求助:有关球相交部分的表面积计算
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAaQAAAF9CAIAAADEH4uFAAAgAElEQVR4nO2923EDTa6tqZeJoBG0YwJtyPGgjWkHaMiOcePYsl3gPLCJfxUWsBKZpCSKTIRCQVYhkahLfrVQN37Ztm3btn2Aff12Atu2bdv2E7Zht23bto+wDbtt27Z9hG3Ybdu27SNsw+5pdm3Yb+e4bdvn2obdulUsS7nWQeHG4rZt32cbdnMm6DZpX8Xf5uC2bd9iG3Zje4xfJZ4qeEG0nHSbetu2LdiGXWINkP0XOlMBq6/tHBLebept29a0Dbv/WgGWr+s1WUVrrOn4p2g7OnyFuZt627Z17KNhx5gImEvxkQFozL7AJp1G2jCbVZa627ZtC/ZxsKuggIzzKWnbqS64rzU2Cbc7QxPwdSJv2/Yh9kGww/Gf4ehQsaYonOpIm5HWG0JKzzp+jeBrZr5t2xvbp8COxzwyTuOmaDhgGTZk3AwbVvlU8Eqnb+Rt2+b2/rCrOVJefDBJNI5cgab6KpxFvx1yLTfctu3t7Z1hF0b4/WPOOOvVlU1qpHOvtdCrJqb9LuNsI2/bJ9vbwi4jV4k5y0BwzdRWv3ed1VQr4R8S3sjbtq2yN4QdYU4xLjTBrxX7Ogk0O1pwCG4B6Gn+jLYmFrdteyd7K9hlA1wtII72MPhTBHTQoEk39Ok4hLlMMeFJi/mFX7dte2N7E9gx4yp1U1mIpvtamGVEpeESNadXROtkq9fDtm3vZO8AuyPjlFQJFPCv4XOnx+ZEMXeWdwJGKdo6FEv9dVbbtv1R+9uwOw7nwZMPqbCqZFGHRGnAynlqOvcymw/PmuLdRt6297O/CruAOS1tuCF+DXN1c06Dg1Rus7NmfYapNpm7ebftLe1Pwg71Tkq6aqwKtPHX0N0j6mzZ4SnKjt3Ykyi/L1xsezf7Y7DD4Xcbk0a3X1SY0yOcv1ZBQg5V8GZM4dZPrwlEd+YVlX7evNv2TvZnYMeDs/+4e4dEs0P6mlm/66FnH9l2xNNUdwzu9PPm3bY3sD8AO0QJwyV8TtuKyOHDQkrpdG06nyFcBBanFgQXP+TGXWzkbfvr9uqwy1hxeOVcGIRTI38NdroLQd7gM4vCZuazyxIWp0p+827bX7eXhl2mL76OX5OR2R+WQyqxv1BVaQ4P2lrys0hCdIoEbut/I2/bH7XXhd2QdJbRx9oImyJdNcKvJIuaqErjP26c1VQCIZlqoWaXbtu2V7AXhV0YTtfrNZSultGKW+kuhj46TgoaOwqlYXB2S1tVvXDbKivROyOsaj4bfNu217FXhF026pKnIzpoE2OyM1zZh4d6SgSdVeXcadJJwI7ArfBU4cyOBNQ5bORt+yv2crAj0n35zXQV6YZDbpaDafzKnwnS7KgZsEpvNjHsdNhwCFPMYZjttm2vYK8FOxxmN9L59NQznVVFHk4JOfSVS6BwJ4EFOutonGoTu+nyBk/N0827bX/CXhF21iNdk0TYijt6MGaI3ETYLMuac1Nm4SzdaRpn2O/yStu27YfthWDHpBOCYm10BQqkomYtbPgwTKAZcHYuA/3BdRUibN5t+7v2KrA7jqx/nniVbitjLB3Ajw/UTpDrUW11nPvTU4enwC58rbZLJ7dt237RXgJ2iDkmHaMtDKomAdMIzxqfQ6aEJeoEnJrOyeCSziIvtK2Cd6Zv2/Yi9vuwQ9IZDMt08PRHVEVAEfzBpdCZ9P2FQzNh7PFKh41mBJOHBF6BYTtu2/Zq9sv7JZNIYCgAqx8/7e65vKviaAhOBZziVPrBv/a7FryzevN18ty27YftN2E3xR3EXGc4pQFxTFY5LIzVNKtOKO3DAWejidXV7FfDLjg8/RCybdsT7VVgN/S0xsDDsKI7jpByag3EnQzT5np6cxWl06dmiTXTzHPzbttr2q/B7j4ivvrDuAO7ZaHU1E08mKfSm0q7Cbsmi5vNNf463HT0b95teyn7Hdgh6ZoDdTjkdCieOxQ1Q0sF4PIIF7xbg/uUm0i+f1TAbLe+2/Zq9guwE+KIPYefrSEiUofOwB5ayOpB6lVJdtbPMHLHubOiOgcnj3M7pDWT3LbtW+2nd0RAwaGA1WOsGm+dMSx48TjvAq9TCk+Br8nxWZj2V1Sag04y7StQb9u2X7cfhV0gnR5U1diz43Aa9phGqCJj/GZwk1wOMaegU2Wyho9h16LfNd41+9227Wfs52B3PVh+tg4VAU5MfTo9phGqyGtzhzoobavZJ5TRMjgWuJ9uDtHkSjbsd9u2H7Mfgh2TzpZO1Q35xQ2fQrR0VsVrnZgIlWIdF+QRZIgVMlwJvBVSq5LfvNv2CvajsDM6gZ16Go3MdCzp7hY8+w7D/GdNEKRDlmYXVZKdlVARrdlk827br9tPwA73eC3rroWC0J46yDC3UforUkjPbZJruAZmIZiumeYqmtoQoUnYAXR327Z9k337nsc7egU7Vg1Noukgw/S0A7v1Y87CiIMstK0gyBGqDVEtS+VcbcrQpNPdtm3fZ98LOxxg6a6PnmnDJtQ6MUWSTTcBnUe4JroLGT4YuUPANAGrN1w6sYLd5t22X7RvhF0YKuFFdelAwq9To6s5ZZjn0K3JiyeSLo22hrwqDi+LXufD5a224JCw27Z9n30X7DTpqs84DIajXXxNp3RSFT5TA/WRwdyn5wI1eK1qAuq2w7nVh827bT9vvw+7B+lWDZupsVQ5hzEvpM0jvVfd8azZVjqxSnmlwTX7RMB+X4/Y+fw/D/49K5NtL2vfArsAiPQ3JYKsGA4kDlu5iekiYe6Iu9A4fiQBq1cFpjSM0KcwL0szvsAfh2qwdW4PfBxqm4Afaz8Bu/DBjkOiIxl4rh7Ya7ALAzh0IYTM4zlo0lmbR9ZeM1PrvHJLwZdu/apr0W8HRrcfLblev/ArNudoy31t/P11+17Y+aE7HSQ8HefOGjZfyHY4+KtURdh+7/2AU2HF6uWvnciVD2zuCL60+ZGMh52wApnAjWDQFKSCG3e9qfen7fmwOyIo/1HEPrl0L8OYnTz9K85K/as4U9OFzzDhfmRsla4oDvUI7CzyqwRo6No9g14TWOlwJ8ya4l2nx029v2jfAjurR5QRZdLmzS6Gzfs81SjpcPMHmnTcht2JOMPInQyRdJ31/AhBpgA0i7wqWqX4mjlv+y17MuyOO3r5C7BWD5v+eJvihaAe5vM4gpvJLHQR1uQwnzSCwP1sDtphiNTHeXHzD82HEqzTUTOfrfX+lj0fdiZ1xBNhZ8S7dFxVAzt1S1nQJ0vwnALKLE8f5F2niwUH3r6hx2O5eu28mj9YhTB06DRM2RSmNJFnZs3Ti9t+0b4XdvxVHPCricKBx5V/mB1C7K8J2MkwDThstRa8abgh1pLpgDJsfZ94vV4DDmDVql2R5VuYK742wwoILku8jbyXsmfCDnfcCnN6uM4OM6bbLOMwToe/HQKmy7hMEJ1Mp5U7czKdRe7PDQvuazXQzR00FIT4El/FRA47ZNzsn+ioymfbj9mTYYf/GXDDsdocSGmna5izgk2dlNCnImAnsX7aa+nZcdNYQaVmWL0h0G5ouzPuywf8rcfwdcg+j4mfK9JN6aygFqtWHWwN8xFtt323PQ12MMy/UtLZCHZrRAgdzfLukZR0WAZfM4dZ5+F6S9fM07cFTjxWqV+WQQoBxysqJZTm0UL5yYnx3EC6Do61St3I+y17Ouz+IV3YfYejdE1NsFp5olBahl1IT1DvQTrrCP0jjR1XZj9smBiGtC94yqnO+rEZ0KRtpxwC3YTzsIZN227k/aI9B3aBbumOOxzqgmh6OiuXDkGW82laCt/OMaAZdmpiH5FrW+SalatONMGFa7TkaQojUqRZVSb8RdW54D8kckr85lJse9yeC7sv/BocqobaIZ3FvJjSO83uHoFdJz2hZZqR+z1OrR88aA37wnI1DHUPEqbYEVss7kRB+t2w45K5Ga3Sd7rK3sj7SXsm7PDzs2DXGaUVNaYA2k9paOmyVxkuIE8vbJNrw047vAvaLY3vjMPC1t28OTIx9MV15VN4VxWwYkqn66BGQ5MUfxt5P2NPgF0l64LWEM0rB6aGQIbITYft59Mx0Z04AExRb2phtf+wo8rHi1aOEwSaARnTrlH3pT1W0Jmiw7CoXGiou0uVaRVwI+8H7MmwC6TogKM5RDuE6sztAGVBbengKe+WtZ5YXVNkX2arkw4r0+Acxm2aGNIQDYf9LImEVTXmQsNmk2pBOIKf69y8+z57FHawi+a/kdgZuhp2HfQ0HR6UTsutmHFNVdU8DKQwncqqk8zt8xneSmLZonEdF9zCCTtfIbgvBc/hX3NBmmoubajVWdVRaM5rht02777Jngi7slhbQJUYvVUOHbehz6xns0m6TvrkDc7V587cfs7seaVLDXxAqk5UoWRL4weztvLqA5HV1qwJaVZ5pqmKCCjxFjLcJuxZsPvncW4e2DyRI6RN+jjQXTR9qnyaCQxj8nhOp1coxIl6cYLbI5mjp2OORZnVZVrgYxWc7Msm9dcCGZuRQwQbkaifRifPhSS3pfYQ7Hjo2nH8VJ85iJ4yTEPEb6bRjyaCh+kVvJpdaBTq5s112FxMZFyQdU664G9Uuw03UFi6vozirsWsAOUFoHRQ9WCcx0XoNrZHYWf/3Ue/rMCW+OoTAwimSGcjdvD0DhbXYCdIxJFnFzPtZZmG/RzuuuzrWj/QGpxTlVel5Lh8CuxSfwZc6vBcqoq5utC2w0r7mk1sW2XrsONBxdhKW6VfNbCGmfR7TFNthqridOCSRp5dXu+lWudVYlWGOgEeitfjabvhoLUe7LAuBvZ9hQh9q2pqK2CXLnKnl+ZEK3iarq5q4jCfbdoegp2BrLMe7KwY7R1e6EzSHpsA6nzF6U3Apd01e5nKljOZgmDaXTrkYKNH7FbaBCNwd1wU3+x8fNyiWifaUrj0A3bK1aqLqSBVqth2l7SP2yLsjoMlgV2TMjx4FjJJPw9zmGrOaFjINl3GZpKdhpxeP3hh/+weKL6YUClEeHBihi4POWHoK74xpW8pRKZgFxZE6LgU8bPyUHCzUs3bpuwh2BnskTYDOxuMsUgWHWf4uRmBYVelsUA6K5g1jFbNFdP7WyH1wUJVb5fr8cZgHodhcAY4WrbyHaaBjMMFqTq1GkmzJor0Zf0lytUKr5t3a7YOu/ChmigihGFTgUATMP06C6OqlwU26V5mp4u+9Cy9CCJOVb0i1KptkcIOp1+P9all2ysUy1XkyoanzH7gr5lqlfDm3TfZCuyOhPrC6cMBJpjSh4jAnwaEDphOH055vBcO21yKYc6dOAE05+NrmixTZ1d66Wa6LdIg6RYXsOtXsqmgq0j0LFhg2PChScAKZzrPzbsFez7sqhGIaAt7fLrTTyWTjromLzgNXtLl9DhPMXe2lz6gdczr/UxZEGKWDaornbNzT6MNEYKcs3v0KtJh5sOBjXRI+cL1pg44tLC60rXH/ml6Wr6JuZt3U/a9sEunpHF47lQmoUdOICUgfxZ0e4R0VXzOfKqXIZ1D11XwVPWk8uR6fI5CCJDr8dRbAF8Tdve0v8SoXhBQj2MiRdWQdxxkKABFqpt3s7YIO95N+YA8HIqdJsNMqoDD/CsIpkB8Cul0nMcXX8Svls4y0oXSDD3DglzlrXYsCd04FPbFm4Nl2tRQTyHSaZiGSjUjr8CpmCH+EIJ2PCYtLMgH2jrsbodcnGhyxKZgCtNnBzxTiTsaZmISfwsMauYZeu9kLsLq5ux5hdI1SLlr9vTCmR5uxSChO44Z5KEHxJgp7Dx5QeGhTSkmEUSLrOX42rNCHivKbdqeCTtkBDdJp1TT+5kMP3PmnfSsJuAC+0RufWDNRhaeN7uj5/C+JkRJ0A5N2AUYpZv4nD2AEVKt1M0juokXf1kb9rt4SvB0RW3eTdk07I6SpwU7wRchc5rJpF30iaZn6SSbHKxy668rYdUaGKaBmPPk04qsii9IFz6HJT3uQlcezCgA727rLz4SJNIOPnfYqXB4nHe8OSrwbd5pewh2YbplA3iBI6JV6lwlwzkP46SZTAFoCMHhAs5212/lPizonFyVWKhWUUq39Gu1Eq7Zr084B+8sXn8efgi7yueJum8Yqgk7o7Qf0byfZiuws+KsitFOrIf0LAdTt9RTqycRqhm/byETZl8/H+E5dWw435+xP8NZs2t2dVXIOp+OAA1zeUrYMQLmGHbw+fDW8qdgSKO5T42+9BOezekp7+xIvc27yp4Au/DZeogZws5GY1iP8ybmqo4Cypd5l0YeUm+qu9klRdLh9HN9Q8lwJVfKqGrCHYU4uHEx5xB/yL4+7KyBpCrOVKGa+vfzD0lW66SX+2fZI7D7utKB2n0eES9hEA4zSWfN8kLnptnUDGtZzlXYR0g9dD7TpVUcOT4rfA3mc6dA46ORQYlffUWlnlV3XNYJ/9RhgXTNvoJPU0jqo8jm3ZStw84Ic/x/GKczd1a7NROY6g45vhZWB+Fl+Q7Yne/v4OTpYXgwd9Jow975BBPvOWm/1+NzGh3YpUukhz2nx9OHHU01qXqsIgwhWOnEzTu2xQsU1Q8n9kVZH3aVfwqIZgJVdwKss2E1vIQgnQVr0+1c/PhhNTCu9NA+B9QORjUXHynTfq0g4+zoDUTgxRR16yy8FviIuaURFjCtJ364PQo7MTifCDueyFxLaSi6SD07sGtG1nwcLn44kOheOvk47NAfi8qUBULWeaghEHm5DKAmFuoMt8VUzqJrkdKs7hs6PJgbZ7XwlwbsZ/X2tg67cNSdws0QdlXblEpNQg37muJvP/8huEWEp8DuTo1/njBF9cT4GwbHUVQlyYONj09GPGWGno8PWiwLKJHhMu+WYcdthfDsBOHmnaX7NFuG3ZW/NmE3pVl0c42DJuyW8+l0/RQQV4s57MWOpMOxcT3eQhyII+Lz+AnphY5SH0jsn5XPYYMb+1Q2hYl0oYahlivf4M+ZTEUL+ae8m8rqjW0Ndl/XI+z8c+qfRZgrA9MIDwZ5Sj5Dlj0Fdv6BeaFzYwVnvUuuPBF5VMGu0ibp4eRavA4ghL1ZOpiFabFWKbKKDtXEfqdTmUwtqRHpqq/bFmF3/FoqO57YlFFpW+5xLUIacDnULIOmcmNPRIAIhSzDnT6oORZxGIHJxRM9pXREiX0Du06BywvbHLdTZWnq3KHbI7BLxa8defdgtDBx885mYXff8fK3E3dUzFNgp7sbRljwGXouLGO/39S54h1Or4ZB2orjD5tjFxVwq7mOXUHt68EmXlmcTqymizgV4GZDaTeNqqmYLFSncntvW4EdfjU5YHj6I7DD3vtxhvLqKbALKT0XsuzMaEv7PWdn645z822HnKpK4IC5KsNzdkkXRWLV0DLYWWPcVjjuOKcOvAbWYCcyCWGXK9kqyBZ39nTYad4NsZi20hGGtBrKsWfBzmBwPiWa8K8UEE7kutUIdiZRlda/YfBzhJCJgF26LBihgt2QGtXXob/2TP86oTqs6eho0dYKYlqx1T7Q1srYkjtWjOE12IWGerTrCGL6d8CustmAnYTT+Of/3j13UEPpyBTrlgdzYJzGXLWM99zGBUEFu/AhBE+zFSbKXuZayjjxV8UXmczymhtWcT6cd+vn7CrGDeEifKoeuckUOAR/p5IRzoJoldsQhVXv6ZoMszTpwtfQ+zV7rWY1VLBttZ5TYnbWv4adWKipIa31WupvBUwrvgxVYfBPpw9TsuO2Xojz3rYIOx5vQ5atje1qSGh+DaevkbcKhWvgkWgdFOKHinpakRnJH6Qb4jJgrhqrYpteoRy24yDs7DDH4Pk5u1RkcTT2aaKNm4dlSeHbDNvnoEmCcw4iyMfy7ltgl35Nm4ghXY3qNL6ePswtDdWJP1wPU9GGzoKDAVLV3i9ohSnxgEnpyQGvxYP94b/1YIdLh/cApLxLmf4gRLRzQBuuln5Ajp+uW51qtUKq+LgyP8e+C3Y4hR3EIBfjOQ2eRhBTpkKJ4Cm+HwnYdK7WRmUV+7i5NYiJdj4+uIr/A/tSEAw3SgiLPmkyy3rtEc8Ur81ooovOAg4T2+Iu2NMuUIiDM34NH9ImVacaf8MgYvqUce/66zDabL/VqrajLrAjj8TaC0BJFUoYHk5SO27WdHOnCuia1c5VSgJ2a4AL1mwohOFT0rAadrM9DsXdB/LuF2BXDe8UYQJSehg3u56F3ZB0szGbzilE2CGUPFxXorCqjP2ZdOhQrRBPKY0TlihwEBkXtqxl43xY6Gl7EHbpGlvIpFOxpnNT3aeV3YbdwBgoNoKd0d4vPIcRhv7W4GAzThrW2tzph232K5pUpEN959OrHK6g1KpVl67GVPQh6WwEO8vWKsvSCnDic9M6TZrgeCQTEUrnI8rYzTu3Cdilu771eCQ8KwylEaqvOm2TBOyESnsXDZ/CuxSvqX+AXSp2rsXjq95RWk4iLgUBceRcj+j0OEIe4tew0a/H045p7VYVcX1bg12Km1RzTeXQV6lDzwpqG3YD47GnEcbNjdCmofAU2BmQrupCozBdln7mnfTERD3Xv4qCbjgknJUadmlDtDO8sik0acIOVywOyDAd/wvxki5san2sVIujV/IUTKe0IYtcnlVl+2m8ewh2YqKIoIdxFeRx2KWthjn0CfhIemm2Ik6Yfs6egU1LyKzhfzmVdtcZDwFq6Yrqwy5lHMbBhcIkK/2ik+do2kHEFNzpJLMGOxFZHBU27AbWhF0fH8PuxJQFmqSdai6LgB2bSk9/1mk77HBK9dXbBiHGYZGDzfwxbAgS1gy3SoGI225YNgoVM7QOiR7RWboXAbhl3g2PfFXDd7U52IUPNinWbAQR7quauIwSHs+zGaZjNXXro5AndnK4GZPOitN2OBfphnN5Uy4ou5Q4oZdrcQU2REbYpfcVV6KGR7g2TagpkTjkpgBTmskwN06SA1bs27BLrDomL8Cu46YnrsHOiGVD9omAfR5VDoJ9/TR4KPIez3O901SIheDNTOy4ckLvIuFqrwhJhvv+O7khT4eeC7OqHjtuVfwm7MRGr+QtM26K43/R/nX6j/9N33piNT6aCBs6d2Y1YVdBk+N0EGzFwO53LTzXFk3IOoNdPHzAThF2vBKmYMcrB8dYGFehVQU7O9B5GnbBeZZoayCY1YAdugWuDZt0lH7/SPC3DAGH0xfvs6vezK7bVh9St2aQZqc8EcfYLJg62S7EnM3kfH/IsZIJ1dEbRVY4Vs3CLoRKp+OornaDCnYIx0dgF5LpwKIiUbOXR5zFlCpytd3T5qlzM+EXNKRbABzaorJL38w+bMj+3HZKHvY7rYL04VIFfJB3s4uPnh3YpWMbFZPVpf1wgGGodEFC767RxH+MQLtNhF2VlbBU54aAnQXXXfTbiqoz9Rz2a9k+wFkNpeKLW4duwZ4AO5PUSHFWjfA+HR6HXbBhtCrgE2E3i2AGTSVP7Ig2nMJrYBZ2iDDuuqphwzEvfLAe7JaHKC5awF915JiN34cd97UmM8X24j3hL4q7BcChLcMuOaUtKJbGSSP3c+i4ibkhTgcx/cXp5BB8mquOfTqDxABt/jWsBF4nHdgx6bxTnZ6G3ZmuzwbYPT4+03XVUVj94J3mQoWlDo90GhAf+n1B2DXr06Yt/0h2/OlYfZTmIM2JIoehj26bQlNEnl0c3SQ4LKyQ8/0mD2aTfw3aKqAk7cjXQGeMneFOPfbkOP4V9xnOBH1CViHOg+NT6LsHgzcLYV2upgAaskw74F/a6a/bE+kW7PmwswaMqrHd5N1afJ5exeElEjGnekznLmDUJOx4uJ7v97JZNhjS1TLUOAFJPFrS7q7HslesZ4Jd9ya7KWPxy9PXwnJM4SayajYZNsTmFex+i3ffBzi0ddgZ7I4MO5scw1rjdCLoWZprItRwWYb9av9h5MrB+RWYIspG5+OwiynY9Uemh0VJiL2fi/tgvgl2omYU2qofWSepp6/xrgk79vxh2D23Pm3aCuzwf/hqx5HT1zudVjpCMzjP6uDmm2D3CNlT2GnSWTZOmseAin3NoZVC+Xw8MYeKz457VwW7YQIiMcE47mK2l+GhIp3IMnMNlMPEGG0/ALufp1uwh2BnBfuC/5ACU3jSDmF6k2Udh/uQmytmRZ5N0qVxzvd7iW9x0oGBoMEpabEZ7EzXBxgNWBpXFviFwYMDZxtgl2bCXztWoacqadFhuZdKGlfB9eFkGXYhcvj8XNj9inwTtvK7GyzoWNNxEzGlKS46c4dhO7lpB5FYX9zNwi408V3TYZeOpbRJ2K0F7LDTdFQMlyKl4fl4WYN9wtHler0Of22nac0qT9eJ/b6aX4c4q7Zv2qop7uy4sHgA0821vRTdgj0Ndh3Vk5JoViul0TjmFEqmMK270FhfS4+jBeKkxSnOFWVL9ccbK6WkXnXVgAywS7s77l357yimU1JrDuOOwOmHElOGcBkuaeXQpzlLvDXYvTLg0J4Au/SDaIsfOmO+r4z6MTtdDGfZP0MxESYiwjLpvHmAXRr/fLwcURVKqfLytpUetJHCrVSbHWGH6aX7xlNgN4W54R/6z3aKTFlurr8+Arth85u9Wn3atHXYhUPxLLymwNThWkddivhNmdaJMGTfg7ALx+F0QzBl0pFQwShkjoMTURiwy62sWIe3PKuheyVjn7RhOms4N/g0lV2HhqKtiK8XirMNn/XypnE6EP+LdAu2+Fu5Kez6w3gBTClBQg79aGk+w077carEHiedkfIKkGUCWn22m4ljR+ikYE2xfj6eQPS/9ECVTjcYaUfWlbJOTE8HbUqltFWHR1VffXmoY3bmplu2rwrT/+75BoBDeybsePowwhQlU4IscFPkU3W3EIqzZQ6uGe6UiAbcTfuws3qceBBsjoumDzaeG+Pver1e7hZaOQofgV2FnrR5aKilWbNtlYaNUCgWirvDD7OwCyndpty4dj7/z9sADu0R2H35ZyuO9qMISX2nIci9PIsgT4QdBgzHgLmjwm0AACAASURBVMfztOM+es1uFQ5fxTBAnPHhvYKdEb7T5QrkvYA5ZC+XC6MQmeh7mhj8WlXJdZmEWoZdFSHVfbp5UwziLA070TzQbW29vbL9P//v/3f7exrsbLTrZxHmPIWtLUXoxeaR3Yz5xFQRBPgZOxX6InwN+fCOztzEVaSX6MayG9pQwWErVnbuENjXGfMPjlLG3HK0Kp+pyNy2icIh7FDBVR0N03txc8b5lCeUsQw7G8FiCosigSeC77thp3MW3QU3PJKjzsL8H4Rd6L3yT9NG+RaUnXcRktS8S1/Y19c+U/ZE2FkhkR6BXaevdG24cOMTcKwK7S1gh4xzW4SdZaVZSr2qbcdNd12RYo0p9gwEp3nyZ+E8TBtJFzDknv2KJkTmXT/QzefiukLA3TyRdBgEdaiAHS54qNSqwfxEWSc+90PhmlyOPAs7njJcLSns7L9bah0Or2DMuwdh9xXGc/UhNMQPU2Tx7gJE+kGGTHkW7DjPfmJTaQcHa8MOGRR2+lSUVYDjhAPsDECJnbqzXMwvPWI58zXkiZU2FTCNUwmofqihWyXf0uPEkLlvKe6eqews41cYCemsJlw4VBjqU/mn8TvWjBPS5oazYe1IJf8gUtWAuEoyeheef1BwYRnDIjDsMJoR7HA94IewvOmCcHcLQu9x2ImiNZ07jNzp10+9pWDVmk6spQ27g913zkTcdQAn/Ku+9MQpalS9dFLSKBSpap+OhZrOjthyeF2Px4Cq987g9MsL1/tFhlT08ZRU2aU+iDZMW+jNKuFqjfF0ESedMqSSZrEV9FmDHco3LSSby54u/l+HnRHvHirLeeim+7TVBKn8U5/hdO9lGXmdfETbIWXWsnJz2F3hZFbIuVJtIU6VYZBv2IXXm+filmCD9RYGYboD+DrBWvh6uMo8/u206iuvt2pu2nYqeGeWEKHD5uLxrKEwH1pV2G7YHQzHcBhyKYkWYCema2WxBpcQod9KO38f7K70ciShgzCI+4frpykBb9M7sOM0LIOdh7V7gRyc75bcYVcNxeHgrKq2oSgTU5oM1Qo6bdt8eqHiqShRQ/MNu5YJzM3CjptoOohexFdt3GOn+dBnCPSmneH3sK9wL7GAHS/Rbe7laGGuHXGGvNOGcZCMGAfXQ9CMIOgOAZuU6Q/OdGx3ogWadDqqomGEVMFVOegkOWwHx8HTv/513jnsHrqp+Ga8l/MOjbN4egU7zQWBjyZkq7BTsGtG7i+XNocdrsmwR16P7xHxif6gAtant7kMuzOVxt4XX5oIS9ohI2cbxObdMX9KbKEeTE1rHwG7Karq3PTjWbOwqyAu4lSY42h/1PC+4meds0t+M7sDsvTzkAjas5rYAWiHns0kUzce8H07Qw0boBbEnd3BdDr95/Z3Pv/P7QNGu30IsAvo5LB2RGqVqtENdEw67BExKmCnAbcwOAXyFurWNEJoksq3vrpM53pi1boaCtV04hvADu3R+wZTRoSJgiApCzo9VpHD9H9vA7tevxx/CD4HTcpN/IyPsopt5PzCIx9u9EA6o2sUKeyGRFiDnX8Q6Exp0gx+Pt4Bl7o9Aru+8u14btiVVsEu7NxpQ2ZiR/KkYK18/v3vf//v//0/++9//+//+fe//w2r+kC90+k/gnTh641Kw3F4htN2uKED5ryyZthhNJMjv1Ov6YYhcx2200t6a4jOZJZ31VGneWwQGvCdyli058DOiuHRKR6HMjDtTkzB6Rt2CLuwngPvvNTVxw+8mFBtplAjX8Gcg+ER2iAk+UcnOjLncdj5dPxrNkyfXuinpMnVcQ5NtINWeR39/ufsCY+/aXHXKUs7lWk1d8OuD7tAN69kb2f3brC73SXOpW6AnfXEiOs15xo/CeuwQyUYYNcZdbO864hTzYvh28kX4DtUkf3TCENVqJu8H++eA7twksUmlV2nMq2mi/jX6/WTYff19VXBzkUWKztWfEHuhXtKxIkhf+7Cz/SlG+sMr/OEvaL8OTFhs0pKz0oXcKo+XVOaaSnNiXXiCIcNu0WrmKX1HUrCjribnW6k7L7A1vAxbL4cvNl7vzuGnW8IZpnfUZySjiFoWbmE8i1c9BC7wfl4t11we1wcVW7D5v5BvBxprZdOk0AfQcAqSIfmVXe2YVeZrmSrr9w8nVtN6cxC2OHgX+BRv/l3wM5jpml0IHg7ZxdWl+/iQtNVvAug9IHhw+NKD//rwxXA7p/rsMviqOMWpqR0w/f3DoNUAfuW4mZY2872HnqxAnZ+E/t72NNeWZUKtA4EuVXaZNh1ag67MPIfhN2zPNcC3r6KJUodKtjh1VifftNuFezg+unhqq4PmCtc2w2XWdPN554GsJs9B4cLNWzI+KhejiRa6V4eh91sj83eK9DrA8Ab2DNhV1GsItcaDave0+kV7FgEMTvSialP8HTW6Jj4lSMEzz7sqlb//ve/g85yQl3vj1j4RF+Bt89+a4jD7jYXi6Ab+HzYeC+X4+vq0m2HYjA8D/t4JSgcFi4vNEXWMqmxbarsvgN2lf+GXWl3Rn3xkZwLVWrVvfG46jqdPoTdsCpMgTVsrtHDXJvSaMuws/vu65hDFXab7qvO5ZtP5DI2YOUKZ+gwjthMt03vzW/7z8LYRhPNw+NZU+qvmi6YuAw75vVCwA27YN8Bu7nLDtw2NHk67FhSCSWVUlJ7CgJWMjAVgJhkE3Yi8g12fEMJsi/c/oZktKMkDM+iXY+vn3NuXumndtINd/7nCoZ6p1PTGEbnpV/PmjrnxXPXMg9tQ0ePw24KzRt2yhBY1eeqIXqiEvwOZVfJn2+FHcepYKenDJVdStXbrSe83sL7ndLVyFC7+aNCdGcfOU7J4z0lyVld/3yh97kvDDbxdvKpgEPdV8VcU2EpQH8AdthXepzo9/ji9vzf1OA9uFmQsqxD6/TLE4dXY3934hBtzXJ4iOz/hcfF+PEs55fVh6X0brtrdrNe+MNzfFaIfSxgw13HzcHWeTlSX9P1+62o1I9QeXIQFM4Phk2/MnA37AYmBN0U7LD5tTYdvLrPbmFiVYSGiaH8rGYJCaZTYqJVpEuVnZef1+y9KeFpVrRQyXqda/cB4zGx7MWn0M7HU4S3zYcFbMjBc6t2GHF5oVIoAcRVZN1v6snUa1bKlVsFu0eCd0gX9ooNu4Hd9l3L6lDBuxR2VmiBY18lB7/7CYoUNK/5F56gYDlm8mLCrYnzyytZg6sTBtWrI+90fMEUqbmrUw/DpkgaPp7lVgmiFILiT3TB3VXUq5oM42u6dZpruqXOG3ZzhorMZvQdDzCeXjVPOfitsEv118v+OewcWL6ikEfIKV7/7mn0IjyHnXsGnnrvmf23gPVHLzAyPqHVRFKo+KbUFkfo0DCdUkVupjGMNstTsR4Cr8OH97Dv+h3cADsryJW20p+tPq/EE3/iLXF/xxBJCDW77+UIGn5S4gy3lVRn4lDlhSBneE4jkM4Z52nMPoJakUirGx2z6TYlDKfYwbAWPlVfDDh9eLANu1kLBWyTdxpwwlmH9VmXo/lcfhWHtzodXwRyvf+uIFaCqVY5nf7z9RVXL64Wbxju1HU7HZ/EPEOVhy9HQh/84GTxaxFXeA069uJCL10PV3rVXfVkRaoQXQb69Vxf8Pua/Ar1Kd+0PGuP42ah69DpUBUOu+jATmSbwm6KjBt2XWPYGVEvbRU+8Ky0iyqsjytxQiod5AFzwdmn+NDl5mbGvGM+on/I0EmBpDvD+TI03FPx4qlfObV7HZq2deae4C7i6/0aAiYWoOZq0aCe5UVGeYhT+LcBnwK7KsI3wS4oo5CDQMyQhk3iVEvaSYMz37CbsxR2NuKdVn96on/guyu4LX5NVZVfYwmzEAd4bgs93QFhh9BEWZcKw8DoMAY6sPOUmrBDccd1q29NpL8/Q4ZBvFN8BuP2/1/0dqnbQ2a8hsMS9Y2XTn8VcaY6DZ/78k2HnZKE1ZJ2Mtmwe9QWeNdEIU93uqX3iw3RGU5X+SPuoSHWm+EsPn5G2IWzY6gEQwKOBlxpgoNhcc50Js65g4ml5QzCDpVaesnCAYdhvbL2pTjdy1JOPi14eVvMEqeq1BZ41+9aIKYZQUQWSzREYVPToTMjb8NuwtKBbQSj5iyME86++UCyo6IJrUQ0o7GN3MEBiZUsLxfHwQjYo58EvAUMGMXP4WB7lr9VeILz+oGMZ3gANugR98RdHJcunKQzOMY43c73i6eYjy8vZni7Apue4PNV0VdhQ8Sw+BrG7HTNnk0V1oxcwa7TsC8J7Qi4EGQ5/1ezH4Jdyq8KagJ26eWFqq37CHQakJElmDuEUssrWY7MjLtVsnhW3ulgmbp0XGIaXFkEZwecrovDur01uR5/v1WvN5fPt/8nuLDglyD4ABBYjMD14wquuj7s+qptSnP1ORu+psKqE0oEX4jAR0ec3tGDYXHewL4ddlaLu3SK0fgPgMNBnjbEIS2cQ0M/hXSbEqrO4B/qRJ/IetDMvr6+sL4OQULwUHLaEXZ4nE9loLPDKYbrIaWh68RKLYZN4M3T+vR8fHUKbnpUdv4+KKMR5cgbjrTUodPkWbBLuVBRYxgtTXW5uWX7TMd5w+5RYwyFWWgX+O0CDpXqDgyLH7i71E508wefqMJZrKrCKSe0NIdABF46dMORj3sky0OkMEOfYXdzDuMqzd8Nm5/g+TODm1ROxyvUyE0nHdbaJ7qfLjgEqwbhmhxbiyNYlvJlihqCm/0IfdgF3ReCzHb9svZzsEt55F+HdHBj2Al6DqOlJ4wCvIwUnBHjgvbB8c93n1gbdpgM774XOimJ0Anr5wJnNoMY9OCooK/Xa7j9zU/Y+Sq9Hn8lx+DcH+s7hF1YA5bx7nJ/sUpYIZ1CdWjNwT90qNRlxeI+jpdZmR4XN+zsx2BnxDuWD+5mmdxzCyM89cRe0t5vFkpX5FT4u9KdtFzccRNflsA7QdJUzDLsXNmFAhAZ57McdtejAETA+ZCoHj49wYNiGCesYRxavB6cdLwSPGc8ftxFYusnKWal03KotPp+VnCMP9WK+w3UG/YYPM//Pb/xc4j4bvvRJfHDO6qM26wL3OXvzlUcbC5gd83uz/AmgXQGsKsCBsyxG5IOp+ANKKwlUwnGYflAfTmexQ9rA6e7DPTkce8PL+8NmhHz5Lr+dH9Cw5UdVqDYJKRXreozPHvrRXFHYjxSJ/ZD4VbQPsPe9awp2FUCcyqfsE427OasOvuDPjjCca6GHc5lT+RmSqWQiVOMR6ALNx+3p/v9IiEmjuow6+vr63pUVdgqKEfWiQYYDVXnLcgZHnr1ZT/ff1ziCmcJvK14AZxHxrVxhco0hZ239el4XHFZdzmePeRNY3fe4airPEOroQ87V/Vm1apfhy44hK3QDNgpmWdh12H6n7Pnwy4ALsyteMcorGBX4ZLdPJ8wK6gqxNCFzOiy6fV+Yj7ENBCAocdbGVvNDWloZReQ5wcJlD8hf6eeKzhOA3fra3ZRFafgqgjcDzITJeFNI3Rgd6G3PFUyMM2/aUL4dPDRDK59RL8PpiSEXuUcVsiGXW4V3YSqSoOgIrNasqUMraYwlVArYUou4gzAlI5wo0cpuEbDTv2cXTViBew8W98jT/D4wfn+aL0Xp37YQO12PT7Mz5kE2F3g1uKUfel68Di3BJxoDr7T/UdmOQcGNI63Ie8egR1/5VmzI38Bi0O6hQxnK2VNRl78Dbv/mpZv6MYTU3Fnxzvs2Sd81bzD0YhIwj/MPz2vhEPLT8Mx0dJlScUdn/BKl+5yPF/mn3HI4ZmyMzyHcD6+/e16rG1TjHpwXMwbNANh02xD2PPxpuIzvIg4UNvuJ0l5FwoFLIq76jQfTxyaoAmLvtkuZsnYEWJ9BomAQ4WIi7xhV74Qqe+ZEi1Usgy+iggYFj+gc2BcABkmfDpeQEQfHuQpuUzCzgodyvhg8XU5PnzqCQfAoe5DgaZhF1h8uT/kr0l3PRb13pd/vZHOYwbA8TKyxDjBtePT8ZoSus1aNeyNuLBAum+CXTPss2DX6esP2ffCTjgjTSquBcB5w2t2js+IcVeoTMPJfm/CVAq1bZgS0kgjpJHDV5G2wd3CKD/P5/+5PU96K0v/dX/SPpzLv96lmf9d73cCe9ggcp2M6XSepWHHaym8nhMPNv5BD3jkXQrENRMjf5l0JrGi/cVyPUg6k+wOs3glv4f9Guwsq2cvxxvuUthx2EBGBMR9nH9hBcQf/OuJrjxgDpibw4jjVMF58dMPIf/brLtq+0LIPuvv1sX5eB+ys8lBE1aUwCLmj0LsfL9+wq14BRpcgTG40Q9Fqz0JdojRB0lnk7BjqKW5TQXUsKs65bXR6e4P2W/CzrI7jS2rRjXvLkcjXH5hccofbs4+5rnWu5L8ZGehEP1z9eJiXwRHzO0/3x0SCHU+nrbnUREU3zn7ORvEGW+Oe+V4uNrLmPbkXbh1CHsa3UB3zu74Q3n+yJhMdaLByH8ksvXYJKgkclvuOuVdutts2P1jj5+2cxOww7msAd1CNHd2Tp3oJXThwwmegkIyXo+PgrJhNc2eAay3u+28YViE0704RcAFQNxUUijuLnCBhVUJ7rIO07ASsOBFBFyyk5vn7PWcV1CCBocZzMQ/uOc5K5zD7hGGHLPSZgZnANwsa5r2IOysRq2OORSkFex41obdP/ZEcWdHgWN0/h7nOimqsNjWEWBUb1aVbEjY5yLCODekG85FDWL3158goK90g4gdAYcdne+3swfYGVxX6cCO+eX+2Kk7B/Zd4AYXRyTCLpDOg/NICzLNCO4nOl1omb6rerEj3Xj0iilDcAhrttWkayY81W+lYW3DTthzYWd0e2rQDtfjlcTgHOLcPpzup+oYdpp0RrBzkCE906Vj9l3g4qOXsVq+hbBOWJdCTgrfHS/3s5Muvizb9XFVhDVwhd/M9roVk8d1coUXDYRD0R12X4Ey4e8Cl0oMqBcswC6sq3N9cXZK6/HXdGLTUvU07NcnVtuuH3Cq03RFbdgd7Omws+OdvVV9qqf4RCcdhu2MLkw4FLOYpFg6BMT1WNv+6/Sfr6+vCnDODgwb+gqwMygMr3ATr9GQ81LdnX2uZ3i+V6C+/k/He4B9DWA966E8SPo0JQLIw57oHjoeZufjNQpeb6ESxzHfGbHMpgpDOo4I2ImWKt/UeRhzAXadiW9gvw+7cOrHLbg1J17hIVOuyNLaJ00JIwd/hh0D+gSvRfoXCEn/CwzlxblkN/H5XugNHXYGY/UEJ/4dIrgqsC+n2/l+B59HRiqFxQ+8u9uXHoq+CdKzCrjJtDAMfNQbVA9dLt86nrq7YRPdaUofHXNZTm7YtazPO/as5JvJO04qVRX0BUPtSq+Z1IYYSv1TBZq+/S2Q1yvZKxmvAV45N90UoGDHdz2l+o5hh+cHUNm5P1IJ4eKIPMFZwhvpWAba8UKEz01hZ4XiTgdequ+EVUKviQkMMvTRAYP21BG462fBjrWwTxcHrT9tPwE7az9eZv+oqq9rUaXi9MvxfJkVZ/cNBqfO0wUXDyFWoEZn39yqNPD3KNKuKwK6naGS9SlG+7F3jUPL6YY1MnaEzgg7O+IyKFMHZYAdYi5ka4QncZJhCLsm7zCrMKXqpYrQn1v1tSYhh7zupIfcTNfGVnbRhrDrA44bCnFnUEhe6Lyej0Dc9U/wUibBuyvUrZfjuXnsyK+cOuBwbhh7YdzeHhqrcsClvh7va0E70T0uVhzbT3DxFBe/iuxlqXeRwg77PcENMUFgMnAxVAo7/uD5VxH4f8dwPC8M7z6q9GFpNng6d1ac4ucKdjrIH7Unw66i2yzsLHu+4maCd3w6DIsv90xjOgUu9HR6qE85DS/KAmHTD+lb2kNWGJYtnIM7xxNnCRnP93vojJCKUxh2lUGrf575xcooFNpo5/vZwLBQtw8XugSsYWervAsJ91thDsPpDJe1sCJms3lYUq6LH1kbf8IeesUTnv3R8m0Bdlacv/PPt+nujGeUDPiFZ+6Ydx7EMXe6X1UQZ99O8LrNK5S9boF66CCeo+Bl5PV2up+Sd3Kd7zdz3Ix3VpdXFRYDmMKy8Oa4f/7yX5PwU3KBdFYMvwA73oUCyCrd6h9OcJMKdycMR3j1J9o2p/QJ0oQdEmrYPPWvwLdhl9tUfbrmqXlnR1XlZ/p8p78e7xpB+XCBXz5FwJ3uVeowYcfcpfeA1On+HEUIkkb2PIPD6XiXrwPO8cG1Eiq18/3kGvYSpFkKOyYd+njDMLarYZOeIhCFrYadARP7vAsjfOjZQWEKuyl89JVdGnY4JaVkSsD3sycoux9wxrrJCHZOOqPb6/Hc0xVecnmbyPUpijWRcBBrRtU0O9v91KH/HoWrqvCHi4xUwvoONZTvoJfjKbNUviHvcDUiLMLChuNNSro0Qhg5KJ+9Jggrqvp6Pr6Dnh181TV5N1td6lAahc8lnUk2DZeLQVl9fj/7G7Azea+Gw87LWBRcSDfXOHz2zUMZ3KrCiTGPPGEWSv45yMyQf9rFNft1apZgOKgu/30N1D8KjlfU9X41IwXNmW6p06TzNHwxXWbecnMupwcDDTuc4hFwKFZw1LxLAfH4CEeuMT6WheGwr+qDCMUg3rBr2XeUscL5OOqiMrLj2R8sTvHn61PxYoAko5NKVtwCdj2eXAvxA/WuxxK7WnCnc1gVKFdPx3ccne+/MuF7asrT6/3lJdfjXXWWwQ4jAPG+DEYLL4szLpzi8GyDHBbwCold4M3Jlb/mnVY63PWsVfzSwadoGNIOX5vLwsGZ0W9pfwx2dpQbPvKRESc4+8ZKEPUd4gBl122K807gKUUSopPTtuNbi230BheObHBdwkmHAsrlW5qty0YGh6MwrJkb5sJbTFCgYf445MKq4+F0KX6SAs15F4RnCruKd5oaT1F2YemCemoGEZGbf81Uud8Nu4F9UyWrPaks/TK4/S3gLJi3DQ749dZLOIlWWeBdICa72f31J6fjDS5VZAxrdLUBd9PAqQp2jvUL3QMcpJPRJW8nTgXoNE4gFA6qWXGHPunWCWwN3bE9AruAGCGvmgya6rfKZIGJG3Yt+7HTdjy67mP+n5fEXaHCrSCF2icMm8C+E/yoTRA7aAi7cIbOHa7HE3DDHxvDyBd6oYAng3un94KMxn33elSFp+PVW1+focltDXtfrODYgu7DNRxIZMenesUK8eoY3SrYoZo7Z5dcQg78WVulobAq/D7YBZimqB0mn058b9LZi8OOAce3v+EgNxgGFaE8lAMRh8eJwmLba2EeGXOwI+bsOJID76rIuGi+XB78DC9qdxh5F6fjQ/LX44Xs8/Gyqa+NQE9/4vVyfBGe1ePKxZqWXUYn8tMm6ByWrtLdYUFYrqaLoIf6sE4MCzIVfMGH0bZhN7Qn/G7ss4pTawDOPe9IOjxXb0fYhVmcxpXu/PDp2DaFJtrNIRR3V5CZHA3fWixGeLVQGBBrkAvclWJAkCs9GnyG96cbEP8Mvzzrr6U7Fdem0+GBcEn1HU4JCWvYhe4q2AXP234ihJhYlj4FdPX6FNgFtKUwbSI7nZ6+m+ud7Edhx85Duv2r2PuDHLscz+IZoSFIMJ9YCQSnDDqn1Lscb07GvoJGS5WdL0K6mJ5GujgnuPWExV0ocnF57a7mMHNnJUpF9+/DjlnDH3B5vZIVvEtRwhsOg3B3mm6MkimlU/n3BVeniyq3jorE5mnyG3Zje7w4tUK+VZGRUDgUUcKwlrHiCbNKIFyLB1SRX34GEItfdMNQBiOZHxoTp6sucCdKAO7p+NDCOXuM9EwXWP08YPMvXQ8en6do2IWvGHmIDD7hULEsZauAwrBQFaZbdXjXLD87am4Wdh9Sw9qPwa4PuGFkL2BTgYDE0Vos4LISdxf5/C+qtiu9F5OjCXGX5mCkLnluKFovx0cjzvf3pzPCvGJFUgdB573M/gXeVYt2yu5nTEf15fjTZQYbLh2rqbgzQg8O9eUB30TVcoRKjlVtqylVrf0Jss6eAjvLqLRcn+qwBjtuGD8Ou9tXjTwf3ghHDpgCju1a3+nSN08s5IlLka4NHKtnuD8j/Imu/eBxlvdqdMSdV5FOzOEfw85Dnen6L27lkCrzNIWdAeCamkhbUxYJN60Kh0ptGDBgMYWdSv1d7Jmwa8q3ftnLnpWsO90fDgv+jLwwwE5wlu2S/b7MVb4RwGNazaPg75/5jQCAnuQzk9FqzYUa8zx6B5Tv7ijKeAyI9RCG04kugFbiTiyCJ4NKE9HmfWEoDu7Nw88AiaXoW58UfTZh5LXqOIVdqgQ/R9bZE2HXl2+z5/jwq48Bo708hV0Qbie6JeV0fPriml0bTRNG55O8+Js2tPrFdriYHio9z5hKNoOLDxJ2X7fBf4KrHPiZuTCEXXpGyeoTBR42HGBOx+u5iDxMEoVbWHW4RPhXZcs5d2yq+F2uOtd65+7SD58j6+xZsHu8OO04h102fOCCKPg4CxxtlRI8Ha9spOfp/HMI4pKqWiKXgVbzTigdIzq45Lkfpf8LuHP2UoAb5m69nOEndbDrFDReVFY0DMOGYYcfwiIEoY2qjWUIitAgADHz0DvDjnO2Gd4JeGl/bsLL2Ak7q/twila472rrsAuAe6Q4bTpz6YofKth5WXc5/v7s5f7D0gFMLgMRjtfipjkjwYL1b4o897/Su+1Czhg5PUUQ5Jtlmg4mHh5udWQw7E50ecH9xWm76u90fDUA92jFIY1rYY4cmqTrOVQDWlg9LtM6rSyDGqKnE3aIqjRgmLhhl5uuT78bdif4KVifEv5jZBxa2ARZkNaA1+O1gjDXqIDVS6d5h7ALpevp+IoqA82Y5uN0C0t0ph+LQmV0Ll6dFMZAcE4tDF33503g/qlmZLEW9KOfr6ioF9I2CVBM3tqUST9PNeSVoD070YSDpt6H2AB2/fr0kTNxHc/q0B1ghwqCeRQ+X0fmPpfjbwBxXSYWDcEUmq7FhwAAIABJREFUWgUR531d6BExzwFjhnzO91uL73O+8LFW/8AyJ/COV7VPr0aIx0E7F8+lphN5k3Fx6n2F9R/c0goAjiX5Pt8vHtPPHatgN3RrRqsiV7LuQ65LuCVLO3UCzu2bYOfOKexQvmGJJ6pdnm5m4W0CgXdGxSnTEO2S/TraNbuEenv9iZfYVxCVupewisLcM73XF+tWTCMUp+5TcepCL5Xj+hqHUxN2J3m3nYCdAcvsSL1QvbqsS1PyyEOCiK9D4zKWF3CKdMIZHdL/nybr7Aa72dvfUvtW2CHphtotHUvpxLQ7Bl+lAasI1Wk1H3IICHxINkQOU9KVdmz3hbXezaFCj9MhJOxuYuku9P7hlAKCLJxJWLpA54ADrotDRyn1EH+VCQosSzDOqtJc/YAadiE+9/iBpDOzr2W6sX3faTtkhE8P+677cISqBB6m4eA70T0rAoIsUjD/6/GtyBg2ZSvGqTDKVx4CHbgCHcIOURXqU47Mq07MCqvFu8BFqLhsBDsrDmYY7QynAq3muDfpTFwmXRWkDztmpUgshJ2l6jvZM4v2J4q7MLrSY3I4v1OF5QM70kfM5b9KfIUer8fHTlMgVmY0FEOnx4D/XGB1IuBPVhvUqvg/4INV1am4vJA6i3K1GlQpnnAQ8rY+FfejWCHu0uBcy2tPn5K6iSAckFulnzth+7BL8fqZpLOXgl2qHex4TY2nh2HD0s8eUHYhPQ/iP+4TBF2K0SnYdfxP2Vl2zy2tW8N449rwQs/AVNxJYXeG6x7YisdVEOMYhIvTqm2nkuW25+Nd05Vns+JrUklLuTSUjqwpjHVrpSU37J5gs+yoiqNgKexSrYdphBHF43AqYeRXiBC4ZvJNnLV93f5O//312y9UbWHRLBvYCI5bnAu9dd09fUhUm+AEZS/3FSpZ/BBWURBr6SGHBWYlFTGxfiVrQDpMrxr2Q00npvvcfvDKrdN1CjLcIpt0aE++9jzER4duwVzI9GHHaEth10nYm3hNx+Wtux0vbnylf5j/7fPtbru0cOaOhrxDHKQVjXMQl53ZIYrKFHahi5BMuqXC2GvCjpO3bCvz4qRbrZI/NoJR2tGQJqzmOhqzmhi4pkk6lLRvbz8BuwpwHdDcFdMBduEQHZyraoirp2YOIX8tIjphQ+bNn6Swo8AUQDQoDFG+BYikoMG+0CFdadVo9AXE4jH4pCS9FK90dwV9Ob7+JCScrsATnOyr9hw7siAFR/WVl0jbkKSiLyHlNAQ36eybYNesT/uwM9BrYWcNE0PYZdhh/kPITi0dp9GHHYfl3Hx1peIuwE7w7nSsMfuws6OSGmqZCna8C4XkL9mDblUyRpuvWtsMCMG+BYikPB36h89cseouNunsO2DXr08XYIf7qNhr0+GRQso9K0Bjd5fjHX+aTUPY2ZF3HdKlYX25GNDhmJ8qO59bwU5LsHQBg6YLejNtYtklePbB5F3lVT64FOlRgc+KCnhVEFyA3TIfjdahKFcrMn6s/fQ5uyln3CNR2dnxKG0FwtJdP4xYLT8DTwPs0i700lUDuA87ywDt9V3IzZF0vp84S+XA7cMQdhhfw84/n6GaTsdbyL9S5fz1fHxI1n1467isCz7BWQil4JMuSB+Fa9zR/aYOW9YFe/7DcU9Udgi7YQ3CdVYFuwA4kQbDkcNWkKokWDplinRpcVcV12d4EUAFO8vOgqXaUMOOt8uJrupqBY1pNJVdKJYXYFdBJHxd03Fp80f+qshGGxQdZhN+S/tN2A2dcb8MZWxKBxyK+LmqjEQOKU9DZO5XhK1wJhYHQyEdKvmT5nyBs2AnuOlkOLxN8o6XjheERcdZPlYRImsFfaZb7RhqnLYd15JIpkIMY2XKZtHDIKvwx3Re6O697XVhh+dW3FlLoRRwqYPOQfNUd11FnoJdJX9C2A52L/cTW6hiqjEQJgZeIDjSRfMP53v1erMAi6r3KdhZwbsUdhzqlN0TM5RvqXRqWkB/s4noTpDONuwy+wOwQ+cKQ6jdWP6EmCIHrRxtxMEqshBuJzghWNEtDdtksTuzEOBRfbmfXMO0U9gZncG83F+IcqZSVA9UDI4YnYWdAe8Qu9wcuXOC36bgfLjHoU9qYR0OGw7zwThVqpt0wb7lhVZ93g1hh3fh4jkaGz1eNqXXLu3LrB0UhqUT0RDQ4icp0oYiw8AgA+gE3nlt65AKJadl+uJ8f597OEVQFcKWDcjAXwG7agUy7MLicw0bllrEr7QST+yQK3zWTfqiUijQ29+nvbFO2y/DrnJmWYejK2VZaN6HHashDbtLce6P27In16feex92evGZEZgGizuDtY1hQ02HQPStgJ5a7VZ1K1dbJ7qyPAU7g1WKMRGsvGtV8cXXzqxKoPX9uYtAPQG7Tbpgrws7OwIuAEIEFFALH/xzqGR1cA07I97p+vT7YGfFqhCjhXl3gsezbobUQ4jg5/Bn9fA+weVahJH1YBfU6AnO86ZppKvlVLy+eKpo7SjBFFid+Auk2wUs2yvCzovK8P4iPuanFpxxYnAItR57psE7xemJbnDRqd6+dnjHdE4d8CvDTpAoJI91a5ByZ7oaUCVzpgJZ/00xNAhkXKvVsF+AXYcdiCSNM8Zoh6Qd+Poib1nH9l1rpM+7Cz1hZscTdrhTXuprFG5Cwflnbt7HaOrJ8m1IJZuHXdCMwm3tjzfB6Xhr3s2CuOO1kSasCzQGbuBp1ZaFdoBdGiHA8SmwsxG2GHZNCVZtgjT+Jl1lvwY7Xd/xgdp6sAs4SIOkzYfFKbYK8ifN3xPuBOxUsozXMBf/wnROw2nl+Z/pvSAdOGoe9WEXHAKwqvjn4hpFqGpTcYcrP12EZdgNq9RUqemYeoptTdewH4VdRYdq3Jo8A1UdsUNYDCXaNmGHi9BUlxXveNEE7KqEmW6WrSLENJaoPOqwMLSs5kX/ZQmJ2aZMuRyvj3sCX0e7+Yc17KniDhPogLMq2NkMlQKAKtmVOvfDVilt0nXs22En5A873+x0r2FZpJiEXUoEy/bmyjPNjemma95hXzzdP1c/m42fU2Sk/k5n/xA8UyWSKuJwpiz01VnGy/Htx2t/XJmiuPO52JFlvEPMPQ67ppSbipl6VoXwJl3HvhF2GnDBGb8i7Hg6OncQVu3NYQqGrQDdgV1TM1aZM+yEJtKAxnUldChSzNdwgIV7Go1Ap0Y6eoWIq6aY2U213ZLh3xE3gNrp+LL1SkUiskPaQ9itkS7M8pWW1uydtlYTc5Ouad+4gpqkY0/eR3F6H3YhjnC+HK3KM8BumAA6Dz1PUMl25JtJQIe2gs48Di/3U3hGsEN5FRbklJ1f68MOi1PLbvPm5Lm+5k5T3iHZtTLVsGuiME1SN2yqOdukm7GXgF1wTvdC/1qprZQmYZBXgEPnylJVFcaVXrQqVZ/IgBOw04BOZaAY0ogqrApZ2dnxCgAvHVeLHOFmAXAhf6HKMSD/MSKZaO62DLupk26MvI4exK+BdPh5k65pLwo7r2EZdhyZPYME81bh7FVo+E2wsyPvcARywRWqNo6DdOuIUJGwwboK5+OQd+gfxmql8tIq+LZ0Z7jIIAb8aXSpVyScsq86kAxhNzU9pBc4VWUoInO5yl+3Ne11Yeef8UMFu0o0XejcfFrjdBLWsOvXm5Va8SleyXrbSr5p2M3SGccSrq6qpMIM05r3NgXlG54N1KRDZZfCIkwJdMa9Rei+oO/Y0r6GhW2nYg1rtcJfJQk36RbsewXwwmm7qo5jvYaGBOGzV+yc9qUTrjx1nYXOQdZVXdygUAEujZzG0QmnCTCJnBfB5wzPVPg5PmeHqE+HsMOwviCVDvJQeJ7RjhslZXoIeCpe0Z4ue5qAyK1qwhGqJJt9bdP2KrCzIxFwOpYhadjL8RZfLg/7f1PNL/WdbrxoPPaCqHR7/PUnFU+bZ8HsLtZQB6UFrN3rTUdbEGKpLgsf0Dlk7rvEUE/1YccdCVVlIyU15E4Hdv3Im3SP2J+EnQEdhqO3mpU2rBJOg4SEp8jIJxA9woOwE4M8reWD+XAK+LDj4D8d69OQgBCGl+Mr89wtTbsCLudsx1WBQdKFxa1/++DKjqXfMnQ6HKyC2/HAoLXtto79MdhxiVqpGGxeyZ/HYad7D2oUARdyCH9+l9kQ5QJ2dgTfSd61EywdXXhhIUg2jlxx6kLvB003NwIXsxW8m4IdznLYpWRf+AtBKhMlKgfcpHvcvv41Ot/0oM2etqsAwUMigEYQR9d6Hd5p2KUOp+wEovDEZIa3Flea0Wich/WplwjtNrScbp6SIyzALlVnOD65EE5XBTZJV1pV9Iml0+IOlV0QU/i5D5o1RApKbsw9xV4IdgZjJpybDwPD+dU5gKewEw37sDtld5lVi6BLSOTU6YFKllGondOAfuX0hjlWFic6iRaWLlAvBLkUP8N4phtN0g1tRekX9HKIE/zDCj9NlrEdE62GAjDM3aR7ir0E7FD+pKMUZUuqU+wB2IWvC7ATChQtHbfcxYOwCzE1yl1Ipifgbs7+Ew1emTIFOIdT/R66y/HddkY1L4aqDhKsffjkhlgtYf2c4JcoZqvRyiqg+yJbAbJlRblN2+/A7nI0nH6qn4rtjFs2LyeFp2Bo1aQ6eyhsCDsce33eVTjgohKd/eKp6AhXBco6nFIhLK2pWdkJjJ6LJzQ8NzSPzP1WaZyzNxtbVsku4CZFWIdiQUfvpyOeaD8Hu5Ru7KyVHU55LuxSzxAhKFAjfmneCdhxWf1E2GFMlm9DKRpiptrknP3QV6rH7Qi4KmH3vBzfuh52oZCJbxeGZioeEXMI8ZDDg7BjnTiscLeg+w77MrMf4F2nmLXjee4wVnHAaCqlEysiBLfg7FyrwBqG8VNgZ0uVbEq6UJ92KnpOODjzaDzDrXnBWRSzIUh1BOIDjNVXAC73VxynayOFqctVpySvh1n6sDZsxtmk+1b7Idj1nRl2QSPYDOy4OB0KQJYPVdmbpjFkh0iSu6hCcWR3Fk8vWO8MZkg4dWPepX8iMirE8/Hhs1AEiA1RCbfhSg6Ycy6n2dro1uI0K1aIVsAUI+/S9fvsdWFnx4tlaUE0BE2AXTr2uL4W9eBCDsO56cSbEBOh0G6wc8B1BGYzMVH+4xn9EBZhV61zOxLnQlct+EBlBFycfoZzfGKThfhTsAsRKs+qEBakc7dNuu+zV4ddYNwy7Owof9ITiDi3Kk559E4Vhk1ZdzPBO65PmzEtq3mrJhp2N+MqEjffGS4ChBxuds5+MceO4ijNgcFxghunefOd6HaZtFyojLuroCawKIJs0v2A/Xflvg7vhrCzI5W4efqVi6O0a0w4FZjcxbfCDh1EfdqhUki4k8mpvhgaLD3ZFChzIXO3VPKc7ifRgtyrhNVt1uX4YigMwv6Y4SzsqgWvCt705N0+Q/eT9pdgx4drDZrL8eHTTg5c9oauRVFWpSGm6wGGwk1crwirolP8VrXeWlivAcM4Px0fAQ4DO0ROYRQS1ucBHXYeDSMLuKfaM1gTdgy+4d/1+rUF3c/Y68Iu/OfdMeVdEA64Qy/Aznp4moKdlmDp/b16KC7Djp35cGJF2Zs2ucD9bmHYh9r2nL0yLwAlhR1GSOOf4ZpsqjT5q+9dAjrDMjYFGTcPmKu62/Yd9lqwYyVl8sB7giunLiKCA34YphFGeMinGvNpWJFw8BH1KVay6UpgKaoXkBPWa8xq2Hk+YRP4E/UodlJVfqa72yo2XYrfAOL45+wJDbGkZzirqOkTgGWZrOs03Jj7Lftnpb8C75qwQ7SFsOkOzXqtkwNrw2fBrno8iw3FXRo2rJYF2BmdOtA9+lKEU28hMhd0Ke9YglVirVpqn9KpGf3vBJdf+7ATJ9o6dW7ls+1n7EVhF3Y7pw+PLiF2bB52OOz7sKsioz/f1tsBU/qoQ1psVjn0Ew7xWRRXgEvDum5CeOGYD+uT9ZFH4ISZ+EFhcfDQaoqMnb90bWzMvZS9Luy4Pq3oIMQOS0LdO35g2HFfOnJ69s1mJFj1XFeazIOwC2FPx8sL3J0Oi7oM9RRO5ICBhsiIFHZpnFP2cNiZLtHyV/Hik2p5lzm47eftRWEX9uwTnDXjEXJp3xZX5cCFsx1hV8UPkbk+TUG8Bju9aGLpUqucU8AtFMjB3+mD4JuSTn7aDpunK8G1ZwAN1q0p+/w2aUxbLCzP3Zh7Zftl2LF8s+wsPsOIETas8tI0Unpq2IWvN65d6t+OqDDatKqS7f+lYT0Hrk+Dvjv1LmSHyEKGI61wys0BS84wPYhE/4D5IxmZOIhIjoMnT4a0QvJuxv0JO4zPn+GdPvWTKjvLBo+PZFYTWgaGyKmhoglueO+bk0jg4Imws+Jigo68wMQw8bmw8//8CrkznHS7+aOy8wgXuIMy3TEw4YDIoChxZfrLioeY24z7i/bTsBsOmyDu0oEd/AXs0hxsdLXBCHbpxdN+FRm00iPKLoVdh0p8jElF7rM0oz6QcMIp+M7Hc3Yh/zQHhj6KRG+Cqy5IPE44xbH/7ftI/or9grLT5gOpCbsQOWClit9Jo//0QsihcsP/fd75uT/BuBR2XJ8GQ+6H1cJTHtGMApQMXKvBFwgoYOeRkXFiHaYUY+Buxv1pe0XYWaHsBKSw3uSjd4hQpREuL5zu5VIn4eHShaymxJ0Y0owkQTdsopcurMnZhDur4of/vOvz8TYUx9mpeFVf+NtPd/1di5vt13m3DDt0S6VKmoO4uZeDiJxPo+JUKxrdKs3NPwTADSWYT6xyCOttgc5NkevOaX3KK59/DYO3jpaEJzpnN/y70W0z7g3s5WBnVMnixGZYfZC/HH/B/nG94J02xV1nPaBzgB3SgdPg4rS/3ozWczj2NE3D7nJ8Q+owhzTy6X5dtY+ttIlP3Cx7e/szsLP2aTsjaRDq0ylVpTt9BJSX7PFby4b6LWdGA4Pp1Cu93dKDRJhSOffDWnH7XpVDmklwRoWI4gv/qsiYACvNbe9qrws7q0+6DSMjQdLLC1NnD4eeGFb4h/wrRePMQuuI0P6iVTkMYddcG5y/ZVsz5MDbnbvjkxtVtunScUcbdp9jPw07a1dw1Q8qirBYmZqkVfPUoU1WcOmoDslXVAqMC81TZFfac02CVasrJKw3QVWcirA2egaGE55y5qULsDvtGvYzLNnGvy7uEHZcpqEnXz8N9WD4MJWDf1jQSunYTmHnxazupYJd2tdywhWmQ9jAqUC3U3ZBo4Jduuxar4mvQ9gZAA4T2LD7BHtF2JmZ738Mu+r66YlOV6Xg6+QQgqydBeNB6BRAa0bWF2Snlo4TFkcFy2BXyTf0T0ET3FKRq3Nghw7seK8Qa2/bu9qrw+4Cv5t1+yBEE7OjGgk/ADs7YuJyfPteVYFWJmBnNGKnYKdJZ8UJOO1vBWhCtn3Y+XQhA9OG1enCUNWmPW57M3tp2PmVU7Fr6kHOhXAnDYYd91uZF6cBcCmbpqgknlQT7NAW+BsWhOXnsDgNaVSUYU8dE5unW1nkz7N2DfuZlm/mX+Edn32z45E57NOd8o19hkRI/TviriruOG3/8FzY2STvAnBT+TYMmwo3d9bVYnrseQR2nP8lO7OxYfeZ9puwC5cXgk8YYJ3zLM1jvlZVwpk7TenAOiWMMZGwsA7sbLR07JbSLXWuwmryimqdYadJ5x/C2nbMcatLdkYybJSqx21vZr8GO/F0/c1Y3OnBkw7y6qRMpaoq9dGRP7h0nEA6tKbE3Rf9HkWVtg7rlWklf9hSCZY6BCQNUcKHtI5n2ATVVvaG6ZFyw+7T7IXK2GCn+90nWOCI3VrALm0iCiJ2c+uMjQA7rXQWxJ1YfAw7pMNUDsMCGTdNOFD1wwpgYf68lXXD1HnXsJ9m5Zb+dd7xgBGwq4aigB1PDAwKdMM0dOaVZyg2fen64iK9GJ32JeRnWowPux7CzjIB24ddcA6AFijnOCGZVGjbht3n2avDzm9AMdpTg3MVVvBOy58qcodNVdHacROmYRfyT7XSsE6vTPMLMTelW9MDTHXEQrvIhy5CNR3c9CFw27va68LOMvmTijtdlGnYXe5nr4aKKSVglXMasGp1kb+dhqZff8JhQ7/98r9y48iBLLOwu8Dlhcq5gp1li5buGGFVhH1p24fYX4JdONuCbiJy8KzkzxTsuNMQpKKnHrdDoXc6/QffgKKDBzrrBZytZNOAKXFCZFbQvk0rzZgmw/wSUprJuGvYD7Rfg53NVLKo7HwWuomwDDh27sDOpLjTOVRuIQd0q+q75jviQxrVAuriNHj6X2fpMLJY/wa0StMYws4K0pmE3e3/ht1HmdrYvy7uQtGBE3k6hq3quwoHVSirYYet0mHW1ylcb3rmJ3rCYQF2oowdwi4IauHMuNfFaWiYwk6IXJbD4vBzOZ4GGSrobW9pLw07A3EXahA7jkMhH4YSTNNQw07wcRZ2In9c0kdgJz4bycBhVRhmpZtAyEBeRiO9ppuEA9UQdlzGDhPb9k72B2BnxzGDUy7Hm2PTyFOwM3lCkKvCWdjZERkpHapWtz99M/Zw6dAndR4ixp0NFKjYlP2tbD3YBTKmsNMHLT+CDhPb9k72x2CHo0sQZ1bcVf1aBjsdTdd6F7j4WOUgAGry9OIwtzA91HTNzZECWiOyWcna8XCSuqXFKc/i9RDW8IbdB9pge/8675xr+JMCXI/wMAhBqq9ikDNJ01E9hF2gg6hkOwnb/W67YTKVwKyq1Go9YP4VlYawawpGq48o6SGt2jq8iblIF/lse0t7Rdjx6ArSIz2eC5GiSzkBXBSPojgNYyytT0UyHHYIO84wzcSOd+3w6qrSqPIPsOuQzgp+hZgh4WoBq4TtuLFw/wkbbsPuY+1VYKfpwHVHYBBO9ICVhLHjANPqUmtG90nz12QMJngnYBeSDFyrUJ4yUWwC3bYJu8qzgt0QSWHpLsf7w3GdcORdw36g/T7sFkaXHUdIygU+5gtpUyXArcLoYgURlk4vkXYWusnfCFD96RxYgeqE0+T7sDPJu7CYfeUVAM0yPPS4YffhNt7kr3DaLnywGnYGI5kj+FeWPwIcwTOMLsGa58IO41cPyQqJJ/IcJpxmpYtTsXTp9sKcRRoB0By2Ip0dxX4n521vZn8Adgb7cahkK3FxoqtvaUwhAzG9E5zhFkMxjLEFjHbAdDNdyeJ0rk/TPJtYxI6WYWdHwIVM2Dmtr9NjAK8oBt+G3cfan4Edj2RxDOcxw/s3BvRxezpqt3Q8p6MlBU21dNVgS8Vd6iyuUdjxHCKHrXpPQRN6+b6/5S7EgSpdLaddw36q/Q3YWSbuOnt2NdeOeELMVV2HhKveU+dhzNS5inkzfJEnn72qwmpRcxrdbReY3tx2lXMFr/6ZDZOqfMu6bWi/DzubEXcXui8h+FRfhfbRiiZt7s4oTFLnp8Au9RdoWIadSNgy+C7DDpPHrfDcbRE+3/62rPtYa2341xF3QzUXwuL4TOtTH2NrAwwTS/2XYZfSzblwks+Ncdu0Hk+NhSHHbK40jpwqUFx7HYxWQjvM3aTbFuwvwc7uey1WsuyAYS/FuzkZT8uww9GVgrhTGldhmQ7ecPYh2arTNA19FDGQZp1oVX29ALtqvQnY9Q9p297b/h7swp6dqphKwRkc5Kdy6BeGOLR05GrchuSD/8/AzjJqpPF56SpA68V5ZKWlx5hA0tPxFf/bPtD+GOzsSCs+9RPkg0cOrRbSqMIKZ30GikUo0pkXmRv2K1lWVcLCStPxL/cLvgxoLZ/T2n9BDp+yC7K4/kM1sGH3sdY9hfE6vPO9Oa2M3AfDBjUnYCeIMKuVMM+qLwYEqyqxgAvirmNN2KX5G63tKjJnaCPedWBnBe827Lb9JdiFykgMqhQWuomN+LWmlZB3Wr5xWB3/NPNuu4q5laVppApaizUOO/Scgl3qzBsdSbdh97H20rALowunn+D1xRXvwmjsKDsxdw12SOdhTIzcCf59sEsBF+aiTzNh3hZp12n5L0hnNUZTBbp595n2crBLRxc7C3EXSph0lD7Ouwp2KaAx4SpgSL5pzdN2U7BL61M+VOg6vbLhQcK30SzscH/AYwzfbrJh95k2cdvRz7wBpelpcCImLVqtgF3ljJGt4F2FjyGgkaEhhxB/lh3iZ7OxR0wjTc8tVVUcDdk9qxk7sLPjGq5IF+iGi2DHU3VhefsJb3sbey3YTTmjghN1YgU7n1LloM8QdRQoJxwyYZVkk+sBHxpjE7BL808LwxCQYT2rGTtuIQfearwJ/IjS1O/bPs3+MOyscc2hqmTZh3NgDl6OtyivJRy6ToVeP7KXsRXr+4CuuI8rOdXOzYT7Kw3DIrxYu2ETn+7/q+clNuw+0/427KxxGo7FXerTlD84nB5J2DKILMDOJO9Ox7NvIiyrzkt22SFIxR+AXbUJuAnCblgsb959oL0Q7Oyxe8HELj6Enc/i0ZVqsUcSDkFS9q3BjhehmW0TuKmmayKsf5C4HO9ATGmbBg+w0/ls2H2gzT0X/TrijtkhkJfqMpyLQ2s4yB+EXVUMci/DEXuzr6+vsAhVtlast+ERAvNM09brYUjGVL6xsyCdHdfw8IH/DbsPtL8KO8vwEU7ZhFM/OItHl1s6+IP+Wks4ZVzaoyCjO7ilby2uerwcb4KZqvXS1TKEXVrzsoJOw9oIdukRonOQ2LD7QHsH2Fl9LglHY1UZpWGr6mkNdlVxKsouBo0HCbPSW+1Y6jaFUpVD5SzK3tBK0C1NO4TtkO4y8yLizbtPszeBnRUqJjCOaSgiM+9YDQ0TrkQKplFVkan8QXj5H/5sdvirEp6VP8K/Enen4va31NkIXh4h7T0cfty//8a6DbtPs+l3Gb4O7xh2l/rc9oUeuhB/3+Tc8WQ6C4T556qSTWE61La8hrW/Z27A6JO8CK4PVCFzTjisCjuujaZt2H2a/WHYGckf3uODqkrFzjCHMKKs0EppCIOfAAAJp0lEQVRpEx3ZF+FE9Wl/PaTjnHMe5iYSHsKO5Sf7cFidT7Wx0iW6/V2vX8sHy21vb38Sdlzc3QwlT5ho2WWKfg6hoYCd1hdB/oSUhmlUxr+ZXaV0mryvpZKBYRO4BPNeQgLc3EbrytcMhk2bOOmsvdLS/Wfbe9vfgF1QcMI5lQNcDQ1LHhE5BA9DUQQUgLaaCE3jH1fkNRCQ1DFfadUmwPiX7D5kyxatw1yEnZDkYWFFWM5/w+6jbOX3R36Gd2JoBc9gKT5OdKp7FnZGlzh5eogwHF06yCOww5jMvln50wRTE3ZN5mLmYduxT/puTg3oTg7b3sleFHb9vVCLO7w2Vym+ZtgQgYeizQO6El8ih8r0Q2Nrf9Yue0Py1UoO6riZg9XVdCCdzQDaNuw+zF4Udg86V/Kto8iaYb3t1OjCyKnesVXepbALcPH/lfwJMZcp2fnTi9aRoijrcBEeOVJue2N7W9hV7KjGfycyazpmRz/hVIKFD7OwE7oVgzcB3V86XhW4btODiggbZB2T8QKvn3nw3Zybd59jrwg7e8bBOR32fOpH8I7lDwtDqy8R6oSroix8nq1kK7hcjncgNsN2cvC+2Hm4ZvS5ghAWDTVdM+xUDtve0hZ/IP11xF1TIOBQTHVfKj14dIX4aV+dhIews/b5Mjd/joLz5/jDyB11WdE5rVu5udDORgoUl0KQrrNoy87b/rT9edhp5yC+woAxGv88uqqKmNtaG3lNfGhPbjjUblzR64A6jbQMvxzv7+EMRdhT9gBJSNi3mn4s7CkHy21vZm8OO6P7RVg7nODpBRyoWsqFKaw7Zsu3qgu9dM6FCnBVcCEwK2ecJUCWCsnU+QL3GIVDkdG2uMAN2M99g9Pm3YfY+8POjrxzgZDKBzuOZB7kHFl4VsSchR3LPZY/t//9H1fUSBICUxTvoZKt0gjyWWyCsC109Vol/FznbX/XFmFnr8S7oSdqB9ZuYYqNEBas4xx6GUpRTp7r08CIDuws410fdqlG5lZp2Kq+TkV3dZBoks427LZl9g6wS53T0cWVrBVDN1RkYXo6Zeic1nps7sB0wzhpRwuwS/NMGw7Lc6MzAynggnOnFyx7m/bEg+W297D3gV1ndFkxnPr15hTs2F8jAxVomI7NRS9rsAvTl0FzaZ89tOxwwhVxmP59em3z7hPsb8OuQze2ineWsaxfyQr9wp8vx1OHqYILOeji0a3Pu6qi9K8dKRryb5IxMDeV25hGmrC2pvPszrPt79o67OwF3oCiPUXY9AQQnjMKzsEn2HA0BmowHaqA2FzMxa/L4s4IcKnnUEEPYReWJaV8ekB6FuzWjpHb/rr9AdgNRxc698PicOKxHRRNWl6hCflzym4fC0QIAzvoGg4r8mnCziOH9VBRpkmHobJjyRbWsBWk80x0Aqlncxfa9t726rBb27n7zki6FH9Bdwxhx8VpqlzQuQKNlmBpTCtebFeBLA3Li5A6V+tBwC5N+1K/dZ0jTO0Pm27b0F4ddj/grFVVoE8lQFI6sDWLMmZTIGNIBmfhj+8M02D5c6rvQOzIOgPu8xIZrUPLThSI5HUOG3DbhL007OzbbiBIh6IonVJxFOSbLt+wryrhStYJgZYmPHWNAvPnUE06B+cTFemWYQ6d9RJVOaQKetu21B6Cnb2SuHtQBp7ulyyEotHyLVU0bCnsuFOtqjTvBOyCfLPjxdAq4dlFOx3Lf4G5IbirRdh02zZr7wO7KefUsyq1KvmTEmpW3IkRXqmqFIuCGikdQg7NnMXSBSl6ya41c4Yh+TTylm/bnmIfCrvK2evTUKimbvjZB20zh46QScVdJZHw69fXFxeGApGdhG20dAFqllE4bZLO2nTb9nTbsPvnK8o3o5vjQnMewM5H3a8Oy86YoT6ZhZZWsmnZ+N1/w/Xgq2IDbtu32qOws1fi3SzsxOhibcIR0AcnVmkwHPuwS51D/hh8+PoTTGZ2DVc60dooR9JtwG37GXsr2A2dp+RDwIHmXaBSoInApU4DeXqhW6wrf6thF7LypRM5BHPnEIcjp2Fx5TRfYbJt21Ps/WEn6NDn3VDR4Nx0YhW/k8NUfXfrjmHHutIklSpD51T5htLbsis8m3Tbft7eEHZ9+dZkhz4hxfjjM1YCeZX8QTpMJWzEO1119sOGHMRqCZsgzN2Y2/Yr9pzd7td5N6V9+mHdWLygqBEo5CBh+qV4+9uD9eYJHqXgWfy5z/0LPcvhES7FndWbdNtewf4w7CrA9YkwS0ah11KEVeBj+RP6qoTYMp2HwavIvAgXuFrNgB4237btt+wvwa5Zn36TuLscz1XdRu/tiQufGJxZDCIgPMiFHg7l3vv1pof1n5HlOCJyR5x2GL0xt+3V7M/A7vv02rKnqFuRHWl9ioUwgm8ox0TCIYfbObsORkMOvOD9DDUrt237RfsbsLMffEh21pmH97C441adv2EOPD3wrlJep+OJtqCgRbXOOaQPF2/b9gr2tLPFv36NYsHzic58ko6nVJInKL40fjNs+AsXZKsEWH5iK/wqEtuY2/bi9oawm3JeDludQKyYoilQRUAfl43ophPGd9ulkEX5FvpKe2ef6/XLMbdJt+2V7dNhN+Wc0i21jqATObhzaIgTOwmHaxQVoO1Y6mrwzS7atm0vYht2E0+YTUUOxSnKH0ZDdSYOP7/sX3OFbNv2u/bMOzxfh3ePwE7In+XIyIUUfOKyA4s7gZjT/bxeU4HqgEFdbsBt+9P2nrCbctZ0e2IOKSwC+Cq6cVicPrUIIZ+QW5rtBty2N7APhd2F7CdzqMSagAvz7mZrJEqbpDnsp7u2vY19EOyeXpw+6KkZl5a6aFr96S703+0Ca3+FbNv2J+zJ+/Tr8M6vJ3S02zfBbsoZi9Nn/d2whXeHpFVzf3G2bfu79m6w+8Xi9FnOIv8h3dBNtOqntG3b29g7wK6iw68UpwvOa4BmG0Jw27ZPtr8Kuw4dXhl2T6Hbtm3b+vb3YNcHxCsUp+i5Abdt2y/a8y+6/fppuwXPb3J+Vn26bdu2x+2dYTfl/Kywm27btr2mbditOFfF6Qbctm0vaxt2K86bbtu2/Tn7lhvlX4d3T4TdBty2bX/a3hx2U87Bc9en27a9k23YRedNt23b3tI27Dbgtm37CPuul1u8Du/Yc9en27Z9oL0/7GzTbdu2bW8Muw24bdu2ob0V7Dbdtm3bVtmfh90G3LZt2zr2jW/f/pk3oHxrF9u2bXsb+8Ow27Zt27a+bdht27btI2zDbtu2bR9h3/uLeZt327ZtexHbsNu2bdtH2P8P2n239eitnUMAAAAASUVORK5CYII=三个球相交,球心距均为2r,求得半径均为R,如何求得三个球体公共部分的表面积? 谢谢
页:
[1]