrUQnzc4kr0SVNecA+gybG/KeoL5OpecD+pEF9wAX1msWtMuDbB9QwCz262uE4QbGVAgliS7uklcL1E9jFArVGYJ0Oo5nzE91Cr4N6DmAxwOcZU4j+mnmoDZX6zRTWnVMD3gRr2J50x6ZGqRQ6E2QptTreEiXMRYbsWQf/fWh2sKPwuU9gH4GCx+zrGnv/urIpP0QCcAzdqMz//X+TlB2jaHHeppO/cz+9h1u7Yv9epJAMQCDSRxNJJn1HclAfSa7NgLoQDrRnB4DZWJ3T60vJwNujOBzcxn/SSZ61u0TKNSBIG5MJBEO+NFO4EftSf5woHoHq79s2+wqfkrH8az2v05Bgw41BoABzTnWQvcBD7IzZ0xBA/WtWsN/B2Qo93aArEtY0fhQpjoVChk89SqQzZD+F+SP2dzsOc5ypvbmUz8tqzoBKZ6Ccl8d2lIfgVjIsqZDvLZxSATgTJ2gytrzIe1JJ2oSFEa0FPtNYhrKCewZSGL8h+B/HdsPtoMUqm4EeQCdaG+Z2mBbtPHxZyrYDHApISvC+IHZsVSFJvAmkhwTKNQcEF9LJFmYHd3eapFtm+Pfz9Nx0js4VVZ+BcBJbG6u9nLkY1W8mwUrGmH7dnUKGtq8/QoQ3+4BosPLcbOlWy3hFlh8A3LfYvmCAd37K43Jb38EySQEzgR5Fcifsbn54mzZO5z1pNdCPAiW5YNSJofoSVY0ebp5G94BeHLtLqbul0505+H84PRlbgG/HhOwO4H5iSQNwUTeieza/0CqYCxakHfGrWdQnYLmBcYkYc2McMUz2bI34NcrKeCUZJIvBfx6C8Q7+XhdsP58ZdvmBa+UjvO5dAC27cWwrK9x8WITFD2VOgWfAnhzhCvmzlLwX0qjZbVv4+mgWVKu1qoUxFWAa7Pi2Q8HqjYNVSltxVjsa2mwDtJknt9Mx+l3adxAbRlq/dUS/jkstLOs6Qq1TauF9Bik37FiwYC55Dfmi2EdgNNfBKHqN0GcQKfBvNGMWAn49SiAQ1zi2M5OA0ieXyK7+jMADYCKTSea18/lFwR/AYKdgG6JsD2rLFKBQt0FC08lOvnbQKEOAjEnkcRBPWA2+Suy7ddAvszm5hNk2xca/mM6jkma9FxmKng6gSPXJsHVKRgDrDkRLs/rbGC1VO0L0rBAGbznrCSQybZNeeZH8Pl24KJFH8q2v26yo+k4eZ/Y6PmDspkB0usBPsCKJsPfbeqxv8KyBb/10q68/qLLxsRVWXsjpA/oRK/Lhr6hqqOX+m6fRJImESvvRJU13wG4PaRvIJWayLeeMjW2eSl1Krkc4GUFCJQ8wPe7smlkoEgXCdixo9NQew4dkW0b4Jwb0dV1Pfz+tyEdwVjsxVzMYLowbjyCy1IYYz/E1gHvInNhc/oLviV8nblmYHlTVvHPVVlpMsMN6tjo/W8/F1Nt4QVwdS0rFjzSz64ZNR8JAfhoSIbcfUZGHhomnQLjdKss7NuR5H75OCVV1jQYjHBAf4aFOi6ODipI+qZ8VKfgmYIOmsd2c8+ZVTEMVRZwuQFMyapij5XJtlelywSlA0BuTcfJad5FnYImqXBxhPGsgX147DKoNfw9g2PAiqas3tFqyhTDG/x3AGYdzLqMSh89oGXhc5DCdFb0oJJ5LcM/ANtHjAW6O+FLjueiZwcMg+f1gnilv6RQ35KFHRKdNMeDeSWackwAqa7lQEER0P0xiCvYHL0hr4xcx5iZCt4CcPE8rsi6jYGAypDCkkSSwXyd/4bskm0LrrsXLOtfsKwpXLx4SS7tn6nS6YR+HmF8yBBaqC18L4RHWd6UMXjLxnws2zZkNy/ScQad6SyXz8FAx9LS6cWwUsswNrU9A895zrk87AOwWRDZNY+BuoPNDYaYYURKSaG+6VrYqaOT38o3B6iyejbE0+lEj5Rd8y6EuYxFv5lvdq61Z5ZKDavP9+ZyRaMXNgb8isGHIxMJDgmWG02cuBd8PpNj8UuQXdkgXMjEr3UqeRXwnRPh8gWZ9M91nzQGtMXjvcAg7mWf+gMdx871vIb6eGoN3wnqVZYt8PzlZYQE4GrDR7zrUAB48OrhLSnUBa6FiR2dzLvAplDNr0G9SafhF6qsMUACMTZH85bztU7BzpXwbfM4l5n6zaxLwK8HJfypo4v3Z125Bwpl22ek73/JbqxcuTPff3+ZB8NsVmUvItmOEcbznlFKH9UWYUzXMoOAtdmJZdhAtv04pPsYi/0+QxUjsptapx0KudezYoHnpykjJAAftrsBbqcTTWe3jUQpKdR5LlHZkeT5+TZ/2TVLAOsLdJ58TXZNPaBiOg0H5Zudxp7ZmrC7i9TcCOOGWN4TKfbrMgr+RBeHBNOPQqFfpKk/gR/Tca72xCl9UHqcxu/YDffV5YhPeJqGZS1/RW2HHAi5N7C8Kc2k5YXItr/Qi4jl2Rhe2J0POtU27RWkeC63fKbJS3tGRAA2DpRdY+oSj+PiJ/sFcu6l83Opu7hQ3wAxpSPJvKoH1OTDpsJ1H6ATnZxep8qa30IqpdNQl0v/9HWsOpWcRPALcxn3LEkj4NcXAJybSPKIvto1mO1k24YUYR84zjgCGkxbZqrkIcJ6MMIVeb3rU0v4HFjYl2VNniarKRR63gBy0HEeHsx1GWpja9m0SyBMYlmjp7C4wzoAy679M536dC2i7JqbIb7DWP2QyZLM5kNb7NfXLWDX9iSzWrc6UBsVqjZgATvTieaVXRubV52C5vlpizCeZpTyQgoLtX0B8UIiyaEBJrEeCIcXPumrzlkKHi/gqxHGD+trn8Fop9bwrwC8xvKmm70cX6HQqSC/RMcZEi9zXvqiP7rVeuh2wJrFKCueQD7uWSb5MA/ABgsaz9CJHiu7+lgI32CsoaY/CzFc2hqgfwvYsz3Jc/NpTr1HzrfQaRgSIPqzFIwKuj7Cdk/JzwN+/adbOKCri+/l03ptyBZVVhqQl1+xuTkntZOb80edgksBtyrCxOLNtR2sz9Uafg6WdQkneHvE2bP5sB1IpzIWM8mDo9JHD6i16kHQeoxljZ5xLA/vADzlsMORch8DdCFWdt6KccWd8DPAl+szIkzv47rlZbNiv86xgKntSeZNgor2qi1CUgms7Cji+3/LKqCFV4tQp2BrAbr3eICdhn/VMwn49bjJKk4kmfdHh7LtVyF9ibHYq545pB+KZ6rk54TVHuGKvEV/Umu4A/Hkdgy9GO/H1DJq2otMti8d56SMFIzQTmqtqgOsq1neuKtXLhjWAbjn7a/GQLydDWvsRLir7oBwK2PRiFcOzVe9xX6dTeAziSTPyRcbFaqdCeocOtHD88Wm9e0wpO8E7zFcs7MVnOQCT0cY39FrewN+GSCFVCLJg70ea6D6ZdsJ+HzbctGivKizP06BA7vBSITtecOqpdbwuwa6lOULrlPrtF0hPcSKpsqB+r4v/TVlSgCpVBss6xQuXnxfX/qMtgHUfMRYjO9YCeKLLGvypIR12AfgdBCurHkewlYAboBQyVg0b3aBXj7ofr/2TSaZhgMM+GWSPfZPJHmWl2P2R7fs2l8CcuhEPa+3649d67atU+lrgF6LMP4/dSqdRbinzWX7MZnq62u/QKHeALF1Isnxfe0zGO0UCm0J8jU6jsEgzgvphabsEnT5PLZflQ9GqaXqJdB6j+WNx6gl/KX0l3p5U06wsns2InYXyHfY3DykOaZzuZa9AdiczL3A8qbPejH2iAjAvTvhZSBfhbAtnfoRUZwe8KsDxFWJTl4X8Mswenw2kUyXi+SFyK514Lp1XNLwSl4YtAEj6hS8F8DUCOO7zVRpmpt3Hldc7rW9aTAOYEdDTej1WAPRr8mT94fr/oqOkzcQp8dp+8JuJBIE3p3LeF6UHqq16g6Q01nWFFJr+GoIXaxoytnLgWzb8Kmbo9Td6Tj95lYfyDMyVPumA/CERAKCj+ULfF7MY+QE4NCMz4OWYQFaBlefz+cv/WwttAF0ALB3IslQwK/TARyYSNIzaq3+2K1Q7R4g5uX7y9CxGn+uBfe6COOB3hKX3xnau/7Mtf9t5Qv4scb0YwGmtLezuf86ctNDtn0cgONzxXzUl1l9Qdv6C9DZCqCQ4M5zuWLQiT3UMu1EQHewoqlQbeFH4fJWVjQ+1Jf5ZKONKisbAIQgvUPHmZ4NncNdR+8O2NzRJ0HeybLGb2d7ziMmAPfsgqvnAJZhmbmOTv2l2XZmvukLBjXRXYMl1hjYbjemQahKJGkC8aCL7JoLAdp06vMqK3t9xxytsu3GoPv9COOsU/BdC5j+IOOe4hz7/fqMD/g9CHPX/ONEZ5rTNS+ll3N2GzrORfli4MnaqiiBlR8TaAHwfITx4wfbNum4LdD20SqUJYvQVrQYvu6DOf65nL0YyLb/DCkG8ttwnEICqwfbJ/k+/icBWPojwKNY0ZT1ssARFYDTQbiy+k2I29OJFuf7A5AN+wJ+OQBeAfEXCIckksw6g08mdsqufQ/CxYzV531SSJ2Cq13oNAu8McJ4eSbz7U+fkiKd4ro4DMRuBN5LJOn5nXN/7Fu3rWz7JkjNjMUMBV5eyDEqD/iw5kNCPxN4UYTxrNL9ZTpJtYaTcK1L4HMvZ1lTTu/MZdumlOY5ACYz/Pl8OrHI1J9e9/skAJf5StGWMrvgKpY1Gh9mTUZcAE4HYbvG1HA20okOGmxe1lZwM4oCRbpYwpUkzoXw+USSp+Vq7I2No1D1VSC/D3Erxuo9ZxwZ6HzrVPIBwH8AKIkwXj1QfZvrHyjUz2ChxSQMAjg0kWRe3GNuyG7ZtjlG/Q0dJ2fHqZvz3xGaUDIOqfcijAfrFFwD6LQI2w070KCKWqocWFgC0WJ5k+fP0XovStdD+hCWtQbST+k4nmFQD6qTszj42gDM8qZxaWhKuR+xfEFWcSRGZgCeeOhO8PlegKxTGHvSU0CFLD4PGasK+NUF4QEQSiR5asaKstBRodojQP0Z4irG6idkQaXnKupU+jSgnQQ8OI/xrN8DrT+BYr/qLeAXrhAg8ftEkuM8n2QfB5Bt3w9yCpub9+55mbVfhmWdzMWL8wbi9TiND3bDfSfCeGmdSpsAFUYYH/QkMbWG5wE4AMS9LGvK6ZG9Kisvg+uOYSx2uWy7DcD9dJy8vv7p4yPpWbNPBeCWaWeB7k0sX5DVF5cRGYDTXxw9Nag3QtxvKOzCBvKUBfwySEWfgTA/0cWTB6JrIH01ccZW8FkvAHABvkKn3mAe5730wE/KQGWekYudVC8K1v5dXXw/4JcSSZQDNF+agy6y7a8CuJmO4+8NwHG47o5cssRzQIm+Tv4oBcdvASyJMD5+tkqOdMGHI4x7ksXaV5vSvmqbdhGkawCewfLGP/Sn70DbKhQ6D5ZVyebm82XbBkb1XDpOXhzND3RuXvVfNwCn1691WgeAH7G8MWswtCM2APcE4ZofgtyLTv1MrxYxH/QWFWmqJfwbwp8TXTRZq4MismvnQXoZxHcBnEQn+sCgGNLPQesUNMdOT1rw7fkgl73Wz+79au73a1sf8FIiSVO3buq3OwRc1JHkrf1S5GFj2bYLYA9Y1lK47mI6Tl6dZBynkgndYHOE8TLjhjoF2wD9PsL2Cz10y2ZVKz6tEmu0GD7tzfELcnpioFDoFJDVdJxTel+cPoZ0M2OxnJVCbdZBedZgAwF4bg9PcFPWyhBHdADuDcKPgCYpIZqu8RyuEvDLlGV0JJLceTDmKLv6Coj7g7gNwIN0onld37quj07ShJIkupcK1i7zuOJtL/1XUqTD4OLi9i6m7wiL/VpI4F/5kjzX++X9HwD3Qrob5O10nH289El/ddcpUAZYi9YmzM1S8DfliJ9/G5Hsr65st1dr+D9wfWFu+bRJjsyZyLZNIt/pdJxjczboEB9o/QDsxXRGA/CUmm3RjX/C4llsrs8LMHkvFjrg150QDkp0MedIOLJrDS/prSjAfkjpFoCT6UR392KeXumcpVIDZP+9uVzR6NUYRq9JmgOwTaKTg7pb29Qc04lX5E4AfgDpZDpOXlFHHqfiim74Xo8wntNM4748F2oN/wUp/IFbeQNtuDEbVFk5DZKhJTykL3aOtvkEijJukrC88seID8DpN/rK2qPh6jYTILgo+qFXzh5svQG/mgmc2J6kuYfNiWjyodvBtf4JWmeaFxzZNUtB/Z7NDSbQDBmpU/DXgF6JsP0WL40OFOoPsPDXRCd/6+U4A9GtyZNPhev+GoCppd+RjvOtgejLdt86FW8J+F6JMJ4+xs8nUUv4h7AgljXllChCkydPRSr1B8ZiU/PJH/lsy+gOOIerI7vmcggHMBY9OofD5nSoYr/M3UVFR5Ln5WpghWoeBfEPc8Sv3Y4rxuoVCYxZuS3faDLHmENGZqnkXIBT5zLuKUF3wK9/W8Dp8V4M73x1UO89sIHpfIGO84t8svMYFW3lQ8HCCON5Q8aw1j9qC8+GcDLLm3Kad6KJE03lxzN0nEG5gsqn56OvtowG4L56Kkvt1iYJMRbN2iV7lkzLiprScdo5ZeHfiSQmADSJNJ5KT72vtefaJLd00puFr7M5mk6OGUpSp/FVgPvTCOMHemd3GoJydSKJQoB5jVSkysoPISUhXcxYLK/YxWbJv40w5l8RxrOOXDTQtdfS6TZ8qSjLmiYOVFd/+mvSpCAsy8BQlvan30huOxqAc7z6CtVuCeqfEM9nrN7U7A07Cfg1z2AwJzr5Oy8np1BNHYhfmMSrtWVeqqw9D9IRdKJHejm2F7pNIlYXUh/OZdwzBLWiIu1tCXclktzTizlkU6ds+y8AagEcRMd5KZu6B6rrGJVv68PqFyJs326gurzor9bwCmyxRYgl83NaWpY+tXCcAqbLAEdlcx4YDcCb81AWPu8JCum7rLPo1D+s0IzDQesPcLUflzS8m4Uh8kpFcaFmEzg30cUZXhmmHqCTf0LuyYzNHzZAJ3UKOim4Rz3ExCIvfLcWgrKji3lPnC7bNvXkv8fYseV87bVlXvgjU53HqWy7bnT/I8L49pnq8LKf2sLPQPwByxuf8nKc9XXLtpdj9epJfPfd5bkcd6iONRqAc7RysqsfBmjufp+iE50hu8YE5Gn5TBQ/ENcE/HrPJY7s7KQnNICya54E8Mxwg/qcqWDEAu6ey/ifB+L/jfUNFOqnsNCW6GTWCv29sNPolG2PhdSCgoJduGhRXiUuHqsJO1hIPRdhfAev5j8QvWoN3wjiLZY1/XwgevrbV6HQWygoOJSLFr3V374jsf1oAM7hqsuuMen5Bp2mAsI1oKYCXEwnOuxYkwJ+GT7SMYkuZj0TWXbtNebrmU500AA/vHps6lT6AwH0ig+42K8nLeCG9iQf82oO2dSrysq5cN0/MRbLK0KNozV+xzFwF0QYN2xSeSdqm3Y6pDDLm3KKyy7bNlcFX823K4O8W6Beg0YD8CCsjOzqnwP8OsB3AY0F+C069Z7seAZheukhAwHtghSeTiSZ1SxR2TUm6F6Lsdb+fO3JvDqWzIavZyo42wK+PJdxT+peA3592C18tquL72XDXq91yLa/CWByvmEKz1LpToKeiTCelxm/apm+Hyz3dpY1fsbrNVpXv2z7r6Z2m47zdC7HHapj9QbgDpY3eQYaNFoHvIGnQzhuC9grmgDsDxhi9NRudJ6KDdUHaUN2F/v1BITfdXQxK7sX2UeEgO5/wtJxXNxgyL+HndQpMBmwHo8wHsr25Ir9OofAzYkk/PmeAb127rJtg4B1Fx0nr0BVjtH4o3xI3Rlhe17VAavt4M+x7Nm/S/uOQZt/Fcq2HkM+kMr2s7Qxfek7YGD+KBVh3zyujw+pgc+tZ3mTZ3HSM8V9m2J+t5Jd+1XAvTn9heiimkui/8xvi/tuXUmRTpJwYiLJo/rea8MtNalmP/jwJMBr2Vyft+TxmcyzTsE7BUycx/jnTf86BRMCd5jHFSsy0bexPuZeHsL4RBc9y7LOpr3rBOEWWNbeXLz4Ay/0Z6JzlkpvEvT1CONWJv296KOWsKk+2IflTeljcbWEDRb0V1jR9C8vxltfZ28Z0gqQv2dzc06PvnMxPy/GUMu034A6fTQAe+HdfuiUXXsukGYx+SWc+ksJqB/d86ZpwK/bJQQ6uvglY1TArxamcFD7KjZnYqS5D4VdezWQhk9spxPNK1D+TOa0fp/e+t8mgDMjXPGXOgWfc2Fd8hcuNyckWZFAkb4D4VsC/tORZF7hKm9uggqFHoRl/ZnNzQaUIy+kTsHFACZGGPfs6DCTiaolbEjdb2N54zfVGv4DqL+ybEFOEM9k2182LFYgn2Jz86xM7B9JfaTpBWhLmROD4tEAnAcrr52nb42CMVcDqAKt77H5yQfzwKx+mRDwywCxzyVwa3uS5waKNIdCZ3uSl/VLURq+87DZkHsNgG4ANqzURC5+Km92Qf2dz6ba16n0EcDdJ8L2bbMNSRkcp4muhcUCPiJQn0jy9Gza7rUuVVZeANfdlbHYOV6P1Rf9x2p82IJrkim3izC+RV/65KqNWsKXwcJlmOArwTL365C7A8sXmHt0z0W2/SdIe4H8Dx0nfZozKhv3gJZWfQXkbBBHjQbgPHpSVDnjaMgyWcSvIuW7lG8/4Sk7TranXuzX2QR+TeCqFDHXEub1hyFJOx++M3ypq0HsAfBBQFeA+Babozdk29Z80jdTwQ4rnSWvVwXuFWE8KwGnuEj3QniDwHdJnN3eybvyad6bs0W2bRKJ7qbj7La5trn4vE7B2wRYBE7JtwBs5q/W8Jsg4oD7fci6lOVNngdDAQWw7QQAk4S1db6xV+XiuejvGGoNz0fK+h187h9GA3B/vZeD9ml6PfB7BpCeTnRODobM2hAlfl0m4IcSzqcFg037i0SSm0X+kl1jGHpMmdHVdBp+ILtmBcCnhzufsnH8LAW/I+DHLnS0BV4RYfyggS5IcaFmkbgykcQ+AT/WJJIIADSk30NKZNtLIe3LWGxQs7e/oG39BehcRuirAn8bYXxsvjlS7dN3werU66B7IWRdzvImz69tFArVgfwaALM+YTrO5HzzSz7Zo7aDd4eseiwv3hXjOwwbkme5Up4pzieHemWLJlXvCQtXAzS/RCYQP+PVWNnWW1yoG0l8XcBtBLZKJLnRe6HeGmlz17sMLi7lkoZXZNeY5JFSOtFJ2bYtX/XVKfg6gZUuMHleFiApA4V6A8R3JPhJ/D6RpGe0Z176VLZtyvQidJy7vRxnc7rrFDSnEp+3oN+7YCQfA3DPLnja3aCOgJBAAaeztNFTYAzZ9p2QXgK5HciT2dyclxCdm1vfXH2u1iqT72NhefGPRwNwrrw+gHFUWXMapGsg/glFvJQv13cOQF3OuhYX6o8k/sfc444Rpixbr/5Ue9UWoUvm3tvU917K5mgaP1qh6ltBnoqV1rZ8f/jV+25sAWarpNIFDQxlK+BWRZgwyT4ZSYlfVwnYMZHkqQG/DLXf4f25CshoUI86KRQ6D5a1B5ubPWWK2pz5PZzN7tUpyLJgPRBhPG+rKAhJAAAVE0lEQVRfaNQWboWwCtA3WL7AUzIL2XYrurv3Q0GBecn+Ph3H81335tYqnz9XW/g90HcE2grfHQ3A+bxS69gm+4gSoNvsho8FZHbDQ+IuL+DXo2lQfeKGRCe/vXZKClWfAtIE33lAwaV0Hm/vCb61M0FFAJ1Lp+FXQ2R5smbmLAXvFnCc4VXOFJKyqEh7WcLfu4XJXV18P+DX8wKWdSR5eNYM9ViRbPufIOezufmSNNes695Hx9nV42E3qn6WSvYHeM9cxivrVHos4N4fYXv+BuDWqpMBmmSxX7O8yRwPeyKybUOYcQUd52BVVp4I6XY6TpEngw0DpWqdZl5SvsHyxkPVfETJaADO80VVZe1n2Vz/j/8PXLWHgmbXyI+A1KV05r+e51Mw5UimJnF3AwIhu9oGfOa4eWuIlzJW/ynAeFXW/BtC83CEmuzrOtWpNAlgSYQr9uhrn3XbBfx6hML89i6msYDT5WDALe1JXpmJvsHoo1Do+yCvTO98Fy9+U7b9MVx3fy5ZMigEJrNUeqPgtkbY/sNZKq0D3Hvmsr1wMHzT1zHVGjanKduyvCnQ1z79bSfbvgnAB3Sca2XbBm43SsfJq+zw/s7Jy/ZqnTYXdB9h2YI7RwOwl57Okm7ZNebetwrAchBL4OJFSFH4rFD6WJq8ks31P8rScJ6pKfHrpt3HvDXjuYqzK0FeOtwANbLpuDqN/7rgXpWCO/lhJlr7oztQpFMhnJVI8uC1/QKFqiPwYXsXP3mR64/OwWor234WwA50nB3TZS7AQ3ScP+banisFayGCy7qBzzzM+FsGMpTQHyP5HoAFoi38JixdxAkLHvHCb7LtdwAcScd5TbYdAnkDm5sN8cyorOcBtU3fHkq9iY/aJnCP19N83GoNL2Z5k2dJa6NJWFl4DBWq3ReUQZQymbHmGM5A4I0F1NVTJ8sUyHuRcr/HJQ3xLAyZNRXpo3N1Xwfic3Vt14x/ac3kF9/pKJmdtQGGqaI6BX9KoGQu432+99wKKkr6sUgWvtzRwWGBxyvbNohg9ZAaQU6l45yZ6yWfqdLTCLcuwnZT5z6kRG3h2ZCuZPmCrHNAKxQ6GOQtdJy9h5RTBslYtU77LuTuzIoFWSkx7Ms0RgNwX7yUQRttfUQFityZsNzPQwxDSoGoAPAhoIUgF0JYiFRqId96yrylei69PL1TQe4FGbYng3XNHXqAvXQCnYY/Bfz6i4B3OpI833ODhvAAxwlbdCONuHRmhPFoX6ZSXKRfWEJBe5Lf6Ev7odBGtv1FAA9A+jbIs+g4U3Jtd52C8wX8ch7jQw4cp2eXVXU3ZDWzojGrVxCy7WshrWEs1m+gnVyvYT6Mp9bwa7BwFic0mZOdnMhoAM6Jm/9/EFVW7wrXmgq6vYEQJhCOBdETkKWF8PkWcvGT5l42Y9Hkw6YilTJjTIUwFcRePcQSWJh+AQDDvTv2F4CCaXQeX9UzmAoCRWig0JQJQlbGBg/BjnUqOQngBRHGD9ic+YFxqoKFBwvGYvLy5cyrU5DN2b65z2Xb95ssbgBJdHcfyLffzhk4zbEav6cF97F85f7dnO/Sv3HLD9oJ3b5F8HF/TmjMGke3bPt1WNZpXLz4+b7YMZLbqDU8A8BPWN60by79MBqAc+ntjYylnQ7bBmNSBiZuKsSpQHp3anYSJgi/3BOctRCrxy7ku48afNJPRDseNR5brJoKWnulA21PX/OzCOBCUD19u7dYyLcf+0h2zckATPKPBfDbdOrvXN+sQEBlTCEq4p5EJ3+WBy7KWxNmKRhxgb/NY/wnmzIyUKRnINyVSPI3eTuZARjWe9dYBOlCxmImuzcn0nsVsGYu40Oat1stVRcCPJQVTVm5n1Vl5d6QHqDjVOZkIYb4IGoN/xbEyyxrSidG5kpGA3CuPN3PcbTz9HEYs8VUuGb3+slu2QD1rwbUDfJ5iFMAmfvmnl2trIWwsBBrVi/k20+vXH9I2dXPAfycOTKkEz1+UyYFx2mSa8EcrV6bSPL2fpo/Ypofq+LdLPgWWsCUBxlfsqGJlxTqGy5x9FAqM+rvAmry5F3guq8BeImOs19/+2favk5BU23w+Qg73shUR770U0t4ASzdkQ2CBlVWXgZpPB3HoNeNyiY8oJaDA6C1DGuwLbdpasmls0YDcC693cex0nzElcu/CPFQAPsAmggwCMDtybZWG4Qb4Go+l8zfLBiEKqt/ClnnA3oXKeuLfKtvx9tFRdrbEhokfL2ji+aYcVQ24IE6lVwOcNcI4yes/3FRkba2hEUWcGg8yReHswNVWXkHpBOwxRZb8vXXPYfUrFPJlwB+JcL4YcPBr1o6bRos3Q+unsKyf6Tr7jMV2fYLkL7DWMzgP4/KpgJwa/hrEKaxoum/fn+9dtxoAPbaw/3UL7vG1Jia+kWzg/0PoNcA3wKg++FMa4pVWdMB4Xo60Sv6aQ6Kx+kQWmgg8YX2Tj7R3/4jpX2dgq8gjRG9Yu7aOQcC2gUp/ItI36cPiyCxufWUbc8BOZ7NzV/ZXNuBfj5LwUcF3RNh+6BCYA50Huv2V9u0X0AYw/LGr2eqV5MmmVLCZxiLbZupjpHUT63h5yD8mBVNBpQopzIagHPq7s0PptCMU1Hk+3M+wVkG/DpGwL0UqhNd/NvmZzHyWsxS6TGCroswnkaDKi7Ulwy+MwBfImleqGgS4EaEpHdfBuHJce7wasK9sKDPRRg3lQXDRvRRbREKut4EeCrLGz8FgtPXScq2LwQ5ZbChQftq72C209Kqa2HxZJY3DQo+9mgAHszVz/OxA36dsTZpqKRIJ0u4ThaqOzqY9+heg+HamSr9gwW8E/UvHwPiiwK2h/Drji7mhPN1MOa8oTFl2ybP4Cm47t5csmSzVySZ2F2n4McC3pvHeM7umzOxM5M+6oGp/AbLmz7b3/4CmKYeJH/I5uZNJgb2V/dwa68V4X3QjedBvMmypoxQ7Qbqk9EAPFAPDtP+Ab++AMAcpy41NHwdSf6yuFDfIPD1bqC6q4sfDNOp92taPahLqUURdry622W/+Gznv/d6tmPhXn9d1VLmI1GZSJo665EnCoUuBllNx8n60ftMBW8h8DVAJ0bYft9w8K4+PvAgWAUns6IHF1qtYUPQ8DeWN/UriMq2HwZwNB1n9Lt9Ew+GPq6aBB/nA9gJ3ajh1k3m7zmX0UXKucuH1oABvwzE4EwAbSSuM9R5AI4Zm0RNK2hIvke01Kn0GUAHv/2zC+9xrri8dstjHv7XlrPnTXj11Ds+a6VwWHwV60eqg2TbD5lsfTY3Zw2KdZaCVws40VBhRhgvHS6+1dLwebD0M4CvsLxpP7VO2xXQKyhITWHpc7G+zFO2bUqxzofUxVhsYl/6jMQ2WlE1Ht3p4NsFoZIVTVsOlh9GA/BgeX6IjVtcqHtIGIjKFSDekLCqY4QkFm1uqSq/8qfG5c9MC9tXXfni30/69X5lO3+8yjduZfPSN3calGOtzdmbq881adKOsKx/A5hFxxkw9GadgpcQ5mhf2wN4MsL203I1l1yMo44ZW2HVmr9DKgV5PFI4ANRerGgylKGbFFVWGkjLGwCMg/RHxmIj6tpjc/5Z93O1hucD/Buks+HDfZzQdF5/+mez7WgAzqY3R4CuQKH+gB4OYYNfGUskOWKDTEmJJqgbpka6cLc/nHbHtrPn3fbGN68f88Gdp42taS9rKcK4KXfx4yHBDe3VoyvbPgnAd+E4exNIZTpOnYIGn/dCwL0YsCIFiJc8QHhe6pSpvQPpp9awOUY+CuSNkKbB5XXcsnGjZYAKhfYA+TeQZ0O6G11d5fzgg7aB2DBc+6q16kHA+ggpzkOB+wTLmnyDOdfRADyY3h/CYwf8MhmupwJ41ZB8J5L0hM0lX11UXKxD6aaD7/2JJHtRmOQrKeleM/GSn7mTLr3OkMO/FGH7iN+JKBT6NUiXjnNuJus5UyUnEPxFClaND645pt02UyrITMYfjD5qmXYRqGsM7SWIMZjgm0I+3b2+Ldp33zGIx01lwm8h7QHLOpbNzaPlRxtYNLVU/Qa0ClneeJJawobFLsCKJgNuNGgyGoAHzfXDY2CTHe0K3yLRDuHniST/MjxmtvFZBAp1IYgrJJzZ0UVzR56WgF+mnrC8Ollq7pfMjm0VYFVHuHzBcPfJpuan6dML8P77hoDkR2xuvrc/vpilkqMEml1L2o91Cq4yiYBzGR+WkJ7r+kbLD90JqTULIFTAQoRl/w0UIdu+G2Qbm5vPl20bLuYGOs5X++PjkdBWbeGfwuXurGg80sxXrWFTFvgVljflnD5zXX+PBuCR8PTlYI4lhTpBxLcMVKaEn3d0mS/N4SYaFyjEbbDSmZNnJlbxv0psioo0tbOTCw0pvODeC1juVKwouZKGlnLkikKhz4P8M6S9GYu91xdP1Gl8FeFGAX1xLtsfnamS7xO8JMK4ZwT2fbEr12167ixxKKAfs3zB99eOL9s2wDoHmUxz2fbYNHiPZe3KxYvfzLWN+TyeWqv+F7CORve4am5d36m2aVcC+hbLmgy64KDKaAAeVPcPv8GLC3UcewKx1RuIhwWEZUmhPifiNhF/7ejkBX1duTqVPAJwawJnzWX8X33tNxzaybYNrZvJMD2cjhOTbV9uoFXpOCarfpPSy3IUJXThXLbfYxrXKfgWgOcjjG8Sx3xzuofi52oLXwbhdAB3s7zpfxUKfQnktRgz5kC+8cZ/0tSD+L/2zj62yvqK45/z3FLt7cul9NIquungAQxm023Ml0E7zNBC5ubK1mxm7iUZ1EWdkReT+c8mYSNmE0sWnJGaLYsxS4bSuixsTYAQqGaSubdkWUZuUUbMpNDS29teWul9vsvvKTIRSUvtpX3KPf+0fe7vOef8zrm3557fc873sNpSqWQU95cvnXVi6QPgfR+Klltyb9g6qRO1RzBesaoDrpp+UqkQgCfV/NNXeHmJGvBYiygxY2vfgEUWLrAsru8ZbMNYkxmwX12s11Ypcb/gabCmVus9b/rUxfKL0nr5/muAA8t4xlKphzRvnhvw8Ufr7NxyoX00qvKjwwS7Bc1tln7GrfuKym/I4b02TNGi31v3ZdmDrr5lSd4JtvOXoWoe7F6Mwi82YXW5fN+dxvzdUqnGKL0/8qmrepbeS+A14w0vt1mvulqVkJSum8+Ql7HqfW/nU/5YeBcC8FisVFgzbguEgB4jz4grZWzNDJiDZ5zyVF6iz5pRL3hU4mhgfD2btb+OV/F7VHGrh7UI29dmvQ+Pl08U79O8eesx2xRim3veQwRBK55X90FzahtVmThNsNvgpVZLu6yuQO+xgObMifOR8k6+UxanMf4tSx4Iay60aFEZg4MOeeyyrjc4G2S7lqzE89rwgs/brFemrE0KAbjw8b4kFqiIa2UAaw2uBrZmspY3nODxbCicgRxQL3EX4NCb3DAMV03alclyHZibRPWhqFEUn2bmc0ZwfQ6t+Z1l/v2hGEbsZvm+q9a9BehAKrHOTvf7OdSghAu+B6M+3zdfrpHvu6K/oxycs4eA7RjPWdX+x/MlL4p81b3kNuTtdpO5bHaHa+maslQIwFPWNdNTsUSp7nRV04iPuYy4P2vPTtZOE3F9KrAw2NYjHO5uu6DdM2ol7hXs6M/aqCAIF6t/g2auBW00WLPT0tPiGflYbSDfd21ZPzkzWnOnpVKulS2kBiVeErzdZulxTwIaqx5RXKf58zcRBJ+0zs67nf7qX3YVg8H2cC/S/Tb7wH+juK+J1FnHlyzEbA8xHrPKjucnknc+eBUCcD6sWuB51gLlcbnMcRhjEIXACb0O1hIjIOBajAqDF72AJ3oH7Ug+TVeDSgdKqHdHy2eC7il5tHuivS9Lu8tyy+L6s8HHBWsd/nW+9FmlmXcIuT7iHa2WfixfcqYqX/n+nyD80vNbS6W+1qDEL8GKW633vqmq82TqJd93dvkRnne7HTp04r26hFW9YjUeTTZr/67J1HMyZevYrTXEZuwGWizZ8fPJ1GWssgsBeKyWKqwblwWqSnTNsLgh5+Gby3rdhCC42oykQaWgEkJ86ZMO39cd+RocC9xP0YXHMXctvK6R194RXadOuWs2NJpSZWW60XLUy6g3uNNluSbagxjt/f32r3fvL7tSy8xjpyATz3JLF+bk5pW+oETlFdAiKA2INb1sPWNqz8mrUpeQuXz/SczqfvjCyZrUjcOHflPa6/xToPdZQAsWfIYgcNCJn7POTldZfh7peN2XMFw2vM2S+ycMezsqzhipdrZmpM02u2NjVPQuBOCoeOqy0FMzSkqoNqO6yML2lWpBDQHV/P/vau/d65DF6MIFajhmI4G6R3Cz4LCJeociZGeOljMjWe6p95uyvEQ/xdjgqnMzWQsb9S8lnelvfTDAa3rZTk7pZ1YTaZcva+Yjhp7wcsx4/tOz+0oGWG+p1GVVJT6aPbVw4WJyOVe4uGU026h72bUQbEcMUuw1WcW+czLl0WRF8XV1130XaR3gIx212R1+lPZRCMBR8lZB13MskEioMgioCYZZ4Rmu/cLhUlc4BCrBpgB2jVa5nIxrzhC4/tKNmaxtniwTN6j8bvBahJ5us75pm8E0iliOmY8IrQUzCJIeuulFv3oWZk8BR5A2jBWsY7L8dSnkyvd/ALj35H8slbr+QjJ1onYzxUNbrOJgiP+snrofE+g+zJqsav+0nMal7trViHWYvQm6iUCnohZ8na8KAfhSfJIKMibcAuWlehTxVeATQDHisOAPsWKa02lzAXXM5I6p+/vtn2O+YQIWrlLlAyLYBrwFtjcg+EWMordErsVgIIaadlhfzwSImhIsVoorriThCrAcSMteoXLDVghWtFn67CxW+b6r6HVrXDY87eEmP8g58n1X+Ofs4E6BHIb2BcflqWd5gmDIjSusCmsrsFcx/TrEXSuyZxFPWnL/tGnn0vHaNZiDgrXDSM2Y9zOkqyx5wHVXRI4KAThyLru8FS6Pyz0nvQajXwGvm/FCJmuR/Ed9j8oWxYg9rJG2p+sMssL+BsoCc4GmVkvvjbLH71JNaSmDYeAVtisGzULfUDjZSN9stb7zAFrk+7e5I9ewbziXW29vvJHX4rypYl/NnbsYs8cxq3GPUoBl5HILxrJ/pW+fxemiDWBfBC0MUyvxJjAD7B/EvG9b5T5XABlJ0vGlTZitQ3RiPGXJA3t0vHYfxs1UZeeYve4+M5Gj/wHUwCQ3bIuL9wAAAABJRU5ErkJggg==</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="-58.104978949394535" y="-177.1225190816479" heading="275.00000000000864" scale="1" volume="100" pan="0" rotation="1" draggable="false" costume="0" color="13,10,255,1" 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><comment x="132.33333333333337" y="82" w="80" collapsed="true">You will need 5 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="39.39999999999998" y="25.200000000000045"><block s="receiveGo"></block><custom-block s="set up"></custom-block><block s="setHeading"><l>90</l></block><custom-block s="Art"></custom-block><block s="doBroadcast"><l>Your turn</l></block></script><script x="238" y="10"><block s="receiveMessage"><l>Create art</l></block><custom-block s="set up"></custom-block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-140</l><l>-50</l></block><block s="down"></block><block s="doRepeat"><l>11</l><script><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block><block s="up"></block><block s="turn"><l>30</l></block><block s="down"></block></script></block><block s="doBroadcast"><l>last</l></block></script><script x="238" y="289"><block s="receiveMessage"><l>last</l></block><custom-block s="set up"></custom-block><block s="setHeading"><l>90</l></block><block s="gotoXY"><l>-140</l><l>-50</l></block><block s="setColor"><color>255,36,69,1</color></block><block s="down"></block><custom-block s="Art 3"></custom-block><custom-block s="Art 4"></custom-block><custom-block s="Art 5"></custom-block><custom-block s="Art 6"></custom-block></script><script x="39" y="173"><block s="receiveMessage"><l>Your turn</l></block><custom-block s="set up"></custom-block><custom-block s="Art 2"></custom-block></script></scripts></sprite></sprites></stage><hidden></hidden><headers></headers><code></code><blocks><block-definition s="pinwheel, branches: %&apos;number of braches&apos; Size %&apos;size&apos; backup %&apos;backup&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="number of braches"/><script><block s="forward"><block var="size"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="backup"/></block></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="number of braches"/></block></block></script></block></script></block-definition><block-definition s="set up" type="command" category="pen"><header></header><code></code><translations></translations><inputs></inputs><script><block s="clear"></block><block s="up"></block><block s="gotoXY"><l>0</l><l>0</l></block><block s="setSize"><l>1</l></block></script></block-definition><block-definition s="Art" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="setColor"><color>255,51,105,1</color></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>5</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>255,31,216,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>10</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>140,26,255,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>15</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>20,26,255,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>20</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>56,255,255,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>25</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>54,255,26,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>30</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>255,240,15,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>35</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>255,159,36,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>40</l></custom-block><block s="doWait"><l>.5</l></block><block s="setColor"><color>245,18,0,1</color></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>9</l><l>50</l><l>45</l></custom-block></script></block-definition><block-definition s="asterick, branches %&apos;branches&apos; branch length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="length"/></block></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="polygon, sides %&apos;sides&apos; length %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="sides"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="sides"/></block></block></script></block></script></block-definition><block-definition s="circle, branches %&apos;branches&apos; size %&apos;length&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%s"></input><input type="%s"></input></inputs><script><block s="doRepeat"><block var="branches"/><script><block s="forward"><block var="length"/></block><block s="doWait"><l>.1</l></block><block s="forward"><block s="reportLessThan"><block s="reportProduct"><l>-1</l><block s="reportMonadic"><l><option>abs</option></l><block var="length"/></block></block><block var="length"/></block></block><block s="doWait"><l>.1</l></block><block s="turn"><block s="reportQuotient"><l>360</l><block var="branches"/></block></block></script></block></script></block-definition><block-definition s="Art 2" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>6</l><script><block s="doIfElse"><block s="reportGreaterThan"><block s="reportRandom"><l>1</l><l>10</l></block><l>4</l></block><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-190</l><l>190</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="setSize"><l>3</l></block><block s="setColor"><color>5,133,255,1</color></block><block s="down"></block><custom-block s="polygon, sides %s length %s"><l>9</l><l>32</l></custom-block><block s="up"></block><block s="setSize"><l>1</l></block></script><script><block s="up"></block><block s="gotoXY"><block s="reportRandom"><l>-190</l><l>190</l></block><block s="reportRandom"><l>-130</l><l>130</l></block></block><block s="setSize"><l>7</l></block><block s="setColor"><color>5,255,21,1</color></block><block s="down"></block><custom-block s="asterick, branches %s branch length %s"><l>7</l><l>45</l></custom-block><block s="up"></block><block s="setSize"><l>1</l></block></script></block></script></block><block s="doBroadcast"><l>Create art</l></block></script></block-definition><block-definition s="Art 3" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block><block s="up"></block><block s="turn"><l>100</l></block><block s="down"></block></script></block><block s="up"></block><block s="setColor"><color>255,36,241,1</color></block><block s="turn"><l>10</l></block><block s="forward"><l>70</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block></script></block-definition><block-definition s="Art 4" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="doRepeat"><l>2</l><script><block s="up"></block><block s="setColor"><color>20,35,255,1</color></block><block s="turn"><l>55</l></block><block s="forward"><l>110</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block></script></block><block s="doRepeat"><l>2</l><script><block s="up"></block><block s="setColor"><color>61,248,255,1</color></block><block s="turn"><l>25</l></block><block s="forward"><l>120</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block></script></block></script></block-definition><block-definition s="Art 5" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>54,255,26,1</color></block><block s="turnLeft"><l>320</l></block><block s="forward"><l>110</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block><block s="doRepeat"><l>2</l><script><block s="up"></block><block s="setColor"><color>255,236,61,1</color></block><block s="turnLeft"><l>340</l></block><block s="forward"><l>110</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block></script></block></script></block-definition><block-definition s="Art 6" type="command" category="other"><header></header><code></code><translations></translations><inputs></inputs><script><block s="up"></block><block s="setColor"><color>255,36,36,1</color></block><block s="turn"><l>60</l></block><block s="forward"><l>110</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block><block s="up"></block><block s="setColor"><color>81,255,15,1</color></block><block s="turn"><l>25</l></block><block s="forward"><l>90</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block><block s="up"></block><block s="setColor"><color>13,10,255,1</color></block><block s="turn"><l>10</l></block><block s="forward"><l>90</l></block><block s="down"></block><custom-block s="pinwheel, branches: %s Size %s backup %s"><l>17</l><l>30</l><l>10</l></custom-block></script></block-definition></blocks><variables></variables></project><media name="U1L3-Pinwheel" app="Snap! 5.1, http://snap.berkeley.edu" version="1"></media></snapdata>