向大家推荐一款js插件，用于绘制图表Highcharts，具体操作可参考官方网站：http://www.hcharts.cn/

1.如下为本人制作的图形效果如下，当然其效果远不止这些，大家还可以深入研究！

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9kPB7HX+LRt9Gs4XColudseAJUvf82VfsJYAnPLV8h65LCn2xZXy71s4XrQCeln1TLP41TfzJPlv6B5HwVD0vhuZnQHY03j8b94WSYZnPFPDcej0aj/uf+3tv9vTf7++8P9t4d7Lze23m9t/9ye/Bxa3S0Mfq4PfoyKOS5/NVzCxLH6jkiojbFf62JiNwo50Vg/gvI1KulalrWK9ucF7TlXzSWb+E1bdZ9Zh1C6h9Ta3L9kjdpR/k6M/w6HA6HF4unvo/V8pwlT4DCB9Diaj8BZHku9Xuaf0mZ65cv/yQnOfe8fPnCEy/1UwsHkn+HfpbOc+dCl7VuriTPjcfj0bdR/CXun/R7x73eca9/0o+/DAbHvfjlo/H79fHxg+HR9uisQOhK+l3qp+A5IiKn47/WRERulP9aLvUlZSpYZH2cVepXKXwRq+k1LYk0Pafhwok7/5uMRqPkf0ejUaIz09eoo9Hwm5Yzt5JItZ8AUu89N/v5U/UnlTGeq1rJn9LzV164oapH4nSZPFdiyvDctO/J/u5hci6I0bfR4P3O8MXt8bvu+PhRqtClLppLXUO3vFCu8F3q4DkiIlfiv9ZERG6U//Is5yVl6uvVwhd1+X8sfDBNXhCiM7Z1oTPfRpP/Ln/uv8ns7cbG38fj8Xj51BBVvxxPANuq/QQQ/1YW/mhK/fGY+qkaiR8+LaSS576Py8/w63Dwbjt+eW/8rjt892DwYafSzRsOPEdE5ErwHBGRG+W8SsxntTJXyL/h8svUwpesvKZtU8mr0zgeJmcAWOzbaPRtNPw6HH4dJp+N4ziOh8mWMXiuBdV8AtT67qst/4dhKsbl37xS4odPC9Xnue+NeG4mdIOXD3ovH/Tfw3NERJQSPEdERHa1dzwaj6UfBM2VvEAdnMX9z/3+SX9wOsif/uf+4HQwGk/ir6O941HxF7gcTwDbqvcEqPfdb1M8k22rNs8tPJlr8FwidP0P+723O4PTATxHRETLwXNERGRXh2fjfsyLWoua6czhce/w6LDMDE7j0XhycDTonVX+VvIEsK16T4B63/02xTPZtmrz3MKTuR7PSQ08R0TkSvAcERHZ1Xg82Tkajb5LPw46r94L2v7ZcOfjsMbqIZ4AtmXyu9+meCbblqofZYdHh6PRSNzdysxoNDo8gueIiNwIniMiIusajiY7R6N+PPb85b0l1dgIdnA02Pk4HNbd2sgTwKoMf/fbFM9kq1L1o6x33JueC8X6GX0b9Y57Qn/fRERULXiOiIhsbDyeHJ6Nd45G2x+HjFuzczQ6PGvqETwBHB0l3/02xTPZ3cl6Mg9OB4OzwdJJUmxscDYYnA4knvhERFQ5eI6IiIiIiKhU4/H48Ohw+HUojW8FDYfDw6NDsJyIyJXgOSIiIiIiorIlm0YHZ4Ph0EakGw6Hg7NBsglX+q+KiIjKBs8RERERERFVaDweJwR2+PHQtknokHVzRERuBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJBc8RERERERERERGJdYnntj8OGYZhGIZhGIZhGIZhGIbRMaV4bjSeMAzDMAzDMAzDMAzDMAyjfOA5hmEYhmEYhmEYhmEYhhEbeI5hGIZhGIZhGIZhGIZhxKYcz32fMAzDMAzDMAzDMAzDMAyjfOA5hmEYhmEYhmEYhmEYhhGbmjy39Wpw+5fe7V97D57OzZNLc+/J4fovvfWfe89fDMSPk2EYhmEYhmEYhmEYhmF0zNb74ebuIG9eD569iQdf029ek+eev4of/xtvfxgefhoefhodfhodfBodHI8OPo0OP40OPw0PPw0PjofP38S3/xxsvozF/5oYhmEYhmEYhmEYhmEYRvkcnIx2joaFs/1huP95FA9T7qEmzz3bHW6+GfWGk/F4MplMxv9Nxv9NRuPJeDz9eDKZjMfjvc+je//EG68u3UNw7VFw7dHCHRZeuHCF1OuX/NTsCssfKJ96B2vmsTEMwzAMwzAMwzAMwzBNpnc23nofH5yO+18n/a+T3tdJL06fg5Px1vvhwefR8p3UXT33erj5ZtT7Oh6Px5PJZDyejMeT0ffJaDS9wng8GY3Ge59G9/4dbr5avIdlcsoRq5wpf8156kr9Y+rdlrznkiBY/vGn3lD8CccwDMMwDMMwDMMwDMPMz7M38cHpuBdPDr9MDs7SZ/90+sHep/HzdynO1mD13Os5nvvvgueGo8kwQbpv4/3PowcvRpu7KS64MOVXzy2LVXk+K3mFnAeQeuVCnqtxYZk7ZxiGYRiGYRiGYRiGYQRn8/VganOnk/2T4tHBc9PNrZP/LgldsoZu+G2893n04MVwnueyFoXlXLjwcf4yt9Qr53z15btNvcPUS8rAWXmJK7nOjmEYhmEYhmEYhmEYhrFkNncHyfq4/ZI89zblDA0NN7dO32YuKRG6KdJ9n4y+jfc+jx+8bLp6LmcFXNbVShpc4Vq5Go+5/HHlf11UjmEYhmEYhmEYhmEYxvLZ3B2UUbnpfFbLc7vnPDceJ+eCmNnc+HuygG48HI72Po8WeK5wcdzCZC1hU7t6Lgvy8r8B5a9TuCCujDmKP+EYhmEYhmEYhmEYhmGY+dncHex9Gu99Ljv1eW74fbIwz18PN16P9k4nh2eTg9Pxwel4/2S8fzLe/zze+zTe+zTa+zza+zR6/mF878Voc3c0f9sEm4a5dLVw5cKr1bi35YNKfZA6rlN4jMt/S/lfhWEYhmEYhmEYhmEYhjE/8zw3GGYq3v4czy3fSX2ee7w72vwwefx68mh3/Gh3/OjV+MGr8YOX4wcvx/deTNb/maz/O7n9anL739Gz1yk8l8VPWX9MRb3lu114nJWwb/7KNegtBwTzb1jywBmGYRiGYRiGYRiGYRirZp7nDk4n8bfJxTbT/ybj/yaj8eTgdLKng+e2Xg8f74423k+evxv3TkeDeNQ/G/VOR72TUe9stH88uvfHqPvHeP2laZ4ruXpu+YbLx1h4TX2r53IOgWEYhmEYhmEYhmEYhrFkFja3Lgjd6Pvk8GyysLl1+U7K8dxosjBbb4aPdkcb7yY7H0b90+Heu+HgdDT+PhqNRuPvo8GX4eP/G63/NV5/MVlPeO7yzVP46fKn8j9e/mPqJYW3ynkYhQ8g6yvmP4CqD7XMl2AYhmEYhmEYhmEYhmFEZspzc3NwMo6Hk/F/k+Focng2ufTZhOeW7qQRzz1+N95+P9p/P3zwdLj/fjj+PhwOh6Nvo8HZcPPl6Pb/TdZfTNb/GT17c8FzWR6XymQlFS/nfsrY3/IHWXdb5vKcm5enwOUbij/bGIZhGIZhGIZhGIZhmIXZ3B3sHI8X5uBk3PsyOTxdvFwDz70aPX47fv52uPMmvvdrvPMmHsbx4CyOv8S9T/Gz3dG9fyfdF5Pu/13iueXJErT8ZXQ5ird85zkkl/Oxkmm4ek7To2IYhmEYhmEYhmEYhmGaz+buYOfjaOdoXGb2P420rJ57/mZ48GGwvTs4+DgYnMb9k3hwOugdD7bejR7tTrovJ91/Rs9zeY5hGIZhGIZhGIZhGIZhXJzN3cHW+9HOUTLZNnc82jse7R2r5bnd+NG/8ePd0bOXg/23vYP3vf13vf13/YP3/YP3/b23/WR53e1/R+t/xc93U+6BYRiGYRiGYRiGYRiGYZyenY/D56+H2x+G50KXMgnM7R0Nt97H2x9SlKwmz+1/GG69jrfeDrffxvvvBvvvB/vvB/vvBsnHe+8GO+/irbfD52+Hz3fjvffwHMMwDMMwDMMwDMMwDNPC2XoXb72Ltz8Mdz7mzdb7eOtd3P8yXr6HmjzHMAzDMAzDMAzDMAzDMEzzgecYhmEYhmEYhmEYhmEYRmzgOYZhGIZhGIZhGIZhGIYRG3iOYRiGYRiGYRiGYRiGYcQGnmMYhmEYhmEYhmEYhmEYsYHnGIZhGIZhGIZhGIZhGEZsSvEcwzAMwzAMwzAMwzAMwzA6ppjniIiIiIiIiIiIyGSXeO4HIiIiIiIiIiIi0tPmH5vwHBERERERERERkUxleW71p9XVh4rmZ6fmJ9unc7/T5rlr99xxbW65NjfzJroZOTY3nJrr1s+aSxOuhdXmmvVz1am54tp0WjXBSuDYRHbPj62eUHh+CH8omP85NYFr8//aNUREpSvNcz+vrv5i2ajiQmMjTo3tokl5OmyTMzonj+JuWHHkZbBljCgug+1lxGgtkoe/NrGgczIoDXltkz5xyGsZ/EnLXWXpE7e5lkGeuLUBc0SkMzd5ThzagDlgDpgD5oA5YA6YA+aAOWAOmAPmgDlgDpgjIhW5xnPi0AbMAXPAHDAHzAFzwBwwB8wBc8AcMAfMAXPAHBGpyx2eE4c2YA6YA+aAOWAOmAPmgDlgDpgD5oA5YA6YA+aISHUu8Jw4tAFzwBwwB8wBc8AcMAfMAXPAHDAHzAFzwBwwR0R6spvnxKENmAPmgDlgDpgD5oA5YA6YA+aAOWAOmAPmgDki0pmtPCcObcAcMAfMAXPAHDAHzAFzwBwwB8wBc8AcMAfMEZH+7OM5cWgD5oA5YA6YA+aAOWAOmAPmgDlgDpgD5oA5YI6ITGUTz4lDGzAHzAFzwBwwB8wBc9bDXO+41zvu5Xxq+bPLF2bdSc6dX3w218Jm15m/cpkb2gNzF3+N5x+XvFXWneR8lQX5Wr4w9WolP5t6tTLXB+aAOWAOmAPmiMhwdvCcOLQBc8AcMAfMAXPAHDBnPcw1wbWZFi1Mzs0Xr5ABbQuXZH6hjE+l6t4y7ZW57QLM5dww384WPlXmtvmXLGDfwiw72vyFsz/mX7/klBc9YA6YA+aAOWCOiEwmzXPi0AbMAXPAHDAHzAFzwJw7MJcvcYU8l3pJFthVpZ+SvpbPfCVRL4/nssmsDKgVYlzODcsYX85W1lQ4S9W63txSuIWPC0kulfmAOWAOmAPmgDkikk2O58ShDZgD5oA5YA6YA+aAOddgbsHRFkwt6+MyPJd5k1wgy1e2Sri2fHnWPZfcylqV5/JlrYy7VVool8Nz+X/bObtWlyGvjPEBc8AcMAfMAXNEJJ4Ez4lDGzAHzAFzwBwwB8wBc67BXM6KtqzPVlo9t3idjO2rqR8vX5hznZI2tzx516kIcCV5LuWvukjrlm+V805zOTZXuIO19uq5nJV6wBwwB8wBc0REUpnlOXFoA+aAOWAOmAPmgDlgzk2YK1wfV2ZzayrtLX5Q9C5y6feThmip11HMc0VneFC4uXVB3LK2tS7cfxaHpULbwoWFS+FKXrnwqwNzwBwwB8wREclmiufEoQ2YA+aAOWAOmAPmgDmXYU4hz2XdZz6cFcJc4ebW/H2slXkuG+Zqr56bv3BB5XLuJIfnClfALXxQ5lY5qJc/BTwnDm3AHDAHzAFzRORx+nlOHNqAOWAOmAPmgDlgDphzH+ZyNqWW4bmc2y5QWiqK5XhZ1oVZipd6eTWeyzCyhU+VEasccVtwutTbZt1P+R2pWZtYU++h9tvVFfCcOLQBc8AcMAfMEZH36eQ5cWgD5oA5YA6YA+aAOWCuRTCXSmwp0Ja7tm5Zx8rwXAFy5fJcDtXVXD1XhedUbW5d0Lqs1XM50Jb/vm9ZfpcKcDk8V+YBXLq+uLUBc8AcMAfMERHp4jlxaAPmgDlgDpgD5oA5YK51MLesbDnulsVzi38sx3O1V8/lW1sFnsvdSap2c2s9nst5C7nyPLd889Tb5uNd4Z04yXPi9AbMAXPAHBGRzlTznDi0AXPAHDAHzAFzwBww11KYy+e5rEV2KZdkOFoOt+WhVbnNrYU3T71k/j3mDPBc6qeynG7+U8z5efAAACAASURBVDnbTmusnst/X7nCza3LkHfphlEQRE7xnDi9AXPAHDBHRKQ/dTwnDm3AHDAHzAFzwBwwB8y1Guby18qV5bnstW+p3FYIbTlXLr8QL+urpC5t08RzJT1x/laFbyRXnueWra1wB2vl1XNz5uWGzYnTGzAHzAFzRESmUsFz4tAGzAFzwBwwB8wBc8CcBzCXynMlV88V2pzyza2FulcodFk7T0VWz6VuZU0lsyar5/KFbuE6tXnu4lPiAAfMAXPAHDBHRPTDDz805TlxaAPmgDlgDpgD5oA5YM4bmCspcYsXZr/XW3luy5kybyqX//HCe8ypmsJHXpvnCvel5iyFq3H9HOwrdaultXJW25w4vQFzwBwwR0QkUV2eE4c2YA6YA+aAOWAOmAPmfIK58uvpluFs9sfUK+RzW+q7wmVdmG9wBUSoDuZ0rJ5bgLAccVv+RpThvDKr6pbvswxBXtzEcpsTpzdgDpgD5oiI5KrOc+LQBswBc8AcMAfMAXPAHDCXP1Xe9K3M0rnCN4yrvRlWB8ypdb0sZVt2tKydqiV5Lgvmci5Mv6sl+VrgOXmJA+aAOWAOmCMiulwVnhOHNmAOmAPmgDlgDpgD5oC5KjBn+0hLXOEUIppdIw5twBwwB8wBc0REtSrNcz9JWxswB8wBc8AcMAfMAXPAHDAHzAFzwBwwB8wBc0TUulrHc+LQBswBc8AcMAfMAXPAHDAHzAFzwBwwB8wBc0REpWsRz4lDGzAHzAFzwBwwB8wBc8AcMAfMAXPAHDAHzBERVawVPCcObcAcMAfMAXPAHDAHzAFzwBwwB8wBc8AcMEdEVCvHeU4c2oA5YA6YA+aAOWAOmAPmgDlgDpgD5oA5YI6IqEHO8pw4tAFzwBwwB8wBc8AcMAfMAXPAHDAHzAFzwBwRUeMc5DlxaAPmgDlgDpgD5oA5YA6YA+aAOWAOmAPmgDkiIkU5xXPi0AbMAXPAHDAHzAFzwBwwB8wBc8AcMAfMAXNEREpzhOfEoQ2YA+aAOWAOmAPmgDlgDpgD5oA5YA6YA+aIiDRkPc+JQxswB8wBc8AcMAfMAXPAHDAHzAFzwBwwB8wREWnLYp4ThzZgDpgD5oA5YA6YA+aAOWAOmAPmgDlgDpgjItKclTwnDm3AHDAHzAFzwBwwB8wBc8AcMAfMAXPAHDBHRGQky3hOHNqAOWAOmAPmgDlgDpgD5oA5YA6YA+aAOWCOiMhg1vCcOLQBc8AcMAfMAXPAHDAHzAFzwBwwB8wBc8AcEZHxLOA5cWgD5oA5YA6YA+aAOWAOmAPmgDlgDpgD5oA5IiKhRHlOHNqAOWAOmAPmgDlgDpgD5oA5YA6YA+aAOWCOiEg0IZ4ThzZgDpgD5oA5YA6YA+aAOWAOmAPmgDlgDpgjIrIg4zwnDm3AHDAHzAFzwBwwB8wBc8AcMAfMAXPAHDBHRGRNBnlOHNqAOWAOmAPmgDlgDpgD5oA5YA6YA+aAOWCOiMiyjPCcOLQBc8AcMAfMAXPAHDAHzAFzwBwwB8wBc8AcEZGVaeY5dWS293pv7/Xewh/zLwHmgDlgDpgD5oA5YA6YA+aAOWAOmAPmgDkiIsvTxnNKl7PN0C35YEHlUi9ZmI2/NmZ+lzqHR4f9kz7DMAzDMAzDMAzDMAzDqJ3tl9tmeU7nttPaPLf682r3YTdr9t7sbf69efvJbd9m/c767Ye3b/9q8fyiZdZvrd9+qOvOq83DvFl/uK54bqq+w4bzs5H5aX39pqkvZNXcX1+/WXSFVs7d9fVbiu6nynTvdiXnTnf91vr6rfXuna4bc0vZrN9aX7+5rvAO68xNgVm/ub5+c13kSy/ODbPT+Iuu3ljNm+uWzvqN9e71bsqn1lo+6zfWu2tdZXd4zfq5Op31G+vzf1Qynasd4blSPOs310tes2WzfnNd/DGYn+SpLv4wBA78mr8H3r3eFX8YIvP4yeOd3R1TPKcT5pbX0FXluZQ53zS692Zv46+N9SfrjeZX1+aX9e6N7vpP6+u/tGKqqFD3erf7U9cLmbo83bXu+k/r6z+vd3/uFsxPLZr73e7a0iWWjyKv6V4XBaOcB6bbfa7nXWH1zmrB3HJyuje73evd4mvetHvy3SQHU2rcUGSKCKZzvVNyql6/1Kw5MAmy1Lz5Nbsn1zUSWpLnlYrUUn6iK1HqdNe6nauZn1U5Hbumu9btdDp511lp15zXXevO/9GXVqLuWlf6QUjk64F3Op3Va6vSj0KgROikH4VMj355ZITnNMPc6uX3nlPAc5ff060pz4lDW3WYS6YlPFedxoR5TgLmZjzX/cknmFvmOXF3MwNz1vKcsWVZGTzXVpgry3Pi9KYc5tziOXUwp4XnpNFNO8+J01sDmLOR54zAnDmek5a4ajwn7mjaYC4JnvMrXw8cnvMw/TynH+aWF9A14rm0Uy7U5zlxaKsLcy3hubpAJsZzcjA3XTGXz3PijqaV58TdzSTMWchzhndNLvFcu2GumOfE6U0TzLnCc6phTjHPSXObdp4Tp7fGMGcXzxmEORM8J21w1XhO3NE0w1wSPOdXvh44POdhOnnOLMwp4Lk0mKvPc+LQ1gzmnOe5ZkwmwHPiMJdMFs+JC5rnPKdPxGzgOZMwl8ZzPsBcHs+J05tWmLOf5/TAnDKek4Y27TwnTm+KYM4WnjMOc3p5TlrfqvGcuKMZgbkkeM6vfD1weM7D9PCcBMytNnnvuWyYq8Nz4tCmAuYc5jkVWGaU5yyBuSyeE7cz3TB3326e0+1isjxnHuYu85w/MJfOc+L0ZgDmbOY5nTCngOekiU07z4nTm1KYk+c5IZjTxXPS7laN58QdzSDMJcFzfuXrgcNzHqaa54RUbv6N57IuTL1aIcxV4zlxaFMHc07ynDoyM8RzVsHcMs+J25kZmLOW58zomBTPScHcHM95BXOLPCdOb8Zgzk6e0w9zjXhOGte085w4vWmAOUmeE4U59TwnLW6+81y54Dm/8vXA4TkPU8ZznfsdqUVzNacczJXlOXFoUw1zjvGcajjTznMWwtw8z7V7Ui3MKp4zaWTmeU4W5u50V++cK5VPMHeJ58T1zSTM2cZzpmCuJs9Js5p2nhOnN20wJ8NzFsCcSp6TtrZqszI1i/bwXJXgOb/y9cDhOQ/zkueqwFwxz4lDmx6Yc4bn9PCZRp6zFuZ84LkcEbOE58xLmUmeswDmksnkOWk+0zs3V1dvrNrLcwZQzCeYq8xz0qCmnefE6U0zzJnmOWtgTg3PiVtbLZtrD89VD57zK18PHJ7zMM94rjrM5fGcOLTphDkHeE7f0jZNPGc5zCWA1VaeK3QxcZ4zDHOGec4amMvkOXE70w1z5wRmI88ZozGfYK4Cz0lTmnaeE6c3IzBnjucsg7mmPCcObXVhriU8Vzd4zq98PXB4zsO84bm6MJfOc+LQph/mrOY5nTCnheecgLm28lxJHRPkORGYM8ZzlsFcCs+J25kZmLOT5wwDmU8wV4rnpBFNO8+J05tBmDPBc1bCXH2eE4e2BirXBp5rFjznV74eODznYR7wXDOYW+Q5cWgzBXOW8px+mFPMcw7BXPt4rpKRifCcIMwZ4DkrYe4Sz4nbmUmYs43nRJjMJ5gr4DlpPvOd57QtbdPFcxbDXB2eE7c2FTDnMM+pCJ7zK18PHJ7zsFbznAqYu8Rz4tZmEOas4zlTMKeM55yDuTbxXA0pM8xz4jCnlecshjkveC4XxeR5zvwSNsM8ZwfMZfKcNJxpn2udzjWLeU4bzOniOethrhrPiVubOphzkufUBc/5la8HDs95WEt5Th3MOclz6lDMCp4zC3MKeM5RmGsHz9X2MmM8J05yWnnOephLAKu1PFeCxiR5TgTmTPKcTTCXwnPicGYE5uzlOc0wp57nHIG5ZFbXVgt4TtzaVMOcYzynOnjOr3w9cHjOw1rHc6phzjGeU01jwjwnAXONeM5pmHOd5xqqmQGeE8c4rTznCMy1ludKA5kMzwnCnBmesw/mLvGcOJwZhDkbec4IzKnkOadgrpjnxK1ND8w5w3N6guf8ytcDh+c8rEU8pwfmnOE5PUAmxnNyMFeT51oAc+7ynBI708pz4gynleecgrkW8lxFJjPNc+Iwp5vnbIW5Kc+tzZ3AtJWTIWK28JxBmFPDcw7CXB7PiVubTphzgOd0Bs/5la8HDs95WCt4TifMOcBzOplMgOekYa4yz7UG5lzkOYWCponnxAFOK885CHOt4rlaWGaO58RJTjfP2Q1ziV61medyXUye54zDXFOecxbm0nlO3NqM2Jy9PKc/eM6vfD1weM7DHOc5/TBnNc/pxzKjPCdNcpV5rmUw5xbPKXc05TwnTm9aec5ZmGsJzzUgMxM8J45xunnOBZhrM8+V0DFJnhOCufo85zjMLfKcOLSZgjlLec5U8Jxf+Xrg8JyHOctzpmDOUp4ztZbNEM9JY1xlnmslzLnCc5rWuCnkOXF008pzjsOc8zzXGM708pw4w+nmOXdgrp08V9rIZHhOFObq8FwrYO6C56505K3NIMxZx3Nmg+f8ytcDh+c8zEGeMwtz1vGcKZgzxHPSDFeZ51oMc/bznA6YU8tz4tymledaAXMO85wiPtPFc+IAp5vnXIO5tvFcRSkzzXPSKleZ51oEc8mKOZd4TimKWcFzEsFzfuXrgcNzHuYUz0nA3AXP/SnNc2ZhTjvPSQNcZZ5rPczZzHP6YE4Vz4lDm1aeaxHMzajLJZ5TimjqeU6c3nTznJsw1x6eq+Vl5nhO2uMq81zrYC4ZN3hOA40J85xc8Jxf+Xrg8JyHOcJzcjBnBc9JwJxGnpOmt8o85wnM2clzumGuOc+JE5tWnmsfzLnFcxrWuKnkOXF0081zLsNcG3iugZqZ4DlpiavMcy2FOTd4ThuQifGcdPCcX/l64PCch1nPc9IwJ8xzcjCnheek0a0yz3kFc7bxnBmYa8Jz4rimlefaCnOu8JxymFPLc+Lcppvn3Ic5t3musZ3p5Tlpg6vMc62GOdt5TjOTCfCcHcFzfuXrgcNzHmYxz0mTnDDPScOcYp6T5ja3eE4G5uzhOZMwV4/nxFlNK8+1G+bs5zlNMKeK58ShTTfPtQXmXOU5RYKmi+ek9a0yz3kAc/bynBEsM8pzNgXP+ZWvBw7PeZiVPCeNccI8J01yinlOGtoqTwJkQjwnCXMznrvvE8xV5TlxUNPKcz7AnM08pxXmmvOcOLHp5rl2wZx7PKfU0aZK5RPMLfKcNzBnI88ZXMtmiOfsC57zK18PHJ7zMMt4TprhhHlOGuMU85w4tNWCOSmek4c5WZ6TgrnyPCdOaVp5zh+Ys5PnDMBcE54TxzXdPNdGmHOJ5zTsP1XJc9LiVpXnOtf8gjnreM6gzZngOVuD5/zK1wOH5zzMGp6TBjhhnpNmOMU8Jw5tDWDOPM/ZAnNSPCcLc2V4ThzRdPOcVzBnG88Zg7l6PCfOarp5rr0w5wbPaYA5lTwnbW2V54pKnnMF5iziObMwp53n7A6e8ytfDxye8zALeE6a3vKnc7/Tud/RyHPSAKeY58ShrTHMmeQ5u2DOPM+Jq1whz4nzmW6buyXJczIwZw/PGYa5qjwnDmq6ea7tMGc7z2mDOTU8Jw5t1WEuGSU85xbMyfOchMrN85z6x+BC8Jxf+Xrg8JyHifKcNL2VgTmNPCdNb4p5ThzaFMHcBc/d18hzNsKcSZ4T97hCnhO3M90wd0eS5yRhzgaeE4G58jwnTmm6ec4PmLOX5zTDXFOeE4e2ujCnhOdchDlJnhOFOS08507wnF/5euDwnIcJ8Zw0vZWHOS08J41uinlOHNqUwpxunrMX5szwnLjEFfKcuJ2ZgTkhnpOHOVmeE4S5Mjwnjmi6ec4nmLOR54zAXH2eE4e2ZjDXkOfchTkZnpNWOfU851rwnF/5euDwnIcZ5zlpeqsKc4p5TprbFPOcOLRpgDl9PGc7zOnmOXGDK+Q5cTszCXPGec4WmJPiOXGYy+c5cT6T5rn2wZxdPGcQ5urwnDi0qYC52jznOsyZ5jlpj1PPc24Gz/mVrwcOz3mYQZ6Tprd6MKeM56ShTTHPiUObNpjTwXNuwJw+nhPXN895LkfNjPCcXTBnnufESS6f58ThDJjTOfI8ZxzmqvGcOLSpg7kaPNcOmDPHc9ISp57nXA6e8ytfDxye8zAjPCdNb01gTgHPSRObYp4ThzbNMKeW51yCOR08J+5uZWDubnt5rtDONPOcjTBnkufEMS6f58ThDJjTP5I8JwRzZXlOHNpUw1wlnhNzNw0wZ4LnpA1OPc+5HzznV74eODznYZp5TpremsNcI56TxjXFPCcObUZgThXPuQdzanlO3N3Kw1wrea6koGnjOXthzgzPiTNcPs+JwxkwZ2pkeE4U5op5Thza9MBcSZ6zc+2b1TwnDXCKea4twXN+5euBw3Mepo3npOlNFczV5DlpVlPMc+LQZhDmmvOcqzCniufE3a0qzLWM5yo5mgaesx3mdPOcOMB5znPAnCzPSatcAc+JQ5tOmCvkuVaqnF6ek6Y3xTzXruA5v/L1wOE5D9PAc9L0phbmKvOcNKj5znONYa4Jz7kNc815Ttzd6sFca3iuhqYp5Tk3YE4fz4nTWxHMJdNanrP8xKzGYc40z0l7XAHPiUObfpjL4TmNMFfJklzhOWlxU89zbQye8ytfDxye8zClPCdNbzpgrgLPSVOa4nm4vv7QKZ5TBHP1eK4NMNeE58TdrQnMtYDnapuaIp5zCeZ08Jw4vZWDudbyXAmVk+Q5IZgzx3PSElfAc+LQZgrmUnlO/VbWOfQJV8IwCsOV84nyRjfSqeE5aWtTz3PtDZ7zK18PHJ7zMC94rgnMleI5cUrTAHMu8ZxSmKvKc+2BuXo8J+5uzWHOaZ5rKGuNec49mFPLc+L0VgXmWshzpZfLyfCcKMyZ4DlpgyvmOXFrMwhzCzyn5VQPicplGdyPc7Pwxx8vI52FPCetbOp5ru3Bc37l64HDcx7Wcp5rDnMFPCdOadpgzg2e0wBz5XmubTBXlefE3U0VzDnKc0p2pDbgOVdhThXPidNbdZhrFc9V3MdqmuekVU47z0nrW8FcdY3nVMDcBc9d1XBi1nPDSpStf9JPZh7ggjCYXjjXpWvqFLr6PCfta+p5zo/gOb/y9cDhOQ9rLc+pgrlMnhOnNM0wZzvPaYO5MjzXTpgrz3Pi7qYW5pzjOSUw14Dn3Ia55jwnTm91Ya4lPFfrDebM8Zy0x2nnOXF6K4K5ZJzhOXUwl6yYS45aK88l3DbDuCAMgjAI/hfMJC74X5BcuHDNROiiyBqek5Y19TznU/CcX/l64PCch7WQ59TCXArPiVOaEZizl+c0w1w+z7UZ5srwnLi76YA5h3hOIczV4rk2wFwTnhOnt2Yw5zzPNTjzgwmek5Y47TwnTm/lYM4ZnlMNc8lo5LmVKFqJ5knuAuP+t8Rz/7v82QWhW1EvdNV4TtrU1POcf8FzfuXrgcNzHtYSntt7vZfMBaidXzK7cPk6lXlOnNIMwpyNPGcE5rJ4rv0wl89z4u6mD+ac4DnlMFeR59oDc/V4TpzeVMCcwzzX+JSsenlO2uC085w4vVWBOQd4Tg/M6eK5OdKanv/hx3B+uVzwvyAILmyuf9IPgotLFvBO3wK6CjwnDWrqec5DpYLnfMvXA4fnPEwdz90V47kFlVv4YPmPNYSubTxXWsRs4TmDMLfMc77AXBbPibubbpiznOc0wVxpnmsbzFXlOXF6UwdzTvJcY5jTy3PS+qad58TprTrMWc1zOmHOBM9FaTwXLPLcD8EPeTz3oxzPSVOa4omiyFul8vbAfVUqbw8cnvMw53kui96q8tz6L+v3nt7Lmr3Xe5t/ba7/tN507js23Rvd7h335aXGJGYhTjPm4WZNswcp1yVVs6b03uycm2lzPeNy66eJanVvdLvXi+5BXKY0TPd6tyzPFbmYc9Nd66q8wzWmylwzPs2+rklJVDtaXDLRwHmkOz/nw6V9rEEK2C1vbk1grtOZo0YVjtld665eXVULoPbOXN217sIlnuTpgV/pdNe60g9CIg7cs1avrq5eW5V+FDI9/vWxqzyXvswtYytrIc89+v3R1outS/Pvxey93nv21zOjLz5v2DHXpR8AB2541qQfgMhc13zg1y2eNekHwDAGZq3KU32NYZSNYQlV/EXnyfLqFIaiKAp/DGcnaU3hufnlcknn149WpjCXvPS6ZKnNqHd64OYhWHr8PGoO3MPx88B9/snm54GvXlt9/MRBnsvcgprmbsmFXm9ubbCrtHuj273fbf1W1pT3mLve7d73YCvr8qxJ71SVWlC5Jr0WUt+KyPzlh9c92MpafnOr+GZV/Qv6ujZvblW0lTV9c+ta482t0jtVtW9uFd+sqm4BmpZFZPZtZRXY3PrjhbUtnxRi/uwQee89t6J/c6v4zlM9W1mX6/q5x9PbA/d1j6e3B95hc6t/Oba5tQDR4Dl1MCfDczbAXA7PiduZ1knwy2ae0+pi4jwntTv4nOd8gbksnhOnN1M7bS3lOW0wp4bnpJVNO8+J05s6mJvy3DVRnpOAOWM8V3jy1sU/hmnnhdDHc+KOZgrmkjxVKm8P3Fel8vbA4TkPc4bnigUtA9085TlFXmaO5+yBuVSeE7czAzBnM88Z0DFBnpN9877rnsHcMs+J05spmLOU5zTDXFOek/Y17TwnTm+qYU6Y5+RgTgvPdRZ5LmWhXBiEYXhJ68IgPG92tcTmLpbOaeI5cUozCHNJniqVtwfuq1J5e+DwnIc5wHOl+KzojBAe8ZxSNTPBc7bB3ALPiduZMZizk+eMGZkIzwnCXLJi7tZqAc+JO5pWnhOnN7MwZx3PGYG5+jwnLWvaeU6c3vTAnBjPScOcYp7LOO3p7OStC7N+I9j4LXj2Z7D5Z/Dol6BzZek6Om0uWmkdz5XOU6Xy9sB9VSpvDxye8zCrea6snZ2fBWJ2LoiF80IsXK2qzTnDcxrsTC/P2Qlz8zwnzmcmYc42njMsZYZ5ThzmzvUtk+fEBc1nntOJYlbwnEGYq8Nz0qamnefE6U0nzAnwnB0wp4znsgnsktDNzaOH4d6bYH52doPVtUvXiaI5e1IKc8m0h+cq5qlSeXvgviqVtwcOz3mYpTxXQ9C0ju08p21pmy6esxnmkhVzLea5fBSzgefMr2IzyXOWwFwOz4nbmWaYS8ZSntPvYsI8ZxzmqvGctKZp5zlxetMPc0Z5ziaYU8BzVThsKiMr0epaePAxOFyYo2D7RZDOTxpsriU8VytPlcrbA/dVqbw9cHjOw6zjOXGJc4zntMGcLp6zH+Z+ai/PlaExWZ4TgTljPGcVzKXynLidGYE5S3nOlI6J8ZwQzJXlOWlH085z4vRmCuYM8Zx9MNeI5xq42KNfw97noL80vc9B54o2m1uyLbd5rkGeKpW3B+6rUnl74PCch1nEc+IG5xjPaYY59TznCsy1kufKA5kUzwnCXAJnWnnOQphb4DlxOzMIc9bxnFkjE+A5UZib8txaNs9JC5oJnhPXN4Mwp53nbIW5mjzXWMqe/RkOToPBaTA4W5zuDaVr5dJUznmea5ynSuXtgfuqVN4eODznYVbwnLi+OcZzRmBOJc+5BXMt47mqTGae52RhTjfPWQtz8zwnzmdmYc4inpNYwmaU5yyAuTyek7Yz7XPNbp7Tt7RNE8/ZDXOVeU4RmT3+NRx8CVLmNOgYgTlXeU5RniqVtwfuq1J5e+DwnIcJ85y4uznGcwZhTg3PuQhzreG5elhmkufEVU4rz1kOc+cr5lrLc0U0Jsxz5mHOMM9ZA3PpPCcOZ/phLhlLeU4nzGnhORdgrgLPKV3RtroWDc6COF6cnd3QDMy5x3NK81SpvD1wX5XK2wOH5zxMjOfExc0xnjMOc015zl2YawHPNSEzMzwn7nFaec4RmGstz5XTMTGek4I5YzxnGcwt8pw4nJmCOUt5Tj/MKeY5d2CuFM+p3Wp6Pvtvw2Wee/SLIZhziec05KlSeXvgviqVtwcOz3mYAM+JW1u1udvp3BXlOSGYq89zrsOc0zzXHM5085y4xGnlOadgroU8V8XIBHhOFuYM8JyVMHeJ58TtzCDMWcdzpmBOGc+5BnMFPKcH5qJO9ODnKPG4/ffhwYdw/13Y+xTEcdA7DjtXTcDclOeu2c1z2vJUqbw9cF+VytsDh+c8zCjPyVtbdZiT5DlRmKvDc+2AOUd5ThWf6eM5cYPTynMOwlyreK66lBnlOXGV081zFsNcsmKu5TyXjWJW8JxZmFPAc27CXCbPaYO5qBN1rkYJxu29vtjK2r0x3e76/J/q+1vr+pe9PKc5T5XK2wP3Vam8PXB4zsMM8Zy8tdWFORmek1a5yjzXJphzjufUIlqiVP7AXHOecxbmWsJzdb3MEM+Je5xunrMe5pJpLc8V0Zgwz0nAXCOecxnmUnhOJ8wls/0ijOOgfxp0r1+6fOO36XbXe/dN2JylPGckT5VKz4GHP4bLo/hrNMxXpfL2wOE5D9POc/LW1gzmTPOctMdV5rn2wZxDPKdjjZtanhN3N6085zjMOc9zzdRMO8+JS5xunnME5lrLc+WATIzn5GCuJs+5D3OXeE4/zEVz21ofP0n57N7bMI6D3nHQKQOFjS3MLp4zGDynpFSYy5+Sd6XsISb5qlTeHjg852EaeU7e2lTAnDmek5a4yjzXVphzgud0wJxanhMXN6081wqYc5jnVNiZRp4TNzjdPOcUzLWQ56owmQDPScNcZZ5rC8wZ5rnVa1H/cxDHwc7r9B2s3evR4DSI42ArZ4urOhGzheeMB881rAbMZQFcVcirk69K5e2Bw3MepoXn5K1NHcyZ4Dlpg6vMc+2GOct5Th/MqeI5cWvTynMtgjkneU6doGnhOXF9081zDsJcq3iuOpYZ5TlpkqvMc+2CuXM1M8Rz2y/DOA76GLQ05QAAIABJREFUJ8HqWuZ1Np5mb3FV7WLyPCcUPNewKaIVNuO25Ut+DKN5m0u7lYIHmuSrUnl74PCchynmOXlrUw1zenlOWt8q85wPMGctz+mGueY8J65sWnmudTCXaJczPKfa0RTznLi76eY5Z2GuJTxXl8wM8Zw0xlXmuTbCnEmee/Bwuq310a8F19x7E8Zx0PsUXJzFVY+OSfKcaPBck+ZBrX/STyb4XzCb5JIFqbu4cHmt3OW76p/0FQudr0rl7YHDcx6mkufkuU0DzOniOWl3q8xz/sCchTxnBuaa8Jy4r2nluVbCnEM8p3yNm1qeExc33TznOMw5z3PN4Ew7z0kzXGWeay/MGeO5wm2t83OxxfXfUKuRyfCcBcFzTZqZ2gzm5oXugtiWbO7iwmyeW1hDp+Kg/VUqbw8cnvMw/3iuIsyp5zlpcavDc17BnFU8ZxLm6vGcuKxp5bkWw5wTPKcD5hTynLi16ea5VsCcwzyngs808pw0wFXmubbDnDGe2351vq31WqnrP57f4toanrMmeK52M1NbJrmF1XPz6+kWl9Qt8dz8reA5Zfl64PCch/nEc7VgTiXPSVtb5flZkufEYM4SnjMPc1V5TtzUtPJc62HOcp7TB3NKeE5c2XTzXItgzkmeU4doWnhOmt4q85wfMGeG5x79cr6t9WG5m6xE0Uq093pui6vrPGdZ8FztFkztksedl8NzC/q2sHRudmXF70Dnq1J5e+DwnIf5wXMNYE4Nz4lDW3WYmxqZBM8Jw5w4z0nBXHmeE9c0rTznCcxZy3O6Ya4hz4n7mm6eax3MOcZzah1NOc9Jo1tlnvMJ5gzw3Oq1qH8SxHGws1u8rXVmc9FK1F2L+pq3uJrgOSuD52q3wGrB/+Y8rjHPXboOPNc8Xw8cnvOwtvNcY5hrynPi0FYX5kR4zgqYE+Q5WZgrw3PijqaV57yCOQt5zgzM1eY5cVnTzXMthTlneE41zCnmOWluk+U5J2DOAM/tlN/WumRbj59Ml909+NlBnrM4eK52yzy3YHP1eC5lDyw81zxfDxye87D28pwimKvPc+LQ1gzmDPOcRTAnwnPiKlfIc+KC1mqeE4A5q3jOJMzV4DlxU9PNc62GOQd4Tg/MKeM5aWirPFc6ya/1SnjOIZjTzXOzba0P8re1ZiPXTrLF9bOWLa66eM764LnaLW9uveC5hNhK8tzlct6iTsFh+6pU3h44POdhbeQ5pTBXh+fEoU0FzBnjOetgzjDPiXtcIc+J25lumLsjyXNiMGcJz5mHuUo8J65punnOA5izmud0wpwCnhOHtlowp4rnnIM5rTy3er47dftVxrbWUoI23Ru7/UL9FtfVa6udjlKecyR4rnbp53MI0iWuEc+xeq55vh44POdh7eI5DTBXjefEoU0dzBngOUthbsZzdz2DuWWeE7czMzAnxHPCMCfOc1IwV5LnxB1NN895A3OW8px+mGvEc+LQ1gDmmvOcozCnled2dsM4Dvqfg9WrdWBuNo9/1bXFVSXPORU8V7t5nss6eevyeR5See7SQrm56yheOhf5q1TeHjg852HqeO5OO2GuLM+JQ5tqmNPKc1bDnAGeEze4Qp5r96R6mUGeswLmBHlOFuYKeU5c0AzwnE8wZx3PmYK5mjwnDm2NYa4JzzkNc/p47tGvYfq21lr4lWxxnUqfbTznYPBckxI4mz+Zw7LNLdBbzoXpn1W4dC7yV6m8PXB4zsPc5znNMFfMc+LQpgfmNPGcAzCnlefE9c1znstRMyM8ZxHMifCcuMrl85y4nem3uXyeayXMWcRzZmGuMs+JQ5simKvHcy2AOU08d7Gt9eXcttZGjna+xfWlyi2uTXnO2eC5Js2f0qFml88LkfVZFUccRZG/SuXtgcNzHuYyzxmBuTyeE4c2nTCnnOecgTlNPCfuboWTAFZbea7QzjTznHUwZ5jnxD0un+fE4cwIzOXwXIthzgqek4C5CjwnDm1KYa4qz7UG5jTx3N6b6fkcVq82hbnZPHgYKt/iWp/nHA+ea1iBr80D3I9htBI+fhrsvQ723wV7b4PN34POlUtXSB0Fj3KWr0rl7YHDcx7mJs8ZhLl0nhOHNv0wp5DnHIM55Twn7m4lYa6tPFdS0LTxnKUwZ4znxCUun+fE4cwgzKXyXOthTpjn5GCuFM+JQ5sGmCvPcy2DOR089/jJ+VvF/aTM0ZK59GZ2UjzXiuC55hX62szmdl4Hh0fncxz0joP9d0GnY8rmIn+VytsDh+c8zDWeMw5zizwnDm2mYE4JzzkJcwp5TtzdKsFc+3iukqNp4DmrYc4Az4kbXCHPiduZWZhb4DlPYE6M56RhroDnxKFNG8yV4blWwpxynutejwan6nehnmua4i2u1XiuRcFzSirDc4+fhP3PwcWcTGfzD9UGl5OvSuXtgcNzHuYOzwnB3CWeE7c2gzDXkOcchjklPCfubjVgrk08V0PTlPKcAzCnlefE9a3I5lrOc7lnfuhe73oFcwI8J01yBTwnDm2aYS6f51oMc8p5TtM5HGZzccYJFVtcy/Jc64LnjLXzKhycBoPTYHB2afbfBuYehK9K5e2Bw3Me5gLPicKckzynAuZq85zzMNeQ58TdrTbMtYPnapuaIp5zBuY08Zw4vZWAuTbzXC7MyfOcBMwZ5TlpjCvgOXFoMwJzWTzXephTy3Nq7SxrEgHsfQ46jQWwmOdaGjxnrP13YfwlWJ7+abDxNOxeN7KGzlel8vbA4TkPs5vnpFXOPZ5TB3M1eK4lMFeb58TdrSHMuc5zDWWtMc85BnPKeU6c3krDXDt5rkjlEiAT4zk5mDPEc9IMV8Bz4tBmEOaWec4TmFPGcyuXz9aqzeYipVtc83iu1cFzxtp6MTXrrOkdB1v/hg8ehp0r2h6Er0rl7YHDcx5mK89Je5x7PKca5irxXKtgrgbPibubEphzl+eU7EhtwHNOwpxCnhOnt4ow1zaeKwdzYjwnDXPaeU4a4NrGc41hbp7nvII5BTyXYFYn2n8bxnHQ+6RgUVvhPPh5evaJR780Erp0nvMgeM5Y9+6m89z2q3D/bRh/uXTh4VHw/O/w3v1Q8YP0Vam8PXB4zsPs4zlpiXOP5/TAXEmeayHMVeI5cXdTCHMu8pwSmGvAcw7DnBKeE6e3WjDXHp6rAnMCPCdNctp5TpreCuZqp3PVKZ5TBHO28JxxmGvEc3Ok9fjp1CDu3dduc8lsvwrjOOifBKvX1PGcN8Fzxup0pqtK52fr33D22Qc/h1svwt6nS1cYnAX7b8PNP8Lbt1Q8CF+VytsDh+c8zCaekzY493hOJ8wV8lxrYa4kz4m7m3KYc4vnFMJcLZ5zHuYa8pw4vTWAuTbwXHWYM8pz0hinnefE6a0EzLnEc0phLtExSZ4TgrkLnrtShecuI1f3ejQ4O0cHIzYXrUSdq1H/cxDHwc5u/S96wXOeBc8Z6/n/hQm3bb0Id3bD5/+E9+6mv99c93q08TTc2Q2Tf02z6Z8E2y/DR012v+pUqpyz1ta7ucoHB895FjwnzXPS+uYez+mHuRyeaznMFfKcuLtpgjlXeE45zFXkuZbAXG2eE6e3xjDnNs/VhTlDPCfNcNp5TpzeSsOcGzynAeYkeU4U5irz3DJydaL9d2HyFlqdK4ZsLpkHP4cNt7hOec6/4Dkz3b413YW98VsVdVqJbt+Knv0VHnxYXHZ38KHW7ld1SpWDcflT736aPlx4zrPgOTmek3Y393jOFMyl8pwXMJfDc+LuphXm7Oc5TTBXmudaBXM1eE6c3hTBnKs81wzmtPOcNMBp5zlxeqsIc7bznDaYk+E5aZWrzHNpwrXx2/m21rtGbS6Z7ZdhHAf901pbXCN4zrtMHninEx0eBXEc7L+r/15yq1ejRw/DrRdhslZ0Yffrxu9hd63EvahQqgJKm68u4akXOnjOs+A5CZ6TFjf3eM4szC3wnEcwl8pz4u5mAOZs5jmtMFeC51oIc5V4TpzelMKcezynAuY08pw0vWnnOXF6qwVz9vKcZpgzzXPSHleZ5zKEq3vjfFvrP+a2tc5P52rU+xzEcbD3usoDOA+e8y2TB/7srzCOg8GXoHtdzR12r0cbv6ecUKL3Kdh6kbv7tbFSpTNc+QpFL/dW9R83POdZ8JxZntPBZ6/3kql0Sdm5I81zEjB3wXN3PYO5BZ4TdzdjMGcnzxmAuVyeay3MleQ5cXrTAHMu8Zw6mLvguTV1PCeNbtp5TpzeGsCcjTxnBObM8Zy0xFXjuXzkOt/WengUGt7WOj/3fqqyxfVy8JxvGTvw2bbWzd+VvplaFEVR1OlE9+6Hz//O3v169/J6vWZKNa9p/ZN+/6Q/b2jB/4Lkwv5JP/hfMJvZhf2TfqrNzd9qdm8XN5kTuvp/U/CcZ8FzpnhOA8wl7rbwcZlLSsJcMmI8Jwdz0xVz+Twnjmi6eU6c3kzCnG08ZwzmMniu5TBXyHPi9KYN5tzgOdUwp5jnpLlNO8+J01tjmLOL5wzCnAmekza4ajxXwsU2fpfc1jo/2y9KbHFNC57zLUMHvhIdfgzjODh4X39ba8lWr0WPfw13dsPB5fPD9k+Dnd1w42nYXVPGczkMFwTBwqcW6e0yz80+O3+rhQsVLKCD5zwLntPPc3pgTiHPPXj6YPPvzazZe723+ddm91a3/tx0c653uzekH4OHB35DbtZEvzoHrmOu585a0RXaOqYOvBDaTE5y4AVXW2vhdNe63bWu+MNow4Ffc2OmRy39MGQOvOJNbt9ZHXxJztYaCT/+q6vd66v9z2EcB3tvw9Wrq+VneuBVbtKO4cC1zvO/o2Rb6+07HXNHd2313v3Os7+ma1ov734Nd15Fj590utcr3+30/+E4P8Hx8mq4FFObX2eXyNpK1JlrJuazm6fi3cUNr9T9a0x+uBn7FtgzHLh/8/jJY808pxPmsqiuBs+tP1x/8PRB1uy93tv8c1N+PZH5JUjXu91bxtcxCc6MU683oFinZ63bvanu3sSZtfysST+AEqN8iVbikvIrxRQtKKsGVYVK1dLJO3BpS2rVSDPNdOQejOx6PRseg8gKxNW11dXZ6/Ayc7Vz8GG6rXW19FfROg9+nu4lfPwkKn+r5IWc+IM3P921rvhjaOuB377TSd4b7tlfFZ6Kamf1WufRL9H2y7D3+RLVDb4E++/CZ39G9+6WuJ/LmjYPZ/ObW1NXz6VvUJ1bypqzWzaf9iz8jls4q1dXvT3w1Ws+/kjvXOk8/lUfz2Ujmu5ldDU3t97JHEObW8W3si7PjW73rgdbWX9a2jd6vdu9K7131cBW1uWR2twqLrNrRbtZxTeiat3cKr5ZVfNW1hSatGpza5GpqXq3uNV6m1ult6Zq39wqvllV0VZWW5RK6e+p9fafJstqWr+VNXNza+nNpJvn21pv3xHe1jo/W/+GcRwMToPVMueyjKKIza3+pf3AV6JErg8+BJb8DXevRxtPw70307O4XOx+PZnufl29VnAPs82tC3tRg/8FSRebXoPFS9L3t15+m7kgCJbfsS75Y9O3n2Nzq2d12NyqmOeMw1xTnsuGuQue+0Mnz1kIc/M8J25nJmHOQp4zyWTmeU4a5lbvrCbLBv2CuXmeE9c3szBnF8+ZgrmaPCfNatp5TpzetMGcDM9ZAHMqeU7a2qrNShStVOO59fOztT7/W+ZsrVnTuRL1PgVxHOy9KftiHp7zLd0HPpPr9ZvqzwhRv5Xpgd++FT37K+WEEodHwfO/w3v3098prwbPTcUtWNzxOs9zC+83l/J+dvBc3eA5D1PNc0IwlwNwBTxXBHPaec5amPOB53JEzBKeM7+KzSTPWQBzyWTynDifabY5q3lOs4vJ85xZmKvMc9Kgpp3nxOlNM8yZ5jlrYE4Nz4lbWy2bq8ZznWi2rbXTqSxoeieK7t2f4sjjX0u9nofnfEvrgXevT+X62d822VyUolSrV6NHD8OtF2H/8yWnG5wF+2/DzT/C27curpzPc4ubW2c2l3qCiLkKeU7ByVvhOc+C5xTxnAU2V+G958rBnEaesxzmEsBqK88Vupg4z5mHOZM8Zw3MZfKcuJ3phzl7ec4IjUnynATMVeA5aUrTznPi9GYE5szxnGUw15TnxKGtLsxV5bnNP863td6SxrjLMDdrusX1rNQWV3jOt7QeeHJOhsMjW7a1XpSrVN3r0cbv4f7bMHnLvLkTSgRbL8IHP4edTjbPZZ+5FZ4TTBPPLZzBI2uq3oPCRwjPuc1ze6/35mfhwuWrVYI5LTznBMy1ledK6pggz0nB3Izn7ngEcyk8J25npmDORp4zCGQyPCcHc6V4ThrRtPOcOL0ZhDkTPGclzNXnOXFoawZzlXhu/WY0fc97e7a1LtXpVNjiCs/5lr4D33g6k2vLls5FZZWq04nu3Q+f/32++/VLMDgL+ifB4XGw/SJ49EvQXavGcws2t7DRddnm5i9UYHOlD7x9qeK5kh6X73RVr98keM5tnqsw1WFOMc85BHPt47lKRibCc7Iwp5vnrIS5SzwnbmdmYc4unjPOZKZ5ThrmCnhOms985zlNfKaP5yyGuTo8Jw5tjVWuGs+db2s9+BgW3qEIzM26ffd8i+uTgtd78JxvaTrw2bbW5/9nn81FdZRq9Vr06Ndw+1XY+xT0PgUHH4O9N5dO+NDpLK6AWzhta9Y5XudPCjF/hZQLm6sNPNegPErLSYXo1T9weK79PFcX5pTxnHMw1yaeqyFlhnlOXOW08pzFMOcFz+W6mDzPmV/CZpjn7IC5TJ6ThjPtc63TuWYxz2mDOV08Zz3MVeM5cWtTB3PleW7zzzBZUCO/rbVEW/9Mt7h2c7e4wnO+penA99+GcRz0jgNLn01NlGolWr8ZPn4SPv8n2Hsd7OwGO6+CnVfBzm6w9U/w+Ndg/WaQ7zXRSti5GkYruaaTrTxiB+5yzXmujMTNr5QsRrrS3/RGBw7PtZnnmsGcAp5zFObawXO1vcwYz4l7nFaesx7mEsBqLc+V0DFJnhOBOZM8ZxPMpfCcOJwZgTl7eU4zzKnnOUdgbsZznau5X0Xc2lTDXEmeW791vq31L9FtraXrdKLecRDHwf7bvBd78Jxv6Tjwx0/Ot7XesXLpXKRAqaZushKu3ww3ngY7r4L9d+fzNth7HTz/v+DRL0H3+iWRWb0Wbv0bHLwPDj4EBx+C5/8EnStG11LBc/WaB7WsVZDzs7BqMkXoLt9wxnmLay0bf9/huZbynAqYa8RzTsOc6zzXUM0M8Jy4xGnlOUdgrrU8V9rIZHhOEObM8Jx9MHeJ58ThzCDM2chzRmBOJc85BXPFPCdubXpgrhTPdaLDj9LbWqt3+07xFld4zreUH/jqtem21q1/bbW5SJlSLdDbo4fh8/8LDt4HBx+nAHfwIdh/Fzz/O3jwMFy/ER68Dw6Pg97c7L8LpieaMPJOZPBcvWamtgxqswuz3nlwkfN+XLzVwhsOLt4/PFe3lvKcOpiryXMtgDl3eU6JnWnlOXGD08pzTsFcC3muopSZ5jlxmNPNc7bC3JTn1trOcxkiZgvPGYQ5NTznIMzl8Zy4temEuTI89+zPMI6DwZdg/aYbMDfr+f8VbHGF53xL+YHvvQmTk5xa/TxSrVSXES1cvxFu/h7uvQl6n4Le56D3OejP5mRxNn7T6XELwXO1Wl7ytqxpSZfW0M1dsrBpNUX0kjsM4DlltY7nVMNcZZ5rDcy5yHMKBU0Tz4nrm1aecxDmWsVztbzMHM+Jk5xunrMb5hK9ajPP5bqYPM8Zh7mmPOcszKXznLi16Ye5Qp5bvxkNpLa1Nq7wLK7wnG+pPfBHD6crNB/8ZPHSucicUq1eix7/Gm6/DHufgsFpMDgNBmeLs7Nr8O8KnqvVjOeWF7tdTBDMq9ys5dV2s32sCwvuls/2O78ltuaBw3MKeO5WO2GuAs+1DObc4jnljqac58TdTSvPOQtzLeG5BmpmgufEMU43z7kAc23muRI6JslzQjBXn+cch7lFnhO3NoM2l8dz52drPTS8rVVd93LP4grP+ZbCA1+9GvVPgjgOtl/abXORhFKtRL3jIP6SMvlvB6n8YcBzNcriuRxoK8tz86h3+Y3n4LmGtYLndMJcKZ5rJcy5wnPKYU45z4mLm1aecxzmnOe5xnaml+fEGU43z7kDc+3kudJGJsNzojBXh+daAXOXeE7c2gzCXD7PPTs/W+v6LfdgblbOWVzhOd9SeODbL8M4DvonwepVNXeoMQml2tmdyvjCHH4MzP2bg+dqVYbnUlfVLV95gecuid7SDeG5JjnOc/phroDnWgxz9vOcJphTyHPi1qaV51oBcw7znCJB08Vz4gCnm+dcg7m28VxFKTPNc9IqV5nnWgRzyYo5l3hOKYql8tztO1HycnrzTyPbWvW1Eh0eBXEc7L9bfMkHz/mWqgO/2Nb6s/VL5yIZpbp3P53n4jjofw4e/2rk7w2eq5USnpsXuqwrpPBcs7efg+cc5DlTMJfJc62HOZt5TivMKeE5cWXTynMtgrkLoXOI55Q6mnqeE6c33TznJsy1h+dqeZk5npP2uMo81zqYS8YNntNAY8s817kSHR6FcRwcvNe/rVV/t29NqXHjt0uv+uA531Jy4Kuzba2vXLC5SEypNn4L4y8XKjc4C7b+CZO/uuQdIbPO2aIseK5WqaeGyDrVQw69ZW6GzeE5Vs/VzUGeMwtzKTznCczZyXMGYK4hz4n7mlaeayPMucRzGta4qeQ5cXTTzXPWklwJmGsDzzVQMxM8Jy1xlXmupTDnBs9pA7Jlnnv+9/nZWm+4DXOzpkd0FnSvX1wIz/mWkgN3aVtrkpxSda9HG7+Fm3+EG0/D1WtRFEWrV6OtF+EM7Db/CDU+FeG5WtXgueVzs86utrwKL/VssM2XzkXwnDM8JwFzl3jOK5izjeeMwVxtnhOXNa08116Yc4PnlMOcWp4T5zbdPKcc5mbklK9s8xc2gzm3ea6xnenlOWmDq8xzrYY523lO6+K1JZ672Nb6h7ZtreZbmVsPeP4A4Dnfan7gD36a0tKjh44snYtsVKp7d8Pe8XQZ3cHH4PYtPV/GvgM3kyqemz91wzLPLfxx+coLTrdwIoiUO2+2dC6C5xzgOTmYs4HnZGDOHp4zDHM1eE7c1LTyXNthznae0wRzqnhOHNp081wZmDOmVA1gbsZzq2ur8txmEOb08py0vlXmOQ9gzl6e0wxzyzzXuRIdHgdxHOxr2tYq1/qtKaxs/D59+QfP+VbDA+9cifqfgzgOdnbdsbnIUqXqdKZrWpPZ+idU/2/RygM3UEOeiy4voFuws8XLq7R8yojl+2904PCcvTwnDXOyPCcJczbwnAjMVeI5cU3TynN+wJy9PKcV5prznDix6ea5km8wt2BJVWmpDEilCl0t7XKJ55Q62uo11Twn7W6Vec4bmLOR54zA3DLPPf+/uU2gbYG5Wc8ub3GF53yr4YFv/evattYki5Vq/WZ48GEqdL1Pwb37St3T4gPXmjKeKz9hGIZhFIUPfgqe/Rk8+zvY/D3oXi/ivKX7aXrg8JyNPCdNcrI8Jw9zsjwnCHMznrvjGczN85z0mIQ5G3nOAMw14TlxXNPNc+VP/pALSdHVqHAuGdyc+0RXo6mwLAhds8V6bvCc8jVuanlOWtzq8JxPMGcdzxm0uXmeu3c3ulhf1i6Ym3Z5iys851tNDnx2KtLHZs46qjDLlWol2vg9HJxNkW77ZahMPy0/cG0157mkSkLX6YTbr4KDD8HBh+DgY3D4MTj4GDx6WOEeFBw4PGcXz0ljnCzP2QJzUjwnDnOFPCcuaK3mOfMwZxfPGYO5ejwnzmq6ea7SWVnnLCld38pYw7zQze5n/rNXMxbZtZLnNMCcSp6TtrbKc0Ulz7kCcxbxnFmYm+e5i22t79TZnH2t35yeTXLz9xCe863aB97pRL1PQRwHe69ds7nIDaXqXo/23k4BtH+iyEBdOHAdqeK5wuZx7dnfYe9TcDGfg97noPcp6K5pV7lZ8Jw1PCfNcLI8ZxfMmec5cZIr5DlxO9M6CZDJ8ZwUzNnCc4ZhrirPiYOabp6rBHOXeS4BteQ9cRc0Yf7tcpNX7GEnDFcuvbfubKHcDOYWP7uwgK6VPKcN5tTwnDi0VYe5ZJTwnFswJ89zEiq3wHOzba3rN9oJc7NmW1xv34Xn/Kr2gV9s+l5T/ZgM5I5SbTwNB6fTZXQ7u9OTvdbPnQNXmzGem693HPRPg/5pMLg8G7+ZE214zgKekwY4WZ6zEeZM8pw4xhXynLidGYA5OZ6ThTl5nhOBufI8J05punmuBszNeO6yzfVP+mEnnL1KnzFcGIXhShhG05leuBJGnYtVcheL5s5Rb3aF6QI6FUJnI89phrmmPCcObXVhTgnPuQhzkjwnCnMznrt3//xsrc23tdrfSnR4FMRxcPAhhOe8qt6B3751vunbIDSozCmlWr0W7exOl9ENToONpw3+zp06cIWZ57lOJxp8CVJn6x94zkQW8Jw0vRXMrU7nlkaesxfmzPCcOMMV8py4nRmDOQmeswHmJHlOEOZmPLeWzXPiiKab52rD3BLPhZ0LdJuf6YXJsv8oDH+cuyQKLwndOUZc3GoljFameNdOnjMCc/V5ThzamsFcQ55zF+ZkeE5a5WbTXVs9PA6nZ2ttN8ydNwOXzT+kH4pE8FyFzjF3uunbxRxUqgc/h73P02V0++/D9Ru17sXBA1eSeZ67fSccfAlm5+G9mC/B5u/wnIlEeU6c3krAnD6esx3mdPOcOMCV4TlxPjMJc2Z5zh6Yk+E5cZjL5zlxPpPmuQKYW+a5lRSem7e54Mcg+DEIwiC5MAiDdKGbLZ2LwjAKo5Uo6rSR5wzCXB2eE4c2FTBXm+dchznTPCftcQuz/SJqerZWB3v2Z5i8ely/Kf1QjAfPle/53y5va01yU6k6nejZX9N3iozjYOue6oVLAAAgAElEQVSfsPJSVzcPvHkmee7Bz+HB+zAF5s5n/ZaZBxJF8JwAz4nTW2mY08FzbsCcPp4Tp7fCudtqnsuHM/08ZxvMmeY5cZLL5zlxONMPc8lk8VwpmFvgueV9rCuLbzAXhBc2Nz9Tnpt7qZ/y2SvKThAhz3PGYa4az4lDmzqYq8Fz7YA5czwnLXHLMzsf5cbTWkvn3G0lOvwYxnFw8DFw+0CqB8+VzPltrUkuK9X6zfDgw/RnVO9T8OCnKt8Ilw+8SWZ47sHPF9+a+Euwsxv2TxZtbvul0X848JxBnhOnt4owp5bnXII5HTwn7m5lYO5ue3muDJ/p5Dk7Yc4cz4ljXD7PicOZKZjL4rkKMLdwXogMnpu+39z5htZ5npvXuktCtxLN3qXu4oQS7eA5IZgry3Pi0KYa5irxXJtgzgTPSTNc6nSuTM9Huf+2us253727q8mGrM0/XcaX6sFzpVqJDo/mNn27m+tKtRJtPA0HZ3OnjLha9oZuH3jddPPco4dh8v9tTBc2vgi716MoilavRVv/hr1PQf8kSL5fe2/gOUMZ5DlxeqsFc6p4zj2YU8tz4u5WHuZayXPlEU0Pz9kMcyZ4Tpzh8nlOHM7Mwtwyz1WDucY8l9jcPM9dCF0reU4U5op5Thza9MBcSZ5rH8xp5zlphsuarX/D5P3Xuzc6XsFc0uq11bktrh4JHTxXpmd/hXEcDL4ECT04XCuUavVatPN6SkL9kqeMaMWB10gfz2XB3HL37k6vdu8+7z1nIiM8J05vDWCuOc+5CnOqeE7c3arCXMt4riqlqeY5+2FOL8+JA5znPJf97nIJz9WBuXyeS1SuE4adIp77MZgXvWhljufm9sZOee6amzwnrXIFPCcObTphrpDn2gpzGnlOGuBy5sFP4fnZWjudK+V4rl0lz/Nkf9bhR8dXSFUJnits/eb0Xc82/3DfbVukVI8eXuyg3H+XaUPTWnTgldLBc48ehsli0kKYm7X32vSPVnhOG8+J01tjmGvCc27DXHOeE3e3ejDXGp6rB2rqeM4VmNPFc+L0VgRzybSW54rOytq93q1vcws8dyWKZqd0mNupmgjd/AkiUj6OLkvcudDN21x01cHVc9IeV8Bz4tCmH+ZyeK7dMKeF56T1LX86V6LkxIh7b8Lk2+0VzCWtXlvtdDrrN6Jki+szb7a4wnMFzd6X8EMr3pewXUrVuRJtvZg60eBLsPlHtv6068DLp5bnUmCu3GlS1m9M37rx8a+GfrTCcxp4TpzeFMFcPZ5rA8w14Tlxd2sCcy3guSaspoLn3II59TwnTm/lYK61PFcEc53rHYU817naia5eOp9D8np+4QwPC1tWL21rPT8dxMKtpjY329nqCs9JS1wBz4lDmymYS+U5H2BOJc9Ju1vJ2X4x3da6uhYV8Fx7S3guiqLNP6YvPm/fkn5MRoLn8ps+H74E6zd0PyIjtVGp7t0ND4+nYHT4MUz/l9vGAy+TKp67BHNfgq1/ysLcrOT9E/qfg8pn3a0VPKeU58TpTSnMVeW59sBcPZ4Td7fmMOc0zzVf9daM51yEOZU8J05vVWCuhTxXAuaSUcBzywvoynjEShStRItna+3k3VyhzWnnOWmDK+Y5cWszCHMLPOcPzKnhOWlxKz8Pfp6+4nr8JIxWsnmu7c14LlqJ9t97tMUVnstp/UaUbGt99ldbVlO2VKk6nejZX9M9yHEcbP0TLhpQSw+8sKY8txI9/jU8PAqawFzS6tUoOUeEmU3i8JwinhOnNw0wV57n2gZzVXlO3N1UwZyjPKdoR2ptnnMX5tTwnDi9VYe5VvFcaZhTz3Nza+gy51woujeizT/Dnd1g73Ww/TJ49Gt4ifbmr391bk+r/TwnrW8Fc9U1nlMBc/M85xXMNeU5aW6rNKtXo36yrfX19GytKTznRxc8F0Xrsy2urUGZ7OC5zFai5L0IDz62YltrUquVav1mmHzL4jjofQoe/DT377fVB55TfZ5TB3OzktPvDM6C1WuN7qdM8Fzbea4BzJXhuXbCXHmeE3c3tTDnHM+pgrm6POc6zDXlOXF6qwtzLeG5ijCnkueul8CpOXNZvxMdvA8OPpzPx+DwY/D8nzDTaObvR5Gjqec5cXorgrlknOE5dTCXrJgT5jkJmKvPc9LWVmO2X4bJqQ9Xr52D3TzP+dQ8z0VRtPm7L1tc4bmsNs6fA606k2/rlWol2ngaJqu04jjY2Q1Xr04vb/mBZ1SH5y7D3EAFzJ0/mOn7nG79o/3fFDzXXp5rDHP5PNdmmCvDc+LupgPmHOI5tTBXnefaAXP1eU6c3prBnPM8VwvmtKyem7eqbLfa2Q17n4Pep/P5HPQ+B/3Pwb2fozxgUrrMTSXPidNbOZhzhudUw1wyYjwnB3N1eE5a2erNxbbWX8PZhVOe868FnotWov13YRwHh0eBmXdKkgqeS//s9elGvOd/t8jmIl+UavVatLN7fsqI02DjaejJgS9Xjee0wdysx0+m35fCk702DJ5rI88pgrksnms/zOXznLi76YM5J3hOB8xV4bk2wVwCbdV4TpzeVMCcwzzXAOb08lzu9E+CwenSnAXP/o7UGpx2nhOntyow5wDP6YE5MZ6ThrlqPCdNbLVn/myt85fDc7PW/TiLKzyX2t7bMI6D3nHrcNYnpXr8a9g/nUrT3pvw9h0fsaY8zz34OTz4eL6VNQ62X4ZaBG0lSvhv55Xen6vwXLt4TinMLfOcLzCXxXPi7qYb5iznOX0wV47n2gZzVXlOnN7UwZyTPNcY5hRvbi2NdKs3OoMvQepsvQid4TlxeqsOc1bznE6YE+A5aZKrzHPSxNZk5s/WOr0wiqIInrvUdIvrl3Ztb7wcPLfcbIHPvbut+777xHNRFK1ejbZfnS+jOws2fvPifC/zleG5Bw/Dw4/hBcy90ANzsy/38+ytAzT++4Ln2sJzGmBunuf8grllnhN3NzMwZy3P6Ya5Ip5rJ8yV5zlxelMNc47xnCKYU89zpZGu9/nil6f52fzThdVz4vRWF+Ys5Tn9MGeU56QxrjLPSeNaw1nc1joXPHepleig7WdxhecWWr0WDU6DOA62/m2dzUXe8VzSg5/C3qfpr0wHH8IWa/ty+Tz3yCzMzUreOmD/HTynpbbwnDaYK8tz4o6mlefE3c0kzFnIc2ZgLpvn2gxzZXhOnN70wJwzPKcU5qRWz3XWOlsvoxSe+xLcvm/I5mrynDi9NYM563jOFMwZ4jlphqvGc9KspmRWr0b9k+mbpi//Wg/PLdTa9yA7D55baO9NmJz3s23bWpO85Lkoijqd6PnfnfjL9HenrRdh54r0YzJSOs+tRBtPL8hy8CV4/vf5OTSMtH5zaoKPHur6uQrPucxzmmGumOfEBU03z92RpjfDMGcVz5mEuTSeaz/M5fOcOL3phDkHeE4DzKnkuUoudqNzeJS+eu7wKOzetJLnxOlNBcxd8Nw1aZ4zC3PaeU4a4KrxnLSpKZydV2EcB/2TIPXFGDy33MZv51ux7rRQ6OC5+R7/2t5trUm+8lxy4N3r03VbcRz0P2u0IXta5LkFmDszDXOzkvOG9z4Fmn7+wHNu8tyCoL3eW/jjbBYuUcZz4namdRL8spnntLqYOM+Zh7nLPOcLzGXxnDi96Yc5q3lOG8yp4bmqKHa9k/xCmZwIYvtVuPM6fP5PtPH79J3LDz6Gqzds4jlxelMHc1bwnATMaeQ5aXqrxnPSmqZ2Hv0yfWn6ION1KTyXWnKigMP2nSgAnpur5dtak/zmueTDjadhsiQ2WUQsglPGuuA5a2AuafXadGHyxm9a/rnBc67x3DKfLblbzh9rCN0iz4nbmQGYs5nnDOiYIM9JwdyM524V2Zy4pmnlOXF6MwVzlvKcZphrynO1UGzrxXRb66Mni28z9+jXKNmssf8+XK17/yp5TpzeVMOcMM/JwZwWnpNGt8o8J61pamf1WpScxzDnlHnwXGrdtfMtrv/XNriB52a1fFtrEjwXRVEUrV6LdnbPTxlxGmw8bdu/61mdTqe7troAc8/+sgIln/19foYiDQ8GnpPhuf5JX+FW1oY89/iPx/ML7pbn2d/PumtdhmEYhik/m392kt+onv/dSb3CxtPpFfbfRt3r8g+YYRg7Z/9tFMdB/yRcvyX/YJybZ+c/ih89XBV/MIzy2fitc36+FL6/vszjJ6v9k3B2yoh799v2rV+/0X32V6f/+eLctVv/dG5b8/N//cb/Z+/+XRp53jiAX/EtpvgUU1wxhcUUFi5YJJAiAQsDFhIsJHCFAQsDFgpXSLA4goUEC5ErDrziwCuEXHMECwkWQiyEWAixEHKFxf4t32I3m93NJtkfM/Ps7jNvHg4vl8Q8Rj3z8pmZovXxv/rOwB9Mnqp52MwIzy0dcJuzuDXs9NwWN7aNeWVPz+2mY6JNZZXiTs8BLgsVNT23mZqJthi1Ga2cObJiwfPXrFb0qbRioZinmbjwo2pFGdNzyybgopaQibn403MJptXqB/bc3PUvuuBqxyf21bp/qKF+eg58Jk7OxBzY9JzQibmEZTcudCIvExN2xtrCk1udgh6IC1/TZa1f6MIJOz09Nycr+VziWtTTc2w6WHr9M7dTVHb09Jw3fJVdXU706oO0z3JyRjPn7PgkjRNzvlg7e44/SLEg+J719Fy6eS7k+tM5S1aty8UsbgXkOSj4S8PiViieU7O4FRryfAtXbZ7L91LWIMgD5jkotpPEc+IgTzjMReO5ZBZW3eHWPjhhFq62vrHpRirKeA6c3uTDnFKeEyprQrAs0eJWaGKLXG6lWsv+4lZXpvowf1nr5Jqa5xZcx96bLE9LXDXPMTY5L+WV5P80T81zQalu08HT9LitTB8CY8Pcq2uPuQuWQpizs8Ksj/zS/5uiRvMcGM8tqPAwp3lOCsylgedgp+dk81zKYC6A58DtTAnMpZTnVOkYGM8BwdyU5woLeS4xhBU3+PDV2gcn7MGsrbPJqN1P/xZ14nkOnN5UwZwinksfzCXiOXBoSwBzeeC5mXRvw+qD5rnFaR7m7WRPzXONPddgae6jeW7+FVqn1NrM1zTJ1Q8qxGrpZzqvBNy7N36YeyftM2oU0q5U9ckXYHVT5N1qnhPAc2yDCea5qIKmeU4szMHyHCDMKeC5VMKch+fA7UwhzKWO59QaGQDPgcLccp4TomAl3n+gpklG76SyHeGGnUs2/clSHs+B65tCmJPOc2mFuZg8Bw5tyVQu8zwXlOZBBH3QPLc0OTtAADnP8VU2eltyXkquonluYYol1ruzv2GOXkljzgnX87IA46Q6XTDMrVn/lAGl6t1T0yS9O5Ffg5rnwHgu9lLWkDwXYe85JDwXlcnU8xw4zEnluRTDHAqem49iqeA5iBE2pTyXAphbxHPiFOzaOlDsg9T3I9/26rstdO0L0TN06+nmOXmjbZJ4Lt0wF5nnwK1NEMxllefmxCjY6zFDbqqleS7ENe0P6dVlHkAHOc9d/6CmSUZvUs6OTGM0z4VI84BauwHYW/quL79JPJhLLnSzMNc69cz9ZYLnqpuT3yHtCvumqnkuHTwXF+Z40EEQ7r8uuBARz8XDMpU8B05yUnku9TBnAVZueW4ZjemjIZDAXDDPCVWw9rnta8enMX3t+qf9g077XJDQTQgspTwnE+ak8FwWYC4Cz4Fbm1CYyx7PLYw96hV6Uy3Nc2GSpyWumHmu/sX+37axn/nnMWw0z4WLsc6cH6XG7+T4ZNGREVNoc+L76+LEEjrOWeuUWrOfgTA3uVo2lOrmNzVNMngior4daZ6D5rkEMKemss1zSchMDc+BY5xUnssIzOWW58IBGRjPQcGcMp5LGcz5eU7seFqBN46c1amJZO36F01ofD6YSynPyYc5wTyXHZgLxXPg1iYB5qY8t5p6nluWqSLthH3tp3kuZLq3kyWu4dwztUHLc5Vy0Zo5uvmNxuaY5rloqX+ZDqb17mmlHHAdt8RZ+2v58M3Zd4v8R6xLyH/EvR9X1Bm6kDA3uXI2lKpYYtbGf8dHYr4eNc/B8FwmYC7bPJcczmTzHDjDSeW5TMFcDnkuCpMB8BwszCnguVTCnIfnRNtcbZeP/xHTJN2/SU9fNQr85tZ+Zd78GkvogjgsRTynCuaE8VzWYG4Jz4FbmzSYywbPhUixwKzvJ1c/Irza0TwX+vr2YbhX37ONO2h57vonszZ4DbN0MT/RPBcxnLPOuf3TlGmSzrl/jM7huVmGcy50PI78R6zyXzMcz/lgbrQQ5iY3yYxSdS7tleZCfueheQ6C5zY53+SBR0DEOBdC85x4mJPNc+AAJ5XnMghzueK56FimlOfAVU42z6UY5qyJOaMgnucqW3z0Zs32U6Ms4A6NAu/+nQjdURShm49iqeA5tTAngOdSJm5JeQ7c2iTDXNp5LmRWWO9vnPEuzXPh0zwQv1+S+uDkudr25D/Hwww/d3GieS5Wqlt08GSj2PDZs6p9dnpu1uD8PEci81wwzIX4jpUhnuOr9u882mcijsvQPKeU51wMN4/nUiV0bINliefEIpoMngOnN6k8l1mYywnPxSUzRTwH7nGyeS71MDeRL8E8Z5T54Mn6tSGtbIq72xK3zyD7II3DEEK3jMaAeQ4C5hLxXJZhLoDnwK1Nlc2llOeiJMayViua5yLF2i8p00tcEfIc52z4Yu/6D/1YlEfzXIJ7aJ3S8Qexfqa6+m7rmMNzsyNy03I8jnhszqrpXnVBQueHuTdyfBIK5iY3z5JStU6oaZLxPwEzrZrnVPFc6Cm5lPAc22BWZYPnZMy4ieU5cHSTynMZh7nM81wyOJPOc+ASJ5vnMgJzMnjOKHFr+/bxP1LbFWZzzp33H6hpkvEHqe/PF7pwQAbGc3AwF5PnxMKchU3zRtgU8Bw4tCmEuTTyXMRMl7VGX3epeS7irTK/xBUhz3Uu7P9wiwXoh6I+mueSpViyB5PHH2T4TOq7NDLPeTeeW8BzfJW1z6ZnyEaFOftOMsVzbMWm80h7MgRG85x8notocOA858BcNnhOBsyJ5TlwbpPKc7mAuQzznAg+k8hz4AYnm+cyBXMyeK5zyeIsQQ1dxclo3vgfqe/NvIsoTAbAc9AwF5nnYu8flxCkNM8Jgrl08VysWDOzwxcSnZs0z0VOI+NLXLHxXHWyrLX9jaNq3I7mORFpHtDRKxn/I6M3cvWd8NUlPOcenZu9fJbnhMCcfVfZ4jnGGvv2V2hlI9H9aJ6TyXPzCSydi1t9MJd2npMHc6J4DhzapPJcjmDO4Tl4blMLcxJ5DlzfZPNcBmFOOM8dn9g2176QYnO20G3wwfPMgF50LFPKc9AkF5nnYh/vEJKZ5v2TJKTjjPHs8JxoF4Pnubg5PrJf21S342iR5rkYsZa4jl4zucQVFc9xzgbPxDRJ7y8tlhA1Po3mOUEx1tjVDzp6I4Mn0r0ltW1C6TKem3O5e/s5zln7W/ylrLPJHM8xxvoPAtaea56Tw3MhLMw9Hequ9MBcenlONswl5zlwYpPKc7mDuYzxnGhKE8xz4O4mm+cyC3Niea6+b9vczS2VZ3OO0A1fqLWjcHUnJpkp4jlojIvMcxFhzj865wUmukLpCrXfYJNaoe5/nb1cJM+52CsDPCdHxyB5LkGKpcmy1suYL2w0z8W57RqzXk5fJ16QpT6oeK59PlnWWsLV+DSa54SmtkN7f0nvjlz/JM2jYIZzL2udy3OfKee0dUKHL8T8IBb3J4Q5K1nkOefklqh7p7qjeU40z0VBsTTY3AKYSyPPqYG5JDwHjmtSeS6nMJcZnhM+4yaW58DFTTbPZRzmBPJcdZuP34lpkv49NUK/6yRV2eTD18kBFFup5DlohovMc9FhLnh0boVRZh/6NqU3RuddSD9T9489wnhuBr9SzXMyjQyG5xLHXtb6TGK/qNM8Fy/OgqzMLXHFo1TVTfv3Ya0TyjA17onmOfH3TJtH5OYXubp0uC14bi7wXFdKKVuhzUPafyCjNzL+R4Yv5PirAJizkkWeY4x1b6lpksEjjf1FqnlOHM9BTL1Jhbl08ZxKmIvHc+CsJpXncg1zGeA5OTAnjOfArU02z+UC5kTxnDPLNnyhxQ0VNmf5V2WLj96oaZLhK4khdBJ5DhrgIvNcXJgL4DmXzY3eRvSz3+bsC13luZDRKc/FFro5BJZSnpMvZap5TkSOv06WtW7FFyLNc7GT0SWuWJRqhVl7sPbu7Rf8WBr3RfOc6Fj/ERvrnt+ZGQVCqecSx+Y8v1pjtLFPurdk8EiGr2TwRJqH8UEqMBnluUp5sinzQcz/zjTPCeK56DrmHpebnZuTOkkXEubSwnPqYS4qz4GDmlSeQwBzqeY5mTAngOfAlU02z+UI5oTwnFHg1pDL+B+p7iiCOaeq29xahzV8ocXNFPAcNL1F5rlkMDeP5/zo5pU4Qom1Ow1xdrehhFDiWN5U6ATBXEp5TpWXqeM5QXGWtXbiLmu1onku/j04S1x/ZmmADolStb/Zp21WyvYlSBr3R/OchDj/X9d2yPUPcv2LXP8izUPCGKWU8lVS3SK1HVLdtC+hlFowd/Ob9O7I4JH070nzQDDMWckozzHGrr5PfuER6xuz5jlgnnMva3VrnSSeiwRz8DwHBXPheQ6c0qTyHBqYSynPyYe5RDwH7muyeS53MCeE565/2UMujQOJx0HMwtxU6HaYta528EyLG3A8B41ukXlOBMx5eG5CTvN4zodxVk0XyFhm9zkuz4XgsBTxnCqYU8dzArPC+vfUNMngKeYrGSea55Kk/mWyxHUvM0KHQakqG8zaz6v1bfq8YGg8IJrnJMT9v7axRjvnpPeXdP+S61+k/Y3c/J7ULbn5TapbpHlAurekd0f6D6R3Rxr7lDFZ3zGyy3PGmv07p9ZpnA+O5jlInnMjne+SNMAcJM/BwlwYngNHNKk8t4kL5lLHc6pgLibPgcuabJ7LKcwl57nWN3ti//hUps0to7HaF/vnnsETLZaV8xw0t8HynA/I7KMeHJ6jc3jOtVuNuwJ4binShUaxtPCcWpuTznOi0zoRsKzViua5hLn5Ze3vSYy15HemIvlXqhXWf6CmSfoPxN1p/hsPjOY5aXEjXW2H9u5I/5H0H0j/gfTvJ29Y9UgGT9Jhzkp2eY45Q6/vcb6dap6D4bnAuTnfDB04zMHwHLjKLeU5cD6TWlvAPAcCcyniObUwF5nnwE1NNs/lGuYS8pxzVOv1L2lHtYY2ssaBPVDQs86mUMNz0NAWuVa59UOeEJ4LZLJQPPefn+c8e0tb61vdnpUY5myeWzOMNVCeUw5zcnlOQpKf1uqO5rmk95O1U1xzr1TTPRk3PZfnvvHgaJ6THPcY3eCRDF8CavBMjo+oqMMfFifTPMe5/e20cxH526nmOWCeC5ykEzVAlxDmVPMcuMct5TlwO5MNc1uQPAcIc6ngOQiYi8Bz4Jomm+cQwFwSnnOOau3dUwMU5qZCd2hzYfcvDXMPiXgOHNpiwZwonluEZb7FrSF4zn/0GwtxQEQsHQPjOSCVk8hzkrIi4LRWdzTPJU9jL0unuOZbqaZ7Mp77n4t8Nz43mucUZvhCRu8BpXJ7ykzzHGPs+IiaJjE/SLEQ7Yaa5+D3npPBc0JgTh3PgUvcUp4DtzM1MAfEc+AwB8xzcDAXiufAHU02z6GBudg8J/eo1gTjbM2vttDd/FkudDF5DhzaEsBccp5bvsh0wdEQdHo0hH/juf+mf13CcwmYDIDnoGFOPM/JjD0Z9CFgWasVzXNCYp3iOszCKa75VioLrwP3ZMx343OjeU5hhs9k/EHGH2T8j4z/Td7+IFffNc+FzgobPBHTJDe/on3QNM/BL24NXOKaBphTwXPgBreU58DtTCXMKee5lMAcGM9Bw5ylb3N5DlzQFPAcJpiLx3NGiQ+e7A2JKltpgblZoev+oYJ5DhzaEsNcEp4LezhDuJNbPTznenu699wszyXGMqU8B01y4nlOciplOv5HzA/SPhP2Yk/znJDwVTZ8zcYprjlWKmdZa2Uz4FnIceOLonlOYSymNz9cZRLTJM1DzXMRUt+drE/fjvBx0zyXRp6LJ3TCYU4uz4HrG3KeW6BmSnguVTAHwHPgKreY58DtTL7NLea5XMJcPJ67+UNNk4w/SG03XTDn1PHJZIbu9yKhi8Bz4NAmCObi8VzUs1Mpo57THhi1yn8EhAvs3DbnH50TV4p4DhrjxPOcgqyw3h0Z//NveJ8wmudEpb5LzQ8y/iD1L6kWurwq1YJlrfYVctr4kmieU5jKBrU+Cd2V/HztSMkBzzHGen+t0100z4UK8OJWt8T55uaiCp0kmJPFc+DutrQswMorzy21M8k8l0KYU8pz4B63mOfA4UwJzC3guRzDXAye61zY8tU8EnRUq1CYc8o5Uvbq51yhC8Vz4NAmFOai8lxYmHML3Qpj1gDdTLEVWt2mzUPSPCS1HcK4Z7DOvtrKzOhcankOGt1U8NycBD6/1tQk/bzoJYdvmtKp4yM6fCWjV1LZEKk/mucE5uoHHb+TwTPhq8FP4tJnX0HyqlTOstZ53eW18SXRPKc21S06eLSHv8wPcvObGmrPdM4Hz1U27I9hYy/sN0zNc/DTc3zmpIjwS1ylwpx4ngN3t5Awl1eeCylo0ngutTCniOfAJW4xz4HDmUKYC+S53MNcVJ5z1o12LkXYnByYc6o9kcSrH8FCZ6wv5DlwaJMAc+F5LjLMede3BgjROr3+Rbp/SfePXTe/SbHkkh0H5uTYnEieg+Y2FTw3J26GW1rTWy28WrFAe/dk8EiOvwr2Hc1zAsM56z+Q4TPpXJCEz77YB+ZOLpWqeThZDTd/T8ZcNr48mucgYqyzYomB7ESZD55jjF3/tLZvDjstrnkOnufinQihAOZE8hy4u0WCufzxXCRHk8BzKYc56TwHbnBLeQ7cztTCnI/nkMBcJJ6rffqwYVwAACAASURBVOHjD2Ka5OaWphzmnOpc2q9q2ucsAs+BQ5s0mAvDczFhbtnRDdc/yeCJDB491f1D/NolB+ZE8pwQMgsTKJ6bn2CY8yWc3Lmv3zknN7ce9BHxIz1jmueEhn6m1U3auye9v6S6SWae+CjPvjShy59SFQv2stary0UftPw1Hiqa55AlNzxnrNtf18dfQ30z1DyXOp5b6nTKYE4Mz4G7WwyYyxPPxdA0oTyXCZiTyHPg+rbM5nLOcwtPfigWiqhgLjzPVTb56M1aXEONcgZgzqnrX7bQHZ/6hS6A58ChTTLMLea5pDA3X+iMAhu9EqeGkz+Hr6S6Q6WSnGCeS65srsxdIsro3JtL5bmFmdpcUMh/M16zFPIopZRWt0nnknQuibHuuWG0n9/nRPOcqLiWIZPrn6RzThib/+wvfuplCl3+lOrmNtSxuflrPFSwKhXaxnPDc4yxzoV9xlqYOUTNc1niOcUwl5TnwN0tNszlg+dim5ognssQzEnhOXB6CwFzGeI5XuI2q4mAOXieg4C5kDxnlJ2jWmllMzMw55T18sY0SfOrR+g8PAcObUpgbh7PCYO5OVXdZuN3Elg3t7S+x4qlLPDcDGYFT5PNg7ZJfDu1zS3ntgp4bll8Nuf8XEr+I05Nj/iYZRrqv6F129kfdDXPCYlYnnM/j4yReM9+4Mkwoh6hk5wpVWPf/s+rvrvkY5WzxsMGq1KhbTxPPMdX2eidmGaow8o1z8HwXNQCgbkpz51E5Dlwd0sIc1nnuYSylpjnMgdzgnkOnN5Cw5xcnpsVsVi3mrWtJXe1TOWcO4HhOTiYC8lz3YRHtcLBnFNWC6ZJmodTobN5DhzaFMLcLM/JhjkLtoplNv4gC8r8IMMX0v1D22e0vscMOVonkufm2dxCaAu4yby48UIqz4WL/chdzkIIcd5wv+3Aja8hR3BmTae+98l5W/OckEjhOdez3zz8tODZ9/CcV2aDP8PFJU9KZayx0RsxTXL9c/kHKk+NRwhWpULbeJ54jjHWOqGmScb/iLG+5Jqa58B4zndsawphzua52yg8B+5uQmAuuzwnZEVqAp7LKMwJ4zlweosIc+J5LsRWbgFgF/1whmChCwdzYDwHDXNheO7qx+SEqYPox0FAq5xH6P76hS57PJcY5tw8Jx3mJlXZYr37yVlv3hp/kJvfdPBEzY+Zf3on/Xt69Z02j1hlMwU8F2hz7jkySpwKmBVyj8vNDhN5/+q+lf3zqQyeCx33I3ejTIDKzeG5qc1Zcdlc8+ATY8TDc+LsRvNc8rgp2XkSi6VP9d1Py5/9zzOfAO5/0jy3MDe/Qy1rtZKnxiMEq1KhbTxnPMdW2PA5FMFrnkspz43eRuAwF43nwN1NIMxZVYLkueXOtWUYW4btYqJgLgHPZRrmBPAcOL3FgjmRPOfDtYLXpHwXxjaseUIXBeYAeA6a5ELyXOubffhp6yyizUFjXEAVeO+OmiYxP0jjgPG1TPGcIJhTzHN8nV19n8DcB5k1uPaZvfGcsc5qO6x1Sq9/UWsl9azW9e5o+5w2EqyEjclzM6rls7nZuTCPRMyMyxE6d47M/bbAATo/z0XMrCr6eO7T/z753rAasVzG0+AkbIU0Dz41Dz8VS8TPOuJWPmqeS57gZ/8/UtnwP+nuZ983O+n7hBf7LLuTG6Vq7IVd1molN41HC1alQtt43njO9ZVe3Vx0Nc1zIniuHJ/nFhQ4zIXlOXB3Ew5zknhuoWRFcK6FN1fPczmAuUQ8B05vCWBOGM85/rXUa4KgLdQNg24bZoO5BfN3KngOGuPC81x937a5659RjmoFZ7j5ZRS4NcY1/iD1PZYNnhMKc5aaqeG5xgEbvdq41rujlQ1W252O0Q2eaPNwrogVS6yxx9rntPuHWsu7fDV6I90/ttYZBWk8F6hdE56bisOc1Z3kP3uSLpLN+Zd5WgN0onguVgLnpwghbpdx3nb4JnBjMqfqu5+aB5/qu5+sD+Aszwn5sV7zXPLMe/bp508TRw549gN5ThLCupMPpYq0rNVKPhqPHKxKhbbx/PEcY/bPRb27RV/smuc0zyXgOXB3kwRzYnkuAbrBIF1onssNzE15bgMXzInhOZ/NrXO2xhaU39pcyuO/svXK33fb0EK3GM6k8xw0w0XiueoOtw59792HtjlofVtSa5yvcaPE+4/2Zh/1LzzVPCcB5tTwXLHMnKXEozfSOGBsNdGi1Ghaty6C5xZo1wQsAnluOkDkEBWdUgWh3jmy/wJqNFkqK57n4sbDi//5ITISz7k/Vo19z7JWGcseNc8lz9Jnv1j4REjAs+9b3RxAz5rn5uT6JzVNMgq3rNVKPhqPHKxKhbbxXPJcdXP5qKzmOWCecxa3Wh7n/jMlFcxz4O4mFeYE8pzbsCJpUaTrixW6EDyXM5iLzHPg9CYI5oTw3FSjHF9bnfP63MVtPkyZ3mp1zs1Xg4UuBsxJ5zlogIvKc8UNPnylpkkGz9Qo5wTmnDJK9kG043+kvptKnpMGc7J5jq+y1jdqwa5pkqvvNPxoW0yte4+gdWF5brF2WWAxZ45sthyncNuc7wqzkuVXqiQ8x5LyHPOucJztImB5IwkyR2tZ6+Toz2Jp0VrghD/QW9E8JySLn/1Kee7S5kU8J2f7uRwoVf3L5LX6lwgfnBw0HidYlQpt47nkOTbZaHLwROZ9FWueS9H0XDZ4DtzdFMCcKJ5zGGsWdCza2DB4mVtl/TWAh5ZajFfoZPNcLmEuAs+B05tQmBPAc5aFFTgvcLZus5rzPY2uUKem3+hc1ubjPPf3Q/dNprddZWx9si1aEM+FRzQpPAdNbzF4zijx/gM1TTJ6J5WtXMGcU8UyHzxbPdLqNoP3OFUwJ5XnajvM2TZu8ERru+JhbqnWjYO0bvhCrn/R1gmtf+HFwkKeC6dd1uLW6TJVEoRu7hWvy+bIlozOsfgwZ0UYz312Ucuyk1uDee4/UtvxII680TmmeU5QFjz7jH2qbs+cEaGn5+KGr9p7Atz8jvaRyXrjMYNVqdA2nleeK5aYtTlv8zD4C1/zHAzPBf7SNe08B+5uymBOCM95bY6Xl72et/5a5j5tsf0u8LZl1/VdSCeJ53IMc6F4DpzeJMCcSJ6zJuAmxEbZZNjkM3HWhTkXeobpVhnjzMG4WdGzzkCc8pwzQOfluaiUJpjnoNEtNs9Zv8QzP0h9b+FxEOD0FgvmpkK3wawJwdEbrWymQOiUwJwknjPW7dVY1kxi65TyZKtZYxdfZZVN1jxkV99p/346x+euwRO1tK62w6aPM4p5OUdDBE7DWWNEi3nOf/LpPLyIvbLVG7E8R70HcS7gOedt518r5QnrrMwdp9I8lzzyeG722Xem5ygNePbdQid7dI5lX6mso9JHb8RYi3bDrDceM1iVCm3jeeU5xljncrKkPeg7t+Y5YJ7zkVx6eQ6c3lTCnAie89tcgXNrvGh+2eJgTdKVXaK34DVzyTV5J43ncg9zS3gOnN6kwVxynnM+Ra3ROQfUyGfiDJtMJ0Q+T6GNcvsMR8r9Euf2ON9fA3kuHqgJ4zlobkvCc+1z+ziI45P5NgdOb8lgzqnKJh+9UtMkw1dS2UQBczJ4rnnEnP3gun9psQwDc8Faxy2to7bWzRwdG6B1kXiOeiaJPhHX0s4wPBd0YGvS0bmgJOc55jKa6ffweRvMzT+O1qrq5nS6Suo4leY5UVnw7FNKmgef3Jf7nln3Uy/JYZ1kWqnqu/YvORoHkT8ymW48frAqFdrGc8xzfJVZm3W0vwV8+WueU81zDnst5rm0CF0ZmudkuJsCnrNIy2VzbH26cM95nTP7S3hH3GybK7gkd42xdWb9Ob3QQj1rhm5TkNC5eA4JzM3lOXB6kwxzInlubfopbdmc7xUaoYRQQj5PfqPumpJzj9pZ03Zup5tS3Qqd5bnYJYDnoKEtIc81v9o21/k+x+bA6U0QzFllrBu1bcOipeELLZbzD3Niec59BMTwlTT24D1ucRnrRnWbO1pnLtW6wKk6xphrNy73ElfPes9AeptzoZjRufkRwnNsZooqWj6T1im5uiTHX/3HesrzGs1zArPg2TfWSeeCdC5IZSPoyVXyXFvJrlLxVTZ8IaZJurdxPjLZbTxRsCoV2sZzzHOMsdapvS2yse7/J81z6njOJ1+zNOMrcJizSiLPAdKbSp4rTW1uOiXEKeUBb7N15n7x73Ce2/V8F/J1zktCB+hKxeImLpgL4DlwelMCc5A8x/w25/mV++cgnuOp4TloYkvOc7Uv3JoturkNOqoVnN6EwpzDc0bBqG7bv7EcPFFDmdABwZzNc2tJeY6vsfb5dBjt6jtdcF5qeso+GmLiWb7ZulmtG/8j/Xt69Z02D2llI2CALnCOzPddzhIJ9ze9wCs41/HYHJu4W1yYsyKe53w1H2Jq27RxQBr7pHVCbm7JzS/CVz1G467kj9AXzXMCs/jZbx6Q7i25+UWqm7S2Q6tblPM515dmcyzLSnV1SU2TjN8DXpmHSXYbTxSsSoW28XzzHOe20V/98H+H1DyngucC/Usgz3Vvu76/WrXgkjAwJ5HnltkWvM0l4zkHsOzRuTX/hlw+p/PwXGFKAL699hmfvF7izH8TZ4BOBM8594ME5jw8l/ISCnMieW6dsdXpp6XvRWkwz3n1zfdqNmB0jgec3Kqa56BxTQjPVbeM0Rs1TdJ/pIavKXB6kwBzbp7ja7y2y6xNygZP1CjlGeaE8Jz7CIj+I61uwbtbPJ7zFV9jtR3WOqHXv6jToEfr3knvjnYuaGOfFkvUXuIaZpRs6dUW40UCmLMiiuesLDAXdxULtPuH9B9J/5H0H+xqHij1Gs1zwjP/6bOf7sEjGTyRwRMZPJLmoVKbY5lVqtq2/Q1n3sbwS5PRxpMGq1KhbTzfPMcYax7Y3woqG57LNc/J5bkFCuYYXKDEhee5WYnzvT3vX5fCnBSemzWsZeU2suArpJbnnJWtrqkiz8o+n82tskCec8/ZWa86PLdaE8Zz9m0X8By0oKHmOQkwl5znZo+GCDxxdRHPfaaLr+CxaUCeg2Y1UVUsGxZGjF5pcRMFzPl4zi10/QdqFHILcwl5ziiw61+pOAIicq0wtrKE5/xat8pq2zNa90HG/8j4nYxeSf+RXP8gx19JbYca64ugylijzUPSuSCdc9I8IHxtIWyxmdfnCWDOiliec+J2llms6d2R0SsZWvVi19V3j9FIlRqmeU5mfM8+W6H9BzJ8JSNv1ffkepwvWVQqztnw2d67M/adZLFxAcGqVGgbzz3PMcb6D8Q0SfeP57uB5jlZPBdG1oTw3AKAC8lzld1K/aA+r7q33da3VnGzKKw2ih5rKM0p5wqLhWLyTyIfoVWlYnEjTnfTBksGL3C+xhln7hGh6cI97wmV0+GgSTHX/nTWNa2f1KcjltxaecR5gdsftA3Degzxq1AslpPdw0YC7oGrREolteZ9jQiqYqGY6B4KhlEwLECxXhj70G3k3WJpHs8FXsH+PF9h00/1dW69R7sSPOxp4wVE1f3DTJOMP0j9C5fyLtbTWtYzPvlr84A75xsYBS7wHckdx4vnktEfVfOQWSdpmCbp3dEsHqZhNx7rtpUyb+yzzjnr/qHDFzJ6J6NXMnwhg2d7UKj7l3QuafOIVreZsTZBNM6qm6z/QAaP0zmy3h2pbHqtbcKI3B1xmGusG5bQJa2ZGOt2FUusUmaVMqtssOoWax6x8T+bMt01eifGWsD9yOhaZONZq2KhKL7xhWkesukT7Xrq+/dUzXPtNA7+wY9anQtm/cKjsoGrcSGlG0dVxpqR+8brX+xtoGu7zN147J9esl7Ng6YUngvPaqIqEc+VWW2/1jprzSub5xKKz0axWLbL5oaCYawbwTMRE5yyXlB5XoH7XgFO/rVYmt6/sEp2n9MeV7kFFh6ec/3O3A0QfNXzoWCrzO1x7p/v3VNFfDIYIuZDUUjae7FkVwQhKhXdFfkmM+86ThWS3Tzi45/tOsxtRT1CIY17viqt1/+rttB5PtU/T3dZcujN+cyfLl91XdP+HcrKdFm39aXh+cJPYnMlo1goFgtFcCxTXJ3LyVGtX+XYXIpr9hk//joRuj8s+FbgpCjBJZdWdcvoTY6AGL3R4yORdqmy7Gc84f2sGcaaUdngjQPWPmc3t3TwZA8KucfE+vfk+gdtnbD+42SCzHWF/j0xZtl0zVhaxYJRLBnFklHZMKqbvLrJq1u8tsNrO7y+yxt7djUP7To+Ya0T1jrl7TPePmPtM9a5YFeX7OqSXX1n1z/t6t5Sq3p3dvUf6OCRDh7p4JkOX+jwhQ5f6eidWGV++Gscumo7oToVUvbTrerdpafUN351yYKf8X9E5SPJ3DNe27H/02l/Y6gaF1PrhiXR6Eo3nuvq3VF7MYfzRY2j8cBqHormOfUwl4jnyqFK2OJWa9XntmtTNmf95jpj65OpMfc6rNJkzaar7BuWXP+66V8DK2xx62b0W21NN55bsrh1dmWre+Ges1owcO8594VBh7eGX8oasFjYWdyaZK1oyFWZIZdzBv7VKec9xn6E1gCm8MWtixsHH8oTNTboXd/qm/f0jYhOP/lXqPtq7mWwzlfH9JNc6LJWe3FrYeHiVuglqDJqelTrJYu8tjRrS1mDh8gK/iGy48nH5PoXBZnwCqwkS1mTLG7lq6z1jVrLfq3tijNxBISzmtVX1o96Ec5CDV3FEmvs0fYZ7f6hw1f/yFhg3dzS65/05jft/qHdW9r9S3r3pHdP+g908EyGz8Se0bM4bGYjvOxWsaRuUYyhF7eqSuc8YLtG+3vpD1rfpWqWXmZsjecKGzxS0yT9+6Qfn4w1LipY13iibRzD4lbGWGXD/nba2LMHd7he3CqE56BgLibPlSOUYJ6z0KfsOc90NDmT1Krphc5GbOVJlTifnGdqFS/zqUmljecWHA1h7SK36tEHu18fz615rzbzgeLrnLtPbg3Bc0s2+7N4TojNlb2cOltlzsuTB+9VrekzXuKet0uTm8xzuugwJ5jnoLlNMc95SMsxZV/5XkvPu3z2CtaXxpqL70XY3CKeg0Y0SVXbmx7VWiwU4QFOIcwt4Dm+xlunzNGonMFcJJ5zHwExeKK1bWhxi6tyCnjOr3Vl1jignQs6eFw+TeYZQ0smX479OUN8gyfafyCDR9p/oL2/tPeXdv/Qm992Xf2wq3NBO+e0c07b32jrlLZO6fFXenxEj49o84A29uyq7dhV3WRWFUt2GeuMrzK+yiwUKhZYYDujV6ISETTPKUtjfy7P2U/9mwqny5ZStb9R0yTjD1IpJ72rbDUuLFiVCm3jSHiOMXb9g5omGb7Y/2NqnsPHc2VontsweHlqc4FDNMEnmU6m7Xz/NB2gSwPPuc+vsAboSgHNOu7gHO/g2JyNbs5cofs6rvJ/EMoufprPc8vP4tgUx3NlY4odvlfgbjjwiZtb9BZwQ8mFkuGFbiGrieG5QLcK5KF5Y2hLXSlVPFfy8tzkufZ9ugZWcYM1DmnziDYOqFH2YJy7/J828ngOWtDkVWWLWyM51lGtKeU5aTC3mOf4Gm+fOXOFUYQu9TAXkueMArv+6ToC4lsWjoAIoWbKeM6p6iZbMFLk4bAT2jyizSPaPKSNfdrY93LYli1ilbKLw9YYX2N8dflPt4acoyEWp3MR4DXNA3WnBDDNcyqzwgZPAZ/nnQvavaVjl9WO3snVD1rbkeJ0GVKqyoZN2K1TAV8UGWpcZLAqFdrG8fCcsW6fV3Z8QpnmOUQ8V7atDZLntiY8VwoaKGMepwsQOkusfKTlyJTw9a2ieM47QDeFtnXmsJ2bHhyecw8JOkuAPZODk2EiW6kW2lwYmLMPME3Icz6bc80A+uah/MsV3SNy1g0nXfvKPUjlF7pYMCeM53wwtxhN3Nzmg7mQt0oDzwUKneN0gTi7zvk6Pz6lfdfu6f170jikwWoT1L5gnoPmM6lV3ODDF+v3crS4MWkcHOMUwtxSnuNrvD1Zq9W5CCF0GYE5q6zeg/9plbVO6XiymvL6Fy2WoN1NBMxB8RznbPQaYBbDV7LokYsOCM+xFdb+Rkdvk5ZfVNsc0zyn+p0yZ5NKa1zOecY5Z/Uv9PrndKW8Rf/XP2n9i0iny4xSiVvWaiUzjYsNVqVC2zgenmPOdO07MdY0z2Wf57q3XavmXlJ2XVKOZnNieM698NMSKxdXOduxTfdlY57NqtyTZdPROevVhbPtWpp4zre+1QNVji7NMZdoszy+CbI5PBce5sTz3LoHGZ3RSPe2Yg5Hehp33dDNeW7iDBa6WDAnlufcc2QWKE8rcJvFoOmzRVVwNZ4Gnps3Jzj/U7d+wEYzu6cPX0h1ly39hBfMc9B2JruMAu8/2P/lV7c5X08ZzymBuTA8x9e4M/7TPp8vdJmCucU8V9li/Xu75eEzre1Cu5s4mIPiObbC6l+of5nnB7FJQj7MWYHhOSsrzFhnxjrMO9c8pz6VMqvt0Np2sDoFO927MKfLilIJXNZqJSuNCw5WpULbOCqec36917mkmucyz3OLqiygxPNc2eY5937whBJCXTzH/DxnSZxvfIyteU5FSCnPbUxm6HxAUPaUIx2VHX58yjoXtHVG6/tsETGUA2zOzXNRYU4gz9kzg65VvdOVy4y6j52dMqvjLxObY94zMfwLn9dcC3sDeS4iriXlObfNzduCzTs/6La2qegtWxPquKQooUvOc/4ZumV1c0vH/wJ2T7/6QWVIHFKeW+d8nV9NFi02DmwXTgvPKYS5kDzH17izxvP4hOUA5ubxHF9j7fPpArSr75SvQdObUJgD5Dm2wqqb7OY3tX7lcPOLVjbVwZwVSJ4Djea51IavsuYB7f7x4PXojVx9n0t7YZIJpSqW7GVr7TNh86SZaFx8sCoV2sZR8Rxj7PjIcXxcjbuTa54rCyt4nludjh3Zs0irU6yxgSZVPOdb3xrFiRpf2fCZDJ/J4JkMnsjgiVz/psZmkMLMgpTL5uLBnEieK3E+WZ9rHdPpkJxvTJLxuUfWOhLnnHLrPvHTvlXg+tZYviaQ59yDfu6xQffMoPWJPdv49Ap8+nI6+Fap4rmyYZSWIF1xk9f3eeuMjd6DN03v3VMFMDcZK8svz00IrPXN3gmr9W26hZ91XjsqmAvPc3yN3/y2ha55NBG6zMJcIM/VvrDhs/3yuP9Iq1vQ9CYB5mB5bknJj+Y5bEk/zzkR63QZUKoV1rujpkkGjyhX9YoNVqVC2zg2nmMrbPBMTJPc/Ka4GnclpzxXFlzd227zpKl6cWsknkvV9Fzg5NrsSFcQbFV2jeErGb1N6tWu9iUL9iD3zSc2lwTmZEzPWcrmPJseh/1MKaOUUz9UOTznPjZkYnOeT4x11/hk4krOc1bXbmXzjA3OvOFp3H0r7mk84FbOkSClNPHcROjsKhvVXd78yjrfWfcvHb4uOejNNMngmRY3pMNcnnnOpWCNA9vmrn96NvWD5DkgmIvEc3yNd29dI4dZhjkfzxkFdv1regTE8Unqj4BIBmGp4zlV0TyHLRniOSd8lTUPafeP5weD0Ru5uozgdOlXquMjOv4g43+kuinybtPfuJRgVSq0jaPjOcbqX+xvibXdjH1LF5Xc8VxZSgnkOc9hpkuPhljAc2vBPCf48NaoPLf0NIZAzHJdoX3Jxv+Iv97J4Jku4jD3/SeDOYE8Z0z2nmNrfp6bHSuzBuicXfncB4CMXEeFOFBlT6KlkOcmK1s9j5x5VvX61/a6TiZ1ZgZ9xxkHfkXYk4Pp4bmSUdzk9QPeOmPXv1n/0bPXjHtz6P4DHTzNpbrxO+lcsuKmRJjLJ895Iay6w62Pf++O+v4VhudAYS4qz/F13rW2PP8g9X0BQgcFc26eO/5KR5MjIG5uU38EhAgOSxHPqY3mOWzJIs85MdaCnO6VXF3S6jKnS7lSGets+ErG7yKXtVpJeeOyglWp0DaOkOcYs+dt+/eqz1ZKSXLEc2WJJYDndqaANT251bUrWcCcEfdIxMh7eqlzCS9M1vc542MgPBd0UqpTlV2jumfUD43GV378jbcueOc7u/7Fbv6w7h3tP9LhCx29UfODzKvxBxk80+4dvf7NOt/Z8TfeOOLVPaPoc7fEMDfluTnzfRGEzstzzoCkm+fIZzKFqtWp0NkIy4Om53gqp+cmROXwXAC0uWzOv/XeROiW8Nws6hW4M6cGwnPT4bi7ucNxw1fa/Us7l6z5lVV3uFHivMQrW3z05r/+6J04ojf+RzrfBSHdHM/KD8/NWJhzVOvgmRpl/7+q5jlolYvMc5aprbPevb0JSP1LfKGDhTm2yhhn1W37eBDrPM36HjS9SVa5dPEcRDTPYUumec6J7XR//U7XuaTVreBXqpKUin6msxX1JozR659k+EJ6d4StaJ4TEaxKhbZxnDxX3bTXvtS/YBS6XPBcWXol5bnZTdk27XMS3Oc8uF9OTC+cHHbpYJx75MqyOffonLGtjucqu0Zt36gfGs0TfnzG2xe884Nd/2Y3f1nvnvaf6PCVjt6Xr+ZLWKM32n+i3b/s6hdrX/DmKa8fGtXdmDAniefYZMM1+pm61zJ7eG4CVc50pIfnFu49ly6ec7qeA22eqUD3wt7JraZXYP65OetWbp4TMkAXkuecneOWDMc90uvfrHXG6vt8wUrVyjbv3k2+QD7IzR9a3OLFDd6+YOP36b1d/UiAdAtVKw88F8RhRsm2mNE7qWwFXUEZz0F7XGSe88qasc7sQ2//kdpOZKFLA8zxNeYcR2uapHOR4iMgJNAYMM/BRfMctuSD55wYa+z4iPa8TjcMcjqxShWocvNq6U3qu7R/T/oPpLIRCvgiRfMcrmBtHCfPMcasTZAHTwThl3nGea6sqOLzXJBqTde3lu3Xz9OZOG8ZG6xxSI9P6fEpre/P2TDebXPJR+d2jOq+0Tgymqf8+Iy31SW7/gAAIABJREFUz2fE7YWO3j3b2YatDzJ6o8MX2nugN3/Y9W/W+cHal/z4jDdPeePIqB0Y1S9G84QH3rz3QBtfect6PLes90CHr8sfxvgfGTzR3j29uWWd7+z4lDcOJzN3yniu4N2FzTU4Zm88t4DnVqeu53sh5+M5oyzA5oTwnLtr5j7awrtG1c2Onq4nO+6Fn56TyHMbvLbHj0/Z1c+5GGeaZPhMb25p65w1Dnhlmzsbz4UUNGODV3a44T3X2Cjz429sOl73QW5uaXVHGMzlgefmiViBW0uExh+ktjvH7xTwHLTERea5OcRmrPOp0O2GFbo0wBzjrHnERm+T/0TuaGUDGuAUwhwwz0FH8xy25IznnASfI/FOrn/S+hdqm4WIr7hIMLekKKWU8lV6/ZPc/CaNA0Jp2BG88NE8hytYG0fLc8UyH38Q0yTHX9EN0GWW58pKKw7PLVwH6gidUZ4g3UzVvrCbW9L9Q3p/Se+O9O7I9S9a3OS8PC1bRpba3E7RWlvaPOWtc96+5J2fDrqxROhmktE7Hb7Q/iPt3dMba4RtBt2KO8bi1a/u6t6xWWWr7RuBW9pVdoz6gXF8ytsX/Oon696x/mOIDfg/yPCV9h9p9y+7+sla57x5wusHRnFbEM9NxMrhV88EXNBaZsvmPCOTrjlK3yvP6dWc4xHAeW5jhufWPbzoW5zr4Tm3S1ozg0v3npPDc5Ut3jji7Qt2c0uHz8GfRaN30r2jVz/Y8SmrfuFGmXvOgogCc8vlrsyPT5i1SNOqUEgXWriyynMLXaxzaX8DaR6xedeRy3PQBheZ55ZZm1Fgg0db6KrbS4QuJTBXLDNnI6fRG2keMmPdgGc4hTAHxnPpiOY5bMkrzzmZ53Q3t6yxl/RLbxbXFmU+yblzfEQ6l6R1Sjz/Kk7oNM/hCtbG0fIcX+VX35n1IxxfhX40apNBnisDVDSeC7dT23TRZaCSbPHePek/ksEjGTxNq/ODTq+2aVR2jNo+tzZ0864tFYhu7OYvu/7NOj9Z6yI+ukUpo/ODOatie/fUbXMhT2UtbhnVPaNxyI9Peec7u7llvXs6eJo7ADWlwA8yfKW9e3rzm3V+sNY5bxzx6pflA3cBPOcakJyCmpfYfPrmXM3zr5OxMv+FE5vj5bTynOsYVvu16Iy+2Rd6y89zgUfWrjEba2Lz3IZhDcdd/2T9hxDDcYee4bjAEgVzMZEuonNlj+eW0djxV9vm2hdzbU4iz0HrW2SeC71M1SixwbOzXjhY6FICc3yVtc/pePIf39V3aqxPTm4FxziFMAfAc2mK5jlsyT3POVk6Txc1s8Tm/mmT/Eescl84RToafKtKOeAMNM1zAoJVqdA2jpnniiXDWgDRPsc1QJcpniuDVViei7SM1JGmIN9pnvDhKxm+kpG3hq+ke0f7D3TwTEZvZPROxu9k/I+MrSMUwrubteTzD7v6xTo/WOuCH3/jja+8fmhU94zKzmQQz733nBSJi1AhYW7JqtUto/rFqB/y42+8fcmuf7PuHR080/GyPfLGH8RemXvLOj9Y64w3vvLa3nTgbtEAXWkqC9ODd2drfQIKpcnpEJOa/aszOCbQ5hLx3MziVr4+XdU7+yraZ3P+q/EZ1+OuW616Rufs4cFQO8cZ9X3e+sauf83fOe6DDJ7o9W/WOmf1A17cnNz5QpWTBHM+pGt9Y6PX6XLX69+0sh0T5rLHcyF0rLZrT8J3/9ClVxbMc9DuFpnnop/wUNxgw1dimmT4SoobLIUwxzirbrP+4+QIiGdS/zIxu1TxnBosU8lz6YvmOWzBw3NOjHV2/JU6h97Y3/deSOecVjcj3I+b5xyGc1TObXPW27ODcv4rfCbHR5/cl2ieExasSoW2ccw8Z6wbrRN76YaxDv2AFEYcz5XyCXNheS72Xm9z+KnznY0terP07R+Z/tW55N8U5jzo9te7s9sJrx8atX2jsht9ZzqL53IBc8vlbtuo7RmNr7x1xq8u+Y21w93LdApjrty9U+dU2fYlOz7l9UNe2fXuQDc73+R+bW9ZSYm3vtHuH9K7I92/pHNBK1tsEVg4NgfLczMK5nTqrOq1QM0/AOh6dR08Njhv0tCxucKS0bnqDm9+5Z1L1v1L3dNnHrB+o707evWdNU9YdTdI+qBhzo90p8y9fPvmN61u55rnwgFZZdM+Cbf/SI3S8usL4zlocYvDc3HPYK1s2lu5DV9oscxSBXN8nV19n+J1+9xzBESKeE6hzangubRG8xy2IOQ5K8VCsVhgx1+pddC2z+kqm8stLMDmvJleGMRz/lv9R2rbjscRP8+JEzrNc7iCtXHkPMdW2PCFmCa5/oFogC71PFdORS3iuYRHMcyp1jkff5DAmqLbkVHbNypfhB7VmjKeUwNzAVTn3XvO2uGuecLbF/zqF+v+Zf1HOt22fx7b/SODZ9K7o9e/aPuCHZ+y+gGr7s49yvP6Nx08edYy9+5JcWuO1JTF21xknpuDYr6BQWv0z35j3uRglPIMD7pG54qbRm1vMhw3b7HqBxk80ZvftHXO6oe8uMUXHQ2RJpjzIF2JH58GLXfNGc+FNjKjxAdP1DTJ6JUWN0LdRADPQVtb5FrlfJ0n4Tm+yqtbbPROTJMMnqhRiuNo/koMc4yzxgEbvdpfC707Wtn0v5dU8JxamJPOc+mO5jlswcxzztejPU/nc7pn0j6nlY3gF7fuNarLeY5M5+ms63tm6wghhPBV0jz41Dz8xFcJ+c918/8EHxCheQ5XsDaOnecYa+zb39AqG9CPSVVSzHPlFFUwz8lDse1ibd8IXKzaf6RS3++0LCCD4zkomAvkuQVlb/93xFvn/Oonu/njOlXWEtXJ5OPonYze7Bq+kP4j6f6l179o5zttnbHOJRvNrGUevZKrH3Tx7mliKyzPLVtGGrDicjGvlHl9jzUOWH2PGaWJ5a3P2T7MoqUSr+7y4xN29ZP17udqqbVzXPuCNY54ZXvuMlg/z6UV5twfWKPEG4fMYimrune09iUXPBeJyQq8d+ccXBD2Vol4DhzaYsDcqhieiyZ04ekqLsxVNpkzMzJ8JY294PsH5jkImJPIc1mI5jls0TznjrE22Z/O/ePQK7m6pLVtD43Njs6569P/Ps1eGLju1V2N/U+VzYnlBfGcvMbzH6xKhbZxzXOMMetXDr07LAN0qeS5curKz3NKgOzqV8ABpvVDmbNybpiD4zlYmIvKc3PvYctZKss639nNb9a7o4NnOgpcrTzvwncyeiPXP9n1T9b5zjrfWfuCtc9Z64wdf2PHp7x5wptfeeOQ1w95bZ/X9nn1i1HdNSrbRmU7Ls8tVr/QBy/4LGlB1fdZ/5EMnu2Zwf4DaRwGrOo1Sry6w5pfWeeSdv/S4WvQlosfZOB4nGs4bvm2dA7PZQHmfB+W5ld7234b6f7Q2m5meS46ljlLGhuHi46DEMNz4NAWG+ZE8JwDZLVdZk2n9h+osR4O5uZZTySqc4vbKmt9mw7JXv+kRmEukMHwHJzKyeK57ETzHLZonpvzr6x14t+fbvBE2me0UqZsDs99+t+nWZjzTNIF8RwhpFj6FLisdbokVvNcwmBVKrSNa55jjNW27e9gtR0UQpcyniuntKY8p2ZybVLtS2696h7/I717Jt3mZrFMLc+lAeZE8ZyxOVe4KjtGfZ83T3jrnF39ZDd/aP+Rjt+D1zJbZc5WiGNAHNUd/yOjNzp8pYMXOnii/Ufae6C9e9r9S7t/2PVvdv2bXf1gVz9Y54K3L1jrjLXOvPx3wGv7vLbHq7u8usOLW0Zxa5l5hcOs6g4fvU7mCl1HoNS+8OIWrx+w1hm7/kX7D9S+mvc4lNEb7d3Tqx/s+JTVvvBIgOjnuazBnB/pjryTdH+XT9Kli+diDbIdn0yOaj2LYHNxeA4c2hLCXDKem5Wy+hdm7cvZu6N8Vui8PmUdu0xXKGWemut0y7yvtjP9bB880druEilTzXPQKiee57IWzXPYonlu2dX8Tjf+IP0HcvyVGusBK1t9PPfpf5+Cec619JWtfKrtfvJdQdLK1vCN5y1YlQpt45rnrHRvrd2lCYav+tTwXDnVZfOcWptTWvPITBXPpQfmRPLcMqdzV+eHf1hyshiBXv1gVz9tROv+Zd2/tHdPew908EQHT3T4Soev9lBeeLMTWBb/WQ9j8EwHT7Q/sb+bW3rzm17/YlfW9N8la5+z9jk7PmXHp6z5lTW/sps/1HPUyb/p2GDAWSjvpP9Ir3/T9jlrHPJK6OG4pZK4mOfSDHM+pGscRVjumhaei7vItL5vf9Vc/1p+VGt8ngOHNiEwF5fnFsyy1feZ6RyVuxZscz6Pm5b1Os3tdPN4zitfRoFd/6TOy8v2GeUhVtGq4zlojxPPc9mM5jls0TwX+vqsdUL792T8QcbvZPhC+vekczE9z8G35VzghQE89x+pbX+q7wUc2CpjdC5G4zkJVqVC27jmOSuVsv0Df/Mg/wN0KeC5cuqrlGueWwxn8nkubTAnhedCyF1tjwfOxLXOWeQFqltGcduo7PDqLq/t8do+rx/wxhFvfOXNE358yltnrHXO2pesc8m89ke7f1iQ/dHxv2gje/4KHACcU+6xwdEb6d3Rqx/s+MQajhPkcTN7zM3juazAnK8ah6z/OEW63h2t76WS5+LCHF/n1W0+fiemSXr3NMZdheI5cGgTCHPReS7MNnCNA/sHppvflAfZnPsFnvXabHajoukYnY/nZvCreWgfHWvNhxY3wqqZCp6DljjxPJflaJ7DFs1z0W/Ijr/S7h/SfyTdP+Tqu61pxRKhn6dUN29lq/O29UZlgzQOgkfn3DaneS5psCoV2sY1zzmxtrIZvpLcf6cH5bly6qtkVz55LgyfyeS5dMKcOp6bYbXWmX+A7uYPC7ymvJruPTdvEeimUdyy7a/6ZWJ/h7xx5LK/M9a+YO0Le8Hs9W92/Yvd/KE3f2jvnvbuaf+R9h/p4IUOX+acr2qS4QtdcJKDQJibx3MZhTkP0h1w90qW3j2t73s29YPkuQQwx9d5scytg2uHL7RYjnUPi3kOHNqEw1wUnot0UEPzaDLD+JO6ec4akZu+PJu8NrNfv1FCKHF4LmCAzluVDWYdAGKaZPRGGgfR7Ewuz0EbnHiey340z2GL5rl4oZ+psU4b+7RzPhU62+nKhDH/4Q+zq1YDr2CJ3Oz3f3F9a55DFqyNa55zYqzZux63TnM+QAfEc+XUV8lTeeO58Igmh+fSDHMqeG6+jtX2uONZjSOuEuY8PKewOt+DV/Ve/2JqYG6W53IAc+6q7fHu3RTpBk+0ecQgeS4ZzPF1bhRsdhy9k8pmXOCbx3Pg0CYJ5sLxXLQTVN1C90HMD3L9YyJ0Xp6zMM55tWb9dcpznxfxHF9jzukf5gdpn1O+FlnQZPEctL6J57m8RPMctmieix3HzjintW1y/JV0LkjnnLTPSfvsU+uE1HaIsTZFNyt8ldZ3SWOPNPZI+5x0LkjzwHOFaSTYHNM8hy1YG9c8507r1N6R31gHeVCKopznyqmvUkDlh+eiUpponks/zMnlOeXcFq3KADxX2eajd+qzufEHqe5KGJ2bv7ucxXM5gzkP0u3y7h8X0j3T4xOmmucSw5xVN1YjH6T2JdpxEEt4DhzapMLcMp6LB3NOHZ9Q84OM/5HOBXV4zodxltAF2tw8nqvvseGL/Unbf6DVrZiOJoXnoOlNMM/lK5rnsEXzXJI4gmad4so5re2Q9jdy82tSv8nVJWkekGKJUkprO7T7h9h1S25uyc0vwrnf49wloldPNM/hCtbGNc95LuT2z4RX3/M8QKeQ58qpryCYyw/PxQM1cTyXFZiTxXPg9LYM5qxSz3NG2ah+4e7TDIbPtLYna4+5BTyXV5hzV3WH39x6kK51wo3swBxf5+2Lye6wR/Ftzs9z4NCmAObm81xCmJsK3Skd/yOjN3J8QtnMxnOLeY4x5uO5Ypk5oDx6J82j4N3oYHgOGt0E81weo3kOWzTPJUygqfFV2tijV99J/57070n/wd6obvBIBo+kb9WDXY29YJiTYXNM8xy2YG1c85wvzQP7J8NKWfVDUhYlPFdOfc2HuTzwXBJWE8Fz2YI58TwHTm/hYA6Q52yk2+WNQ179ohrmeIlD8pyyyTVX1b7w7l/PctfGEZP17sTBHF/njUPb5q6+Rz6qNZjnwKFNGcwF8ZwomHOqfU5Hb2TwTBr79vGsbolz85z7sIjZoyGOj+jofXIExB9aLCcFNTE8B21t4nkuv9E8hy2a54Rknq8VC/T4K+3+JcMXMnz11otdN7fE7XGSVM6J5jlcwdq45jl/Vpg10nHzO7cDdJJ5rpz6WgZz2ea55FNvyXguizAnkufA6S0KzIHznPgKAXNWwfAcBMx5kG5muWtTLNIJhTm+zqs79qaw3b9Jbc7mOXBrUwlzXp4TDnNOdS7o4Jn07kltx36dNstz0y3DZ1a2VjZZ797+tBy+ksa+mHm3pDwHrWzieS7v0TyHLZrnFL27Eu3fk/F7QA1fiLrHoXkOW7A2rnluNvVd+6fE6lY+hU4az5VTX+FgLqs8J2I5ahKeyy7MieE5cHqLDnO54rnQMAfDc9Aw50U6w7fctfmVJV3uKhrm+DovbvDRG7Vm/YxSsntbyxrPCYE5h+fWDXk2Z60/7VzQ/gO5uSWVTc9prc7GRoGjc3yNtc+nRzlffY9zBIR4noP2NfE8hyOa57BF85yyXF3S8QeZrcGT5jn5wapUaBvXPBcYaw1Q/17zXEieK6e+osBc9nhOFMzF5bmsw1xSngOnt7gwlxOeiwhzqnkOGuNmyzoaorLFr35S84M4U0utM2bEeMBLXSxMzdzQKPHBM7UeWHEjGcxN3kU2eE4gzK1ytjpRKmkw51T7G+3+Idc/SWXDu47Vp3WTXeca+3T4TMYfxDRJ745WNoTBXHyeg5Y18TyHKZrnsEXznLI09v3Hedm/U/mh9KWy5jlcwdq45rnAVMr2XjeN/RwKnVCeK6e+osNclnhOLMxF57l8wFx8ngOnt2Qwl3meiwVz6ngOmuEW85xVFtKNJ0g3eiPt89BIF87F2BrzlfvCeULXu7NPUq9uxz0OYkYA085zomHOKmU8xzhznwvhDMpZG9LZFzJKGTUK9PonHb2T8T8yeiXNw4C7Us1z0KYmnufwRfMctmieU5cVZv2n7K7RGykWlD4KzXO4grVxzXPzcvWDmiYZvpD8fR9Aw3NxYS4bPCcD5qLwXJ5gLg7PgdObCJjLMM8lgDkVPAcNcOF5zr5kk3e+synSvS9DunA6xta8jrM6968+obv6br8MaBzEsrk5A3rp5Tk5MKea51YY46x9Trq35OY3qWxSyihfp8Y6ZdzZb44eH9HBExm9kfE7ufpBjYJ4mIvGc9CapnlOVDTPYYvmOZXhq+zq0j7AZ/xBure0Ulb9GDTP4QrWxjXPzYuxZm9I3TrJ2wAdAp5LBnNp5zl5MBeO5/IHc9F4DpzexMFcJnkuMczJ5TloeovHc/blG36k61yyYjk6zLltzicgsybCp4pkIdrxqT2+3jqLbnMLCCydPCcT5lTwXJDQXX0n/XvSuyPdv6T/QPoPpH9P2me0ukVvbsnwhYzeSP+B1HZkwVwEnoOmNMHFGGOa59BF8xy2wCoVX2VQ713zHK5gbVzz3IK0z6hpkvE7MdbUPChFyTXPiYC59PKcbJhbxnN5hbmwPAdOb6JhLmM8JwjmZPEcNLol57kp0l0yZ7f+sYN0EY3MhpsVRplnYaNT9oUr1Ba6NcbXeH3P9sHrnxGPal0KYWnjOfkwB8NzK4yvsu5fMnwmwxd/jV7J6JW0TimXsJo1Gs+BU5oEmLOieQ5bNM9hC1KlQts4VqVC27jmuUXX4Wz0RkyTdC5yNUCXU54TB3Np5Dk1MDef5/INc8t5Dpze5MBcZnhOKMyJ5zlobhPLc/Z1NvnVD+pZ7modHBFydG7G5gIPCrDMjq3Y0FPZZKNXYn6Q3gM1CuJgLm08pwrmAHhuUv0HMnojo/dpjd/J+J3078UfARGN58AdTSbMWdE8hy2a57AFqVKhbRyrUqFtXPPc4hx/pdYSe8V7X0pN7nhONMyli+dUwlwQz2GAuUU8B05vMmEuAzwnAeZE8hw0tMnjOfuaG/zq+3SSbvRO2hfMWDxJ54zOrTD3mQCjtxGhxCk3z1kDdEaB9e/p+B8ZPtOww3qRUCwNPKcW5qTz3BwXM9bZ+B8JqA9yfELV2FwAz4E7mnyYs6J5Dls0z2ELUqVC2zhWpULbuOa5JVlhg2d7nY38B6UoOeI5OTCXFp5TD3NensMDc8E8B05v8mEu1TwnDebE8Bw0sUnnOZeCzS53bV/MX+46GZ2jKx6bG72NyH/EKv/5niuUcXb1g4zeyPCVVLaZpWnCYC4NPAcBcxJ5bqGLFcvM/CD+MolpkvYZBM+BO5oqmLOieQ5bNM9hC1KlQts4VqVC27jmuaWp79knyFU3ZT8oRckFz8mEOXieg4I5h+c2ltkcNKXJ5TlwelMFcynlOckwl5TnoHFNOs/NEbFi2Yt0/+bsSReD5xg9/koHj2T4Sup7/lNcBcAcLM/BwZwUngtDY6ts/G5/nviqvqfI5myeWzPgKU0hzFnRPIctmuewBalSoW0cq1KhbVzzXJj07qlpkt5dTgboMs5z8mEOkudgYW6raGwZS3gOGtGk81yaSw6HpYjnlMBcfJ6DZjXpPBdiPalR4q1vbPRm/9rK/CDXv2hxM4jnJrvOOR7ntjnnDfqZVrdJ95b0H0njkE1VSyDMQfEcNMwJ5rkoNNa5oLM2N3whCk6EsGsldzwXOprnsEXzHLYgVSq0jWNVKrSNa54Lk8qG/XNm/UsehC6zPKcK5mB4LgUwZ9VcnoPmM7m1kW6ek4liqeA5hTAXh+egQU06z0U6I3WdGwV+fOpFut+0shWH54wC6VyQ7i1pnVLr8NYAnhOCZSp5Lh0wJ4znYkyurbKb39Rnc5VNRTBnVX54LmI0z2GL5jlsQapUaBvHqlRoG9c8FzLXv6hpksEzycG3hQzyXGhQc8p3Sap5LjUwN5fnwO1MMsxZlVKek09jwDynHOai8Rw0pUnnuYgw50e6r2z4Qp3lrtc/aWWDOYtb3YtYndMhZi+8uiTtM2JBkp/nBJKZGp5LE8wJ4LlkUlbbYa1vtPWNNg4YX1NqcznhuVjRPIctmuewBalSoW0cq1KhbVzzXMhYB5GZJjk+yvwAXaZ4LiKozftrDKFTwXMpg7kAngO3MyUwl1KeUwVkYDwHBHNheQ4a0aTzXAKY85SDdB9k/I+MXknnkhbL9gCd+/BW68xW+pm6D29tn31qnxE+gaSpzQmHM9k8lz6YS8RzCihNGszlgecSRPMctmiewxakSoW2caxKhbZxzXPhY22lMnojfFXSg1KUjPBcrHm3SDxXP6i3z9vzqnvbbZ21iuViNqokrgpC7y1DpRtPTRkFQ3YVC8ViQcU7SmHJaLxYMo6/8sETHb+T4SsZPJL2GS2WbGuwJM7zH9Hkws4FMQq2pBjrk8pO40bB9bDTWVbj4A9DN66q7G9u0A8DpHHwx6Ab143rxnXjunHduG5cTePFkjF6J6ZJOpcM/MEnqeZhM908l2C3ON/K1sU8V9wuVveq86p72z0+PS5uFtNeG6KrVCyWJdxtuAIcSSuWUrAFG8TAWrFQXDrIlssKaBwaztSUMKWa/Q+mwJuHrP9Ahy9k8Eh6d6R9RoolylYY46z+hba+kfYZaZ2Q9jdy/ZNc/yTFMrNHxtZcy2al/a8vbGZQ+NpbaWWsG0bBAH8YwgcMl5b1pCt+p4lKUOzG8cVYN4w13TiiFAtFgV84GYpuHFdWebFQhH4QENGNI4v1e/qot2qdMtMk4w9SLDEZj0pNmgep5bm4MBc4Rpe6xa2pXMo6u8dcsVQsbhThV55KXso6W0XYxa1wZqdocSvoUtbli1uhF5xKLxcqiVeqmarvse5fOngm/QfSuyOdc3L9k/T+kt7dpP6S3h2p7dLpaso1JteGxC5uTetS1piLW8GXpiZbxxpYPEOLW4VGL27FFkMvbkUWpGs80TaOdY0n2sa5XtwaKSts+ExMk1z/zPAOdKlc3CoI5lLKcxmBudzyXDggA+M56JE66TyXMpjz8xw4nCmEOWU8ZxlWfY91/5DhMxk8BdUzqe3YMCfd5gTyXHZgLhTPgVubBJjLEs9JiOY5bNE8hy1IlQpt41iVCm3jmueiprFnH1JX2cyq0KWM54TCXOp4LlMwl0Oei8JkADwHDXPSeS6VMOfhOXA7Uwtz6njOtfCzccBGr2T0FlCdC6oC5kTxXNZgbgnPgVubNJizeW413TwnLZrnsEXzHLYgVSq0jWNVKrSNa56Lkf4DMU3S/aN5LiHPSYA5t8QB81wGYS5XPBcdy5TyHDTJSee5FMOcNTFnbcEGL2hqYU4Rz83A1uiNjP8F1M1vqsjmEvJcNmFuLs+BW5tkmEs7z0mO5jls0TyHLUiVCm3jWJUKbeOa52Kktm0P0NV2Mil0KeA5OSrnPhdiwYXSeS6zMJcTnotLZop4DhrjpPNc6mHOqtzyXAg+UzQ953K6wRM1P8hsdS5Tz3NZhrkAngO3NiUwl16eUxLNc9iieQ5bkCoV2saxKhXaxjXPxUv3DzVN0n8gWfwuAcpzcibmJHlfZJ7LOMxlnueSwZl0noNmOOk8lxGYyy3PhVYzdTw3qc6l/UstX9X3VK1sXeN8LSLPZR/mPDwHbm1qbS51PKcwmuewRfMctiBVKrSNY1UqtI1rnouXYomZH8Q0SfMwewN0QDwHzW3RqhCR53IBcxnmORF8JpHnoAFOOs9lCuZyyHMRsUw1z61xo8QHj36hu/qhcHQuEs/lBeayynOCRCwtPKc8muewRfMctiBVKrSNY1UqtI1rnoudq0tqmmT0SjL3P4NyngPpwJx9AAAgAElEQVS3togwZ1VYnssRzDk8Z2xAc5tamJPIc9D0Jp3nMghzueK5WF6mfnErX+NGgbfPWf+BDl9o7442j5TOzYXluXzBnKVdmeE50S4Gz3NA0TyHLZrnsAWpUqFtHKtSoW1c81zsGGts/I+YJml/y9gAnTieK+QT5sLyXO5gLmM8J5rSiqWiUcYFc4l4LrMwlxOeS6BmKnhOOb0l5bk8wlxmeE6OjkHyHGg0z2GL5jlsQapUaBvHqlRoG9c8lyStU2qaZPyPGOtCHpSiKOE5cGtLAHPLeS6nMJcZnhM+4yaW56C5TTrPZRzmMs9zie1MLs9BG1xknssvzGWA52QaGQzPpSCa57BF8xy2IFUqtI1jVSq0jWueS3QnnA1fiWmSq+9ZGqCTzHPg1pYY5hbxXK5hLgM8JwfmhPEcNLRJ57lcwFyGeU6QoMniOWh9i8xzeYe5VPOcfClTzXOpieY5bNE8hy1IlQpt41iVCm3jmucSpnlg73ZdKSe/M0WRxnPg1iYI5oJ5DgHMpZrnZMKcAJ6DJjbpPJcjmHMqSzwn1NHE8xy0u0XmORwwl1KeU+Vl6nguZdE8hy2a57AFqVKhbRyrUqFtXPNc0qyw/gMxTdK9zcwAnQSeA7c2oTDn5zk0MJdSnpMPc4l4DhrXpPNcHmEuSzwnYcxNJM9Bi1tknsMEc6njOWWDbMp4LpXRPIctmuewBalSoW0cq1KhbVzzXPLUduwButp2NoROKM+BW5sEmPPwHCaYSx3PqYK5mDwHzWrSeS6/MJcNnpMAcyJ5DtraYHkuEzCXLp5Ta3PSeS7F0TyHLZrnsAWpUqFtHKtSoW1c85yQdP9Q0yT9B81zqa0oMJcGngOBuRTxnFqYi8xz0KAmnefyDnNp5zlpMCeG56CVLXJZpiaI5zIEc2nhOeUwJ5fnUh/Nc9iieQ5bkCoV2saxKhXaxjXPCUmlzKwBusZ+BoQOGc9FhzlYngOEuVTwHATMReA5aEqTznM4YC69PCcZ5pLyHDi0xYM5QTyXOZgD5jkglZPIcxmJ5jls0TyHLUiVCm3jWJUKbeOa50Tl+gc1TTJ8Ien/voGG5+LCHBTPgcMcMM/BwZzNc4WFPAeNaNJ5DhPMpZHnlMBcfJ4Dh7YkMJeY5zIKc2A8Bw1z4nkuU9E8hy2a57AFqVKhbRyrUqFtXPOcqBjrbPyPmCZpnaR9gA4BzyWDOfU8lxKYA+M5aJhbwnPQfKaC55DBXLp4TiHMxeE5cGhLDnMJeC7TMAfAc9AkJ57nMhjNc9iieQ5bkCoV2saxKhXaxjXPCUz7jJomGb8TY03sHQtOrnlOBMyp5LlUwRwAz0GT3BKeg4Yz6VUyjNIinssrzKWF55TDXDSeA4c2UTAXi+dyAHNKeQ4a48TzXGajeQ5bNM9hC1KlQts4VqVC27jmOZH3ydnojZgm6VykeoAupzwnDuamPPdVIs+lEOaU8hw0xi3hOXA4UwJzC3gu3zAHz3NAMBeW58ChTSzMReS53MCcIp6DZjjxPJfxaJ7DFs1z2IJUqdA2jlWp0DaueU5sjo+oaRLzgxRLwu9bWHLHc6JhTjbPpRbmFPEcNMMt4bnc14zE+XgOA8xB8hwozC3nOXBokwFzoXkuZzAnneegAU48z+UimuewRfMctiBVKrSNY1UqtI1rnhOcFTZ4IqZJbn6ld4AuRzwnB+bk8VzKYU46z0EDHHaem7OC1eE5PDAHw3PQKreE58ChTR7MheC5XMKcXJ6D1jfBPJejaJ7DFs1z2IJUqdA2jlWp0DaueU546l+oaRLTJNVNGXcvILngOZkwJ4PnMgFzEnkOmt6WVNkwyrnmuYUnP1g8hwrmVPMctMct4TlwaJMNcwt5LscwJ4vnoN1NMM/lLprnsEXzHLYgVSq0jWNVKrSNa56Tkd5fapqkd5fSAbqM85x8mBPLcxmCOSk8B05vIWAuzzy3EOYslYPkOSCYU8dz0BK3hOfAoU0NzM3hudzDnHiegxY3wTyX02iewxbNc9iCVKnQNo5VqdA2rnlORiqb9gBd/UsahS6zPKcK5kTxXOZgTjDPgdNbaJjLJ8+FgDmrYHgOFOZU8By0wS3hOXBoUwlzMzyHBOaE8Rw0tInnuVxH8xy2aJ7DFqRKhbZxrEqFtnHNc5Jy/YuaJhk8Efe3EfqZzpa8xzAvGeQ5tTCXnOcyCnPCeA6c3iLCXN54LjTMwfActMpJ5zlofcsbzyWHORfPoYI5ATwHTWzieQ5BNM9hi+Y5bEGqVGgbx6pUaBvXPCcpxQIb/yPmB2keUjYH5qCQLlM8BwFzSXgu0zAngOfA6S0WzOWH5yLCnGqeg/Y46TwH7W5LytKuDPGcKJhLCc8ph7lEPAeNa+J5Dk00z2GL5jlsQapUaBvHqlRoG9c8Jy+dCzr+IMMXwrmL53zRPJdCmIvHczmAuUQ8B05vCWAuDzwXC+bU8Ry0xEnnOXB6CwNzGeI5oTBn6RgkzwHBXEyeg2Y18TyHLJrnsEXzHLYgVSq0jWNVKrSNa56T+S7Y6JWM3knrxGNzo7eRVVBCl3qeg4a5qDyXG5iLyXPg9JYY5rLNcwlgTgXPQRucdJ4Dp7fwMJcJnpMAc5A8BwpzNs+thuY5aFCTwnP4onkOWzTPYQtSpULbOFalQtu45jmpOf5KR2+k/0j4qsfmyH8EUOhSzHPQJBeV53IGc5F5DpzeBMFcVnkuMczJ5TlofZPOc+D0FhXmUs5z0mAOhuegVS4az0FTmvhimufQRfMctmiewxakjWNVKrSNa56TmxXWuyf9R3J8RNw2Z9Ws0El/PIyxlPIcNMZF5blcwlwEngOnN6Ewlz2eEwRzsngO2t2k8xw4vcWDudTynGSYU81z0B4XmefAKU00zFnRPIctmuewRfMctiBtHKtSoW1c85zs1Hdp/4Hc/CJ81fY4Momjdbh5DprhovJcjmEuFM+B05sEmMsSzwmFOfE8By1u0nkOnN6SwFwKeU4JzKnjOWiJi8xz4JQmB+asaJ7DFs1z2KJ5DluQNo5VqdA2rnlOfujVd3LzizQPNM9lBObm8VzuYW4Jz4HTmzSYywbPSYA5kTwHbW3SeQ6c3pLDXKp4TiHMqeA5aIOLxnPgjiYZ5qxonsMWzXPYonkOW5A2jlWp0DaueU526GdaLNPrX6RzrnkuIzA3y3NIYG4uz4HTm2SYSzvPSYM5MTwHrWzSeQ6c3kTB3KSAeU45zMnlOWh9i8Zz4I6mBOasaJ7DFs1z2KJ5DluQNo5VqdA2rnlOdix3a52QzoXmuYzAnJvnUMFcAM+B05sSmEsvz0mGuaQ8B+1r0nkOnN5EwxwwzwHBnCyeg3a3aDwH7mgKYc6K5jls0TyHLZrnsAVp41iVCm3jmudkx3I3Y41efSe5OxpiPZ8wF5bnoB1NLs+lvCRYWLp4TgnMxec5aFmTznPg9CYH5sB4DhTmxPMctLhh57lw0TyHLZrnsEXzHLYgbRyrUqFtXPOc7FjuRj/T5gG5upwK3azN5ZfnoKEtatF1StfpIp6DFjTUPCdNxNLCcwphLg7PQZuadJ4DpzeZMAfAcymAOZE8B21t0WqFsZV88VyUaJ7DFs1z2KJ5DluQNo5VqdA2rnlOQSx645xe/yDODB2UzTGlPAcNbfFgbhHPQduZ3NowjI0U85xkF7OUChXMReM5aE2TznPg9CYf5pTyXGpgTgzPgVtbdJjLFc9Fj+Y5bNE8hy2a57AFaeNYlQpt45rn1MQCuMY+ubkl1z9IbYdUt0mlDGBzTBHPQUNbEpgL5jlwO5MPc+nlOSU6BslzQDAXluegHU06z4HTmyqYU8RzKYO5pDwHbm0JbC4PPBc3muewRfMctmiewxakjWNVKrSNa55TE9vgVmjvL+ndEevP/j25+U2M9ZzxHDS0uat727UqEsz5eQ7czlTBXBp5TqGRwfAcKMwt5zloQZPOc+D0phbmpPNcKmEuPs+BQ1symMs8zyWL5jls0TyHLZrnsAVp41iVCm3jmudU5vgrHT6TwTMZPJHBMxk+k+Er6d0Txd9qpPEcNMbN2lzg20thzsNz4HymEObSxXPKR9hU81wKYG4Rz0HbGXaekzndJoXnUgxzcXgOHNoSq1y2eU5ENM9hi+Y5bNE8hy1IG8eqVGgb1zynMsMXMnono7dJvZPxOxn/I/XdrE/PQUtcVJ6zAI6X+AIe6t52j0+Oi5vFMKUGztRUsVQ0ynmjt3Tx3DKYU1x2404VgEuNzRkFI5NHQ4iAPICTW+VVePWzGhfKiFJKeNa49SKWc55ySRRbNs+BU6PysnkO+mGANM5XOfjDAGh8HWnj1rd08IcB0zjXjWMpzrntksgKb+OreBtX/OvkYoGNP8j4n7c+iPlBWqdU5SMRynPQBheV59zzcc2vTWf1a2C1z9rFQlGXLl26dOnSpUuXLl26dOnSpUtXDqqyUTRNYn54yySmSdpnXOUjaR42xfAcXafgBhee5xYvZc3/4tZUTc+lcp6uKHV6LjVLWYMXt6qaWQOr2aGzVC1uVTtxVkw+PZf6payBi1uNgpH7paxp+G1k5JITvbgVW/TiVmzRi1uxBWnjWNd4om1cL25VmeGz7XG+qm5RlQ9D2PRcVnjOsja8PJfCxa0pgzm5PJdimLP2mMs5z80TsZTwHMSC0EQ8l0GYW8Rz4NYmf2VoqnlOZjTPYYvmOWzRPIctSBvHqlRoG9c8pzLNAzprc92/Sm2OoeI5t7Vh5LlYXqaO56A9TjrPpR7mrMotzy2jMWCeg4C5RDyXWZgL5jlwa5MPc6nmOfnRPIctmuewRfMctiBtHKtSoW1c85ziNA/p+H1qc9e/qPr/WFDwnI/k0PFcAjXTR0Pggbnc8lw4IAPjOTiYi8lzGYc5P8+BW5tCm0sjz6mK5jls0TyHLZrnsAVp41iVCm3jmucAssKqm7S2TY01mPefc57zEZtVUW0uwzyX2M7k8hy0wUnnuUzBXA55LgqTAfAcNMxF5rlcwJyH58CtTSHMpY7n1EbzHLZonsMWzXPYgrRxrEqFtnHNcwiTW56LYXC54jlBgiaL56D1TTrPZRDmcsVz0bFMKc9Bk1xknssRzFkTc3w1UzwnDsVSwXMQ0TyHLZrnsEXzHLYgbRyrUqFtXPMcwuSQ58TCXPZ4Tqijiec5aHeTznOZhbmc8FxcMlPEc9AYF5nncgdzVmWD5yTQGDDPwUXzHLZonsMWzXPYgrRxrEqFtnHNcwiTK56TAXNZ4jkJ609F8hy0uEnnuYzDXOZ5LhmcSec5aIaLzHM5hbls8Jw0IAPjOehonsMWzXPYonkOW5A2jlWp0DaueQ5hcsJz8mAuGzwnAeZE8hy0tUnnuVzAnMNz8NCmFuak8xw0wEXmuVzDXNp5TjKTAfBcOqJ5Dls0z2GL5jlsQdo4VqVC27jmOYTJPM/Jhrm085w0mBPDc9DKJp3ncgRzmeQ5cYgmheeg6S0yzyGAufTynBIsU8pzaYrmOWzRPIctmuewBWnjWJUKbeOa5xAmwzynBubSy3OSYS4pz0H7mnSeyx3MZYznRFOaYJ6DRrfIPIcG5tLIcwpn2RTxXPqieQ5bNM9hi+Y5bEHaOFalQtu45jmEySTPqYS5NPKcEpiLz3PQsiad53IKc5nhOeEzbmJ5Dprb4vAcJphLF88phDlFPJfWaJ7DFs1z2KJ5DluQNo5VqdA2rnkOYTLGc+phLl08pxDm4vActKlJ57lcw1wGeE4OzAnjOWhoi1yrInkuKzCXIp5TbnNyeS7d0TyHLZrnsEXzHLYgbRyrUqFtXPMcwmSG56BgLi08pxzmovEctKZJ5zkEMJdqnpMJcwJ4DhzaYsDcqjCeyxbMpYLnIGBOIs9lIZrnsEXzHLZonsMWpI1jVSq0jWueQ5gM8BwszMHzHBDMheU5aEeTznNoYC6lPCcf5hLxHDi0xYY5ETyXRZiD5Dk4lZPFc9mJ5jls0TyHLZrnsAVp41iVCm3jmucQJtU8B65ywDwHCnPLeQ5a0FTwHCaYSx3PqYK5mDwHDm0JYS4Zz2UX5mB4DlrlxPNc1qJ5Dls0z2GL5jlsQdo4VqVC27jmOYRJKc+Bexwwz0Gr3BKeg7Yz6VVawnO5hLkU8ZxamIvMc+DQJgTm4vJc1mFONc9Be5x4nstmNM9hi+Y5bNE8hy1IG8eqVGgb1zyHMKnjOXCJA+Y5aI9bwnPgcCYf5qyax3M5hrlU8BwEzEXgOXBoEwhz0XkuHzCnjuegJU48z2U5muewRfMctmiewxakjWNVKrSNa55DmBTxHLjBAfMctMQt4TlwOFMFc/N4LvcwB8xzcDAXiufAoU04zEXhuTzBnAqegzY48TyX/WiewxbNc9iieQ5bkDaOVanQNq55DmFSwXPg+rak1iTzHLTBLee5fFfQlJyb55DAHBjPQcPcEp4DhzZJMBeO5/IHc3J5DlrfxPNcXqJ5Dls0z2GL5jlsQdo4VqVC27jmOYQB5jl4elsGc1bJ4jlofVtS5bzz3Pzd5SyeQwVzADwHTXJLeA4c2qTC3DKeyyvMSeQ5aHoTzHP5iuY5bNE8hy2a57AFaeNYlQpt45rnEAaM5+DpLRzMyeI5cHpbBnNW5Zbnlp3KCsxzEDCnlOegMW4Jz4FDmwKYm89z+YY5KTwHjW6CeS6P0TyHLZrnsEXzHLYgbRyrUqFtXPMcwgDwHDy9RYE58TwHTm/hYC63PLcM5iwgA+M5OJhTxHPQDLeE58ChTRnMBfEcBpgTyXPQ1iae5/IbzXPYonkOWzTPYQvSxrEqFdrGNc8hjFKeg6e36DAnkufA6S0KzOWQ58LBHBjPQcOcdJ6DBrjlPAdubSphzstzeGBODM9BK5t4nst7NM9hi+Y5bNE8hy1IG8eqVGgb1zyHMIp4Dp7e4sKcGJ4Dp7foMJcrnosCcwA8B01y0nkOmt6W1FrWeE4IzLl4DhXMJeU5aF8Tz3M4onkOWzTPYYvmOWxB2jhWpULbuOY5hJHOc/D0lgzmkvIcOL3Fhbmc8Fx0mFPKc9AYJ53nwOltKcytZYrnBMLcKmerDJjnIGAuPs9By5p4nsMUzXPYonkOWzTPYQvSxrEqFdrGNc8hjESeg6c3ETAXn+fA6S0ZzGWe5+LCnCKeg2Y46TwHTm8hYS4rPCca5qwC4zk4mIvDc9CmJp7n8EXzHLZonsMWzXPYgrRxrEqFtnHNcwgjhefg6U0czMXhOXB6EwFzGea5ZDAnneegAU46z4HTWySYSz/PyYE5MJ6DhrloPAetaZrnREXzHLZonsMWzXPYgrRxrEqFtnHNcwgjmOfg6U00zEXjOXB6EwdzmeQ5ETAnkeeg6U06z4HTWwyYSzPPyYQ5AJ6DJrnIPAdNaYKLMYb4xx3Nc9iieQ5bNM9hC9LGsSoV2sY1zyGMOJ5bg6Y3OTAXlufA6U00zGWM58TBnBSeg0Y36TwHTm+xYS6dPCcf5pTyHDTGReY5cEqTAHNW0P64o3kOWzTPYYvmOWxB2jhWpULbuOY5hEHAc8lgbjnPgdObHJjLDM+JhjnBPAfNbdJ5DpzeEsJc2nhOFcwp4jlohovMc+CUJg3mrKD9cUfzHLZonsMWzXPYgrRxrEqFtnHNcwiTa54TAXOLeA6c3mTCXAZ4Tg7MCeM5aGiTznPg9CYE5tLDc2phTjrPQQNcNJ4DdzT5MGcF7Y87muewRfMctmiewxakjWNVKrSNa55DmJzynDiYC+Y5cHqTD3Op5jmZMCeA56CJTTrPgdObQJibFCTPQcCcRJ6DprdoPAfuaKpgzgraH3c0z2GL5jls0TyHLUgbx6pUaBvXPIcwueM50TDn5zlwelMFcynlOfkwl4jnoHFNOs+B05sEmIPkOTiYs3luVSjPQaNbZJ4DpzSFMGcF7Y87muewRfMctmiewxakjWNVKrSNa55DmBzxnByY8/AcuL4phLnU8ZwqmIvJc9CsJp3nwOlNGszB8Bw0zAnmOWhui1YrueO50EH7447mOWzRPIctmuewBWnjWJUKbeOa5xAmFzwnE+YywHMyUaxYKholXDAXmeegQU06z4HTm2SYU81z6YA5YTwHbm0RYc6q/PBcxKD9cUfzHLZonsMWzXPYgrRxrEqFtnHNcwiTcZ6TD3Op5jn5NAbMcxAwF4HnoClNOs+B05sSmFPHc2mCOQE8B25tsWAuPzwXK2h/3NE8hy2a57BF8xy2IG0cq1KhbVzzHMJkludUwVxKeU4VkIHxHBzMTXmuMP+9QCOadJ77f3t3zyLHlS9wuIINOnDQgYIJFEygwAMKVuBAk3ngBkI4WAT7Aa7AwTU4uJiNzAZmcGCEA0ErEMjBQG2y8XKD+xEWvNkmG+xn2WDknla9dVXXy/9Un+fhYKqrqnvquGd6yj9X94SntwXD3BJ5Lr0wNyrPhbe2cW1u9XluhGxPd+S53MhzuZHncpPpxHOtVNlOXJ7L0Arz3LJhLrk8t2wmC8hz0WHuSJ6Lzme557nZCtpceS7VMHdingsPbaPD3Lrz3GjZnu7Ic7mR53Ijz+Um04nnWqmynbg8l6FV5bmIMJdQnlv+EraF81waYa41z0WHs9nH08vLpwnnufkubZspz6Ud5gbnufDQNkWVW3Gem0i2pzvyXG7kudzIc7nJdOK5VqpsJy7PZWglee6koLYflTXry3MRYW7RPJdSmGvIc+HhbJEwl26emznMTZ/n1hDmBuS58NY2aZhbX56bVLanO/JcbuS53Mhzucl04rlWqmwnLs9lKPk8N+J6t7abJxS6sDwXF+YWynPphblP8lx4OFswzKWY5xYJc1PmufWEuV55Lry1zRDmHvLc0+Tz3AyyPd2R53Ijz+VGnstNphPPtVJlO3F5LkMJ57nRb0cdlOeuX1y/+u9XbaO8Kz/88uHNz29yG7t3u7ke/Kekx8eJRx9GzMSjj8HE5x63P93ej/uJ72/mMn68ffPTm93b3e2Pt7mNNz+beF7j/hdu+GEsP3Zvdyae1di93b35ycQzGvenbeGHsfD4eNoWfRgxE8/zl3i2E8/1tO32x9vdu116eW6iT4urvLO1O8/d/OHmm//9pm18eP/hw/sPu/e73MaHX3Kd+N1sE3+X9CjvyvQPcvrxflfelfGHsfj48P7Dh18+hB+GiZu4ic848fdZTvwXE89r5Dzx8GMIGXmetuU88Ty/1bM+e8ly4vfjzc9vkslzU4S5xsvoRr659fsfvr/5w03DpierGpeDx+1Pt9f/dX3CHU8bm8ebRMbu3e7qi6sju12sbTw6Psq78uLyos+e049t2Ng+3pZ35dB7FZ8VaxqbhnH55HL3dte4KWD8brlx9fur2x9vRz3IOl0/v/7uT99FH0WAly9evv76dfRRBHj1x1ev/vgq+igCvP769csXL6OPIsB3f/ru+vl19FEEuP3h9urpVfRRBNi93V08vog+igDlXbn5bBN9FEvbfLYp78roowhw8fhi93YXfRQBrp5e3f5wG30UAbI9Xy16zH2pPDf15XKz57nw1jZzmFs4z4X3uGF5Ljy0zRDmIvNcXJg7Lc/Ft7bRYS6tPLdgmJsgz61Ztqc78lxu5LncyHO5keeyIs/lJtvz1SKJPDfDFXPz5rnw1rZImFssz4WXuGF5Ljy0zRbmYvJcdJgbmufiW9tEYS6VPLd4mBuV59Yv29MdeS438lxu5LncyHNZkedyk+35ahGc52YOc4clbpo8F97aFgxzC+S58AY3LM+Fh7aZw9zSeS46yQ3Nc/GtbdIwF5/ngsLcxzz3dGCeOxfZnu7Ic7mR53Ijz+VGnsuKPJebbM9Xi7A8N3+Vq7/Rte3dr2eY56YraDPlufD6NizPhYe2RcLccnkuOsYNzXPxrW2GMBeZ50LD3OA8d16yPd2R53Ijz+VGnsuNPJcVeS432Z6vFgF5bv4r5iYeT7bbJ+vJc1N3tMnzXHh3G5bnwkPbgmFuiTwXneGG5rn41jZbmIvJc9FVblieO0fZnu7Ic7mR53Ijz+VGnsuKPJebbM9Xi0XzXHhoOynMrSbPzfP+0wnzXHhxG5znfr+qPDdRQZsrz0UHuKF5Lr61zRzmls5z0T1uWJ47X9me7shzuZHnciPP5Uaey4o8l5tsz1eLhfJceGgbEeZWkOfmCXMT5rnw1jZsXGw2F6vKc5N2tOnzXHR6G5rn4lvbImFuuTwXXeKG5blzl+3pjjyXG3kuN/JcbuS5rMhzucn2fLWYPc+Fh7bRYS7pPDdnmJskz8W3tuFhbk15bob3n06Z56Kj29A8F9/aFgxzS+S56AY3LM/lIdvTHXkuN/JcbuS53MhzWZHncpPt+WoxY54LD20Thbn7cf3i+vL5ZXyPWzDM3Y+bFzeXTy+zCnP34+bFzcWTi/gAt2CYux83X91sL7b5hLmP49Hm5sVNfHFbMMzdj+2j7fWX11mFufuxfbR99vxZVmHu3vbRNs//gr14fHH1eY4Tv7y8vLy8jD6KAFefX+XZLK6eXm0fbaOPIsCzL55ttzlO/Pr5dYaVqiiKmy9vcvsNXhRF8bvi5sub6IMIsPlsk+f/eNhut8++eBZ9FAGyPV8tesx9eJ4LD22Thrm5x8Pfk62trKz5ZOeDEFa5GT56FrH9XOorK2sad268+yRhbu7xcOS1lZU1zTs/+m3n2QrdTGHuYS61lZU1bTvvt044Fqhp+7nUV1bWNO68X1PelXNd5jZPmHs47NrKyprunSsrpxzzeDjs2srKmvrOh0/36v4P+ZiJt919FUy8vrKyprLQcff0jZx145pVyPPpLiZ6xvOceNvKxE31rb66uU/1rZ7VxPM5bSu8qnfefUlD8tzqRvRFcOVBg9sv1xcegl0tyVXWryLM7aNbZbm+UA925W+1rvGhEg9z++hWWa4v1INd+VuPqy+kMjorWHmQ1fbL9YV6sOvYlH6Y20e3ynJ9oR7sqvuEd7eBV56HOvoAAAyDSURBVMyVB01tv1xfqAe7xn3WEuaK2klb20JROw8of2s3jQ+VPhMvTLx94kXL9OvLiRs568Y1q5Dn011M9IzXd07f+Im3rUzchM/4uph4cdLEs31xM/EibuK989yT6Na2qjDXkeca1tQyXNty+mGuI8+1ba3v3H33NMNcR55r2/pwsynG1dekGeY68lyfBtexKfEw15Hn2rY27lzeJX/RXFP/KpuKW9vW+s71u6Qf5u51/9qubO2/c/pGTjyF053TmHjRY+Ldd1nRxEfOum1N+vJ8uouJnvHu9Wma6lt9XbMuppj46qZ8b8Kf8XXxM16MfsZNfGFnl+eik1zPPPfx5kGAK5PMc6ddudbR1+qbOnYenOfiwtzRPFffVB4EuPLTGFcm0uZ6F7G24ta4qXHn+qbEw9zRPFffVF2zKYrNx7Pb/c20RnsFO+xrldZW39S45mHiKwlz9zp+bQ9KM+s61ylGTzyF053TmHjRY+L9lxM3ctZta9I3ycS716dpqomva9bFFBOvv8StwiQTL8+rS/Z8Gc9z4t0rU5bnL/HiLCZ+RnkuOsb1z3Nl07Vy9TWxee7Et5R25rly4LVyZf82Fx3muvNc2fRW1rIlz33ceSVhrjvPlU3XyjXuXN+UeJjrznNl07VyD2s2D3luP+pr0gxz3XmuPHatXNua9MPcve4z18qmnqcIqzB+4md2Zt9z4imc551m0MT7Lydu5Kzb1qRvkom3rUzZVM94hhOvv8StwlTf6h3r05TnS3rhxa1puf/PeIYvbil8q59FnovOcMPyXK27lYnluTFh7ujVc5vah9B17Fy/b7Jh7ujVcw9rHh3Jc8EX0J1Ux8p+b24tW/JcZYdVhLmjV88VtQ+YKw8C3OFyWnmuXxErO/vafk05d55bXM//LD+aZs7mdKeypm3iKZzunGb8M16u86KDQRPvv5y4kbNuW5O+SSbetjJlU028Y32apvoBX9esC894bbmy5sxe0gsvbrXlyhrPeH238NO2lee56AA3LM99WsHKT6tcmUCeGx/m+ue58tNI1+eOKYe5vnmu5Y8/lCnkuRHvKi175LmyqcHtNx2OVYS5/nnu4/pPA9zhcip5bkgXK3vkuf36+s7dd08zzN3r81t/0EnPWoyc+HqnP8kz3rYmZYMm3n2XFU185Kzb1qTPxIsRE+9en6bxP+Dh/wV7Gs94ceoz3nH3lHlxKzzjta2J/4yvNs9Fp7dhea5W2cpalStD89xUYe5oZStrVa5x58atKYe5I3muqcqV7XmuXLjNjQhzR/NcWatyfXZOP8wdzXP7m+Xdw8fMtcW4ys2Uw9zRPLe/WV+YJs+F6vitX28053Gic2/kxNc7/Ume8frN9A2aePddVjT3kbNuW5O+8RNv2y1xkzzjbStTZuKFiddunt9LeuFVvbZceMaT/xlfYZ6Ljm5DC1158ElzlZv1ElffWlmTeJg7DG3lwSfNVW7Wq1zjzpW7pBzmDqtcefBJcw83m9JbZWt95/TD3GFZKw+ufavcrFe5ytaeeS68xzUWuvLgk+Y+udlU5cqDPwRRubmKMHeY1cqDT5qr3Kw3uPrWyprEw9zew5E33SxaLjGoPMIyhzqtkRNv/FexCmMmvt5ZF7k+43nOupjo+3yNc/cD3niz6PG7rLLPWnjGG28WXtxathbr/D4vPOOr/RlfVZ6Lbm3DxlLvSE0tzM01orvb4LHwW1PjwtwyIzzDDRuBl8LNH+YCBgAAwFlbSZ4Lb23CnDAnzAlzwpwwBwAAMIPk81x4axPmhDlhTpgT5oQ5AACA2SSc58JbmzAnzAlzwpwwJ8wBAADMLMk8F97ahDlhTpgT5oQ5YQ4AAGARieW58NYmzAlzwpwwJ8wJcwAAAAtKJs+FtzZhTpgT5oQ5YU6YAwAAWFwCeS68tQlzwpwwJ8wJc8IcAABAkNA8F97ahDlhTpgT5oQ5YQ4AACBUUJ4Lb23CnDAnzAlzwpwwBwAAkIDF81x4axPmhDlhTpgT5oQ5AACAZCyY58JbmzAnzAlzwpwwJ8wBAAAkZpE8F97ahDlhTpgT5oQ5YQ4AACBJM+e58NYmzAlzwpwwJ8wJcwAAAAmbLc+FtzZhTpgT5oQ5YU6YAwAASN4MeS68tQlzwpwwJ8wJc8IcAADASkya58JbmzAnzAlzwpwwJ8wBAACsykR5Lry1CXPCnDAnzAlzwhwAAMAKjc5z4a1NmBPmhDlhTpgT5gAAAFZrRJ4Lb23CnDAnzAlzwpwwBwAAsHIn5bnw1ibMCXPCnDAnzAlzAAAAZ2FgngtvbcKcMCfMCXPCnDAHAABwRnrnucvo1ibMCXPCnDAnzAlzAAAAZ+fs8lx0dxPmhDlhTpgT5oA5lHdl/5tH7364/n5Udjv6gAAATOWM8lx0dxPmhDlhTpgT5oC97bb45tti926ze7f55ttiu+11r30saxuHe1bueNqjHf6z7S6Nj9lzfwAAjjqLPBfd3YQ5YU6YE+aEOeDQ1efFr3/f/PvfD+PXv28unwx+nI7UVUl1Hd2tT5g73Plwof6F2o5NlQMAONnK81x0dxPmhDlhTpgT5oC6v/3/J23ufvzt/zZ97tuYwBqvYmtc7tjUVtzqba7xi3YHOHkOAOBkq81z0d1NmBPmhDlhTpgD9l6+KF7/z8fx/Z+Lepu7H9//+WG3ly9aH62xlFW21vc53KFov26ufvcTSl/jMXf/KwIAoM0K81x0dxPmhDlhTpgT5oCK8q65x3WM8q7rYrrGD4ar73B4s//bUesr24pe272OHg8AAP2tKs9FdzdhTpgT5oQ5YQ5otP8rELt3m/Iv7UnuL5v9bt98W32Qnte77XduO5juj6VrfJw+cU2eAwCYyUryXHR3E+aEOWFOmBPmgJ42m+LXfzS0uV//sRn6Y9izwXVsOnrl3dG/I9HnKx7dCgBAh+TzXHR3E+aEOWFOmBPmgKFeftXw8XMvvxr8OCdcItexqS26tX163dEv2vNQAQDolnCei+5uwpwwJ8wJc8IccLLr50X5180//7X557825V83189PeZDuPNdY1oqTrp6r3Oz+zLtBRQ8AgKOSzHPR3U2YE+aEOWFOmANSMDSQtV0c1/Mtq/W/AiG6AQAsILE8F93dhDlhTpgT5oQ5IB19/mZr29bGGHe4qb5/45dQ6AAA5pZMnovubsKcMCfMCXPCHAAAAMtLIM9FdzdhTpgT5oQ5YQ4AAIAooXkuursJc8KcMCfMCXMAAADECspz0d1NmBPmhDlhTpgDAAAgBYvnuejuJswJc8KcMCfMAQAAkI4F81x0dxPmhDlhTpgT5gAAAEjNInkuursJc8KcMCfMCXMAAACkaeY8F93dhDlhTpgT5oQ5AAAAUjZbnovubsKcMCfMCXPCHAAAAOmbIc9FdzdhTpgT5oQ5YQ4AAIC1mDTPRXc3YU6YE+aEOWEOAACAdZkoz0V3N2FOmBPmhDlhDgAAgDUaneeiu5swJ8wJc8KcMAcAAMB6jchz0d1NmBPmhDlhTpgDAADIyuuvX9+P+nLjzh2PM99BDnVSnovubsKcMCfMCXPCHAAAQJ4Oy1p3ZRuZ5xZLeAPzXHR3E+aEOWFOmBPmAAAAcpZvnttcbsLTmzAnzAlzwpwwBwAAkLl6nqu/3XW/T+ObYRvfG9u4W31r5WE7dq7fq8055Ln41ibMCXPCnDAnzAEAACyiMX5VPoGu+2Z9U8e96svdD1W/+9FCt+48F9/ahDlhTpgT5oQ5AACABXVXtnqzK3rkuca/MtEnyXV8lfPPc/GtTZgT5oQ5YU6YAwAAWFyfNNa9te2yu+6+1nb3HPNcfGsT5oQ5YU6YE+YAAAAi9PyQuMbPpDu6UHn8xi9R2fNwt8py/4+fW1Oei29twpwwJ8wJc8IcAABAqgb9QYZ09M5zjyPzXHxrE+aEOWFOmBPmAAAAmEHfPAcAAAAATE6eAwAAAIAwx/McAAAAALAkeQ4AAAAAwshzAAAAABBGngMAAACAMPIcAAAAAISR5wAAAAAgjDwHAAAAAGHkOQAAAAAII88BAAAAQBh5DgAAAADCyHMAAAAAEEaeAwAAAIAw8hwAAAAAhJHnAAAAACCMPAcAAAAAYeQ5AAAAAAgjzwEAAABAGHkOAAAAAMLIcwAAAAAQRp4DAAAAgDDyHAAAAACEkecAAAAAIIw8BwAAAABh5DkAAAAACCPPAQAAAEAYeQ4AAAAAwshzAAAAABBGngMAAACAMPIcAAAAAISR5wAAAAAgjDwHAAAAAGHkOQAAAAAI8x9w6r5OFdE01gAAAABJRU5ErkJggg==" alt="" width="1616" height="580" />

2.下面我来讲解下是如何制作的

首先需要下载并引入 highcharts.js 文件  <script src="../../Scripts/highcharts.js" type="text/javascript"></script>

3.后台拼接hightchart所需的数据，如下为datatable中的数据，产出面积SF和工时产出分别为highcharts中的两类数据

aaarticlea/png;base64,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" alt="" width="1607" height="91" />

 　　　　　　　　　//按照highcharts可识别的格式来组装datatable中的数据
　　　　　　　　　 StringBuilder categories = new StringBuilder();
　　　　　　　　　 //series_SF为产出面积SF数据

                StringBuilder series_SF = new StringBuilder();
　　　　　　　　　//series_WH为工时产出数据

                StringBuilder series_WH = new StringBuilder();

                Dictionary<string, string> objDic = new Dictionary<string, string>();

                //循環添加highchartsX，Y轴所需的數據

                for (int i = ; i < table.Columns.Count; i++)

                {
　　　　　　　　　　　　//X轴所需的數據

                    categories.AppendFormat(table.Columns[i].ColumnName + ",");

　　　　　　　　　　　 //Y轴 产出面积SF所需的數據

                    if (string.IsNullOrEmpty(table.Rows[][i].ToString()))

                    {

                        series_SF.AppendFormat("0,");

                    }

                    else

                    {

                        series_SF.AppendFormat(table.Rows[][i].ToString() + ",");

                    }

　　　　　　　　　　　　//Y轴 工时产出所需的數據

                    if (string.IsNullOrEmpty(table.Rows[][i].ToString()))

                    {

                        series_WH.AppendFormat("0,");

                    }

                    else

                    {

                        series_WH.AppendFormat(table.Rows[][i].ToString() + ",");

                    }

                }

                //刪除最有一個多餘的","號

                if (table.Columns.Count > )

                {

                    categories.Remove(categories.Length - , );

                    series_SF.Remove(series_SF.Length - , );

                    series_WH.Remove(series_WH.Length - , );

                }

                objDic.Add("categories", categories.ToString());

                objDic.Add("series_SF", series_SF.ToString());

                objDic.Add("series_WH", series_WH.ToString());

　　　　　　　　　 //转换为json格式数据，返回给前台界面

                return Common.JsonHelper.ToJson(objDic);

4.前台接受数据

{"categories":"03/01,03/02,03/03,03/04,03/05,03/06,03/07,03/08,03/09,03/10,03/11,03/12,03/13,03/14,03/15,03/16,03/17,03/18,03/19,03/20",

"series_SF":"0,0,0,50.94,0,47.60,8.72,0,0,8.00,0,62.96,50.94,101.88,25.47,0,0,52.50,25.47,0",

"series_WH":"0.00,0.00,0.00,2.12,0.00,1.98,0.36,0.00,0.00,0.33,0.00,2.62,2.12,4.25,1.06,0.00,0.00,2.19,1.06,0.00"}

5.绑定并加载highcharts

　　　　　　　　　　　　//繪製兩個Y軸的混合圖

                    var options = {

                        chart: {
　　　　　　　　　　　　　　　　 //将该图表绑定给id为container_day的元素 如：<div id="container_day"  style="min-width:800px;height:400px;"></div>

                            renderTo: 'container_day',
　　　　　　　　　　　　　　　　//图表类型

                            zoomType: 'xy'

                        },

                        title: {
 　　　　　　　　　　　　　　　　//图表的标题

                            text: '站別工時產出-日報'

                        },

                        xAxis: {
　　　　　　　　　　　　　　　　//X轴的值 在post中动态加载

                            categories: []

                        },

                        yAxis: [{
　　　　　　　　　　　　　　　　//Y轴的值 在post中动态加载

                            labels: {

                                style: {

                                    color: '#89A54E'

                                }

                            },

                            title: {

                                text: '產出面積SF',

                                style: { color: '#89A54E' }

                            }

                        }, {

                            title: {

                                text: '工時產出',

                                style: { color: '#4572A7' }

                            },

                            labels: {

                                style: {

                                    color: '#4572A7'

                                }

                            },

                            opposite: true

                        }],

                        tooltip: {

                            shared: true

                        },
　　　　　　　　　　　　　　//两个Y轴的类别　　

                        series: []

                    };

                    //獲取折綫圖X,Y軸值

                    $.post("/PI/PDL_ProcTimeOut_highcharts", { "BDate": $("#BDate").datebox('getValue'), "EDate": $("#EDate").datebox('getValue'), "ProcCode": $("#ProcCode").combobox('getValue') }, function (data) {

                        var json = eval("(" + data + ")");

                        //綁定X軸

                        var categories = json.categories.split(',');

                        $.each(categories, function (itemNo, item) {

                            options.xAxis.categories.push(item);

                        });

                        //綁定Y軸

                        var series_SF = json.series_SF.split(',');

                        var series_WH = json.series_WH.split(',');

                        var series_0 = {

                            data: []

                        };

                        var series_1 = {

                            data: []

                        };

                        series_0.name = "產出面積SF";

                        series_0.color = "#4572A7";

                        series_0.type = "column",

                        $.each(series_SF, function (itemNo, item) {

                            series_0.data.push(parseFloat(item));

                        });

                        series_1.name = "工時產出";

                        series_1.color = "#89A54E";

                        series_1.type = "spline",

                        series_1.yAxis = ,

                        $.each(series_WH, function (itemNo, item) {

                            series_1.data.push(parseFloat(item));

                        });

                        options.series.push(series_0);

                        options.series.push(series_1);

                        var chart = new Highcharts.Chart(options);

                    }); //end post