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VqE05pE6fNC1ctZSfaCXOlE6i8UQl1R3gERqGvxPQUkHKgvUUtvsQl/Qqq0Y706w9SGZuGrPPtlH0QbzJhpq4XMueNyvQXgsgOs4dzT+KKNn5JjJvk20fiD3xiSRtu5Lqg9tJP9GGX3wKyyebdtO6eXftqLuVDMZ6spclkappw00Vw/LnlAwfpKf6swJyd6zn0LHueXlbLleTu/ZNMi8rmR4ehdepCgo1BSS/BLJ1kL5ei0doCHE+DZQVV1KWvZnmX7xH0YuKntviHUnitAKSjzaQvWgmh7x9UHq6M3yYK25urrg94o6Xr5IAX1er/rDf5jg4D9jQeHg9s9dXYBgZQmLyQvx+aaTxq2Nk52cw+0QD7+9bibrPLYxGdPuKqO4Av5gw8ej5qDBiJ2ejO1HOvmMvoY68DccjfSJJ2+5P3ScZpB7T4zFjJevMc7WTKwGWndcPO2jVnowk5mY34RGeSFqKP17ydhq1xaTvSGN25fcc+HtC1xH7jktUF2YwO78Sj/AwEp+S0XLqU3KP5bH2Kx3fffAOqyaahKvNY/GCLDT4EL1wJcvHuHDzwkn25OSx9oSO796zuNYBe2s8nc3cJblUtw/BLzyGVUpXjA069qxIRjZMelHI3UCuiiNhXBHpJw6Sfz7K4ri7nkMffUoL7iQkhOFGfvcf98dO3dK/HoJ6+RaGz9KRub6AaucAlm+ahd8g8feyX7t3F6Muj0XP60AVgjrSvRcf2hIXop+PIv2zPHQFxVTPs8gFa6zk8NEmGBZF7LTexr+ewtUvkXxUj2xUIHFL/Hl0kJ7qY9uZXe6KzDbwYXc/PU1E8BAKi89Q/mUrcRGmtUbZSeo6gOoKyi7GkzAKoBVN+RmMuDIz3L/LBtu9pugBh+zPnfCbwWE71t822DtXO4SeqnNiYNnDs7uemmkpS2Puq0XUDfIkemEiLzzmgvGCjsIP81hbXkr5lnfYNWOkA2s3azxmzCJit5bCE8Ucuhhm0heAVso+qcTg5ElibKDkxz7ANNaJD1Fkj7r3nm7SobFgp49iiW8MLwTmsbYHf6nxaCkaI/jHRN6WtD6GsjRmryiieVwU6/5nJapHnTF8oyM3M5ukBTo25e8gwROglbKNS0ja34RcFcPyTf54oEdXnEfutjUcP7OB4oywLh/qFvEFo9312jAxDPWoAnLPnaTscjwJIwD0HD9xRnxoV15JdbIp5ZFRR/mXbTA4kHC12If22gjsbEdPt9B+/2tga7SeYqOO+n4D8fcdja/UnXiHpafq8QiNJM69gvyyAlLWuuK3T0yfNfC1x32I8CDxn6+FDeogQeHb199UYWnRTfH60k3CWN8gYexr5d2KOpI8VVD4RggrjpvL1ggpqiBBMWmqELquXGj+T9e1tX9dLChM5dwUBEG4Xi4sVQUJikmLhZ3/vGlV7oV9q4UJvkGCYvxSYXe96cN/7hZCxwcJivi9wgXzdR8sFcsMXiHsPGNRxvflworgIEExfrGw8xvTZ9/tFWLGBwmK0O2C1kIuQbgpHEmOENtRai2HNVeFnHlBgmL8HOGtM71ccsYkY/h24Yvr1l81F70uPOkbJIx9/oBJ/m+FnXNEGc1tvFmxVXhyfLQQOiNCUKi3C1+Y5Kx9R+y7mA8uih98kyNEjg8Sxr70qWBZjbk/Oq+z+EwRulU4br646YAwd1KQoJiVI9RalP/ka+VCs6XQ178W3poh6sSEFE3vXeOAPI7VdVXIWzK1+735ziT/nL1CrdhzwpHXIgTF+HnCNst7c1MjpAQHCQrVVuG4+Z6b9GhswBxh6b6LQlepV4W8F6cKCt8gYe6+qyaZyoUVqiBBMWmpsLPGRkf3rBDG+gYJc/eK1zbvWSEofIOE0D/9y1y5cOjlqYLCd6owIT5T+OJ7C7G+3i4Ejw8SFOouXbxe+Low1jdImGAeH2bM43XSCiHPqsMsMQiHXhZ1eO7ei9Zf3fyXsG3OVEHhGy2kfHHTqg8U46OFFUVXrS6/XrFVCPYNEhSqTcLxNvEz89gN/dMZa9maPxXHcPBW4fhNx9ss0Rddur/0iKHrY/PYfep14ZBF/wrNHwuLJgUJivDMzv6t+tM8QREwTwgNDRImJJebxuZVIWfJVKux0rxP1GXLcSoIBuHQS1NtxpT5/gYJE5I/7Ry/149sEib4BglPbvpaEITbYE8EQdBumSMofIOERfsMNt/YJ8OFD5YKY3uSQTAIX2wSyw79i2msWs5bGzRdNuw/3wq748X5cKx6tZDzTZf2Xz/yujhHWcxHPfKfq8IXezOFpc8vFoLVEcLY8d3n2yfnZQrHOxtiv83pzzwQuv1fXfUEBwmKp1YLeU3W/Vu1fV633/dIp6wrhByLMsx90zXX9YB5Pra0zbegU673epPLQTtoi9nWPrVJOGJzSfOepaI/USP+v3NeVVnrhSDcFLQmOce++LFJ98xzS7SQctxan832duzLXffQfnt7Vch5XrQRi2zae/OfOUJMgKhfiw7YjiGJgdK8V5zvzfam+cBq0d5s+rrrnpnn2TminyXUiOPV7HcJwgDs1K38a0EQhJufCksnBQmKp3ofY516HLBU2HbKQk968KG72RDhorB73lRB4TtH2HCyS1Nvloq2OHhrb46yINw8uV140jdIUETa+spXhSMp0aJMFnOZI/1krn9CisbUFxdFOx45TwgeP7XLfraVC0ufshxPDq4pzPd33gGTTA7anzvlNztgx7rjuA3tfa7uAbNslv1oLr75X8KRv6wQ9ULVNS9107s2jZCi7nntKNQfEOY+Zesf2bF263Yvu+abyHe+7bqu+WPT2qNrDEvcn4jxiR70su2qUFW4XYh5Ksh6Th7oeBbs8FE6bfjrwiHTz25WbBVjA0sOWIxtU3wgYHUf676uGILtWOqca+aY/dObpv6YI7z1tc21pnZ32sVTmULw+CBhbPxeodZy3viPyd5brAluHV9woN4e0G6dIyh8p3b5MN9/KiwKCBKCZ8wTxlraMdN80mlLHbQR9sRJuuuHg/7XQNZo3eILDtY9IH/f8fiKYvxiYVvn/PmtsHNWkKAYv0LIaR6oLPcvD2hqiCH4hUcRN6fnv2c8B/Cs80cfYl8Kwc3iKZZXgBI3wHitVTxOceokmmsgmzyLOF/rujxmxTGzj51MtsiD40hUWpQxVEmgD9DRSovtMahBznRDBtCO4cbA8vpUl1ZQ1wF+MbNQ2TzNcAuPZ/ooMGpLTU+AFESE+kBHDSUn9ABoyytpGRbCuqRA5FcrKa8GuETZ5zXgpCQi1PT0arA30YsSWBVnkXOuQ0/1WbGclpbvu8nmFhza9YRlmCd+3p6oVN4MN5ePOzPjQ6x3SskDSHzOjjdU2i2Po3W5Mj0+BDltlBz8vPMYTt3hYjRGZ9TxYZ0vZ/EIjGF50kIivLt+bTxfS+0NoFVPs81xQ+OIMJbPGmnxFMuVgEkKAK5fMz1NO3WSsmsgmxxJgreNjj71NOqJAfg90oM+2RDwXAIqixygMqU//s6AoZXmzk9NutdNP2XIBgE/Guk17ZThJCWaNpAHsmDWSOvvZD4kzBmPDD3Hj1ZZfzcmkuXh1rvg5VPiiB0HXKuisg669M+TiEibp6Ju/uI4+3cNdTZHJu1rs0SvnC9mz1ftMOwZYtUWu6pGhBEb7AyGSvYVWxzJdQskfLIzXKqkrBaTXWlAHryQdaHuGL6qQPsDcK2S8lPtMDqEiHHiT2WPTSExMZHEYAvdudZA9Xft0KGnsdvjaGdU4VM6x6/81wqU3kqmTnLH8THeX/qWoaS0CmNPMuCCan4Ufk5Qd6zC+sjdjz4sSArssmFOCgImuQPtDJ+WQMJjXdovn+Qv7gq7prc+GmWLkyuq+GXs+tt7fH78COf+7wTnvjjE5wd2sCM5DD85tOjySH67onNetNvm9GMe6OTUScqugiwwzGauleH31HjcgLqzDb38WKTlaDEl10w71i3KkKsjmT4MjNoCmxQmd5j+2sFOXJAPBgw69rxfQfXFrl0VbuEref9/U4gebf0Lt/A4K70AGf7z41HJwHhaR5VRLK9c2w7DQpgRbL1DUv6UP34yMNbUiDsWHbG3Bp04luWBxNq0V+YbR2LwkFt0mMTtwi1S9FlbPsmnpAXASNmHxdR1DCFi/qweXyI3EDt1S//aQeTqeJZb5jHvy4fuZCRx8wOR08Shf5w01dtKyeFKDE4+xM7p/QVMdSfE93H4zbD1lV2JWBJjswPOsX6SBYagHgoGzedojcDlk5Sfc0YVv5LYce1oy8S6jV+dRGMAN/WUbrlsHVpTmHHU/twxv9lxO9bvNvSXjhrSoyzSNDwezLgQMb2TYVQgq/7yBnG9rQFPf87xy+LaMcFm7YhnJAuCh4ChkhLNwE5E+D0Xg0oG1QUHO1NoNR4tRmt0Rj0nspcxLXG/YZWy5PFgxjw5k6i1Beg6PInY8Dab1L2cWrhLY0GmiiNhHBi/KibfnOLhbCmF50y+VF8nTu2vBZncGWii5MM8ymr1GM1zymORpP3vDtZNE9eC1cfF9A8BkWHWJx+cRqJ6yh06GqiusR5bvccX7K+3J/wjQvCgHU25OL8YNBVo232ITolBNaiGkrJ6UeYTlbTgjDr8adGW9tNG9N6OHnDU/xrAGm3AdQ/Q33c0vsKYp4keZ+53d7x83fEL9EcpH7gs9ysPZmoIp5FEvJzS/a2tdtNHbpdBrgwfZlufMw9Z/NdwVY8BcBvh3v2YppM7jw4DrtonycPDXG227TvDIOgMrgGMCiPx2QKSDhewIV3JjsVP4zG4jbqj75J+tM0UYBnYMdbmK3rAGY9RPRxpcvoVjz4CXNTz3RVgBHiFh+GXWSMasXgF5Sf0uD0zBVVwG+rBpZQdr2HdI1WUnwPZhDAizMeTRgSS+KInuspKsnc28M35WqpO/6srwNZDWo2HXSza5hTAun0fiv/uqKLlKuDkyqOjuv/O7ZFf3fqIl73ydHzvcF3y4BhmjiolV2M6ovVIFfsKa2BYFAs6g5gy/GIS8ajVUrY/l8Lz9dTVVKG90I6stxQjvzTl77RANshaXrOOyoe5du8D73h27Y3vo1PMuDB8mI1eDXIWrYbF4k7+TBwJ3lqyj2axcbIrq8I9kd9oouz9LHIvglxlcf9tuaansR0Y5Y7HoO5fuz3ijgxoudwktqfzC3ce7ma93PFwd4ZzeppbEO/ZFcT8anHTyO5WvjMyZ9vgtX1tlugd3X7xyL1HZCTWL852IWJGCPJjpWj2F1Mdbz6S68rU8ABkJyopO1HPKtlJyr4dgurFp1GPqMLjowqOao0E3DiJ9gZiahrTvZcHxLB8dA2aE3lkFjRQV1uDrkrPzV6lc+FhuYVQ3gl8VJgg/vt22BO7uIUMV3qXgUfEcVJ9pYlmwM/8+SBXHrZ5aZtZt90e/ZX1F4Owms8cQTbUFY+hrnj4BqAeDcGvlmL4UkdVRwhKR2xOP+YBM2bbxtHNTPzN1h6EdO6yhz1ST/7+SowMIXrGFGtZZYHERrqTn9NA/n4tyzcE3J0jtP21g2acfEhcl4BuYx6aneuJ2gnIhuA2aiRKpT/PzIrH9iX2w916WMQMdcVjMNDaJjrIBpNcNwqY92RRD33hjKwz3YQD9vaanuYfgWE9tVfG8BEuQFt3+SRuP7IAXpjjQ/7OSrIP1hM9o4p3j+phVAwLwnvxK833uh926lb+taMMH+l+ax+6B+Sh8cSNriC7rJgjLSHEUUGhpg3Z5Eji+lhbNF9tpVdfedivGA5Um//vaD/94mmig4dQeFhLeRV4nz+JlvGsCw1AdcOH9N0n0VwLw+1EJQZcibNMC2HCrjWFLY7anzvlN/fDjvW7Db33xi1wRTUvhkDztDoIZIN/xfDHlKgnK5D3sao2XNbTgrh27F6/DI+RrkADzVdagQGs6UZE8kJ4LprDn5Jb/hL+oU0UHq7CODSM2PDeg1cS9xceoQnEmoOBgwCnIbiN9EGlUuLRlwLfrbHgpCBufiCZ6yvZt7+K5SlKdIdLqetwJ+EPT9+2F4yqX1xLQk0G+UezWHw0C5yckT/ijpfPeFTTIklUideJcQzQvB3LuPTu5chk3Tc/9RpfcKDeHvELIWJ0HtlfVaL5YQqUazGMiSFicgiPBmSx9vOTNC6GkhNNIA8h4hlRjv7aiL7a0Q2H/a/+r9EGWvfA/P1+xFdcXC1iCzIi3tpHxG2R5f7lwQwEO0oHNnmo9DRebgduvSOyJ2QyZ2SA4UZb95yRHe0YbncW/otVVH7ngnpeIDJtFrP3r8dwA2TDPAl4NpF1LyWg7s+b269dotF5JB6/AJmLDGjD0NpGtyyYHW0YWgEnF+RmW+M5hWi/LFK1JzmuaaDsiitTQ5XIfoGY56y8As2jtWiNzgREhOBh+pnhy2wWrchFN8iH6FlhBIb7s+A1JfKyN5iSqnWwAc7IOndEd//WaEqk39dC3n55+lGXTMmCOT7k7tCy73A9M/2KOXQBvBZHou7Mm3eJ/JXJbDyqZ3hwFLHBgcRGJpDmrSc9Kpn8f9vfG1ZVDxZ11Njag44a6tF81cTDSn/8Rgw8zNFySkedbDxx8b+i9v01BP+3HiPOuI32QZ24gVUvhnXe/24MduZhgNa2Ht8ObrzRKsovd7Fuw822HoJ9bVw3tgOuPDQYwBnZYMDJh1WH3uv24Mh4TY9xsCvyuxLp+ZnwQwW5h8U8eY05SYzJ6eW62lL2aRPY9JTY+W7qKagGV1L2+Uk0TpVUOweQGOwCg8NQP1LAkXIdz9zQYnDyJCHUx1SIkeqcFBalazGOCSEu0h91fCTLJ3lSvXEmycccFX7g9mTAOA0RbeyVdtHm2u4sam3F8CMw2EUcN3eKi5Vkf1AKERtI7GUjtNzTneFOYDB5EY7YnIHMA+b5Vzbjbb7aapPrsKMVQ6sz8qF93KXTxeyrAmij8JVQCnu5rOWTg5QkBxB9p/J9dehpvDoEjxGy/ttBC+SqRD4qTaCltpaqb5povtLEN1WVHPokj7JPKvjmb3vYZJHwz3izh8DQj+1cNwKDnEUbahT7mlHxHDiyTMzL3VUChpZ2ZENdxGBwhwP29rKpXGNbj4/lbxqlN5ffTbz+MAt1Thpl+/PJvnYGzQ1n/F+a1W23aSf3yE4ZLl+CYSP7DLbZjZOSBfOV5KZWsu/jelSDj6G5MQT1H8J6ycMtIpOZfOUb7XSbDWxf3uRwP8lQhT+D/HARZZ9X8us6LfgtQz0CPNQh+GXupeSEDg+NHkbEMKPXBJ4O4qD9uZN+s6N2rL9t6DdOrgQ+l9CvjUjmOdJg6GGOBK63igGQh1xuIaHF2q2XmlAvjMTrk1xKDpbSMqqJwnPg9ofIBy9/5c8Yr+B4ls/pxwOB2zUWLH2UXnCLjGNmZiX5xcWUvWik/GgTeCewwF7bZBOQMzY1dX+R8agQNu0NYd3lGrRnm2i80sR331RR9kkRmWWfUnblPYqSFJ22Wf3GId637bcfWjHggrzXMdMDdtbbI05KIkLdyX5fR3nlSfiyDa85Ifg5uTI8fDyy1JOUfdVO2bcgnxbSOS5vm43oC5nj/lf/1mgDr3tg/v7tja8MeO1xn/KApoawk6EuDAeMtVVUW2hcS8ke9tU6A+197jzqDdljnng4gfGUTjy+ZcmFz9F8OwCZu2GkZMdWcq8oWZ6ykl379nH66xN8+88TnPv8Qz56KwF1b7stLXkIMUhtcfbO+OU7hE1bT4kBlAHiES/z0TMrvj1J2bfAI0pUnceyRhIRpoQblby7o4K6XwYSHiADZKimBSD/tpTUD7UYZeMJ73yrfCtHcvPQGYYQt+UddrwWT1xEIH6jnGk8X+941zi54+XtDB31VGps3/7cSll51S3ejOuAPP2sy2vWLNSDobogl/T8clpkSutjh1UHyfqsCePERD7660qWzw8jIkCB240GGgdwOgbA4moAACAASURBVEzmKyaiN2orxLdvW/JtMWtfWUOKKWA3IDqqyHwzF43nLDalbOBA0SHO/d8Jvv2/z/iqaBe7Vobh1dfE6+ZPoBdwtZLy093f/lr2mRYjzgRMtjlqfO5k97dgX9NRWQXIfPiNN+DkiZ/vEOioR3dK363sko2xTHx6PSXS65NvG+Yj93iHsSplGet6+Fse6g40cSjvZNdR4KEhhD/lDP9XRGpBFTKVyTFyUhL+jCst5e+SfqINvH5HtK/pNx069uzW0jIokHV7trDuxRii1Uq8XJqoa+hHIGnA9uR2oEAV4C4evTIdHbOk5cTnaDtAHuB/W17C0StXdez5qJTsD0t7Th/Roacsr5S6DpBP9Efp5IjNGdg8IPMVX1BqOKXr/kbqc3nMDgklbFdv5Rgp21tKI+Jum570c11KItHeiClMPrG1G/1D9pBovQzXLXZZXKtg7fQ4Nn5J/+2gmQ4t6YuWMDujCjdvJeqIMOIWJrDuT7v4W4IndDRRVWXdlrpK00uoLDCe0lF9A/D2wU8GDPMh4BHgig7tRds6daTOfJZxiQWiz+CIvR3mifKXwBWteNTQSogqyr+6Pf0uYSduYbzwrCtcLCI1pwHkgSTMUvTxgzttp0ybNIytVhsrqt57icmJBVZvYh8IHjPiiRgKun3vklqgxTjiGRb0dtzahLe3QpRFc7JbKouWEyepshpTjveTTDWF6cOg7ui7vPsl+IU9LT5I955ChFcbmvfepeQS4gm827XmdMj+3EG/uR92rH9tuDfIJvkTIDPNkbbKY6ziqEYPTj4EBljs2r3F2q1XfGNYMNkZo+YgG3aVUocncXPu0gkXiXtLP8bCLX2U3jCdKOHqp7y7OZ9Dl51RzYns/aWUALjgJqe7r/BDDdl/q8ToBGB+qNZKyVtJRP0xj7phPqjUIcTFx7Pq9S0c+J8o5LRTV1WLAfBW+iADqrTdffXGf6xh4pMz+26LFfbX2xv+ESF4OOk5vjObI//2FFNqAm7BUwjgDHu2fUp1xxBU4V27p/tlIxylP/5Xf9Zot6HuAfn7tzm+MrC1x/3LTzsQrAwjYjRwPo9FC9azcVsWG19ZQuTbrbyQEoKcdlqu9mPB4RtJ7ARnuFjA2tV5aBpaMRpbqSvLI2llBcYxzkBrj0/A+4PMWQYXi0hZkUZqWlbX37YsUnfmkn1YS+MPfZXginKMO6Dn+Ed5VLcYMV6rIfegFuMg8Ym9PDSB5f7OGE9ksGhjEbqGVow/6Kn7PI+kl3Oo7nAl4uUEqx1BHuEh+Du1U3euCbfgLqdUrgpBNbiJ6tp2ZAFTmG6xC+IhZ4A2tCdO0vgDGFvqKdn9JqmnhuAGXL9QQ2OLnpY+22PGBfWs3+FGO5rMN9l4uIaWH4wYLlaR/9Ya0s+7igH7Xp48OSZPP+tyCyE2dAhcLCW3rA2ZKpKZlm8ZHWR6OnZBR8lpPUZjK43aIja+Vsz1Uc7AJb45q6flsoNWyzOSxGdd4VoFKS9nUXJWj8Ggp7qsgOQNBTQ6uYsLlAEjHoUwHsti8esZ3fQzfVce+Z/X9zFZKkh4OQoPmshe/QaZx+pN/VpDYdoaUorbkI2LZ9UMm0mv/Qzpf9xM7peXMBiNGGorSF+dRYkB3J6dZcpNJUM9PwYvWTtl6W+SfqyGFoMRDJfQ7c8g80Q7Mj+lGPCQuA1c4tD+Sow4o164jOUL40ns4W/Vqhj8ZWAoP8ihzmC+C9PDA5B1NFB93hl1aJdjpAoNwe1yDXXXwC9sikV+O9MxHGMN5cfqRT04ryV3fQZlg9yBNhpra2i5rLcz9+TA7cntwP/5BNTDoHrXGpJytNS1GDFeu4RufxqL0rQY5UqWvxhyZxd0frN4IXgILUc3EzozmeS3ssl8P4/cnDwyt6WxeOZ8Fu9vQjYqjM2vhYj3ygGbM6B54LFIEqe5woUCUtab5qoOI4baStLTC6jrcCXArxfb1lLKnmN6cTfgqsQe9TNxYQKbl4j+gWZfMXVAXUEWGzdniH87K8QdKzfOsCc1o/Pz7M979yU8vD2RA3Wf5FFY24rRqEeTV4r2R2dkD0G/7aAFhoYadAf3kFlWT4sRMLbSqC0g+1gDOLkTMMkmV2BtDotfzaPsvOi/NGrySN5YQCNDUMeb8kg6KVmwMABZRw3pqzMorLqEwQjGyzUUpr3LoWvgNUFp2kHpgL11CiB6lid0NJC9djO5WtGOt5ytIP2VrWgGi/fPOMB3H0jYiwzV/K78th6/FwOkfXFH7ZTME78xgLGS3Pe14lioLWJfuR6cnW/fLmN5CAmzPOFCBSVV4PX7PnZBm3ALjyRCDoajWSTtrKDumthuTV4ai3L0eAwDbrR3nlhyuJ9k/oQHu8KFGurafbrer4GCCLUnhtoaGjvcmR5+u3LWi2U7Yn/upN/ssB3rZxvuCSMiWTXPE9nVUlJeyjLZU9HuZb6yntwL4DHrBRI6dxvfeu3WO67EzfsdbsYaSo41IZsQRWxfARqJnxCOj4Vb+yi94/WHWagHt6M5WolBHkhsZG9j1IwrU8MDkdNOWWoS817PIj1tM/NmrqBkwjKW+wGX9TSbgm3Gq/VUVxaQ+ZGWxmtG6DD5+vmVGHDGL8AbOeAWPouZo6DlkwyS36+krsUo2o8v80jNqQK5Ev8+NqvaYm+9vTJOjEG11DZgGB3Slad2RAjhk6DunPjQNVpl+S4VR21EP+iX/9WfNdptqHsg/v7tjq8MRJb7mAcrNYSTO8/EJyD7wRV/e1IhyJSsemcDpOVRcrqS/AsueAVGkrYnEfWgUv6/iQ1c72gFXAEXHvX1we+HnvKy2DKSxLQNfPfaVnKPZTHvWJb48WBP4jZsYdXVNMK21dPSAvgCg93x8vNB/phrZy60h4Yp8Fe2M9z9VukpZKhT3mbTjc2kHi0iu5er0r0T+Pu+RPx7cQz8lywjrnIz+WVZRJWZ5JW5E7EuwZRzS0HiO39GlppB+sE0Zu9P65JgmJKELSmss3WgRk0h9tkKjOdlqGdY5CqTP03sLCWNWlDOsnxBhAsRLyaiPp1NWd56puQBsiH4hSeS9l4CZX9MIr0sgylleSTs2cdyO/pIPuUl/jelleSdFeSuXUKu6XM3VSI7/uLNvplrKGzR0ww9pCdwTJ5N/arLhYj5z6E+X0EzLqgTbI4d+sawKu4kKfmVpD43k1RANjqAhNfe5G8d7xL5ainZi2aSrUrhq3WueI3zQf5re44KuRCxaQdbB71J6sd5JM3O6/pqmA9xb7zBKtPRHdkwd/yVPgwf0dXP8lE++CllPHqrYzROPqx6ZwOG17aTf7AATY8XZZE1522KNgX2OLbk6hQ+2j6EtWkFpL+ygK7UTs54hSay6Y2E7nodEM9m/2reSoxjY0fX9R6hy9i1rqsemTKR9//UTvLmPDJfWUKmRRFuE2PYkRbfea/sbrNEz9Qeo+SKK26PhVjkwO4Bz0gSwgto1NRTfuwSCfNFp1H+TCRxE/VoURJtmfM8IIwEVRUlBndiwxVdnzsF8EJyGJrUUkrWL6BkPSD3JGLxSv6W1EByXAaaHUuYvDuMXSdT7Lq/A7MnIrJHFfgpXfHoYY6yS8dGRbHrPUjd8C65acmUdJli5OPC2LR5JQmdLz5wZN5yAKeRJGR9iPJgAblHT1L9WTFlBj2Gdmfkw1wZPjKAhOQwFsSH4NVZsb02R+aQ3V0XvpKPvFt5yNP8BM2V6E1vc53NpB5OY/Zhiw4a7ElEylrWTel5ImwpP0nVYFc8gmOsH8jZIA+fxcz3qjhytZLCqgT8KgvILbYJShobKMvrejGEn9ssEqf0rPeyZxJYF6pj7bFSkqNLTZ864zVnA4kTTXX2xw6acQpg1Z+Wcf2tPDKXWf5WnE8S/yeZVROtf+IVv5LYi7kkRWV1PdhwckWV9AY7YiwWiPPf4P3WNNbuLiA5tsCiziH4zUhhx0tdKytH7K3/S1vYevVNUg+WsnFBKRtNZfrP28CuUB3zFuTR3KJH9M8kbhdu017io9GtPDTKZkX8WBy79vjReFPGcF+bXZOjQ0nL9uP6L9y77N4dtVMKEl6Lp+TVPHS7kpm8y/TxsADWvRyGHHo88twbw7vZkC78n4tB9VEGmh+VxMbYESVwC2Pz9noM6/PQ7FpPmEk22egQ1m17E9muBazV6MUgphMO9hOADNWMSFS1J7npGWn1fgWviBgiThTTODSEaJs4sP1rCmB0JGnZ/tyUKzrvh/325w76zf2wY5Y4akP7mqu74eSO/7NRGFvd8bPztH53vZPhn/xn3v9FBhvfyyM51mKOlLmjWryFrcnWfvIt12493MvOIoNnEeddRGatM6qYPlK0SdxXeKiiiBsMv37MzvSVAxrPIrf2UZS88JcdzOhwxdvWD3EL44UZ71KWp8dtWuQtHyICuM15g7+1ZvDWPh3aTwqoGjWemUv+zKp4H+p2FVPyuTNGI+DkQnTKBuras8hNT2aKhf1kqCcRSSlsTlCYGh3Ipr+mwNos8retoWSbRftGBLD87ZVEm2S7tb10oN7ecPIhek4gmmI9wyMs8+a6Mn3W7yj8oQYmh9mka3HMRthl93vQj/74Xw6v0eg5vuBY3f33929/fGUAstzH/D+CIAj3WogHl1YaT1dR3aDH6KLAf7JSzNlkuET1hTbko336TuhuJ4371zD7zRoC3nibtBk+VjlNDbUFJD+fQVmrO4l/38e63l92DB2t1Gl1VF9ph8G/wi8gAK+eDPa1enRnm2g2gtzNE+W425STzUKOxnMNtAz6FV7eFmV3tFJ3ugbjCB/8RjmYF6mlHs3pWhpvOOPhrUTl6woYaTnfQDOueD1m+wKNAcgzkLp6wXi5nuqLbchHe+PlZpHH8WIV2stD8FYqcOunfTG21FNd1UDjDZCP8EQ5UWH11u6BoadkbRLJJ0ay/C9vkBhg2XYjjSU7mPdqEY1Do3i/IgV1n/UaaTlbS9VlPchc8fC27gsAzmYTFpdLXcBKvvpbDG6GS1RX1VJ3Ywhe3j74efb2cptW6qqrqGtqh8FD8PDs41qJBwvDJaq//R5+6Wl9Tw2X0J39HrmPsmc71xd3YIz3B8PFGqq+0WP40Znhj/ng/4DorF025zbMA0ZT7jaD0Rm5uzve4/pvJ+88RlrOVqE9/z1GhuChVPZyP+2wg31h0NN4rRVDO8h/6Y6HzW8bc5KYklaFV9IeSl9WiHNPVS3Nzu54jffGq7ccZyZb22gwvTTQp49rHbC3hvNVaM/W04wrygBT3vqOVhprmzAO9cTrNuSxl7iz3DE7ZbiETltLY2u7+E6MAJ8Bj2/Dl3mkH6zh0edMAY7LRSyOSkOr2sCxv/SdH9gKo55qbRV1l9uRjfJGFSC+KMx4uZ66a854eHf3mx8Me26n/bnTfvMt7NhtacO9xKinrqqGxmvAUFeU43xw6+0Bsb1rt4uVZO4u5TtlAlvnKKCjnsy5C0i/GsX7H6dYvJtE4ueDI2PBXh+lnsJt+ZT9+DSvp4TghhFd2gJmf+TM8r9/yKq+4hADakorLVf1XDcAclc8RvWW49hoyjGux+jkzPBRnvj5juy/z253vbcZR2xEP7mX/pejdffX378T8ZUHa+3RN1Ig+L6nnsyYBaRfieKjihRU3QJppu/rlKz7eBeJfexykpC47bQUMG9aBtpnNnD6L2HdJ8eWIuZNS0MzMp4DRbYvG+oHtoHgARYnISEh8XPCNhAsIfFzoiUvmcmbtfglvcffFzpzZGMyaz8bcmcDGBISd4PaXMJmZ9M4eRlFf47E+I83mJt2Bq+U9ziwUHGvpZP4qdChZePvksk1hrDjwBuoGnJZtDSXxmAHH6ZJSEjccx6s1BA/S1zweHQInCsnPd0fYvzwfsQF2Y/tXL9YQ9n+d8k+B24z4vs86iohcUcY7I7HL0GjyWNj3hAWBPvg4eIs5mWq1VGY/S6ajiGol8waeBBYQkJCQkJCQqKfuE2LI2HvGXJ3LWHiLmCwJ9FvbJGCwBIPPt6hLA8vIqU4i7Ans4Ah+MVvYIcUBJa4nTgFsGBxIEferiB5agUAbv4J7NokBYElJB40pB3BDwKGGvJ353FYU0XtBT0tN9rByRnZL13x8lGifjaGxBjl7c0RKSFhJ8bzFWS/V0yJtobGK3rxLd8yZ+TD3FEqAwmPjyfhqduU51HaESwhISHRb6QdwRIS4tHhRoMzbt63J4WbhMT9guFijZiyZIQ3fqMe0PPKEvc9xmv11J1vwyh3x8/77qRLk5CQuL1IgWAJCQkJCQkJCQkJCQkJCQkJCQkJiZ84/++9FkBCQkJCQkJCQkJCQkJCQkJCQkJCQuLOIgWCJSQkJCQkJCQkJCQkJCQkJCQkJCR+4kiBYAkJCQkJCQkJCQkJCQkJCQkJCQmJnzhSIFhCQkJCQkJCQkJCQkJCQkJCQkJC4ieOFAiWkJCQkJCQkJCQkJCQkJCQkJCQkPiJIwWCJSQkJCQkJCQkJCQkJCQkJCQkJCR+4kiBYAkJCQkJCQkJCQkJCQkJCQkJCQmJnzhSIFhCQkJCQkJCQkJCQkJCQkJCQkJC4ieOFAj+CaPZOJMxjwezuKD1XovyE8NI4SvTGPP4TNZq7rUsElwuYN6EYMZEZKHruNfCSEj8zHlQx2NtLlETghnzuM3fhGlM/G0sYfPXs3ZXKbqWuyNOY04SYx4PJiyjpv+FGGrI35xM2G+nMeY305gclczaHC13qQkSEhJ3iZa85O62y2y/ps5n3tpcSs4b76AEkl88cKQ+lLj73BZf417zoPqdEveWjhrSo4MZMyGJ7AZ7f3SJ3EXTxPn1iTXk9+JQl6ye1vOcbPEXtav+NjWk/0iBYIneuVZF/vulVP9wL4XQk/9CMGMen0ZSyb2U4xZoM5j8eDBjYnKpu6MV6Sn7MI+S87183VFB8hPBjJmQTK602pe429y1cXC/II3HnxxyJXEvJ7LK/JcYT1yoD/KrleTv3Mzs3y9hY8mley2lHbRSsnEFa/POYJycyI7tW3h9xhA06evZUCw9HJaQ+Cki8w5jeVJC119CFGrPdrSHs0mKfYlUbf+DwXXH8sj9XH8bpZUYCHW7ljDm8WAmb9bea1EkfhY8IOvxfmI8W0r2/ioM91oQe/nZrbfuE2qL2aNtF/99Q8u+T3peD3gFxpAwJ4q4OVHERSpxA5B5ojZ/NieGCD+XuyZ2bzjdawEk7l8Mmjw27tCzaloYfr+4V1IMIeAPy1gXDF6+90oGOxg1hVUp7hiGKhl+J+u5WEHm29k8vCWSiMd6MCBO3kQnL8PvR3cC5HdSEAmJHrhb4+B+QRqPPz1clMQmJuDfzTtqRZfzJkvTKsn9rzeQP/oOq5SyeyGhffygo/BEGwwOYd2WeCJ+Aah9uH56BZU3WoF774BKSEjcZnxCWPVyiM2HL1G9O5nZO6rI3naQBXvj8XC03I4aCndkkTvRk4QpgbdJ2PsDQ62Wqg4FKl/Xey2KQwxXxbNOpkfup7gDpbfSqK2hZYQS/1H38TwncRe5w+tx4yWqT32PzFeJ1133l41o87JI/TIM1Swlfg9CdOzntt66LzCi2VtKXYcz6sUxNOfmodtfTPW8xG464xWzjE0xpv9czGP20SpaBo9nwRspqO8j/bqPRJG4rzDUkLu3EiPuGG7cS0FkeEXE43UvRbCHEQHELQy4s3V0tKL5sABdRzsqQ3svF41EPT8e9Z2VREKiZ+7GOLhfkMbjzwwX/Be+Qdr5JSzeX0P2rlISsqLEp/z3I+2tGNqBR9wZ3rmOdyUh60MS7qFYEhISdxsZfjPCCMisQnNOh8YQT5yDgZaWYwcpPA/Gx9owAj+d0KCeI2lrWMtKvnr3PrbnPSCfGEbixDtU+A860petp27hHoqSFHeoEokHizu8Hq/KJymxAvXfDrHpLi8jjA2lvHtMD4PauX53q+4/P6f11v2C4SR7jjbB0DBiX4yn+VwBGzXF7NEksHXKgzkrPnipIQw1FG5bz+yI6YybEMy4p2cy5bn1pOZpabHNC9NSRX6a6drfiNeGLdpMenG99db/a0Vibpmw7rllzHm3pqRViR90VLL2t8FM3qjFeLGC1D/OZ+IT05gctYbUY9bbw40NFWSuTSZsyjRR1t/GErUsg1xt96NVLZo81r4wn8lPT2PcE9OZHJXE4rcK7MpHaKgqYuOyJLGeKfOZvSyD7C8v0fMBsFZ0eRksjo1l8hPTGPPEdKbM30xmWZfsdTvnM+bpJaTr2qGjgczZFjlNnsuj0cHyumNE81asmJNoZ/ecRMZjm5n4eDCT11ZgxEjJymmMeXw6az+3bLQ9elBPZmwwYyYsIdP26LY5H2SsdXvE+7CEKb+dxrgJFjkVb5Vz6Gw2YRMs+sekJ73mhpkwn/SzDtT7ZQaTJzzLvBwxiY0mdWZXWb9ZQ6E5fUeHlo1TbD4z9XndsdxOHRszYRoTw5aweHMemsvW1xW+Mo0x0dlUdxhpLMkmKXYmE39juj6tlLpbniy0UyfOZhM2YRpJxUa4VkXuRjGX5bgnZhI2fzPZWpvjyx2XKNu9mXkxsUx8YjpTYpJJziil7p4+qJCwwnYcOKhPjTlJYhqFy2A4W8TGP85n8hPTGDclltkrsym7bFuhPXrtiL0Bu/R3oOOxQ48mJ4PFMbFMfCKYMb+ZzuToZNburqDRanz9RMejI3OuTRsm/sbUX1FJJGcUUX3NpmxDvcXcMI2JU2KJWrSZ9JL6XuZER3BBPScMLycwfnkSrcU9NTZUkL46ibAwU71Tl7D4rSKqu50zdKAt5ibVFpG60uRL9DoWzOjJXRTMmN+moelA3InQmfs4ltTTpsvs1UEHfB6JBwQH7/241RUYjZco2Wn2p6eJOru7sgffqBXdfrN+TxN9s9g1rH2/kkaLax239T3UY/c4stf/ccxnFNuQRO7FVqo/3MzsqdMZ93Qss9cWWI97G391zBMmf7WgptsxZKt1w2+mMTFsPrNXZpF/doDpXFxckA0CfmzHaITGD5MZ93gwE18p7SaDoWS9OCe+Xomxo4Kk3wQz+dUiGhHny3GdvqyNX95JK40l2SS/sITJT/cxV9m7RjPboM1a6NBTtnszs8OmM86st/u792M3OvRoctJEnTfrS0wyi19YwUatK3HxgWIQuHMebKXly1ySYmYy7onpTFmUQaFVjmX75lVRR0R9MpwuEPX86WnievCPfd3XW/dhy4fiXBm2rab//dRSRe5bFmupJ2YStmgNixdspWRwCAueVdyqZyVuK9Y+X3VBBoujZ4o2N2YN6eY5t6GC9FeWiDbziZlErcxFYxMvsN8n6cJQJfoaUVOnm8ZjGrmnzTraw3rcUb8RMJwtJX1lklVsZPayNcxeWcT1CfHE9vVww0G/89Z9IPpL46anUXYNuGrKNWyycZ1jawB9avnbrpjQtM6YUHZZ93iNZUxojLmejXmUXbS4qNt6q4d6eptD+mEr7lZMy644jMPyG6krziZpvijTxIgkFr+eS9nF3jbx9CLbJwcpuwZuoWGo5a7MnBGIHD1H/vH5g5NSxIYHa0dwRz3ZLyWR+n8uqBNf5f1Qb4b/2IS2OJ/0zcmUfLOD0tcDxCfVF4tIWpBGydUh+P/+OdY95Y7MUE/5/jwyV1dQot3C3zcE9vvpb8s3x9j4spbG8WEkzKim8B+VZK+FXxe9TdwIMJ7NY+6iLHQ3XPH/fTyrJrnD5WpK9hewcVEl3/zve2xSiUczGw+vZ/b6CgwjQ0hMXojfL400fnWM7PwMZp9o4P19K1H38vTeeDqbuUtyqW4fgl94DKuUrhgbdOxZkYxsWHcDXL0rmbk7axiuTmDVYiUP36ilJCeH9BVVfPfn99iqdsEjciW7vBsoz8wg/7wrEcnLiB7tLBYw1NvqCII95XVHhio2Cr/8bKoPF6N50QdV54OUVkoOVmBwcifxuRBkPS3dHdEDBzBqMpi9tIDm0WEsX5WA3+BWdJ/kkp22Bu33f6ZopdL+Mp18WLBlC89Yid+KLieD7NPtyCdEEfGYA/X6RJK23Z+6TzJIPabHY8ZK1j1jOsbm5EpAn4K1ostIZm52DYwOJCEpHr+h0HzqGNn/yGLe0ZNs+iCNBG+LQq40oc17g8zdegLUYcT5NlF2tIKynM3U4U5pSu994ZhOtNNYU8rGXVmUjQhEPSOK62cqKNGVkrqsDfmBt4kbBaCncPVLJB/VIxsVSNwSfx4dpKf62HZml7sik14OcH/jiD51XOKb8lwW7SwAVQgz57RTV/YpZUdzSbooo+jvCXg5gSN6bb+9sVN/BzIejfVkL0siVdOGmyqG5c8pGT5IT/VnBeTuWM+hYwn8/W+J+Fum4/lZj0cjuowk5mY34RGeSFqKP17ydhq1xaTvSGN25fcc+HuCeCzrhyrSX1hB5jln/GctZFOgOw/9u4aSvXlkvlqJ7uouPpqvGJg43j54OUNdexN1V4DHgJYKUhasp7Ddh7ikV1k12plm7UEyc9OYfbaNog/iTTrrQFvMra/LY9HzOlCFoI5072UsWDIE9fItDH/2JJlvFlHtEsiqdZF4DQJwxms0/dLBW/k8Eg8I/bj3xu90ZL6SQf41f2bGLCTC2ED5wSIKd6xBU7WB4r+EmXzpVso2LiFpfxNyVQzLN/njgR5dcR6529Zw/MwGijPCuvxuu219t0Y4MI764f84QkcTlbvf5N0zzkT8PorhJ4ooOZxBkosPpa8rkRm0pD6/huxz4KGKYvl8b+TtDeiKisheX4nm4i4OvOwj2u/aPBYvyEKDD9ELV7J8jAs3L5xkT04ea0/o+O69d1g1sZ9y1tVQ9yPwS3e8hoLHjFlE7NZSeKKYQxfDSBhlvrCVsk8qMTh5khgbiMxJT+KfthBx9iAbdmkxKGPYutifhwFwxqPbEXEjjQffZPaXegLU/swc5d7zXNWPNVrLxWry/yuN1BoFCK3DYQAAIABJREFU00OjUF7WceQzLfkb13Bz6B52hPaW7kZP4eolJB9txWvGMna89TReg9uo+yyXjTu04JfIgmcs00K0U3fiHZaeqscjNJI49wryywpIWeuK374EvHBwXu24RHVhBrPzK/EIDyPxKRktpz4l91gea7/S8d0HtvfVzj7sBbv7yVDJxgVryL3kjnr5Wg6EeyO/0UBZThapX7bhsTCemZ59VCRx57jShCY3hey9oHomjLjHdBw6Wknmaj38OZ7G/86iThnCzDmeVB+rQHM0m6Qbv+LYX0272u32SbowVr/L3H/UMzw8jOiF/rRoPyX3WBEbX2rl4aItRA/tTVh7/UYwVmUz9/lcqmUBLF/3Z6In/Qq+07FnRxa5V12J3hDWR1oGB/1Ou/rA5C/N0pG5voBq5wCWb5qF3yCxCNmv3R0srxfRL5eSPHczJShJXPU20eNd4ftaSnKzSV1WQfX2PeyIMMWECtYz+78raBnsQ3RcIv6POmM4+zn7DmaxuKyKHQe2EN1b8MrBOcReW3HXYloOxmHslb/uwxRmp2oxDPYkYs5C/EdAi/ZTkhd8yvAfe+nLbtSTv0+LEXdmxgQiA2TTIlEPraDwRIHNPPoAITxI1OQIoeODBMWLHwvXrb4wCIdenioo1NuFL/5j/n+EoPCNEObuvWhdxs1/CdvmTBUUvtFCyhc3xc++/1iYOz5IUIRmCtr/WF/evHeFoPANEoK3nhE/+I9GSFEFCQrfqcLcPeaybwpfbJkjKHynCkuP3BQE4aqQt2SqoPCNEBbts67/5j93C5Hjg4SxyeXCTUEQhOvlworgIEHx1Gohr8nqSqFq+zxB4RskxHxg04ZOrgo5z5vq2WtbT44QExAkKHyDhEUHDCbZzwgbQoMERfBW4fhNi4vP7BZCxwcJY1/+1KJfrwo584IExfg5wltneqneofK6y27uoxWlFj/+7oAwd1KQoJizV6g19cORZPG6lArTNXbrwbfCzjlBgmL8YmHnNzbV1+QIkePFei6Y63ktQlCMnydss2zvTY2QEhwkKFRbheOdunFTrMc3Wkj5wvTRP8U2K+LN5XXnwoHXhSd9gwRF+FbhSHNXWfbXK3TpxHu96MR/vhY2BAcJikmrhUNtps9M90MRvl34wuaGNBeJMo19/kBnP4htmypMiM8UvvjeQqSvtwvB44MEhXp7t3HSVb8DOmHqs7EBc4Sl+y4KXZdfFfJenCoofIOEufuuinWf3C72XaRtG64KR1KiBYVvkKAI7z5+Je4y3caBY/p04YOlgsI3SBgbvELYecZCgb432UnLseyQXttpbxy0af0Zjxc+WCqM9Q0SnnytXGi2utggfLFpjqDwDRJC//Ivcy/9NMejQ3Pu18IGdZCgeGqTcOSmzbV7loo6USP+v/avi8X++9MZwerS5k+Fpaoe+sES85zQg0xWmH0Ai7mxed8KYWy3udogHHppqrVtd6At5rGgCFgqbDtl6Lqwp7HQE330sUM6aJfPI/Gg0L97HySEbtJY+1tNpjHlO0d465Tps1OZQvD4IGFs/F6h1lLn/nNR2D3Peiw4ZOttcWAcOTZPOOIzWozR0K3CcXPZTaY5ZVaOUCsIQu07ok16MqXcuv+ufy3a5k5/1Wxno4WU4wbB6tKKrUKwb98+tdlujn2t3KavDMKFrz8WUmZM7WYbzfNX5DvfWhT0sWlOzDH54Ca+2Cr21Uu9yWCeq8R54biFcnWfqxxco5n1cNJUIXRdudBsoVtmmz/2tXKhV0v03V4hZnyQoAi1nStvCkeSI6z9ArMPM36xsK1TL78Vds4KEhTjVwg5zYJD82qnjqhWCznfWF58U9Ca+n/six+bxqIjfSgIzXtWmO6pzXi1s5+uF74ujPUNEibY9p15fE1aIeRZGwmJO46lz7db0LZ1fa7datKXgDnC0sKrXT9pOiDMDRD9zDyTj2i3TyJY+xo7/2mpCaY4QOf6u4f1uAN+oyAIwvF1EaIvYfGZIAhd9nWWjd2x7BkH/U5H+kC4+amwdFKQoHjKes1tiUPl2f7WZJ8j//qtTaO+FlLUNjEhVZCgmLRU2FljbdEu7BHrn7vX1Hfd1lsOzCEO2Yq7FdNyIB7iiPzXy0VfZdJiG/0WhAv7VgsTfIMExfilwu76XsQy8/V2IdjXVkdv9rBu6wHzHKTqXb/uFQ9WaojBzsgBTheTebiKxmvm7ZYuqF9+m4/+FIfSCTCcpETTBvJAFswaaV2GzIeEOeORoef40Sr6jdN4wkPNZcvw9vHBa2Iggb+WgUHHUW07yAOJnWFdv8w7EPVkJSpfV/GpxqmTlF0FWWAYM6121cjwe2o8bkDd2YaeZTDoKD9lqsemnTLfOBKDh9jIPITAmASWvxxptWOt8WwtzR1gbNE7lhtnQOW5Mj0+BDltlBzs2lJfd7gYjdEZdXxY73mI7NUDB/EIjGF50kIivLs+M56vpfYG0KqneQApCAxfZpH0ZgUt8gDWZSQTYfE0707WC1BdWkFdB/jFzEJl8xTOLTye6aPAqC3tdhQz4LkEVBZPgGVKf/ydAUMrzb1V1g+dMI4IY/mskRZP+VwJmKQA4Po1cVd73YlKWgC/GbZtcCViScyDkdj/Z44j+iQPjiPR8kVcQ5UE+gAdrbSYjv06ptd22pvbbSO7cYmS0irxiXJ8iM2JFBdU86Pwc4K6YxVU2+xu+PmORxfkgwGDjj3vV1B9seuki1v4St7/3xSiRwNcouzzGnDyJCLSZseUm7+oP/+uoe6WR85vwY/tXL9hIRcge2wKiYmJJAZbzMPXGqj+rh069DR2Hoezty1dyNXxLJ9osbush7HgGP3Uwb58HokHhP7e+wAWvBiI1VAfEUbis+5AE5ov6wGoPi6mfwiIDLPeGeU0EtVT7tDRQHWN9Uk1e2x9d+wfR/31fxzBLTi0a4fTME/8vD1RqbwZbrZJ/P/svX1UVNe5wP17X1lzsqhMPgAjGgQtUCmTmMykGrgiIcqVBBoVL0L8wKohDRETDIl4/eJKDFdMCLZCaMWYirEBbVBSSDDYjMRVMHk7rHg71BSIAYmijBPrDLo8dLLm/eMMMAwfziBqNOe31qwFM+fsr/Ps53n2Pns/24e58RF920+p4vHHVain+Em77Ez1HNV1gVcET4f3XdmqnKYmRACxsZHma+y2ECs3OIQhe4oZS3IobVIQEr+J3Wm9ujHkmTjCBGgoO9gToqftcCU6UUFkfMwwY4EqiFyaRKSdcPWzVcMdo30fxIIXIvC2k60AjXQau3jRfO2tuaMU/b8TALowXXHYIjzxMeZM7m4pHwKCfQgJVaNSMiy76j07gaRJ9rpSQL04kTABxBP16PvsHnSiDYfC6Xay1blfuwi2MCIigx5/IHPDCVucaLczQ0A9NQglIE6IJf1puxXsXirU44HvzZhsD9d5n6QX5axEkoP72nPhLgW4eaC8b+iyOuM39knXUeZsK3C5YkYcRMe56ncOpw2G4nrSE9xHIwDNlaWUft6Cobu/CypWvrGd3avUvXNCF0GYGtNvl4rvtMeInKIh5P4B9BgMz4Y4oytu1pwWw5gPcab8Xx6n9iIIU+eR4CDfvvMSHMo5GGaqSj6hDQXqObPsbKNAWJzk7zQfrKT2+uPP3XRur+mT8fNYn64nbUcNRWtTKAJw98R3gj9qzWPMWaySHK2LRtq6gPE++I7qn4z3/T4IgOFcOyZgWIdTjhrN3XaDcu/4LVTH2/5pbafje8BrgPzdVKTvKuz513TBKAnq4SymPLK1fz6CQjLIA3HROHg+CIwZ6wF02n3nT3RyIiG64xzaWcfXra006/XozUgBGJxeHj8y6SnD45g7vpriWtvWtPv17C9vBK9Ylswe4vReZ+XAJQRC4pLxbdKhPVBM+akWmhv16E53IbjcLg60VpD2agkN3/uQ8L8bHQztDczXRsd5I6DAd7xP/x/d7uOB+4EzRr49D/QoRA/GeDlssxulkDTGkAORYcjEPZ6McTTg3fJsu77jgnnwOnjdxxigYahiydxiXJOnu708HbY+KmyOYu+oxFW5dk7fjLSOdMDyHYbzgJsnDwy0heh+SZc3nG+nAwjp+eFH3B/dgkhel0R9Zgm1OzYQuwMQRuM9fhwqlZrH5yUSKdDbtpZW8hNmUtTPJioQFIM40K7wlZ6G7wF3PwJsz1CpiSN1QiO1x0rIL2uluamRer2Rq8Otix1jxvlcsy+4xHBlcCifR+b2YLjPXnEfY7z6X+79gCfQjumi5GdKOhlqty1gcm7/6wWhf/9zRtf3w4V+NDz/xzXu9rDTzW4a1u1/T/rbosdwAXDzxLtf2gKR6wt7DxLtHrdcKWPRLyoG2PqvQHBixCZMjiI1yr/3i1EKlF5+qKapUY93SHVsDM/OLqb2w08oPvoC6lntlH+oR7w3igVD+eBDomDMeId7HW3VcMdoozz7y6GbgruuVaTxUSQ/VUbKh2VsylWxfflj+Lp30nx4F7mHO2FsFAscJk7w8OTunvYWiH59P9E9P7puV8d4D9Ce93ri6w6YO6UJjp7H40QbDoWT7aR8PIGkQB1FhwvInOpJ+mw/lFfa0e4uoPgMKMOiiL4dtzrfEXhw970OMikI0nb0B3zwtf/erf88gdM+iR133zsa8bII33fRcaaR2g93kV3bhffsZJJV1yiuE34jQNjiZ1D/pQhtYQ5F418g4WFPOFNPcfb7NFgUhMwZPDSEq37ncNpgKK4nPeXsZ9lc2072RxWsXVYBgODlg++EIMJmRLAkUXrW3XNCSi/P/vMYgYkUvp84eCbDsSHO6IqLN2lOazjzIU6Uv7tM3mN9+oeDdfPhAS/gwmBlsmGoYb+2E9xDWfCUw8tLVRRzJheTq/+EvUeeJSxmsBBFP0xur4lgBNRLt/DZIjPNDY00t7bTca6Vf9TVcGhfAeWHGyms2ES0u0KKX2XuHHD1lnjFLJ16q/To21G+7+rXoTu+HcZhKMJoKX/TdwPkb6ZBq+fSAyrCAj0QBIWk2J/exhdbQ/uWx2LGZFagvHeQFTe2exE7BzwE56ro4Egbash8NovibzwI+2UMj2uimL14NSrKmJ9QTLMzdbt4ljbFOHx/MgLpCSqWxAdRvF3H/g9bmBtSyaHTELA8hsifDHmjc3Jgr0UdlIjY3t7n4BI4S+nqNDIPGxkTHsuC8FAWxCSRE2gkNzaN0n850zgDYNKR/WIe2gujCcvYxuZIR2dwBPK1GGm7MBrfsQPLieAhAJ2YzJ30O+vZ0onJjPTGdyR010jI2AAIgq0OV7roVwexawQOgZK53XBZrp3RNyMhv0P1R7fRUnnOd0nlc5wcMJsxfQ+4e9hiMF4nP/T+6KTNVYYls686CUNTE/qv2+k4387X+joOfVSC9qMavn53L5unKBDcAbcg0g+9Q+okh2JdNCK6e6K8rgWsZqrer6bNAsrwCFusaZGGPRksy9UhTowgIUZNZGIMqQ/70ZA5l7Qjw6jL0EHfr4+bLYMyPxyG++xtB4w5jhhE2ypKwV2a4O3WC5EbD7E73sGhuGzGhAfKIX0753G2Hw3b/7mmz+gMoyWdhG2lnsOkmuFEDfqrfmim+aPs9ufHJ/LBxytR92lrEZOhC+Fej2tPBv80gtSUCCfLJxC5NIaAj4qpOliNYXw75V+B93/FDBrDsS8ihjNdeI+3bzwndNdwx2jD5Yyeum89iFwUiqArYP6BDZiugODlh+apZNa9kETkoPFPB2AYdlW8OsCLje+7uCQCoxTc5W7/w83ZZWH4sp5m4UESEu+jafcawv/HiIgC7wlBRCZvIv25qL4TjjK3Ca75JN207Utjyj56XzYoVSRteYf0uKDhLZjrh5mGukbEgCiS/b5j/3+vIPdcJ6IwGt9ADcmbk0iNDxr0btf8zuG1gSOmc2fBaxxKt+tMT/AnYes7JKw7S8PJVprPtNPR2kTdXz6heHsNh3QiFb+PZYy7ZAdEszSv06eWphZqv2jnbpWakIHGF67YEFds2c2a07pB8zDdZTJdGaBNLV2YnBiwNB88iPYKQB1rI8JZO+BVnWj/VI0hJm7Y54/dCm6vieCTJSzPrMb3ubfZPEtDQPfJks/N46fPJJDdoKf+NESr1IQGQG1zHUdPvEBYn0GVGe1fdIgoCJtq2yLl7oG3ArjQSMNpCOs+xKu1gvzDRukaVzqNl4qQCVB7SsdhnUjYNLv8L9dTtGED5cEZnNgVizI4iAC3Ghq+rKfBEtq3435VwvyFxZCyl+oU/wHy8UN1D9Sf16FtArX9oQ2inqNf9D3Jse3PJRQ3deG7fAv7Xul9vWeqbKVjoPrdhdRJ7PZbiZ+/TdT/wPZPthDianoDEDBvHpE7c9CWFZOrr8MgqEiOv8arR6flwANvJWBpof5LIwTaJmEvN1L0bh2iG4DNeOgPUvCXdsQpK9n3+8Re5+dcPW3DPazZ0kLxqxsoaurCN34LhUv9+7t3LuYr3CWlYLpkt9L7Yg1rnywm4HeH2Kzpf49Ko0a5rxqdtg5DYmxfBfXNcbTfAPerCJvQ/15XcVnGnCQw0B8woq89jik+qo9TYjh2HL18WNyPjuHI9bX0javy63p/9CdM40PuV41UaVtIDfTv86vh2GfoLKDUqEckvMIPtj+6YnMtOnKT36b2oRf4YLWGyMDueiQx5/7FxO5uRa83gsaPkODR0GTT95PsX7qZqcpcQNqxUAqPbyF6OONsi5n63RvJ+NAI7ipSn7Nt9bbUs3enDsOoULbu3UJCd2NYGilv7QLsVkE6XReHFQcjiosyKOvWO4hhPntRj/aYmTnR9hN+Rmq/aAFGExIsnSgVqApCOFCHXqdHjO87CGz70xpm5LST9O4hNk+7zmq40I9csxMu+IzO4OaDWuUJTa1oj7aQHuxv96OZT9/OYq0ugsLjm4j2CkJzP9Sfr0d3BtT2h3RZ6smeu4bSoNV88e4IDzKD41gytYTM2oNsGmWmGT9S4wc4bNm2lVu8ZOYS3at02yldtYLyyEKqV7lwqpi3i2O060KkavtWis//Jx/8YTVqt9XXneJw7Gpz3XGaVwX1CZkifllPwxVAFUTIzY6wY9GT/1oxtQ9v4URGBELGTc5f5sbhik9iR8Cyd6heHQSWRvKXpJB7op0OYYCVqcPl1EE2ba/h7o0fsS7eg3Uu3u6S3+lyG9j+F83SxKCtn+rfeYHlzUlUF/kMq027aSvLIuU9WLJjEwnTxvXstkleoWZ5RBZafQPNllh8g1WEuNVQr6tBezGKaPsXVN9UsvbFEpRpe6l4zr9/JjfKhtysOa0bMQ8DCJP88HWD5i/r0YkRdoeFA6c/o/abayRg0bO/rBEYTdjSpTw+0M6h71uperuCel0lpU1xpAYOcM0PlNsrRjBm2r5q5NA7uyg/aZTiyFw20vBhKeVNwD0qQicA+JO0KhZf2il6dSP5R1owXBYxnWmkPGcNGZWdCJMTe2PsCGqiZ3mCRU/2symk5RSRnbmG2IXFjElLJkyAjgtGF5y/IJYsDUVJO8X/vZF8bQsGk5m2EzXk/3cB5RcVhEy1hS+YFEPyTE84XUbGhgrqW82IFhFTUx25uWU0WzzRhAywDQLATcOceX5gaaVobRbFurOYRBHDyRpyX9xKrbt0X/eqjbsUkvR36OqoPSdKbVdZQMqedsbcizQoP2PEYBABT1QTfQAjn+4rocEgIl5spPigDnGUAkFwNb1B8I5gwazRcKaaYm0nQliME6fUOisHnjwxOxQlXWizU1i0voDcnCwWzX2JqodWkhoCnDNKjtso25u00/VUnTAiimbadBVkvlLJpfEK4CxfnzRiOOesNjJTm7OB7GOd4BXKAk0XtVU1VNl9altFl/P1DfRDCTR/VEJ5kxlRNFJbUo3uewXCIPvjlLOSSFUrEI/lsSzTJmOXjTR/VkLKqj00WDyJXpXk8PZweIyITAyA9+wYopVgOlxAyo4ami+KiBfPUluSw7I9Rny9gCv9VxfK3LkMS66voW9cld/h9Ef1r5KI9IKGwjWk7NHRbJBkuf5ADstydIhKaZJxJMaFP9j+6KLNNbU2Un9wr2RLRUA006Yro+hIK7j5oHl4HCAQuTiOAKELbe5r5B5pxGASwXSW+gN55B/rQghRXXvAbdZTvruY/J22T2ER2VkbmP/kXOZv12G6V0XyW1tI7nH0bFvdxEaOHmnBJIqYTuko3pCHdpQP0ElbUyOGc9L2NOfqcmO5mTIo88NieM/eSFX2GjLL9BhMIqKhkfKcDeR+3gWTYkkKl672nj2PuePB8FEeabvraDaIknx/XkL2Hj0oVagHX/DlEs72I9fshAs+o1MIRP4qEbU7NOxcQ8p7OtouSvqhPG8juce6UGrUaNwANxVLlmoQLI3kvppHuf4sJhHEc42U5+zi0EUIeEh1A1YaeZKw6D/xFhupOtKO8FAsC4IHuGxSIIEC0FDGriPSWKPtyEHKv+lC+MnoAW4YChfHaNeJoBDgTAUZL+WQnVPQ+3mzgOwdxRR9qKPtsvPpDcuuNu1h+cslaE+ZJT+/toS0zDLaGE1k4nDjMV8Pkt0SjxSwfH1ev3bJLSyh9LOWa8ddlvkB4ppP0g+3IFJfX0mY0kjVazkUDx7S1TVGSeWq3bGGtKwCB5krIn93BVUnBx9ju+Z3utgGgh8hEwGxjuLdOkkfNVWw/6gRFAruvt42vfIdzV/VsOvtCurPmMECoqGFqnfK0ImgfDhEOtvIL4bkpzzhYg0ZqwqoOmnEZDLSoC0jbVMZbW4+hGkGmxO6QTbkZs1pjfg8jI3gGBY8pIAzZax9tYTaVkkHN2tLSFldgzhRAZgxDXIek3isjEOngQmxpKcnkrx0gM/yNFJne4Klkf37dYhAc1kBmVl50mdHjbSj6Mrf2Zud1/N90WfGgTO9idxeK4KDk9i+8Ts2FZaRNr/E7gcF3upYtq5/oWc7kzIyg31vjWZtThm5Ly4h1+7agFnJbN6YhLrH0/Uget02tgpvs+vYP6kqaWFMSChL3iokWWOm+HA1l9y7pBgjePBAcBAhl32GfEvmG7+Rd6/kkLGjhtyVdb35C56ELdrE1uX+ti88mbN5G5fIIvvDHOZ/mNObiLsf0RlrWTdj8OGY+oUtbL3wGtkHq8lcUk0mgNto1Is2UTirnkVLSugwGAFPvJ9eQmpVC/n1xSx6orin3da/vg3v/Sks2ldNSlQ1Iba3TeoVK0moy6JUW0CstsBWfh+i1yVJ8ddcTG9gPIhe/AyRp2rowIPIpCgHJSWgHB9EiErgge69ii7IgXf8Rt415/H6/np0H5WhH/8gc1f8hvTEIJoLK6n6TCFteQyOIz3hOBmldWQ/M5dsQJigIemV13jXsouYl6spWjaXorAMvtgVS9iqbexbJDCm22F29yEgJAjlJE8pNo1Fz/4/t0oTGRfqyF1b1//ZvVJK2HLX8vV+PIl1s+pZe6SatDnVPfUOiN9E8hTA4oF3cBAhJr9e+XTzJ/nt3yBk55F7MIf5B3plTPBSkbQlg3V2DndPew9jC6dLMjbLk4DJQSh/6kRMCu8ost5qwbShhNrCDUTZQhIJEyJY9+ZrCIVLWFtrlAaEt5dWu7Nw7Ae4Jk93efmjVnUxxseJWK4uyrXE0PrGVR0pDKc/jo+l8B3I3rSL4pw0quxUvnJyFJuzVpNk9zb5zuyPLthcNw3pb6zk0usl5K+0t+WSrkz+3zTSbbtCBFUyu9/oIi2rhPwXV5BvX+QpcWzPSbz2VleTnuLtdocUuSkQPDzwnRhKQnwES+KjCLFfpeGm4dm0KGqzq6nasISqDYDSj+jlq3k3pZW0hDxqt69g6s4oCo9vcrou180oDwJCgrh0n2MMVlyUQed8HpnbBBf1DwBCBOkZnpRnpzB1g93XgVFszXu215dWhrL59xmwtoDSN9dQ9abdtWM1pG5bzRxb33FJ1zvigk5w1U447TO6OVmHwER+91szGZklVGWnUZXd/YMC3/Akcrb0rlL2XbyR3eYc1u4sI21BmV19RxPydAbbXxhi23TgYyTM80F4eJBB9hAI4fNICKwgv0lBWNwg4QC8o1i36ggLt+sofjGBYtvXSlUihfPGgYsBulwdow1fBwlEZmxj85Ussg9XSGeKDEBuYBJ/3J+MWri2HXTFrhba6hCQuJoFZ4pJiS3obSk3T8JSNrI9bngT3oKXD2pVEGPGdsufC+3kFkT625swvfIWpQfLqB3wogIK4rdRsTlU1v03kevx+QCXfZKQgdKYFMfW9OPEZtaRvbYYzR+SCBEGGI870V968Etk+xtG0rJKKC/RD3JRAdFb36NwoJdArvidP3GtDaLd/El6JZGql0uoL0xjanfYWy8N61ZFoXQTXEyvb9F949eQ07pNskEH7Yyu4ElIzEqy1nXbAQ+iN29n66jXyP5zCSn2cxxeQSRs3Eh69w6KAcZbztsQ13TqTZnTcmUe5nf+LpR/HMk5m/j2la0UHylg0ZGCnvIkbNpC+oUcot5swWAA+r0ENaM9ogcvT8KemTfEgjlpIYr6WBltX3xG7WUNYl0ZxZUOIYHEVrQlvW9WQrznkTxjZF54Dpf/x2q1Wm9pCYaJaDhLx7+6MKFgzP3jpO1cA1+J4WQT+nNGEDzxDQwkwPsmrnO5bKThhJ7mi10I9/oQEqzCd5BYVOK5RnQn2zGJCpQ+PgRO9sfZoppO6dGdbKEDT1QaW/wYi5m2pnbEe/0I6IknI2I41UqbWYFvgD/ePYZGxHBSTxv+hATbDRwtZpp19TSc7wL3+wjRaAjoU34X0xthnJcDJ9M710LDmU6UE/rKiXhGj+7caAJVzj+TG5ev1La6U98hMhpflQq1n5MBfi+2UH+ynQ4RlN5+qCaPQzniE6c3UCZEIw06Pc3nuhDGBxKm8UfpJrVf80UFvoE3oj4yP3hGVK5dld/h90fTmUb0XxsVTshQAAAgAElEQVQxfa9gzKQg5/uxS9xB/dFkpO2iGVMXKO/xwXcwZWwx09ygp7m9C9xH4+sXRMgNaVv7sp2l4Zvv4B6/vnmZzlJ/8juUQaq+ttPZutxgbo4MyvwQueazt9SxNmINpVciKPz/thCNmbav9DS0dqGcFIgqeNwggzDRFrvXiOimYMx4P0KCx90YP9CVfnRT/J9BsHS3XSe434dvkIoQx8PbujGdpUHfRJsJhHs98Q0KJGDQuIrD4Ewd+Tur+VaVxNZ4f7C0kL9wCbkXYtn954whz+gQzzVS+2Urpi4FSr9AwqZc73O98WO0tgNrmP9aI5qN28h5OqhPnHhTUxlpv8pDa/Yh+Y/7WXetQ7Hsy+2EXe3Yk8KMHD0BKXupXuUv+fr6JjoUPgQ8OMLP1SWMVK1NIe3YOFJ/u5FkTV+fpq1qO4terqDt3lh212QQKfvVtx/O+iSmszSf75IOL+sjjyKGU+1cQsHd48dd/9j3so7shWsodo+j8M1nibTXf6KR2u1rWLSnESFyE18URA0+weeK3+myX3aWel0TbeYuKYa4JqhvvV1Nr3/hMZ0z0mHuhFGjGTN+3KDnVoiGFhr0rbRdAeVYP1RT/PF2th/eKBtyE+a0btw8jJm2E3oaWo2IHv6op6qk865MZ2k43YlyQhC+P8I3XrftRLCMjIyMjIyMjIyMzA3AcSJYngy6M2gqJmp+EW1TV1LxmxjEP21kYc7fCch4hw+W+t/q0o0wLeTHLSH3fCz7ajII6yfDtt+bVaz7cyHJLoQ6doY2h4ngHwyGMhbNzEP3+CZO/Daq/2S+oYJFM3OoHZfIBxWOB0/JyLiOWLWBKS/XELKulA8W9w+BJVZlMfXlapi3jS9eD5VDU8nI3ARk1S4jIyMjIyMjIyMjI3OnEziL1NkVZFQWEPWLAmA0IYmb2H7HTQIDeOD7wGj46ii5uWqICyHwfg+E77u4dKYR7YFdFH0F3k8nOnE+yR2Euw++90BtbQmZJaNZEh6Er4dCirXdVE950S5qLaOJXDHUdmgZGecRHpAO7ap/722KxicRHezD3e4gmo006arZtaMak7uK9MVqeRJYRuYmIa8IlpGRkZGRkZGRkZHpRV4RfEdjOtMoba8eGzh4mIo7AVMjpTtL+LBWT9NpI4YrXVLs93s8CQhSEflUHMlxqhsSB/cHuyIYEE/VUPROJVW6RtrOGzGJgKBA6eWDShXK7MREkqbd2viVMncSIm2fHaSgtAbdyRbaLnRKh70Lo/Ee749magQLls4j0u8O1kUyMj8w5IlgGRkZGRkZGRkZGRkZGRkZGRkZGZk7nP/3VhdARkZGRkZGRkZGRkZGRkZGRkZGRkbmxiJPBMvIyMjIyMjIyMjIyMjIyMjIyMjI3OHIE8EyMjIyMjIyMjIyMjIyMjIyMjIyMnc48kSwjIyMjIyMjIyMjIyMjIyMjIyMjMwdjjwRLCMjIyMjIyMjIyMjIyMjIyMjIyNzhyNPBMvIyMjIyMjIyMjIyMjIyMjIyMjI3OHIE8EyMjIyMjIyMjIyMjIyMjIyMjIyMnc48kSwjIyMjIyMjIyMjIyMjIyMjIyMjMwdzu01EWzRkflEOBN/3v8z+dG5zHhmA5klOgyWG1eEtj0pTPx5OFF5jTcuk+tEPFVN7uoUZvzHTCY+FM7kGYuZ/2oRVa2i84k0FRP70CBt/dhcZsSlkVZYQ5sLScrceMRT1WSvXMzUR8OZ+OiTzHhmA/nas7e6WDIyMj9qRMpfnMnEn89lbe11pPJ5HlNtdijqzYFtsOnAmgHtVp/PsxUYnMzzdrD5zlKbOZeJPw9neZn5VhdF5hbhlDyfLCLqoXAmLi5zup/ckVjqWPsf4Ux8ZAPlsq8rIyMjc/Nx0R7dST6bjMyN5vaaCO7Bk7DEJFJTej9Js4NQnq6hOCuNmJcraBtmyuLJaooO6DGNaHlvIucqSFmSRf5RM+pVW/igtJDCVRo4VkzKwtcoP+diesog5ixPJNnukzAzCOG8jvIdG4h9sWzYbf2DxVJD2qPhTHwojeJhj4KMaN8roerUSBbsGlzWkf3rLIqOdaJauondb6xliV8L+a9uo/jMTSyHjMz1MCL979o0F65g4s/DmZqlu3GZ3CwGbbNr6KGb1NYjg5mqkk96BgLNHx5Ee7n/VULQYyTFx5IQH0tCfAQhSoDRhMzu/i6WpMf9Ud7EksvI/GC5rXSAjIyMjMydi5HSZ8OZ+POZpFTd6rL0ctvPDcnIDILbrS7AsHDzJHRxMqmTHL431JCWsIHyI7so0EaxNVJwMWERXUkB2Z9HETZPRcht2DqGI0fQXgRlTDI5iaEIAMEqxrTqiN1dR3mtmTlxHs4n6KEmKW0lase2OFPB8vk5aI+VsPdEHOumjGAlbjVugcxJW0nI9z5ohjtbcKaG/G1F3L0lhuhJLrT39aD/jI/PANOSyFkVhTcQORUavjyIaALG35xiyMhcFyPR/5xgTFgi6wQjyhD/G5fJzWKwNruWHrpJbT0inKtm/9FOmBBL6oN15FceZf9fXiDy6b71EqbEsbnbHlkaydXV0HDFk8jnMkgPvvnFlpH5QXM76QAZGRkZmTuY0Wj+ayXrwiHgB+Ov3f5zQzIyg3FnibN3BAse96S8xEitrgkiVS7dLrZWs+uIEUZ1cekGFfFGIwgKBEC8YMQEeAMg0nGxE1CgVCpGJqPxoTweDNrPjTS3mmHKTZrsvCmMI3JxIpHDvd1ipva9MuotXYSZukayYENjNmMCBC9P23MHfhLB9qqIm1cGGZnr5jr7n5Mop0SRfMe8wBqgzZzSQzenrUeC5oOV1IoQMieBVLWC8soytPsraXs6Ed9bXTgZmduW20cHyMjIyMjcyQgERCcScKuLYcedMDckIzMYt2loiMG522M0AFeviCDqyIwKZ+JDi8k96XhlC/lx4Ux8JIWiViPFy8KZ/GQO2ovAhTIW2cXHHTQWYVMF2avTiJoxk8kzFjB/dRHafqEXRJqPFLP22cVMfWwmEx+ayZSoFSzPKqHW4dq2PSnS9rxzYDpZQeavFzP10aHS7o9yVgzRY0H8vJiMAy2IFiP1uzeS8WcjwpRnSA63rZK2iIiXRcThxlO2GDEYABSMuWewSeAW8heEM/GhFeQ7bk3ujkG8oMQutISZ+pI8li9YwJRHwpn4yJNMjU0hLa+ChosO95taKH9zA/Ojn2TyQzOZMmMBscuyyK1qoTeUmy0uZWwRDZdbKM9KY8ZjM5nyxApSCnWDxxqy6MicEc7ER9ZQ3r31+GQRUQ/NJKVShIt6ijPTiPqPmUx+dC5Ri7Mo0tliLn6ex9SHnmLRnlYAarPn9saltE/PhqG2pEc2Jj8q1Xf562XU2xeuJ28zhs+LSYmby+RHn2TGsjzKT4lgqSHlkXAmvliNCIiVG3rzfCwLraVv2059dKYUP3hx1iDxgwd4DnPSSNtRQ7PjVmynnoN9XVf09oMnFrNofTFVTXLwvTsG+35yTkf+qynMeGwmk/9jAfPXl9FgAkm+clgUa5OZ2DQyP7STl4H6HyC21pC/1qZvH5LSjF2ZR5H2bF9ZMzXayaQtpvkzG8h2iB9veC9tQP1uOllN7qspRM2Qyjd5xgLmv1hA6QmHuKrO6oQh6Fun8J46FeuMvRfZ4lROzdQhnqkh+9eLmfLoTKbGriH7yNmB28xZPTRIWzu24URbDP7sssZ+W+O6+/WM/5Cey9TYNNbuGeFY/aKOvWWNIKiY87Q/giaGOZNA/L8K9vez7TcOg95m8594UnpWv86heIDn7HSbOCmr0rXO61qTvoLMlSk232Qx81fmUfT52X7XycgMqgNsXD2noyhrA/Nj50pncSxYQ3ZZYx9ZknzXFIrPmGl4L4v5TzzJ5McWMH9tt86XEFtrJN0aZZPhJ1aw/PWKPtc45bd1x4x8Igeto1CfK2PRI+HS/UPooOvSWxYjtXvyWB63gCmP9vpIa3c6npthq8ucIhosIm1VRaQsmMuUR2zjgJxqmh3K38cmPDKTKVGLmb+6gNKTclxvGZkfC67oJ/tx5MRuvZpZgrZfSMBbO7ZzzocXqVo9k4k/f5K1n/WvqzP2aOg2vcZ4uw8uzg05bRcGw0z9ge7nM1PyBxesYe3uOtpsz91UlcWUn4czedkAYTkNFSx/NJyJ0QXU2653yp44M8Zw1eYa9JTm2OTnEcm3jVqWRW5lS98xRHfeWTqwGNHuzGJ+1JNM7m67A4ONOVx5jjJDcWetCMaI/qt2AHz9fEAYx5L4IIq3N1J6QEfqJg09wSL01ZQ3gxAew1y/0VxN3cKYefXkbyijQaEhdfM8QkZJlwo/9emXk9hcwrJf1UNYBJExPjRrP0F7uJiUMwIVf0wiwA3ATH1eGguLGmFCKEkpiYTcCx1fHqHoTwUsOnyczX/IISnQLoSF5SxfHy1m2Y4yCItgbnzXIGkPwr0R5Px2JYZfF6B9LYXwHV0YzB6o/yuDnPRYAmxZ1ecsYX6pB+mH3ukfYuMaiBdb0O7Mo/gUMCmWBdNcu3+QVKnPS2FhUTu+s5PJyVAToOyiTVdJ7vYc5td9xwd/TJK2ZFzWk/vsS+R/pUA9bymbQ32461+NVL1fQv7LddRfKGTfYv/epM81sfe1GnQXNcxJ8KH2TxVU7XgNIXAv22e5spK5i7bGajILC9CODSXy6Vgu/b2Gqvpqsld2ovxgGwlBMeS8pab5ozyyjxjxfXo16x73lG5380Rj96jbPtzA/A01mMZFkJy2lJB7RNq+OEJRaR7zj7Wye/9qIpW9eTcfe5vnv2zBd1YMCT41lGrLyFjrScj+GJLf2EL0lyVk7NaDOpGcxSpJ1t18ULlBQ2EaC3c0MiYyifTlKu6+0kTVnj3kvqTn29+8w9bI7nYwUrU+hZSD7QiTIkhalchP3Tv5+tgnFBduQHtiNRW74qQVeC48B5M2h/kvVdAxOZZ1/7uasAcUmL6upzi/iJQl9Wwu3U6Sn6syI/PDpIu2xkrWFhajnxRK9Dx/Go58Qu3BPBZ2eVA4qYSUMg8iH48lYVI9h47oKN6wBmH8XtZpBgnnc66atIVZVKEiOX0bcx70hO+aqCouIntlDQ1v7WV7tAdYWih6IYXs//MgMvllds8KZMz37egqS8nNSqPq6+1Ur7ezAw4YtDksfLmC5lF+zFmazLOTPBBP11P+Xglrj1ZzdMvbFD49zqGu19AJg4RkEU+WsHBZAfVXPFH/MpH0h33gXANVB8rIXFbH1797h81hvfrJ8PURMlfpaHswiqSnGyj/Ux1Fa+GnFdtI8HJI3AU91A+TjuxfraHoK/ANiyV1cSDKrlbqKyoo2lBH7ZlCPlgVJO08qc1j/vNldEyIIjU9iRB3M/UfFVOUswbdd7+hYrVq0LZ2BZO2kkNnbPZ6PEAQc+KCyH+zkdISHambB3+mI8Wl/3ubhX+6gO/sCBYsVvPtl59QeqSCzC8aMfzhbdKnSCVwuk1ckVUXdK14ooiFK4pp6BpNyOw40lWeiK317H0pDcFLnkyScYF/fcbaX7VwKTiK6DgVYd/WU36wjqINf0dnLuSDpf6911raqdv5Grv+riD6l7GMOVZB1Yd5pHgEUb1ehWCoIWPJBsq7gkhIeZn0CQo6dAfJL85h/slOKv6Q2Ne3HdJvi+PZ0BLWHjvK/iMvEBnTqyfbDldTK4I6LmbQLbzXpbfEFopWppBd24l3WBypz6gYM8pIw1/KKN6+gUNHkvjju8mof2J3z/l2dCUbyd9pRBMZRUJwO9rDNWj3ZNGMD9UZtvyaSli+pIBagpizdDWpEz24evo4e/eUsPZYPd++06tnZGRk7kxc0U9tZRuY/z81GNyDmJOQjPoBBaaTn7H/YAHLtXq2f7CFOd5wy8d2zvrwQ+GKPXLAtfF2N6OJdHZuaDh2oQ9mtJkrSDnQjjIsjtTNanwxUl9ZQvGba/j075uozIvCOzKOueOrKdZVUt4UR2qgXR0/qkR7BUIWxEjhPF20J0OOMYJdsLlnKkhZkkPVhdGof/kM66b5IJhaOHqghPxXa6jSbeGPm0J7dy4DhjMNlP53DtmN/jw5KxbVuXo+/ouO0sw1XL23d65meM9RZkistxP//pt1U+R0q/+Dy607vu7709WOf1o//u1L1l8ET7f6h71qLWm3/fDdJ9bnp023+k9bb/34Uu/1ui3xVv/gaOtLn161S+QT6/MPT7f6T9tq/fTfAxfh9B+et/oHT7f6a563vvmlqfeH745aXwp3KNvfd1pnPTjd6j/7LetfL/VNp6NivfUXwdOtP/vVB9bTDmn/LPwl646/Xx067cH47p/WkjfWW2PCpkvlDH7CGrP1b9Y+2V/9u3XTrOlW/5idVv0g9bQ27rHGPNidxgCfB6Ots17Yaf3426EK8411R/wg5e5OP/59qf7dz3baZuvHV/te2rH3eSmNRun/pt8vt/oHT7fOeuPv1j6XdnxifT5sutU/fKtVeqxXrYdWPWH1D55ufSjtE2uH7bJLH2+2PhQ83fqLzX8buNj//pt1U/h0q//Dr1oPddq++4f0LH+mibc+v/+MXb4XrCXPSXks3H+h51v9W4us/sHTrXHvnBk4j0u2ZzrNTlatUpl77v3DmT55+z+43Ppmj1x8Y90xb7rV/8GXrHu6K1a92fqz4OnWn71y1KE+tufd0y42bPL5s1Wf9MjH1b+9ZQ0Pnm71j8m36jrtE7lgPZQWPezn8HHaE1b/4Hjr645NbqvbwvcvWGXuALpl9eF46/PldrLf/mfrMs10q/+DT1gfStxpJ1tXrX/dEm/1D55uDX/j79JXA/S/jvdfsvoHT7fG/P6bvvld/Zs1I3K69WdpRyUZbNwj5f/cn/vqPKtJ0gWRb1n/atN5HXtfssnvP6UvOmutGZHTrf4PL7fu+IeDEmr5wLrQZkcOfde3rs7qhL5csJaseMLqHxxtXba/r464+o+d1pgH7er071prRpikyxfu7b62u92esD7/8dWBdZbVCT00wH1Nb0v9+hcZR/u24aW/SXqkpw2vWj9+Jdrq/+Ai65t/t69ArTUjfLrVP8zejnbr4jnWjL8O0iSD0ttWz39sZ3PbP7AufNjhmfSr3z+tb8ZMl8r4j74/na5537rjtzutbw742WMtsdn3Hps/7SXrnq/t5eKqten3z0s697k/2+yLC23igqw6r2svWPf8yiZX7zvK1R5rnEay38s+MFllfpx0y/Ost2x6bwh/xz94jvX58r467Orf3pJ+C9ts/bizb5r+s7ZaP+0W5u7+OW+PtclqtXbsf8n6M3u/xmq1Wq0m66EXnnDoL875bVdrtko+9IoPeq7p8Tk1r1pLOqyD4EIf7da9D6+3HrraW9efBU+3/uKVo9a+WZisf90s2bJZv/2nQ12esD6UmG/9q52euvq3t6zhD0r6VPdvq7XXbsyxZnzat39eqtlqDQ/u66vJyMjcibigny4dtb4UNt3q//Dz1h2NfX3W03slfds9trrVYzunffieNKOtGTV903LVHvXYOFfG2wPh5NyQ83ZhAL7Mt4Y/ON36s8T3rU32efz7jHXnor42sttHD99qJyD//qf1zaftbZ8L9sSZMYbVWZtrsh5aFW31D462LnTwQa1X/2l9M757HGCTrB4b+4R11rqj1g67unfL4c9escnG9T5HmQG5PUNDWBrJje1dnj/x5+FMjpC2jZnGh5L+240kjLVde+8MlvzSB0x17D1s224r6tj/l3YYH0tS+PDerisjE0m1j4t7r4rQIMBixmALY9BQXUOzBULi5hHm8IbCe3YiT44HUVfdL+SDMjyBZJVduQZIeyBEfQmL5qxg7b5GxiRuouKDLSRNhoY9a1j4el1PKARDZTGHzihQxw++YqI3bw3J61az2fZZlxxL2HgFjBIYM1GFZsQOIPNA6Q6Y6tm7u4aGM70rl7xnr2b37zKYMwHgLNrPGsHNj+gYh1Ub3mqpnf7VSHOfNlUQNntGz9sn5U/9UQWqeOLh/iu9r4U4NorUeePs8vVE87A/AJcuurDa6svjaC+AEBrF3LH2PwiETHsQb6D5ZGvfeyY+xpzJ3Tn7EBDsQ0ioGtW13n65jSY0LonUVTF9VySfbKLDAqLB2BP3qFlbRxsQ8nSMw5tLT8LCH0etCcLXA1x7DgKCUgG0U/VeCdomY29Ikkkx5PxuO+tmel6jEjK3FROiSH3KbuXsWDWhkwCLgsgVSXayJaB5WFpdOlT/EdxHIwDNlaWUft6CoXtrkqBi5Rvb2b1KLcmguwIlwIlK8j/U03ax+0IPIldtY98bCagG03knPuPTcyBMnUdSsINd8IthSfhoMNVRVdu3nMPSCaZ6Duu6QBnKgj4rjEEIDCVyqoqwYM++/crtQWbP6r5WIDAoiIApoYT+dCRXiNn6NT7MjY+gj2pRqnj8cRXqKX6MsX3lGxpHaspSou1WJYinmmi6ApiNdFwZgSKdqmTvF13g9TgLIu1s7tgoFoQrwFTH/sqBQtwMTdvREnILi8kf8FPEfoeQD96zl5Awyb6tBQLiYwgTQNTVo7OJmtNt4rSsuqBrTfUc/dImV/Mc5Co4geTw0S63k8yPmEkxpD7V1zYLmnnMmQxc1FP3Vd/LvcNn9a7G8fIjJNCPsLBAxgDCpBkkJyeTHG4nlxdbafi2CyxG2vpt6xzabxPCEkiaDOIXlZR2hx47WU35V6CMjOFJb8f0ehm+3jpLVbUeER/mJkbQNwsPwhbHEuIGzUdq+oWl0DyTRNi9vf8LKjVqBWAy0wFS39V1gVcET4f3XRmnnKYmRACxsZHmkQy5IyMj84PDaf305XG0F0GYGtN3ZzHgO+0xIqdoCLlfOhfoVo/tnPbhh8JFe9TDcMbbLjF8u9BNw6dS+AdNTFTfnTFu4wib5gOWVhoaJZ80YN48wtyhrbISrS2kh3iikvIm8J41j7neDM+eXGOM4ZTNNR2nqrYTlKEscfBBEYJIin8QASOfHtb3/e37IBa8EIG3Xd0DNCq8AfGidP7RjX+OP05u09AQnoQtiiP0Ptu/o0Bwv48xk1RETvVH2adWAmHPxKEuLaD2QCXN8Un41lby8TkIWWVbPj8MxozzcVBaChgF0HsoT8d5I6DAd/wAE45u9/HA/cAZI9+eB+yE+m4vz2um3Z8WijYVUHvBkzm/LWT7LElZbv7Db/B+6VVy961h/r8y2P0cZOfWYQpMYn3iuCHSs+EeSHRiXJ92Sn4uhtxlL5G/ewPPK9/hg+f8r53OtXALInldEvWZJdTu2EDsDkAYjff4cahUah6fl0ikAFi+w3AesLSSnzCTolGOCSkQFI4H4nlwt9KuRQOT2FeeNLxy3uPJGAeZEbrL8L3zyZhsh/lxOIspj2ztf4Gg6E23Gw9P7u7JWyD69f1EO5WbP9HJiYTojnNoZx1ft7bSrNejNyPFVbIrd8cFM6BgzNj+Musdl8EHcbZ/XHwOkc+tJakxj9LDBSw/XABuCpT3+xAQ9CBhM2NIDnOqIjK3Cx6O/URAUABunviO7avdnOk/ytnPsrm2neyPKli7rEK6z8sH3wlBhM2IYEmizdEZP4/16XrSdtRQtDaFIgB3T3wn+KPWPMacxSoGe29iOmfEAHiP9RngGgHfcZ5AKx3nzYCdYzUcnXCxnY7vAS8ffB37jpuK9F2F/e8ZNZq77SYSvOO3UB1v+2ekJgcs32G4ALh54j3W8UeByPWFdodKCYTEJePbpEN7oJjyUy00N+rRne5CcEEXXov6AxU0WMA3JkayAT14EP10BMoj1dQeqKQhMdml05zDNh3im03OXz9mrKNdRpJzd8DcyaUrgOBCmzgrq67o2ovGweUKgTFjPYBO5yst8+NmrE8/3QY++I5VgN7IJYeFCXd72OlFNw3r9r/X+78mjtQJjdQeKyG/rJXmpkbq9UauDpr5Nfw2N38SFoeSv6GO/Qf0pGaoqP+wmmaLD0n/9digev669FZ3X3Tz5IGBFkHcL/W7hvPtdAAhdnUZ4+Ww7XmUQhqBdevui0bauoArZSz6RcUAkyIKhNt0xCYjI+Mszuun7nGk0suzv74LTKTw/cSef2/12M5pH34oXLRH3QxrvO0Kw7YLvUjzRVC7bQGTcwcoomA3rzE2giWRBdRWHmX/0ReIjFFQe+AT2tx8SH4mVLIdw7EnQ40xwDmb253v+IF8UPC+X5o7M5xrl2S3J29PxjiGuHNTcJfdvzf8Of5IuT3dCjdPQp9Jcj627aQYkh7fQ/3RCvafiCHkwzpMgoYF8/ydut107ix4jXOYYL42gocAdGIyd4JjN7R0YjIDbh4oXQlTO2ghm6j/BhBURIfbvTFTqkj9XSHer6axtjKHqMOAQkX61iTUw11I9hMVqemxlC8ro/69UmqXZhB2rbQcDJjY3t4T/LynqGHJ7KtOwtDUhP7rdjrOt/O1vo5DH5Wg/aiGr9/dy+YpCgR3wC1owPjG4kUjorsnypFcJDdSWIy0XRiN71gBQVAgAMLT2/hia2hf6bCYMZkVKO8doUoYash8NovibzwI+2UMj2uimL14NSrKmJ9QTLPdpYK7JLOXTAPIbKuOqlaBEI0KX8HF5zA+gs3vR7DuXCO6k+20nW/n26/1aD+qIF/7Cdrz71CR4j8y9ZX5YTMcQy34k7D1HRLWnaXhZCvNZ9rpaG2i7i+fULy9hkM6kYrfx+KLgHrpFj5bZKa5oZHm1nY6zrXyj7oaDu0roPxwI4UVm4geYJZAcJf6pMnUiUg/6eeSWZpAu8tjBPqlMJq7AUzfDXAKsZkGrZ5LD6gICxwJ4+CAnR7qz2ipX2PGZAIcnFrDiRr0V/3QTPNHyVlKV6eRedjImPBYFoSHsiAmiZxAI7mxaZT+awTKermG4g+luP9te1KYuGeQ65qq2a9LYvO0G6f4xasDvIj9votLIjBKwV3ugEtt4qSsuruga3GSWsEAABxTSURBVM9JMozYOeDhKVfFoV4my8g4MJDM08klcxfgaZN5ZxBp2JPBslwd4sQIEmLURCbGkPqwHw2Zc0k7MrziecckMDe/jtLKSrTPiRw93A6BSSwZMgj6degtt9GSv36+S/LfHV+Wmc2YvgfcPST97go2n5DxiXzw8UqHRSoiJkMXwr0e8mSwjMwdjfP6qdtnFc0D+KymFmq/aOdulZqQscKtH9s57cMPwTDt0Y0ab/fODV2/XRAE6flEbjzE7ngHv/+yGRMeKHtWcnsQnRiLb2UJ2oPVGKZ6sP9IJ4QsZcmU7gRdsCcuLCS5ps11V0h1NHcOMLYB8YpZklWlh8vnetzUeZMfEbdnaAiX8SB66X/ia2nn0M489h/rRPl4jMPScgDbGxfRjMluFKV/5wWmJg9wQuM1UGnUKAGdtjcsQw/fHEf7DXC/irAJLiY8EO73Sds6xEbqHE8xF3zQPK7Gt7vDj/Un4DpnSgVNFNHjgQs6HFf49+KBtxKwtFD/pbH368uNFL1bh+gG0CUNWC06cpetYH6eHu9AFZHRUSQsTWLdG4W8m+QHlnb0eiO4+RESPLp/mgCYqcpcwJTHNlB1i49HF+6S2td0yW711cUa1j6ZQObnIAQHEeAGpi/r+28V+aqE+RGziCpsGZGytP25hOKmLnyTtrDv9WSS4yIIC/aEU610OOStsm3Tbzha009mmw+/TcrzWez6Chefg5mq11OI/XUJzV5BhEVGkJCYSPr6LXzwv7Eo6aJZ3yS96TOdpUHfSEOrfKiRTC9tZVnExmVRah5HyLRQ5sTFkbw6g91/XEukACZ9g7TF6WQJyxesIPOogoApGqKfjiXpuZVsfXc76VOAf+mpPz1wHsLDajQCiLoatI7H1Ip6DtcawS2IUM0IhDHxUhEyAUl/6hyU1eV6ijasYVFOTb/Tcl3lWnqoH24+qFWeYGlFe7TF4Uczn76dxfKVxdRaAP1BCv7SjjglmX2/X03q4iiiNf54X2mlbYS6r+FwJVUXgcAo0jNWsm6AT+osH6CdQyXHr7u9hqK57ni/bdni58fRXQEmBhEi4FqbOCurruhaLz9U9wDndWibHC4V9Rz9wvF+GZkB6H5x/9VxPnUIXcbFeupOAoI/jwTiHJZ69u7UYRgVyrq9W1j3XBxzIlUEeLTT3HodLycEDc/GB8GFT9iVVcqhcwrC4mOGPlD5uvSWP2EaH7A0UqVt6fer4dhn6Cyg1Khd2p0AgFcQmvuB8/Xozjj8Zqkne+5TTE4uk/wyi5Hmk400nDx7Q3WejIzMTcYF/SQEqwhxs/msjqthv6lk7YtryLC9SL/VYzunffiBuE57dP3j7WvNDV2/XQhUSc9Hr9P3e4nf9qc1TPnF3L4+uyaGBSopTEP+zjK0VxRExkf1TqS7Yk9c4Vo211tNaABwoY6jJxxrYkb7Fx0iCjRTXT9I2qXnKM8lOM2PZCIYBE0CS6YoMGhrqL3iyZPzZvTfSiH4ETIREOso3q3DcFnE1FTB/qNGUChcfsOvnJVEqlqBeCyPZZkV1LeaES8baf6shJRVe2iweBK9KmnY4Sn64KZhyQsalLRT/OIKlmcVU1RSRlFeDikLEojaUM2lyXGsSwnF+3QFKc+kkX/iOjqIWyChUz2BdrTaxkEu8uSJ2aEo6UKbncKi9QXk5mSxaO5LVD20ktQQ4JyxZzLS1NpI/cG95Gtt8YNEM226MoqOtIKbD5qHxwECkYvjCBC60Oa+Ru6RRgwmEUxnqT+QR/6xLoQQlTQov4X4BvqhBJo/KqG8yYwoGqktqUb3vQLhLmBSDMkzPeF0GRkbbLJhETE11ZGbW0azxRNNiOsxjAfiLoXUGB26OmrPiXDZSENlASl72hlzL3ChkYYzRgwGEeXsJJImgVhbIMnsGTOioQXtgTwydjeCl4rQQHD1OYgXWmioKyN/n06KhWkRMZ3SUVxahwkFIZpAlIDpyHZiF6wgdn216wZK5s7lync0f1XDrrclmcQCoqGFqnfK0ImgfDjEFk/VTNtXjRx6ZxflJ23xyi4bafiwlPIm4B4VoYO9eBsbQ/oiP4QL1WS8UEC5/iwmUcRwsob8FzdQfBp85z1LkrM7UYbCLYglS0Mlff3fGyWdZzLTdqKG/P8uoPyigpCpg4excJZr6qF+CET+KhG1OzTsXEPKe1J/NZ3SUZ63kdxjXSg1ajRuwCjbioPT9VSdMCKKZtp0FWS+Usml8QrgLF+fNGI4N4idEWtIeyyciTNypInlfpzl0IE6RBRELl1J6tJEkgf4pKfHoRbAdPQgh86BeKKMzKw86ZNdjPYCYDGi3ZnX+/17/Z3twRBNZsCTgCtlpLxagvaUWaprbQlpr1VgYDRhz8wiAFfbxFlZdUHXummYM88PLK0Urc2iWNcrw7kvbqXWXbIp4hV5ZbDMEFzu5JIFfMefJfeFHIo/l+TI1FRD7qsFVJmkWIRDxeHti23LptjI0SMtUlqndBRvyEM7ygfopK2pEcM5o8sTmwH/NY9I9y5qD9dhUoayIOYaIc+uU2+pf5VEpBc0FK4hZY+OZoOIePEs9QdyWJajQ1SqSH0uwuVBLm4qlizVIFgayX01z2Z/QDzXSHnOLg5dhICHpJiJnKkmI2EFsQvfRnuLFz3IyMiMIK7oJ78Ykp/yhIs1ZKwqoOqkEZPJSIO2jLRNZbS5+UgTlHDLx3bO+/ADcL326HrH207MDV2vXfCePY+548HwUR5pu+toNojSHMjnJWTv0YNShTrI/g5/EuJDESyNFO/TI3r9J0tm2y1SccWeuMjQNtefpFWx+NJO0asbyT/SIrXXmUbKc9aQUdmJMDmR9KeHsaDGhecozyU4z+21ycjNB/VTsYhmH0Jc3jE7ToptcqIG06QolgwYy8CfpFcSqXq5hPrCNKZ2h2n00rBuVRRKGHCp++Dl9Sf57d8gZOeRezCH+Qdyen4SvFQkbclgnV1nuMvLH7WqizE+jjFunSMgMYeK+w9SUFJN7Ud70P4JlPd44vtgKOlvzCMpJgglMHdKERmFx6l6Iw/l+oz+ByMBeKlZkpqMwT1EWkncD4GwxStJf6AdxtM31osd3vEbedecx+v769F9VIZ+/IPMXfEb0hODaC6spOozBaII/ERD+hsrufR6Cfkrl2AfIkeYoCH5f9OkVVKAoEpm9xtdpGWVkP/iCvLt85sSx/acxJ63YsrxQYSoBB7oExz/WnjgHRxEiMmvt06CJwGTg1D+1DnBEx5PYt2setYeqSZtTrXtWwUB8ZtIngLgyZzN27hEFtkf5jD/w17ZwN2P6Iy1rJshuJa3hw8hqiCY0FfBej+9hNSqFvLri1n0RDGgwFsdy/rXt+G9P4VF+6pJiaomJG0vFc+pWPf7LZCRR9GBvjKrDIxgXdbqnm31zj8HD+ZkbKK5q4Di3DRm2FWVe/2ITskgK8nfqXaV+YHjYj8ZmP79zzd+DTmt2yQ9etBOgARPQmJWkrUuVnJogpPYvvE7NhWWkTa/xC5NSea3rn+h5zAjwcsHtSqIMWO79a2AOu037P5JHpnvlJC2wO5+wYew5VvYmhY6bJ3giG/8Rt69kkPGjhpyV9b16jzBk7BFm9i63L+nPR4IDiLk8kCxi+m5pp/Owgk9ZBngvsBEfvdbMxmZJVRlp1GVTc99vuFJ5Gzpbus40hOOk1FaR/Yzc8lG0tVJr7zGu5ZdxLxcTdGyuRSFZfDFrljCVm1j3yKBMcG25E430nAFhFD1wAOApiNUnffEe1JEXwfXEb8YkmaX0VbbwtEjZ5krHKe4pM7hok4aDpfR0P1vWCCpi51zgjsuGMFdQ/rv59GQ+RrLYwt6f/z/27v/oKjvO4/jz1aGzRjY1JC1It0sMrCnYS9OoGOUG6SEcCEJjUlsxDSypippab0U61Qcg3oay0knHk6i0kqSXjaxAVu1GNKQaks4ZyDmhp06B6MHxECoaF1XLruYuS9DxvsDUJBFfkiirq/HDP98f74/312+n+/3zYf3JySMhKUb2P5U34PwmK7JGL6rY+jzEn68ha3nXqTwwCE2Zh9iY3+cz2yg5EE3z2SXcdbjBTRB561o6kOr2BPn5zabrW/J0HuAcc6Ljwgezt/CvOoi8nOy2DjgjzWWpBx+tf7yZJIjPruGJLIiL53awkNUFWRTVQCYbWQsW8VvctvIyyqmdvty5uxOp+TD/LE9t1nSWfHYq1SXebGkPUrGlBG2H9PvaAorXt7OYz0RXJqLKSqTktegcMOruIryqBrQHZlnprNp8yqcA0amjaUt1iXred1fxNrd+8lbtH/A9Qsj/rF8tv/YPvzOInLzG+NzVcam7Wyd9CKF75SRO/A54i47WevXs7r/X/ZN1/fdbtTP8Jgu3zP7Rt+NtT8a2seN4X07oJFzQ2PtF4Ywz2PTr/Nh7U7KX1pD1UsDLtG0RFb+chULrujbLI88gfOPXmovwNSMJ0i9oo8ZfX8ymneMgSe+ep9rTs1nz7+HsbZoP9ueH5jPCSX2wRw2rR9YmnQs577Wz1EC+drFixcvXu8gvhwGjb/bRWltGAu25JB6O/gOb+bB52uw5r/JvqVXGTXg68Bd30y7vxvTXTYSE+1YrvW71dmK+/hpzhpgtthwzBx7zeFbhs9Le6cfXzeYvxGJdbiL3+OnpbGBltPdMDkMq81OvO1LqKk5bgae4w3UnzyPQRhWh4OEAPEZfbWVfEYo5shI4mZGX/v3LVAsJ9to94dijY3GcvuA5ccbaCea+FmDJ0PynWygvuk0PsKw2OwkzgowWRKM7XMw/HjOefnMB5gjsEaNvU6Q3MoMfGe8nPV3waQwpkZNH7YeuOHp4Oz/duMjlKnfnN5bpmbUp/HS0tBEeycwJQLHTPuA35kJdsFL47EGWjq7MU2JJH6WA+tIyYwxGd19aIgeP+0nGmhs6+otPWR3EB819GIbZ1ppPNWF+e44YgfcuIxTDdSfCSPOEfh+5ju4hjlr60ncsJc9i2/cpKTvVCtnjXCsMb33P19zPbVN5zEmRxI/K47YALWWx3pNRv1dHcO91neygfrjrZwlAkdib51Aevy0N5/GmGILGLcIAJ0dtJyDO+6ejsUEhqeJ+vo2PIRhtduJjxnmWWAkvg4aPzkP37AN/t76OnAfP4/Z7iB2xHtfKxUvlVP9xVxeyE/BgoG7KJuFe0JZ+du3WO0YXSjjvW8Nas6pJho+9uL7IpSpMfbR3VdHw9dBY0Mz7T4wTYnAao8jVrUPRW4ZY3+GaKWxoY32z8E8zYZjdjSWYXIM1/fdbvTP8JdMYH90Te/bo8wNXVu/YPTNk+TFCAllapSN+FnTr+09+Zr7k/H2uQae4800nPGCKQJr3ODv8rX4avImt4agTgRXrXqE3D9H4NzxGuvsbjauKKDcyOT1ffmXRtqIiIjIV8tdtIiFe8IDTkgiIhJQTz0b/zkPl5HC9n3rSWpz8YMfuWhP3sDhl9PH9a+uIiIiEoD63KAWxGNSTaQuWUzCRy5cP3oEF2CKmse6l/KUBBYREblu/LSfA0v8XFInYrJUEbk1hCSSvWwe7/2yhrwHagCwJDgp2aQXUhERkQmlPjeoBfGI4D6Gl5bm3n+BiJ0ZrXIMIiIiIiI3KaOzlZaTXRjmSOLjxlmqQkREREakPjc4BX8iWEREREREREREROQW9/XrHYCIiIiIiIiIiIiIfLmUCBYREREREREREREJckoEi4iIiIiIiIiIiAQ5JYJFREREREREREREgpwSwSIiIiIiIiIiIiJBTolgERERERERERERkSCnRLCIiIiIiIiIiIhIkFMiWERERERERERERCTIKREsIiJBo/2NXGbck0x6cdP1DkVERERERETkhqJEsIiISL/OBspfP0TjhWHW1xcz555kZjzpouUrDUxERERERETk2oRc7wBERERuFL7aMjZu97I6LZ342wNsEDWf1fmR+KY4mPqVRyciIiIiIiIyfkoEi4iIAPiacL1dh0Ekvs+H2WZaIllLE7/SsEREREREREQmgkpDiIjIxLnQSsVLBSzMfJzZ9yUzc+4iMp/fSUWzMWiz9jdymXFvHq4z4DteycYfLmHOt9OYOX8RC1eVUn1m8GGNthq2/TyX9PSHmXlvGrMfWM6yX1TS6LtaMH4qVj3MjHvSWPhGx5C1tb9YxIx7Hib3oJ+WV5YwY+5ytrm7oaeNHQuTmXFP38/TZbT373S8lPR7r1gG4GvqbXfGw8y8N5kZ336c+U8XULi/iauGOOq2GVQ8n8aMB4px9xi0HNxJ7qJFzL4vjdkPLOGZjftxewZs3lPH2n9KZubPazCMDqpe6YvtvjTmZOaSt7sOT8/gODy1ZaxdsZw5c9OYcW/fcV9wUXXFZyciIiIiIiI3J40IFhGRCdKB66e5bKw1kbTUSdGcCIxP3bh2l5H37GnYt4UF0wZs3tPBxx+4+MEr+yEphcef6qal+k9Uv+8i95SJyt86iQ0BPDXkZxdQ0W0nK/dnrL47lLP1B9jhKmLh8S4q/2Nx73ZDhLPg2Uy2/bkM9/53aXwmh/j+7Yw6Dr5/Gu7KZFFaONa/r6Ikro0PdhRTfjKCjLyfsODu0N5tp8RdvQyEr57CZ9dQegKsSZmsXBKHubsNd2UlpQV11J4qYd+/2DEF2nesbes8TdUreZS/Aw9/N5OVD/ppPFxJxe+KqT3azOtv55M65fLmxt/c7Hi+mPLOBB5/cikZRhsfHKikYvsaahs28O7L6VgAX3URC39aydmZmaz7t1UkfSsU38duXDtKyc12s6l8O07bCB+/iIiIiIiI3NCUCBYRkYlx8jB7P+rClPozSvLTMQOQQgJNzC+qwfV+BwuWTh+ww2nKd7lZ+etyVjr60qTPzSVvQQEVJ2qo+tTJyhjwfHCAqnOQkP8iW/v3T03gjk8eJ+9IJRUnFrPaMUxMs58g+979FLoPsbfeyab7e89jHDnEe+fAuvRRUm8HYhLJiInm7FvFEBKKNSmdjOGOeYWWPbsoPdGN5bEtVG5N6Ws3OL83lzsW5uE68C71uXaSAvS4Y26bUYfrIyf73sm5XMN42aPEP7ucQncl2w5kkbos+vL2x/ZTtfiXHP71vEtx5TyVQO7CzVQdLqX0WDrrZhvUHvwT7T2R5OTn4+yvfBFnJ8HmpzHLxft1Xpy2iNFdEBEREREREbkhqTSEiIhMjMlxLPiBk9VZCZeSjvR4aTzuBcDjOT9kF3NyFjmOAWNlpziYZwd6/Hg6exeZYuaTk5NDTvKAJHJnG41/64YeL+0ermI6WUvmYeY0f/j9h31lGvxUHazDF2Jn0VOjzPYOq4Pq/2wCInn8qctJ4N7GOfjOdxwkzLYNO6J47G0LJXWpc/BEdiHROJ/tPXfL0YbBpShCEsl+bt7guKalk/NIJHCa2qOtgAmTORQ4TdVbZVQ3ezH6y0bEPErRr7azLk1JYBERERERkZudRgSLiMjEmDaPnOdsuOvqKH2ljY9PNtNw7H8427/+i6G73HFXxBUlE0JhEkD3pSXmxCdZeXcTtUfK2LG/jZbmJtwNXv5vlGGZH1xM1t01lFa/y3ueFLKooaK2C9OcR8mKGUc7B+o5j+ccEBKBZdqVK02kvlBC6tViG3PbwplqGVpkwjQtkqkh0NJ5nrNwOfEbeidT7xp6FMu3IoDT+Dq7AEh9bi3OpmLK39/Jsvd3Qkgo5m9GEmv/R5LSHiUn6SqNEBERERERkZuCRgSLiMiE8B0tZWFaFgs3HqDRiOC+h7IoenMv+5b9wzUc1aDxjTyS05aT90YDPnMcqYtX8Xrlm7yQGDq6Q4Q4yF7iwPR5HXvfaaX9z4ep/TyM1O/11scdUWcH7ReGWxmGaTKAH1+AWeE8x2qoPto6zIRx42mbgREolgtdfNYD3B7GHQOXf9GNEWCuN+Pz3kS7aXLfeaJS2PT2Hzj2l9fYs3MLW9fl4PxONMZfK9lR8FO+X9I6TDwiIiIiIiJys9CIYBERmQB+3nOV4faFkbVzF1tT+0etGtSebB3/YXvcvLm7Hs+keWx9cwtZ/UNde5qoaOsGRpcMtj62mIySAir2vkqhuR5jWibZqeFDN7wN6OkelNQ1ju4i/V9h+5+2kHHl9iGRJDgioLmN6g9aWT0resBKP3/ZtZm19SmUfLiBjCt73HG1rYvaI/UY8xMHjaRu+agBD2CdaR+c3DYaqD7iZ0HGwLZ6qf2oFQgjfpYN8FP1izXs+DSFop2LSUq1X9pyZXIRc35USUtDMz6iMfd4aWn2YhCGddb0wSUnRERERERE5IamEcEiIjIhbgsF6KL+yIe0XwDD00rV7hcp/GsYFuCzT5to93jxDDu6NpBQTJMAo4kPDrfiMwx8J+txFRRTPSkS6KK9uQnPGe8wo277mFNwPmGDT2uoaoDY7z5B0pAKCxE4ZkQCXv6yp4xGj4HR2YTrQD3GpFBMQysyACZSn11MwmRo3L2G3Lfqae/sjbGieD3bjnRjTkwgMeCfXcfXtvbfv8iy4pre+HwduH9XRO4bTTDZQfaQmsdeqgrXsHF/Ax6fgeFpoqKogG1HuyEmE2dy3+R551pprNvPjj298dPTF0t5HT5CiU+M6036njpEftZyMr+/i+oAI41FRERERETkxqURwSIiMgHCyXguh9RjpVSXFTC/DDCFEf9QDkWvOan+YS7bqouZX12G8829rLwrmgRHN1MjRxjRG5LIirx0agsPUVWQTVUBYLaRsWwVv8ltIy+rmNrty5mzO52SDzeQ+tAq9sT5uc1mG3KohKefJGlPMbVfOFj0pH3ouYCE5T8hq24z5dU7yaze2bvQFEnGOiepJmByJLHxdswxEdzWv1PcYn71sp/8jWVUFeZRVdi/IhRrspOiLZmBS1CMqW35fTtFkJW/gv97ezOZpZfrKDPFjnPTFnKurHlsSmF1fgQVhbnMKRiwOC6drcUrSDABhLMgfwMt3TtxbctjftGA/afYyMjNZ7MzOuD1EhERERERkZvH1y5evHjxegchIiJBosdP+4k2PJPuJDZuOuaQy8tbjjVhTLMTHxWgJMNIfB00fnIevmEj3hY+aLn7+HnMdgexU67Y5WgZ2w408a2nN5AzGzhTybLMIuqTNnD45avUB+7x01LvpvHv3TD5TuITE4cce7j92k800NjWBZPvxGp3EB8VcBjxONpmUPH8I+QdDsf5mz+w6X4Dz8lmGpq8YLHhcEQzaA65njrWpqyh/PMUSv5rCxn0x9aNOSYOx3BlHQw/nnNePvMB5gi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" } }, "cell_type": "markdown", "metadata": {}, "source": [ "# Введение в анализ данных\n", "\n", "## Библиотека `Plotly`\n", "\n", "![rsz_epm8m1xqlwo.png](attachment:rsz_epm8m1xqlwo.png)\n", "\n", "Plotly — бесплатная графическая библиотека с открытым исходным кодом, в последние годы набирающая популярность в Data Science среде. Ее ключевое преимущество перед `seaborn` и `matplotlib` — удобство построения сложных интерактивных визуализаций — полноценных мини-приложений, которые делают результат работы аналитика более доступным для конечного пользователя. \n", "\n", "![Screenshot%20from%202020-02-26%2022-54-02.png](attachment:Screenshot%20from%202020-02-26%2022-54-02.png)\n", "\n", "\n", "Подробнее про установку можно почитать на этой странице." ] }, { "cell_type": "code", "execution_count": 1, "metadata": {}, "outputs": [], "source": [ "import numpy as np\n", "import scipy.stats as sps\n", "import pandas as pd\n", "import matplotlib.pyplot as plt\n", "import datetime\n", "\n", "import plotly\n", "import plotly.graph_objects as go\n", "import plotly.express as px" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 1. Простые графики\n", "\n", "#### График функций\n", "\n", "Предположим, мы хотим нарисовать на отрезке $[-1, 1]$ функции $f(x) = x^2$ и $g(x) = \\sin(10x)$. Определим значения функций по сетке" ] }, { "cell_type": "code", "execution_count": 2, "metadata": {}, "outputs": [], "source": [ "x = np.linspace(-1, 1, 101)\n", "y1 = x**2\n", "y2 = np.sin(10*x)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Построить график с помощью `matplotlib` можно следующим образом" ] }, { "cell_type": "code", "execution_count": 3, "metadata": {}, "outputs": [ { "data": { "image/png": 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Dww6eFjgrL2Xc91laUYo4LathMBqRynLwkZEYB5N3MWV3urGvpR+UUtx25FVBlP0/Ci4d34AZMSEigp4QcjYhpI4Qsp8QsizI548SQrZ6f/YSQrp5n7l4n70XifEwwiNJa8SLRdeBeAvp1PTuwqr2r0Qe1fipqqmDwzX2jWxG4hien/6iJzewKPAgtPZZ0dpnA+ARysVZo29kMxyV5Sb85uzpXFtDgD9fOJvVMAggGpYPvla/w9yD17s2YU13Ldf3XOE1SNMlBLuUIRHCFvSEEC2AJwCcA2AmgMsJITP551BK76aUllFKywA8BmAN72OL7zNKKauXKBFOTp6Ku3mFdH7duBoHbGPbxUoqRFrLATyChg+LAh/KTp7ZfmZeCrSBD22M3LCoGIlxns1R3HRsNfPVwtKKUgQ+5XAtH3N4i9oNR1pwR0BhnIrUWeO+NyM2REKjXwhgP6X0IKXUDuANAEtGOP9yAK+P8DlDIvzRtAQzjRMBAANuG6459IIst7PNTY1MLjefr/YNrbnOosCF7IyQ2d6HRkNQmpvMtXcf7Qv7nkrjnDm5gvbEVGPY1Rv5sRUfHTqMbtcgAKA4Lgt/zb9k3PdlxI5ICHoTgAZeu9HbNwRCSCGAYgDreN1GQshmQshGQkhlBMbDiBDxmjj8u/gG6LzTZMPAAfzlaI3Ioxo7ly8sGNIXrpbT3m8L2s+iwP3wNfrZeeMPxOMzfaJ/wbCHxUYM4UDrAHxOqkkZCfhm+elhuzf4pntruwGmD85A4mETXi6+Hsna4ItohrSIdTDeZQBWU0r5YcqFlNL5AK4A8HdCyJRgFxJCbvEuCDa3tcnThCxHjk2YhAfyzuPaDzS/j9rBIyKOaOxMTBVq7uPN5ebDosBHZwcvtW6WKXyNHgBm8AT9biboh1DX4n8mfOtHOHy51/++JSDQWRKQ8/2xaN/H5rpciISgNwPgq0z53r5gXIYAsz2l1Oz99yCAzwGUB7uQUrqKUjqfUjo/Ozs73DEzxsCy3LNxfKKnwpmDunDloecx6A6+N7sU2dfqL1P7i9OnjjuXm8/SitIhfnoWBe7ntW8Po6HTb93Y3RQZoTyDJ7z2MNP9EPjPZHqEBP1favYM6XM5CXNTyYhICPpNAKYSQooJIXHwCPMh0fOEkOkA0gF8w+tLJ4QYvMdZABYB2BWBMTEiiI5o8XLR9dyWk7utzVjauFrkUYVOHe/lNy0nMi+/ynITzpyRw7WTDDq2k52X6lozHnxf+Gd8/7s7IxKoyNdS97f2w+ZkNQz47Gn2z/VIafTRCGZlxJawBT2l1AngTgA1AHYD+A+ldCch5CFCCD+K/jIAb1BhQvYMAJsJIT8AWA9gJaWUCXoJMtWYI8iVfbLtC3zQvU3EEYXOvhb+y2/8KV6BnF/m37luQVE6E/JeqmrqhuwZH6lAxWSjHgUZHpOx001xoHUg7HsqiboIa/Tr++rgTAgu0JmbSj5ExEdPKf2QUjqNUjqFUvonb9/vKaXv8c55kFK6LOC6DZTSOZTSud5/n4vEeBjR4cbMRahMK+PaNxx+GS0OaftJe60ONPV4yqfGaTUozIxcic6pE/wvUr57QO1EWwOcnssLyDsq7fkXS3oGHTja653rOg2KwpzrXc4BXHPoBXTN3g23Rmg5YW4qecEq4zFChhCCZwqvxkS9Jwq3zdmH6+pfhFvCKXd8bX5ydiL02shN+eKsRC43vLHLggGbM2L3ljPRDlRkAXnB4S96SrKToAtjrlNKcfPhV9Do6MJgoRn2BUI//QPnz2QWLBnBBD1jTGTpkvBi0XVc++PenfhH67rhLxCZvS1+TTtS/nkfHq3JXxGM7U3v4Z6zpg3pi6QGyA/Ie+arQ6wqoZc63qJ2+sTw5vqz7f/D293fc+2nTjsLJRP8bi/+YoshfZigZ4yZs1Jm4p6cM7n2veY1+F6iKXfCQLzI+ef99/S/UPmLCjUTWLHOlBZ+0RY+jV1CFwCrSughUhH3uyxN+EXDm1z7Z9mnoDKtDFN5gp65quQFE/SMcfGnvErMS5gEwJNyd/nBZ9HvCr6VqJjsa418xD0f4cuPpXsBnmh4H2UFafh6WfhFW/i8sOHQkD5WlVC4qC3NHZ/GbXU7cPmh52ChDgDALGMe/uatfsfX6PczQS8rmKBnjIs4jQ6vF9+EJI0BALDX1oI7G94QeVRDqTsaPdM9AEzl3XMf0+gBCF0YU7Ijb0VpZnvTD+Gd7xvx/WH/dtL17eObi/c0rsY2SyMAwEj0eGPyTYj3ptUyQS9fmKBnjJupxhw8OekKrv1Sxzd4qeObEa6ILZ0Ddq5UrVGvQUFG5HfYmprDNPpADrT5U974wiFSsKqEQqprzVi2Zjv4ecsrP9ozZlfG6q4teKLtc679t/xLMDveb4nhL9pYPIq8YIKeERZXZx6PazNP4Nq3H3kNuy3NIo7Iz15ecFLJhKSwd08LBj/yvqHTgkE7i7zna3tTsiOXzuhjaUUpdBq2N72Pqpo62IbULXCPyZVx0NaGG+tf5tqXpB2Ln2WfIjhnSnYSiPexH+4YgNXBihXJBSboGWHzeMFlmG707Jo16LbjpwdXSaJE7urN/r2WDrQORCVYy6DTCiLvmUlTqO1FQ6OvLDfh6uMncW2DTqPqqoTh1i2wu5247OCz6HV7XCLFcVl4pvBqEBKwmIrTIj/dYzVxU6C+gxUrkgtM0DPCJklrxJvFN8NI9ACAHdYm/PyIuP766loz3tnaxLUtDlfUIrMFhXNU7qfvtznR7C1QpNeSqLhLAODShX5Bn5NiVK2QB8J3ZSw1v41Ng/UAAD3R4s3JNyNNF/z/rSSb+enlCBP0jIhwTEI+/lHwU679fMfXeLF9g2jjqaqpg8tNBX3RisymvIJBD7wXmZrucuUgT5svzIxsgSI+RZmJnBm5sWtQ1TXvw9lg6a2uLfgnrw7Gw6aLsCCxaNjzWUCePGGCnhExbs46GVdmLOTatx95Ddst4gi9WG3EUV1rxro6/zae/TanqnO6BWb7KETc+zDqtchL9ZuRj3QMRu27pE5luQlJBh3XzkkxhOTK2GttEfjlL0wrwy8nnD7iNazsszxhgp4RMQgheGrSlZhhnAgAsFAHLjnwNHpdsU97yk01Bu2PdGR2VU0dHK7YWA7kgCAQb0LkA/H4TOYF+vEj/dXGgM2JXqsnCFSnIfj63tG3Yba47fjJwVXo8/rlJ8dl4fnCa4f45QOZwtPoDzBBLxuYoGdElCStEW9PvhWJvPz6G+pfhnDTwuhzxXGThvRFIzKbbeEphL+bXDRy6Pnw73+oXb2Cnh8UNykjYdQa95RS3Hb4VS5f3kB0WD3l1mH98nz4pvuD7QND3GMMacIEPSPizIifiFWFV3Htt7u/x99aPo3pGAJ37jKlxUclMpvldAvZH+WIez7FWf7/44MqzuvmL3L4z2Q4nm7/Ei93buTa/yy4FOUJQxfGwUiN1yPZoAUA2J1unLjyM9W6qeQEE/SMqHBFxkLcmX0q177XvAbr+2Jnzq7nvfxuOqkYXy8b3Zw5HpZWlCJerxX0xWk1qszpdrjcOMzTLidHWaPnm+5VrdGPQdB/O3AId/Hq2F+XeQJuzjo55O+qrjVjwO4PfGzptak6JkUuMEHPiBp/y/8JTkycAgBwg+LSg8+g0d41ylWR4RBP4BSFoOWMl8pyE1ZcNAeJcX5hf87sXFWme73w9SEuXkFDgLW7WqL6fQKNXsWCnv+7F49QoKjV0YtLDjwNB/UI6vL4Ajw56YpR/fJ8qmrqEGitV3NMilxggp4RNeI0Orw1+Rbk6DwbbLQ5+3DRgadgdTui/t1j0XLCpbLchLvP9G/NmmTUjXC2MqmuNeOvvJe9myLqml5eajwMOs8rrHPAju5B8Ys0iYHAdJ8ZfK47qAs/ObgKjQ7PQjtdm4C3p9zG1bEPFRaTIk+YoGdElby4NLw5+WZovVNt02A9bjvyatSD8+p56VbR1Oi57+C9YNVYMayqpg72GGcfaDSEafUIEPTDaPS/avgPvuzfBwAgIHi1+EYUG7KCnjsSLCZFnjBBr0Cqa81YtHIdipf9F4tWrhPdf3ZK8jQ8WvATrv1Sxzd4vG191L6vx+JA54BHuzPoNJiYEjzVLpLwFxP17erL6RZL0xP46VWYYtc1YEf3oMdCFq/XIid56Fx/of1rPM7brOZPeUtwTurscX3f0opSzoriQ837DMgFJugVRnWtGb9ZvQ3mbgsoAHO3RRLBMndmnybY/ObuhreiFpzHN9sXZiZAE4XNbAIpyIjnqpM19VhUt+GHWJqeUKNXX+Q934pRlJU4ZK5v7D+I2468xrUvSTsWy3LPHvf3VZab8KdK4SLhoSWzVBmTIieYoFcYHhNq4E5W4gfL+IrpLEgoAgC44MYlB57GQVvbyBeOA77pPDDNLloYdFpOqFHqKcuqJoJpdLHQ9CZnqTuXnr+onRzgomq0d+HCA/+CnXqK6cw25uGFotGL4ozGJfMLuM1tAKB8UlpY92NEHyboFYaUg2WMGj3WTLkNud7gvE7XAC7Y/2TEK+eNNa84Ugj89Coz3589O1fQzks1xmRHOb5P+sPtRyXhqoolw831QbcdlQeexFFnLwAgQ5uI6pLbkaSNjBurkLdj42EVlx+WCxER9ISQswkhdYSQ/YSQZUE+v44Q0kYI2er9uYn32bWEkH3en2sjMR41I/Vgmfy4dLwz5WcwEE9k+k5rE6489Bxc1D3KlaFT3x6b1LpA+C8/tQXkNXT6X/b56fHYsPz0mJhz9zT3CtpScVXFikNB5jqlFDfWv4wtg0cAADposHrKrZhiyI7Y9xYKgk+ZoJc6YQt6QogWwBMAzgEwE8DlhJCZQU59k1Ja5v151nttBoAHABwHYCGABwgh6eGOSc0EK+Bi0EmrgMvxSZPxTOHVXPuDnu1YZl4Tsfsf4kfcx8h0Dwg1KrUJ+sMiPfMn1h8Y0icFV1WsOBhEo3+o+QO80bWJ639s0mU4LTmyf/9FAo1eXXNdjkRCo18IYD+l9CCl1A7gDQBLQry2AsCnlNJOSmkXgE8BjD9ShMEVcNFr/X64G08ullywzNWZx+M3OWdx7b+2fIpn2r6KyL1jmUPPp1DFpvvDPI1+UmZ09qAPhpRdVdHmnS2NAovGnuZevNb5HR5s/oDruz37FNyWfUrEv3tSBtPo5UQkBL0JQAOv3ejtC+RiQsg2QshqQkjBGK9ljIHKchN+PGci1y7MiN2Ldyz82XQhlqTO5dq3H3kNn/XuDuueXQN29Fh46UYphrDuNxaKVGy6P8L7fWM536TuqooW1bVmLH9nO/iVC/7w35342RefcO0zk2fg7wWXRuX7i7L8/8dHVDbX5UisgvHeB1BEKT0GHq39pbHegBByCyFkMyFkc1tb5CO1lcakDOkHy2iJBq8W34jyeM+6zwk3Lj74NHZbmsd9T37p28LMhLAjjMdCQUYCfF/X1G2BzameFDu+Rl8YQ41+aUUpdAEpZWrI666qqYPVKYxrsTsokrd7fu8Zxon4z+RboCfaYJeHDf/90thlgcMVuRgbRuSJhKA3AyjgtfO9fRyU0g5Kqc3bfBbAvFCv5d1jFaV0PqV0fnZ25IJKlMoknhmZ/xKWGolaA94vuQN5+jQAQI/LgnP2P4ajjp5x3U8ssz0AGPVa5KV6NEk3BRo6lW8+9sFfTPLNutGmstyEn87P59rxek1Mov3FZjjXhHYwHlm6JHxQckdI286Ol4Q4HSYke6xlTjdVhatEzkRC0G8CMJUQUkwIiQNwGYD3+CcQQibymhcA8NlnawCcRQhJ9wbhneXtY4QJX6tqkLCgBwBTXDreL7mD28P+sL0D5+1/HAMu2yhXDqVmh98a8NW+9phHXxeqMEjJ5aaCugGx9NEDwIXH+gV9yYRkxQt5YHjXhCvBgnen3I7JEYywHw5+0KVUrYYMD2ELekqpE8Cd8Ajo3QD+QyndSQh5iBBygfe0uwghOwkhPwC4C8B13ms7AfwfPIuFTQAe8vYxwqRQBqZ7PscmTMJ/Jt8MDTxm2C2DR3DZoWfgpKGbv6trzVi72+/W6bc5Y55qxU/nU0sBl6ZuC7drXVaSAUmG2G7qw5/rRyS+qI0USytKoQ3wSrm1Tly9OBcnJk2JyRjUuKiVKxHx0VNKP6SUTqOUTqGU/snb93tK6Xve4+WU0lmU0rmU0tMopXt41z5PKS3x/rwQifEwgOxkA4x6z39vj8WBnsHo7xgXLuemzsGTk67g2h/0bMcdR14PeQOcqpo6uGhsN1YJpN/qf86PfrpXFfncR0Tyz/vITjZw9dflMtfDpbLcBEOS3y/uNFhx9pkGrDgp9L3lw0VYN0IdCyy5wirjKRRCiDAgr1MeK+5bs38kqMW9qv0r/IGXLjQSYqdaVdea8fGOo1x7wO5SRfEWvsVIjAyPwLneoILyw389+gn6bP4FTcWlDjx9SkVMx1DITPeygQl6BcMPipKTSfNPeUtwdcbxXPsPzR/g6bYvR70uNzV4ec9YpVqJsVWrFOCbbWPtn+e+V0Xm+1c6NuI39dXQ2j0xLURD8VTpT2KaYQIE+ujloUioFSboFYxc61FriAbPFV2DihR/gcXbj7yGt7u+H/G6q44vHNIXy1QrsS0KYiHQ6EUS9AUqEfQf9ezA9fUvQTfgF7KFGYnQa6OTRjcS/EXd4c5BuN2hudgYsYcJegXDf+kekZGgBwA90WL15FsxL2ESAMANiisOPYe1IxTUKZmQJGib0uJjmmql1uItwhz62KY0+lCDRv91/35cfOApOOGGbsD/+xbGMJ2RT2q8HgneOCC7040TVn6meDeVXGGCXsEUyNBHzydJa8SHJT/HNEMOAMBOnag88C98N3Ao6Pn8NMKrjp+Er5ctjmmqVbB9BuK00tpnINJQSkWrisdHzovaUNg22Ijz9j8BC/X45SdY/elzk0R65tW1Zlh4RXtaem2qiEmRI0zQKxj+S1euxVsm6FPwydRfIF/v2etowG3DOfseww7L0JcJX9CL8fLz7TPAF/YXlucpOq+7Y8COAbsnBTLJoENGYpwo41CyRr/P2oKKff9At8vze03QJeMC7ULuc7EEfVVNHQITYtQQkyJHmKBXMPnpCfBVB23qkW9J1kJDJj6Z+gtkaj0myk7XAM7Y+3fss7YIzmvo8i9mCtLFeflVlptw08nFXDsrOXa19sXg39/Uc8dWhwvvbm0SZRz5vP9vc7cFToWUZD1s68Dpex/l9pVP0RhRM/UX6OPtzluQIY5rSK0xKXKECXoFE6fTYKK3JCulnprUcmVG/ER8PPUuJGs8kfUtzl6cvvdRHLZ1cOfwNfoCETfy4S8y5GpJCYXqWjOe/Ny/TazTTUUz3cbHabmSrC43RXOPNeZjiDRN9m4s3vsIGhxdAIB4osd/p/4cZQkFAquFWHNdrTEpcoQJeoUjMGnK3Hc5P7EI/y25E/FEDwBocHRh8d5HYLZ3gVIqyJ8WS6MHgHyehqXknO6qmjquIp4PMU23SjLftzp6cca+v+OgvR0AEEd0eLfkdpyUVAK3mwqtVyIJ+qUVpYjTCUWIGjYUkiNM0CscflW5X765VfaBMicnT8W7JbcjjnjKrB60t+O0vY9gR2cbrA6PuTbFqENqgl60MapFo5ea6Zaf7iVnQd/m6MPivY9it9Wzb4MOGqyefAvO9KabtvbZYPcGwaUn6JFiFGeuV5abcO/ZfqGuIVDFhkJyhAl6BVNda8bmw11cu8fiUERU7JkpM7GatwXnPlsrLt72Ive5mGZ7AJiYaoTWGxzR3m+DxS7P2IjRkJrpVgkafbuzH6fvexQ7rZ5YBw0IXi2+EeenzeXOEViuRJ7r155QxM11NwXOnp0r6ngYwWGCXsFU1dTB6ZaOaTWSnJ82F28W3wyddwqbu/0+WTHN9gCg02qQl+av0teoUPP90opSBNZiE9N0K3c3VbuzH2fu/Tu2ezNKNCD4d/EN+GnGfMF5/N9NbEGv02owMZU/15VrwZIzTNArGKmZViPNhenleGPyzdBCA32//4WXnir+tBaY7xUq6H98zETwl5F5qUZRTbdy1uhbHb1YvPcRbLU0AAAICF4sug5XZCwccu4RkdNIA1HDXJc74r8RGVFDaqbVaHBx+rF4ffJN0PNKgr7p+B8a7OLudqwGP30zz4qSk2LAhuWni+qf5Qu97eYeLFq5ThZuqqOOHpy29xFOkycgeL7wGlydeXzQ88WuFxFIfrr/fdIoswWWWmCCXsF4KrUJ/4uNeuVVavtJ+jzMdZdw7WZDK35U91cctLWNcFV04ec2Nyj05cd3SeSL7C4BgK/3twva5m6L5GNSGu1dOLXub9jlDbzTgODloutwXdaJw14jlewSbgy8xQYz3UsTJugVjKdS2zHQafye1DtOK1FkVKyl11+Nzpk4iHp7B06u+yt2WcQp4FKggm1TGwUFisS3Ev31k71D+qQck3LA1oaT6qpQZ/MUftJCg1eLb8RVw2jygCfAdgsvwLbuaO+w58YKvkav1Lkud5igVziV5Sb8aJq/LvbUgI1flIDD5UZzj1/o6JI89cCbHN04Ze/f8P3gkZiPKV8FpvsGiWn0copJ2Wlpwsl1VThs9xR80hMt3ph8Ey7LWDDsNdW1Zixbsw38+NqqT+pEt1gwjV76MEGvAgQ+NAX+ITZ3W7mXX06KAR9NvwNJGk+VtHZnP06r+xu+6Buq7UUTvuleqVH3/LmULwGNXi4xKd8OHMKP6v6KZkcPAMBI9Hh3yu24JH3eiNdV1dRxtSJ8WB1u0S0WwngUZc51ucMEvQpQuqAP9FmemlyKtdPuRrrW8wLqdVtRse8fqO7eGrMxZScZYPTGR/RaneixOGL23bGiUUL53IAnJoXvpgKkV6mtpmcnFu99BJ0uz45/yRojPp56F85JnT3qtVK1WExINiBO65nrXYMO9Nucoo6HMRQm6FUA36yqRO3y3a1+0+XOpl5U15pxXGIxPp/2a+TqUgAANurExQeewrPt/4vJmAghAeZ75T13vktCChp9ZbkJVx43iWsbdRpJVWp7vfM7nLf/cQy67QCATG0iPpt2N05JnhbS9VK1WGg0BKZ05Vuw5AwT9CpAyRp9da0Za773C3qLw8VFWh+TkI8N0+9FiWECAMANipsP/xsPNr0vKA0cLQoU/PKzOV1o6fOk1xECbvMksbno2HzuuCgrURJCnlKKqqM1uOLQc3DCY3qfFJeBr6f/BgsSi0K+j5QtFsIUO2W9Y5QAE/QqQKjRW2Ii5GLFaNX/ig1Z+Lp0KY5N8Gt6f2j+ADcefhkOGt3StILIe4W9/Jq7rdxe5BNTjEM2NxELvsAxSyAIz0XduKvhDfzGvIbrm2XMw4bS36DUOLZysZXlJsw2pXDt9AS9ZCwW+axojqSJyF8nIeRsQkgdIWQ/IWRZkM9/RQjZRQjZRgj5jBBSyPvMRQjZ6v15LxLjYQhJT9AjMc6TftZvU5a/OBS/5QR9Cj6f9muc5d0UBABe6NiA8/Y/jh5X9IRBz6D/Of997V7Ro6MjidQi7n1kJMYhXu+Z630ix0YMuGy4+MBTeLztc67vR0lT8VXpPTDFpY/zrn6N/qmr5klCyAOBdSPEX2AxhIQt6AkhWgBPADgHwEwAlxNCZgacVgtgPqX0GACrAfyF95mFUlrm/bkg3PEwhhLoL1aS+T5Uv2Wy1ogPSu7E9Zn+QiSf9O7Coj1/wSFbe+DlYVNda8ZHO5q59oDdJfniLWNBahH3PjxzXXyXidnehZPrqvBuzw9c36Xp8/HJ1F8gXZc4wpUjI3juEgiA9KH0OCC5EwmNfiGA/ZTSg5RSO4A3ACzhn0ApXU8p9f3vbwSQD0ZMkcLLLxr88oypQ/qG81vqiRbPFV6DByaex/XttDbhuD0rsaH/QETHVVVTB7uE9mqPNIKqeBISOAACAsNiv6j9fvAIFu5ZiVpv3XoAuCfnTLxWfCMMmvFvKWt1uNDebwMAaDUEOcmGsMcaKQoERXOUo0gohUgIehOABl670ds3HDcC+IjXNhJCNhNCNhJCKiMwHkYQlBqQN69QaAI1pcWP6LckhODBvPPx76LruT3t25x9OG3vI3ixfUPExiXVVKhIIVWNHhB3rr/RuQkn7fkLmhzdADx7ya+adBWq8i+BhoT3uuXHHExMNUKnlUZcBMA0eqkT05lCCLkKwHwAVbzuQkrpfABXAPg7IWTKMNfe4l0QbG5rE6+GuVxRqume//JbWJyBr5ctDslveVXm8Vg37W5k6TyVAu3UiesPv4RfNrwJZwSC9KSaChUp+OmC0hP0/rlujtFcd1E3lpvfweWHnoWFeuIC0rQJ+HjqXbg5++SIfIeUF1dZSXHQezMC+qxOnLDiM8W4qZRAJAS9GUABr53v7RNACDkDwG8BXEAptfn6KaVm778HAXwOoDzYl1BKV1FK51NK52dnZwc7hTECgnrUCsrpDufltyipBN9NX4458f6FwT9a16Fi3z/Q5ugLa1yeDYW0gj6DTjkbCgnr3EvLdB9rN1WXcwAX7H8CK49+zPVNM+Rg4/R7cXrKjIh9D3/RYkqT1jN/d2uTIPuluceqqJgUuRMJQb8JwFRCSDEhJA7AZQAE0fOEkHIAT8Mj5Ft5/emEEIP3OAvAIgC7IjAmRgCK1ej5gn4c2nKxIQsbSn+DC9PKuL51fXU4dvef8N3AoXGPy7Oh0BwYeWlnly8skEyUdDhYHS609vl9xRNTjSKPSIgpLXam+62DDZi/+8/4sHcH13duymx8O33ZmNPnRkO4W6C0NPqqmjoEJu0qKSZF7oQt6CmlTgB3AqgBsBvAfyilOwkhDxFCfFH0VQCSALwVkEY3A8BmQsgPANYDWEkpZYI+CgRqOUrJpee//EzjfPklaY1YPflWPMgL0mt0dOGkuir8q+2LcT+rynITLl3gN3YpxWz/0jf1/gYFPtjWPOy5YhArf/GL7Rtwwp6HcdDuz9q4N6cC75XcgTRd5DVuKZvulR6TInd0kbgJpfRDAB8G9P2ed3zGMNdtADAnEmNgjEyaN5d+wO7CgN2F7kEH0hPjxB5W2PB99OHkc2uIBg/knY8FiUW48tDz6HYNwkFduP3Ia/iiby9WFV6FFO3YX678xUes/MXRpLrWjL/V+DcIclGK5Wu2A4BkrBVZSXEw6DSwOd3otTrRa3UgxTj+aPdABlw23NnwOl7s+IbrS9YY8WLRtbgo/diIfU8g/Lk+3kVttMhLiw9aoEgpi1u5I52wTUZUUWouvdBvGf5L5dzUOdgy4z6Uxfs18Te7NmPe7j+Pa7tbQWCYArQbT9qgcAc1qZloA3PpI7nA2mlpwsI9KwRCfqZxIjbNWB5VIQ8EbCIksbiIpRWl0GulWZ6XwQS9quBn41z7/LeyD5RxuNw42surt54WGV/xZEM2Nkz/DW7N+hHXt9/WiuP3rMTfWj6Fm7pHuFpILP3FsUAuJlpThBe1lFI80boe83f/GbusflfFNRnHR8UfH4jN6UJLrycuQkOAXInFRVSWm3DHaSVcW6chkinPy2CCXjVU15pR19LPtTsHHbKPij3a49+HfkKyAQadduQLxkC8Jg5PFV6J14tv4va2d1AX7mlcjYp9/0STvTuk+yjNdC+XtMFIRt63OnpxwYEncGfDG7B6U+fiiR4vFF6Ll4qvR5I2+kK3udvKHeemGKGXUA69jyt4OwcmxGmZkJcQ0pstjKhQVVMH1wibv8iRWNRbvyxjAb6f8VvMT+C2Z8Davt2YvesPeKNz06iBepmJcdy+9H0K2GdgaUUpiNBCK0kTbaSK5lR3b8XsXQ/hg57tXN8x8fnYNOM+XJd14ghXRhZhIJ60zPY+shIN3OZGvVYn+qzynutKggl6lSAXk+tYiLR/fjimGnOwYfq9WJ57Noh3U5Eu1yAuP/QsLj30DNqd/cNeSwgRjE3uWn1luQnJBr/lJCfFIEkTbbiR993OQVxz6AVceOBfaHP6ayrcPeF0fDt9GWbF50VknKFi7g4/uyTaaDQBc13G7xalwQS9SpCLyXUs8LWcaL/89ESLP5suxPppv0JhXCbX/1bXFszc+SDeHEG7NykoIM/udKPP5qkcSAjw1W9Cq0QYa/gafc3OFixauS5kN1V191bM3PUg/t25kevL06fh45K78EjBT2EMo179eJFyah0fJS1qlQQT9CphaUUpZ0L2IUWT61gQptbF5uV3SvI0bJt5P27KOonra3P24bJDz2LJgSfRaO8aco0wIE/eVQmbeyzcPvQ5ydLZhz6QHY3dgra52zJqTEqLoxc/PbgKFx74F5odPVz/VRnHYcfM36MidVa0hjsqchH0gmwHmS9qlYQ0/0oZEaey3IQVFwpLFtx//gxJamOhEivTfSAp2ng8U3g1/ltyJ/L1/k113u/Zhhk7H8CjLWsF9fKjleolBuYYWlHC4akvDw7pGy4mxUXd+FfbFyjd+Xu81bWF68/RpeDtybfi38U3hLW1bCSQcvlbPkyjlyZM0KuIC4/Nx5Rs/wurLD99hLOlT2N39IPxRuLc1DnYOesB/Cz7FK6v323Drxrfwvzdf8Y33q1vlaTlNHaLs7gaK/wodT6BMSlbBg7jxD0P4/Yjr6HH5f/s+swTsWvWg1HPjQ8VKZe/5SP2FsGM4DBBrzKU4i92uangZS6W0EnRxuPJSVfgi2m/xgzjRK7/B0sjTqz7C64+9DwMiX7tXs7PHJCPRj9aTEqroxc31b+MBXtW4LvBeu7zEsMEfDL1F3i+6FpkiKzF+3h7SwOaevxzfXN9p4ijGRmBm0rmc11JMEGvMoSmNfn6i1t6rdxuWZmJcYiPi1wO/Xj4UfI0bJ3xO6wwXYh44g/WeqXzW/y09TGuLXctxywTjX5pRSm0mqGV2n555hT85WgNpu64H891fA3q3YoljujwwMTzsH3m73FmykwxhhyU6loz7ntnh6Dv/nd3Srb+hdLqRigFJuhVhlLMyGIE4o1GnEaHZblnY9esB3Fxmt/k22foBSWeanqdA3b02mzD3ULyyEWjryw34ayZOVw7yaDFj88y4p64p3CveQ163X4N+bzUOdgx8/d4MO98USLqR6Kqpg42p7RLDvPJTTFyC6z2fhusDtcoVzBiARP0KkMpea5SFjhFhiysnnIrPpt6N2Yb8wACOBP8452/+W94s3PTmErpSgXBAkvCGj0AnDHDL+ituW34W8LrOGL3m71LDTn4qOTneL/kTkw15gS7hejIrf6FTqtBboq/UqBUx6k2mKBXGUoxrX2y8yh3/OXedkmaMhenTEftzN/hmcKroU2yc/0NXRZcduhZlO3+I97u+l42At/tpmjuke4Ciw+lFPX6Jq494K95g2xdMp4ouBzbZz2As1NnizC60JFj/QulKBNKggl6laGEP8LqWjNqdrVw7X6bU7J1+3VEi5uyTsLFJr/fVzfo+T/YbjHjkoNPY/auh/Dvjo1wUGmbOVv7bHC4PD7t9AQ9EuIisst1RHFRN97s3ISy3X/Evd2vcf3awQQkagz4Xe652D/7/3D7hFOhJ+LGdYTCcLEGUq5/oRRlQkkwQa8yclKM0HE+NLssfWhyrNtfmJHEHZ9MZiPRu1EOAOy2NuOa+hdQsuN3+FvLp4I0Lykh5TKs/S4r/tm6DlN33I/LDj2LbZZGuOKtXLCdzmpE3fT/w/+ZliBFK62xj0RluQmTs/yZMpmJcZIsOcxHCcqE0mCCXmVoNUSwxaUc/xDl5rcEPFkCPg5ti8OTrruwLPdsJGv8/xdH7J24p3E1CrYtw11H3sBuS3OwW4lGo0gFikZin7UFv254CwXbl+MXDW/ikL2d+yxRF4eEJP+C0DEgPQtEKPisKADw+i3HS1rIA0yjlyJM0KsQuVevyhtm33mp+i2ra814+3u/W8HicGHFu/txXOtCHJ7zZzyUdwGydcnc531uKx5rW4+Zux7E4r2P4PXO72Bx24PdOqYIU+vEq85mczuwumsLKvb9A9N2/h6PtK5Ft8tvbcjQJuJ3ueeifs6fMTvLvy+BHBe1bjdFkwTqRYyFSO0cyIgc8lziMsLClB4PHPIcy/Hld9upU3B/9U5Bn5T9llU1dbAPkyJVWb4Y90/8Me7JOROvdn6HR1rWYrfVr8mv76vD+r46pGkTcHnGAlyVcRxOSJwMErhXbAwQM9OBUopNg/V4tfM7vNrxLTpcA0POKTFMwN0TTse1mScgUetxjZjS4rEJnv0H5Liobe+3we7yzJ20BD0SDdJ/ZTPTvfSQ/qxhRJx8mWv0x5jSBG1TWjyWVpRK1qQZiqshXhOHm7JOwo2Zi/BZ3x482fY53u3+AW6vj7nbNYh/tX2Bf7V9gaK4TFyWsQAXp5VjXkJhzIR+rIvlUErxg6URb3d9j9e7NuGArW3IOQQEP06djduzT0VFykxoiNBIKSjJKkOhI5eSw3z4lrWjvVY4XW7otMx4LCZM0KsQk8yL5vDHfMaMCXj22gUijmZ08tLigz7nYK4GQgjOSJmBM1JmoMHeiZc6vsHz7RsEvud6ewdWHv0YK49+jHx9OirT5uLc1Dk4NXka4jVxUfs9zDHYQc3qduCr/n34sGcHqru3ot7eEfS8An06rs86EddlnohiQ9aw9+O7GOS4qBVr46ZwMOq1SDJo0W9zweWmWPTwOiw/R94baMkdJuhVCHv5xZalFaVYvmY7LLwMhzitZlRXQ0FcBn438ce4L/ccfNm/D690fIu3u2sF/uhGRxceb/scj7d9DiPR40fJU7E4uRSnJpfi2IRJEUsho5RGRaN3Uhe2Djbg8769WN9Xh8/792JwmHiEFI0RF6aX48qMhVicPB1aMrqWKFzUyq/ks+CZSyzTYTiqa80YsPvnekuvDcvXbAcAJuxFIiKCnhByNoB/ANACeJZSujLgcwOAlwHMA9AB4FJKab33s+UAbgTgAnAXpbQmEmNiDA8/mE3uGr0cXn6+lxtf2F80zxTyS09DNDjVK7yfcF+Omt5deLvre7zfsw1dPKFvpQ580rsLn/TuAgAkaOKwIKEIxyUWYWFiMcoSClAclznEvB0K3YMODHpf3glxWqQljL1ULKUU9fYO/GBpxHcDh7Bx4BA2DdSj3z18SeAUjRHnpR2Di9PKcW7qnDGXqJW7v1hui1rAE5NChdmvvJgUJujFIGxBTwjRAngCwJkAGgFsIoS8RyndxTvtRgBdlNISQshlAB4GcCkhZCaAywDMApAHYC0hZBqlEq8cInPk7kNrlMne3Hwqy02oa+nDvz73bF2bkxw8c2A0DBo9LkibiwvS5sJBXfiyby8+7NmBj3p3CoL4AGDQbccX/XvxRf9eri9JY8Ds+DyUGnMxzTABJYYJmBSXgUlxGcjVpwy7CHjl28Pcsd3pxrtbm4K+tN3UjVZnH47YO3HE3on9tjbstbagztqCHRazoMb8cEwz5ODs1Fk4N2U2TksuRZxm/K8p/qK2udsKl5sOKUAjZZpk6KOXY/qr0omERr8QwH5K6UEAIIS8AWAJAL6gXwLgQe/xagCPE08E0RIAb1BKbQAOEUL2e+/3TQTGxRgGo16LrCQD2vttcLkpjvZaRdnPfbzITaP3wX9RR+KlpydanJ4yA6enzMDf8BMctnVw5u/1fXWCuu4++t02bPRq04FoQJClS0K2LhkZugQka4xI1hrReyAJu9cnA/AISKeb4ldv1+Lx1vUwTulGn8uKTucA2pz9aHf2w4WxlfQ16dNwWnIpTk2ehtOSSzHZkD2u5xGMhDgdMhLj0Dlgh9NN0dpnxcRU+cwZOc71scSkMGJDJAS9CUADr90I4LjhzqGUOgkhPQAyvf0bA65ltp0YYEqPR3u/x2Rq7rLIS9DzttcdLqdeikQ7CLLQkInrDCfiuqwTPd9h78K3A4fw7cAhfD/YgB8sjWhz9g17vRsUrc4+tAacY/rmDOjcQi3Y7STY860B5qztYxpjhjYRcxPycWzCJByXWIzjE4uRr0+PauaAKS0enQMev39Tt0Vegl6GpvulFaX4zeptXFogIO30VzUgm2A8QsgtAG4BgEmTJok8GvlDeE60217ZggfOnyUL/1mf1YFeqxMAEKfTICvRMMoV0iE/xv5iU1w6LopLx0Xpni1zKaU46uzFbksz9to85vRDtnbOzB4sNx0AtIPBBcxw/RnaRM4dUGTIRKkhB9OMOZhuzIVJnxbzGgCmtHhsN/cA8Lh95hXG9OvHTY/FgT6bZ64b9RpkJEYvoyKSVJabYO62cCWpdRoi+bK9SicSgt4MoIDXzvf2BTunkRCiA5AKT1BeKNcCACilqwCsAoD58+fTYOcwQqO61owdTb1cu2vQIZuo2MAqYRoZ+Vv5Gn1ztxVuN43p+AkhmKhPxUR9KhZj+pDP7W4n2p39aHX2ods1iD6XFX1uGx5OaUdP79A/ufQULR6bcjuStUakaeMxQZeMLF0SDBLb012u6aSB2rwYRZLGy9UnFHKCXqshWFKWJ/KI1E0kBP0mAFMJIcXwCOnLAFwRcM57AK6Fx/d+CYB1lFJKCHkPwGuEkEfgCcabCuC7CIyJMQJVNXVwDrMpjNQFvWBjFZmYMn0kxOmQnqBH16ADdpcbbf025KRIx/UQp9EhLy4NeXFpgv6Ec8y4+z9bBZHU8XotHjxnDi5Ik/Z8AeRb8lnon5ePaw0AUox6JBt16LM6YXO60d5vR3ayfKxvSiPsUGtKqRPAnQBqAOwG8B9K6U5CyEOEkAu8pz0HINMbbPcrAMu81+4E8B94Avc+BnAHi7iPPnKOipWjz5IPPyBJLnXAK8tNMOr8r4rcFKOsTLHy1ejlu6gF5J/aqCQiklNFKf2QUjqNUjqFUvonb9/vKaXveY+tlNKfUEpLKKULfRH63s/+5L2ulFL6USTGwxiZ4aJf5RAV2yjDKGQ+cnz5DdicsDg8gVV6LcGGZYtlI+QB4TP/vK4Ni1auQ3VtUA+hpODPj2hVIowm+WwXO8kgn+RpRsRYWlEKo174Xx+vH71SmxSQu0Yvxy08+QJnYqq84iIAYFtjt6Bt7rZg+Zrtkhf2/Ocup+wSH8JFrfyqEioJJuhVSGW5CSsvOgb81/Xyc+VRi1qOecV85Pjyk/vi6on1+4f0+WJSpIxZEHgqLx89IM9FrVJhgl6lVJabMH1iCtc+Jj9NvMGMAbkLHTmaM+XuLuFnagj7pfv8q2vN2M6zROxs6hFvMONEsKeGhJ+1GmCCXsXILRrZ5nShtc9T5EdDgNxUOZoz5ffyi8WuddFEbjEp1bVmLFuzDfzEmIc/3iN5V0Mggi2CZfB+UTJM0KuYfJnt7HW0x6+Z5aQYoZdRfX4fgeZMGrj7hwSJ9T70kWZpRemQ+vZSrtRWVVMHq0NYRtjqcEve1RCIHANPlYr83pSMiCE3jV7uZnsASE/QI17v2Tp2wO5Cr8Up8ohGR5DmJUONvrLchHNn53LtRINW0umBck5/5ZOVFAeDNy2zz+pEr9Uh8ojUCxP0KkZuprX3tjVxxzubemVnygQ81en4EdSNMrCkCNK8ZBgUBgBnzfIL+kVTsiQr5AH5uRqGgxAiO2VCqTBBr2LkZFqrrjVj9eZGrm1xuGSRIhUMfpUzqb/87E43FxdBZBoXAciraM7SilLoZORqGAkWeS8NmKBXMXKKAB+pbK/ckNMCq7nHwpW+zUk2Ik4nz1dGvowqElaWm1BWkMq10+L1knY1jISc5rqSkedfLSMiZCTGcYVz+mxO9Fik60NTit8SAHotdu74b5/USdoqIYiLkKF/3kdWkoFbpPRYHOi3STs2gr+BzRNXHitLIQ8wQS8VmKBXMXLyoSnFb1lda8Ynu1q4dr9N2i6IRplH3PvQaOQz1wFlBJ4Cwr9PqT9zJcMEvcoR+IslvOL+9ZnThvTJ0W9ZVVMHh0s+LgilaPSAfKoSOlxuHO31pJISAkyUYflbH4KAXwm/X5ROJLapZcgYoZYj3Zff8VMyBW1TWjyWVpTKzqQpNxeE3HPo+Zhk4qc/2mPliuVMSDbAoNOKO6AwkJMVRckwjV7l5MskGpk/trn5qfhaZjuo+ZCbC0JJGr1cgk8bFWK2B4RZGu39Npy44jPJuqmUDBP0KkcuWk4jz9qQny7PXG7AkzrlK5jjw6CT7s6Bwhx6eQsduZiRlTLXAeC/25oFm2c19VglHZOiVJigVzlyyS9u7JR3vXUfleUmrLhojiBN7doTCyVpnXC7KZp7lKPRy2VRK/cdGvlU1dQhsMizlGNSlAoT9CpHLj40Jb38KstNWDI3j2sXZCSKOJrheXljPRc4qCHAJztbRrlC2sileEujzDcR4iO3mBSlwgS9yslJMXJVuDoG7LDYXSKPKDhKevkBQpNsowSDIKtrzVjx4R6u7aaQvck1N8XIbW7T3m+D1SHNua6U1DpAfjEpSoUJepWj1RBB+o5Uzfd8YWiSab11PlIPDKuqqYPNKdxBTe4mV51Wg9wU/1yXqlbJ3/9A7ovapRWl0GuVUc5XzjBBz0Acb7vXS5/+RnJam9tN0dTt36JW7qZ7QPgCl6K/WKkmV6lv5ORyUzTz57rMF7WV5SbcfPJkrh2n1ci2nK+cYYJe5VTXmlHf7tcgOgbskjPRtvXbYHd5tMv0BD2SDPIv/5CfwTfdS0/gKNXkKvV00tY+K7enQ2ZiHOLj5JtD7+PSBQXccUZiHBPyIsAEvcqpqqmDi0q7UlujgnK5feQkGyTtL15aUYqADdQUYXLNl3jwqdJiUQBgYmo8fKX7W/qssDmlNdfVQFiCnhCSQQj5lBCyz/tvepBzyggh3xBCdhJCthFCLuV99iIh5BAhZKv3pyyc8TDGjhxMtIK8YpmbMn3otBpMTJVubERluQmZiXFce0KyQREmV6mnkyqpQJGPOJ0/NoJSCFwTjNgQrka/DMBnlNKpAD7ztgMZBHANpXQWgLMB/J0Qksb7fCmltMz7szXM8TDGiBxMtErUcgBp++ndbooei3+Ht89+fYrshTwg9HlLMdtBGHTK5jojMoQr6JcAeMl7/BKAysATKKV7KaX7vMdNAFoBZIf5vYwIsbSiFIaAPcalZqJVUg49Hymn2PHjItIS9Eg26kUeUWTgC5xN9V1YtHKdpOJRBJUIZV4Vj0+BhOe6GghX0OdQSpu9x0cB5Ix0MiFkIYA4AAd43X/ymvQfJYQYwhwPY4xUlpuw4sLZgr6HlsySlPYm1OiV8/KTspYjLMOqnMXV5vpOQdvcbZFU8KmS6tzzkfJcVwOjCnpCyFpCyI4gP0v451FKKTCk2iH/PhMB/BvA9ZRSX4LucgDTASwAkAHg3hGuv4UQspkQsrmtrW3034wRMhfNKxC8VI4tHBJqISrKNWdKN/KeP54CBS2uHl27b0ifVIJPq2vN+OZAB9fe29on4mgii5StV2pgVEFPKT2DUjo7yM+7AFq8AtwnyFuD3YMQkgLgvwB+SyndyLt3M/VgA/ACgIUjjGMVpXQ+pXR+djaz/Eeaggy/AG3olM4fIqVUkQFKQGDRHOk8c0A4B5Sk0Us1+LS61ozla7ZxqXUA8M/P9knG0hAuTKMXl3BN9+8BuNZ7fC2AdwNPIITEAXgHwMuU0tUBn/kWCQQe//6OMMfDGCcFEtUu2/vtXIW2FKMOqfHK8BUD0t5kRanuEqkGn1bV1MHiEFYitDrckrA0RAIpW6/UQLiCfiWAMwkh+wCc4W2DEDKfEPKs95yfAvgRgOuCpNG9SgjZDmA7gCwAfwxzPIxxwv9DbJCQdikw2ytI4ADAxFR/7fXWPmnl0gtM9xnK0eiXVpRyezv4kELwqVQtDZEiN9XI1WVgufSxJyxBTyntoJSeTimd6jXxd3r7N1NKb/Iev0Ip1fNS6Lg0OkrpYkrpHK8r4CpKaX/YvxFjXPBf5vwtYcWGb7o81NavGFMmIO3a6w0K2hOdT2W5CZfMy+fa8XqtJOoDSNXSEClYLr24sMp4DADSDJaprjXj1W+PcG2r0y2pCOlIIMWSrC43FSw6lBQACQAX8LYInjExWXQhD0jX0hBJmPlePJigZwAICMaTyB9hVU2dIDgJkE6EdKSQ4suvtc/K7UOfmRiHRAXsLcCnIIPvppLGM68sN2E+L9slNV4vCUtDJBEG5ElDmVALTNAzAAATko3cdpKdA3YM2JyjXBF9lO63BIB+q4M7/tN/d0vCWtHQyQ/EU5Y2DwhjI9okFBuh4Wn0f7+0TFFCHpD+Rk5Khgl6BgDPvvRSiwJXut+yutaMdXX+jNR+m1MSrolGhfrnfQTuMyAV7ZIfF6GkAEgf/EWjlAJ+1QAT9AwOgUlTArn095w5bUifkvyWVTV1nInchxRcE4LUOgUKHECYTtoggeBTp8uNJl6AmhIXWCyXXjyYoGdwSM2HdkJJlqBtSotXlN9Sqq4JpWv0QGBMivhzvbnHCpc3HiU72QCjXv770AfC6t2LBxP0DA5hLr34K+4jPKvC3PxUfL1ssWKEPCBd1wRfwy1QoI8eCNToxRc6/DFMylDm4iqX5y5p6bXhxBWfie6mUgtM0DM4pKbRC8qwKvDlt7SiFPEBmptBpxHdNdHYrQaNXlqme4F/XqGLq/9uawY/gbCpxyqJmBQ1wAQ9g0NqL78jCtdyKstNWHHRHME2wVefUCiq1cLpcguKmSgx6h4IKBDVLYVFLb8SofLmOuCJSQnc9UwKMSlqgAl6BofUomLVYM6sLDfhYl6lNrGL07z8TT1Xu0BDgI93HBV1PNFCasF4/EWtknYL5CPVmBQ1wAQ9gyM7yQCj3jMl+qxO9Fgco1wRXZSu0fvg/25HRPQXV9easfJjv3blplCsaTU72cBZUnosDvRaxZ3rwtQ6Zc51qcakqAEm6BkchBBhQJ7IQUpCv6UyX36AUNCL+cyraupgdwp3UFOqadUz16WzNbPQdK9Mwbe0opQryuVDSemyUoYJeoYAPa861zXPfyeaNmd1uNDSawPgKeYzMc04yhXyRSoavdpMq1KJSRm0O9He75nrOg3BxFRlCvrKchNuP7WEa+s0RFHpslKGCXoGR3WtGXtb/RsIdg7YRTPd8qP+89KM0GuVO1ULAgQ9pYEhS7FBbaZVqeR184vHmNLjufK8SuTqEwq543i9FkvK8kY4mxEplPv2ZIyZqpo6rmiHD7FMt2rxzwOeDUxS4/UAAKvDjbY+myjjWFpRChIgY5RsWhUUzRHRktKggkA8H5mJcUiM86SU9tmc6BoUNzZCLTBBz+CQkulWWLRF2S8/QBrm+8pyExJ4ef25KQZFm1YLJFIgSiDoFeqf90EIwaTMRK59uGNAxNGoByboGRxSMt0K0o0UrtED0hD0vVYHBuyendzidBpsWHa6YoU8IJxX6/a0YtHKdaK4qY4IdgtUw1z3v0/EjElRE0zQMziWVpRy6XU+jHpxKrWpyXQPAJMyxRf0RzqEz1yjYF8xAGxr7Ba0zd0WUWJS+NklapjrhTyNnj/nGNGDCXoGR2W5CSsvOgb89/vSilJRtDo1FMvhIwWN/jDvpVuogmf+xPoDQ/piHZNSXWvG+j3+rYoPtvePcLYy4M/1w0yjjwlM0DMEVJabcOykdK5dmpMS8zFQSgP8lsoXOlLIpT/c6feX8i0MSkXsmJTqWjOWr9nGVSIEgH99fkCRBYr4CBa1TKOPCUzQM4bAN63VixAs0zlg53zFSQYd0hP0MR9DrJGCRn9EZRq92DEpVTV1sDiEBYqsDrciCxTxKZSAm0ptMEHPGEIR7w9RjKjYwEA8EpjzpUAmphq5/OmWXhusDlfMxyAw3WcljnCmMlhaUQqdRrxKbWJbFMQiL81fK+Bor1WUua42whL0hJAMQsinhJB93n/ThznPRQjZ6v15j9dfTAj5lhCynxDyJiEkLpzxMCLDJIGgj/2Ke833jdzxofZ+xZsyAUCn1Qg2tBHDfM9f1KlBo68sN+En8/0bCsXrNTFNJxTboiAWeq0GebxKl2KXH1YD4Wr0ywB8RimdCuAzbzsYFkppmffnAl7/wwAepZSWAOgCcGOY42FEgCJBnmts/wira814/bsGrm11uBW7sUogYprvbU4Xmns929NqiDrSvADg4mP9gn7KhKSYBp6KbVEQk8IM8d4xaiRcQb8EwEve45cAVIZ6IfHYYxcDWD2e6xnRQyDoOwdiWpK1qqZOEJwEKHdjlUACS+HGkoZOC3z/zRNT4xGnU4dXTxCP0h7b8sOV5SYcY0rl2mnxekUXKOIjhXRSNRHuX3MOpbTZe3wUQM4w5xkJIZsJIRsJIZXevkwA3ZRSp7fdCED5M1wGpCYIS7K2xrAkq1r9lgDQz9sq9a+f1MXUinGEF3FfqIKIex9ZSXFIMugAAP02JzoG7DH9fidvYfHU1fNUIeQBoWuICfroM6qgJ4SsJYTsCPKzhH8e9SyFh1sOF1JK5wO4AsDfCSFTxjpQQsgt3sXC5ra2trFezhgj/IC8+vbYBeSp1W9ZXWtGzc6jXHvA5oqpy0IQiKciQU8IEfy+sQw+pZTiEO9vq1gFAZA+BLn0rAxu1BlV0FNKz6CUzg7y8y6AFkLIRADw/ts6zD3M3n8PAvgcQDmADgBphBCd97R8AMO+1Silqyil8yml87Ozs8fwKzLGQ6HAfB+7FffPFw9dA6rBb1lVUwe7SzyXxWFBVTz1CBwAKOIJ2EPtsZvrnQN29Fk9Bs2EOC0mJBti9t1iw0z3sSVc0/17AK71Hl8L4N3AEwgh6YQQg/c4C8AiALu8FoD1AC4Z6XqGOIil5czKSxO0TWnxqvBbiu2y4P8fF6lIowfESyfl16gozExURRqpD75Gf6BtACeu/EwVAbdiEa6gXwngTELIPgBneNsghMwnhDzrPWcGgM2EkB/gEewrKaW7vJ/dC+BXhJD98PjsnwtzPIwIISyaE7sV9yHey++MGTn4etlixQt5QHyXBd9qo4aqeHz4waeHYuim4lsPirPU9cw/2y00/jZ1W1WTXSMGutFPGR5KaQeA04P0bwZwk/d4A4A5w1x/EMDCcMbAiA58LSeWZSoPtflftJOz1WNCXlpRiuVrtsPCKx4Sp43NhkIuN0Ujbwc1/iJPDfBN97FM9eLHvhSp7JkHc0n5XFVqWNjHGnXk0DDGDF+rq++IXYrdId6mHmoKTqosN2HFRXOQEOffD/7Hc3Jj8tJ7+Zt62F2eUqwaAqzd1RL175QShQGBpzGb63x3iYrmOiC+q0ptMEHPCEp2koETOn1WJ7oGHaNcERnUGoUMeIT93WdM49qJxrAMbiFRXWvGio/2cG03hepMqNlJBiT65rrNic4YpdjVq3iui+2qUhtM0DOCQghBWrx/M5mKR7+M+sufUoqDvJffZJW9/ADhCz8W/uKqmjrYncKNVdRSoMiHJ8UutjEplFJVm+6XVpQiXq8V9Kkhu0YsmKBnBKW61oyj3pKoANDWb4u6ptfBSzdKjNMiW0XpRj74cQkH26Iv6JkJ1QN/gRWLuhFt/TbBDo1ZSera5sPnqjKlxYNAPdk1YhF92yBDllTV1CGgEm3Ug2UEZvtsdaUb+SjISIBOQ+B0UzT3WDFodyIhLnp/pnlp8TAHEepqM6HGOp20nhdxX5Sljh0aA6ksNzHBHiOYRs8IihiaHj/iXm2mTB96rUaQYxxt8/3SilIEihg1mlAFKXYxMN2r2WzPiD1M0DOCIkawDD8KWY3+eR98M3K0zfdnz84V1K3OSzWq0oTKj3p//4cmLFq5LqpuKv5cV1sgHiP2MEHPCMrSilIY9cLpEa+Pbl43X6MvVlEOfSB8P320NXr+/QszE7Bh+emqE/IAsKe5R9A2d1uiGpPCNHpGLGGCnhGUynITVl50DPjbZd9TURpVISBMrUuK2vdIncnZ/t/9YFv/CGeGz/5W//1LstX7zJ/+8uCQvmhlH1TXmvEpr1YBq/XOiDZM0DOGpbLchAVFGVx7chSFr9tNheZMFWs5sUyxO8BbSEyZoF5B39RtHaY/sjEp1bVmLF+zDU5epOvTXx5QVd0CRuxhgp4xIiW8l/++1r6ofU9Tj4XL585MjENqgn6UK5RLYIpdNCu1HeC5S9Ss0ccqJqWqpg4Wh7BugdXhVlXdAkbsYYKeMSJTeYKeb+aNNK9sPMwd91mdqtZwspMMSDJ4Uur6bE6090evUhv//3TKBPVaUZZWlEKnEeYfRCP7gNUtYIgBE/SMESmZkMwdR0vQV9ea8dz/DnFtu8utujKsfAghAVp9dJ67200F956iYo2+styE6xYVce04nSYq2Qes9CtDDJigZ4yI0HTfHxUzclVNHRwu4X3VVoY1EL52eeu/t0Rl0WPutsDmdZdkJcUhLUFd1dkCufaEIu442aCLSuDp0opSaGNgOWAw+DBBzxiRnBSeGdnqRFufLeLfwcyZQqprzdjW6E/36rY4omLh2M/T5ierWJv3YUqL5+qvdwzY0dEf+bleWW5CfpqRa2cmxqmybgEjtjBBzxgRQohAq4+G+Z6ZM4VU1dQJorKB6Fg4DvBT61Qcce9DoyFDLFiRhlIqiLn46BcnMyHPiDpM0DNGRSDoo+Avvu3UyUP61GzOjJWFgx9xr2b/PJ+pURb05m4Lt5lNWoJelRs3MWIPE/SMURFoOS2Rf/kF5uerfSerWFk4+Br9FBVXIuQzNccffLqvJfLppPy/n2kTklW5mQ0j9jBBzxgVfn51NEz3e476X6g/mZePr5ctVq2QB4Lv1W3QRb78ML9YDjPde+Br9HujIOjrePeclsueOSM2MEHPGJWpOdE13dcd7eWOS3OTRzhTHfj26uYL+wvK8iK6+Hl142F0DPh9xZsOdkbs3nJmWk5000n5iwf+dzEY0YQJesao5KcnIE7nmSptfTb0DDoiev86nkY/Y2JKRO8tVyrLTbhzcQnXDtTww6G61ow/fLBL0Hdf9Q7V1i3gk58ez23m1N5vR+dAZIsVMUHPEAMm6BmjotUQZPJK0p7+yOcREwpuN8Vent+SafR+ZvIWPbube0c4c2xU1dRx5YZ9qL1ugY8hkfcRNN+73FToo2eCnhEjwhL0hJAMQsinhJB93n/Tg5xzGiFkK+/HSgip9H72IiHkEO+zsnDGw4gO1bVmtPLy59v77RHL6z7SOQiLwxOFnJUUh6wkFoXsY/pEvyDY09wXsWJFrG7ByEzjVYPcG0HzfUPnIK9AkQEZieouUMSIHeFq9MsAfEYpnQrgM29bAKV0PaW0jFJaBmAxgEEAn/BOWer7nFK6NczxMKJAVU0dAgrXRUwD5AfiMW1eSG6KEanxHktKn80Jc4QEMatbMDIlvJiU+6t3YNHKdRFZ1PID8UpZIB4jhoQr6JcAeMl7/BKAylHOvwTAR5RStgGzjIimBsj3z5fmMP88H0IIZvC0+t3NkTEj//rMqUP61Fy3IJDOgE2EzN2WiFiw+G6AqRPYopYRO8IV9DmU0mbv8VEAOaOcfxmA1wP6/kQI2UYIeZQQwuy2EiSaGmBdi9/3PJ1p9EOYnutf/OyJkJ9+lilN0FZ73YJA3t/WNKQvXAtWda0ZT6w/wLUH7c5x34vBGCujCnpCyFpCyI4gP0v451GPA3FYJyIhZCKAOQBqeN3LAUwHsABABoB7R7j+FkLIZkLI5ra2ttGGzYggnrxu4VSJVF43M92PDF+j5z+rcNjZ5K+jf8aMHNXXLQiktTd4jfvxWrCqa81YvmY7F4sCAO9ubWJZDoyYMaqgp5SeQSmdHeTnXQAtXgHuE+StI9zqpwDeoZRyuVmU0mbqwQbgBQALRxjHKkrpfErp/Ozs7FB/P0YE8OR1HwODzj9dfjo/P2zhYHW4UN/uKcNKCItCDsaMKETe7zD77zPbxNwlgUTaglVVUycQ8gBgc7pZlgMjZoRrun8PwLXe42sBvDvCuZcjwGzPWyQQePz7O8IcDyNKVJabcOuP/DXp43Th53U/8+VB+PZu0RCCmp1Hw76n0piWkwzfrqaHOgZgsbtGviAEdvA0+ll5qWHfT2lEeitZluXAEJtwBf1KAGcSQvYBOMPbBiFkPiHkWd9JhJAiAAUAvgi4/lVCyHYA2wFkAfhjmONhRJHZJr9Q2G7uGeHM0amuNeOf6/ZxbZebRmUrVrlj1GtRnOWpQ09p+GVZ3W6K3U1Mox+JynITrlhYwLUNOk1YMQwsy4EhNmEJekppB6X0dErpVK+Jv9Pbv5lSehPvvHpKqYlS6g64fjGldI7XFXAVpTTyNScZEWNOvl/Q7zT3wO0ef153VU0dHK7ob8WqBJKNOu742ue/C2sxdKRzEH02TyBYZmIcclOMo1yhTm48yW+9io/TYklZ3rjvFWkLAYMxVnSjnyIPHA4HGhsbYbVaxR6K7DAajcjPz4derx/xvNwUI7KSDGjvt2HA7sLB9oFxb4bCzJmhUV1rFvjUuy0OLF+zHQDGpWHyzfYz81LY7mnDUJiZgNR4PXosDnQPOnCkcxCFmePb4a+y3IQVH+5Gi7foVFZSHH7345ksAJIRMxQj6BsbG5GcnIyioiL28hoDlFJ0dHSgsbERxcXFI55LCMEcUwrW13myHnaYe8Yt6CemGtHUM3RRxsyZQqpq6uB0B7d8jEdQ7BSY7Zl/fjgIIZhbkIYv93rm+taG7nEL+h6LgxPyWg3Bl785DQlxinn1MmSAYmrdW61WZGZmMiE/RgghyMzMDNkSMidCfvqfzM8f0sfMmUOJtOVjh5kfiMf88yMxl+eq+qFh/HN9W2M3dzw9N5kJeUbMUYygB8CE/DgZy3Obk5/GHYcj6ANfdqxoS3AiGcj1zveN+Hp/O9du7mZurpGYy5vrfGE9VrYe8V9bVpA27HkMRrRQlKAXm6Qkvxm7ubkZJSUleP/990UcUeTha/ThBORtOdzFHa+4aA4r2jIMnmJFwlRGnYaM2fLhK9rC/+965NM6luUwAscU+Of6jqYeOFzuEc4entqGbu64fNKQfb8YjKjDBH0U6Ovrw7nnnot7770X559/vtjDiSg5KQYkGTyCZ8DuwvErPhuzsKCUCgT9vEL28hsOT7GiOUiL9wdKTp2QNOZFUVVNHaxDtqZlRVtGYkKyESav5cTqcI8rtZFSitoj/rlePiktUsNjMEKGCfoI43A4cNFFF+GCCy7AzTffzPVrtVqUlZWhpKQEl19+ObflaGVlJebNm4dZs2Zh1apVgnslJSWhrKwMM2fOxOzZswEA9fX1mD59Oq688krMmDEDl1xyCQYHPXsEPfTQQ1iwYAFmz56NW265BZRSfPXVV9w94uPjUVZWhrKysnH/fu9ubcIgr2hLa59tzPnv9R2D6BjwbBySYtShJJvt5DUSleUmVN+xiGs3dlvgGqMlhWU5jI9jeH76bY1jd1Ud6RxE16CnGGhqvB7F4wzoYzDCQZFRIWTLrVG7N5339Iif33DDDfjiiy/w2GOPCfrj4+OxdetWWCwWFBcXo7u7G+np6Xj++eeRkZEBi8WCBQsW4OKLL0ZmZqbnuyjF1q1bUV9fj/POO4+7V11dHZ577jksWrQIN9xwA5588kncc889uPPOO/H73/8eAHD11Vfjgw8+wPnnny+4x9atW8P6/atq6hAoY8YaBR6ozWs0LLZiNAozE5CdbEBbnw19VifqjvZh5hiC6fLS4oNuc8uyHEZmbkEaPtrhqdi4fM12PL5uP5ZWlIY812t5/vm5BWlsrjNEgWn0EWRgYAAdHR148cUXcccddwg+s1gsKCsrQ0FBAc477zykp3vM1f/85z8xd+5cHH/88WhoaMC+fZ5qcU6nEwkJCUG/p6CgAIsWeTS8q666Cv/73/8AAOvXr8dxxx2HOXPmYN26ddi5c2fEf8dIaIZbDndyx8xsHxqEECwsyuDam+o7Rzh7KLf8aGjqJMtyGJ0+q0PQHsuWtdW1Zvz2ne1cO17HXrcMcWAzL4IYDAa89dZbuOKKK6DT6fDqq69yn/k0+qNHj+LAgQPYsGEDPv/8c6xduxbffPMNfvjhB5SXl3NpbvX19TCZgmsNgVHyhBBYrVbcfvvtWL16NbZv346bb745KsWDIhEFvrmer9FnjHAmg8+CIv+i6LtDYxP0yUZhMSSW5RAaa74fKtBDqeDoC34c4Lm51te1seBHhigo0nQ/mnk9Wuh0OiQmenxwTzzxBM444wycd955SE1NFZyTkJCA9vZ2UEqRnp6OhIQE7NmzBxs3buTOe+uttwTmej5HjhzBN998gxNOOAGvvfYaTjrpJE6oZ2Vlob+/H6tXr8Yll1wS8d9xaUXpkC039drQo8Bf+/Yw9rX6Kx03dA7ihCmZER+nEllQ7F8UfVffCUppyKmR/+Ol1S2tKMUdp5VEfHxK5GiQok7A6BasYDvW2V3ucRc6YjDCgWn0UaKkpATXX3897rvvPgB+0/2sWbOQmJiIs88+G2effTacTidmzJiBZcuW4fjjjwcAvPfee7j//vvx2muvoaysDOeeey4OHDiAp556CgBQWlqKJ554AjNmzEBXVxd+9rOfIS0tDTfffDNmz56NiooKLFiwICq/ly8KPHUcUeDVtWY8+N4uQd8D7+1kWk6ITM9NgUHrEextfbaQMx4opYL8+ZNKsqI2RqUxXgsWC35kSAlFavRi0d8v3JPngQce4I5druDbi3700UdD+l588UU8++yzuO6667i+HTt2YPXq1QA8VoFXXnllyHV//OMf8cc/Bt8AsKioCDt2RGYX4MpyE8onpeGUqs8BeKLobU4XDKNsXVtVUwe7KzDFa/zlXNXG+z80wcGLhGzptYVU935/az9aej0lWFOMOlb6dgwsrSjFvW9vg42XmmjUa0a1YLHgR4aUYBq9BDnllFNwyimnCPoKCgqiYoofL4WZiSjM9AQLDtpd2MLzuw8H03LCY6SMh5Hgm+1PnJI1ZCc1xvBUlpuw8qI50PIe2Q0nFY+6MP3VmVOH9LHgR4ZYMEEvQYqLi4dsMJOamorZs2dHVDMPl1OmZXPHX3g3/xiJrCRD0H6m5YTGeBZK1bVmPPzRHq6dZGRGvLFy4bH5uOK4Qq5tc4xeIS83VTinTWlGFvzIEA0m6Bnj5kdT/YL+6S8PYtHKdSP6jGfmJQ/pY1pO6IzVX1xda8ayNdsEFfHe/6GJxUSMg9NnTOCOP9vdwhW8Go6Pvbn3AHDdiUX4etnpTMgzRIMJesa46ei3Cdoj5Ri73BR7jgpLiLIUr7ERrO69hmDYhVJVTR2sAdqnzcnK3o6H4ydnIiHO8+zrOwZxoG1g2HPdbopPdvkFfcWs3KiPj8EYCSboGePmn+v2D+kbzmf87aEOLiAsMzEO+/90DtvIZoz4Mh5yUvwuEEqBk6YGj6JnMRGRw6jXYkq2v3ztRU9+HXRBW11rxnF//oyb64lxWkH9AwZDDJigZ4ybsQiS939o4o7PnTMROi2beuOhstyEb+87A/O9FQUpPPsPBGNCCouJiBTVtWaBRarX6hxivfIVyWnjWbqsTjc+2NYc07EyGIGwt20EOXr0KC677DJMmTIF8+bNw7nnnou9e/eKPayoEarPePXmBryxqYFrpyfqAy9hjJGL5+Vzx//3wa6g8RGlOSwmIlJU1dTB4RL65QOtV8GK5LjclLlKGKKjWkFfXWvGopXrULzsv6MGkYUCpRQXXnghTj31VBw4cABbtmzBihUr0NLSEqERS49gPmMC4J4zp3Ht6loz7ntnB/ixS898eZAFhIWNUOgExkf0WByCzYMAFhMRDqFYr5irhCFVVCnofSY2c7cFFGPbqGI41q9fD71ej9tuu43rmzt3LlwuF1fKtrOzE2lpafjrX/8KADj11FOxefNm7vykJM92rddccw2qq6u5/iuvvBLvvvsuXC4X7rnnHsyePRvHHHPMkB3yYo3PZzwx1cj1UQB3v/UDt3h6+OM9QYrksICwcHl83YEhfT4Ns7rWjJMfXsfVWc9NMeDQinNZTEQYDGe9SkvwW6eYq4QhVcJKqiWE/ATAgwBmAFhIKd08zHlnA/gHAC2AZymlK739xQDeAJAJYAuAqyml9nDGBABFy/475mssDhd++eZW/PLNrSOeV7/yx0H7d+zYgXnz5o147YoVKzBp0qRRx3LjjTfi0UcfRWVlJXp6erBhwwa89NJLWLVqFerr67F161bodDp0do5tY5NoUFluQmW5CTe+tAmf7W7l+s3dFtz95lYMl4TEtJzwGO75mbstQ+Zwx4Ad725tYkI+DILt8QAAXYMOzP1DDTSEcPvO82GuEoYUCFej3wHgIgBfDncCIUQL4AkA5wCYCeByQshM78cPA3iUUloCoAvAjWGOR7KYzWZs3LgRF154oaD/yiuvRFlZGcrKymCxeF7ep5xyCvbt24e2tja8/vrruPjii6HT6bB27Vrceuut0Ok867OMDOns/LarqXdI30iZxkzLCY+xPD+Hi/mJw8VnvTIFee49FmdQIc9cJQypEJagp5TuppSO9gZZCGA/pfSgV1t/A8AS4tl2azGA1d7zXgJQGc54xGTWrFnYsmXLsJ//4Q9/wP333z9kt7FXX30VW7duxdatWxEf73+JXHPNNXjllVfwwgsv4IYbbojauCPFcLt8BYNpOeETLD5iJJgFJXwqy034etnioMI+EFNaPHOVMCRDLOphmgA08NqNAI6Dx1zfTSl18vqH/asghNwC4BYAo5q/hzOv+/D56PlmuHi9NqzV9+LFi3Hfffdh1apVuOWWWwAA27Ztw1dffYUDBw7AbrfjrLPOwoYNG0K633XXXYeFCxciNzcXM2d6DCBnnnkmnn76aZx22mmc6V4qWv1wm3gEYkqLx9KKUvYCDBPf86uqqQvpuTMLSuQIZdHEFlYMKTGqRk8IWUsI2RHkZ0ksBuiDUrqKUjqfUjo/Ozt79AtGgG+GI4iMiY0QgnfeeQdr167FlClTMGvWLCxfvhy5ubnYs2cPHnrooTHdLycnBzNmzMD111/P9d10002YNGkSjjnmGMydOxevvfbauMcbaULRMJmWE1lC1TCZBSWyhLJoYgsrhpQgo9VsDukmhHwO4J5gwXiEkBMAPEgprfC2l3s/WgmgDUAupdQZeN5IzJ8/n/Kj1QFg9+7dmDFjRni/iIQYHBzEnDlz8P333yM1Nfrbikbi+VXXmjkNk0Doow/XYsIYnmAWKt/zZxaUyBPsefNhc50RDQghWyil88dzbSxM95sATPVG2JsBXAbgCkopJYSsB3AJPH77awG8G4PxSJ61a9fixhtvxN133x0TIR8pfBH4gF/oN3VbkMeETVThm/HZ844+gc87NV4PQoDuQQd79gxJEpZGTwi5EMBjALIBdAPYSimtIITkwZNGd673vHMB/B2e9LrnKaV/8vZPhkfIZwCoBXAVpdQW+D2BqEGjjzXs+TEYDIZ0EU2jp5S+A+CdIP1NAM7ltT8E8GGQ8w7CE5XPYDAYDAYjCiiqMl4k4g3UCHtuDAaDoVwUI+iNRiM6OjqY0BojlFJ0dHTAaDSOfjKDwWAwZEcsgvFiQn5+PhobG9HW1ib2UGSH0WhEfn7+6CcyGAwGQ3YoRtDr9XoUFxeLPQwGg8FgMCSFYkz3DAaDwWAwhsIEPYPBYDAYCoYJegaDwWAwFExESuDGGkJIHwC27+boZAFoF3sQMoE9q9Bgzyk02HMKHfasQqOUUpo8ngvlGoxXN94KQWqCELKZPafQYM8qNNhzCg32nEKHPavQIIQM2UsmVJjpnsFgMBgMBcMEPYPBYDAYCkaugn6V2AOQCew5hQ57VqHBnlNosOcUOuxZhca4n5Msg/EYDAaDwWCEhlw1egaDwWAwGCEgC0FPCPkJIWQnIcRNCBk2OpMQUk8I2U4I2RpOhKJcGcNzOpsQUkcI2U8IWRbLMUoFQkgGIeRTQsg+77/pw5zn8s6nrYSQ92I9TrEYbY4QQgyEkDe9n39LCCkSYZiiE8Jzuo4Q0sabQzeJMU6xIYQ8TwhpJYTsGOZzQgj5p/c5biOEHBvrMUqBEJ7TqYSQHt58+n0o95WFoAewA8BFAL4M4dzTKKVlKk3XGPU5EUK0AJ4AcA6AmQAuJ4TMjM3wJMUyAJ9RSqcC+MzbDobFO5/KKKUXxG544hHiHLkRQBeltATAowAeju0oxWcMf0tv8ubQszEdpHR4EcDZI3x+DoCp3p9bAPwrBmOSIi9i5OcEAF/x5tNDodxUFoKeUrqbUsoK5IxCiM9pIYD9lNKDlFI7gDcALIn+6CTHEgAveY9fAlAp3lAkRyhzhP/8VgM4nRBCYjhGKcD+lkKEUvolgM4RTlkC4GXqYSOANELIxNiMTjqE8JzGhSwE/RigAD4hhGwhhNwi9mAkiglAA6/d6O1TGzmU0mbv8VEAOcOcZySEbCaEbCSEVMZmaKITyhzhzqGUOgH0AMiMyeikQ6h/Sxd7zdGrCSEFsRma7GDvpdA5gRDyAyHkI0LIrFAukExlPELIWgC5QT76LaX03RBvcxKl1EwImQDgU0LIHu8KSTFE6DmpgpGeFb9BKaWEkOHSTwq9c2oygHWEkO2U0gORHitDsbwP4HVKqY0Qcis8VpDFIo+JIV++h+ed1E8IORdANTzujhGRjKCnlJ4RgXuYvf+2EkLegce0pihBH4HnZAbA1yryvX2KY6RnRQhpIYRMpJQ2e02ErcPcwzenDhJCPgdQDkDpgj6UOeI7p5EQogOQCqAjNsOTDKM+J0op/5k8C+AvMRiXHFHNeykcKKW9vOMPCSFPEkKyKKUj7hWgGNM9ISSREJLsOwZwFjzBaQwhmwBMJYQUE0LiAFwGQDXR5DzeA3Ct9/haAEOsIYSQdEKIwXucBWARgF0xG6F4hDJH+M/vEgDrqPqKcoz6nAL8zBcA2B3D8cmJ9wBc442+Px5AD8+1xvBCCMn1xcIQQhbCI8NHX2BTSiX/A+BCeHw2NgAtAGq8/XkAPvQeTwbwg/dnJzymbNHHLrXn5G2fC2AvPJqp6p6T9xlkwhNtvw/AWgAZ3v75AJ71Hp8IYLt3Tm0HcKPY447h8xkyRwA8BOAC77ERwFsA9gP4DsBksccs0ee0wvs++gHAegDTxR6zSM/pdQDNABzed9SNAG4DcJv3cwJPBsMB79/afLHHLNHndCdvPm0EcGIo92WV8RgMBoPBUDCKMd0zGAwGg8EYChP0DAaDwWAoGCboGQwGg8FQMEzQMxgMBoOhYJigZzAYDAZDwTBBz2AwGAyGgmGCnsFgMBgMBcMEPYPBYDAYCub/AR5uuW8I0vX3AAAAAElFTkSuQmCC\n", "text/plain": [ "
" ] }, "metadata": { "needs_background": "light" }, "output_type": "display_data" } ], "source": [ "plt.figure(figsize=(8, 5))\n", "plt.plot(x, y1, label='Квадрат', lw=3, color='#00CC66')\n", "plt.plot(x, y2, label='Синус', lw=3, marker='o')\n", "plt.legend()\n", "plt.xlim((-1.5, 1.5))\n", "plt.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "С помощью `plotly` графики рисуются с помощью следующей общей конструкции:\n", "\n", "```python\n", " fig = go.Figure()\n", " fig.add_trace(что рисовать)\n", " fig.update_layout(параметры фигуры)\n", " fig.update_xaxes(параметры оси абсцисс)\n", " fig.update_yaxes(параметры оси ординат)\n", " fig.show()\n", "```\n", "\n", "Теперь нарисуем наши функции с помощью `plotly`." ] }, { "cell_type": "code", "execution_count": 4, "metadata": { "scrolled": false }, "outputs": [ { "data": { "text/html": [ " \n", " " ] }, "metadata": {}, "output_type": "display_data" }, { "data": { "application/vnd.plotly.v1+json": { "config": { 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# объявляем фигуру\n", "fig = go.Figure()\n", "\n", "# добавляем первый график\n", "fig.add_trace(\n", " go.Scatter(\n", " x=x, y=y1, # данные\n", " name='Квадрат', # имя в легенде\n", " marker=dict(color='#00CC66'), # цвет в html-формате \n", " opacity=0.8, # прозрачность\n", " line={'width': 3} # свойства линии - толщина\n", " )\n", ")\n", "\n", "# добавляем второй график\n", "fig.add_trace(\n", " go.Scatter(\n", " x=x, y=y2, # данные\n", " mode='lines+markers', # линии и точки\n", " name='Синус', # имя в легенде\n", " marker=dict( # свойства маркера\n", " color='rgba(255,48,0,1)', # цвет в rgb-формате \n", " size=7 # размер маркера\n", " ), \n", " opacity=0.8, # прозрачность\n", " line={'width': 3} # свойства линии - толщина\n", " )\n", ")\n", "\n", "# свойства фигуры\n", "fig.update_layout(\n", " height=450, width=700, # размер фигуры\n", " title_text='Простой график функций', # заголовок графика\n", " title_font_size=16, # размер заголовка\n", " plot_bgcolor='rgba(0,0,0,0.05)', # цвет фона\n", ")\n", "\n", "# параметры оси абсцисс\n", "fig.update_xaxes(\n", " range=[-1.5, 1.5], # ограничение графика\n", " zeroline=True, # рисовать линию x=0\n", " zerolinewidth=2 # толщина линии x=0\n", ")\n", "\n", "# параметры оси ординат\n", "fig.update_yaxes(\n", " zeroline=True, # рисовать линию y=0\n", " zerolinewidth=2, # толщина линии y=0\n", " zerolinecolor='LightGray' # цвет линии y=0\n", ")\n", "\n", "# показать график\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "График интерактивный:\n", "* при наведении мышкой на линию появляется окошко, в которой указаны координаты точки и имя линии;\n", "* с помощью выделения можно указать прямоугольную область, которую нужно приблизить;\n", "* вернуть исходный масштаб можно двойныл щелчком или кнопкой на панели сверху;\n", "* кликами по легенде можно убирать линии с графика.\n", "\n", "\n", "Следующей функцией можно сохранить фигуру в html-формате." ] }, { "cell_type": "code", "execution_count": 5, "metadata": {}, "outputs": [ { "data": { "text/plain": [ "'example.html'" ] }, "execution_count": 5, "metadata": {}, "output_type": "execute_result" } ], "source": [ "plotly.offline.plot(fig, filename='example.html', auto_open=False)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "*Замечание.*\n", "На сайте Plotly содержится полная документация со списом всех возможных параметров. Если параметр принимает в качестве значения словарь других параметров, то в документации приводится также список этих параметров.\n", "Ссылки на документацию для конкретных функций:\n", "* Scatter;\n", "* update_layout;\n", "* update_xaxes;\n", "* update_yaxes." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Капитализация Apple\n", "\n", "Загрузим данные с информацией о капитализации компании Apple в зависимости от месяца." ] }, { "cell_type": "code", "execution_count": 6, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DateAAPL.OpenAAPL.HighAAPL.LowAAPL.CloseAAPL.VolumeAAPL.Adjusteddnmavgupdirection
02015-02-17127.489998128.880005126.919998127.83000263152400122.905254106.741052117.927667129.114281Increasing
12015-02-18127.629997128.779999127.449997128.72000144891700123.760965107.842423118.940333130.038244Increasing
22015-02-19128.479996129.029999128.330002128.44999737362400123.501363108.894245119.889167130.884089Decreasing
32015-02-20128.619995129.500000128.050003129.50000048948400124.510914109.785449120.763500131.741551Increasing
42015-02-23130.020004133.000000129.660004133.00000070974100127.876074110.372516121.720167133.067817Increasing
\n", "
" ], "text/plain": [ " Date AAPL.Open AAPL.High AAPL.Low AAPL.Close AAPL.Volume \\\n", "0 2015-02-17 127.489998 128.880005 126.919998 127.830002 63152400 \n", "1 2015-02-18 127.629997 128.779999 127.449997 128.720001 44891700 \n", "2 2015-02-19 128.479996 129.029999 128.330002 128.449997 37362400 \n", "3 2015-02-20 128.619995 129.500000 128.050003 129.500000 48948400 \n", "4 2015-02-23 130.020004 133.000000 129.660004 133.000000 70974100 \n", "\n", " AAPL.Adjusted dn mavg up direction \n", "0 122.905254 106.741052 117.927667 129.114281 Increasing \n", "1 123.760965 107.842423 118.940333 130.038244 Increasing \n", "2 123.501363 108.894245 119.889167 130.884089 Decreasing \n", "3 124.510914 109.785449 120.763500 131.741551 Increasing \n", "4 127.876074 110.372516 121.720167 133.067817 Increasing " ] }, "execution_count": 6, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_csv(\n", " 'https://raw.githubusercontent.com/'\\\n", " 'plotly/datasets/master/finance-charts-apple.csv'\n", ")\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Построим график по этим данным, к которому добавим также слайдер, предоставляющий возможность возможность выделять интересующий диапазон дат." ] }, { "cell_type": "code", "execution_count": 7, "metadata": { "scrolled": false }, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "name": "AAPL High", "type": "scatter", "x": [ "2015-02-17", "2015-02-18", "2015-02-19", "2015-02-20", "2015-02-23", "2015-02-24", "2015-02-25", "2015-02-26", "2015-02-27", "2015-03-02", "2015-03-03", "2015-03-04", "2015-03-05", "2015-03-06", "2015-03-09", "2015-03-10", "2015-03-11", "2015-03-12", "2015-03-13", "2015-03-16", "2015-03-17", "2015-03-18", "2015-03-19", "2015-03-20", "2015-03-23", "2015-03-24", "2015-03-25", "2015-03-26", "2015-03-27", "2015-03-30", "2015-03-31", "2015-04-01", "2015-04-02", 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}, "ternary": { "aaxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "baxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" }, "bgcolor": "#E5ECF6", "caxis": { "gridcolor": "white", "linecolor": "white", "ticks": "" } }, "title": { "x": 0.05 }, "xaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 }, "yaxis": { "automargin": true, "gridcolor": "white", "linecolor": "white", "ticks": "", "title": { "standoff": 15 }, "zerolinecolor": "white", "zerolinewidth": 2 } } }, "title": { "font": { "size": 20 }, "text": "Финансы компании \"Apple\"" }, "xaxis": { "rangeslider": { "visible": true } }, "yaxis": { "title": { "text": "Стоимость" } } } }, "text/html": [ "
\n", " \n", " \n", "
\n", " \n", "
" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = go.Figure()\n", "\n", "# две кривые\n", "fig.add_trace(go.Scatter(x=df.Date, y=df['AAPL.High'], name=\"AAPL High\"))\n", "fig.add_trace(go.Scatter(x=df.Date, y=df['AAPL.Low'], name=\"AAPL Low\"))\n", "\n", "# свойства графика\n", "fig.update_layout(\n", " title_text='Финансы компании \"Apple\"',\n", " title_font_size=20,\n", " yaxis_title='Стоимость',\n", " xaxis_rangeslider_visible=True # слайдер\n", ")\n", "\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 2. Несколько графиков\n", "\n", "Сгенерируем 5 выборок размера 200 и посчитаем по каждой из них кумулятивные суммы" ] }, { "cell_type": "code", "execution_count": 8, "metadata": {}, "outputs": [], "source": [ "x = sps.norm.rvs(size=(5, 200)).cumsum(axis=1)" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Визуализируем каждую кривую на своем графике. Мы также свяжем между собой горизонтальные координатные оси. Это свойство позволяет одновременно масштабировать каждый график, что полезно в случае если величины разные по смыслу." ] }, { "cell_type": "code", "execution_count": 9, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "type": "scatter", "x": [ 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10, 11, 12, 13, 14, 15, 16, 17, 18, 19, 20, 21, 22, 23, 24, 25, 26, 27, 28, 29, 30, 31, 32, 33, 34, 35, 36, 37, 38, 39, 40, 41, 42, 43, 44, 45, 46, 47, 48, 49, 50, 51, 52, 53, 54, 55, 56, 57, 58, 59, 60, 61, 62, 63, 64, 65, 66, 67, 68, 69, 70, 71, 72, 73, 74, 75, 76, 77, 78, 79, 80, 81, 82, 83, 84, 85, 86, 87, 88, 89, 90, 91, 92, 93, 94, 95, 96, 97, 98, 99, 100, 101, 102, 103, 104, 105, 106, 107, 108, 109, 110, 111, 112, 113, 114, 115, 116, 117, 118, 119, 120, 121, 122, 123, 124, 125, 126, 127, 128, 129, 130, 131, 132, 133, 134, 135, 136, 137, 138, 139, 140, 141, 142, 143, 144, 145, 146, 147, 148, 149, 150, 151, 152, 153, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# объявляем сетку графиков\n", "fig = plotly.subplots.make_subplots(\n", " rows=5, cols=1, # 5 строк и 1 столбец\n", " shared_xaxes=True, # горизонтальные оси связаны при изменении масштаба\n", " vertical_spacing=0.02 # расстояние между графиками\n", ")\n", "\n", "# рисуем каждый график отдельно\n", "for i in range(5):\n", " fig.add_trace(\n", " go.Scatter(\n", " x=np.arange(200), y=x[i]\n", " ), \n", " i+1, 1 # расположение графика в сетке, нумерация с 1\n", " )\n", " \n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "#### Датчики\n", "\n", "Рассмотрим более сложный пример о датчиках, подверженных воздействию турбулентных газовых смесей. В данных за 5 минут содержатся измерения температуры, относительной влажности воздуха, а также показания 8 датчиков. \n", "\n", "Загрузим данные" ] }, { "cell_type": "code", "execution_count": 10, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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Time (s)Temperature (oC)Relative Humidity (%)TGS2600TGS2602TGS2602TGS2620TGS2612TGS2620TGS2611TGS2610
01.7222.4540.63347.0275.0536.0624.0596.0741.0668.0760.0
11.7422.4540.63348.0275.0537.0624.0596.0740.0668.0760.0
21.7622.4540.63346.0275.0536.0624.0596.0740.0668.0760.0
31.7822.4540.63349.0275.0536.0624.0596.0740.0668.0760.0
41.8022.4540.63348.0275.0536.0624.0596.0741.0668.0760.0
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" ], "text/plain": [ " Time (s) Temperature (oC) Relative Humidity (%) TGS2600 TGS2602 \\\n", "0 1.72 22.45 40.63 347.0 275.0 \n", "1 1.74 22.45 40.63 348.0 275.0 \n", "2 1.76 22.45 40.63 346.0 275.0 \n", "3 1.78 22.45 40.63 349.0 275.0 \n", "4 1.80 22.45 40.63 348.0 275.0 \n", "\n", " TGS2602 TGS2620 TGS2612 TGS2620 TGS2611 TGS2610 \n", "0 536.0 624.0 596.0 741.0 668.0 760.0 \n", "1 537.0 624.0 596.0 740.0 668.0 760.0 \n", "2 536.0 624.0 596.0 740.0 668.0 760.0 \n", "3 536.0 624.0 596.0 740.0 668.0 760.0 \n", "4 536.0 624.0 596.0 741.0 668.0 760.0 " ] }, "execution_count": 10, "metadata": {}, "output_type": "execute_result" } ], "source": [ "data = pd.read_csv('006_Et_M_CO_M', header=None)\n", "data.columns = ['Time (s)', 'Temperature (oC)', 'Relative Humidity (%)',\n", " 'TGS2600', 'TGS2602', 'TGS2602', 'TGS2620', \n", " 'TGS2612', 'TGS2620', 'TGS2611', 'TGS2610']\n", "data.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Определим какое-то интерпретируемое время" ] }, { "cell_type": "code", "execution_count": 11, "metadata": {}, "outputs": [], "source": [ "time = pd.Timestamp('2021-04-03 16:30:00') + data.iloc[:, 0] * pd.Timedelta('1 sec')" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Нарисуем график в три ряда, в которых на первые два нанесем температуру и относительную влажность, а на последний — показания всех датчиков. В данном случае показания датчиков имеют одинаковый смысл и одинаковую размерность, поэтому их можно наносить на один график, а температура и влажность имеют свою размерность, поэтому их необходимо рисовать на отдельном графике. Поскольку все показания датчиков на одном графике, то для удобства анализа стоит этот график сделать шире." ] }, { "cell_type": "code", "execution_count": 12, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "name": "Temperature (oC)", "type": "scatter", "x": [ "2021-04-03T16:30:01.720000", "2021-04-03T16:30:01.740000", "2021-04-03T16:30:01.760000", "2021-04-03T16:30:01.780000", "2021-04-03T16:30:01.800000", "2021-04-03T16:30:01.820000", "2021-04-03T16:30:01.840000", "2021-04-03T16:30:01.860000", "2021-04-03T16:30:01.880000", "2021-04-03T16:30:01.900000", "2021-04-03T16:30:01.920000", "2021-04-03T16:30:01.940000", "2021-04-03T16:30:01.960000", "2021-04-03T16:30:01.980000", "2021-04-03T16:30:02", "2021-04-03T16:30:02.020000", "2021-04-03T16:30:02.040000", "2021-04-03T16:30:02.060000", "2021-04-03T16:30:02.080000", "2021-04-03T16:30:02.100000", "2021-04-03T16:30:02.120000", 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "# объявляем сетку графиков\n", "fig = plotly.subplots.make_subplots(\n", " rows=3, cols=1, # 3 строки и 1 столбец\n", " shared_xaxes=True, # горизонтальные оси связаны при изменении масштаба\n", " vertical_spacing=0.1, # расстояние между графиками\n", " row_heights=[0.25, 0.25, 0.5], # высота каждой строки\n", " subplot_titles=['Температура', 'Относительная влажность', 'Показания датчиков']\n", ")\n", "\n", "# визуализируем температуру и влажность\n", "for i in [1, 2]:\n", " fig.add_trace(\n", " go.Scatter(\n", " x=time, y=data.iloc[:, i],\n", " name=data.columns[i],\n", " ), \n", " i, 1\n", " )\n", "\n", "# визуализируем показания датчиков\n", "for i in range(8):\n", " fig.add_trace(\n", " go.Scatter(\n", " x=time, y=data.iloc[:, 3+i],\n", " name=data.columns[3+i]\n", " ), \n", " 3, 1\n", " )\n", " \n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Подробнее о `make_subplots` можно почитать в документации." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 3. Скорость работы\n", "\n", "Загрузим данные о средней температуре днем в 8 городах с 1995 по 2020 годы." ] }, { "cell_type": "code", "execution_count": 13, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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" ], "text/plain": [ " BIEJNG HAVANA MUNICH DUBAI PARIS TOKYO \\\n", "1995-01-01 -2.222222 NaN 0.944444 19.833333 3.000000 6.111111 \n", "1995-01-02 -1.666667 26.388889 -1.611111 19.388889 1.777778 4.888889 \n", "1995-01-03 -1.166667 23.777778 -3.555556 18.722222 2.222222 6.277778 \n", "1995-01-04 1.388889 22.555556 -9.833333 19.333333 -0.722222 7.166667 \n", "1995-01-05 2.555556 21.166667 -10.222222 20.277778 -2.777778 8.666667 \n", "\n", " MOSCOW ISTNBL \n", "1995-01-01 0.166667 12.777778 \n", "1995-01-02 -0.166667 13.944444 \n", "1995-01-03 -2.888889 6.888889 \n", "1995-01-04 -8.944444 8.666667 \n", "1995-01-05 -4.555556 6.722222 " ] }, "execution_count": 13, "metadata": {}, "output_type": "execute_result" } ], "source": [ "cities = [\n", " 'CIBIEJNG', 'CUHAVANA', 'DLMUNICH', 'ERDUBAI', \n", " 'FRPARIS', 'JPTOKYO', 'RSMOSCOW', 'TUISTNBL'\n", "]\n", "df = pd.DataFrame()\n", "\n", "# считываем отдельно каждый город\n", "for city in cities:\n", " # столбцы отличаются переменным числом пробелов, что парсится с помощью delim_whitespace\n", " data = pd.read_csv(city + '.txt', delim_whitespace=True, header=None)\n", " # соединим даты\n", " time = pd.to_datetime(data[2].astype(str) + '.' + data[0].astype(str) + '.' + data[1].astype(str))\n", " # образуем временной ряд\n", " time_series = pd.Series(data[3].values, index=time)\n", " # удалим дубли по моментам времени\n", " time_series = time_series[~time_series.index.duplicated()]\n", " # добавим в общую таблицу\n", " df[city[2:]] = time_series\n", "\n", "# значение менее -50 по Фаренгейту некорректные\n", "df[df < -50] = np.nan\n", "# переведем в Цельсии\n", "df = (df - 32) * 5/9\n", "# отсортируем моменты времени\n", "df = df.sort_index()\n", "\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Визуализируем все кривые на одном графике" ] }, { "cell_type": "code", "execution_count": null, "metadata": {}, "outputs": [], "source": [ "fig = go.Figure()\n", "\n", "# добавляем каждый город\n", "for city in df.columns:\n", " fig.add_trace(\n", " go.Scatter(\n", " mode='lines+markers', # линии и точки\n", " x=df.index, \n", " y=df[city], \n", " marker=dict(size=5),\n", " name=city\n", " )\n", " )\n", "\n", "# Добавление подписей для графика\n", "fig.update_layout(\n", " title_text=\"Средняя температура днем\",\n", " title_font_size=20,\n", " xaxis_title=\"Дата\",\n", " yaxis_title=\"Температура, °C\", \n", ")\n", "\n", "# Отображение графика\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "**# Вывод ячейки выше настолько все тормозит, что принято решение его убрать.**" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Интерактив в этом графике очень сильно тормозит. Более того, тормозит даже сам ноутбук. Это произошло из-за того, что данных много и мы рисуем не только линии, но и сами точки.\n", "\n", "Можно, конечно, попробовать как-то упростить, но не всегда это поможет. Вместо этого лучше заменить все `Scatter` на `Scattergl`, не меняя больше ничего." ] }, { "cell_type": "code", "execution_count": 15, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "marker": { "size": 5 }, "mode": "lines+markers", "name": "BIEJNG", "type": "scattergl", "x": [ "1995-01-01T00:00:00", "1995-01-02T00:00:00", "1995-01-03T00:00:00", "1995-01-04T00:00:00", "1995-01-05T00:00:00", "1995-01-06T00:00:00", "1995-01-07T00:00:00", "1995-01-08T00:00:00", "1995-01-09T00:00:00", "1995-01-10T00:00:00", "1995-01-11T00:00:00", "1995-01-12T00:00:00", "1995-01-13T00:00:00", "1995-01-14T00:00:00", "1995-01-15T00:00:00", "1995-01-16T00:00:00", "1995-01-17T00:00:00", "1995-01-18T00:00:00", "1995-01-19T00:00:00", "1995-01-20T00:00:00", "1995-01-21T00:00:00", "1995-01-22T00:00:00", "1995-01-23T00:00:00", "1995-01-24T00:00:00", "1995-01-25T00:00:00", "1995-01-26T00:00:00", "1995-01-27T00:00:00", 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7.444444444444445, 5.555555555555555, 2.6111111111111125, 7.222222222222222, 6.555555555555554, 4.166666666666667, 5.999999999999998, 6.611111111111111, 8, 5.499999999999999, 4.61111111111111, 5.1111111111111125, 5.611111111111112, 6.333333333333332, 5.222222222222221, 6.0555555555555545, 6.722222222222223, 6.722222222222223, 7.777777777777778, 7.722222222222222, 8.777777777777777, 8.944444444444445, 6.944444444444445, 6.222222222222224, 5.38888888888889, 6.388888888888889, 8.333333333333334, 6.7777777777777795, 7.055555555555557, 5.277777777777778, 4.777777777777779, 8.444444444444446, 4.166666666666667, 1.6666666666666667, 5.833333333333333, 7.6111111111111125, 13.11111111111111, 11.88888888888889, 8.777777777777777, 13.055555555555555, 11.277777777777777, 8.61111111111111, 5.277777777777778, 8.444444444444446, 10.722222222222221, 13.61111111111111, 15.88888888888889, 10.833333333333334, 9.222222222222221, 12.5, 12.166666666666666, 9.333333333333332, 10.444444444444443, 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4.833333333333335, 2.7777777777777777, 4.944444444444444, 4.222222222222223, 7.3888888888888875, 12, 9.944444444444445, 9.11111111111111, 10.722222222222221, 7.833333333333333, 4.61111111111111, 6.4444444444444455, 8.833333333333334, 11.166666666666666, 13, 10.722222222222221, 8.88888888888889, 8.499999999999998, 12.888888888888891, 13.555555555555555, 9.666666666666666, 10.111111111111112, 6.944444444444445, 8.88888888888889, 14.38888888888889, 11.055555555555555, 10.722222222222221, 10.166666666666664, 10.777777777777779, 11.38888888888889, 12.5, 13.055555555555555, 8.055555555555555, 13.222222222222221, 18.166666666666668, 19.88888888888889, 15.944444444444445, 15.277777777777779, 18.88888888888889, 9.611111111111109, 7.833333333333333, 9.833333333333336, 14.000000000000002, 16.333333333333332, 13.222222222222221, 15.666666666666666, 13.11111111111111, 14.11111111111111, 12.888888888888891, 15.555555555555555, 14.000000000000002, 15, 13.277777777777779, 15.777777777777779, 14.11111111111111, 17.88888888888889, 21.27777777777778, 20.166666666666668, 18.000000000000004, 19.61111111111111, 18.555555555555557, 17.22222222222222, 19.111111111111114, 17.5, 12.166666666666666, 15.944444444444445, 15.055555555555555, 17.666666666666668, 16.61111111111111, 12.833333333333334, 13.944444444444445, 11.555555555555554, 13.61111111111111, 14.722222222222221, 15.833333333333334, 16.5, 19.944444444444446, 20.555555555555557, 18.277777777777782, 20.500000000000004, 19.555555555555557, 18.61111111111111, 17.555555555555557, 16.61111111111111, 18.111111111111107, 20.33333333333333, 19.499999999999996, 17.444444444444443, 16.61111111111111, 20, 21.77777777777778, 18.77777777777778, 18.666666666666664, 18.72222222222222, 20.888888888888886, 20.944444444444443, 20.055555555555554, 20.888888888888886, 22.333333333333332, 20.72222222222222, 22.666666666666668, 24.055555555555557, 21.555555555555557, 20.888888888888886, 19.166666666666668, 18.000000000000004, 21.27777777777778, 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27.77777777777778, 26.722222222222218, 26.722222222222218, 28.22222222222222, 28.277777777777782, 25.72222222222222, 27.11111111111111, 28.5, 29.11111111111111, 29, 28.61111111111111, 27.77777777777778, 26.22222222222222, 24.055555555555557, 25.222222222222225, 28.22222222222222, 26.555555555555557, 24.72222222222222, 26.055555555555557, 25.888888888888886, 25.166666666666668, 26.888888888888893, 27.444444444444446, 27.38888888888889, 26.22222222222222, 23.388888888888886, 25.38888888888889, 26.77777777777778, 26.611111111111114, 24.555555555555557, 26.77777777777778, 25, 26.444444444444443, 27.22222222222222, 27.944444444444443, 22.666666666666668, 22.22222222222222, 23.555555555555557, 25.444444444444443, 25.611111111111107, 24.111111111111114, 23.555555555555557, 22.61111111111111, 25.055555555555554, 21.38888888888889, 20.944444444444443, 20.72222222222222, 19.777777777777775, 19.444444444444443, 20.055555555555554, 20.555555555555557, 22.77777777777778, 25.11111111111111, 21.055555555555557, 19.88888888888889, 18.61111111111111, 20, 22.22222222222222, 22.944444444444443, 18.77777777777778, 18.111111111111107, 19.27777777777778, 18.77777777777778, 19.66666666666667, 21.5, 21.666666666666668, 18.944444444444443, 18.111111111111107, 17.444444444444443, 17.5, 18.61111111111111, 18.61111111111111, 16.5, 17.77777777777778, 18.277777777777782, 18.77777777777778, 15.833333333333334, 15.055555555555555, 17.444444444444443, 19.27777777777778, 16.833333333333332, 14.444444444444445, 14.055555555555554, 15.166666666666666, 15.333333333333334, 16.555555555555557, 17.11111111111111, 15.333333333333334, 18.111111111111107, 17.444444444444443, 14.777777777777779, 13.944444444444445, 13.61111111111111, 14.11111111111111, 13.88888888888889, 12.833333333333334, 10.722222222222221, 11.166666666666666, 10.388888888888891, 11.055555555555555, 11.222222222222223, 9.888888888888888, 9.5, 11.222222222222223, 11.722222222222221, 12.944444444444443, 11.777777777777779, 12.111111111111109, 12.5, 15.38888888888889, 13.833333333333334, 10.999999999999998, 9.055555555555554, 10.666666666666668, 8.722222222222223, 6.611111111111111, 8.277777777777779, 8, 8.499999999999998, 7.833333333333333, 9.11111111111111, 10.166666666666664, 5.666666666666668, 5.38888888888889, 4.777777777777779, 6.111111111111111, 4.555555555555557, 6.4444444444444455, 6.944444444444445, 3.0555555555555554, 4.777777777777779, 7.11111111111111, 7.444444444444445, 4.444444444444445, 5.555555555555555, 4.555555555555557, 7.000000000000001, 4.500000000000001, 4.777777777777779, 5.222222222222221, 5.611111111111112, 5.833333333333333, 4.944444444444444, 4.61111111111111, 4.222222222222223, 4.444444444444445, 4.833333333333335, 3.1666666666666683, 2.1111111111111094, 3.6666666666666674, 4.555555555555557, 3.944444444444445, 4.666666666666666, 6.500000000000002, 5.777777777777777, 4.8888888888888875, 8.722222222222223, 9.777777777777779, 9.11111111111111, 6.722222222222223, 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13.277777777777779, 11.555555555555554, 4.722222222222222, 5.666666666666668, 8.944444444444445, 13.11111111111111, 12.555555555555555, 13.055555555555555, 7.6111111111111125, 8.88888888888889, 11.38888888888889, 9.777777777777779, 10.5, 10.055555555555555, 10.777777777777779, 13.444444444444446, 11.722222222222221, 12.222222222222221, 8.555555555555555, 7.777777777777778, 8.38888888888889, 11.944444444444445, 13.222222222222221, 13.222222222222221, 15.5, 9.611111111111109, 11.88888888888889, 9.722222222222221, 13.055555555555555, 12.111111111111109, 10.388888888888891, 12.222222222222221, 13.61111111111111, 14.88888888888889, 11.38888888888889, 9.611111111111109, 9.944444444444445, 13.61111111111111, 16.72222222222222, 16.944444444444443, 14.444444444444445, 12.222222222222221, 14.11111111111111, 14.11111111111111, 14.666666666666666, 10.999999999999998, 14.333333333333334, 12.444444444444445, 16.166666666666668, 15.055555555555555, 19.27777777777778, 21.77777777777778, 12, 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28.61111111111111, 28.88888888888889, 27.666666666666668, 27.444444444444446, 27.88888888888889, 27.38888888888889, 28.333333333333332, 24.72222222222222, 25.27777777777778, 24.88888888888889, 26, 27.055555555555557, 25.38888888888889, 26.22222222222222, 21.444444444444443, 24.72222222222222, 25.444444444444443, 25.72222222222222, 27.61111111111111, 23.055555555555557, 25.611111111111107, 25.38888888888889, 26.833333333333332, 28.111111111111107, 24.833333333333332, 20.666666666666668, 19, 19.944444444444446, 21.333333333333336, 22.11111111111111, 21.5, 25.666666666666668, 25.38888888888889, 24.333333333333332, 23.277777777777782, 22.055555555555557, 20.500000000000004, 21.27777777777778, 20.833333333333332, 18.944444444444443, 20.777777777777782, 22.944444444444443, 21.611111111111114, 21.444444444444443, 19.61111111111111, 19.388888888888893, 22.11111111111111, 21.666666666666668, 19.333333333333332, 17.27777777777778, 21.11111111111111, 21, 20.222222222222225, 21.11111111111111, 21.77777777777778, 21.555555555555557, 19.27777777777778, 18.111111111111107, 18.555555555555557, 19.66666666666667, 20.555555555555557, 19.055555555555557, 19.66666666666667, 20.555555555555557, 18.833333333333336, 18.555555555555557, 15.88888888888889, 14.277777777777779, 17.333333333333332, 18.88888888888889, 17.555555555555557, 18.5, 18.666666666666664, 18.055555555555557, 18.72222222222222, 17.77777777777778, 16.61111111111111, 17.27777777777778, 17.444444444444443, 17.77777777777778, 19, 16.055555555555557, 15.11111111111111, 16.88888888888889, 18.444444444444443, 14.777777777777779, 11.944444444444445, 13.666666666666666, 18.833333333333336, 13.555555555555555, 13.166666666666668, 11.444444444444445, 12.888888888888891, 10.555555555555555, 14.11111111111111, 14.722222222222221, 14.666666666666666, 11.055555555555555, 10.555555555555555, 9.722222222222221, 11.88888888888889, 14.777777777777779, 12.555555555555555, 13.944444444444445, 10.166666666666664, 10.055555555555555, 11.88888888888889, 8.88888888888889, 8.944444444444445, 8.722222222222223, 9.333333333333332, 10.222222222222221, 10.88888888888889, 7.3888888888888875, 10.055555555555555, 9.611111111111109, 8.499999999999998, 10.944444444444446, 11.38888888888889, 11.38888888888889, 12.944444444444443, 11.166666666666666, 8.38888888888889, 7.944444444444443, 9.722222222222221, 10.055555555555555, 9.444444444444445, 9.38888888888889, 9.444444444444445, 8.88888888888889, 9.944444444444445, 14.000000000000002, 9.888888888888888, 6.333333333333332, 6.888888888888888, 6.4444444444444455, 6.7777777777777795, 9.222222222222221, 8.11111111111111, 7.3888888888888875, 7.444444444444445, 7.277777777777778, 7.666666666666665, 7.222222222222222, 7.277777777777778, 7.3888888888888875, 7.444444444444445, 6.166666666666668, 7.333333333333335, 6.555555555555554, 7.944444444444443, 8.777777777777777, 7.055555555555557, 8.444444444444446, 6.944444444444445, 5.444444444444443, 7.055555555555557, 7.722222222222222, 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21.888888888888893, 23.77777777777778, 23.22222222222222, 20.833333333333332, 23.77777777777778, 22.38888888888889, 21.22222222222222, 22.944444444444443, 21.555555555555557, 21.27777777777778, 21.166666666666664, 21.444444444444443, 21.611111111111114, 22.944444444444443, 23.166666666666668, 22.38888888888889, 22.944444444444443, 22.61111111111111, 21.722222222222218, 23.444444444444443, 21.999999999999996, 19.222222222222218, 20.944444444444443, 22.555555555555554, 21.444444444444443, 22.11111111111111, 18.944444444444443, 18.000000000000004, 16.72222222222222, 22.38888888888889, 19.61111111111111, 16.72222222222222, 19.222222222222218, 18.5, 19.444444444444443, 17.944444444444443, 17.72222222222222, 18.22222222222222, 18.22222222222222, 19.88888888888889, 21.27777777777778, 21, 18.944444444444443, 18.333333333333332, 17.61111111111111, 15.833333333333334, 15.333333333333334, 15.444444444444445, 19.72222222222222, 17.444444444444443, 17.72222222222222, 18.77777777777778, 17.666666666666668, 19.499999999999996, 11.555555555555554, 10.88888888888889, 13.333333333333334, 13.88888888888889, 16.27777777777778, 17.166666666666668, 17.11111111111111, 17.5, 18.055555555555557, 14.444444444444445, 12.277777777777779, 12.388888888888888, 18.277777777777782, 17.11111111111111, 14.11111111111111, 10.222222222222221, 11.055555555555555, 8.61111111111111, 11.555555555555554, 12, 8.88888888888889, 12.055555555555557, 13.11111111111111, 13.666666666666666, 13.944444444444445, 14.166666666666666, 13.277777777777779, 10.166666666666664, 10.833333333333334, 11.777777777777779, 12.444444444444445, 11.055555555555555, 11.944444444444445, 10.055555555555555, 11.722222222222221, 10.166666666666664, 10.61111111111111, 11.222222222222223, 10.722222222222221, 9.11111111111111, 13.833333333333334, 10.61111111111111, 8.61111111111111, 7.444444444444445, 6.944444444444445, 6.722222222222223, 5.7222222222222205, 5.166666666666665, 7.11111111111111, 5.7222222222222205, 6.333333333333332, 9.277777777777779, 10.055555555555555, 9.5, 9.777777777777779, 9.222222222222221, 9.444444444444445, 8.055555555555555, 10.333333333333334, 5.1111111111111125, 5.7222222222222205, 7.166666666666667, 6.500000000000002, 7.055555555555557, 7.055555555555557, 5.999999999999998, 8.222222222222221, 7.000000000000001, 7.222222222222222, 7.5, 5.166666666666665, 4.333333333333332, 3.6666666666666674, 3.555555555555555, 5.444444444444443, 3.944444444444445, 5.499999999999999, 5.38888888888889, 9.666666666666666, 15.11111111111111, 10.61111111111111, 6.944444444444445, 6.333333333333332, 6.722222222222223, 8.944444444444445, 6.4444444444444455, 9.944444444444445, 12.555555555555555, 7.944444444444443, 9.444444444444445, 9.555555555555557, 4.722222222222222, 4.555555555555557, 3.1666666666666683, 3.0555555555555554, 4.777777777777779, 3.0555555555555554, 6.277777777777776, 8.333333333333334, 13.277777777777779, 7.000000000000001, 4.111111111111111, 3.944444444444445, 2.055555555555557, 5.833333333333333, 5.499999999999999, 3.4999999999999982, 3.3888888888888897, 3.944444444444445, 6.111111111111111, 7.166666666666667, 6.111111111111111, 7.055555555555557, 9.888888888888888, 11.444444444444445, 14.38888888888889, 15.88888888888889, 8.722222222222223, 6.611111111111111, 9.000000000000002, 5.38888888888889, 8.61111111111111, 7.333333333333335, 13.11111111111111, 10.055555555555555, 5.055555555555556, 6.222222222222224, 3.6666666666666674, 6.666666666666667, 9.166666666666666, 13.055555555555555, 14.333333333333334, 10.111111111111112, 14.944444444444445, 13.944444444444445, 9.444444444444445, 8.833333333333334, 9.277777777777779, 17.27777777777778, 11.38888888888889, 10.444444444444443, 10.722222222222221, 5.611111111111112, 6.722222222222223, 7.88888888888889, 8.61111111111111, 4.722222222222222, 3.7222222222222237, 6.388888888888889, 10.999999999999998, 18.000000000000004, 12.722222222222221, 10.111111111111112, 9.055555555555554, 10.88888888888889, 15.61111111111111, 9.444444444444445, 8.777777777777777, 12.055555555555557, 15.333333333333334, 15.5, 7.88888888888889, 16.38888888888889, 11.555555555555554, 6.4444444444444455, 4.61111111111111, 7.88888888888889, 12.611111111111112, 16.055555555555557, 15.444444444444445, 16.38888888888889, 8.222222222222221, 8.499999999999998, 10.88888888888889, 13.222222222222221, 13.777777777777777, 13.444444444444446, 14.777777777777779, 16.88888888888889, 15.333333333333334, 16.22222222222222, 17.444444444444443, 19.111111111111114, 19.499999999999996, 20.944444444444443, 20.500000000000004, 19.444444444444443, 18.88888888888889, 19.61111111111111, 19.055555555555557, 15.777777777777779, 15.833333333333334, 16.555555555555557, 14.61111111111111, 14.777777777777779, 17.61111111111111, 20.38888888888889, 21.722222222222218, 19.944444444444446, 20.38888888888889, 23.166666666666668, 21.77777777777778, 17.22222222222222, 19.777777777777775, 23.22222222222222, 15.555555555555555, 18.22222222222222, 17.83333333333333, 14.777777777777779, 15.11111111111111, 16.944444444444443, 17, 18.666666666666664, 21, 21.27777777777778, 19.444444444444443, 20.72222222222222, 21.944444444444443, 20.222222222222225, 19.27777777777778, 21.666666666666668, 22.666666666666668, 23.666666666666664, 22.055555555555557, 18.444444444444443, 23.555555555555557, 24.61111111111111, 25.500000000000004, 22.88888888888889, 25.777777777777782, 25.444444444444443, 25.166666666666668, 24.88888888888889, 23.61111111111111, 24.222222222222218, 25.888888888888886, 25.555555555555557, 25.888888888888886, 26.944444444444443, 24.944444444444446, 25.888888888888886, 26.333333333333336, 26.055555555555557, 25.555555555555557, 26.77777777777778, 26.11111111111111, 26.944444444444443, 24.444444444444443, 25.944444444444443, 25.33333333333333, 26.555555555555557, 26.444444444444443, 26.722222222222218, 23.333333333333332, 27.5, 27.88888888888889, 27.77777777777778, 27.666666666666668, 28.000000000000004, 29.055555555555557, 29.38888888888889, 29.88888888888889, 29.77777777777778, 29.88888888888889, 29.555555555555557, 28.666666666666668, 28.444444444444443, 29.61111111111111, 28.555555555555557, 25.611111111111107, 27.22222222222222, 28.166666666666668, 29.555555555555557, 28.77777777777778, 29.055555555555557, 29.38888888888889, 29.27777777777778, 29, 29.11111111111111, 27.83333333333333, 26.999999999999996, 28.055555555555557, 28.22222222222222, 28.277777777777782, 27.722222222222225, 30.055555555555557, 30.555555555555557, 30.88888888888889, 30.27777777777778, 29.22222222222222, 28.111111111111107, 27.5, 28.72222222222222, 29.27777777777778, 29.27777777777778, 29.166666666666668, 29.444444444444443, 28.944444444444443, 29.444444444444443, 29.27777777777778, 29.38888888888889, 29.055555555555557, 29.38888888888889, 30, 29.77777777777778, 30.055555555555557, 29.833333333333332, 30.055555555555557, 29.38888888888889, 30.555555555555557, 24.833333333333332, 24.61111111111111, 26.11111111111111, 28.22222222222222, 27.22222222222222, 28.000000000000004, 24.833333333333332, 23.055555555555557, 21.11111111111111, 25.222222222222225, 25.055555555555554, 25.72222222222222, 25.833333333333332, 27.5, 26.77777777777778, 18.88888888888889, 17.77777777777778, 18.77777777777778, 19.555555555555557, 16.72222222222222, 20.777777777777782, 21.77777777777778, 18.88888888888889, 20.888888888888886, 20.666666666666668, 20.944444444444443, 21.22222222222222, 22.11111111111111, 21.555555555555557, 20.944444444444443, 20.555555555555557, 17.88888888888889, 20.444444444444443, 23.000000000000004, 22.11111111111111, 22.277777777777775, 21.055555555555557, 21.27777777777778, 21.11111111111111, 20.72222222222222, 19.111111111111114, 19.055555555555557, 19.222222222222218, 18.444444444444443, 17.055555555555557, 16.61111111111111, 15.666666666666666, 18.555555555555557, 14.666666666666666, 12.833333333333334, 11.38888888888889, 14.333333333333334, 14.166666666666666, 16.27777777777778, 16.61111111111111, 16.27777777777778, 14.277777777777779, 11.722222222222221, 14.277777777777779, 15.722222222222221, 15.333333333333334, 16.833333333333332, 16.61111111111111, 14.055555555555554, 14.11111111111111, 16.666666666666668, 16.27777777777778, 14.944444444444445, 10.61111111111111, 10.666666666666668, 9.38888888888889, 11.055555555555555, 13.38888888888889, 14.055555555555554, 15.055555555555555, 14.61111111111111, 13.222222222222221, 11.333333333333334, 11.61111111111111, 13.333333333333334, 11.61111111111111, 13.88888888888889, 12.777777777777779, 12.5, 13.444444444444446, 15.88888888888889, 16.11111111111111, 11.444444444444445, 12.333333333333336, 13, 11.333333333333334, 9.333333333333332, 9.611111111111109, 10.111111111111112, 14.944444444444445, 11.88888888888889, 8.333333333333334, 12.166666666666666, 9.5, 5.944444444444446, 7.3888888888888875, 8.722222222222223, 7.88888888888889, 12.055555555555557, 11.277777777777777, 13.38888888888889, 11.11111111111111, 7.777777777777778, 5.777777777777777, 7.3888888888888875, 7.000000000000001, 8.333333333333334, 8.166666666666668, 5.1111111111111125, 5.833333333333333, 7.6111111111111125, 7.055555555555557, 6.833333333333332, 6.611111111111111, 8.61111111111111, 5.666666666666668, 4.555555555555557, 6.388888888888889, 7.000000000000001, 3.6666666666666674, 5.055555555555556, 5.277777777777778, 4.500000000000001, 4.166666666666667, 4.333333333333332, 2.166666666666666, 5.944444444444446, 6.666666666666667, 6.611111111111111, 5.444444444444443, 5.888888888888889, 6.222222222222224, 6.0555555555555545, 5.277777777777778, 6.222222222222224, 5.444444444444443, 5.277777777777778, 4.333333333333332, 3.888888888888889, 2.2777777777777786, 3.611111111111111, 7.166666666666667, 6.111111111111111, 7.5, 8.61111111111111, 8.444444444444446, 8.499999999999998, 8.222222222222221, 5.38888888888889, 5.888888888888889, 6.722222222222223, 2.000000000000001, 2.4444444444444438, 6.111111111111111, 3.611111111111111, 5.944444444444446, 7.833333333333333, 11.055555555555555, 8.38888888888889, 6.722222222222223, 7.6111111111111125, 6.388888888888889, 6.944444444444445, 9.222222222222221, 12.166666666666666, 12.555555555555555, 7.222222222222222, 11.555555555555554, 4.777777777777779, 6.222222222222224, 5.666666666666668, 4.2777777777777795, 4.500000000000001, 7.833333333333333, 9.611111111111109, 3.7222222222222237, 7.11111111111111, 7.166666666666667, 6.166666666666668, 6.333333333333332, 9.000000000000002, 11.722222222222221, 15.11111111111111, 9.777777777777779, 5.888888888888889, 5, 8.222222222222221, 13.277777777777779, 15.38888888888889, 8.499999999999998, 7.055555555555557, 5.444444444444443, 5.7222222222222205, 8.166666666666668, 7.222222222222222, 7.777777777777778, 8.777777777777777, 11.38888888888889, 10.61111111111111, 9.944444444444445, 11.944444444444445, 12, 7.777777777777778, 8.666666666666666, 10.777777777777779, 14.11111111111111, 17, 17.22222222222222, 14.555555555555555, 13.499999999999998, 12.611111111111112, 11.88888888888889, 15, 17.055555555555557, 18.333333333333332, 16.27777777777778, 13.777777777777777, 14.277777777777779, 10.777777777777779, 11.555555555555554, 13.11111111111111, 15.777777777777779, 16.666666666666668, 14.944444444444445, 15, 18.166666666666668, 19.66666666666667, 17.77777777777778, 15.055555555555555, 19.222222222222218, 17.72222222222222, 18.944444444444443, 15.38888888888889, 17.38888888888889, 14.444444444444445, 16.944444444444443, 16.61111111111111, 20.33333333333333, 21.166666666666664, 19.444444444444443, 14.88888888888889, 16.666666666666668, 19.61111111111111, 19.777777777777775, 20.38888888888889, 20.166666666666668, 16.22222222222222, 19.111111111111114, 21.22222222222222, 21.611111111111114, 22.444444444444446, 18.77777777777778, 15, 15.166666666666666, 19.055555555555557, 19.166666666666668, 18.333333333333332, 19.055555555555557, 17.72222222222222, 17.38888888888889, 13.88888888888889, 16, 16.27777777777778, 19.555555555555557, 22.333333333333332, 21.38888888888889, 22.444444444444446, 20.38888888888889, 19.88888888888889, 22.11111111111111, 22.11111111111111, 20.611111111111107, 21.22222222222222, 20.500000000000004, 21.11111111111111, 20.555555555555557, 20.33333333333333, 19.555555555555557, 20.33333333333333, 22.11111111111111, 24.055555555555557, 24.66666666666667, 26.77777777777778, 28.166666666666668, 28.444444444444443, 21.944444444444443, 21.166666666666664, 23.22222222222222, 26.722222222222218, 28.944444444444443, 27.38888888888889, 27.38888888888889, 26.166666666666664, 27.88888888888889, 28.444444444444443, 27.277777777777775, 26.888888888888893, 27.666666666666668, 27.61111111111111, 27.77777777777778, 28.388888888888886, 28.5, 28.22222222222222, 28.000000000000004, 28.388888888888886, 28.77777777777778, 28.833333333333332, 29.833333333333332, 29.27777777777778, 27.16666666666667, 24.555555555555557, 20.72222222222222, 21.333333333333336, 24.222222222222218, 26.444444444444443, 27.77777777777778, 27.16666666666667, 27.666666666666668, 26.055555555555557, 25.833333333333332, 25.11111111111111, 23.555555555555557, 24.27777777777778, 25.500000000000004, 26.055555555555557, 25.888888888888886, 28.388888888888886, 28.72222222222222, 28.5, 29.666666666666668, 30, 30.72222222222222, 29.944444444444443, 30.22222222222222, 29.72222222222222, 30.333333333333332, 30.22222222222222, 30, 30.88888888888889, 31.555555555555557, 24.111111111111114, 23.72222222222222, 20.500000000000004, 22.277777777777775, 27.277777777777775, 28.388888888888886, 27.5, 24.72222222222222, 24.388888888888893, 25.944444444444443, 25.72222222222222, 25.833333333333332, 27.11111111111111, 26.27777777777778, 28.444444444444443, 26.555555555555557, 26.5, 25.27777777777778, 24.444444444444443, 25.166666666666668, 26.444444444444443, 27.722222222222225, 27.88888888888889, 27.055555555555557, 28.444444444444443, 28.111111111111107, 28.111111111111107, 28.61111111111111, 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = go.Figure()\n", "\n", "# добавляем каждый город\n", "for city in df.columns:\n", " fig.add_trace(\n", " # используем другой объект для отрисовки\n", " go.Scattergl(\n", " mode='lines+markers', # линии и точки\n", " x=df.index, \n", " y=df[city], \n", " marker=dict(size=5),\n", " name=city\n", " )\n", " )\n", "\n", "# Добавление подписей для графика\n", "fig.update_layout(\n", " title_text=\"Средняя температура днем\",\n", " title_font_size=20,\n", " xaxis_title=\"Дата\",\n", " yaxis_title=\"Температура, °C\", \n", ")\n", "\n", "# Отображение графика\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Теперь все работает очень быстро. Причина заключается в том, что `Scattergl` использует инструмент WebGL — кроссплатформенный API для 3D-графики в браузере\n", "\n", "Подробнее о `Scattergl` можно почитать в документации." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 4. Plotly Express\n", "\n", "Вместо обычного Plotly можно использовать Plotly Express — набора шаблонов для быстрой и красивой визуализации, подобно тому как seaborn по отношению к matplotlib.\n", "\n", "Рассмотрим встроенные в Plotly данные [Gapminder Foundation](https://en.wikipedia.org/wiki/Gapminder_Foundation) — просветительской Шведской организации, которая анализирует финансовое неравенство в мире." ] }, { "cell_type": "code", "execution_count": 16, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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countrycontinentyearlifeExppopgdpPercapiso_alphaiso_num
0AfghanistanAsia195228.8018425333779.445314AFG4
1AfghanistanAsia195730.3329240934820.853030AFG4
2AfghanistanAsia196231.99710267083853.100710AFG4
3AfghanistanAsia196734.02011537966836.197138AFG4
4AfghanistanAsia197236.08813079460739.981106AFG4
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" ], "text/plain": [ " country continent year lifeExp pop gdpPercap iso_alpha \\\n", "0 Afghanistan Asia 1952 28.801 8425333 779.445314 AFG \n", "1 Afghanistan Asia 1957 30.332 9240934 820.853030 AFG \n", "2 Afghanistan Asia 1962 31.997 10267083 853.100710 AFG \n", "3 Afghanistan Asia 1967 34.020 11537966 836.197138 AFG \n", "4 Afghanistan Asia 1972 36.088 13079460 739.981106 AFG \n", "\n", " iso_num \n", "0 4 \n", "1 4 \n", "2 4 \n", "3 4 \n", "4 4 " ] }, "execution_count": 16, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = px.data.gapminder()\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Следующая функция строит интерактивный график, где по одной оси отложен ВВП, по другой — прогноз средней продолжительности жизни. Размер каждой точки на графике пропорционален размеру государства. \n", "\n", "На графике присутствует слайдер, с помощью которого можно выбирать конкретный год." ] }, { "cell_type": "code", "execution_count": 17, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "hovertemplate": "%{hovertext}

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Heatmap\n", "\n", "Представим, что у нас есть 7 программистов, каждый из которых делает коммиты в гит. Сгенерируем такие данные." ] }, { "cell_type": "code", "execution_count": 18, "metadata": {}, "outputs": [], "source": [ "programmers = [\n", " 'Дмитрий', 'Вячеслав', 'Надежда', 'Егор', 'Никита', 'Елизавета', 'София'\n", "]\n", "\n", "# сегодняшняя дата\n", "base = datetime.datetime.today()\n", "# диапазон дат\n", "dates = base - pd.timedelta_range(start=0, freq='1D', periods=60)\n", "# генерируем количество за день\n", "z = sps.poisson(mu=1).rvs(size=(len(programmers), len(dates)))" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Так с помощью Plotly можно проанализировать историю коммитов членов команды за два месяца работы." ] }, { "cell_type": "code", "execution_count": 19, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "colorscale": [ [ 0, "#440154" ], [ 0.1111111111111111, "#482878" ], [ 0.2222222222222222, "#3e4989" ], [ 0.3333333333333333, "#31688e" ], [ 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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = go.Figure()\n", "\n", "fig.add_trace(\n", " go.Heatmap(\n", " z=z, # данные\n", " x=dates, # имена столбцов \n", " y=programmers, # имена строк\n", " colorscale='Viridis' # цветовая схема\n", " )\n", ")\n", "\n", "fig.update_layout(\n", " title='Коммиты на GitHub по дням',\n", " height=350, \n", " xaxis_nticks=20\n", ")\n", "\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Подробнее о `Heatmap` можно почитать в документации." ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "### 6. Картографические данные\n", "\n", "Загрузим данные о землетрясениях, в которых указаны дата, координата и магнитуда." ] }, { "cell_type": "code", "execution_count": 20, "metadata": {}, "outputs": [ { "data": { "text/html": [ "
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DateLatitudeLongitudeMagnitude
001/02/196519.246145.6166.0
101/04/19651.863127.3525.8
201/05/1965-20.579-173.9726.2
301/08/1965-59.076-23.5575.8
401/09/196511.938126.4275.8
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" ], "text/plain": [ " Date Latitude Longitude Magnitude\n", "0 01/02/1965 19.246 145.616 6.0\n", "1 01/04/1965 1.863 127.352 5.8\n", "2 01/05/1965 -20.579 -173.972 6.2\n", "3 01/08/1965 -59.076 -23.557 5.8\n", "4 01/09/1965 11.938 126.427 5.8" ] }, "execution_count": 20, "metadata": {}, "output_type": "execute_result" } ], "source": [ "df = pd.read_csv('https://raw.githubusercontent.com/plotly/datasets/master/earthquakes-23k.csv')\n", "df.head()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Визуализируем" ] }, { "cell_type": "code", "execution_count": 21, "metadata": {}, "outputs": [ { "data": { "application/vnd.plotly.v1+json": { "config": { "plotlyServerURL": "https://plot.ly" }, "data": [ { "coloraxis": "coloraxis", "hovertemplate": "Magnitude=%{z}
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" ] }, "metadata": {}, "output_type": "display_data" } ], "source": [ "fig = px.density_mapbox(\n", " df, # таблица с данными\n", " lat='Latitude', lon='Longitude', # колонки с координатами\n", " z='Magnitude', # колонки со значением исследуемой величины\n", " radius=10, # радиус влияния каждой точки\n", " center=dict(lat=0, lon=180), # центр карты\n", " zoom=0, # масштаб карты\n", " mapbox_style=\"stamen-terrain\" # стиль карты\n", ")\n", "fig.show()" ] }, { "cell_type": "markdown", "metadata": {}, "source": [ "Подробнее о `plotly.express.density_mapbox` можно почитать в документации." ] }, { "attachments": { "rsz_plotly_gallery.png": { "image/png": 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0GnQ6Hf72b/+W7/qu71qW0fjZz36WXq9XhUPLtjhbewx6xkpPz549e1YV+y3b/13vehcPPvggWZZVnymPLYqCV77ylVx33XWVZEnZV2vhuc99blWWqtS3+9SnPsUrX/nKCxoiLRMc7r//fv7X//pfVRhXVfnd3/1dbrzxxir5RGP25nd913fxtre9jVe96lVVWPIv//Iv+dVf/VX27t27ar957/nJn/xJ3vKWt7Bp06bqb2VG6U/+5E/yG7/xG1Wbvfvd7+bVr351dT1JkvCFL3yB48ePV5m5L33pSxkaGqrLcdWoUaNGjfPCBV9ByoX64x//OB//+MfXPG6Qy/brv/7rbNy48ZyMo9tuu61S18/znO3bt/Nbv/Vby+QWSmNsz549vOENb+Df//t/X4XtvvSlL7F//36uvvpqYLlsRGm8DcqDPNZsvx/7sR/jve99b6UH9r73vY9/9+/+XVX303vPO9/5TiCEdjds2MDNN9982jWthkFZkfL6lpaWzviZt73tbXzpS19a8+/XX389119//bLvAJifn2f//v0cO3aMbrdLs9lkYmKCa6+9luuuu666BlXlyJEj59Vmq6E02r74xS8yPz9fGUTXXnstP/VTPwUErt1KvPzlL+epT30qd9xxR6UL+E//9E+nGW3GGPI858UvfjF/+qd/CoTyW+UYKNvh1a9+Nb/7u79Lp9NBRPjsZz/LI488wu7du6tya+973/uA/jh65StfecHbo0aNGjVqPPnwuG37B7W9BvlNpfSHcw7vPbfccguve93r1kXQ1qhl5pzjM5/5zDL+24te9CKmpqZOk6xIkgTvPT/6oz/K7/7u7zIzM1N5wu69997KaDsTVuq6rQflvbz4xS/mmmuu4d5778UYwz333MOdd97Js571LAD279/P3XffXZ33xhtvZGpqal3SGY1G4zSj7cEHHwRYk5y/sspD+V7ZR2VSRpnIcOrUKd7+9rfzp3/6pxw6dGiZ2HCj0eDKK6+sjKWVvK4LifL+7rzzzmV9sLS0xC233LKq+G3pcSwTT8qfj33sY7z+9a+v+nQQr3jFKwCW1cMt4b3n2muv5YUvfCEf/OAHybKM6elpPvrRj/KzP/uzFYftC1/4AhCMvmc+85k89alPfcKkUGrUqFGjxjcvHhejrax+cKZalnv37uVNb3oTt9xySxVCXa9B5JyrNNVKjI6Orlr+qPSSbNu2jampKWZmZirv3P79+4H1Zas+ljYoDcgf+7Ef49d//dcrzbN3v/vdPOtZz0JV+bu/+zsWFxdJkoQ8z3nFK16BMaZqk7XODTA8PMz27dsrzxbAV7/61VUNttIoe8ELXsD27durihQPPPAAX/ziF6vQYNkWSZJw991386pXvYo777xz2bkajQbWWpaWlrjvvvuq85dG06CBfiHbE+DEiRPLDLQDBw7wjne8Y13nKMusdbvdNY/J83zVyg+D9/WjP/qjfPCDH6yM+A996EO87nWvI01TPv7xj3PvvfdWQscveclL6tBojRo1atS4IHhcKiI453juc5/Li1/8Yrrd7jJvkPeePXv2cPPNNzMyMnLOBlt5npVYywtWvtftdqvQYbn4joyMXLD7Xs3wK7/71a9+Nb/zO79Du91GVfnoRz/K/Pw8o6Oj/OM//mPFm9u6dSvPe97zgLOHRkv+1A//8A/z5S9/ubr/W2+9lX/+53/muc997jJDoTQif+u3fmvZeT74wQ9y8803VxmQ5X0sLCzwEz/xE9x5550MDQ2xtLTEDTfcwC233MILXvACWq0Wd9xxB9/4xjd43/veV/ELzwXrKdG1EivbJUmSKtS8lvFdbh5Kw3ilB23lNa11XSU386abbuKKK65g//79iAif+tSn2LdvH3v27OETn/hElbnbarWqUHftZatRo0aNGueLx8VoK4qC5z3vefzKr/zKGY8drJaw3tBjGba79tpruf/++6v377777uocg+cqvV2f/vSnOXbsWOVRMsbwlKc8BVjbeCiNgEHPzlrHrqWl5r3n6quv5qabbuL9738/aZpy//3385nPfIbnPOc5fPKTn6yM2ZtuuonNmzevyytTft9NN93Em9/8ZvI8x1pLURT82q/9GrfeeitpmlZyJ+X1lBIXpeGykn9VJjZ8+MMf5otf/CJZlrG0tMR1113HP/3TP7F58+bqGnbv3s3LXvYy8jzny1/+8rK6n2dqz/L39fR5eVzZZ9dcc80yw2rz5s185CMfYXR09LR+KD9XhtTL5I/SK3smA22tNi+KgtHRUX7iJ36C3/7t36bRaDA/P8/f/M3f8G//7b/lr//6r6t2/PZv/3ZuuOGGOjRao0aNGjUuCB63lWRxcZE8z+l0OqfptZVZf0mSrIvoX/LSyoUXAverXJRFhNtuu42PfexjleGS5/kyIvnb3va2ijenqmzYsIGrrrpq1e8rr6VMZigzL1fyxwZ/L7XOVoaES+/Va17zmmVGwqc//Wm++MUvMj09XV3jj/zIj5y1LaqOiwbYt33bt1X6YSWH79Of/jSvec1rWFhYqPhq5U8pQDw7O8trX/ta3v3udy/TLSu/+/bbb19GwH/lK1/J5s2bWVxcrDJL2+02ALOzs6f1F7BqqHrw9zJcufLvg8LHJQeyxNOf/vRlRtzhw4dZWFhg79697N27l6uuuqr62bt3L9dccw3btm3j6quv5ilPeQrXXnst27Zte8zjejAhodlsVv192223ce+991Y6cACvec1rqrFbo0aNGjVqnC8eN6OtVMovC28P/pTetfXi7rvvxhhDs9msapW+9KUvZWxsbFmm6Otf/3q+8IUvkKZp9SMivPnNb+bv//7vlyUU/PiP/3iVuFC+t9Jo+MpXvlLV37zvvvs4fPgwwKqekzvvvBNrbSXQWxoj5b3efPPN7N27l16vh4jw//1//x9/8Ad/UIUtr7zySp797GdXbbcelF7F3/zN32RsbKwybpIk4a//+q+58cYb+eAHP8jMzEz1mSNHjvDnf/7nfO/3fi/vfve7z2pUlPdx9913AyFDszRgW60W99xzD+973/sqIwzg+PHjy9qoPH/57/3338/s7CxZllXeyEGUr2+//Xa63W5VgcE5x/d8z/dURe3Lfv/FX/xFpqenq+sdNAT/6I/+iJ07d/IDP/ADvPWtb+WrX/3qqkkL5zKuVZWnPvWpPP/5z69Eef/5n/+ZX/u1X6v6t9ls8sIXvvCc+rNGjRo1atQ4I85H8O2x1B5dD77v+75PRaQSPDXG6E//9E/rv/t3/05//Md/XE+dOqWqqr/8y79cfacxpqox+rM/+7P6m7/5m/of/+N/1Gc/+9mVCG55vomJCX3wwQdVtS/YOj8/r1NTU5UQrjFG0zTVl7zkJfqDP/iDmmWZvvWtb1VV1cXFRb366qurayvP/7M/+7P6y7/8y/oTP/ETOjc3V7VRKYz3H//jf6yOLWt5lqK4v/iLv7js2PWivP6yBmkpIDwoFrt161Z90YtepM997nN1fHy8er/87vKeAX3ve9+rqqp/8id/suxarbX6f/1f/5cuLCzowsKCzs3N6f/4H/9Dt2/fflqtTxHR/+f/+X+qa3zrW99aie+W3/Oc5zxH3/zmN+srXvEK/dKXvqSqqm9+85tPO+5FL3qRvvnNb9Z/82/+jd5+++3L7nXwPr/zO79Tb731Vp2fn9f5+Xk9dOiQ/of/8B8qod7y57/8l/9SjVnVvrhu2Rb/7//7/6qqnrEfyr/9r//1v6qxsrJNX/KSlyzrnxo1atSoUeOxYFBc94IZbU996lNVRLTRaKiI6K/8yq+o6rkZbeWFveENb1hmjA0uioA+/PDD6r3XhYUFvemmmypF+8EC3YM/SZIs+9s73/nOZd9XGkvPec5zKmNt5WIsInrLLbdUn3vpS1+qIlIdO1hQfXR0VKenp6tzlwv3PffcUxkR5X2V33Hbbbctu6ZzQdnG7373u6uKFGV7rFZMvdFoVN+7c+fO6l5FRN///veralD137lz57LKA4Du2LFD9+7dq1u2bKnOd8UVV+j4+HjVdoD+yI/8SHV9733ve5edZ2V//t7v/Z6qqv63//bfqutb7bi//Mu/rMbcz//8z1ftOGiY7dy5U/fs2VMZp4Pj4lWvepV2Op1l1Sie8YxnVBUTRGRdRltZ2WBmZkZ37NhRfc/gRuMP//APH3N/1qhRo0aNGiUueMF4jdmPqlrxlAZrWJ4rXvOa1wBUVQrKUFvJlfrnf/5nRIRGo8F73vMeXv3qV1e1M4GqzmiWZVXYrtfrsXXrVj7wgQ/w4z/+48v03Mrff+mXfqmqjVre12CixF//9V8zPT2NtZY3vOENVS1PjSG58tj5+fmqtmp57arKU57yFJ7//OcDfSkS7z1Pe9rTKgmQxxJKG9Si+8QnPsEznvGM02qJDoaku90uIsLv/d7v8Tu/8ztVG+tAaHHz5s284x3vYGhoqOoHay0HDx7kwQcf5OjRo0AQ4/3Qhz7EU57ylGX1TstEhzzPufHGG7n66qtP689SE+5Tn/oUAC972cvYvn17JclRtkepLff5z3++4rj9wR/8Ab/9279NmqZ0Op2qLQ4cOMDDDz9c8ezKdnjd617HH//xH9NoNJaF5sv+K/9dz7gtQ9rj4+On8RCdc0xOTla1RuvQaI0aNWrUuFC4ICuKiDA+Ps7Y2BgbNmxgbGxsVXX6s6FMIvhX/+pf8Rd/8Rdcf/31laFmrWXjxo384A/+IHv27AGCQTQ6Ospf/uVf8qEPfYiXvexljI6OVkZar9cjSRKuu+46fuEXfoF/+Zd/4eabbz6t8kIpd/Hyl7+ct771rVx55ZVAP/twy5Yt/PAP/zC///u/X53/B37gB/jjP/5j9u7du+waN2/ezA//8A8zPj6+zAgqjdrXvva11blL3HTTTbRaLfI8f8zaZmUywbOe9Sw+97nP8d73vpcf/dEfZc+ePQwNDZFlGUNDQ1x//fXccsstfO5zn+NNb3oTrVaLsbExJicnGRsbqzh5nU6HF7/4xdx6663V9ZUGTZqmXH/99fz6r/86n/rUp/i2b/s23vKWt7Bnz54qwaQ8T2nEvPe97+V5z3teJc8BwbD73u/9Xn7oh34IVWXXrl38zd/8Dd/zPd9Do9GoeIbNZpPv+77v4znPec6ye/3VX/1VPvGJT/BTP/VT7Ny58zQDaWpqile/+tV87GMf44/+6I9otVqnZayW47X8d/D6zjbmVZUf+ZEfYWhoqBpTIsL3fd/3sXPnzio5pEaNGjVq1LgQENU19BnOEYuLi9UipVFZv/SknCvKhXVpaYn777+f6elpNm7cyBVXXMHExMRpx0Lf03HkyBHuuusujh07VkmDXHvttcuMiLNpoM3NzXHHHXdw6NAhdu3axbXXXsvk5OSa933PPfcwPz/Ppk2b2LFjx2nXCH15k/e85z285jWvqQxFYwxf+9rXLphq/spzLC4uMj09TbvdptVqsXnz5qpfymzcQU9VSfpfea4HHniAO+64oyod9dSnPnXZeay1zMzMcO+99zI0NMSuXbsYHx9f1p8QkhAOHDjAyMgIO3fuZOvWrctKmpVeyXvvvZeDBw8yMTHBzp072bJlyxnvdW5ujrvvvpt9+/ZVhva3fuu3MjU1VR27msTH0tJSlUygqrRarVWrRqwcc+V3f+UrX+E5z3kOnU6nMib/6q/+ile84hW1oG6NGjVq1DhvlGvsn7zrry6c0XahMajhNoi1SiWVch5reTZKHbOzGUVrLbRl+HDQ4Fvr2MFi8EAVNk7TlJtvvrkqgdTr9XjGM57BZz7zmcpQuBCeGR2QQlntflde35mwlrGzss1XMzgHjbUzfeegIX0mw3W1vw3Kx6z1mZX9diHQ7XZpNBr8h//wH/id3/mdqj+3bNnCl7/8ZXbs2FHrs9WoUaNGjfPGoNF2wdwAq9l+52OAJEmyjGM0qDW22nnLRXmQnwV9ra9BTbizfe8gv6s0NFYzOMprXCm8O3hc6eFK05SPfexj/N3f/d2ykk8//MM/TJZlF9QrU+qxle2x0hu50oAZ7LuVbTQo2zF4n8aYZecpPWQrjxnsn8G+GZRXWe08g+2/WruuPG/5M/j96zFMV47bs42RTqdTeZHvu+8+3vGOdywTdH7Ri17Ejh07ai9bjRo1atS44Lhgq8rjwd1ZuaA/Xp9ZiXPxjqz1faVl/F//63/lC1/4AldffTXveMc7qlCc955ms8lLX/rSc/7Oc22Ps/XNesV8z3aNZ2v79VYgeCyVCsp/L3QprRJlf37kIx/hv//3/86zn/1s3vnOdzI9PV31p0YR5XM5b40aNWrUqLFe1K6AxwmlB6fdbvM3f/M31fvWWqy19Ho9Xvva13LDDTesi2dX49LBbbfdxm233QaE/kyShG63y/Oe9zye//zn12HRGjVq1KjxuKBeWR5nlOHdUgKjlKB40YtexO/93u+dlzRKjScOg1nAQMVBdM7R7XZ52tOexp/92Z9VIdHa01ajRo0aNS40ak/b44wtW7ZUBcqzLGPHjh287nWv4xd/8RcrLlvtZbv0URph4+PjbNiwgTzPybKMyclJXv3qV/Mrv/IrTE1Nkef5WbNPa9SoUaNGjceCSzZ79JsFRVEwNzdXFW+fnJyspDJWaobVuPThnGN+fp7FxUUgGHEjIyMAdVi0Ro0aNWpccDwu2aM1VkeSJExOTi7TeTubPEmNSxfWWiYmJpZp8RVFsa5EjRo1atSoUeN8UBttTwBWOjPrcOjljZX9WUt71KhRo0aNJwL1avMEoPaofXOh7s8aNWrUqHExUMdzatSoUaNGjRo1LgPURluNGjVq1KhRo8ZlgNpoq1GjRo0aNWrUuAxQG201atSoUaNGjRqXAWqjrUaNGjVq1KhR4zJAbbTVqFGjRo0aNWpcBqiNtho1atSoUaNGjcsAtdFWo0aNGjVq1KhxGaA22mrUqFGjRo0aNS4DXKYVETygBJuzVKd38XcZeK/GNxsUJfR/v+8FT7/fB3/vf2r5++sdH2W5Kom/6zl+fj3nHoSscYys+H3w76tcy+DbaxxyWWOw6b7Z7u2bDusZ56sdd5E7Nj431eNziV1ejScvLlOjbbXF1wz8rcY3NwaN9ZWG1Gr9L5z/+JDz/PwK6CrnWdepB403OfthNWpcVKz3eRl8ni8y9PSX9apS41LB5Wu0rXySVAZer+aVqLEaVPUSqqV59l25lMaOrDxmLa9YeepzHx9aefI0fkJWfOI8xtk6HGb9ax48wLHMgFRAdNmpEKneCs3l490MGq+XNs7o17xUhmuNC4TB8X0JdK6sMhNdApe1Gi6t+bvGalCNq8cF6qcnxGgrL/p8L7x/Hh8fIkEwgKLiBl7Xg3g9GOyX8vW59M+FHozrMdpCP0fjTQUkmlRSEAyTlP6SbwmXqCguGnzBcFnvJSseTwEIomn/qmRlyPUc21zKa+zfp6iE5Uv6hqniUAqEBMFCHO/g0coQE1QVFXDxHRu/wguAQ1TjfZ97ePdCPb/n8n1ewCMYND7Rsuw6StvdLDPGn5y4EM/h47f4l1SWEis3DoqWzxd24JgnHmU7epHTyDcXIzq61nNXvj/YZyvn8hqXDi70s/WEbLtVtfo5LwhhkZYcTxevBd4rKCg9oKh8IjXOjtX641z7yHt/Aa9opZdsteHZA7ogDnVK0fV4X+DooQP9r/E86sLpnLTx0sO54pzu0asjp4unQMWjxeBEfu5jTURAFUdOQU7uc3rSw+NRkWhMxnvwwdgM49rhnMc7wSk4HJ4eqAenqHqcOgo8hXpwHvWenvfk6lEcXh3n0r0X3ihfZxuFL8eFVqlWTCEYoiqQe4fXlYbvkxOPZX5debz3/nFZ+MOmw1c/q/eXJ3iQL+Rccu4QBImbwLAlKv3rg/ejA395fLHefn28+u6bDrrOv13Apiz7z3t/wdbKx83TNjjhiwjOuWUXvd6FoHxERA1oCFU50wvvFQJOUKOQFiA51gtGTfDIyOURCrpY8N6HSUoVY0JbWRt2u2frn7J/jTH0er3qXMaYM+4sVBUExAviwZsYhhSPiB/wpCWhz/GVy0gweNMFUcQppmhinMVrgUtznGagOWo80EM0gV4DVQcNh6Ak2sQ5pSf5Ge8xXKdBJSU3S+S+ICnA9BIk9ZDmoBY0AYp1t5mJHsLC5Kgo4kfp2TlyjT5i6QV/mkvBgTNdfOJxKoi3CB5nCpQeqSmwuWK0iZGCPPWcNE0aaplST8cKM0Yw6phST+ZT1AiIg7N4pMuJZq2F40IbcmWUV1TBK4WBroEs2mzheQbrDD0x5EDTKd4+ucJD5bNV9g9AkiQkSbLuhXtwEVnptbmwbRk2HSoeVIOnWgWRIv7VE57vcB8hpF96mZ+APo0bAFGQcvNvoRCiiSnV30qPrjdQiEZvtlTnqdoQMKX3G1Bzbl65lRslY0w1p5bvD3rXVJU8z+l2u49/e13mCMG5gfYD0HKC0WpDCKtTjh/z98bvS5KERqNRrbWPFY+b0VZOLOUE0W63H6ObMIR9xJvQqL6gSB1Kgvq4k/OKeCURR9LNsWJwtrigDf9kQFEUjI6OkiTrHxbee5aWljDGVH0OZ17UKxqWavAuIdFwc3ECV0RdnFRdmOhVQA2aBOPLOkf31CLHD06z9aoJ7KjDax7CmaYA00F8inTA+wKDwxXKA1/fx+T2SYa2GLzzq16nKhgDnTY8et8cG69OGBltUHQ81nmMFnjNwSeID4uSrGdq1mCsooKmnm47Z/+DD7H12jGyzII6jOliUZK8QHxCnuQURYEaYXG24MTRWbZeOUnaKPCSk/Q0hJXEcUrh9hPHSbXJZrUsGcecTWhKm6eMWHYMDZ3TWlguBuUk84TwZ+Lk6Y3gjNJD8RJ8qE6UljN4BIfBOAPm4npnnmisfL6KoiDLsmqztZ7PiwidToder0eaptU8/Xj0rXrCMy2C+ALUgWikAURPaUUVCGHSJxrWx80CoCIU8fpcXNBNRcKJxpwJxlwROiLQGFT7HEwFE8fwY7mdsi+892RZRqPROGPfFEVBkiRYa2uP2xlQtmGIdpRvln2np2fdX6DvFJEwhw/YQ+ezQXpcOW3lRZY7hUajQaPROMeBFScpNeDDA56L5+RSzlxbw0OjnrFWxthoSpYlwcuegko9gM8E733VN6rK4uLiuj+70kAbHh4+h4Eo1S674iCqgA871WDIBZ6iNy542TQBogdVHZaMzpF59t97mB1XbmK4NYaqoFbw4lBSDBbSBkZAbU6x4Hng9gf4tpGNbL5qpHp4ToOCGKG31OaB2w+zYcvVjG8ZR1OggKRR4EwRPQd2/YZQNNq895jM0F2Y5Z47H2LXU76XsZEhvCpGMiweU6TgDM20yZJ2sHaI6ekZHtl3nK17tzA0NERCj6xh8YXFmRRnDPccO0KhypXNUZZUmZWcCdtmW2OE7SLr5kMM7vSHhobOe3d4LugzVx2IwwNdDIowrIqgFGJIfbIsCePJhEHjqyiKdX9ucOFqNBq0Wq3qfKsdd/4XOrBAGhikP1T0zvKdi7HJLr1sgbVQpR4ReW2V40/j350O3Ev4u5ryNrXKG5Lyhs7jnhYXF6s5daVRPRjpgBAhybLsrGvrheLAPdE81wsBlTLaEb2rgx5RAv/Xm/DKVn+/QN+tinOu6s/zabPHPRFh0P1ujME5d65niBsxQb3HGCXH8fC+o9z7wCkKZ7E49l4zwrdfv52MYNx5f2FdnN+sGAyzPBaUny37dj2DUUTwOFQcxltEw15WvaIxDKEoah1OHahB1IOX0KfisSgGS6oNtAf0BGxgxmDCj6pirFIUOSoO9ZZGMQF5GlgrXlc17FXBmhCOTfIR6GUhGUENRoIxoYSQD97Hc6xvsBmih88L3kNqG8SIYNiTRDYNKF7BFYqzkfUjBp8YClFyPOIMBQYxGu9ZWFToZk1mbJOOZCyJMkIHjGJkUN/u7Ndbjo1BT9vjvZMv13iPYigQCgyGTC2KxfoiGO4GnPrKQ/Jkg6pircUYU4U5H0sS0aCXbfDfC9fPUlFblAI1eTRubEwuKTdk5Sb74vSnD3YaJq7eGiM8Lj5aNoZKVTWG8AWMlHtNMGHBN3HRUYEYCnpMGIxcDPbHYB+vZsSdDf1+B2PKjXcwm1VL7ydntaJXGn/n46mtQvPl+QbPcwH1VoLnNHpPPahzSC7VdGhSi8/iWIje0jKQqlKZ84/pkgbX2fM1ch9Xo63kOA1iMD6/zrNQii8ICh5sati5Zwd5a4oHv3acp1y/mSuvzEiNgULBREJ3bbStC2UfDXrP1oPyYRvksa1nQIZJCMRasKDOI4VBXPS2CWAFteBVcCZyAkQwJhJPXJTicPEZF0FFw98lyu3GRcAYQawNy3+RIT5mXcrKiaZU1IwTpDfYPMPErGS1HmOSEOqJmZhKIK2Es5TG7xptoCEULHFCznyCFn1pYKIhGy3TsIhYIbEpBVAYcNbgJISTjTFYX5IwXLjGBApj6amhq0ov9XgcNvKGwh2u78EY7NvB9x4P9CfD6OFTDV5YFzJJ08Kg3qNikIbHioJmkQs5KPny5MDgs/pYwterHbeaR+d8oQqeAmOJYVIAFxJsxGDIwGvf6yaPdVk8j2s0QhG9MClCYsKcUgB5NCIaAtYpZtFDJw/8idQgLYtpGpwJhKiQyS6Y/g2dY3vpMu8aUBnmKw225YacDHxdaUiFmUXE4OKcJwhoEQxKScD54BRJDGICI2/Qw7ji19O+f1nIcT33t+J8qmFT6DQkYnmEI4cPs3lqklazhfcOuUDc9CSGRQVCer0xlcdUALEGIyEhxkjYoAeYfgRfoh1S2bZ9WaaztcG5rq9r3scFaY0zYCUx/VwvutSd0rJRIudleChlwyYhxTAxmTHayjCu9HuWDIQn10T+WFB6QM81A+lsO78zfU5EsBgKV4A4Up8ibY1ZCRJsHwu0BBJF0+B/SkVD9QO15VYWMxCCUNPfJUpp2CCIARETwqVeMVKGZ9Yw2sr7KQRTlGMJEIeQohokQ/rNJYHXVr1x5nYoF1lTCOISfJwUKmJ2nEmiLRo2h1LyZYMb0cTqD0aD4Wps9KGJYnBYVRIBYzzGOazGnWzZtutASYK+UJPNGcdF2XIxhKzhF7xXTC/FHDPh4jcYNBPwBThFUjNAknxyYXDBXG8frWWUPV79a0QocBQUGEkwmgQPsjpM9JdH/3hcnC/CbluDGelVsVqGbQN3rVyU1UN3vk1x9yHMdBvSBD+SMLx3O5INhQ2gF5zx8dnUyNU9Nwyuk2fbBK+cu1a+9sF1FdrThjnFxzXSGHA+x8bJQDQ4O2JzhPf6weJ1fP853ufAN4n0hWEKoJ33YmZ48L6aC7SJkJU3k8hpFlAYkVrNvZR865hkgtcw10vkWIeLrHIeV2uTlWvr+W6MnjBx3cc6KSwbhrERRcIClfQcqXqkcPHvHjXaF2Ctccmhv7gEr5jBsnBkhke/+iim1yKfNzSGMpbMKbY/dRtT107GZzsadJjltni5WBtiVqStjpNINlETsth8aeANGFtnuNJgKBnfD9fi+2EDDWEfH42LdY24khhD3FhUs8hanrnAtxHbP8oo1VIQNnhS0QeEQKpOjMdKgcGTqCPxBvEmZuDGE68zPPpEhERXafrQ3kYxaYbsF9zbjyEmxdyyAZ1MgyFrHNbbypvxxPpnLn+sZRRcOD5b4KUG55nBkoTn0QlWUowRnAvLtTGyzGP0hCE6AUzcAKYqIVqDYK2QmOBVSQHT8XT3T5Mc6eAbCb0NCcPbNiMueOcKI2D6Czny2LhL5+zYGDQIlvG0TAjxemFxsY0rPKOjQ2BT1BekVvAOjFi8aNwqDjo7Lqzm6cq70v4ee7k8+oo2eyKfa4nrS7gG07/QSLsOMkxgRIMqgYQN/GAo+3F9priMKiJUuqhxQs+AliqZFiQoCcHT4hWM6wecalxaCIOawA8rEsCT2owNExvonVSOPXCSXTdsZ2jHBhppIyYqhMlDB8ijEDkwldGmqPGItxCFcMWXx0blpVK0rRoaZ54OBAUbdlZahXQ0GEBmecarxtDnmcdd4NCFb/XRKLOnbzLKB9xr3OFplZXWX2RCtEmrK5VK6Sp41QKHLfBqAx9MI7l6vUvjRSMYK4iGkJW3hvSw0vufh5GRJs3XbKAnii1sMDqiYzIm5S7v3hqnYaVcxKCsy8pjLgRKo80XghdD3vF4LySJIdcCY5W0YaN+4hPfc8H7LMHpooJZLKDrwRpMZjBNg0eRXElyYbhjSRcN9IQ0EyRX6IX2c6nHETPJ1Ud+22O7p3OnEVF5nD1By7FQOHnqFCdPnqLZHCK1GUdPnKI1Psb4+DAjqcWaMDuaam7w8efJLJcVuZZlEkppkEkIpYMPNnloPLx6ROWMyVoXcuN72RhtEBusJIwSojwWJVENTt5ScoVSKb7GpQYpvV0OxCWoOJoTo2z/1nH0qKP7qOXKa3ZirgNEcZozYK8vz0arQmISLZiBXaKu3CUG4+dcwmg6wA8p97AB/YdTSqlNYfnOYtmOVapzxPhfOEf5mZh8sUynagAmTiDV2Qcym1QEjUaLV3AYVJPwWgCf4DDk8XVptK0zQnpR4KNBa3xKYSFtW1puDO8cPg8hFBNDwsv6ixX2+GDbn1P4dICcTTAgWTYWhNP79smGdd6/DxxOo4J6uPerj/LAXfsB6Pkl9t6wk+949nUDXKwntj2jkxqrglno0X34GO7oIjZNYGOLxp4tmIaF3EPXY3OBLtBxJBNpyCaVmEF6Ia/rsSzyAqph86YCp+bmOTU3z+SmLcGo7HmcTzg122VuocdIZti2aYI0CYHq5cbAAInrSQSNc/BgZjNx3vRRu9PhWGovoD3H6PAoibWcLZfvyeVpi+uhiw+F9SH0Lia810sEL6EAis0tLlEKqyRPPorLJQ2VPg/ZCWgaQ309i096SJrQLXpI3kZtjk9L/TawxGxRCSHPkGVWBFqtSyrDx7qyzJTHCzjrMV4QzTCaoRRY49Y9D4VEMgETy2NFL56aHnmhJDbB+ei9M45ChYRWTHKAQtqIgNUmotFjJ6F6gSGjSHI0ybHi8KRYTYKXbGDsigYDK+YdVdm1ZRBEYnatFcdELqhvsWBSeplHCqGVpygNck1ACQT+S3AXXYqcqngwHmc9Ns8AxS8pptvAbMwh8zRdisvaeLHRwxlDbKoYDaHgkgPrfMj2M1bwEiVTZa2wTzTs8SgJzoSKDLbIsOog6YYjtEmBi9zBlH4IIA7ySxgruVKDkj9nXljKJJ1wj2pc8EBpUmV/hl1z9GirYG1SaWCpLaBosP/RY3zun+8gc0P0dJ4sy/i2774Bm/U5RE+koVDait5IqCyybx4emsZ6YO8GuGIjDFlII//JAD6BpAhMDGuQVNA0uL+tGhIVrJowlkunebV3iHxVLcf76ioHK0PXZ/K8LfOeOkWsoeM9c/OLbNiwkazZ5NjxE7iewxhL3uvRdsqiFxbbPbbvmGI4TXDqSa2JFCPFBhIXF26+KKMMgzdcPouxWJ14LmpekZYMmDBPxzx+VISeFpw6NcPs3AyJtUwMDwMhUcJaQdWdNrcMcr8vlLft0jfayptfJZvFAUsJdJLl79f22qUNBRyexAiSCD6VwLuyIKZAUoXMxBKzErJAV3Zq1dkDiQNEAnsk35aZXNWMSZk99FhGSBn+VAp6iLXVpKwaxBOtSSlcDyHqh9lYeaD0wGnp6Su9ZCzzAMngDF5aa1bx4kPo0/jwI6EiqhpXhZSMEYwLemZzFnop2CJkw6kx5CZ45C79h2PAqCizfIu46zcGkuWBG1n2ewiD+5KK4kIo3qcFhfORdN33bK7WxyV/UjRk3ZWLqxiPp4di8NrAlSrnl0OTnqm1z4mzuJx91Pd+l4ucQ9UjJnp8Co+Sg5VIRVWMpGRmBOszEi1ITDNKf5xzouWFuX8GnPceGj1BukkYc2oIqaQaSOvW9J3pJm4MjPRtmpKuGl+KD+PMG4nPLCTnEb5fT8UVCcwN5mcXKArHyEgLY4Qrtm2m1+nRXuxgOz0WFjp02l2m5x2+o2zdMsHEhiZeAyfclklcT1Rt30vFqScSjTVFRKM0FcwuznPi5AmSLGHLlo200hZNG6WjyvheXHceb1rJZWO0rQYvUIhQlK7pms9y2cCjxERIvHiwiphI9jeKN75aMPtiFZQplLFu+vIqgGsvPTE5pVyAz/ViB3eyxg9kjkqoxkGC1SZWE4oCjC19YxZRi0ajUYwN2ZtVOLU0MMvLjCuCOJRgxIZqAEEZzklw9jlRChyJeBKrqAv1Rp1JyK0wa5QFdTQtaF4EM1MsIU1DBu3GSw/x2ky8zjKTa3lfRCmE2HwV94QwlryROESC9EKhA96vs9UVKrmJKlhvog9AUemizKE0MNLCxmVNL5nVZn1YmZ14jp9e/kpN5GMG7yS4+Awr1hhcAcamFT+q8ECR4HtJKD8nJmZDX9z2C7ZVNEQLDeWNy0Ru1UjSN/107tJSXfbsQiUh1GfUo6WWG+uvrLqWXt7Z+ixUUQi87sWlJcYnRkmsQXzwoI0MN9BWA4DcwYnpeQ4dmGb+5AKdpTZbig1s2bYhRAW8Yq1UtKML00VncKHJmT7zxMFLmF+D8LuS+5zjM0dptztMTE3QyDLyvMNip0tbLa1Gi0Ya2tQYU3nqyy1NWdlisI/OF5et0RbE7wTrwbq+j+3ymkKfvAhOpkCql2jAqPa9TS5KdVi3BrdCV/zLyilhwAO3cgd8Hq4RKXefGgyyRIReT3HdBOcSjIW8ALEWO9wAG3fc5V0Y00/DX3Gd4WUpb+NR0qpwdZhCDF4MXg2KxZVBUxuEd53AbKfLgdkca+fIck+jaDDWLLhhago/PnLGefNSwIAfsn+dg/J30j+oCrP4GEg3IVM4x+EEEvWYwpD4JNjDiQleuLWcB2WWcoUg7CsGnJ+nvXQQZZiR5jCJaUaOy8VusYsHozIwtjV4I8WjzuPVYG0GLqQ+iwUpIJFWXwpD+gr0FxOltw0jeBuvNYYxMXEzGbXblotxx8G4xuUXRiiMRAX+aACt03R7LBmIIoKJlICiKGg0G4goiSgZniBqCTiLUWHrxlFaYy2OHprh5PE5Hn7oKB3n2L59ikSFVIkh0sfYris9uCKcO9d8fTI2Z2sjLWuMypnb0QO5FliBbrHE0ekjeAompsYxePJ8kcRkWGPp9QrmluYZajmGsxF02Qbz8ZsYLkujTVSqKJL1Bhsz7IhZc09OCuWlDdG+apFWfSRVRmSZGarRy2HiZ864M+unVA6EvPoCnivJtCpUJUzWd9FB8kPLeqjL0ukV7wN/5L677+MbX3uApDfKwiHH2OYWRXOWpzx9F9/67ddTqMOKoT86pdyYB45bvC4oPYFRhc1rEOIlFjxwgs3DhCsI1idB06yIOpECrWaDzcPD7BxqkcUC94lZIGmllZPyUnwupAwtIJFDon2O06BK+0D6a58votU5RBUnHvE+SEzMAicVGQG3w0DMjltunJW9YqohREn9Exd4WtLGFTOIcQgOU3KWvglIGSuV9ddc1AZ0CENZwcjxLO9eCFVr1GC8wTvlrq88xOED0yRJhnYzHr7vGM4H40IltvXgiHyC8zskJIiHWzHgrSIJWF/OK+VGMrj8xZn++FvzQsMfCyAHUgLH2vjo8TfhuS9ZG5W85MCYXmnwrKums3rUGDrdIpTEi06NVEDzXjCSUaxXLIFvONIwNHdvpDXU4qFHD/LgAwfp9Hrs3rOFhlgKF/ighn57DCrXr3gkz4w1Y+AxQ176G/llbXnGU66nnQI/zcesWIOtAh3hlsrVKFS7sUaY681zYvoIWUMYGm3hfY9MMlqNYZJIbhzKEpY6bdrtBZo2xdoUJekniZV3cIHDpZep0WYiSVxRNX3KEnEhfPLqbV66KCc+6Wf4BsQFQPqLX5n9W4YyT+vGwTV8UPajss9K4zAUQyr5ZCph4jyn9dX0OQslxGi/CoMqu6/axdatW1g8Ap97/z6+5TuuZOxKpdlIURdKaQXpDokVD6KgZSy15o2G8liRmRx2+R5ThMQDmwA28G2aeUrqIEXIvA3hHK9Y8SSF0lJlQyNlS8MGT1PaQGxBy0QZTR9XqUswGaFvXPcnUWHgUn00KgicKS9R6LLyQ4aFKiMlyQusy+h88iSn/vPDbP2x3ZhbNiFO0dOIRf1ptj+EBsejR00HSTpIkoXX3oSUf1ZMPpcpzh6GG3RPhji9FFLxU0nCYM6dkERaQJE77rz9Pr72Lw+TJi2KHHAZQlbRFSoDWUteW8nrXH9brsegOROCFJtU+wOpdlTh+nzk7IlK3AuWWQRrXWM5yUVCf1EaZlLx9zTWYRU/MH2t8AKdW43KcD0FSqcoQvktMVgfxLYRgxqp9rnqFSsW9Q4ryvZtw0i6nYcfOMi+B47SUce1V+5kLAkE/NRBw7g4aVmCsGy5iTVR1Htgg7xa26ieZsgoGitLxc2sc3jnUO+rShkqPnDtzoHMX5ZIqyqmqA8b8HKDH7OZ8R6vDpsKzjvUKqcW5zg2fZTRZpNMhLQwjDRHaJCGLFw8BovVhKHGEL3eEvOL00yMbcT5kgc4cK+DUfQLUHHksjTazoRaV/cyRMkVIUwmUHIU9bFtuGXZP8twztJJVTbnIAHbLPOUjYy1GJ9oMSvK6FSLLbtHGd9mcT7szkujTcvJfo3vH5jGokJ5UF4L02KDJAFjC2wMjqr0om4Q4HMSb2l6ZSj3ZN2cpOuxPiHxMFSEcMflUdxZlpvJy0LhUhn1itKTIsoV9HX8DBabG5gX0s8Zxj5vkT0N5KfANXTt8KhEzSU7qAUvBH2aHt60sbYVCMqOmMZ+sdvq/PFYstpKkVFRQ2It2MDXTNK+TWOdQfIRbD6MSBqqDWDRyLsiil5Xjc/5F4xeWUP17B+gT4j29I0opV8hwPtIh4gi2l5CpmkVIVhpYgYDJFUlLQgyIUW8rwb9oi/a97Kt7I/TBGbXsdhXaSKxLm0jTUL1Fx9oGaqCickULnf4IidJQ/gfr2ydHKF1/R7ufeAgxx6a5+TxwxSNRa7dtYkrNozhtaBhCgSHaCN2dDDY+s/L8r5Y8cYqhm6QM1KvFV9QhJDgUYZTY13Slec7s9eRylMfaIaxikxZyiq49XAU2FTw5EgCM70THF84ysT4OKkmDCVDTDQnICYxeYo4VgxiDFYMzeYQS0vzUHoLBzL0q63fk1WnrcY3J2TQyhrwuIX3IqHzXFbHOHut9pics1yXnkGpPc7WXkNI1nmHcwW55jh1eG8wInjJEZIVTvPSo6OrnhYRNOnhTEEhgldLz+Z0bJee9fTU40yHhqQkLiGIeULmBKtaGTImahhahQEFgksX662dGVJW+uEZbzEu6tXFJFFysPMJw2YS5odQgW4ipN6snfVpg06c0SjS7IPXKNRljJ7iNeiIlxtWlr9ad/1IDdnLxiTsf+gYJ47MgwsMQIdHxKJAd6nH0f0L5IspRQ5JmsTEHB+9l6E9jekv0o8Fxgz6ePr3sZrhtvK9vmd1wGgrVaorL7YJOkW5hn1UDBFKabRH776WnqToZbOF4E4tkR+bxxQC1mJ3jiDjzcDlqz4uyyamc/OwLb83Ew0jYw3WhOdfgxWEiKHIPbOL8yzMz5MmFnxBa2iIoZFRkiRjYiLjumu38dADc7znE1/nYx/7NK951Xfzup+8iSG1pHiSmFlpxFQxjZX1Qde6/tWqHVQlKkUwxkZCv1S81ZXl2tbXFtVv8V9PWTO6fEvFY5NgsGEcp+ZPcby9j5HxJi3raNkJhs1G8q5haa5gab4N1jMyPkSzlaJpGDBJkmFtkGTpD4kgyhwfmAta07c22mpcdKxhtqwTqxhUUjLQTj+PnuODI9UqPciWXJk1JnG3GRZ5I4TZH6mqKSxbkHTZPyvO1Q/uOrE4k9LF4TD0bEZXWnRMQk8sDUKmkzgwksSQhaFnoWtC2NUSykEVUXnkMo7grdo3iVqsgi0EcsFnjjY9TMOQNA2ShIU3hI88jSKGqFa6OJRQ7kxCpi5REBY14FLEpEGfy5tLM7L8BKEy8IzgVbjja/fz2Y/diekOgxh6vodNUk7NzrG0tEiaN5HFJj3tMLRhmNGRsbD4Eg2MmJfjnQ8e6dIbI31vark7WnXjVobWdA0nXWlFRcV/XZGxXUY5+77VqFTdU+g6/FybztIsfjFn6IRH59uYThdJTH+G8VQGaNlGCkjPkB+YY+Guh2n0HMlwk9bwXhhtVNngYmJkuXz218gcPTsktis451CvVS3iMnm6cJ6TJ07hG8LE5ilaNqHIeywsLnLsxEnGxiZIW02mRpukN2Rsnd3EyIObMKPD9ICGJoSq0T4Uo5d+31woFrlqqAHbv/XYt2cxes6+8Ygx6dLAJvKJcah4Ts4cZ3Z+mtHREUZMi/F0M17HeOTQPCeOLuKXDClCni8CR9i1ewtbdk2E0KpYQCmKnEaacdoawWPej6yK2mircQlinROAEGMNg4wkQoallAZXIKYnGMRFCk2Vlh+5DrH4ryHWGx3IbhMfFqeg+aaBSxXDOCoeb3PwGTldvKRxx+iCppc0EW2gtIPHziUhmzReurNRlsKHjbyUISLjQxmaIuXIbMFczyOp8uh+OHVihMNHYWm4IOsVbBhqsnlUMQp5qvSMpyvQtlAkkBUCxlOY4NlQvZxrhSz3wooaUgy2ILC+JRixPemSJil2WILwaZSiwBm88UE4tdLD8wPnjPw1PIVRbNHA4gOHVg0qA4JcMYGkzEou7XR/GRl03vtKjmCQAH+20KIqeHWYzOJEyJcsdr6JtRmF6zC9MEe7cIxv3MyQDMGwIfcFM/MnWMoXmZqYwqRJSegMvDFxIUxXtWscpxII9mWiSkX+j6LKISnt9GQQWWasaeS+hufdyMCyKoERiRNsDjgX0r/bip9ZoHf4GG40wdhGyJnwHvIC7SpFz5AVRdATVIP1wQBAFSks5IptFwyfgqZP6GkR5EQ0ZJR6yXEiCMEzWSaWrmagrMdg0RgTDILfRO+/gPdYY5mfnqfoKRPbJhDxtNtd8DnDIy1aDvJej6WlNuPDw4wON3jB/+96tmyaYMw5NPdkqYmcYBs4cqWhe74WiQrqQz+a2DYDlNLo5T4zzt4+Js7tihDLEorD4zg+d4wjJw6xZesWRvwwdrpFL23x4P5HObXg2bxzO2PXDjPUgoaDIweO8eCBfbTGMyY2NFESDClFkdNMyzEYRV709LF5vqiNthrfJJBqPx4CNaEGoPEJWuo8xB1xWQQ+fiwSc31Qbe8vwSH7ygmJk8DHidwQ0YxSZC7YezmeLoiFpBc9MRKzCz1Civi0yowMD3DStzcHo8MhjyqE8rzhs59/lIf2zzLUmqA7P0S+kPC5245gGz3yhSWu2JJy84v2MtJIcEbJI4F6ZSXU5Yp2l6/ZtrK/y31+GcHO5mHiTiVxgvl2gw7HldD0k2D6cWJfSThUhaIJwqKeqN8lHmNj6KnS0dNKkPUystHWxLl7dTSEg0rjVy0ihm7bMTMzj2TC5k1bSRoGWwgmNVhvmMgmWWzPMX1ymvGhUZIRj8YyUDZqS6iLSUkSxW58GUbUAYONkGUIOKOhRq1AVkDqQrkhnxjyRMjJSdWQeUF83I6ZqCpn+8ls1ilhp+TRIg9G4ugQjV2baY5lYJtg2zB6EkYsmnTp9XrI/AJZPo61FsEFo73cc1owHtKeIJpgi5gQEL09RleO4j7OPUSqVX1MoV8306uPmZmGwhWkoxlOHIenD9GdW2I0aYb7VsPYyDjNNOHU9CmGi1H2jA+z+YYreOSuBzl81wNsvuEqSA2FFlgJ1WcCtzGIDAeB5f71n/s4DC1hRE7zTJ2PYSgiqPd4HyujxDrSHsfxxeOcmDvB2IZJRkcmOfCZaT7/N7ez8+orueKZ27jqhnFmzSxHOkcxiwUbGuNs3b2Zpe4Shw+dYGxsF1i76owanABlSSwDFX/z/FAbbTUuX/QTUCldHqImEGVxocROUEsMI11AbSiRVH0MwAXiv1jFq49iuEm1WSojHz667vEJiEPUYNTiTQ74ECI1Gr12GU5yVBJEG6GQ/YokBAcURnE6WBAeVAxehMLCvAqNjbvYMDaF36q4xJHbLtoQpmeWmFmaoavCsJhQ/NtDhkG8YrxifMx8uywSEM4dgo+VHuIid09O8UMHkMlJzD9sQ7plhqdE1nfwZqopjeeI0tDVsnC2xP7xlTK88SZm9i7PWL9cMWgYDPLbzibgSkzA8Sqh5qJAgWN2dgGTWiamRrHW4ns5agSnBR5oNhvYZIK2bzN3coE072EkwQrhiXWOxKbhGcNgTPDAhedaypRLookdCPU2CKwrBFGxQpHCYzJDbjyFxkffGowLLpyBVKcqHJepgW6BW+pijMBYhpkYQieGcMMGUwjSMGhiEO8Qm9ESJT8xT2ffMRobRrEbhjCph+hExINJJBimXU8ybEPJYeuxxmM0UBrExM3agOFcFh9fnzEdt3uxHYwxWBu8d1YMxlpcUSBWaIxmHJ87xkJngauu2M2IaeBzx/zCIqdmZsjSjEaasjg/y4jL2T46zJbdu7jv3ge47+v38NRvuQ6bWPKiAOOjkZVUWbElzpnDVVIazzG5fz1QVZyPouje48VRSI/57gLHZ06SZU1GRzaQMszc7FFmTnTYeqVih5RDs/fRaxWk4hkfGuXEzDHwsGXbFh74+iMszOWMbUiwxva3xf0UWfpCVxcOtdFW4zLHIM+s3LWWxOQBJVWjYAdSviE+VP3MJ+99zD1MEG/xWuAbjtw4Ciko6OJNTmIyvHRCSESb4DOszTHOhLCIF4QEpQtlplVllYFEyQ8voX6uH+BXBe+bwcUF1ImnMMGLhs8pTNy9kdCTjF5iUaMY8SResM6GW1WNoVcNYqEXu5seB0gVpozGhwGZtQyd2gjNVrCK22VWQjjWREmVsuRMaSmr+Erh3/gUbzyFKLk4Ugn8tsRbfHSN+qiaDvax38AlgJWh0EEj7gwNjyI4D2CQ1LKwuIRaz/CGYWwqiCkwohgDjgLvg4RNJhnZeIOx5ijHTj3MgX0HmZ/pMrShEURsJQ+VQ6JgujU2ZOzFWLRI9MT5vndVgMyDTLfxJzuYXPENoTmVYSZimSwDLjFRMibIXeAKrAgiFha7+KPT5AtLNIYa/e8rQ4/RqPCJYJsGFYcZatHatImuehaOnqBlNpFMtnBahDJ91oZ5x2sI37tyHDoMHuNtlBpZzsdaTavtzIb08tc2SVCFwimJBCOu3evi8wJyx+L8Aru3X0lDG6iDRtakOdlkw4YJ5mZnOTU3jTEtmC7ozS4wvHmC6/bu5ev3PcAjDx1k79W7UMlRk6OiGM1INKum4MHkgfWNwTIZo+QnXnjirTEmRiuDbMlCd55DJw7THB5htDXGUGMDJ6c7jGwf47t+8KnYpkMac2zdMEpzJMWox0iDk50u83NLNEfHSWyThcU24xvGYjLMihzigfKFgkW1uDD3csFbp0aNJxJVDFAqzR9cBpqhaoOBk+Z42w2RHJ/F0jnxwxrZwGLwHkQTVAXNg9fMFxZvIFeHWENuuhR0UHKgQLxgnCWhFSywwiKFQTAYsdEzUxqGinhDqdNWzteVA64k9kY+jgDGJ8GQEI3E2SLwMXCoFLFOXgzDavA8hc+VQrKD3oVvLgyynHwZYcoUUh/qviZUC2LVyJXhHOuLelOFuoketXDy0DmmTCYRwUUdONRET93lbwo/NimCMEYNkNiE+VNLtNsdhsaGaDSzUExeisAZcoF3ZqKh6xV8EYyQLdu2MD8/zyf/6V84fuwEWZbitEDxWCs4X9BzOc4H77PEJAUHFJZKlDpRIS0E98gx8k/fjX7iXvyt92DuPo7tBm1GdY6OOnooPQlPhvGWpEgwMx3mDx3FJUJzckOgOeYe8sCDNC7K/phQ/5dU0KGUnlV0tEVj51aSDRPMHjtGZ2ERxAbPpY31fisDRqopp1TPF5Xq5/z6qm/spEmKd4pzLngNyyor1tJeatOyDVqSYRWKnuPU9AwnTpxkfm6BkdExRqY2sFB08daQq+HEiRnS4Yxrnno1p+YWePCBg0iSBSpBrPQQ1drCXLMskWDZFa7ye//5jAm8fZm+85q0+icILevDhkAci90FDhw9gKSWsaENjDU2cfToHCeOzlG0coauTtj1rVPs2LSRKR2nNZ8wlg8zIsNMjk2hYnDkpJmhl+d4lJ7L+4koVe+aWKlQ1rcZWidqT1uNyxh9T0n4vQheLjUQQ6CIw5s2AI4GXpNo1pS8X8EYKFwvFIUukkrM1pCRFROkOkxDAm+h0AaGInCdNAmrB4rxGSoOlxZRp6fAqIkq3wWGNBgHapbNR2WFhn6kt9yZKT7yIbx4nPFQJIgWpTZk9BrZuBAYPAY1Lob5DEjeb6LL3744DRUbTQeE9X3sWUcgfVfb0rASnC72EEjkpSGtlJUYAgfFkiDSw4vgjJKpD6HuxIX+f7KhSuAJUh15L2dpYYlmc4LW8FAIP2msJewMzoPJPSYxeKN4LRCSaEh49l5zFVt3TPHl27/Mtd2ruWrvnmBw4IOmGIJIglbPiKegX0XERs0t4zxpx2Gme9AxpB64osDlHkkF44XUWkwUaDZqkMKgc23aR49jmwnJzkl4aAncUhgPjjif9AmMPgU1Bi0cWnEuoDU+gRQ584dPsKGxPVQgcT5+H5Hj1o8GVMlOUBlsepbU7jN62wbGt00T1PY9qIojdw4nQrvbZmJslARhMW/TXupiC6Xo9vACM/NzDE8Ns+PKTbRPzrK42KGQJguLwsSGca64dg8P37WPxkMtdu2cQsRFCbNQksUyEBodmHfKO1tpuPW5imFW9CIxiexCDdYqpRcsdNwiR449SiNrMD6xieFsmGMzc8yc6iI9i4wUbNgxjtGEU8cXaeYpjTSh7XOyCUtrOEWky0J+Cmdyut0uipL7ovKcLlcuOJ2veL54Es46Nb55MGjtaCx9pPHB0UA4N0RPFIEVbMOE4glF6RUoxCHWk3cMn/nwAxw/eox0RMj3D3Hk71JOLh1gdI9STCu7rt3Mt79gO2bYhsU91k4Mxdw9vtFBM0cIngUhRiOBgExVHHt9Xpqy6kI/N2I5J25wKugnHXxzetXWwmBZsGUluip+90AMrcrKGHwRie2+TGhYvV9k2XeufOfyxXpEaAf5SZXZEZ+z+YV5TCKMRSmPUrOw3DgYCZph5XlUFWsEK0LXexrNBt/+jBt48JGUe+66h/ZCzg3XX4ekHl8ISws5i/MdXFGQZpah0YxsxGINsTJOWcJQg3fZRy5qqe+YWDQxmJ7HLhSYpTxwWHPQXsHS3AymmTG6eQq6gUKBJVRUj7yyMhxcmUVekcSSqCDTS7GGnNLUBNrgD89id02FUG4RJHn6D2V/3JzLcn4mSYvK6PFh3jMC6gryvIBG2Cx2uh2cKnmvRzMdp9vrMT03w/DQMJ2FJYx6il6OiOHkwWNkky2mNowz7ztMu3kWvODnMnaMDdHcs4NHvnKYEZcytWeMHg4jWhWXr651xVNzumjLyloz5/5UnbldSt08QU3KXD7Dgen7sM0Om0d2MZxNcnR2gcOHT2B6KcPZEOMbN7HUXmJmZo5JO4YVi/Q8w6PjzM3MMZxkjI8NcWT6BI3mJN6FSIcRqXiI/Z3igJd/nTVn14PaaKvxTYC48KJBZV09ShFCYD4Bk0RaW4IUoawM3geOQ/ROOVNQdEd4+ONdOp0mw1sS7JEJtmwZp31shsVFZfGRDv7wAk9/LtiWwYvH2zaCwUmCJuAzRw+PJ7jrvCqeQLgWzeLlrm+qNpVY5uBiKdX9DmpOVbl1g3Uknwzmm/YJzKEByjehWkVOYzevWDo0CH1UGsoxHbWqfbrWF1+GKA2w1bITB/+2Uvpj8F9VMFaYObHE0QMnGG6OYlNLkeexwHoMP/vg8ZZ+owZ9t8KFPLrU43zgRV177dU0Gk3u/Nq9dBd7PPXp19HMMr762fv4/KfuCJsg63j6d1/Pv3rhd5AlwSMdJCGIYbmBnGlrIUno2RCWHfKCOTLP0p2PYtoF2nXkDcPwNTtJNm2ENIHFTuSe0TfYBoeOKpJ7KBTjLeaEQ7+yH98AnyhuxNLcsYnOUo+lo6cYnpyokplCLawzsJFkxbM70BeDr9fu2OB1F1USI6gvcN7hgUQskkigU/gC6y3dokePgsX2KUayjM3jU9Au6C72ODIzz+zRJYoZx8TmLbhintmZOXIr9LrKZHMU2Ss8cugQbsIysnEIX3gyIyQVBcEzaF70vWmnj7llgurnaLWtZrR5H8XOtdTKFDra4dGZR8ltzvbJzYyYCU6cXOLwo206XWXDVMLwmOfo0QOIDDGUjSBpStJKmWsvMLM0Q5Y1KQqHaaQkJqHwQmaTwE+kFHkOPyCUetHO+Qs6F1/+Rts3k1pojfNA9LRpcJsEYrkFZ0lcCxGhaHuSAhIf+CyNyBF2ajAmpIKPLk6xuTnM+GQTJwn+6oI8S0ltwszcIqa3FEjN0guBGtNFSHAKuRoKQvV2rwku98EjYHwol0L2GPwzkY+y3iSyy9SYeMxY011xlpbW0hgOi4axfkDXNWpRaVkPVilrx8YPn/38lwEGpT5WM9JWM+IkhuzVCY/cfYT2TMFwawTnC9R4xAQO56Ae4HJ7OZLhqrYPYX51yhU7r2CoOcbX7/gGn7r1s1x39dPoTAtz+x25z2lrh6uu8SSSYKNirMTEHLzHiWATCQZKw+AbhiXrsSSQO2S2YGh/G44t4FTJ9mwiGRqDNI3JAhq8bWXWQXnJnjAGHKTeIE6CTIZXpOhhrceQYxcasNOSTYywcGqawttQB8VHOREEnKNSAxzYdElMhILHwnuK1xxDsUHrNfAuQtY7mMSi2sEmBhMz6ntFQTLWYKQ1SnexQ5bDUJqxaeskpxbn6M0vcei+R9mwezvNDYal+VlOLHnssGX8qmFGkhG+fv+DXGOuYtPUCM4Hj1MSKR6Dz8mFDxKyalv1xy+AQY2S0+XQqUfxYpka2cuwmeLYTJdDx06wVCwxtXEjjcRy8uAJmsMNNm7ZxOjoMIkBoaC1YZJjB06xMLfEsB3GJgYtEqxpoHiEAlykpVSs4pjgpBrpMv6buSLCCoepEC3XGFJSGzJAIrzpN1a1m9My6+fyn1hrnAVaSv2Dahr5Xj1EFeM97gTkHSFpKf6Ekk4b/FGhd6zAdSEdsuhYTkk540SCb1h0h1AkS3gfHkhvLXnRxboeJOCMpee7ZNICGhgsYhVrxxEsVhIkSSIzKoZqjEcLH0jV4eJR4/El/aNSa42hhDILVPtPAOXnTo8Dhr/UQ57loYgyU9iHIueqqCmCJ01DWMubAqUI3lEpSDXFaBJC54RyYNaHxS6o+AdemwxkjyoDihSXMAY9N8aY0wyylcdBKM+WhOqueDxCwsnj85w4Os0Vu3Zy/8whXBtsI8V5F6o8Rnkd42NZMRND0DH7VtIgsYMJki1iFc1h89Zxvnv02/nGXQ/y9a/fz0N3naA7LTRHxzBZi8RnFF7xOGyhYAN/CzFIIhQppEuCi963FMIzbCyQIfMOFjxJ1oA28OgsfnYBlxQkCwVyqgPqo1izollMVpHwnuQmGGBl8ziBFMSmSAF4xYyNMIzSPnaMxvF5UhvGDL6ANDy7DiERj6mSYM6TpF56luO6Z42J0inh0i0JeS9oBzvxLC0t4RYKJofG8HNdmo1RWuPNwDUsuhixLDiLnZtl7tFH2LprFyYd52g+wzSOzcUGduzZgRfY9+A+UrObjRuGUV/gHRhsSAiKF9c33VZedvBKleXmgxCPqaa1MsS5VstItZuV6h/nPGKEgh6KcmxmP3n7BGPjm8iSTRw8kXH/vhOYZsHOrSOMdAoOPTLD1iu3s3XHGM00jF+vnoJQ+WFiapTDMzN0ew7rHV0cLQjZx4QuDDIr0X6pEg+iIR4Twy6ESXIJGm0r7kpXvtCgpVTNkjLghSizNlbG02t806PKIA2wroF0Er7w7oc4dPsp0oYjNQULn005+tkZzHd0WMjb7PzWKZ77k9+C0wJxBumBaTok62C0h/TCLtwmQmIMkgkFgFoSM8yjd81x6CvzMGxYOioc/aTlK51TjG4WfK9g29UjXPHtI6h1UVKkr6cEECO69KvgRCqrVjcV7qskQw987vQZ4EnmZVsTg/v6QV4JVdaHEiRCggByENr0uDCCijTMr9ZQCYYYH7NIqcKnl3N7ry/sJrGeogFRCldgbNBPe3jfI4xNjVJ0U+7+yqM0kgnybo7JKFfe4FGSUsphoPlVg1fJajWClRw1Fo+lMWZ4xvc+lRO72hx54DMsLizQbvdg1KPWYDLBiWJS8M6hBcGg7inSE+iBbQjSg6E8FEqnnaMnT+HzDna0Cb4Bp7r4O/fTbXrypmNILcm8B03BKj4Fl3qShgRjLa47UqZ8lzflBKyijVCBgxTs5jEy6+k+OI1Z7GLTFpqGIuOlpqCUQrznLXFRinYTjAeg0WjQ6XTQsTEESE2CKxyigjUJ3cUOQz5F2p6RsVFazWG052h32pBaxkZHGEkadEzKsWOHOXbvPkav3E42OcJx0+b4wiGuNY5du7fTbbd59IF9tK67mtGRDKc5JulfW9nD56JZNjgyzrUtMEKuBcbCscWjzC6dYGI0ZWpkivsOOt7xzo/SGE540QueRsN4Zo4f4qqrrmJk6zihCpXHajlPh0zRZrNJ0szodLsMxVq5i0sLDI+MxBCvYs0gl63aluM9QYRY1xHmXgcuutG2MmNGlpGEy/diyEIIoS88Tgx5TMFW42I7lS7IFUTAGk8yeFQc4hIWv+HYcHgXm3YPQWuB9FkjFLmhSByHF4+wcPAUWiiqBeIzJPXQ6KGJYjqQ5ilFDHGI7e+gwtBK+Optj/Dg3yjDu4ahnaKPDvOIdtCRBaYfmebafzXOrm9/OgCucCTWDJTdCftMG/+F4FVTlCgQH0U7yioJMQwSuTuy0pCrNypxERyYQ5ZVd/eoFHHxsHgJHkyjBidQ+Dny3jzKFlKzARMlWgzgTREU9IP6HQM058sSZSjOe79GIkL/PUHICaLTec9wYP9hHn7wCE+/4Zkc3/covhB87rCJBKFoX3oZ6HPCTKVkEylPuuxHxaPGMD/fJvcdjKakdoQd23dy38RhFmY7zM/OcWD/AQ4f2M3m7S1skuI1KN0nXhAHkgssguQ5HOtgjxfQUjoHj5C2F5DhFO1YpCvQFUwBrdzSysuxYyP3zCFdh51po5lBOhnMF5h8oMJGVQFNqvAkPYW5HljI0hHS5jh0FwEXhLYLD17xxlE4g/EuevKCZ6dq8zX081ZDYEVolQBSKGRZxvzcfCV+LFYwYnDi8ar0Oh0aScZo2qKZNsh7XU7NzDAzO0MhjqZtMN4cYWJoiF2br2D/8UMcOLKPsW+9iof2PcjffORvee7ep/CGm17BNVfv4v5v7OOBex/muhv20mol8dmqrNJoVJ6+tq96L+dA86jaSMLT6DUIIokVTiweZ2bhJI1GyuToRtK8wTfuf4RP33kn26Y28bzv+TYW8hl2XrGVzTvH6ahH1GMxIVKjQfbJxkQmSaDT7tKSBl6VxXYbMz6OUx94nrEG6em8vfIZ09X+fM64qEabxoy/FW9GbavyNYj3iAnSB6qh+HYh0BWL88OgWdxbx1CTNyzjN9Z40kCAgig4mzjShmV4fIix7Q3azmNGLJlaUpsy1Zpk3i5BTtAzsoofdWjLQtGAIhQr9YVBtSCXgjQva1dCaiAhYduVW9j2rZvpFQ75NotPctIhZbizgHZm6XkltYYkMZWuWiiWBBYTPG0O1AXWsrF9rSMlcohiQoKU4rArJsB+bt+THJVy/qDRFjlKJiweXqEwoFgylyBqsanH5afodfaTDnuSZAh8FviPRnHG4YwP4rqx8LRUM/Dl1+4rdaOWV0MoF9pIOlEFLHnP8ul/vJ3P/dPX6LXh2DeExdkuiTRQ6YYSb64fCBt0RpW2dFnUXEJkNGxWjEesoVgSPvvJu3nw7odJeg20O8T88R6txjDp5owGQm+pw91fvI/DkxnXXnUlG7dtwNuQCU6iuG4Hf/8CSyocOXgMXTzOtu+4gmYrxWyfRPa3oesGMrIFOpHPJgStRVEwghzuoB9/NDAwHNA1yKwDE8OdpbGGBGmQOQ93HEMfmgltoB453g3SM0mOoQm5QbwNhkFsD2Ni1udAFYTB0PXKPjttyEN/sRPBq9JoNJhjLpQBi8VWxQiFsXQFJM3wHY/NISXh8MkjTM+dYmhkiKHU0O60OTR9kCU7wfbJKbZcsZHj0/s5cOAgR/cd48hD+zjWGuLEyUOMTV7D3mv38PW77uXRRw6z99or8OLJJMgp+ap0n6+2p2uMSiof27q8j1pxLxXF2CToaSLMLy1y6PhRxjYMMdUapeVGOXDkBDv3jPOK1/0rOtMF3uds37yV7VsTnOSkkoD6yEoL/Wq9UkjIyLUpYQ6QkpMIaZZRqIuizbKqTSZSSj9dGF7bxfW0DXB4IHrZlpFywvtFtKLFu1iwO+PQIeX++zsc2d/j/tFFNlphaizB5V3Ehlp4NZ4MiA+3SuQreTwWURtl0RTnC/IUCu8QElRyjFpcT9Eo9Om9xYunaPZw0sDnDVTzwJcxkTCShjFqfai5EPZVnp726OY5Xd/FYMmlR+YsRQG+0wzTUJzjvQnJaQmEXZyJpZMEsIJaH3WK7LJEyJLHVpZPKgU5TXRfVHTmy89+uLBYOWuWW3cN/ShSIMaBtELYzMeQF4qhR2bmEDOLSAGaQbUouJjgEs4nGmPay2r3cN676CcKK8tXDb5H6cWVwGErFyRrhIfuPcKDXz3GpvEdHDh1kiQNpeIkizI7AwkIaJ9yWtbTFdUgVmsij0miB1kUVwjH9s/z8B3HaXXH0HbwuKlVbEtoWMs1u3fzXd/xrRw68ih3fuFuNu3YxNXfcQ0NKxQImqR0OzlzM8L0Uht7ZJY9w0+ltWMUPXYKL0Uoel7GEctMRx94caTVBcOsx8wshXuxPtxMYSAx0WhjuVXaS+BoDznWiyFiF4zARgbSDTIiRK3Gspa4LUNmfdaqRPmIlTVh1wytVe9Hj481ZGmKNZbCFTRsWmU2OlPQweEsiBRYE8qHzc7OkI002bhjC93OIj6D4fEx5k7Oc/+JfWzfsZWdW3fQPnWcvRObeONrfppv37uXsXSY6VOzbJzayA3XX8t99z3EIw8fZOfuHaHSi48bAk7Xbls+IFd/oxpNg/ujAT6vxELwiNIjxxih3V3i8JGDjI2OMTY0SjNpcfjhU6RZk107h/ie0Y0sHvdct2GSTRtTPEt49bHmaRQJjjx5K8TKBmFjb8RSFA7nFaeeLDO4XocsSavL89U54qxsJGZUn2s92dVxUY22ymtgQnkH8SWDJPZSfKDUhNI+qRe8abL/aME//eMxHn4YllLl0184yLHjKS94zl52TDWw0fKuPW1PFgSNIgOxrmgRH2SLeglcNY0ZgnnM7ok1Ar0pvb3Rq5A6IIRIvJFAvDYenA36q+L7er4QRG0bDtEUY0K5HUtCogm+sRQ/E65RxVMYR6ExcCAu1G8UKGz0bliHR4M8yQDfWWJ2rEq8njJBodrzSJXM8KQe9pUKa+ygst6oD4ua1UVEC6w0Iy84D6KvBA9KJpAQmPOxkmN5YgSliHFr0X62ct/rGb7jcsAy7bVVZBOCN9f1IyEu8CxVhKzVojXUCmKxsQSbL0Oig99h6D9bkYMdqslFg80bPJZouaAS+FY2STBqsK6Bz8Fp2Gz5WBm+NZrxlKmrOdHaxO1fupO5uR7P+JankLkh8o6hlyvJcAMZdYxuGKW1eRSGDd4V+GbwmgQeWhwnohUPb0BsrO+JA6oqJjaG+Vxfwy20D6HvTXwjI+zQjMBQBks9/FIHUzjEhbwIHzeVxjmsmP6cskZZsTX19IIbB6RANUpOiEUVet0uw40UYxOMSXC06WoPbzze9xAced4lF8fo5CgHZo5SuC6NJKVwXTpjDpcqDx45wvbJ7VwztJHWbJvxye1sH7sSkyScOHyU+el5JjaMsmv3Du76xj1krQY7t28cKJZ+Os+84ukuM8ZWJCIObkRX7o+UMnczhkc9nWKJR08cIBtJGG2OMJxOcOjYARpZk/GxMfYfOoKcPMENW/aweyolEcVJguCq4oeUYxIFjbWHUaz3pE6Qnkd6nkSEJBOKbkGaJZWnra/CWQqdeNRopOFc7py26D+vwqHBF8+yR19iGRIRHCnzXvj6PUvsv8/jextg3DPbmecLD59iauccmyYnGXZFJBk/qZevJylWBArPtKs7Lcll5a+rbwsHaabLE50N4mzFLQlv+hhF8YSag+XkkKBO0MLi1QYZ3tK4q/5fmmJlAk6UDVat3q9H+AqcoUGk6ELnJE7bMJJizQhlEcuSfeNiCNqowWsZJDGIJkF7zCiVEu85EKsvP0TupAmeyCS1nDi6yKnpGUbGRjBGApfH9UNUqy1GsnINRnGRJ2TUooXB+ZDp7WNtV+9DyTA1RbC1DRRaAAkP3XWYDyx+CkzOsLY4sv8UX/mXB7nr7+/h2qTB3tmMZjeBiZR2Mk8iDidBO84kllCIdzA8OnB9ZVJA9Xq5bMXZmotSGqQ8Z0LMWk4gyWCxC8cXMTsnyFJDSDbVigpxtm85m04b0fPuVUmskGQp8+0lNoyNUBYvL7yn50O2fNAaNywuLWFbCbPFIl1TMDY6zNLSAj11zGsX17A0nHL85FF2D21mamgPjzxygH2LD3Hlt1zLpk2TzB45hbGGDZMj7N6ziwMH9jPSSNk4NR5qoBoTjJmBpT7MZfF5k2jgr2aYrvCwDR5hjITPeMUYz4m5Y2A8STNleGSMU9NtCpcyNjHCsVPTLD4yx9MmdrFtciPe5oimWBIMCeqjVJQMVqSWoAaAwTjFFh7rFCkco0OjpI2MojCkVqKxVlW87nfNCjmd88VFT0QwKBo9bCK+v0+tFtY4bYrHe087txye6dHTJmoS2r0unaFRFo1n36kFcp0kPPKDXrsalzIuaC+pVjpQg2ngQWdrxaFl7LHaUZ/LQ7W8/IqIBK9eVSQ4ZpRVWYtxUo2BzwRInCHJs2DoxfBRuFwNTozy9xihdWVKQgwHiJbf3b+ayx6Dq9c6B8bquRgraRYeyNFiGu/aWD8ZJ/wuRjKUNEh4OA0ef0so0UMQaw6+URMI1aKx6Pw32fyiYeE0g54RH0M6Xnjw/n0szC+SJg28BsHQlR67VQ23wRdG8eLDIqkJVhoh686miDVo4vDGh/CTzTFpEp4Y8SSSceLIPIePnQApaHYsNm9gbIsHv36Y2dklsqEdXDuyiW6iLEhOkiquKZgkPEuFz7FRIih4xfR0R0G4GSoth3W334DB5wleucyG5IQkwWQCpxbh1AIyPIYRBXthQmalh0gkeOBTEZo2wRU5jpCIkIkl80JXu7gsGLLee/KiS46jKznaEqYXZhk3TcabI/juPCfai0iSULQ8B6YPsmd8Bzu3buXB2aMcf3Q/u3ddgUyOcfT4SXwC23dupt3r8Mi+A2SNBiOjTQqnkQpaSs/GEKR61AeqSEjxKUWtB8LCLOenl7a1AZwPYj0Yx5GZA3TyRSaGxxgd3sjSIiycmmfjljEWFxc4fvgkW0an2LljO2gOWqAYxIH3wWscjKvBLwtJCVjwKDmO1CVoYRhuZDRSw5LTKONUJojF4GhJ6xJB9cJ54C+y0RY9bSVRp2w0qNJoTVwMDQ7Rgkaako5DuzlH4kGGLUXD0hZHa3wYm4C6gnN62GpcVJxubpzfJFbKaiBhJ7bqpFhWGnjMtk7UBozK+SIg3gQdqrIINJGwXPGgTGXUGYGkKyTdBNMVpAi7UAESDKk3dCE+7OFCRRVjgtK30fBsLNcovLDteDFxxgSyFfaYEPu5z3Zf9WOaOHzaQSmCPph26C0cw2ZNZGgzCFhjMVHPDVPEaGcRvZz98mhnrpZweaJMPSgdTBLcH1ibcOLwLCePT7Np4yaOzS3i877m1Jk8CKdtlMQjicHnAIb5mTYP3nEKO1ywtADtGUXIcEIoZaUeKQTjg1yGiCHNQqizIU1ELb7wbN2ylc1JD/eo4eiRU5inj+BGha4NBeKtVzIBkyb9Z7J8bEwkmp716s+5QQdOpTDUgGaDztwcWaeFmCTKh5znfKeKWsHbENJPfXgWWlmDmbxLWx2psbTSBi21zPe6mFbCnOvS7eVgPF2f07bCUrvL9c3tXNmaQoAtrc3sk2McnjvONAs0N6S084Ps2bSV7c1JDj56kGNJwqZtW9mwYYzZuRlsmnDl7l3c3X6Q+/c9yt5r9tDMktjcwai0ZbhctM95K7mia0Q3FA3eMGPwg55uIxxuH2W2mGas1WSqNYbvDHH8yDybJ8coOtPMHZpjTCbYetV2ipGw/TWkIDmlGSTig4et3OCX/eIVtdB2ypLxiCb0Oko2ZMiMZ8n3sMkIHmIodWXnX1hcdE+bF5bFkl2Zi1CEydFKEhScxSAuYcQImzelZBva9OYLxCS0usKOLQ2+5SlTpKYNrgBJL/at1VgvhKg6Xr4RxkPpLBuMZmoMl6w9z5Wco/i773u+tAptxV2RSiAlVxGNMz9oSuChxEuoAph4W7nvQ6H3AmdDIoQhCuw6T4LHmjTssI2DBuSjC5ghMEnQHzRYVBZCUWrXDHlMJuxBVWP1LRWMSVCT0xFHHicZU3rhFLwUJDHRR40+nnPI44A+T8zFun6CAQm0hzBpmAGiu4uhTHP6uKhS7W3YHEoPNYvRG9+jcCfQYoyMLYjPUFsQy16T6yx4R8YQaEpSgLdFILOrgbJgeDU6LqtGXhPOhfuzYhGx5HnBg/c/zNTEJmY3JRx58H6MiUkHZzM4NBq6NoxDcaW3WPDOcO9dj7Lv4H6KpI31LboLLmRqRr6zGCBVpIhaZEmkD6hBCyHpGfAemyibN0+xOU04/pkHWLx3juIZTZwEvlxigqfU9ARygdxArImKd1SVGkov+WOxo+zAh8rJoojnNQ5sAlPjuDRn7sQpxnduipFaQWwsiyfxMs5hKJ3O8gh902wktKc7dHoFacPSamYkSYqVApskFEaR1JLmYNXT8Tk9oJk1kSKQLxo2Ydf4JoaHhnjwxAFml+ZZKBw6W3DNhp1MLm3g4MGDNIdabJjYgHPKzMlTbNy8madcs4c777yX/Y8e5qprdqE40rjRDbzd8ByHacpF3q6PVBJdcVPBA1aowWrY4OZxxp5fmOXU3BGGNmSMNicRN8SxQ9NMDrVAFjlyahbTa3DF3h00RlOcupCdi4aqOeWaoiYuF2U9WwnZpAa0CJnJVoSlbpDtbTYs6nugijUpsaPpzwUlrUUQsUBxQThtF9UdFTKKShKlDqTSKtYGVXlfKOoUehZZTGj0hG/dOcp3PXMLVzx9iI3jHZ57TYsfe95GvnXckHUE9Y0YHq1xqaLc6PZ/WfliDW/JOsa7nnZs6TpYLjFTEv3lMay3FT9ZiKruIYkg6BgE7UCPCxI1vvT+WZbmHafme8wsFEy3C+bxTLdzphe6LCzmdJaKIAsiRUjAMULPKblXPAY1FjEphQo5gbfpIzdkIJE2WsGXtyfotHLSGjySxguiLhpeUJaZWtVuWkZulIG2CTtrMSGbNNjRQdol1KTNaecnWOgexUkneNeqE/YlAcLXa/8rLmNUsh8mZC86F8RYZ0/NcnL6JLuuvAJjY7mldbuoYzuVgrTRherVY22Ky4W56S6LMzkzRxfIFxRLGgxsjQK0sYBn2f6+8BhnMYWgeUFmYXSoyVACaebZfu022u0eRw+ewCQ2RmuC9IX2NBhsLgmbLW+otNlkcLE9T8SyV7i4i7KELIyWJZsaZ35hgXxhCeOU0kYpRbbXotGdzaNZcakiHaTRCLWOnQu1MZM0wXtFC4/1BjGWng9JEFah6OQYb0hsLA8jJlYQtYxmI1y1dTetbIhut8dMZ5FjizNs3LmZVppxZN9BinaPjRs2YAqlM79AMzPs3XMFczOzHDsyjRVLWSPWWIu1JsgcDVJZ1ry7qLRig6RJqTO4lC9w4tQBJrOUyWSETIY5eHIBM2wYabWZOT7LqVnHlr27GJ5s4Fw//B+4wSYKHceNYJX4MbASGSHPHb1ejyzJ6HVClurQUEYv72FsgiVyXlchTCug/vSqI48VFzd7dOAXFcUZCe5zT+D/uOgpyYE5RR9ZRMaa7Loyo/HMTWxfKHjkU0s8/+oNbCGDOxZh5zDFeNG3lMtkh7InalxaKAkKA+iHxk5noQnnsAvWs7y3gthaLcTnYBhCP4OuzHQeTPtU9XgPiVV8x/Iv//Agd3zlOIkZwRUZcydHOPXgfhpW8dMddl7X4vmv3YsMQdeDN5E8bRO8h8I5inhuF7PEyr2XHyDQLmdYX65YJUxSzhUxezPx9EPRy2gjuuyfwMQI2Yo++CRDN4kGeY/QgEFnzBZgejhZoKCLmolgRK88ewzlXKiagpcKjDFooYgxuEJ56L5H2Ti1kcktQxS+F3rG2GAInQtK54XE0KuAYElck6KnZNqArg2lCeNzVCYf+jScQNQEyR1vEOdJE2V4NKVpPa6ziOtaxje22DS+mftn7mdxZi5US/AgTnBtT/fQPLJg6QyBaRqGJ0aQZvDIVc7T8310qsSE+NqCJqF8VzLeZNSNsXjsJBvsZmimoS1toME5Wd1AO9dxJghJkpIXYexaI2SJRfMlElqkWZOlvEeWJkihJB3H8PBENGqi0Rwv3qgyappcu+MqHig8MzMzHFg6gVq4YudO9j+wn4MP7mfXNXvZPDXFsRMnSRopGydH6O7YzsH9RxlqNJmcHMK54FG0g9m5KwfKKh3QZxGH2Kqnx8mZg2DaTDbHGU6mOLEI852cbZtGmD1xgJNH22zbfSVjG8covCcxEoWeA72k71WVaCcMdFogpgHBUCycxzZT6PXIrKHRSsldlyRthEjIsvkqmNFlsoWqHzDozg8XnfhVOj688TgpghCfCarR9DSM4AKKhxaY/9whiq/NwEnPSFIwqY6pDoyc9PDJkxT/fIDi2Bw2sYgvwyL9YXDBr33g/zXWh+XZ2wPR/9IZVh64zANXHi3L/l1+zCpYV9cs78Xl+QhyxvNpeS0lJxMT1M29CZIA5S7ehRp1oEwf65Elu9mw+zrG9lzJru+5gbFdu5jccRUjG3Zw7FSXJZRe5ilM8K4VYnBGKCTwc7y1OAxFTMcKWlcm2oplmyqrsSsudftCV3s1OA4U1Ag2ybCalU6YoBW2MiNhcGABIgYViy/Fw/AYCT+iIM5GzqEHukAbkjyspLGafJjj5fK3h8tWWrH71+ix9LH496EDRzhx/BS7rrwCmyjGGqy1cK4GW/WFVLpt3hl8IWhhYia1IBqkKbAJhXqc8bjE46xDbeQ5q8WoIKZgeINhaNxRFKcozALJqFIstJkaneCKjTs5cs8Rph89SeIE07HokjK7/xQzD08zfXCW+ZklNCd4li60WksRfwiGgk8IvO0ExjdOgCjd6dmwOyNMF4F+IefslVmL2tFsNmm32zGxVWk2UkzhsBiSrMFCpwPW4HNP5i2bmuORHiCVwYIKiaQYFYZsk6uu2MvQ8DDTxSIHF07ScTlbNm/n1Mwc0yenSbKUiQ3jzJ2cp+h5tm2bYmxkmAOPHmBhsYMxJng/4/g7ncC62sQehbEpwDi8dDkxd4RuvsSmyTFazTGKXsbMsUUmxlKW8hlOzBWMjG1g2+bNJN6TxBB4SIYoY6JlSDPyk1fj3kiov5vnRahQ45TUWtKGwYnDpgnBf2fjMxWfK0y/DS+gnXBxjba47fLG4+J/igcXNHyCE6aAliCbWjS2b8BMNaElNNQy1AObC0XL4MaVfMyhmkMXHBZXfoV6KAndcTkrdY/P5gzX+J94KaMqQRoAIRdFyYnxlH65rW+WGf2Com89lxmUVekVNVXmWqhoESggpQaWaOAYFTF935fEfi+Rp0TclZ9b9mfZu31DMXaiKTkVgTRVjkVxJhhoA5sxXwC5xXQF000Rn2B7TWzexCwlmDwNkgU5YYSnBX7CYMYT7EQDM5FgxjP8Rotuz8iHDUUqeDEkiZB3c44cOMyD9z7Mw/c9wqMPP8rDDz7M/Q88wKGDR+h0eyQxqSIX6AngBatCYUKLJD60l+NSVhHrG8+lyHYg/g940Hzgvdh7HeYPO5iv9xBNoLA4V+AJ2XhB+DQW/Y76bBiPF4leNhN5MwYvYc5RKVAbE5ii5lNSOBpFD/GCQ/AmZPwGbmWobBHsQul7i2P4x1fjscxcvVhzQvh+La3bQR9xJTcRM0HxqPrAabOW+ZkO99z5ELt3XsPmzZPkuUQxYn8OCTzxmVKp+hVVvLpA/I6/J1isFxJCVQWfe9TYWPg9LqsFmMJgC8HkBY0WDI+AdmYoFmZxzoVoTSE0F5VNpkmrbXjkC/ezdP8C5MNoN0NdA3FN6Bp8PrAxMJxfN63ixcdr0JHx/UXbK5AlDG8YpzszB/MdghyHUggUeJz3g1Nmpfq/1uqiqpEmUX4ozGvNZoNer1cFLpppFriuKqRZykJ7CRFDK8mwhWfIZFgEHaBnCWE+SSXBYhlPR7ly+y7SRoM2OQdPHiEbadIaG+XAwYMsLi4xPDJE0zY5dTyUCdy9ewfgeejBfRRRr8y7gQWVvnFTJliVDanx7+GdoMw2uzTNzOwJxjNLZpsUZozDh+cYzixDaY/52QUWfYute3bRTIUGJUva0V8pVvfyST+NvzpkYbGLiiHPe+S9gpGREUwCnoLEZgNVasI5ThdGZpkE2fkMs4uu0+ZjeSpHqPmV+TQSRQWZz+HkPIwPYa9oYSc2QSYwGsQWbeJYahQsboPW3g3I4iipbUAuuJbg1JEJ0TwrE/YtChQilOnHhsp+OA1eAmEyEGGhSHJyYyhIAtmbRVraxPpmMDJU8YnGOmQ1KogLHiFvsV6xsd9JbCB1e0L1Agu4MDG7RNFIPC1sQS+6szOCQKc4i/VJeBhiJ1beLzjrk1FJfpSJChArt/uQ1ZV41BucmuBtKcJoEQFfeCSxuI5h/6ePMv85T97o4q0Hb7FNpfNgl2teNkmRBhpVIha/2OTAHSeZPVmg2sN1oYfHZQ4za5jaGXieCYp0oUHC5Ph4CCt0PS4DZwqKRJiey7G2TeqUxBu6RulYwTohU8Nc2qOZe1pOsN6QI5WUyCXnINZgLAVb2WBielkZxgSgiAb633fhTSfgF4bgtzcjuSWxijZLYlAejIOgdQC4kIAgsei3GNT2wA9TGB8I0dLFpUv4nsXYkEXWcgm2WMC4hHbaI0+UoW4KTVDrCYz5BOskjG9jg8fICE5c2JyoEPgdlosz3YZqDv0nY7kUUmW4RQK4StgkqQoPfOMA995+CJ0b48j+JXoOjh2YRnyQi1iX4SZxKYsJQdVSnIaQtCW0pSksiZpQ0cSDsSka62SCD9m7aqEjpIWnlQibJ1psSD3MGjIZZbwYRbsZ3ippt8uU5mzevBOO5Nz711/gaduvhW5Gt2iS9ATj8nA9aXjWQ6bPeTwYfZ5FIGCV53RAT7EFofiChY72GB4fguMp+dGTpGMtkiGLqqcjntRraOeY3OCjESZrhBOrYNxAyMDjSdMUMVDkOa00JUtSUp+w2O5g05QyIGVyj6HAFz1sOoy3iikTQiiLRxgMghNl6+hmFieXOHDoURZZ4tjSUca3jDD7yDRHjh1mz9BVbNg0wsH9h5ifmWdyaozdV1zBPQ8+zKFDx9m9a3M/WYwyg7ZvTnnnSwnFyhhVPEYKOsUCR04dY2KixQYrWDvFo9MdUGXjmGFmep7Fo56xnZM0RxukGtw0IW4RklgCfHhnQL3XqAJ9OZ9yP7aw2CFJU7x35L0e2dAYPe3Ec0p1zcaW/E2PailiAuAoCM6e5Dzn3otee7QQF3RlfII4S2GEIvU0C4WHFsg/dwR75RDme7ajUw00K3DiKQzkieCt0KUgGW9iJEEPL+FOONIrR0iGwoRvbBLrDkbCsgRxR+mPlTXXsFJ9BVGcV7xJyI1E/1oWCpMDWbnJN3LJh6AuDspJOwxoj1a7aEuQskDAJQ6feGwpxnjaWWRFZtGFQcX99UT9pjiJSJlkUKBZHhYSIESIPJLA1DWTbNuyhS55zG4T0iZMZzOYoXgHVvDOI4mycccEY1eMo5rje0JhQFpK73BOkp0MHiUfvEw2NYyODTMxMYrrKV3jgkeokVJIG7vUwTuN5VcgheCyj0r0zijGKZkPIu0hM60c+JcJJCYRqEV6AgsWTIIca0DP47/SRY91sd83FNJrtQDnwmLZJBb3FmwRSpD5UlZAJWzIBpMKznot/QHTl9EM2cDB7E/iRN2X5wy8t3Pg7l/YxqOUKhm8z9NKVwmUNVutSVk8lXPf3Q9z9OBJDj38LyAN8lxJTEqaNPFFEDi4UHAWCuspLODB4vEmBxyeIhgOWRpJ9MKGrMXGbsoG7xjNJhHnSHJL6sMnzJBlZHiIhjeMNEZ4aN8D3Hn3Ya6a2o02oWh61IKVsLDiBzv3vJq7H+6zMvC6z+ULe1TBpUK2dROdh47C0VnSHVNoFsp12cRQmF712RXEkAEs55VoSQmKgr1ZmlHkBTMzs4xu2oixlkQMpxaWGBufpOcLOu1u5a3v9rpoOmDME+WLNCYCCFFuSNm9cQftpQVOnTxJvnCE3VNXMH7VFAf3HSI9nrJ7x5VMTExw/PgJRltDTI4Ns3PbFh7df4CxoYzNkxM4Hw2deNneO/I8x3kHPs698d68ejye/YcPkQwJRVJgWltYmIFTx0+ydesIp5bmOHWky1iyiS0bJkljTM2rqzoh6Av2IzRomaBW8t/Dpi08rganyvzCYuAUeweqtLKE3Hew1lSajd6XOiZTN9ioAACAAElEQVQxUuPLsLWtSniVRSDO58m5yLVHw4IdajmHckMdGzg7pIobz+hsajIy1oQhg0uUrinwcYy6UpwQQmr1Qk773oPMz7TZkFxJtnucSFsEEVzU5zFR52qQvLxWVqKUO30TtHCOzy1w36PHyLtDFBQMjXS4dsc2No6GzjX4YEnXEdLVYTRINIjHlyKE5fNiBWc9mjq8DVEFW251DCVZoO8WLb1kAziXaXclbbQqNh7DB+ql0gsU0ShbEOtPJvFaWo6hay3jO5v0sJB61CVk1tJd6CJDvTDxmGCYmgSGpzImtjTBW4SMwgiSwWJvicLNBI4VQmoNaE6R98jzHjjBWOi5Hr7wOJcj4qNyQaktVIbtDJ6EroSdsVFPGptQz7GdnlDEZ0crMeSBEENSIEMEr6cP4U16QvGOk/9/9v7k2ZIkS+/EfkdVzezOb/TZY8rMiMzKGhNAVaEaaBH0IODQQjbZ0kJSuGULNy3CDYV7Lrjkkn8AKUJuSEIoXIDCoZsAGkI0ulAFoKqQVZWZkUMMHj69+d3JzFT1cKFqdu97/txj8ojIQpaGeLzp3mtmOp7hO99H/Y9OmPyDb6dIUgAIUICOl/h4ipsdIDrGqMFkD7hLsWPzRp5VVHRzG9Bv3tsTpTtJuyrIgMo64Vh0lPEsWylB8032dk45dVTNW/Z6j5vqnzlVOIcafvr+R1TVmHsP3+Dj959hdIDLuMGUunt9zqlEiFYJOdpnEapWqFQZxswDYGAdG3ws2Z9NKBcN/mLBaFAwWrYUPsk2ESKxUNRFjFO0WTHVHb7/nbf5yz/7S37ywU+YuR0Gs0GaQ62Cjxsun9fVNKfp+8KGFIEVYzARBrbANC04x2AwIXxyCVIi90fYMiufdDNwOyfaTcweB6Z5T83J+m7t5D85YxgOh4nfDHDWMh2MOVmfEwxIWbBerZlWE2y9pK09jDP3ZMYQSjDpXz54jRqMS2vl2w/f4YftmsdHj/jTf/xvuHV4l4ezOzx9+gk7ox329nYJtWdxsmD37g4PH9xCo/LBzz5iVAwYTQcZnpDlX8XgnMM5B9b0/MeQCik+Of4EXGQ8LBmXOzTscnT0lIe3dohVzdFxjfcV3/n2farCQmzBehRJ0oBdgYXpFwGbxHME01P8JrUKoPYBHyPGFrR1zagsGY8GqM4pimEKFkWTtUmVKMlATPqx0qGn0jNqZ7LlQfwCc+4bxbQZFZy3mCbP8wLGZ8r0L2rMRxF7f4L9777J4t+5Tb2f05laJuE2sl5zE5CgUAhUFjcaMJoM02G/zqFpFYJu+BOTFxyQGDeV6C8zsnQTng5WaBGaVvj4F2d8/NMz6pXQtJE2QmPAm68mEvRXv22HKDpUYJZSCZrwRyKoS3QZydDJBrN08YJNKcLLZru+9NpXX79NXt793LctbjcJHS1AFzEDcRDUEzSAE3wItI3S6prar6jjgkbXeBq8tASNREJasBKJ2qC2po1zvF/h65pmvc58UR4jyZnRjPNzpcUaAU0UIsYI1hqMgehDKpvPof+UQTb4aGnVURtL209w3bAQ/FVqHeyoqyTvF7LCSig/mDI53kfeHwK5CKSjUfseyG845Lci2JBSbDEZ/tJVnmp//GXcsNx8A/1c6n4bCaYhypq2vaBpzgHfI2V7st9vvMnW1xdTo5ufE0bz5OSMjz/8hPe+/11sYQg+ebbGJuZ4iRajrw/+YXwyZGxMGZZJDTsL5dvNiL+ph/xeu88P/C7fqofclgFTsdTLNeu4xkYYrITBpVLMI86DGziiFQjKbKW4szXjaPj+e9/G+4ZPnjxlRQ1O0FqT4dYVrXxZzLhuvlGbq14dqXo065qaFuw6Yryh/eg5/sefYP71J6z/6Z+jH50gbYLzxO0tM14z3jI+UbeNu60ChlSdm2biZDKhbT2t9xjnqIoCK4bGe4rhAN96JuUQaRXftt3d5+hTinYlyhKhi5iE7JRM3Ii333jI6cUxf/inf8w//qf/FcPBgIEt+fCjD2jXLXt7u+Ajq8sl1sC9e7cZDsZ8/NHjlPrsn6YD8G/gLQmr50FaTtdPeL76BYN9ZeQcO/YWT56uiGbNtKpp5pecnrfsv/WAwZ6l8BFnPIGmQ59u9vZceLC5cryyUjq7WATmqxUBxRUVq/Wa0hYMq4IYWqyxfYq56/ecF9iaEqlSNUjuV42fv/J6q33tkbZtcWIVQbyFOuLHyRe0P1vC/+M5THfgP9nDvG1YEXGtYNVQSEjerUAVkkW8LoSVgdHIUn7vDmUAigJWqdel6IYgWbgqKWS6SQlcHagr95uHUiVCCOzvTvjB35hglxdg4Ad/Y0YVU/7daUSkJmrxK8US9yrtwU3bhMBReqC2iaSUVwANybBJuBqhaAUb0hsMLnl3fYo79gVOqUCkq+y7esn0NRc8xOT5qMSNZl33uh44LIikdIk0pmdj19agjUEcaawRQifyHDpVBIMxISl4iGDEYDAUYjP4VzGa1A6KjPS1HarSpLSrbwCvWLUpq0cq0okSMZY8lyOaAfSlGKJLdB9zFaqQhM9jBs43UuLtMNs6CRbwEtLxb7Z1VT500e0u8rG1yapspbG2IyODFAld5I04DnJqKiC/FnH/GfD9JbQTZF3gTBdpy9hIsSmh2UX3ru2nknYLbBSMRqIkgy8IGA0E1izbE0LbsjMe4IpUhaqY3hD8Zv24jRriFTmgLd1LsAgW64Sfvv8x+4e3uHvvAMGBWEJMgteWElCC+BuTdV+kKck5KohUUSiXkeG552BUcd8airnApGAkjo9s5Fm75KKoGRaOVRmJa0HPAiZaYhExEYL1FEYZrBWjDl14htWQ9379Xf6b9/+E55enPHj7kOiSk5OqvmWT0kwd9PlgBBtURY6yZmc0qaFhGgMrkBqMNSmo8LRGP14gRxE9WRDemeMeHORima20p3SGgHzqpU0O5KRiVWVaVJzWLXVQikKoihGGC0JpGU4GrC5OsfaAwlScXs5pDtYM3CBFiXN1ZSImJxluQqo+NYaA5/5gn++/+T0+Pjrn3uw2b03uUXnPx598wunBCQcP71Duj5gfXVAMKtwg8uDNQ37yo0c8e7Zg/+4ExWOIaIAYEnFycuRrWudZxJZ/+cn/h/Pn/5yHiwf8+rf/E5aNYbF6zjsHezRtzcnRiulgwoP7u6RNWhBxSeeWJIeG6XVNekMLJO/D6WyJIaA2JnksBizXAS9KVa0o1obd2QBn12gtFKZC8OlzJa01Q9EXTwBIVBqJSAgUImjI2NEvuHy+VqPtumeXZrJBqwJvJBlbRmGkMEnWvfWBkYEyONCAsYFKwCrYNi0qb1OBvgyU4a0SuVD0oyWxbrFvz5DCJHmr7pqaESey5WW/NFKZMXAmbegpr26QNoBTSpRSY2ZID5Dg3rlrf3UibtvG+EteQSLIUWIHh/EB1xQJ4B/BtoYiFjitMK3D5MJciEiRmM/ToRpzwcBLjLSbrt65rgpYxWQiRenBRpKwYUgOz1tMWWGjTVh253Bhjvg2H8CZHy3SkypqzPp6IXGrSbBIJo8UyUgnnzimaAUTXU8PYlziJXTBJnynT4td0I1GYtSNqDEbnb5ghUYNAaGqPdF4NCY5mzWOdbT4KHgkwQJ+mTFtvR3d+auaiCmJac5saOm2/DDdGHSODLzJhvD0hPbOI8o9g4R9wtmalc6Z7JJJjw1iNsoGEl8xjbIkRUSz2gSp0k0UNTViGozt4MZ2uy75l8Bwux5pVkJIzPA+eMRYlpctP//xE/7kD3/Ct7/1HX7y559webxGQzrsEmSARFth9bVFEU2uyFab8J22EKRIBrJdN1RnHgpHOYZ6teBCI/VQWJdCXUFdR9zMYJYpYqc+4uq8H/mU/hRnoWkYlxX337rL43/6lOcivPnbt/Oz0atskKNUhPD5HuR6d0SDdKlXVWQJfLJI9SsFsPIUz1v0AggVzkbieQ2riAxSwZPm+S0d+Lq329LPL2B+t0DaoknDuHIO6xzLpmVcFhSuxIphta4ZlpZlu2YdPePJlMeLI2pfo65KJLgdJOXa8/UMbpkO5Nfe/h7Hqtwe7VFRsDuZshhc8vzpM4r9HXYmA9qLkvPjU3buTxmOBty6fYuf/fwx1fQdBuMcUAGGRUGxpXgSxfPJycdEWbC+PMKbPYgDHj95xuHuGKOW08uWehV5790HGXIliBVUU4rVXKHy2HY3rn7fqZ8rkSApLXp5ucIUwrqeUxUltw53af05hUli85lzKDn7aUZ3GfG0hzeRwkIbU0GNEfOlls7XarSJSAKY94abglNiLcjzBmsLeDiG/55FJyXtrZQiq6LJBJjJw7Wk/rfZ8Eqs8HBpA2bgGBy3LH72lOXlisOxw4wnSKm4IKjJbMgdK/KnJIiTeZcoBESFQgxBwEpKSTkVikiSQ4qRaDuP6FfHYIMtfMxLWiIXTC3BtA3SGOJJJJw1EIVwFBg8qah/viK2BbpW7NTh7lgiAeNNqqbqotnXmRReFUHq491X3yNsNjqxFr8MPH7+hPl6hDQROy+JhdDurTn+6Jy73xnlDTEvzGBSVWMEEZcMyk0JV5+L1NhB8VKkK3ZUIlF6LJVEsF3F0VbIx3YILDGYGLFGunqaVMxDqogcKhxa5adPfsG8UrwUfFwXmArMnbv4mEyJ4pfUXusHRMnA+a1I6PY4dusrS5AlfEXydnUYaeU5ZjrBjXYI6zn15IhydBtsIJwvWTaXDO97bGkydxv5akKUlztwvWPS/8/QTUQjLWqaxFVD/lsen819fxNNb/g5dbJzibBZcgT24nTB//V////kyS/OefL+AoKjXSmGMtkBhi1+ttc0iTTZNK1TWpsY79cuRaJqa/BrsGrxE+HMrTiWNetBkh5SB1SGdhCoJ5FKDVIng8W2pAXiBbygbUiGYBPYn40J3z7kyV8+ZfJgxO137iRJK8mRtpiyKl/asel42mwGbF008JfPiD8NBIkUqagZWbuk0lAVxPmK9tkpxWAXW0AIAXX0Brbpz6vNZiYduv1aE0m4LGOgLAsuLi44nI4w1jAoK86WFwwP9mnKgovFguHOkGJlma+X7A92EiTjlfMq3UNQZToY88bhXZ5+9JjV/g4TZ9m/c8DzJ59w/OgZO2+9wfTOjGfPHnN5vmRnb5e7dw44OV/w0YeP+c57bxAtGKNoXBO0Rs2Q1hUcL46Rlef33/x7nI7vM6nusV5OIa4YuQnLswUnz8843DtgbzbdwJ22MiifNbmwKdZJHqH3kcV8gRkq6wtPURaMdguW64bJcJwi0V04SHXbLkwtKM3pJQwdxdj2cIwv0772SFvsIK/d4ekF99Ml4V98QjzcwfzNA5r3hpyZBkNgogUSEx4l1/9usiVkB9tIdpAiogEGBcWDXcoLB2OXDtm2A3UKURL/j0i3Vb/cC+6LqTVriEVJuCYCanyWu0jpPNUuDbFVVfZvcetkb+ietGOIZ6tDVTIwvht507lPFL7gg//y5xz9848ZxTGyKlj+sOWnP/ox1aESHwn21yre+599Hx3lSt4IxhmIWcR7G3xwU39fT3Vt4ZdkayJpBlc3y4bLZzXBNLSXa4qmwkfQuy2L8zVtU+SP3WKFk2sXk81Xtdtpv4yhyvMjiiK5sCHaVE3rbSQYzfMzU451VU2d7ErGYhk1aVkgSIChBP6D33qTHzSBgSirhecffnjEb719l70qZ36+uTLGl7ZuBnWHT8dJtcmYXgMadbffcfTZfDoaYBfsf9hgvr+GsccsImVQxBvwFiOOUgpccCmt3aUw83WUxLN2U+qvIwLdzHgL0SXZJyJKS6TZFLVs51q/se3gJqMtyQS2bcjp/VTd5pfCxfOGKu5RX0iWYEsUIUmpZivq8rrKWQSijWkPNwYvlmA98zKyKlJaKYgQrGflVwQTKINg14FBAU5COjat0k6AUjGeTOwkqC8gFkgIUBhc22BXnp3DCeFd+Pmff8Kd37jH4WwPbRJf2lalxpfsepOqqTRllGgVLlqsy2TbXYVzsBCEoipxBwdczuecf7zE3h4xmkz6Paufe71xkNaFYDbcYleunzIHCoyGI47OTwmANYbJYESxukRVGe1MubhcMN6tGA+GnM4vuTs7pDLVK+ZUd46nmyrE8WD/DsefPOP47JjdnYLBeMTeZJeT4wuWhysmuwPGuyPOj5fMprsMBsI7bx/wlz/6KWfPJ9y6t4cPLZ4GdZ7WwZkGjs8WvLF7nz27w+z2t2go+NnPHnH79oxmXnN2ssDGgof3HlwxudJxtOVofdYJmXvVYqkXLRoEsQlyPJiUiS4oKFUxyJG8lzOEigir9YpVExlUs0Qvw837y2dtX5nRdv0x+psMmmkTcll8UOQiUjyNCC0sPRpAJVCIxaJEo0SbvOLOjBYSnZuK0OEkqygUuSih+vYeFbswMCghXT9G1AjRSE/5ZDX96+fitb5MUCTBqM3lC9nWtDF5MiQ8UZJdcaAFHd/yv+2t6zaj2bgQEtCers8ScbLGTCrPBuhtpQQvtB803Dq9y+3hPfQC3J0SL2s4awnP4Jl/hi4DFktACRq2mP83m0d/NnbSJJ0x1pFdd682m0WsXWm2kETZVZnu7XC4P+XgvQlhHrC1pXWKHESefHiEK9cpG9dJV5mYmNrzh6oo2IDakA46s8m3RTY1DdGmykPJlbTYSFvG9Iw2ZEfE9P3bVbRKzGF43UTmbEjp+6EJPBw47gwsBYofOf7kCO5NLeO4xgZBrPvG8GwSU//Ebhl3KJ2YUm3Bxqy/mEbLZ9O4jzpe2VLyQ7Tk3dnDUJFJxP6PAhwuwDTYVYldzKAeQSxzWCeXc0kibZZo6GRoNtxR3QxLFzVoBhLTV2Kmrcgg0eUDshOajps5uW3jfDO9fuPFNYd+NQJBmF+u+Fd/+BdIXbEzOqRtamyRU6eue7YOuE3G7H2OtvXiK9ylSioeCAl3ZILBExkgVF6YhILRRcAvI7tTy+1hhV87qjnsloZpTHRLohDKTdrfZAhMG5Q4X6cXrRR/USNrxURh+mDKctrw/s8/YDwwDCcDNOvQpmK37ZD8tad9SXTrardr1mrK92U7XqO8b6UNKf2uFIIFHQ2YvrHL+eKI+dEZ48EYBoJ1lhgTFtuI2cJkpb1Wb1jUmqsfVaGqSkQM66aldAVD5xjZgmZVY8qCtW+YkjJGq/WKZagZmyrtPS/HC9AZjTZGZm7EvVt3OP3pIy4nO5QMGZQldrnk6PlzhrM7jKcjmgWcn8zZuzVlZ7ficH/Mo58/YjaZYqeClhumh8eXZ1SjAbuTMRoMa1Py8ckCOywRu8JES72M7O7tMR4O8DEmg7g7Frr1/FkNcO2wO2ncjp6f5HiAEtawe28MxlPYEkuRi8t40QjrYfTCYG/CcjVHfcgVuB1W4ottxF9dpK0LtGQxZ5FUWWlNKh3W1mCXeap9e4zZewtKA/uOyhsOTMnKtixlReUsUStQwYhHJeIitMbQisEFwwAY+AROjqUmoPkc/J+f0LQ1o+/eRnYMhJSms0YIkr1qBdF4Y6pUCAkUHW0Pm1GF1hoK71CgsYkwLx2gA2Kv+vtvd7t+HHRl28EEbBCML4g5XdSSDDhMSsU4DARw6piEKYMwTZ7nLFBUE5hH2lVD2VQJ/9EqUkhKp2vMEJtc4ZQxTaIGTOIQ6iuDXMqhGm/BGGLhMa3LfGwxM+PTR3iCtkQizSogGoiuxRepuKCOawpJZfyd0S9Wk0Vqs+EgIT+nQ2Niew8EnDHgkkEWXEzGbBdlk5jISk1ATcKr2Zz2h1QIYaLtTJjemEukk4KRgBODUaFqEvmudTWrWLDjA8MmUJYBh+c6uerX1tQgQYku0opSZvqI1uY7koA3AasupxCSCokjIsO8MQa5WohgJIFZa1LfD4FyDbMnxLHD8E6KbixKqCswUDbCqLEZd5iiwC5kniUxWJUEdQAMEW8StUiBoVXJTqIlGEFoE4i9KUEyga0WYHJUKgE3SQbeN1Wov40J0P4siVFxYhOdlCp/9Ef/muPnJ+wOb7G+iEhhCSFSlCVB/aYwpIscvxwEfO3ym4i7RLNlhG/SzMGml43nkaoWmhKmGA6Kip1lRfFvLrC1cu8HY+zUEqJj6EqqEBidLyloiWKIhUnOcwHapv6/WM1Z/WKZ9gSSSkZcC24gxEJ48K27nMUzfv7+L/jer7+LmRXoYo24MoVWMqb5BdqWXm3jhmcld7fEtHd11oNmmhoFQtzC0im4VHigRpFpye7uHYr5GZr5KjejeVOnbwprrt5PxtmKMhikApzFoma2VzAelMyqiovlkmoyoLWCrAMHbsgny2PO10v2iykSsnNLorC4Oqe6nxyRQInycP8uf/HsmA+Xp1SjGeAZGjg5OmHv/ozpZMxsMuPo8QntcIibOR4+eMD86Sc8+uCEu9/fZx0jiGO5bKmXa944vIXQIibShMjxfM6DQ0HjCYvFAI3C7Xv7kDF81vSlBkjHkfZZmwloEIgGb1tq32BKSz1fUYYBu5MSiUsKqVLBgYnZnbmWDeiWh4Fid8ikCFhbIlkCrlNH+CI78Ve3kyhZ+D0dLh5lScuCiLaW4qce/m9H8F/XUBn0vYr4dkkYm8TGLEKlhkpTBV6nXGDJLOOSMdySkholKfXWOmE1iNTDAOcB/a8X8Idz9LmnlcQF5xaRqtYUQpdOzOplTTYZTwNWlK7wUHNG26BEk1n00V85xo9g0sarGTmrCmIFaYTivKA0FZSO6DJ+i5DpLQBRQuNhHVAXiAPFFzUMkgETbKL/SP2fKjuTl5miGX1a9gpOrYuUCJrBn6yLJCkFqPMZl2aveswmR9BEMVbwVUM7qVEJlN4yqYdIm8VQfEr32mCogmCLFi81pRmhjQUsFAYvWSgraga+d/El7fnpJNpNdHArhtj/f0uiS0TQTu6t42YSSfCuDKK2JqHgujlqbF7mJkerv/b0aO/BJfXAGDGNRSO0eBrXEt0SgCZXw5pTi/sLoZwbmJlkfAeSgdYZREI6FE1enGuBPLeMsYnoeBjQQQPFGqxH2kDRlkhwqIsE12Ri3F40K8eTIq3zeBeJJnE2VB6sFkQKQiovRrRJBkmokFDS6/9kDJiISeP7SxJ77/jtNSTtT4Pw/l9+SL1u+Hf//T9gfFgQywYpEhF0zPwqvQLV1r/P0gwBS8RmNnsXwdUWE9JvA5bGWlqJRNOgds5EG+7HkpEX1m3N8o6yfsswqA33j+H+StkzLRNtKUJEWge1w3g2eCbSeSCtw8+hvRTCpcGvk96kU8W2C2Z4vnv3Hgvx/PCDX1Cfe8SWyVBRhcbDOiYvrVFooFMuzErgm38hY1hj/vqqZdYx1RLAhURHI0naC420lbLaczTOY3IxTqpIf8E8yPDOFy+Wkhpp7YsIo+GQ5XKFj4otHIVx+OAJRjDOsV6s2B9OsE3g/OI8IZHMZ+OvMxisGibDETsHe5yu5yz8imFVMi2HWLE8f35KjFAMDJPxkPXFEuOFkRvy1tv3OT4+4fnTC5QKL4Ynzz/koBoytQUalCiOo7M5rvIUVUvdBOb1gt3bM4ajYe7WJLPW639+zhS3YjJo3rCYN6zqFa5I0bzRdEg1sazaJWXZWRyuxyBL5xhsga1VSMGhqqAphdYmKhiRL54g/YoibZmoUvPEiYKLUERLoRZbgx57/C8uKdSiviCaFo2Jv9jklGeRLaWoZE8pV95JJBrwGfuDZJRQDoUG43HiYddRfH8PW3j8XUsoFSsBLdvEuZY96I2lfFPLAOVMYOqIeLEZ+9JJxGrSIc2puSy19yvTXFCKlkRw7GHx7IRHP33E4Qd7FB+XXHzvHD/1HDy4x/hbtxOAOFm7KUWjCmqh8MRxpK1arFbIVKAMOf+6oU/o7KyePu1aZ3cYw+TZZqO8MYixSAxE9QRVtCVVcmXsgxhNxoGk6rggAVzEeYerDW5pCFWKUhix6X0NuJXDrR2jOKW9MFSjYVJS8hHBZjLXSPQBk0l2eywkJmuvSq9rGvP3m9iI5hxpBoNvYcE7EL2YjevRYwdJ4sZ9Jmab4uRrbJJlkpKRGa5o/nZDpyjWW4Ix2LWy+j89g/9zy/B/e5dM0Z69tO75Yyb5I6c5LazznIqSQ6ERLSOUASlTtTdBsK0DNUQXc6Wt3zLaYibDTKTErYtYUQotcEZI7D6ShOZZJ0iEKTeR3q3O7YspevqSb86b60DSqXBYscYRvfAXf/YzfvinP+Rv/Tt/AyeOYGqkjH3ap/fr9bqpsGUdffrVN+/dgirEmCLNYqEyyp2y5NAJY1swbSxFG1gVAX/PUCzB1ZGqTk5XdOmeBIO6XK8X9EWydM0HawDjE6xFRSF4Com4es1seJvvfu87/Ohnv+DP//QnfPvNu8zuzLIMUYYTRN1afL3XvpVu2OqbPgW2HXm54WcAl+dGCGjYdmYT+37ZGU0+JgPKbHp0c7mYU67XWjYMEpZcGE0mnF48Zh0DQ+cYD4aYhWOtntHOlNWjE+7u7jKWkpPjY5a311RunKr2rXkprVMHSbEaiQLjnSnt2TMWfsVtd0DTLnDiOL9Ys1w2zAYFw0nF4tkClhEqw/69IQfNmEePnzI9mPLk9Bzcmjuje7hWCK7i3AfmywW3bg3Q5oywLPDGs3dvlrLZKYSc7/PqWvzs6yRlawTDybMFkYCPLWFlmB6OwTW0y5qyKImZHkpkY6Rd6xmISSbPqWMdPa1GMDYFYL9g+4oibYLXyFKSBLzRVAE6Xhmq84DUEXk4wP2Hd+BvT2BksaFMwGpJ6RKj0JVyJamZtNVLlB50GbtzzmhPjeciDGOk9IoeWMLfnSC/v0sxtAzOAgRh7QwtiUVJc7nuKzdUyZpuWfFgg6nK/8/kqV30Az7HfvZXueVn7PlnFQjK0FTc2tlnvJ4S/99zduKE2e4ORTXIxsm1Db9zUKyihU+7qybeNXUbo6UPil2Frb3QRKX/h2rPMaSARkF8gYkOUZexTL0JQScYryZigmBrh7S2CyXSgW9V0/7qpUZGEdcYKl8yLR3DUDDUgiIaKinSR6pQGIvGmKMXujE4u4l8fZPZ4mnqftbt+0Q3PMBkA2879XTtoH1dvFqfd470WK+MZ4xGCWVKI4sarDqcH1I0BSUBeS7oP1DCH57Dv1BYAD6lM/uQO/4aUNJsvo/deHW0G3mCJSmLXkQ+Sse5lo3m7CmLpsiBUZPpVRTRQKDGm0gQRbQmxjmRGjQVIQTb9j29yblfD0190xuDAoEogcePH/HjH/+Y3/yd3+Ctbz0A5zPcQDogJX01yBWP6bOH2iKGkP9FLEGEtgyIjRROEie6tkx84KEO+B47vOsn3D217D6C8WMYnApuCX4IqwNoR8ny0wJCkSL9mMTPZgJISN2fgp4JW9pFthNrvRCDILbARyVEz2w05Xe+/z129sf8+C9+ysWjc0RKKAZQFqkDjCT9uo5SRjqOxa2qIZOhEltY1hf7f+tfzM5IhkBISFO7aB17bUUVih4ffJVcd9OauuH09PTVQ65QlA6MMF8taTUwGg0pBhULXzOaTbARdFFze7pLbDwXFxfp7R0E7xURetG0bRsVRpMpg1s7HF2c4NuG3cmMyWBICPDkyRFRIm7ouDyf8y//X3/G5c+XiCq37twGdXzwwVMen55x6/YOU1Oga0sjjifzMybjklGhxCUsjy3D4YzBaEDUuBVhu/b4nyOzkCSLPY2PXJ42DCdDVusFjorZ7phWVgyG5WZ/7T/66rj2lMGaqMmqBoYhsU90r/6i7SvDtHVbZS0Rg6VYWzhrWL//jGJngn33EH5ngh+QeLMk5fQlT44Oz7P9WamfssAz6TAw0eYUbOoKo2kT9gjRgYzAPA7wL06gbTB/cIh9syCGwDBaUmYqUYuYyAu4tr5yR0kHTo4CKinK5zx42wlfmN6q0F8Jqy21mFPVpgQdCDIbMf7WjGLsuHhywcEfPEC+UxBbpZYGKzZBwK53UXdwRptZ7f0V60x0MxMkA/H7bpawlRdJc6BTwJJ1xjK2SQy7R/D6HGnrrq0CnSfeGeYqEB0qJgHlu0iBeAprcUXkR7/4C84fXxCeWUwjNFVL8Wbg9NEF733rDsK9pGZnIbqU1k3+SBbCzrdgouQNGiCBpVHp6eU2U2rbEIubOZcrIdPzpBnZG36y2Uq+VtNNyHjQSCwiFsMopocJJpUj2WgxvkhktS1wGhk9nabD8cIlkmzyochWR/Rp8fxEkY0RLCSPWbcMp15fcCtU2UPss2nZ23/JUXQxUSBrZnCSwiPUxHpOrB8j49tYKYimJpUp5fSIbFLbV+zuTPHy9TXdgLF7IyxVG/7oJz/hW999h/e+/w4qkTZuDFnT73vbieMvcvktWTg1BJMY9k1UCgQril0roxXsxsDOSYO9BL1skVqRoSANhElSF/Bl9xgbTN31rVa6uSC6iUxlhQyNCfcWQ6ryta5MEVLfUEjkW997E61bfvjn7/NOUA7v3MK5Ign3+pbeY8zzq5+HNkdUt8/uG/ywG1tMUWApLTKPcLZG1xYngTA1hBiwNkduMwZXOg1NhKCBdbO+3gN5qscs2RRwYhlPRhzVC3amU2wMDIdDmC+T/vHAcXF5weThAdOzgrOTEx7u384R8hR9NdfiPJ2Qe89VqVDaitFgzFrPabRhUE4Stqx1rBY1y3XNZDDiw59/wP/v//7HrFeev/3wbzCbVty5fZv3/+hD7r9xn91igrY1GMtqHblYzXlz/xCZr4kXJZeXa954eJCEGkLaj6Pqp1CVXF0bV7+mvTcIzOcNwSsSPVE948GA2aRiWa+ZDcaAIhJAXM5qXJ2EV1QdHl2gGnEHJXbUOdfyhffir8xocxgGGqlFiUaSyM7lgvNPjpi0gfG7B4QK1i5S5Lh9V4GoHbZENpasbqNXVfpsg6hsnG9N+3VjDK0kSoTRCuRI4c/OAQ/f3UPuVhQYZB2xBWhhE3j8JT3YZza6VFT+ZTTZyGSj7bd1k19V1/7ytO4cIBkcaRvxBGmJEikKpR4v8KamUAUJiAmgLqWVrrdsjGvcOmSvhNa613VwON1sIZIJd3W77xOeqzQFrnCo01Q9acBVBle5rA/XPczW185YzOBgNYo6zYUCIEbxjfK7/+673Ls7x9gBy8fCj//Zx3zv79xieB9o73Hn3QnGNhgsPoB2RQj9dN5Eza7icba/dv9/cV51Ud/+dS+8ZBsd98207sCPAjYaXJujloVPa1ctsQjU4nHR5EiFIUs90FWHqgXp8woZSBk2V7nyyFvSXf2CZetn3Yo7vnDqb4xbG2yiC8kax0YalJoYloT6DDOcom6K0UCvZ6Nbd9QBjrc43r4ZRYqt5ycd5r/9g9/i1t1btCFSlCZHfIos+htSerkzfr7g/W7qhCRjX1Ok2pKjYj4wUMf+YMDEW2xsMF7QUYQJqTLbCFqQCLjD1u1cGTZ54brJUMwRd0mfpU2KtNnCEpoWbTPuSyOqLeKF8XRCMBf86//mx0wmj/ju77zDrbcOwSeHTjquuo7Yubu8xE1qtHMgXui4az8bkudYpkIjPjhGL89YFR69O2b8m29dqVbv05OSIksA1ajg9vDOjddIeCvtSxWGwwHnyzrJkYlh1w24iI5mXVMeTDl+fMyOGXJ7vMfj5TmnzTl71TTrcG6T43fzKZ/RRknujTDEcH+8z4fDI56HS4a7U8pzy1gLlrri5OKMyXjEw3cf8jv/QcO97x2CTXLOezsFzkfsqkIY0to15QDWz9dMZYi1DTF62sYxmkzYmYxw26UavbbnVh+8Ete2reaTns1RcHpyRMsKqy1+oewcVNiyJq4CphikoiXTkeS+uKA7iIrGyPyHH4AzjH7nDcws4Q/FpkDRF2lfidGmAEFxqmiRNLfqoTC+N2EvvImbDmAoWYQ9mWiiiWuqm8ifNZXTYXW6V3sDa1ECgRJDqCxyT5B//3aKorw5IFgwbbf6bWItztGizxMge3GYfrVaz9HWe7yJaLayBaIFLKBclJi1hVXK/xeFzdUjcuN+diW83QVJdHMK9mOdU23bXuX1c9uYhOn65E+fsjwf46eRGo9UYJzl4uySaiekj8mhBQ0kJu0IEswm7u8cWMXbmOsB0783f22X+9/fBQvzI7g0n/C3/tND9vZLfA4Utiww0WK7Z3lJnkNf8v2rfvdXoXWRbI1J25IAEhUXDKGAtVPEeBqN4ArKoeQqxSZ18kT61LDkwxskc/6wZZTldtPW0c8X+Gwubi5aCkUqahBQEh7S0uKkQU2bAeSJiiFqoCfpJekimH5v+uVw5HoT3iiHd/cxzmSeNDCFTVqKMSSYYD7IOqdGcobhqgEsG8PlWn9LQmEjVpKItpXEeqExGW0+MHYVO8MhgzW0bY2fKRRZO9MnaI3maKltpLeN0jW2+rS/lTRXRFO2o5Mp6jjLsLI5X1rJVVQRokXKApqArmFndkhZtDz/4Dl/9s9+xG/5wOGD/QQ2t6lYAA05NUr+uYWs3JLu71OOV82RwEwLYtYKixrmETPwtFXGuxqzyfluj2MnTI6hKG7gVBOygSy9GTMbDHh2ccZqtWY0GjFtHDN1XK4aBtMJl89PWZ7X7E32+OjomGfzI0bVEAKUpuiRGX20eNtPtIpVYYQjugEfOcPTdsnYNEzLiia0LDVwubxk1dS8+etvcu/d+xSFJZqAYricP2M2KFmfGBZ1ybCCtg6szxfce7hHiMeso+d8CYe3dxmWWS7MJW/O2s8fxt426kQi9UqYn6+oJsJ8ucKsx+weDFhzTlmVWEap6MiYLXTu9Zxs7puoFOcthbHYVVoPxkmPN/wi7bUbbdoBWBPtO0aFVqB2wuBWQblzJ03wIVgCg2wwiUpved5IbMnNW14ydK+J5pI+20hLWzqau5bqYJK8+DZSXQTMAEJFqrZT3QR1/rp97ibZuVHAi0ucZ5EUNg8upcdcQYgJg2VMWmgv6LNmseDenuttsq3QxZWDgysH9ibYrb1d1K5alotAcQT1pactA2ZikCgsL9ap+sxAiJ4YDSK58jKAesEYTZxq1hOsYkepBN8KGKfEAKpt4v5bQ1jXxHWTimragHFQUuWq0xT9fVk14dcRfPkGUG2JSxnFisNoSueYtWB+EnBjxX/P4jBEDOoiWhnEJUk4qggji5o2ReyETfVoeMkG/akL+bOtdIkW5wswllgKrTNYk3CtqYSw7av9ksHf7dSSubO2IvO/ZE0ouThpKYqkMqImsJ5HWt9C0YK6vLQSq/6GROFa/70ML5TXqRqTGC0ACRFpFROSkszQlUzHQyQajs/OuFXC9CA7e8EkvuQoiFdMA8YrJuT0ci/rIVe/dPuBpLOgz4pn401cNlsDWCmwWhLXirWahnQdKWrDYG0pbMH03bdAPR/88BEnj57x8Hv3GOyOMYMSVnV+1gxRCB2cIls19rOM/JbzGiRVR6vgnKSq5RzNMdsOKvRRPBGhbZTlxSWDe/svu0L6qlAak0hjVw0yHuIqx7AacHG5xkjBcLbDs8tT3t67z6gacHxyyu3pLSbFOF0vXvvwHDbuKtxTolCwpmA8nXBxdELwLdVgil0tqNTQrgLBK7FUqJIOdUSYNwuWccndN26zOvM8e3bGG2/scrFaUQ0LBmXgbBXRtmI1P8E82AHihgz7tSw0w+JyxbpdUE0K9LRkOh4wmw1Z+mNGZZWUaT4tgtp3j2AbxUXtiGVTcCgvki+yO7x2o03yrXQHbkdxo0RWRUgxUARrArb1FMFsYA+vePx4gzWb/cAumQpErEKJIVJgYsRlrI8JBp544h8+Q4Mif+cuzcNEEDQI2STULup37VJ/bc29snXQjmiFWpSaFc4Js72Seq/FTwOmjDShxVvFWEsVDVavm21bZleuAuwOPkgpgoSRziPfQba2vJp0Q51mZaQal9z+3bscfn/KWiOMDaFJ2pAX8zknxc/wUXt5rOgj0QaMEyQ6IjWinTh9pI0+XzfrCUrMBJQJ72Gjo9AiCbO7hGMjuBx9BvHJiN1g9LpHli2s+mYxb4okupTwVndd2cfz5sl2ddH11Kj0q+XrbelQC7FjbjGYZ8L8f/k+8Y3A7H/3LlpZBmqII590Zl0DNDCMCfz9srAsL/66L9++so67Sbqdat98n4/AbiiAhHHFSyJajZm8wpgrrFgSQEziIDOa7jOyyeqqaKp+z7dwJRN/vb1qA/zSbYPnU0mi3P/kv/xDHn94xNDt4mOkvlSWJ00WzzbEEBNwH+FmIN6LWJ4XrmpSNW4RFdtGnFecCMNBxXgyZtXUHJ8vGVshVI6mMGgwqDeIjbiQom5Fm5QOeoxaBD41qJLB4Fw9YDRHwjRGVmdr4i9aXJFfGyy+hoEXGk1zcTQb4zTy9MNPePbRE/be3OX2w9vcenCLTk85zbWCLqrXD/orx3rrtSIp1d+kCWhLwXl6eGQ/NTY5/QzLsaznnk8++oQ7LzHa4Oq+sTedcfn8hHZnQlFYimGFnVva5Zq92Q7PLj6mDqmA4OnZc05OTpncTVWkiWquo4bYirpu+dWpzMoyGU9ZPD1GfKB1AWssw1jS+MD6fMn4sMJ0VZ7W8OTkCFsVTA4qhqOSy8sLmsWMs7OaydTS6oK2cbTLAlsqw2FBRPNnfJH1kB+jh2Ql3OWTJ8eU46wJXQ/Zf2OMKQKsDaUdJOyqZAD8S5R4pEsT9QGsbLAJ+D5d/cUcutefHs1hv06WRCSpFAyjp1AIhe2i86jtWM628Wo3d28fS9NcsBCTWK2YsLFX8+c6DDbaHOnLofI6wtIgzyM0LVx4fHA4k9KyPgM9Tcy6mJDj8DfhEv66bTdRkyOlEaRFtEnkudEgEnIMJeBMAmqnEc80DVc/KBkvNlVhSZ1SI94KLgjBRVpgFASc4o0kUfaMK8QLkGSFyNxupsm8aG1EPcQqldRLmww0qdLCC+pRCowxFK6gcJb20uCqCKuIiyWFqWh9i4ngQpHS6q7NUUObxJO93WyQps2brKOX81KbCDQB8vcaI0aLHkOfopZ61YjIRTouCrXbYD+T3FNyWJJ4n26Ze5Kv2/nApNf1FBRfR0tAZRsdNQbEU8QApyXDPxqhH3m4NMhTxf6bFvs7CsZB8MAAWgsLQcIocaJ5EnUHPgGcOuoY2OCKkCy/lDfPYDcR2yAJQ2HTgWODzUVDubAF6fGzulqj6waxDhMrnHesSoMDKhVM6LCsqVJVeuJf7QNQQQKI7bFYXVFJ59BebZ0R9Dq9RMlpw9g7AAZAhI9+8Zj3/+wxQzcnrBM1hrU5Eu7ze7O8qr4g1bOtHvGyKwNEjEZMExm3hqEpGFYFQyk4f7bgMnp8aaitQjBUa4ePksc0770RtK9Q142c2Kec1WoUiohm/dFUiESqFrbJ2A4xsFw0af/KaXsRgygMohJqz8q3lAPL4Z07eCJVITz/8ISjR2e8/d5bDHfHoJ6et1qyh9JtcTfhHjT/T7YOdi/QSHY6HUEs2OTMGTrNbsn8Y5qdV0tsDKtF++rOyPPfIEwry6k2rHygKBzDwZDBeEi9XLG3d8Cpszw+fc7erV3OL885Pz1hvXfArJpk3Ilkmgv6ub69BKMmLlMbDWot86Zmv4BhUeFbT6WO5nRO3JtBYfESWYY1l/WC27fvMNclo8mAs6eepx+dYVQZPCyZB4+GEcenRwx3S8aTkpc6b6+eGXTuMJIUk5LRbbhcrFmsAsUtoTmNSDBM9iqW8pyqrHAMUlGSxET7tDXTX7hK/rUJmyBWNOCJlCpbAvOfr31lhQgeoZGkVGBjSxkaTDBoYfECtSgOodyqAnpZE+0INrTHtmRKK1RSNZIHbKZ2EElEhNi0aUYRYmEoHhjs3z1M3sytklEACASr18LqHcDSQGdVf8EO/lVoHTG49TAwkiU+DLIy2KVB1gYbbBIocJqiVOHTxx2T0iM2AjZx9NmsGEAsKGJIm4XRJCUUU9GL5gpiDdAUkQu7ZNCUtC6k8vHaUw4cCz8nhBYJaYMxonitWRyvKCeGuIBiXqGDlkaWrM6XuCJkUviAYjHRYqQGkladFRLfm1FUm0QpYS1omcDDJlw7AK8ehR0ZY9yqLkpTM1OedMju/i+aVSjo8SaRBK6OkjZXm50R6d73ZTUVP1dLB1AUQzDp/gurcCZYGUIT4cgS/8kF7f/mGfZ/sYP7H96C2gExpYtWOdIYTVq7adZtUX5c60DRjXB7zB3TcaM4TWSmEjBoxk9HVNI67wDsEpXwbEWYX1K8tUYmCUzfgeDThryhFemUKiQ6jCl7JofOMdnYIfmwVa7U1qQHDH2fvd7WRZyU3pLwkYGO2bWH2NWU2AhiDT4mnja1eZ3lQhxMp2+5sTo+Hf8rGO8wITBSx+1qxJ4dYH1ktVgiwSOFElzyQmxtGZxYQgsMQRoSnCAoWka6wm/NpKniN7b4Vt1Q/8TS4Zt80joWo7CyaJPJ0K1gS4dt0/yIIX01aFrjUfKcEEIEZ0vGOwUP3nuAl5Yf/9Gf8OhHv+CNbz/EWsGEdPibQQnDQTLcttPH2/Z4N4m6SE3HtSZAAdFpr3ClssHkXQXV5yhxtFj5LMxfKXVbGcewrLicL5gMK4qyZFRW+Mslbd0wmU04uzjlgAOm4yknp6ecnZ4xuztN+1onC/nip299o7jCURYldb3GzRyusqwXK1rf0sSWtmkoywFqlPPzS4blkHExYh7njAcVsRI+/vFj7r15iDpo6prLY1icr9i9NcOZ4nOFVDZFFBscWtRIJCJiMQpPPj7DOIvXOe26ZH9nj+luyaI9ZlzMEK1QaT/jFV/slw4W9GWsia9WMH47Q6EdqDR7ftCzAuunfAYKNhN0KiFJlojNFdZJiiiQvTF8irxEk2QGJSSiamvxMxi9O8DMgbliLwN6R2imigs+58YTGarm2v9Emn8VBPrX7VrrdspocBiMyf58MEgw6bANJqUZ1aYN9Ebw8tU+Vg/SKlY1hZSDMF6ZRMhoBHsG1QLsXOAEaAVTKQwiwQrWGXjb8+jkfU5CgW8866eOcq8EU7NyCx7e3UcKQaTAGqV6e8XTP3/K8XHErCraPxljfzAnjNcEo7z79huJD7OLmEQL1uRDe7s/ttKQIinY5jvIS4fK28IE6DaAPQcNTZqDMcaMDwo5SCZoNKl6TECN4EXTfUUIklBXIYUEE0PW56Gxf+3TI8tuaa68tTkSGofQeghgLoTiwsCHNqkc2LwdB5MLD3JHXcc5XqdY1K54JNMz5FR0z1BfRNRl/drWYrxACVEyz6Jm4uRgkcsKvbxETIPaSPTaxdVQETRrwCb92UD0iqpF2gLrAlEUjUVyKkWxEpNEVrCZlDPbkpoks9T6DAC0r5kWJKLic0LGogpOLC4aYt1SRsVZm2TRMobTdCn9VOmF+K4KM8+hT4mydS8SEzDGYw1MRsKus5i1UrqC89UCsRFrhbjymFglO9wLuk5pVekMWbcx2roz4UoNRHdb17eVGNMLTaZhKh1Yk3CJLm6C/ZIMxBSpjkn+zIKYgBjB4nIRs6L1ivJgxG/83q9z8fyIo8ePIUZcJrLev3NAUVVpjodwtc/0av9sqrgyifjQwFSph5HWKuMM+3iRrGdjriSFrG1rdWOgXK+cFBKubTYacXIxZxl3qYxh7EpWEerlisnuDhfzCy7PL9md7bKcr7m4vGR5sGZQlCS5KJP5Km8+vRWlKkuKsiQ2IREFSzIWDcJyfcliucCNC9oYma9X7EymFOJSdg7YnU740XJNTcvaGzSUnB6fAS3DkctJfNnkOF81E2+4T1XFB0WtYMSwagLn8zXFsKAJgnjD9FaBtQ02CpUdYNSRStE+e2ud0thIZTeZQPMlHOevjvJDSB4+glpLax3OJtGHrgPtZzlEOpiSZuZnSYdS0ISXCAQEpQUKzUSYZJyJSdGTjiwTn7BxZhHw//yEOG+Q//Yd2qmlpE2bdk+2avrIhZqISExsyX9tvL28WYjiaGkwErEuGb1JEC45k1Fi0rBTXvTUszpCNz9iDphITIoTRYBf/B8+5OSfnuEOK9YLZfmna/78Rz8jTgN4z+S9Ie/+j9/DHCitW/J7/9N3af+jFW4E/tjxx//gEe/8wR0Of9vSLCOj2QAdKKERikL4+//zX2d1vsZaYfkY/vj/eMZ7/5M3OPy2Q+vIdFphKxJ3m0mmmUpS8vAIvp8jgmjigEoHN/2BnATGO0DelmcjEKPgVfCS6Jts0kLKkoUhsUqQwMRGEkt5q8n3taSPTCo76X5UPKIRi0Uk529uKHb6SqdFTE6PdZqwpd4mILlpk+LFACgVIzNYjXPKM3eIFagyXs/ELcqPTKC7bdApPXFu4vhjQxsSDKghuEiwUEaXjKu2gMImcmwTiERsUCQUSL0D4QJcTVN4QpOlhDJ8QqXDWfpUKNGR+HnArHOkrQAVvGSDNXOgkaPH25g7JUnhdYbV6xqjJHvmkSz2l5zaQJQ1ahbEQgg+G/qFEiRugei3EZFyjcPQbGyO/NLrPydawoa1BFZW8COlrBRt17Q6Zxlr5m7IcCbMLZztelBLiG1CDmbLbFOhzlUc0U255i4iuAVd7H5W2q1obHa1uqhah3HsiHoVQpnSk86HlM0ZWZa7cwZlgzqophNOHs9ZXK7ychaKg8h02oB4tA8H5oyRbu6l02MVVZCUXo3WUFfCRZEMXvWpv3WLXqR39jJmyg6UYrghbX3VtDGZjmQ2mfL87JyL9ZL90ZjxYMSFOOqmZVwWjMcT5hdzdia7DKsRZ5fnnJydcOfWbUQyLd01Q2j72opircNZSxsa2qahcgWmcPi6hsqxaGtmRBb1CjXC7niXGCNBI84FYhkpJ4ZaV9TLIbKe0bbPGO4oOzvTq07vl9jURCwReHp0TiwbimHJ5alSmoKDexX16pjC2czXuI0e/gxrz4CfFPjCUpYWYwWTJRi/6Pr+yoy2NMeydIoIwSRBZtHOudlsfNuj/sJzSJ99RqLNnDqGYJO49Kgo6VLLnlSEoCESTYqWWTU5japYa7AhAT593SK1x84jRetQscmwyJFqo13xQ9ruEElcY39dlfBC294vo0Q6CV1yOk9zTqn7CryUfHh7IxAhhZ2CYAoDtXL6b5aMPzpkPB6y9paH7wxolsljX54uODbP+HarmEyaPLrtcHemiQh/B9yuYXSnYO+tYZaMUkIMee45JgeW6f4EY4SLMjJ864KduwPuvjlMPE0xkUV1Bnw66JP3pV0tfA9ut0i0mzICTeleEzUDWelxmCYkOTBvPC47OxLBxxRVSyBWhwaX+8WiwRJculZJTNFoBWMzzFXTdQqNOP1sm/pXM0HSlaVLzfakuH6TEgwZjtD0uIf0+yvce3r1Q/us31YkI6ZrZNpRMuwnV6NmY7qboY3AWUsIDTID6yuMH6T3iyAhptSa81iNOC+IprRhwBBFcT2hrm4KRYwg4vP+ptiM1ZSYfo/xuVjLbeaQKkZtj1l+nYMkWAwVG+IHIZrAD/7Or/Heb7xDYUqiCuIsLaE3zHp7qHvXlvGEdg7L9hDndOrWzxIF4wOTCHtuwLgoUmVkVO4t5pxpy3xQUorwli3Y7ZVMcrFAlo7q0tYvb9dCbt23uvW3PtjcGXV5ZXZVnxlH1xfrZN8dEUxIVY7iFDtwaF5jwXt2m0NmnVycQjUaEp3tDcPNnckVowZSFNoERXxMPp0YTKVMDei4QAmY6LZs0xxdy/usBaqJ4Y1v393qh5f3kwaFQCpAGFVcrlfsjyYUhWM6mVBfnnF5eUm5M+bo/Jx23XKwu8N8ecHz58+YziaMqjENkYIs3db384ZU3uRUrrHJuYw+FWWJFbz1uNJSN0ta9ZzPzxkPRjgKPB7TKDY41quGvVsj1nHO2dmAsZ2wiHMmszFl4dJeLF0xwEumhFz9RVcFvRGiSYTkTRt5+uQ5g/2KVVjSzoX93RHVGJaXDbPBLGU2NGK6gpNXzcZu+zLC8HfeJISIjEsyGjdJyf3SFCJ0rc8fpRGVK3Fs6fv0+hq7+bO6CSFotKgIPkbWF4rWwnoJzCBGk0GQSfKm3ziysRBy6Xpx4Bj8/p0Ukth32BWoczTDQDCRUqCMyQtSTIrlmVRQse31/XXrmmx9pzlaIFc2/u6vPSbo6tte+rHWWMRYfGwppKCYlRTTAdO7Y+zSUDWWyo2IowhBuBifpGgJYChS9CCC1F2xQcBYIXolhIBYRUwq0dIYEqDcWGLmEGxlRYxTYlSij1jjUGnoc1s5ApuiJNcXoWSmgS5nQXpyGxHTggkYDKoBJ4ZSwEvAoZQIrYHgLFJbxDsalYTZI3GDqaSCn5TUj4ngNRufKR6kGEnFOBnP/Q3Pj2wB9BEmszG8ugiZ0xffGrYshT4dupUejduWQ0opd9+qzZqyNqXJurSEINBEFk9OCLUwvetw9RAWJTrOB5HpxNIVFyxl69CYkoxhW2HhSiocEI9IjcUQMp+XpcB4wThQqbO6wwhVh5qQDr+YeLk2lACvq9kch6XffsVFfuv332M4KYFU92HzadDLjl5v12zmz9L6czMzuPSwOuAOgIM6O8tFl618EXq0HcLZXH/773zKa276u7n2802fa274jK3vnYeh3Xpd/r3GzbK/sW1nmSPJf9l+VgN+VRONpKBzVxNnu/fFfkspS8toNP1M49EzhwhMZzMeHx/R7gQGWEbTKVW75ny9ZDbZYzyZcHpywhvvPOTW3Vt8+NFHPHv+jPv3H+JMmRxE7dyx7kxPN2uAEFK029q0f2MsRVmCM9hKWNYrzi7PIQR2RjMgVcMaLCFYVsuaO/d2eXyxpL70iDRoERnvDVPFqMYXo7039HH/few6oOvDFFBQNTx/fkobAgMHl+dLXBxx6/YOtV5inaW0w6152anq3HSh7jed1SaYbx8idcBrythFSTv0F21fLaZtq33Z+FTvRBvwAX78k4/5+U9OWFwoP/5XP8e/ecD3372PLVNFUK5JSCTV/SYohCJibcQ8tDBXOKrBK/LWgGYUqWkRsVijOJ9K0ySBWDZVin/dPl/7EoMfY2IZN5hMzpqBwU3ErxXXCj42mDJ7c301aUo3GUmVTCIQbcJFRo3pINeAuFzVGWOSmdIWxSV9QgOxDEgJQVqSkLzLm/ILud305dr06AnTE/U/wQSCC/lst9hOkDpXxhlSUaSNHQexp5KGkYwIrqCukvPgbMoqSvDpSTXhBBOZa8za2ZK0Hq2hFYORL1pk/lXNh3waflpk6dP+JtdP1c2/K8/bS3qZnLcwuMZhGof1AzhX9NkaGSlMbCI1Nd3rHWVdEBuX5Ia6YocsC5XoPSJYj4YlzfoIX5U4M00Es8TEz9cqbTwj2JaqBCRJ4qgE0GIrqvjVdr6aVCTTxDal5gyEaDF9OW53H9np7g/l7bTkywZqayxiLgwyIGU3BokGJWpHjWIRoDWa7fMN5vPqda9HquTaFTdExtr/9qbXXH2WzXs26Uermwxk7312GmfZA9KoqJPsiyhm86f0facicEPvdEG8CKgzSSarsz4iWCOsGo8zBtfz9Sq2NzpM/wzSyaB+lqHv9xqYVBWlWOaXc8Y7OxSTimJdYZc17XzN/YNbfPT+zzk9uWD3zj7H41POLy4w7jEP7jxI1a0mpLRh7GqTc2YFJTYh4dhNooPCB1yjFHNPG2BYVpwfnzGeTpnYkqg+kyM7ag202nI4LZm3JRfPPBfLNXZoKCuHwaEdufGnwvpz+kzyOs1zIDm1Kcr2/OkR450R3jfEOczKEdMdx7KZMyrGSf5QU2xMNe25BvupFaBRFO+UdWwhRMamoOj0FZFPv/Ub2tdmtH3h1kVmcpi6CRHEsr+7Q3zHIJIO2J29ARQQNCbGYcgl/Mnvjqq0EpL8kEAxNMiJp/6jj8Ebqt03cXsWrzbrS7YZ81BAr+n4mvMWf91e3ZSEf4tJ36xzrmIjaBCctWgLztlEdRQNsSXhoSQx1FsrmewyRdLEkehEjMl4s6zNJyZHCDuoWaocVpMA5SIWrBJDBEnVRp1hqD2589UUXo+P7T13gUIIIRLF4KQk1pbgAmoNoYjENhLziWYNFLrg+Pkjns4LlnaXZWMY2zVGWpo6cHhoqfIeELGI0ZxRNrREFl5ZYaiRnuT060qRSk5TvnjA3xBNe8mfrv5Orn4PW5E3s/VzDnvkgiLpMRkpXZyqj5PRVrQObQq0schpID5ZYA9aGKUNVTvqiVBg2hLT2ERDoqnitMe/Qt5wWmKY0yye08oQO7yFNWWK0IlBY0tdH9O6Fa4sMVJeSSf2z/g1aBeLpPUVomDyenhRznrLSJMNncxVkBk3/Nz1d4ZC2IxTzf8FSRFLhyAxbOKjHW2KXrv+jZPjZX2kn/Ka6/PvxRj0toHV4fe2sXIpexvT0Z8duA7032GW5IrJdnOzpFRxMJljUbc4ervL5s8wdqMtLNv0rltzpbuH6wUISVUipwdNKtYZiWVnNGaxXLGezXBWGMwmlH4FrWcwqpiMJ5wfn7Kzs8O9vds8OXpMPV9yNjxld2efgFJoxqdLlx5P/WkCFNbRoMQSCJb4bM6zv/wZiyqw/537NAPl/uGEUpWWxAIhxjFftTTaMBoNGJ07LrxnvQyMZzMqOyGo4oz2TtMrW4eTzuH3GNLeCsnmOz+eUzee6d0p5ycryjBk/+4Q3AKtlWowwMQip4K7udyVnr1kN+2XRdZttZn6RgN9WfAXLDb65TfatlpEUyWPBB7c2+HuvZ0+2p6mSUA1EjWFWYGcJs0yVaRy5cJkkdfSIuMBurbEGsaNYGyJs22qWspVkKImE6h+0z3wGttNe8lX9XxbEJLPFUjIuDRyUYmQaD8QxRhDjOBEsiwNEAxWXbqW5AqdGHMqNi802RhSGgVjbMZ+JePCkg56kz9UkWyUpepXk3mTtE/R6dWKtSuHbUx4tPx9iIFgPdFG6lCDMxgVGpqkX28iMat8RTEUEvn933mbxbfmWBP54Fz4yx895W/+1m1mY6VWYW86ZuiEoEqUhHfzIjQRGjHgRgTjaAK4qF90n/gSQ3/DgN+IL9iOkPUvTF/M5qi68nHdRmxS//YppK6ZnJ7uDMeMI9SO0DQKtjVocFl3k0T/4LXHZ3U5K22UcLoihoJyBFEDYrM4fPecApGAM4q1a6JYoKUrJMGYbCjVKEu6kpF0h3Llkb/ypkkVxMQSQ5WjgVs0HvHaGL1kaK5+5tZr+6FOOKBO/zMFOtMstJgMaJdNRHoLE5p/8Zqf+4bfXY+WbF++m2+xS4lpn5pMVdwbvMcmq9sZVC+pkr/WkhhS+ueyTSCSakFSf8kmrXnTI20Vb73079uPJkqIqahmdzTl0eWCOgQwDleVOFfQrFtW6xWHh4d89MHHrC4WHN7a5eL8BGcsJ0fHmLJkZzhL1zbZSM17qcES6hYThdKVVMMB1IkeR6yj9jUn8znj4ZTZeIr62Kt+KYa69ZSDEiEyKoeMhp7jpyeMWkvJ+DrI6pUDrt2Y5YrXhPlNUyt4ePrkObPdKXVbw6qgoODg/pAmnDCwY6y4zbzsjdJPOci67CjJiHeaIGIaEoyGrmjpC7RffqOtdzwFq4lbKUiiRuhoDARw4vMCywtLDSomkSVqxBrBiSYAManE38wM5Q/upn1zamEVGVSCissi4cnMKyNZ+i1NgG/WdlOug/jlBmHiz7Lv9dmiDn/xlT9Zmuh9VOpV6y179tHGnlhaFGwrECSjJkBsJFoPWiBesD5JaCV18SZVb1HkTS+zrcfuAMlQ0HjtyWMW89W8MYuypUye52RKd8W+uCLxovU2WsZxJm5BQ8i8UFFXDOMeB9U+9bKmNI7CGczAclGe0YqizlKrp7CO79wdYu4Nksj1s5rT8yXv/dodHhYwJ4FZCZGApZJUvPD86TnvP37KIgrH83N+Vkfu3r3DeDIlEtO6+IpHuuuDnji967ouzdQZRLIN4Oosaq5GP1w3X2QrmJlfaxRkDcxhkI0oU4PYlP7uDhKNiexYYwaeAwVIzPMrbOHrEndQ9o5TWlyXkfB4gV1P4KEgTmi95oPVYGOR550SpSHaGmMGadMOEO050U4wbQtaY03ASErzeNrstWcNzNdapH41+ptaTimpTcZIl15W8yJO7PpHvard8B6JGU/XE8PGnquqS1NKTJjhnm9Qtuz0L9kRL/gHNzzfp11BJW8nuknYdkfNdovmGjzuFXtqv+/mYIIJHTIsny/R9gZfBIJ0dDM34KeiSdmClw1Lj7XtvM1Il4ConMUZx2q+Yrg3TVmr4YTjRcOxX3J3/xbFrOLk7IjZwPH2nYd89OwTdicTTo6O8XuRW5MdVCOhL90zrMOKeb1kOhjjL1qGboRe1hS3Jrw9/T63ysBHiyOkNASJiCT8eOJLVGIdme4OQT1l6RhVFSE+z1yPGbEbIjjzauxg19f91rFhgohqePbogjZ4dg8Kjp4sKdsps4OCYgCX85b92Th9iOnOK4OozVH2F8EmnTa2bu1pFoeNMTmD1mW4BS9fZ5/SfvmNtq2uN3nxy1YItuN9M7oB2urGbSP5sOkgd9blLIkmIsUqwB3BnFv0yRLaiLk/hgNLO1BW4ilQqq6KzPKaN9TP13runXiTgXYtRB+v/f3aBOkrOpVEixJJVY2vfdQ299Dp0/VT/bP24/Z9Z3J7c83Q6jXl9VUf0uGcul9t4dCuQKI6g6JLjdy08282gWTRJ+UN6dn3yZVv6TNjCNA6imXFh3/yGH3sMRclti1ZuTV+ErhcLZgetpi1UJYOdXmOt2ukcLgQUA2EugU1DIgE63KVtvbGzHjouHt7h1oFd2/GzAtTaxjkau6vK2qcAlq5H7cJZT/Xta8PTvfVpN1rGPPpF2Caua5ke7y3oje5fzYeesqtbo7Gq9almvw7TWuuWDukKaE1STUgSMK6YBG1SEzC8WICIoFIm/CF9ZrGPMcWntIZxDXpetEgWuSIne8xu68X1fayDs+pJXOtH3JIR19ThKvbqzb0DPKiEykpeu1Fabu01c1L7nM15cWA4ZXMa+4Z+xk+O3YqBHQqGDeU9VynwOirUTdjmmTRez8Pm4egk9HrCAq2tvR0j7xq2ehL/9hF4aSr2o4ksuR8F8bCeDzi4nLB7s6UwliG1ZBqMmJpWp77BdM7hxz97EMujs+5f+8u92YHPDp5Qrk/4ejymJaGw8kuRRcQwfPs/AjrbOJCaz02QquBYuQIzlFMhjiZYwqh1cDAFRknJoTWs1zU3N4fQAw07Zrx9DbD4YByIFjriLErN5Ibn/n6oBtcyrSJpoJENcwvWh4/es7ojmO5OMf6CqXhwZu3qZvzVKBmeiG0PlLcg65elRm95qiKprHXnBn6Mkirv0JGG3RJYKNdmT0ZUJ4iDDEv/rQwN5Gc5GkbbJSNjAzkKJ3A3HP+r54yWFoGf6eESUkYGNZ5g6mUTBomfFHr+Mu2fiLqhpqqxy3oVeyEkPqj41ONeTGYuPEG+993oX0TX9tG3d0FW/esRjeksipXjMrP1Q+ks8aGLvpJT/KofZ9sDvfeN9bOcOjzaaQQ28awunoVMv1L51tn/j7tfeEr5NDb33WbdYzJoRDToqyxxZDf+t2HTMan2GDxz+HJz55x/9094q6gbpfb9/eYjD1iGgIgpqAsDFZsivqYxPNliVgDDdpL4JmQqkV3dwZMdpKHeJtk10wvVrjok47mVziH+wOCzZyNCK5LZXdrqZ8Y2wb81im1vat1YyZhY1SjiYE4CrBE9RKpdPO23lDLC6ajBunDtn14ORsv3em5yeELORSSAUbiCyQWvQNn1CFiM0i5m1edCx1QbRE8sampwzOqqUHLCUZaJIRes0yyJmEQ7VNir3uMtsfl6jzvcEFppGI3dq/rutZu+0D93rT9fKHrPpEePdyjiHtsUH73VvSpTyrfNI3yciy2bfFuXl3rhk0AV699xoYIHnRT3MZVJ0SEF2x+SJxo2/KcsDX182emCGMWmst90AegFSRo0lTuALJbmdyNpJcmmbIb0qTdzz2mTTtDLiRJPYHReMTp6QWr5Ro7HmCtxRUFPjZcLi95ON5ntrPH+ckZ02rI7PYBk/WC58dnjO7ucb6cc768YFIOEWDdrFFVHszu8snPHzEZjXDGsjARSlgBRxdHLNoVw8kOTfRUkLRuRVhcztFYMhiWNOEcsdC0NW3bsjxZsFrdY393lIq79epZv/3MV/shQRei8UQ1xLbgk49OKEcl1TBwedQgbcXuXsloIjw/XzAZD+kMtKiwSRukgQ/aOTybJlmto6M16gtm8nzqcbL6xZf3XxGjLXsGndfWVXGIbkJK0WAkGSUByRt8BwjN6YCMPxCTWPuJKWXFjsHdGWAWFgaCZjC3w2DVpNC0TSHo12vYfJ4mWT8wP1+XVRLBdGoTW4dezJMjkAovqpi9LE0bYEoRZzxWv/gTtuQqV9oXnVraG1RoYsYKotiempTPfjLo1W9Fwfq0wXeEpleBud1rI3rtzVcILrm+6GTr93Llt7L9N90OjKc0k5INCuP7eQcmRcJz/wZb872/tcf3fncPsXDyeMV/9V/8lL/7H79HNTNZo7VBOKElYnWa1BAkcft4m+k+TMQ4Q6sxIWljxIkkP1c76S/FqmVoFRcjwS9BRsnP/wqdjusGWxcVNV5wHalkJwNwYz6t6+ZtAy6NlyTQYQ6NhDR0lcLfsUg9gjc8xDZLFnS7o/R0GpkIix4L1wGWOnDxlSgdm78BSVs0v9cKajVVNtNF+tJcShG3kLQHcl9Y8TipsZK0DI1XnFiMumxHpjmYKeZSNlg++/L4jCNz7efOYAv9OlGR3jgy1/GBesPP17rqhZ9FUrqfdNAUkkD30lmm+T0+GyJOoQzdmFy9rmaDo8tL6ibf9eLjdQfktvPeD/V1OahOo1e3Vv7GAtyIGaSMTbdlXKm36F8jV6cOnUOZP043EZuO2S8SCSZF6WOX9YBMU7VJxkrsLN/uGhvLVyQZayGEF4zz3oiQLuq54U4Fg9dIVVoGw4qTk1PGw3tEgdFkTLGokaJicTHn/p3bPLlY8OzsBDMdcf/WG6g6nnzynHvfeki0wnq9IgbPdDRhb7LL4uQSDYHZwWwTYR9aFnXD2fIS6wQ3KDcCaybRd4TWU5YDBmXBat1SVo4L3+CcpVXl/OyC+zv7idOugz9sjWn/zFvzIeZwWdQWTMXTpycslg0HD8ecXD6jaKas1gvufe8+bbvCOUNVDJAuxilb9E3a7e36QmZnc13pjeTOueh8xpum7Odpf0WMtu4pNz2k2avVLvdnNpu8gQ0JoUk91WHRTF706W+gDmQsTH73NmCgEtRC0RoKMRizYQiXfqP/eptGT1TF2pImQms7weCIkOlNpKuETGkaohDE0HR0Ni0JbOwioWhpScZet1Fbk5ma1ZMrANIit9cPsptuUIk5ktaF8Wppcc5gvIEC1jS0BCotM/Hidvz4JR8LqDWJ6yY7m61LmAfXhmRQlwHxpEoipxlDQ2edbsncbEV3rk6qa1e8utgldsBo6T8vmojZqlqK0hIxRAvLwYo6G/1gsrCyx1Jiosmbb+Is0hAIrRJDQ6UOqyFv1qOEgwiJZ87biMciKMOQJFTWxoAGnKb0X4qspvt0mBSxEZjlDccXFpFM5/Bap/DGCM60dSk6YNO6jCheUqTNHCsEQ7zXVXiHNNf6oFoCrfe4su7k66ILNiaJK4nACswY3AD+vefw7gnc3U8PHchqCekQUBcwWT+T6NAOA+Ra8A7j7cbw8i5ZESamudO6VBlStMQipDVSxEycn6KvkUAUj5WkySg6JEaXKVYCFGsKWpxa1JRE59DoCbYhdu/B0prk3KBXAipfSZP+8M9GbW+udP9dNXZuXDo3ta0lpJqEL6LGhFvb9tV6SyatbZOj570PZeid7AwLTdXf1kKIvTGDkaTZ2b0obIW0HPhK6Ld86aJWXTA1O5ahS4FHUllhTLxSCNjM+dlFTzzQ5ps0W2dCjniJk15DtEt3p1ye2YTZJBv9BqRVXEgFdkZAfI7NZCagLvTasSdsr7vtryKJD01VMVlNZDs1KpKCESn+oZs9MhuVu7MZjz95Qtt6qoFjZEv2iiEXdYTQUo2G7N67zcnxMWerJVpW3L/7AHPs+OTnj9m7fcDhzj7lwBFDZH52yfGTp+xNd5mMJngfkcpiCsNyvcIWjuGkwhpDZQvExwTvtxZnLGVZ5KFXrBFsYRnOJjDwrFc1i0XDbFLSAZJF5drRvDURt6LzzgyYLwPHRxeMd6YE0xJWoE3k7q09ZtOKs8unDAcDHCUxGlQszqS1Lmq2cvfycnOgMzYi0HhsEJxqYgki60hvQ3U+R/srYrRd9b70hb/lCZmb2fqb9gP2orNo8mCTxeVZBfQXC9REyoczmBhiEYjuavTg621pgL0KHz+54Gzh8dZRqbAzcty6NcCYQAxZBsX4RC6rDlEoY0pPBKdEm8hFjQiVd5gmbRYo1GcXaNtQ3Blv6ZHHLUQGcG2K9dpzmlKtwYBqzLE0A14oLiukSZOzoMAFuwlo9B/58oiL5pS36WR/KoMUyUhzbUopoTYFX0wy2kAT7jyzll+RppMuldJZAy8z2vKBu+VR9xh5gaAhAYDFoRqxWtAGjw6FRhPmVFKoE1zMuJQyf17H7yOYOMCilGIxIUUODY5U3WexJvQCa04DZUiHyRphkI0h8iip2Gy45XS5gVITrqwxFqT4aowBTb5yNKkyyooQ6KIChkCi6Vn9w2es/79LJv/ru5gw3riekMNLOUrZM6z6hDs12dg0eTyCAYbZoAKm53DvCVp+G9FhpjrvVCQAqxibjbaQJcSMgvUQHOJlkyLMxh45akmbZbBs6NUZ1MQcsbV5881FS5Iju1qg0ebZpUTbYHyLqKDGELJhELNsVqdW0SkxbHar19dePFw6t9/mfU37QE5fqng9kqVX3w5sjKztyNjGNsHFtKbqtqUNkcGgysFq7V8jgPXK+ngOQRmMRwkL1TSsFkuiD0zvHiaM1LwlNi1x1aTg6KhKJLSrmnI2haC0p5fUyxXDnRmutGjTItYS2pa4WGNcgSmK9Htj0eU6VbSWJVQlcT5neXyMFcfwYB+KAtoGYiTOa3TeYFyBjIaJ365ZY6ZjZDYEVVbnF5T7U2xVohdz8AEJil+usWWFjAbYW2PssETXay7rS4a7U2TgWK/WuFFFcMkJx7g+c7KtV9mriwDdPnYlygNcp/8QkZ6Coi96kFRtPxqVTCYjzs8uuH1nH1Flx5as44oa5cnZEYd3Djj3NefrJUVV4kS4d/su5WjE8ckxHx9/SFkV6RreM61G3D44pCgq6osF1bRi3dZcXlxy+OYdVn5Bu16jpUfKRPLsFbDCaFRhSNHssjCpKrtyuLJAscyXa3YmZQ7OdCngrktuOk9SJX+7tjz96JzBZEC1Yzg/XzJwI2pzwdtvfot1e4nXhmkxS9yXUhDFpP1Ms9LDy7bBLb3X/iSJil+3SKZwShHsFK3/1Yi0veYWBOrSQ2EZeUGeNDR/+ISlq9kdfhumIxKuXHqb8es22yKKWksd4SePjvnw0QWLVcPBYML3373H4UGJ2kQSm8y15ME1JjLy4NYK1jCvIrUYKpRxY5BT4MTCKKVILn5xSihgcvt27ptAtIHixnqlq01y2sEaQwwR64WirNA6R066QGgLTgUxHrWRpIXIK3s1+IDGbFwK0IAuFG01CXS32RPNKbG+HN+YPqXy8uDoS1J0W39P2pJdGjXdR8KfmKTUEBLxr7XgDBRBGIjDSQae0nn5EbVtSrNthRxEt6qR1WFiV2GRqvq64o2+l7acx5sf41ouuf/+xbTv62k+S/VoqqQ1qY9aMZhYYH2qwvSFw/xRC/+XS+x/5z7cImmQxhy9sD59VpEiJEgLzGG8Ryf3dAWvRgmhog+bhESccOPj9YbEtb9v2SablNhWSrTvaN0Ylzd27uZlm4Hd+luPg8wbfyQdCPkISO81m33mpZIEr6+lKEwkxnAF99RHZbbT019w0+s+xxhD27bUdUNRFFeMiJgVZqIql6dnSBupNEm/rRcLzp4d0TQN5XDMaDiCizVx3dIcn1KESLk7w1/Oac4vKR+m/ms/esbl0SnlwwdpT1osMNUQv17jTy8oywFmNEKXKzCOcHaJtQbGY2Q6wT97xsWHH2FxVG+9gRkP4XyOhsDqbI4/XzIqBxS7U6KFy4tzxg9uU9w7gBhYPPkE89Z97HSC/+gp1AG79qxPz6kmI4q9Geg9mDn0Ys756SPkrfu4nSHHF6dMZAexBlu4Xs/+08by5WO8jTFNc/OqcZejjQiTnQnPnhyxX+8wKAwjW7JfjTlDma9WFOUle3cOefThR5yfnYOP7Ihwa7LDpByyXK1ofaIvKquCyWiAjRZtPaGpqYox88tLyqpiOp5Qny4oStfPBZMjzU1oKYrkNIcYMcbiSrCVImJwtqSuW+o6MCxtyjKYzlntgCy6mboKqoJvDE8/Pkcbx+BQmddnSFNBVG7fuU05dJwtF1RlhaFAY5GM+gR+6St93WeIkG37ME3mIRQxFLa71y/efmWNNgFagQtpMGKoJhXusMR+e49BGZDDirpUvCRJoW8MySaGEBMZ7K//zreYHqz56Q8f8Zu/9YA37g4orMerxxqLUcEGSxShlXxQRKBVhmooioTlk0WD//E58f2W4ru7yMMB49EOK6kTviYzxvdUjp8yx2LGZNi1IG2VfmlI5dgoNlqGHQlPC43z4JTy1fZSSp1Yk7jRgOjBqKF0CShb5FCSRkvhhHKQ77Unu3wN1Bai1wyijfGjMWFQ6rXn4omyegbtJ46LDxvER8rKMJhk7cSunN1komCKPmpvNB/fvQF3vcJVb8I589UYYZ+ze/ItqulUYjIYSi2uFuwKqmlBAKpHu1RmAKcVjMnGVxeq6fCCpOhZZ6EaEp1Z1yuGpDrAHBlUKUWaU5u9ZuSn3vTNkeNPfdAv+OLO5O7oVjt1FZPneMLBmR430xuAX+HQ3kTC2hlsV4y2z/3sL15HRLAuZQeMuVoeuxkKYTKbJijyeNDBnxLvYNtSjqoUgR0WuNJhLcnBGQ+phgVuPIC9MQSl8gfMxgPcrV0YWKQeg7O4xsPtMcYWUJVQN4hYzGKS7qkqYTDA7Avj2wUWixwepAjcagIx4JY1bu1xroDRADHCYLmL2Z1ALv6xE4/c2YHBANwB4hPNTLXeww4KqCq4NYCRxQym7I7uUO6MKSYVUwLD0QhEaGP4zH382V63Scl1kbpcXkVUKKoKdcLZfMm9wykEmA1HrEODdYbFcsl4OmX/8ID18Tkn8wvUCHtRGY7HDMqKtqkxzmKMJNy4syxOLrDTEi+Bjz95xP7t210uhoErcNYRY8SLoVWlaQKlc4kUv0uZ24AUARMtEiy69pw9P2H44Fby2Wjz2pEcR+wc5qQE0/rAJ4+es14HqukYrFKvA0V0NPWCW+/eoY4X+NCyO76FRotgEm7Vbmhe5JX9e3PGyBapwj+ajBkV/cxjdlP7lTXaIO3/Y0xSFzUebhW44SGuECjBNJFqYHoMxjdyPEbBiaWQwKQwzEphVDv2JwWTSrGtIRqDErBaYRsHXrCDLN/lwKwV+3SdUgp3J+Asfr6ifTbHPayQYsDowS7EFcFojwk0Yj+juZrBs42w/Mk5i4/O0TIy/MsS/lHN6bcfsX4UsBeW2cEe1W9MMlj8FR+ZMSdduDvGiHMWDXD+izmjgXJplHacBnIpkdOTJf5bAbFpsW2nzL9Qyyniq1GqHPlSzaSYhp//8BN+9I/PMc/2WD4y/HH7MXH/lO/97l1+8/feIcYiSaEBmJA9XofZwmGkDaFTW8ipK4l01DZ90mw7mqNX5Xq+kdbj/ZS+AEOFMlrsmcLHnvKWRfcFPi4gBqhzNEtDwhAV9JWUtKTIW3TAANYO2i7SmfjT2Pcgl+ibFWImuQO1nzOf4+b7vr/2q8/R5DO/r2e2R7IskfSFMRoNdsPf+bUMZ4pumCtVhyYT336ZQ+V6izFSFAVVWbEprNscXAKIEYYHOxnmmEon3WDEZDZIfVvahNkdDNJ7bo0ShtYZ8GNchlIQwd6eMI4KhUFdcoY0k8lWHU5ODCZkPdoeiwuI4NhnJz5MToWzmTUgQRyqqOkeM2ZJRBjkqsJgwDjLrNkDK4kg+/40Y/OEImawYozEKhGGazNkzIN0n0bYqYp0PWvxy8XnhuRcN8Jf+Ps106NzKT2KtYbZbMbxySU7OxMGzuCcMKwLtI0QIpcXFxwcHPC0blgtVxxfnjEwBW3TUI0HlGVJF71TH1kuF3ijDHYnPDt6St027O7t0cSa0hZZnjCgNhXlND6yWntKKRAsliIZsKGmCWvGoxlx4ZkeTFlcnnJyfMbu4S4+tL2MWKoVsplAuECj8vzZEetmzXB/SDlVPvz4iIGZsV4tuX1nj2IAZ6sTBtUAwwAVm33G5HB/YaYvA64sCCFkLRA+Jfvz6e1X1mhTwKnHxoDRFKXCRZgA50rzJ8eYUnDv7hOnSX9UNG7K07+m0FtiKY8Uska0pFLFhBrTJILAVjxGwEVDbDVhXtdgG8XavJGtYPH+CfWHx+z94B347pTqvUPKgylmfwgjYGhomhQ1q+QKKUYGeb58lklM5LEGy8U/e0zzz04Z7wwxfzqm+uE+i394jH60JPyFYf2WZ/CbIzTaK0/50nHqDuKuSDgETp5eYC7XzIeedpZ8xTIG5qsWuWVSgUncBuS8rsFQwGAlYZYSk0zkze/e5datA2woseYe0QQC9xnsRkKxTJQQ0WKiS2k/qXO/BYKJRKtJ1R5FNKBGCBowXRdpBkP3laoZ4B/BakypnW+oRVFsFIJxKcupEVO3YBX9NwvO/lfvM/lPH1D8Z7eTkcYS3DStM1snnFlBxpFl9LaHXG8Ily5j5iJKkbKmv+6R/3wOf3CYihO61Kk10JrNjphJdbvK6BsGNL9u68cOvNipYffli7L1gvxtxxKSCyg2JKY3N+3IubMBAJ0UFvmcSylS/WoLfHPX6BZVzhYW53XjdtWkw/fKFL0aaUjZbcVUJqWGYweYlyQf153EzhBtwkuqkRxQT9UOgkCmjEiYoqygksczoTQSnrcf7yIbqFuan2ncLYmceXO/faGbbh3fnXFtcjU+iddLC9v7MJ0D1hPtKkkZoytkLlP2o+eddDZRMeW/9zU4r9C4vJnOhX5Mt/s930D/mw617DIOa2dnwvnlMqVDZyPQyGw25eLRJcOiol2sWZdL9m8dcH5ywuX5Bc/XZ+yNp5joWF2uiD5QuoKgkTYGdg/3uVzOeXZ2xN6dXYbDktXpijJWCcQ2iB10jxihbUHyhHHR4qgoqhWuEIauwg6hZc1sf8zRs3OsGzDaHeG1SXMLl7SXDVwsW86OzmmXK8qRY7I74fnJMYUt0RgpK3j45h5rf5ZIdsfjvAX08cgvOvE3/e9SelY7Y1/4Um72r6zRBnnDbTfg4GAMTsGcruCHT4nWwO4YMx70tE+tka/NYAPSeaQg0VM4KNWhlITCsNZARQFRkSC4pkzYLhMJPzzHn19SfesW7A8xOxVuf5SqQT3I7gC5VUEBvvTU1rMKDUMcA1zyMGJWz5OtCXhDSweRgQaqs4Kd9j5D7qRD9E5JOdhlzyocrWhpckXUZ5i2KmhI8QkrKQpTVRV3f2+P+w/2WYw8TZUiBQOUi4uaj3eeENuNIdMVSnyhFaLQk6BdAZPlCKBJB/Zkt2C664A1SotjCjokyAJPg9EBfbJZTSpV10zlETssWLrXqCl9mhjQiyxBE4mqhBDRkPBQQZXCdIHAV4/PV9W6uBFq8AgtuXBEBQkG+Quh+JMa3g0wJ9fdNzAKULlcCdTlA7NV7reqPbpK0DZdTSkQF+DhU/QPHsMbe0ixQ0du/FU94fVvX/m6z/B5scspE1IyJ1MXGSmyYPZX8Ci/xK1jUQikKnS2CoevYxGlw91FxXbp9GxMd/qd2xjQDrwvPebpxdHqTZjej7wOC7kCDu0xYB0DSHcLVkyPj5RsMWrcfFbPBCSb/IVJ1XBpm8lLoOOsg6+3+E01ZVl2pxMuzs7Zn46IMVVv7u3uMl+vMMbw5MkT3n7rLQ72D/BNS4iBk/kFHmVYDVI60BhsTpM+OjtivloSDEynUxRltVxSiMW3vsdyIrBet6mvHHS6dAbDaDDCSc1oNGTpLykmJWu/ZHawz9OTBWXdMpmOKCtLjIpvPPPLBefzOUVpsZMBg9GA1cqzvowMyyEnF0d89ztvITbQLFbsDHezvuh1Q/fLLcgUzQ55m4uI+zLG4K+40aZYQiHURlhJqqk59AIjR/nOAeosuldSD5N3NwxC4TXxCn2F0bYr4FE0VbGbIa1WnC48J6bgk6A447DRMwoOeRLgZI08qKCE+viS9aMjqoMp3B4y/M4+w4e7MLJQksL544CXFm8Un+U9kjqc9t5nz/HzCoMgbgUh3Nphzh00JZwqHHp4YhKf1ocOV2lf0fdplHcSNevESl9UEBqPtgpLiEXWoyXZVn7lsbO0EW626C87GFtGumatQZMN1W4Xbi0xgDBOsloelICWBmsGiWYib+SqArHAS+L/jt4Rg0ss3VEwNkmoCULweSd3qR63LAdYU2JNSSEkM0nSPXVpra+zSd8/KYnrM5YkMV0rHJVMzAF8XEFNPpXaxHhqILugySjbPpwGEOwc9Bw72gNT5OvlUR2dE6aPYPQAZ1s6TdEX7u7LAxpfMS9e9T595cvUpCKAZKYkmWyTI0qKzdGZr2bMfhnayyJ6Sa4p9dr17SZmP8/FLmW1XS+SvrFXIGC5wMHKC8eudvyU/Q1tv+vqr148slNUb5uk/eX7WFdIlD+kg/NtkfZuf373jF9nM/khfWcMK4yqikvvmc+X7ExHRB+ZTccsmxofPNPphI8++pB33n6Hw8NDLi4vEAxNjFyenlI5R1VV1BqSsYYymk4oq5Kd2S5eAyEExqMh2gasyRXdIqxX60QsbNKO0lEAFaYirCMWYd3MqaZ3CCuo1zXjnR0uLy5YzWuMGIJGNAaqQcn+7pR1XDGYDYgNPPrgKYfTOzw/esLt2zvs7w+Yr06wRhnaMYJDruhPvAasgnIlov3CJPuc7VfaaEsej01s5CiBSO0Mxb0CN7qT+YvAnShmlpi8xepL7LXX4x739kEe4IAHU3BeO/7Fn5zzJ3+85Hnb8tE/es4f/O4Bf+vNgtFFS/2Hz+GjlvLv3UN+raL6/h7VwwncnYJTdARhP7mwRjVBhkQxYhloInnU2FCiPTfpC2Dhl3Vjd+cW4iASRz5hl+5EeNPDRw4GkipVjSYaFaOUnWu7rZxw7bNj7cHHzDqvOAyFFIiRxJ1TJOHrwkQGZYUzRcZXmc3h94WHpsMc5R03Y9l6XJtEFI+YxGaeMBUe8VUfUYsSU4pH00EVAMRRZHCrlTFlVWJNOrCUmHX8BAnJS3v67ISffXzK6ZHh9OmCf/2HP2G60/L2vV3euX33lbqDX21Lqb6UJrTZTgqJmsN1+B2T0p0F6fcINJkKRXP16JpM42GSQ7Ef4TfmxI9Osd9dgtkFyZWijUNWQ6x30Nr0vug2RQ2ir9HguemDpC8mvZJVvWJn9Svi2tbfKYzmuSOBqA2hXlBKiZSZ2uRXINR2PT0qpCnjYuql0JHMsgm2QV5jXRXkteHZ3rPyRa5E3YCNsbW1ZnT7Aps3s+32dQ5Dh9bopGoT/rcTBr/hI/K/JMjRFaJszpA06zfY1ldBb16VBv3C45C7wnZZ6RAZFI7d2YyTo2Omw6QK0IbIzs4Oz4+OcM4yKEsePfqYN954E5zh4jQZbtPxhBgCIUQGtmA43cNUBacX5xwe7OGs42K9REQoy4K2rTF2o0QbQmA4qhCbazYlYSIH5RATHdEHimHBs4vnPLi1y+WRx68vuX9rhnqhbVqss0QTWNYrjNQc7o+4iGs+PnrGbO8W68uWYVny8OEtWp3T+Et2RrvYWCYs2/WI65dsffRV81h/STvwV9poM0EwXrACZaG0NtBaT7SCjQ75ZE39l6cUUuF+Y5dw3+BdJGBSxV8QQh5gT0jSQqEgOO0/v/t7r5BDooKyMfnVMesbSjT9xtClSFQDRoW2MPzLH53yj/7JGefnM9bDivMzRZ8/5u3/+A4HowEuDsE7ZGnQCP6dCTYk4kSpk1fvS6g1oRisGIa+yLwxgiVSeoctJHHrooS8mD9VkFezvIyFWKRqG2YRpm3SUNqNMDXoIBCtogUbos2U+0wYKJerUFuDeJDGENuEGzOaAKlNrHk8f0oc1aznCrYiDGqcVc7WCy53LlC5D6LYYLMQcWd4mkwN0WFYttNzL/jjKRMSt49dzZ+3CW9LFhAWhShrVJZYlzzH5GX7VOQSHJEWIwWX52uePDvh4iPH5ZMlP/nXH/NsP3BrZ4+9w2kyODG4TMBp1GGiMBmXTL93D2WJ8QErVb6XyDdz0GeQt4kYoMAmhT8TUafYwqY+39Ec3XWAg7XklGcuPFiTsGgEqDwMK+x/q8C+5eDXaviJEHWOb5VyfQiLIbLchfVwq/j002q7Psvj6OYf+Yju5kefB0uSVzYKAy8QDcEKLhgkpPpVtT6lPVWyOotu8GwoRmIm1YUQatbLI8RNKKoR5Fj3jXga3boXvqEhv3pDX/xtHcxw6yO2s+TF9QrcbaMmpw/9NT6MeG0KiOoLhpTtSCi3Qm1piW9WdPp/2oe7OF1XENWlECVbf9uXvG5EynYatO+ujRQXSC+D9VmG8ssbbDfjOhMcNMWXTK6439udcXF5wenlnN29KeoTpdPh/j7HR0fc2jvk+ekRT54+5vbtWwwODllfrlgvVxRiqcoSI8JyvcQ3LQ8PbuMqQ03g/OyMoiwSVNCYfC7maH0bKYqynwjWGHzbMBhOcaXFEyjHI5b+iKVfc+twh+VZzfriOaqW0lbEdaChYTqrGI8qLpo5z549p6xGFFLw7OwpP/jtdxmWkct6jhGltCU0Np1FV/rpdSyytKf0ENnOw/uC/tmvtNGWsFhJAqqMEbEh1ajlxRrXLWfPjpnIiPFqgkqBjZHWkkK2IeOeFQKBkA+h6LQXa/IZw1y2mZDTptC6yUjVVloimXg2WkyMmdQPVJI018Va+fH7l1xejFE3RRCcF+ZHF3z8wTnv/mCA/b0Z/LaBXfBlxBcGDYppFakEcRarMRsdilGzFdnSDJa1mZx241UCn6HURTqMfjIi1gamCmuF55nhVYAm4Z2MT0oTRJKcjzcpdWAtbp3Ic5kbzBOlGg4SKDULEEz+/oSjgxNOOKc+ijz64RkPfnuGHQtL27Dz3RFx6rFYbCySp2ba7NI6pIvKZNb9nhLrBsUEyUZbp7qhvbRMNtzUoDYZKRK6pI0j2m6ztxtxLUlQZQMsThb88F/9BLOecXjH8eFPfoYbrzHvfY+d/QmuMD2rOsDd23vcurOX8Plk1ov8lRC2jNJvYg0ZotGUXlDBYkgDaDM7vYWh5J3GpZ+LjFsyYUuN2QItiE/VovcvYXxKnB1g7k3gbz+Huw4OPKhPIRfbZsXtLsJmNobNF3satrg4UDL7uTH5gM5lX8ZhzhXzqCUaiPsFRTQ951iwDYaAiYaY07Qbrr+ESUxQJ4NQo+E0YVGlBYqNQPALg3otbdpXNX9DTb9gR287bGweIXdJ2otedSnN/Mk3XV6v/nC9+j0dyVeBE32RQL6QeVnu9IWLfBomdxuXd0MHsOULfG1NXvlb13HrOWE6m/Ls6JjxzgQjgoZI6Ry70xmXl3NuHxzy9Og5pyfH7O8eMN2dMpmOknZo64kGqkHJeDzGFg6vnhBa2rpm//YBftEwHk2yUssmjexc0dM1WWOI0SMGprOK0/ML3vjuA54eX3J6ucKNhN3dKZOdAet1TCp21rE7nOBjzcX5Cc/PzylNxajc45NfPOY7777BZGpp/AINMBvtotFcib5+pvH9PP0suvn8v460ffGmRqFK2Cl1iRDGZY1SlYi5M2Hvtx7gcDBz2FpRm7I6VgTXiQbn4mQRiKVkr0qJkgDlAcVZwXrJKigRq0I0Ea8R1ylyeoUm8XYlrWoL40izVsKl5DgGFCuD1YAtDYt1pKnAvKVEk1jCJViqLPUSnWZAbooODjC9zGKvby2gURMWoMfb58z+551cnaPiBZYmleS7JKslKpigmYE+XdsvWo7+i2cE3xBcIFQBrDJYFOCF5d4CiRaVSKwMD/8H93nzP7pPFWHxC0/9j37Gb/z9b1HeSlM5jAJq1yRyWkmYCA051J7TUhkcrBK3agySr9eJw/fI4D7ysqVR2nlLXTQknzYmVkkhofPWr4nLWxwalbsPD/jv3/t7RAVbQAiKxogrU/ratwHruso2RWLEKpSShZ7p9ARfQ3TpS7ZghGBSmUUZIxILAi7JWHWHX9mNd77fASldSps824pk2KO58MAT3QIt5xgieneB+c/nlAML9xfw3KAmQNEkJvvX2bYNCRG0kyrSbAAoSOvgWUB/tk40cXuJMV361HnSPTaakl+BjT4igFeLUgCKsw2uXIOrgZD6KG6Vj3Zve+nJ/g2Ov36Gvr/x9vRTX/RphkwnffWp17720Z9uJOnNxuC1zxVV+LQiAdlKd+avL6R0P70Hv/bW1f/s7s44Oj7h6PkJd28fEFXwPjCejlnVNZfnc+4c3ubjo8fUGjncO2DgSsY7k6SH7NKeHGPAxxYcHJ0cUVQlw+GQZ0fn7IwGnddM8CER85Yud23i6WzbFgjcurXP89MPMMEwKXZZL05YOzjxS6qyohxWyAC8b1msLlksl5w+P2U2PWBndoufvv8L7hzucevOlFaXzJfnlEWZMhZq8PiEr/uKWtTAFTmgL+hp/2obbR3wMwMwO0M4nYURKkv59l46ry8DsvbEB2WKoUTNKc50dI/U0IpyUcBIhSLE3tOKedNWAS9KMArR4EKSLBK1mCZVX4LAPDJ/dMTa1+y/e5vZTsXtW4YPPjzBGCWaCgmXlMNLbt9/iLMkT0FTFaeNFkwg/v/Z+5NgS5IsPRP7jqracKc3+xxjRmZlZlUBWVMWkFUAGiQmogtEC0RINIUk2FyQCy4oFOxIEa65IBfsBdkiXDQowm6hSHezhSAoRFcTxNgJ1ADUgMpCZlXOMfr03N90RzNVPVyo2r32nj8P9/AIj/BA+hFxf+/dwUxNTU3113P+8x/pigN30h09wEYmRJNI7KkUj/ZA27OZQAJpdcqCTAqKMS3cg1yWqAtHGHCVw77q2LJ7+KolVrm26NLBO5HVsMlZlUKQSFBFraKFpQ0N2nh8bCiqXD8yeqINBDVYTRUXTNY7UwmoDRuRW9dueC9dDDj2Uv1zuSPJArfrdmOy5q2QqjCQQ5QGiQZdrybJe5kPtu5VsVA4iOpR8VSuQoNJIeLQjSjNY7H7meo3Eh1dZqUim7j7Z2Zd/U3FZZ5RFOkpuWcuQGSzyNvs4u2r7sumz7AgTnOIPHNMqjk6ydmj3qVqCLkEz0fTZnuCnRv4SQPRIIiPJI0VATHQGGQKLNOGQEhUC6+SAj3GQ1cuSM5nLqWQdi5yJR6xDSIeEEwnhaMpaeXJSQmf4b1/pkniMuRy0SvxdFd1wfn2KEZTngzAnvG6PlI0vhd5fVbn5Gdh1hiuXb/KnTv3ONjdoShSkkwIyt7eHg/v3ef0bMb+9RvceXCH6d13uL5/lXE1SJvszP2NJkm0HD64x3Q65bXXvsBsPqOuB5RVqkgg1uC9JxKwhU0lsAtJ5WT9CtWG0WhAWRbcv/OAm6/u8/77c5ZLSywcjQa0OaNtPUTDYr5ivlhycPAa43qHd390m93hhDdfv47KjMXqhBA9o+qAGA0illY8gsE+VR2Kp7eOixhF1+PmpbjuM5oixFywuFuMYw5+pWzFJL7I0YrwL+9gKovu3iJWkmL83dd8xHqlLWFuFItQZgl7F7OKgSrReLykTM2oglsWWCkSWDtqUlbk2CELOHv/iLPVnJ2DPYbbFb/0i/u04Yjv/fERZ61lshf5hZ+7yutvjFFpsQgulKhRQhHXPCtF17y1zjMUpYsinZ8a9ePG2CQHJAqFOiRvSmFgEKAWdBSIWx5rNCUQCAQXGX9tzKCagG1gC3ACRxa/XKKjB6hRjLFrzouKTyDGkhCQSTp60QhWC1TaC5lZPfeJ80jRAgYV35tEFaHYyJtsvnFx0GwuVnr0csk3/Jz3oZvZeyAu12eNmhZ/IyUxJq+fEcU4l+VBQu8YoDiCEUQSiOwo7Z9ZXDSbyfVD15wtiSlKSd6uk5MO/IXO7MBWR+jpxHXXLolAKCKm0pTk0JSJCxcCSIPYfiWFT9B6h9MOGHd9HEmhUpfDvZmH6SWmDV/odPS6uo6RrvxZfzRajWvPm2bPjkSbapn2MhrWE/vjwinnuFifwKXrRxxO8iTFfnk6b9wzWueQXN+yizkoz9g1+hTflacITeslnvDPdH/1EXpAEEKMjMdDBoOawwcPuX79SoJhOVv9YP+A+0cPmM7nXL9+k7PpER8c3mFYDdgaT1K0QAQfAkfTY8RHbl67QeEKjo9O2a4na0lEEfA+TRLWmC7Og5jUDkSxAjeuX+V733+bq9e3uXnjJoeHD5nPl5leo7S+xajDmYpXbt1AveH7332HUTXgi1+4DixSfdHQsD3ewaQMqVRbNIuyW+wn6sDeALRuPpAL/z6a/USDtsRdyIuM6dHLA1n0My0oQVpmqzOGMiA2yaOiLrAUjxIooic2SqmOcU0mHufsPxWKHEoVX1AWSo1JNUGb5HHj3orDb7+LL4SrX30FqSv2vnCNHY247RJWkbcOakZ/4Tp7e1P++Ecn/MlfPuBnv1SzpRETV4krl3f166K00p/XN5NMn3J7AbY9Y0/m64CEI2ZVyhCUCPMC5iHxmKYWOUuLrWqSsoglRJf9kQtPrCKhDZTLmrAX8dtxLXIaYk7iyClkImCLLA+Qky6C80npPYerE8moQiQXG4+C8S6nYKcQ9Pmsvx4RvbczWnePgGaB2w60dWn9RiXpTD3SpxdI1XncWZt3dHnRT7qiPjvSOi5d1zLFrEtq9Vr8Weg5rVMxlGA8VgQlJJAjNj9XfpPO512eq5L3iTaHQaWXWq8GcJ3mA6hJOlzp5oK0iCvSd2wC3xuW9yc5w57/c62WLyZtQCRAXlxSjK4AIiF29LcUvnbeIc7SpnczfsmcNgxOfVZGt1hNgDdKJBrNQqtmc697pdTOA6uPf92bBaWTwdjoG55jlsllIOVxY673wFwK7PT8tTwjkpELPxHZOG8v6ZqL2Zey/vyF6+xd+2asb07W84N/ePs+FwDtEtPEpXYaMdayv7fDO+/dYbSzw2hQYGzExBSZObiyx+27d2naKbcOruPrAx48vM+DO4fEQsAI3nuGoyE3Dq5R25Kjk2OsD4wGZZqHbTc1CwNXEEP2zGNRW1DUNYEGQTjYrbk3rHn3B7d568uv8srNKyyWS2ZnDa33bI0dw2FNVZU8PDzhx999j/3dHd768jWc9YSgrGaBshpQuCGoTaUd1WDVIs9vj0GXK/ysYK2zn2jQdm5y6TKaIHt1UrgRazAHQ4a/8hrOlGjpmLRQxsjKtbQEKi9IELCRocaUUaduLcVQqsEsFBZCWQqcelZ/fIgapf7SVZg44pYleo9ahQFUr+5kTxVZPNezN3a8+fqQB0cn3LpRUljFhhTa9aHF2FSywzziQ3v8lZ+zZ00GM/mIAaqVwb3vYLuE2wEemrTQBoPcBbNPCi0VZACkRJ8AnI6EOFKiJdF7qogPfl2CJgmV5zwjkcRPM5knYFMIMWahVc2cE4kmh6cKbEwAz7kSkYIiRmIIOTwc2ZhP9W0AAIAASURBVKhfkmuwPk0HfvROs9aiGgjBP1JKqMtSCyEgYs8vMh9+9567dW00JmXgRs2cwC4Ltys8vunF9K/thxvy/VJAXW8vIYBL4nuQFvsIknfZSUIkJimZmEqLrbl9z2FxvIwmoF2Fha69EcTnlKNgMF5SpQ/jEC+IT1nAVg39Ah2XMbrW5cyk49B1b553T5os7h11ncHxCVnWQtyciqjxsfp/mj1NRlImlmZvsUp6VpUk1WDyKrgGP5oBKUlPMdFGcsUL7W1C8rGTnp3k4vIJ9BpSYfGuv9YWJbdnM1bB9ArX23y8NFS7810mTh1jXI/z/ntJ7PrzisY+mhljiCEwGQ3Z2dnmzp27vP76LcpcP1NJw/PawQEPj4+5f/cee3u73Lp6g1VIa2PUdJzCOByG+XzJcjpnb28HZ22XA5cKxbc+iaLHfI8AZ0oWRlk2C+rS4FzBF7/0Gt/+Nz/kh3/wPq++eZ3Jbs1WXSefdoSTkykfvHubk4envPbqTW7c2kdsS6RlvpxS2JJRNUnevP5z95z68ZPeUP+EgzZY84w0Z1Vi8oStyeUaFSkN7pUJLA3yftKBqduKsxrmCIMiKT8H29BKpAqCaROatgKsIvr2IvFzrlTow4D/wYxQecrXd5DrAw7+xK2UXToskpJ2kbxKRtLOW43HRmFgA44ZTgMua5elkh8Gn127nz5vIg/KAHYu6G0l7kX4UYT7HtlS9DQiDxVak6o4DVg7K6QLn1WRUASCUbQIiE1E1A227kKNMT/sSoi5lqfxKRuxC1l2O3gjNNOW5XGDn0XmqykPj04p7gwo65JiYJOXVWxeAx/VdvrEK/ucWyRSXdWusHZnpiuk95THeq73tWcdwOwAm0QSIBeXvYVdco1mUa00LjYV7/tJHT2eVxHAzJByBJp4Lh2t30gG1CYlqXSSNBvA98n3wXlMrpt/fcepJtKUVYOfesJRwG4JUjmkdYgTLEL0cl6B+tKz9XffvfueibeqiZPZFfpeJ83oxxsD/e+m+5pKKBmTuEuqmjafPd59AkACYnMFj3RZIoaoPtV87AGevreq82yta5Aq6Vo673JO3UmATdfeuBi7TdRmQ5qYgZJqkOZei9rxCPvP7flzx7wJ7C/YkM8BlwLVEML6s32P3addheTTNmMMIUau7O8ymy6YnkzZ35nQhkjpLDF4DHCwu8vxySkP7t2jKAomkwl1XeUkuASyF4sFJ0fHbE22GNSDNKZiRIwlamC5XGKtw7dxPQe7nNi19EsG5ZAQG+p6wJe+9Abv/PFdfvjtdxjtC/VgANEwPZuxnDXUw4ovf/kttraGKC2Cp/ELgnpGgy0KU/NZ8EH75eOedez8ZIO2NSswF+XWxEMQUrgUhVAqJiRZkPDegvCP7uN29jDjmmZXOCMlw1WF0tpUELaOJUyT7pQMLas7C45/531G1YDx1jVku2T0xevEcUD2CqSOSJFK2MQYMFaSx81oIs+HFMJrYkuripGkAyYCJkoS4O1K9NGb0D+tbuxN/ItVIB4+YPRPTzIIHhB/d04kUlBjdIzrrV8ae7v7kLwTxkakNYiG7FnoBzBNJvenRIfEBdoshucKImdhvLvvPuRb//j76NIwe2j53X/+XYrvLfnFb/w0b3z1Wtp9Z6HlDai4SMD65G3z0L6oE3/H50r9e3GhMibJANAmLh4EomSyPmwcQV0FBBGSmJ/ZvJcjBmFrCvED3LCE4hXQsufuysh+7YK6EHJ+Hp42vXD8R8hSug63i4fFvSnFsTK4mWpJ4pOocFdP1KhBVPo5yHSMyE2f6vlT9M9oZJ3w0VUp6fDSY7/0pLsriU4RY0jZzdbmEH0CNWJyBZCeN7Tj4sWYS3RmcCWmq1qS5RtCpmpI56EkL+Cbdq4zaqNFTJJ4iLmgeyK8x7VnkQ4orjc5aVoICMZIBlw5KSbmVI/syYkxE8HjBhB2odEY00bPGPNUQKzbtHTtfx6Ct89iz2Pz1gfRzhmuXN3n3gd3GFUV1aAkxIgVIcQWIuztbLEaVJyenHHy8AhXVhRFgSo0TUPrW3a3dxgMajSEJKfU25M3TcN4a8BqtegBdKEsaubNGYGINYbQKuOtgi/9yZscPzzlwYMHnM6nGCOMRiNevXWT0VaNLZWgDVZg1TbMZgtGgxGlK1Nk5VNaJbtNwMWN+bPaTzZoO6eenon62l+gci08MZgoSXqKivmDksPjlsMDOMVx3UDRCMY5GhfR91ac/eF9iklB/dVrFFVBvV0lDpMDdgR+eoQZAhNFtUkLlEtE+Jibk+Yruy4OrlXN0qxoMai3OC8UKCHkQspdcsGnvIFIy5KkbNBdS/mFHar9XbhLEiy8tkwVEf6NTx6VpHaQImVBcv0akJXBdrUn4+XXsQ6JxZSpKV22Z6e9JobN0pgm8uuv7bP7701wUiChoLEeb1oGo4oQNfEY1h6VDFI6wWCEmHXZzNpDlj67gZuaQzJwce19rD2zXMKnZ6oRE1J5s/ViHfKi5iRJk0QLUVAfUmUIY9FUOjt5xYipvtD6WrJmjiNnWCZNMvdFB78k8IudzEoPsHWJHmv5FVmDiIt8w0+qz2TNa+zWjw689E4QslpeW1B4oQgWmprIFO5PMdsD5MBgg0sLVL6WjgO54UaRF5FOxqK3q8kcq0hATAoRakg8T7sZuJs+wvVee3xnbIrFh3MerU1RiR4YiWlwi9mM8ahJfFZjF4ZMXjpnXLqlQdegqgN0MSq2qzuc09pjUIy1+DZ5smxe4IKCEUvwAWsNBktou82USR54NNEIyAJFceOhg1SgO0dLk7qRStY11bVXre/thrQR8b5d0xa6MLG1WVIoUxr6fftpAbenLwz/MW0tLp3LralAUMZ1zWI84eGDY27cvJo3EORnPuC1paxLrg6usVw0+DbQtA3etwzrIWW9jXMbrnEkrqsOiQoaQno/JwOSNymuqAizKaumZVTWOJtqMde1cv3GFlcPtpODwJLCq6JEDQT1OIk0vmE1WzGuthiUgw31Cc282k/HPql79JMN2oBL08+71wQsHm8cCyLFGxX3vrbP7/2LGd87jbxjT6mi4cvb17AfgL2l2J8pkNMl8sdTOBjBzYi5XrD99ZsghrhraUvFjELSPleDUOQyP+SSR71JV0n1LGPJH/2bB/zxj2ecPIx8+7fvEb+wxZtvVpTGYtSxwuMkEeI/zRDpugsNxKGiX4pJCPUA8AF2LewWcM+jtt2UCYkk4BXImYYZKJkINieIKBskdOGa1m91IVFNi6h0JY1MIBqPG1qKwTCHeDyVGLQYoCYVFk4LReyFxNLEIeozHuzXL9yE95IOW4+SLJelHTzOzJPBncSnOtLzs6Q9FjIgtShWLT4GgvMUFAgR8QYtBFWDNEJhBKxjnVFLzEXA8/IZTZJ+cQuQMr33+gn8z+7Cz+ylhAXbByO98OSmcy4HaU8Lmj/8snvn3YBHyZmy63+dxzCWlMEhjcLKggTawzlFaJE3bQ6NdhUROpWWvEnM8stRkp/XqBDWHh/NIVEyTywgmpIgUo3Ermn2sgvgyaAtZq9VEiXWRAfFOpPkf2LamGS9W4wT1CfvuLPJ+x8zWR2AkGQeiB1frfPWBDBCUVhC0DXPLYTs4TJgU4XwHArNz7MBi8NkmpMxyYsZQxqPxuUQbchg0JJrAOcsbbo5QvHBp01bDtWJSQAvgT6LEZtBSud123jUEhcuPw8ihOAT71k2XNS+p+552Ycd/5P1tHVzWr7ePCWLgavX9njvnQ84fnjKzpWtRIXIQriSkzRCjJRVRVXDiGGfBLHm7aoRnCuIPgmOt00LqpQurX/rPHJVrBTUxYj5dMlwb5g3Py6tnSKYUtHY3XOPDy3WWJzAKsyZLxcMqgmjwfiRK3weO+OL96IbI33P7EvJj+dqmmiv1vDjpfKP337Ajw8jhG3CgzHf/Sd3+IOZ4+thi/gnpxSvXEEOSsZfexW2athyxEIx+45YCAsXWNBQAuNQdlG+dKYYc1mTHuW8I86K4Kxlf2fAwd4Et8oTeZF3xaqJq236HqBPsZckPdStVQqj4NukzVax9rioS4uTFCHJd2US8/oJtV3E+iI6uyxr7Tzv7Px7dM6yvONXRELS/FEyEb7FqCTpiC5zuKsp0x1GAta0uJg0yNRkiRBRuvpkz/7Y6/OYLz5RU3UEUSKWKMqgVVwAcR6CxzY1p//sDuGfLdj5GzfhZxMXrQgGLSDVGXKbihgdCOqi0H22//AEhg+hegjFsrcT6G5kktO4UORzY32P2ydkop1g7mOOKwE0JFDms8e4CMnjbAqMZuK7S94yzdU0ypA993TcvH4dzfRLKhISMeKTdIQagp/TNg+wpqKsrufNRUcMyxyyS7M8+/d0EyqczebUVWQ0GrNcLvE+MhqPePDwhPffu0NdDdjZ2uPOB3cxYtiaTHKCTEqUUWNp2hZBOLx/yL1793j9jde4eesGtz+4Q4ieqqo4OTrDWsdgUHH08JjBYMRytcAYw1tf+AIPjx+mDMPhgMlki/l8zt27dzk4OKAsS05OTpjNpmxv71AUBdPpFAS2t7cpnOPw8AHOOYrCMZlscfv2bdq25Y03X2c4cgRtOX5wxGS4TV3XTKdTjo9PKAeON996nbZdYq3FOsPJ6TFVWRE1Ml8s2NvdQ1WZnc0pyoLx1gjrMoVGk1dusVgwGo1wzp1bsC9bmC8mPTzOe3bZwv9hx2zblrquP7nB3zNrJGdHp1D0lasHvPPe+0htmUxGBNVUdizl6eRHcSNHlKPb2Su3CRVq5vJCkvsoyyptANbZ0mkjbgSGgxFNs2LZrBiWA6IkLrPGTikgcZ0jHmuTLud8NWexnDEcjBmVw3PcyucBsD+tDP6XoO0JZqLDeodxcHxnwdvvemLcwXqHUHGm2/zeCq6+ZbjxWoXaQLlXEP/MOIVYnEdtzJ4ki9PIGIPJYrtr/g9wWYxd1KVdeOH50le2eAtweJyWmAasemLeuZZ5x/NpgwHtOY105TFaJbezy+WGgoFFSJ6JkB5KzcrQXcWeHPVAnEGNB5fCKmLW8akUskz74VxSSuGSvPqOqqhCStKQ/D2TgW52z6PJna6SctE0pLCJlWINMgyBok3+kDblOCHqsD0eXZ961f/7Q+1zoAdgQiq51JIy/Co1aIhoFVIIeg7Ff+wI/+UpXLuG/HxEA3ibxXW7cJbtsrRyHNwCSwOhhFjCCrTagzhESsAuQNqcfp8BW7TngdunYTnnZQ2MpOMsdOAzhySDSSXTgt+Egr2BNofdbEv0SQoEFYqVWXMFO9BGTJtDgoJVWhGsekp8pgQUaJzRrt7G1jtEriVno+kypQEjmZ/Zbdse9fv2s1SPj06pi4bJaMLJ0Snz5ZJyOOQHP36Hf/L3f4MbV2/ypTe/yj/9x99kZ3uL6zeuslwuGQwGLBYrquGQB/cfYk3BH/zet/j2v/k2f+1v/Bp/+hsT/sW/+D1W7YqB3eL2jx9gtaAalvzgh3/MlRsHHJ8cUdUl/+5f/6t85zvfZrFYcuPGdV597TWOHj7kN/7Fb/BzP/9zALz/3vvcuXObt770RSbjCT/+0Y8QY3jjjTfY2d3lD7/1rQQqtye89dZb/Ma/+A3m8wV/5df+IldubtM2K7777T/m+sFNrl+/wQ/++Id88MEHmDpy7X90k4enh2ztTBiNhrz74w8YDgcocP/efX7hF3dYLla8/eP32N3bYTgcIlYJWfG/aRru3bvHzZs3sdauk4rg8kW875mDTZZqH7xdBvw+LDTagbbnZl1We6YkTMY1V25c4c69B1T1kNJJ9siaTXSENNdu2v5omzuOpCCsViuMMZlXGddZ9EYskYizJZPxhNn8jMIaClsSuwo3RERC0rpEieqZL+c0q4bxYMKgHGWh6mcs9vlUXfR4L1qMyaP9SYG6l6DtCdYahaIlJe97EFg5pbYtuCXRwuq6o/pGzfCtAc0Qggmoi9gAiiGqSyKkgAtZYyyDlCeNoZgV723MujkqqBiQFi2UGDKTW8BGWUegPhXr6EXdNQQol2COFYYGZpq1rEzS5joRzC0HwaSqBJ313FXJTyDJuyCXnVIzPbXvvfmQ9kECbbksxLnSlJ0mk3Z8oxzWiUrwmYzdKDQhOVSUlCSRvZ9dzrvkvPWPBNo+B2aIWIl40sSYhGUNvhe2HUwtA6lgZvGF4DWwMpEhLunKQSrQG8mzuU+JCUSSqnQ3WF2q6WXYqD/T79AO4fc693kA3w7nXHRY6YWfkOOcMW9GXIrN2UyS77xvGpOIc2b6OQTjLWoMSq9UWfotHTemVCIn0hO3sIiscPYEMS69LgHEI1Z7Fckzb44MNh8zwWhURoMRVVmjEaqqwhSp/0dbY9780uvsbO2zfbDFa194jboquHbjgPliQVWWrNoWVw0oRxUahNfOXoMCrtw8YLBTcu31q6xWKwbFhLIaYmKJKwUziuzs7jCd7+NKw/6NPV5tXmW5XLK9vc3etV1sbXjtS69xcPMghURrw3h/xNVrVxNoqhQRw/XrNxiNRryxeoMYI+PJiN3ru7z2pddYLVfsHGwx2R2yWlmuv3Kd3ckuWztjrt24hhjBDZWisoxHWzgpMOLY2dmjLAqiKn4nYo2lKmu2RjvUVY01Jjvk4xp8dV62NQ/uw56pHljry/30v/cs4bOuZNTzMMn1WDvZxagwmAwZN8rdw4fcuL6LEZtrI2fgkla+ddgUOjDX867nca8Ky+US58qcVBJ6dWnTXKBEyqJiaWecTU8YDQbJM2cskPRSo3q8jyzmS0SE7ckuztTgs1ivleeC2fr8yE+Dc/gStF20czyilM4f8LQmsLNbMbkOR6sH2HqI9YGWGYMvKeO3BB0EShWCSeCqE8i0CB3tZE09FnmqRacjRNssRLrxpGV3eY/Oop8ep7K7mMRfiaRSRa2ltiV2X2FsYFbDooEJsFMiriVutZiZJQ7Dhkeum8VZRJFgk7aX8Zeecn31j4sEneO4pX5+tJzNJgtR871KSaSZZaTgYkGx2sJqhRFHEYToQ+7orkRYlqMQSVUOupnt82wKUSKt87gGyhjwBpLTUoixIhqfQt/jLHIrnkjFiVsQ8BiGFMmlBmGQJF1iCdRpIi4sMIOdEzjYRuUUKRWaIazqVK4rZn7ihryVGrdeBS54kZ7lQi+aXPJ7h/SzZlj3dxpe2YsQLVokLiYhpqQVI9joaIoI0eFRXBScT2FXDcmzkJIUclkr6yGUWFVEC4xOEW2JxmGDwdASrGIlEHVFGz1iilQ/GVLN114Znr7OWf+ixMD27oR6UCMC29tbiRhuA2++eZ1bN24kXpAtuP6FX8UYwTlL23qMSxxQi8P7BD5++d/5EsF7iqqiHpTcevNXAMGoxbcxZ6cKTdtSlA7vW0IMbG2P+PLPXUmyHSoUzqF6wM9+/RaDQY0RQ+sDrfcUZSok7ttUQDzxyoSv/OJNisJi1GCM8OU/eQ2Aqi6wLgGiN9+6irGpxvPeKwOivgoGyoGl3prkIWW49er1tfbf1ev7lFVB4SOvv3UjJT+YRM7vzj0cDqmqlGT2JLB10RvTgbWLr8FHA27W2o1Q9ydiHYDsyi8lfnF69gNJF92wvzPm3Q8+4N07LdevXqGwBg1KmeWKYg5ZyvpYHR2g25inSMdi3tAsPVdfvYJGT+XcufnaiKzrw2xPdlksT1ktZimsLcm7udImy71YKlczGm6DFMQ1r1LXnr9PylJyzQa8P07KowPnHbXg49pL0PYEM5rEYT0r9ndLfvHPXKEt7vLg3kNsBa+9UfEzv3gVt5MWOhPIgMz0EgQvW8SfYWHvFPq7Pz/rzllfSoaiFqa7DafxDtv3T6m/VWIfGvzXPG25QutAcX3EOFzDPaEoYMLOHxf8PF0PdRwdchbaOz+8zQ9/8EMWh8r73yuI/2RK+d0VX/3FN7ny+iSt3cb0WHXx3x732rne0yx1p1hN0jcJcOWdq5LFcAfQOASllEBSO5Rc3aDeVDkoApEG4wVuevjvRbg1R68dEo+mmCjIcghN/Uz9+fRJIJsrvPQgT/xK/l7nKTd971YvNp/d3l5S6ChiUB+Jh2eE9ohiLyBDs85sDMldTrQeFUNsPe3sEKMtZlKgxI0jkoZZc8Rq3jCqdsGMEw3hXC98iKdNFWMTkIoheeqsTSLTRWEpyxKNaVEaZw9ciAFTA3issRTayeTAeGu4Jo6jMByWWQ8tCf903SZaZQmOCmOFpmmpC02gQ3PvGcNgPFhnada4JHMEOVvVJVkkhRgiW+MKVSWE5OUcDMoUYjOASa8VZU4mCIorHZCromRR7eTBt7hSclavUBhDyJm6RemIoQvFnQ9Zdl6uD+OdrYdPxwe8ANged4+eatxf0Nrrn+tpj/ukNndi5cZkGQ6EaOCNmzd4+84dDu8/4PrVq/k+5qxSJMnSaJJukUxuW6c5xIg6w+lsinMFg7KgCS0SdZ2p32V3WXEpkY/IqN5Fyy1WzYq2SbWpi6KkKCoqlzbYqh1QM2C60OjlfXHR0/k0/dzvmyfJxbwU1/2UTbPyulPDQBf8zBfH7Ozd4vd++x5qI1//1eu8Mk6MJ8+CQqtUDeGzbvinankSK2H8jauYa1UKB39XmP36Pep//yrmRo35S4bqzRE6jLnG6+PtcWv2ZmH8ZB8EyXUmVaGoHHU1ZHBTuPE/2MXjaZxH6xVixuuWd2TkhM7zYv054Ko9uTMSHrHR4E0CCUYFCQrHyvChSbI1hUIogDGoxTWwczhKJcWudfoQoLUiJehX7tF8+z2qgwNk6ODPz2CrSZnChBxqlI327kexJ3a7XvKZyzxtj0l0WIdqL7zW8SoNdKLPork8UkwhXcWiarBSYoKFkwYTPanGlaAxhY89kSDT1BeMMNKg/gHgwWyhvkWwSNRUp5czYIXIMGXcmpyC3r+RF6/iAu9GSby4JGasOalJEA05tJU+34YGZxNRf75ccPXKlZRhqhvvSXe/yd7qVBHGoLHTxBJUAlFSqTYfI0u/4OzsjNFoxNZkOwFI3VSFWLczeylM9ppoSCFSQ0xJGBpzRQZhPpuxWCzY3dvFWUtUj8Vm4eAiDQWNRA1YZ1KZMQSNIdfVTJmh3geOj49p25b9vX1ckZbLi16TLjx2sY8fx2k7OjoCYH9//xzQ6x/noqftaT00/c89DixcBi6f9NkNqJG1hApGKK3jjZs3ef/2A+7ffcjB/hamsAQNWE1ZuMlJnZ8NugiUIGJZNpH5omE0GmPpRBTihlohaY6VHA3ptsoiMKiH1NUF0Jv30Kk+86bKxuOury+a/GGfu+z9i/fo05J+eQnanmS5XqCLBTY27JlAfeA42h7S2pY3xoZBAGsCIh4osT39pZ8MSyHGWEaqr2xR/dRWUhz+ttIsZgz+ygHyhQpOIVawHDUUF1FZP5uw+5seBtKuNuKGAvcY9gDPAuiMSVIUqnDztSvcfOPK5nDZAoEYGsS4HBvLGXsx1y/9tLiEn4oZIpaVUcBSKYkT8s0lq//tjyj+O/vY/9W13NUlFCDvwvxv30VmhsH/6SYMliz1Hm5wC1dF5C8fUV1dIV89hqICacAXiN/ChCPEtjA6gXoK1j9dMy8OgnUh7wuEtA5U5BJY3csfdtyODL3Jx74si7lfEF47N1gK60bAKwVlEp2NDhOz5Em0SUw6KBJyzVYic38fHx5Sl9dxhUPKU7wGsKuUJedtEqNFMWaJSJMy59Z8IbmkjY9al1eRvEohz3ObpB+JppfFl7ThTs5mnJ5Omc5OubJ7gDiTAOQ6AarzQOWqBOvkoZxprelchbU0bcN0ekrTNMxOzqiLGomSpCUkA7wO+JoNcX2TrKUZ1Nn809HMZ6xWSzQq7dKjXrFF8rCl2pL9VC/ZaLpJIrx3OS/JIiG0nE1PWC6WDMc129V2ruLw5MX5w7wrbds+Njv0ccd5WjDwYYDx0mH+IUkTF8/fhY01JyaJmrU8y5Vre3xw+w7vvHPKa7duMagLWpLHrJN4QZIo87rikDWcTResVoFrV4ZYTWLHMTSppGNXFSXP/cZuxncnz4Im0KxZkmRdBo7MKyUBs8skWfrX3E8guexzm7JoXPqZy3htn4S8x2X2ErQ90ZJzX6LDBBjmbLKiWVEZYStCGSJeFKHKk10eQT8xlh5O75R2ECiCIRTgalgVAV96TCno2NA6JUig0Dz0IjnkBri4iSrZFAqOblPpLzk1kmcjTRzrNZINW3DDVXvatoNmj1lapEIA9Wl2iaZb0EyOeksiIQfWWluXM9c/75b6PURDi8FoZBAE/g2U383ZXf/T7rMtDEq4Zyn/oYW5gx8Bb85h6xS2r6Y+/OIxMryN7u5BvYeMl1CMwZeIz8VoywbKBUjI1LEOYJmeRzPft14W8Dn33Lnb0POA9lH/+pjSO1bvuKaXLLTeUEgPHLEGONi8WzeyrqsaNa5zA+K8xR6vMLUi3hJ9N+0WoCFRMAKAoY4zlvEuRiZAQSjOUlkoknCuUUdUBxgkBlwMCVaKrvV/N9uWDwuDJZCWPJy68YLkdO7N2E7ZfaWrscMyVSCJBqMlJvZrx/YXNLv50/T1D/MzFQRjSibjPU6OTyhMS22GSMjVTXq0343nxJy7t5c93VUxoLAVANaUWE1i2l2278W1MwnyxswX7lFPsvdUrFDXFa5wOOdyWPfRkOZHWZRFhPF4/AgYu8xj86xhtWcJqz71sc95nNPYsAZKa3j11nXu3znk/fc+YHt7i/0ru0QR2hiTDl70qZ6pgrGG6WzJvcOHXL26T1knblpUjxBycnXeAMm60iz0fjv3i7mYKdRJ9H5879dFruGHhZcvGxcvw6OfsvX1u9TYXFrJoVap2oJKFUxDNIrEEqeG+JOE1wCVgJEEXINTxEQaA8461EWiS8FjrSBKgVWbsmLZcMu7hVLVJE6Py6Wl1n2Zdt/r2uTduZFNwXpg4/l40oPaW9pM3Cw8+V4nAnzmnQhAYCM1mkNK4aOzqD5P5rxQtcmLaDRnQ8YCY7YTIlegbIEZMABNGY+YFojws0vq/7mFn0/9l+q9NaAhTcS7d1G3xLBCYpNCrbEGLVLhdWGTGKQ5S7oPmDpleukBue5nn3uWLoA1sOsp8p+ngPWBXcr+DiYznPoJEetzJC8kxq/xnJiYPQTZc+UM7dkc/94xZb3CFhbx3bXkzMFgkDbiEQYhIosWKQ3GlLQqqPM5BGlQdRtPG0oRpcsHWq9b/eXrQ2jxmXoXz3ebdmHM/lZIciKBYTKZMBgM1uWJ1hncjwDiru/PT4bdpsxkzu94a4fxeDtpnF2WMd67hR9mGiPiLKVN4U9TuHV1hcsX7bzIdtzMznvUSwEvbMmVg2vEGCmKcj08Pg4IUFWGw+G5sOPTEtSfxsN3mZeoT5C/eIzLPHkXQUpn6xrJgKhFJXHcCo1IBGcsN29c4+TklAcPHrJqI6OtIfVokBI3bUEAfFTOjs84Ojpma3vM9s4AHz1Wkgi3LRzG2k3lGU36cE+TmdmJIEP2vJEScy6CrkdL8plL3+/34YcBs6fiBD7lPXySvQRtT7AOFERNyt1GlVYgxgL1FRBREwnYvKB/8nyrT8s+8mC6sIMwXfhBsmr7vKQ6tkmDNC+YBULpzVqyY12AolG0TL/bzoulgmll7VAJNjkkHAlUiQYs4ZKGfdSHQjYn7pTqOxkQyUBNi7QoSidXwdq78SLax3fJC9EatFwyocREi5YRKSUBK1NCHWGRgVAjcAD61btIXMAre1ArfHUBrx6hgxqxJbTbSDtJYTM7RwsDZpHGQ5QUdtYSwfXwt2ZvZ68mbOcZJcv4d9nYXUivu3fnxmieYCNJt8CFXHmjKyhleyCjByBM3Pze1UHtP+O9MZHq4ZqUAZ3LTMU24BYR1zhwNkmnaCL32xiTNA6Ka8GcCcOHA6KMkMGY6LdoiikQcaKoFnmMLgCPoFjNAqNq2PgkPsL9l6x72IWWexI4+aIQHEYMJovQkjH8+WoVfZgoj6LGfJuIqaSVMZJ4YjbJ7LRrr8hHeajSSWLUfOtTVQbjsmctxE17nuI458aKgHUuhVVzBQn4eMBNVdeJCx9Vu+tZgN1FUPFhPLYP8x6e05EjP27SVb0w5GrQGIHd3S22t7Y4PD7j7r0HqFGqOtUhjT6walYEH9jb2WF/d6vvHEv3UuV87d8Pub5H++iRZemx13ZRoqX/ej8c+iwyHn2Q1v/8C509+jgS5ufSVHL5PcnZM0ownta2tKbCUJCqKErOWkkmF+eBF8guijk+y2Bab9DzV40kErmLgjiLiKZKP1EoSdpHVm3i8eTvRhcJhdJteMUrDjLQy1JXJns5NL1ng8l92xBN6HXx0/kYLumMzeLT7e6ENZNpzVHqPDMmdmIhdPVN87c+2mL5HO2T2NEtywZlRTUfoK0kkObyMS0JlByVwFma5F5ZYv6Xh9As4dYcHiisPLgzpLoGFETjMFrAagDNACMVGlwKy0VJYMpmj4eS/w5pQJhMPcj9nPhIvqtCjsQMnmxEbQqlS9R1ZHPtWRXJ2mYeVNP3jE/gzJDOJYqKScA8ewDSShXX30tuX0VN8hymTUjIGbcmie8aKBtDOTcp+9atUpjQOyDQtEtWH5wy2BngdiPh3hnh/TlFWYErEgRRi6UiihBtSOdDMDGFlDYh3s382oWxtNdXj4yHvMnaTMuaJWz6wCln4UGv7FWaCzEmVTg5Rw3ozttJjfTaJDmhhY1zVEQIxDUfNF44TmfmQ5cOTUMje1lMBljd09i1SC79Zmed+/7xWYZdtufHWccuhtcel7l4cdF/HiT3p5Eo6f889/leCFtJj2AuHkhOrufK/oTJ1oiz6YymbXPFH2V7e4vt8YjKJk5kqqLWhTMtXrNOZz6PZtrKms34McDU0372sqSDj9q3/f77OMe6aM8NtF1Eq337tLIsPhHL5TvWk79CYYXoprSupZEJEt06XNNJg20AwItrHUHzsl3Bk+zi/dUsUmtEsEuHKRw6CrRXAuqFonVoNOsQiGpEoifUgl4xUAvaaiK0G0AsOgz4OoUnNUasgPERidnlbSAUYZ2OrhnY9Z0kj7eLROD+d5KXT3KheFnfz24B7HiLOTniwqTyWdtloZC+RtTTWhkE87CG31OILfL1LH5rfCL0B+D1FfxW8kZGP0/ZoD6gdg71ErZCyjptU8aYL1vcYIWJFcxLkBpxkrxdUSB6KBqCbTBekRjSLGVjrsOZvV4hIhpQbXv8F81VCZKeFr5NemiZLE2IyctjBXGJm0iMCVjGVQJrVoEVqm2We5B1aFVjKocGoRd+jRmc5fFkW8j1QZPrDMqFwbaksPFohYSQdAglECTgF4K4BEbVKLFRmFvQFWrPKGNJGWoCS9pijrU1pnUUYUgTl2nsk4Fjt4HoQjpcluGWwVoHtjI5VEnq/MnxvAlFp2mv8wpp5pdlknmPY9ptlnr4+MJjtlnpVSV728DpRe7PeQAKPJ1Hu7+YSwKsa8epbjaXl3zxAl/y0bavQfDHXLueFgxcnIv7Yryftj1VCDB3V9e6CGgMVFYY7E5Qkr66SFYRDB7jA8b2pZNSBZa4luXdvP5ZzK3GmLU39FnveQd0U6WHjwf4O3uunrY+Iu7EB7u/PxcmJD2urAhtSVlGApSyINolkZspzAGUkHWBAmvX0Qtq/XvS51d85F1KTt1WY7H5wQpOsV6Ilef+tSN2TKBY1eBSiNMqmJXA0mKPDf5bLcE2EAJaNKhTmK1o77bYP20wOMQJQZZAxJoa2lTgOhYrtEreBpG8yD5WtuHizc3jUc2FfN/NDv3cAtQ5NHIYTZGeEv2LYc8qFdA3RVMmH2DOlNn/+vss5jP2//6fQKIhxBPMokLMiMbOaOMhI3cd2xjwKaxqrKEdCrFuqRoD4vDRsLIQq5Z6uYCmgtrg6xWUDiNlIuVbS+McZXDYhSGMI21hqL1NiQoKrCrUJujhpWTpxowz6Gu1JEpBpQFpDTNbYGvLiCSM3MaaUHiqaFDvUijWCKtBKpc6ahI4a6ylcQVjk/TGls5QiMVJg1pBm2FmWgairwgxYrPLIcYBrXUURYNtSoIMMLZBZJl8UK1BRFnZgkZrZDkAdcyHhgZDrR6MRZ3BS43EAaFcMcMyEAeUGIZ44zEiOBIAtNiex/cS8n03B5v0tBqKdQF1VZMz/S6rX5zBXu9l6Z4Uvfj0PHZ0bsbX2t2m55IL1jDxEoT1pKese+z1su88DcX1Q87ySdasfBpeWgfQ+lyrT0Nt/6mP+8hbut4GWHK1t+zF7TZOKePZIJpkVQgR9YpxlogSpOcZfkHm1G59XPP5nsIz+bjs0yf26VPap8ZpCyHQNE0msL4YN+RpTcQQg67T2D2GcWXxNhW6TURlIWokauK4yQXtnhfZuvvRadZ8pL4hiUU2bZu0hjSXf1IIoUX3LDhF20Ag0orSqmJbj/Ml44Mhs9GSe0cPoFkQ4pxyVOLamsU4Ur5RIg6ib1CZErJIqQ0lkYAbCtFEQvD4zsvSI6P+JFpfP6rTf/qoz1yaaAK+aCh/aYCUjjDw2C9b5GsV/BJQR+SXStz3duGtzP28tp28TiuL+BKzu4/ujGkkouMxtNcJMgapiDduEAYW3xqkGFFcuUoYTvDe4cf7uOsFxo1YURCuXKMyBY0UuHKIuXGLdrSFpSRs7RGkxEuNKcBfu0oclhTikGoMV2/iR9tEdcj2LloVLLXEYLC3bqHjGvUFTTGGG7eIox1UC/zWPr4c4akwVrF715HxCPUOdRPkyiv44QT1Drd1Fa1XtFQUxhGv3KQZV8RgGIx20Suv0BapnBNXr+FmgTY4vFiq3RuI2yF4oam2kQNLrBN3zft9go5oTElblng9ILTbeFPStgVtKLGxQNhotMlTuJqTGG1gtWoBPbdx695/aZ+diQht21JV1bnXL/P6fNKgoH/cy9r1yGuX/J4wuUlVClRT1r1uPHIakxSIoGv5GUgUoxhCj4v62XLEL9Pi+zDwfFH6Q1Xx3q9lXj6J50r0OT2dFw+7WCw+txPBmnDZ7QCNYbZqiEaoKgcacapZGF1TJunnRCH/YnbQYDB46pIo3SCcLRZZDiMLqkawQXABfBOSR88avIu0mfvjtcFYQ7mokGUKqxpNLnVTJE+WNInvstoNGBMxhFQijFzmyhv8ymMHiaOkZs2++ay79YWxfnh0MBg8dXhFo6bSMGcrhodjqJTp9oq6rXD3ABeJByDeIPcMcS/S7i4wyznOFGAK2hBwqxYKw2pY4JYKbUscOspg0UVLcEIYWEwAd+IJA8dqZCjmnqJVwtDSWKFcBKwIq6HFrQLFMtDUFgqHXYSUgTcsEKPIqiEg2LJEloHQetqRwxhHeeaJMbLcLRBVhlNPlEgYFGj0uDaizhHLAp03iCpxWGKDYmctlAZfW6QJFEulHVnaQhicpTB9My6wXnGLQOOUMCwYLCM0De3AoFWBnbbYBpYjh7fCYNpibUEzMHidp/q9ZoBWgZWcolpiwjahWBJkig0VjgGiC0LwFNWQshonEdJ+KJTHY7fVakXbtudA2tOIrb60T89UlapKBP7u78sAQ7/CAnxWkayLPk4eSSaImUZiMsfSRFCzSXqJmeHw8OFDticT6rI6R+v4uDyzZ76yC6D4w857GWgLIRBjoh50NWo/qoWQ1tG/85/8588PtP3bZY+f/nJi/yaM9vnAap+4fXh45CJFv+MY5T9t77VHvhlpgWItudARn80jn3zc2V/aR7cuL9MRSUpg50PGvTwyNskY3cSd7k36PmvFjW4Ov5ig0//zsv11/z1JAvhE+hU2+6Hsrs6sbMjrcvmx+6NIe68/8izn3/XC5/pmLlxTgF4u+YbrFR/z+U1AchNCpCcxc/FK9ZLn4Cd4+vmJt89+GX8UtF2coy8+z5Jzebj4OgngvQg0queVAPJRrQ/aPlXJj89+YD1zy3u/dxH3nMWWK7Z3CYgKj887/hzYs3KgLlvM1lXmNJWfNPQWKw2oiagaNJoceIZzQEBTzbhCNGWTWp+/a1LJmvzxTiYg9f9n605/ke0j8RVJihgoqE1Fx+y6XnrOKNRuhxyTvldMIdIOUkhOJ9Pudq7Blubv5wRRuQD58u1T6YReOyFlxWpKvoymk5jZCCyb/AzGPAYMkhN+NWUtiqbsRO2IDl371ydMbYkJosb8HHft7DJaZcPdz7ywHiCNOac4v2g1kvVqydKDRJF1DfoNPMs79Kx/tdZ509yfEtJ7bJCvXnLPntY+v3PxT449axbkZ3dv5cnvipzfC/X+ECFrHD6ahf9xxIY/1hVd4ll7Ujuet0fwUwVtLwJyfsaWP/K3YB/9SJ9K8rm91o9u0nvE5MLr3YuOCx8Qi2Av6abuBXP+OI5EGM8fWXt7pPe9df//5PT9czULYDb3Lg/5NQG9E6bErdGL9O6AS2+mr9lOThbWIybfr+5J6t9Kus9mwnr6nJw/Tv9zm4adm9Q2bU1/mfMPaf7+ZpymS5be+c+Pq07P18Dl4hDZIVysT242M4U5f73dSdMhN50r/flFus+48/PLx6yZ9vmdi1/a4+yzBeJPTq5YZ/mfa3S//eQd0KMUl88KsD0LD+15t/WluO5Le2kv7aW9tJf2ObcXHYg/dfvO78Y/H23+FO0nrODSS3tpL+2lvbSX9tJe2ufTXoK2l/bSXtpLe2kv7aW9tM+BfT7Co5eFiJ/aaxl7P+XCv8d8/lzewSWffTolyefYGecbcKkQ5oe1+TNr+0V7kpbdh92nF7XNz3od6b7qeYnRJ9sLeV9f2kt7aS/tpT0P+3yAto9lvQLQ534+xvSC8/GFy6N/VMrwUbmEF6rBH2KfR0fv821zP4f2pb20l/bSXtpL69vnA7Q9EwbpoS3NB5EP+cxHOddn7gLpH2fjeZMPAxSfFxz3iD0NfHmeF/dxhBU+imUttHw711zcpy6/02txT2H8pb20l/bSXtq/Pfa5AG0XRTGfbj3qPhVRiXThUVkn61++IirhwlnkETD0dNHRT3axf1TkLxex7vSdyNUIevIFH9ay5wtztHfTHuc7ukyM8TL7xFD0+bNfKpqoT/gbnj082hNBveTckSzIKmBEUxkXebrw8PkU+pciwy/tpb20z6u95Hs8yZ4raHtE/nEthHq5N+DS1+jpnnTfvYzFpZtvKOS1VcEEVAJpSUx6R0nvyybNGE2irBghihIJCQipImIwapEeAFEBr5p1qPoy6VlitivILFmEV2O+cJPBn/BRltXu+jXXkTSSyn4IkUgCo0Iqs4VP4E2FrFCargERYu9uJK1TxX6iob5UQ077XqJUZC6L4F4YCwKYuLlIOoFSXb8kmEvKgT0eSEkPiGs+/2Y8bY6r+T/N9/GcwmMP0p5/r7vGC/VZL72JcqGZ0lP4FmJMBcg7Ta6uRMAij5WBSBZylSQK27VZJBfF3gD1dZ9pFjlWMFm5VXrPy7qSgXxow1/aS3tpn0N7HrVHP8Oryf9364PkzX9/ExsvOB9eRP5z74o+wcoKzxG06Xqh3oCF3oJ4bmXfDLrOWdQX6bx4Qy7z3EgfIspaEzPXolxLc4JawKDiQZJqevpiUhuPOISIENM3u7bEJIXuSQrqJtciXYupI1n5XDEogssgrisIFIFiXZymK8PzVPR0AUxPwjZmVXoxeVjn4rs2iRJ2tdxMrtqgaokZuG3O+UmypjrvU663BgR0fY/T3TPnzppU39eSpeurvehL7ARN17j9srNLTPcxF687B/40C6Jm0J7e7CYBeviqe29jXta69GvrpGYvSD9eaFuWkO3GiCjSlYLIGxeVCFmhP/l+LVYMnoiLKVTaGChEMIHUAUZAAh4PQKFF6ru88VCT1PZNNOfzb2xWg930Pi/yBPfSXtpL++jWAYPPN4Dr1voUReqqSXdreFrBurhE317MoOHzENp9flcaU1mbNZVMAevZZHF22XJ5dblYKqL/uyTFcFlDDlkfQ3Mto4vDszEpJOU0l6VZhw4FNQk2KW0qwWNccvyoATUYMWnFzd9J3ouIxoAzipGulI9DjclDjHM1GiEt2NrTgKff+qd2t+lGxT1FRBE1YBLwCZhcHVLAdJmkqbi6JWIw6z2J6Z1OPtF1e3M/uv1RuBClvegw094/RNewWi4cV4RzB7r4iQ4Eg2AlhbZFEljWRwZR9m6pEMUQLnoaL7QxZHB97gNyEaDJubZ0v4lkjJVHgFWTgKrEXILLZ+V7QyRtJAYZYEvMqvombR4wJoHP9XXImqbZhV4VRTQp/sccjT2XK52B/oskXPnSXtpL++Tssyr19JyuZrN2SbeWZteMCkbcI59/UU1VMeaTi2o9N9C2rh92rkzFo5mPqUBhPwNS+l9Ye6tUcxFDNecwguZFeF3ML8eSAgoSsSqsUcQ5xJQWPs+mtIyJsq6vCBmYmU1AcxNFM5juD+nCbGnR1I4Dl8t1iEl+lM3DFPNxNL/++MEm2XPVoQ/Jkdbun4m5IHf+TETXBXiNxsSNysBN6Nyzug4NwqMu22fZpSm9yULAavp3/rjdZ3v3X+QRcP7kKeeih5V16ezOiUaG5J1LPV2pyTUsY/J86cYbe368bV4z3VDpJbFoF3pct0YvaZush9m6fZmnpsR8Iw1GDYKlFUODUqjiFFqbx6QmEBoEgghONyECBVoE12tfGh8RTNyMG8njXx7lZr60fzvsWUMvz6MY9kv79K0/Z8cYz/3+pPv7uPefB/i7zAt4sY0dwEkfWxeYS5tnybxfIGb6U6L/cG57rdnZImLOne+iJ/LRc55vW//5eJp6o096r18Sq3vtWZ6/5+dpE1DbBe9y52Ay1ytHG3sOpHUHrv/viiprLiB9foXtis1uHAea8V9a2KpcNtoYYROLDKA23WhkXew9Bc4MtvO8rjs7HzvzwhBHl9Jg6GoIhjWactmvYjcx3l5b+8NPH8steoTX1wGJuAFFmvBoIq1f7PTujqqkBZwuZNiDI7lw9SYkvRlIzzb59++KJhDZC8J2GPXckeXRIJ1Z76W0FyY/H2I3a4i2OVAXbk5ex86fmIt75093xb0lA1iH4nKY8dwJLl6b5M3HepNg1u3vA8ZNW/pgr7uhaYyoJi+pwREkeaIFIRrFi1K2IDFAnUdZCKhYWoGoCeTZfM4gSlTFZr6cAmX2xonJU5uQxkA3hns6cE8rC/O4yepF3dFfHMOXtfNpNyYv8jV2C8plC8yzHKc7xuMWthfFPmoR9csW6KddiF+k63vSdYcQ1uOhfx8/y+uIMa7bEmPEuQ3c6MBajHHtheravgFyHZWF7JToRWY0zX8AMYQU2TDm3D3tHBPd76qKtfYcsO0+H0I4125jzLodH9aPF/v5su/0+6L7TL8vPqo9R09bl7WZwJrBsGw9Dx6eIRhCE3GmRH1EFIw1REmcHNX0zwGiDdYIoQ2oXQJQuBIRQ/AKYhNSBqIUSFTias6wUpwNEBtEW0JokapEg6NtC4wbM4/KSbCIrRjS4OKKURUxdomXBWosy0axZkQIBcFYorP4NlKKUJmWoZkjcU4kYk1JCA4NBdFHKGpaY2l8is2XpUF0SUELbUM0IwJDfPTUJdgoNHEJGjHGIq6iKAcoEWMSHFEEglLO5qzu3KMMAQmKRkGNIKabiBXRSIwCwzHFzRvMCyGUFtQjwaew8IVJP8ZIWZYMBoM0AI3pyb52vprMlYtKFEdUWCwaHrRL1BWYYAiG5N4O2dsVwUSDqMG5HkfNgNccWDbZq0pc734SFct3z22KWncews67hE1h6uhpnIBajE8cQ09ERYhqUQkYE7EohYbkjcweS3LIO4XJE5k/ZgDZnTuIJM+pWkLuby8xbUDYXE8KhwqEiDOKSCBoi8WCVDRiiR6qAF5hVgWKasmbb0/BzDG7AbsCVsBgxNmkppGCcWspUFrbMnOKjQXqhRg90YI9mWHun6LVkljnZJPWkMiWEcZbmJuvIM49VTShm+jOzs7OTUD9ny+iPQlodpN1NzFftvt9ka+vs4uLz2Qy+UhhmKZpmM1mOOcIIZz77ot8/THGRxbfi6AFHl3E+331ol7jxY00gLWW8Xj8oUBMRLDWngNsT3N9zwvc9e+NtfYcKOp7Abs2d23o39fcwjzHJyeJQwhEgijOZLqUQFDF50iEi5rWQR71oHXtsDa7XPK46fdH1x5jzBM9lpdteB73uYvHfVZ7jqAN2pzZ2AWRQlDe+dHbTI/m1GaEqkE1YqISxeBtxzWyqAqFgsQVooHlfIEdzomxpTA1tigwUhGiJUahsCVNq1iFMDthEOfcuDYm6Al37n0XV0aK4RZVsc3RkVDVN3h47Hn/MKLFgGt7BueWbO9GJtsts8Uh9WjA4kyZHUMxukpDzUqFdtVSinJtt2Aix8T2AbZwOKnR6IjB8vDhGUtxuNEuXgzT6ZztyYDxGEwz5ejuHYY7N2j8mIVfUNqW3cGEk9lDgm8wtmD/xit88as/jS0EEZ+cfVFwQTj8nT/g9/7T/4Lt0yWDJhH/vTFoQiqUUdBCOWs923/65/ja/+J/TFkPWBXJRzigROTR2z+dTtcPTZdZG4W1B2lzd+MmUiswXQW+c++UYxkhviBIRKPQLDzBpw8adZgARWVzkocBq/jYYKyhGLh8kgSXxBgKEazE5IGLZt2uNfk/z22FDeypoFYJJiBR8EaY+5ZWIzE6gtXEZ+w4/SSAZkMvU5gc3o0QTSDagI1pXHqTQvTNsmWxigQreCWFy00+pgDGIzlEPCwN1kFUxRllaVYcq8K8YNIYxAtNtWDs7jL5//whkw/eZ359RjWLzLe22P3zv8L4F77MQgrqwlEGpXQlwUWMWqpGMDEADYvf/zbz/8dvIH7BdHtBsJHhvAIM88qz95f/PLs3Xu1mp0d4pI88w72JaDgcbsbEC7jYPa79/Z8dSLu4u+9/5uIO+UW2vhdjsVg8c//Udf25uN7OLi6i3f28uAG9LDT2oniinmRd+7z3eO8/tM3ee05PT4kxUlUVsBnrT2v9fum+/3E8ketNtzFMp1OccxRFQQiB1WqFcw5jDG3bMhgM1oDqsk2H5KSDNeixFh8jGmGxWFFVAyjThloiSIzYDLZCCGtg2L/O+XyOqjIcDhERmqahLMtH+qMDkZf1Z3dM59y67y7ep4tjbzgcrvv2Wcffc025MOtQTMpkrEQxzZJweozaBt94tAQRh7gKTIlIiSCESA51GYgBI5ErO2MIc86mS5bLBTEWWDfC2gFtELxXyrKm3q7Q6Qkf3H5IPVqytb1NiCeE9pTlsmGrvsKyOaGKNbvFiLvTBcXBPrZwHJ3cY0VgMBoSVNkalNiF5+j0AfXkVaJWVG7I7PQBU20Z71rqcoixhrNTT+UchY1sbw2ZPZhiKg+uprAVRw+OGQ/2KKRkZ7LN4fEpw8kWg7JmenpG5Q2TwZBQljw4PUmDvrI5zCwYNYQQKJxQxMjo/pT9H0yZ3G3QAtqJQ22BmUJ5HAkF2H3F/okzcAE3LGhUEYoU2j3HN0wPWffQdwNuE+frPpdDqx2fgATqWhwfnMA7sWClFdEoYaXMz5TY5PBzTDIrRWlwReItqEQClqK0lCOH2MxH0/SglIWhMCkIGTPpLWr2xEny4IGyJfAGhoEGWpt4YI0RTr2wCkKQyNKANxZRkwCuSgJtmhIsrTEYFYwqJoJai0iRNgKSQGBQYTmPnE09jUa8JKTmTAq7GpN2UonXpwxqQ1UZLBXRRqYu8oBAu4jsL4S6UUy14sCe8tVvfp+d//e3qV+dYc4Cy5/ZQ3/xZymtwatiCkFC4lMaERCLGEEkIk2keu8E+3ffppi2TK6tkB1B3g2IVJy86il+/pikW+gu3tZL7SKAeZEXuce1vx+SsNYiIty+fZvFYsHrr7++9ih3z8DHCTd+2tZdk6rStu0z9Y9zDufcOc/Ii27doteBt6IomM/nhBCYTCZJUsfIOTD3oodFL9pH8ZaJCN/5zneYTqf86q/+KovFAufc2pv0Uc7ZgZxPop+89xhj+N3f/V2qquIb3/gGJycnfPOb3+Snf/qnmU6nfOc73+HP/tk/y/Xr1x/Lr+4SuMQYfPC47Ex47/ZtfvM3fpNf/oVfZrIz5PZ7P2J/b5crN14BN0BDej6KoiDGSNM0OOdo25Z/9a/+FdZavvGNbxBj5Ld/+7d55ZVX+OIXv0jbtuvnoQOW3dxxWd+fnp4ynU4Zj8dMJhNCCOux14G4i4D043h7nxtoM2oSFy3rlxkB1SUjWdDYM/aHkXKrYL5qCOqYtXOmreJthSkGGFNibIGzgvcrYjvDBWFoA+MdyyoIs7mwXC1YrRqKwTbDuqJpWm4/PCFGONi9hnJMXES2h0NW7TEalLB6SGUXuMmEZQVfeOUGJ4cPOLtzyrWreyymC0RWjLYLavFUWxAlcHR8m8n4FTSWVKNtVou7TBctZmIJK7h9f87W2HB1r2ZQW67u7/HO4ZTx7oiqLJEYObxzyBvXtinLmnkZWcwW1KOa7dEWfjpntLPL0i9Bwfs2aW5FWSdhFLYAr9hgqObK8IOW0ZlHgWYRCDstMo0MF4ouhGlIQVU0Er1HjMWZzOhE1/kb3UDq7yY2Ol/5/fNpBCBJc0wlhWWjKVhoyVxKrFNiENrMAzTREteMNelOnzJgTQBr0ez+UpP1xkhgKQiIZNBGAo7dhN1pkFUoQQ2qDmJExdBaQ4NjKZGVEVYmAS/t9M1EsTF51awRnEmeWoOkjGNxGE0TfkBoA7SiNMayEsNSIbjUXpu11YwIhSY1QKMhSbVYSwHrcxoCqp4VluCEOHCMVChWSiGB4gMDwXP9R0LhlUZbJCS5GIImicGc1ayqeCPYUnDB4RYlxDn2doDb3d2LjKeO6HLnfQQB3m5MfJ4ATd/D1i18/d22MYbFYkHbtlRVdQkP5vzvL9q1Pq7/P65n5EW7zse1sR9mggQOvvOd7yAi/OzP/gxFWaR5SZVOvxC6n/1s743o0ItkF72CT/KYiQiHh4drgDKbzVDVc2C8+1z/94vEeFXF+8Tz7UDKxdDhZcD3Mm915wSw1q69WGVZsrW1xde//vV1uHdvb4+iKKjrmrZtWS6XxBjXHrB0nxKTF8AYR2EcKoHhqOLWtR1Wh+/z2//gX3Jy7232dsZ88Wu/zE//8p+nHu+yXCz49re/zfb2Nq+99hrGGG7fvr0Gkj//8z9PVVWcnZ2hqmuA140v7z0nJyeUZcnu7u6lfRFCWIOyfr91/dmBxW68flww/BwTETRJfqikJVoixjcMXMuymBLaY8pqzM7+No2PNFIxj4ZpE5k3U5ZNYBWF1gESGdeWYWFwyzlqBGsKqqoklANOZi2ns/t4W+OG+0hZcrKMGB1SLzw7KshyQVU5nM4Y1i0hnjIzp1Rjz8ILpoqUqwobdihli7Oj95Fly+DA4eMJN/b30NWS5fQeZbVPRBiOtzg8eQe1NSI10e0wXYIcL9gdl1TlkO3JkJOzE8ZbB5TVEL9Ycnj/iBvbY3YmJfPDBcuFsj2paGXB4eFDtnfGjIZ1mku8YosUAibk5IfGIKGgPjHUM0spWRK4FVhG0LDWmBvNhXaeX4uRgixp0mXmQt/h9piwQj9poPtD0KjrRBIfIw6lNpEQIzZmQZcQIBhEQ2bEdbpkgEkJElYDlSplThLoki/UQAk4ScIYcc2oS7p3onknI8og2qRVl1OKo807NAUfhdYaWpOSAZwoTmLaseW2uGhwOenFZu6c0XxGTQkGjU0PjAGWNKg1qDiIKYvTZp0PJynkbyVQGShFKQM4IgMvlF5pZxZpHY0Iq6YALYD0M8mBOKwW0IKopVCLaATtMo5TI0WEYASxDhmVaF1gWpcaagPapPeabTCDcqPXJk/mPl0EMI8DNy+SXSTnd4veGuTnhWJnZ4eyLGnbdv35zivzuB3/i2T9Nn1cL9llZP0X1TaAPD3LxloIPnlDjCWuYLkK2FKxhawTh5Kmpqynr/Vxev+/SPZRn7fVasXVq1cREQaDwTlPWwcWLpLhO+s8tsA6FHtZSLFPK+gf42LYufuMtZa2bTHGsFqteO+999jZ2eHWrVtrYPaFL3xh7c0yxnDv3j3m8zlf+cpXeleXkstC1uDUoDgrXL2yx+t//lf4r/+z/4xq/oC//AtfZTl9yL/8b/6/2Hqbn/uVv0DTNPzWb/0Wr732Grdu3cI5x2w241vf+haj0Yj5fE5Zlnjvz2XfNk2zDu8Oh8Nz/XHxnmxvb7O9vX2OI9ufdzqPWwjhE9kcPVdx3WgUoy7JbRiPhkTiN0ZZtSve+eCE2h0yPthjMNpnTMWwMvhSaaJnjud0vmLgxhgKlgvLxNSIBKQNVGEORaTaKtgZFtw/nXFy2rAzvsLe/g2+/70PaE+WzMZDJsOSLVuzXQwQfw+jLZPCIM0JtTPUOxW3tl/l8EHL9//oDjfe2Oc0zFjdv8OXrw2x8xNubo94+2jF6eIB453EcasHr3B0csJy1bAzuI6zluPFPYwV9oaeW2NF2xlns0gxvoIdXePk/m32CsNgENnfUh4sTjn1Y9zuDkd3jhlUkYOtimpiM4ld8CJUVsAHsEKoA2amFDFxrUJUWDnMqsDgiHgiBqdCqxFKgxWLRfARWpNInX0vW2cXd062k1ZZZ8QasmAcFmiBlQWxhmHTEtUQowUx2KjYmHM+TeLeRQehVAKBgogLHqeWQXS4fK5WFCuJ8xVxFHgCglehMErUgIubNldR8A5mNkkjtwa8CMEkAGWIBOsZLktKQGzyiOXLwNpE1k+JwCalNwegCGAiQQy+9KAWGjAWrEa8C0iA0cri1NBaRSxY9VjrMVoQo6GJyQu31RRcOQuslkuQQNE6GglUotz+KUf1rTG794fEYcvhT+2yb7coQ4lqi9BCWROtxeX+EClwMeuzjQ3xFYf5owL2AjiQDwwcDJCDQCfgtpZ++RAPw0V+y0cNtXysmeNDxmLfLvKaOpJxH6T1P9NNnt77c+Toi+ftg7hu53yRa3PRS9HnAH1aXquLvJmPYy96EoLpFJ8EEMFrm3alIWKLyFtvvoaLNd/7+4d877fe56//b/4UcnWO1wBSoN6k510iWTQgbSK71PYX0Lpx1SfEX2YdQPje977H6enp2nN15coV6rqmKArKsqSua8qyfCTU1x87k8nkHPjqwMzFjVD3bPTD1H1yP3DOY3X//n2++93v8rM/+7NrDhg8yp2bTCbnKDrpPmmSu5fELW7V04QGnc0oi0DrZ9y8ucebr18jnhm+//5dpvMlYoTJZMKv/dqvUdc1TdPw7rvvYq3lb/2tv8X29jbXrl0jxshgMFhfn4iwWq2IMbKzs8POzs5j6QeXbfL6fNl+4sXTSLA8jT3HRITswzDkJ82hhcNTEMKY0WCb8UBpvAc3IKghNp5KLM56KucZFpFJVUIYcPvuGdMgHFWGYWXZG9ZY4yE2FH4FzvHq9TGTJdw+fB8/PeO1vV0+aCMnTcFJU7ItFavBkC0NTCqLLo8ZsMTwkGGxzXLxHkUx4eCVqyzsiNFwQnsy44Pbp1zZU4yZcf3KLu+ftDyc32U4voYwQYoBzjeI22apnjC4wsPZERMW7A6W3NhyrKYLln6OcQe48VUeHt3lFYbsTAxz13J/PmPAHoNhzcnZEbYKTOISp55Wiw1n3CbyvrpIdAFF8WrxCEiShTCAR5NXBoNKAlCqKTlAbeJhpRJbPPYBPkeoXEt49OoYSLrPBrBicCZ58SojRKv4NkXzmlwQQq0SnKceWBgbRKESQ+1hIpZJbVPGsBF8DkneP2s5bYTKGoiC10g5MpSjilZDksGIhhMvnJwEjI+YmLh4WnrKbcekdgw1skVJXVjuv9tw9/4KIy5Jp0TJuySFkPT2JAi2DFz7co0dKcEoTdYtiYXFDkieS2sxDtSlMG/KgDY0pYJR4pGhvZM4dlEtV/ySLz58h2v33+bmvQWjGSwmgdtfmDL96QN+fPNLTI8qTFxwvFMxvHKTyoQc8i3w1tDmkGeJzdm0OSteBDlw8GoBozaBtD0HuxapN7m/a6HeD5k/LmbifZp22SLRXyy6dnXcke5fn/xcFAXApQT1jvRc1/W5Y3ef6e+W27Zdex76odZ+qKPPWfm0Ac9F0vMncZwX0c7JQmWPs8Ui4tHYcO3aVbhX8nf/o3/Bb37zO9x69Srf+Ntv4sMZxpq0KQvkbHYwVlFJC7Hoi6mmv7neD38GY4yMx2PeeustnHM8fPiQpml45513WC6XayC3vb1NURTr52QymbCzs8NoNFqP3bquqapqPca7cd9xwrz368SVjrPWbYC6v/vPWwiBsiz58pe/zLVr1xiPx+sEiz4Y7Qj//RBk3wTFZj220jrevf0e92+/z1feuIUMdnj7ne9x/eoBiwcPmXv4mRs3sNayXCy4fv06VVXx/vvv861vfYu33nqLr33ta+zt7WGtXYeE++0YjUbrtoUQHgk1P+l+PM19e1Z7bqNV1uKpMUtGGVp1NHGL1UrxTaAcWqRWxLkk8WFIqv6xJYaIqqcua5pGQS1utM9CDdPZlLP5koOxY7sqgBZrIDRTBgpfuTXm9OGcw7M5t968ygcPCk6ODMvjyPzYcnPrBsqA7XqAifcYxCksApYZwS0ph2OaakCznLIzeY3F2QfcPj7k+p5D/JRXDsbcfrjkZHZIObyOlGPKwrBq26TrVQyIYcXh9JhRKZS1ZXcovH96jB2OKcqa4IYcT1eURUPhAsNCmJ0cs5w6tiZj7p3eodpZoT5gU6GGDH6TOKsS0TKiBIIFP0pAQ6c5qloIEpMIoTrphNl6/pVHhf6eLPx3fhDGmLM4jWAEnLFURQmuSJVRNWnthQg+atIgKyJ24ChHFlHLJCqjRtgyhlFhKDSXTTUwbwP3p4GzpTAzgvXJPV45YMtiEGxI8jBTrzx8uCQ2UAVLqZHCLnltMGE0Mbg2Oc0scOd+4P6/jNgoSFQkABJZ+QZiTJ7BVnBXWuobJeNRAotNUJwoagVXWMS4BESlwVufx7shqKOtWgSlvbNk9o4i1Mydw+sJb9z+IV/8R9/k1j//MTZ4YllQ/rVr/PC//zf43Z/+RVZqUDPnShMYXdtiYBI3zqjBZ9hsUEoisg7hpnbFbYt7pQBKCB6KAnYc1D2h3WewT3tRv+htu8gf6VL1O5DWLR4XPWKXgb+L13Qxo9A5d+61PkDs2tAtOH2PQ9/r8FmAt49jLzJgu2ipjy3qBWsF9Q605Hf+47f5wW88oJJ9fuv/9h1+4a+9TvnGkCgRbBIft/2SbpsahJ8L+zA5idFoxK1bt9jf3yeEwG/+5m+yXC75+te/jrWWs7MzokZm0xmnp6fMZjOm0ymHh4c0TcNqtVrz4La2thgOh+vnoa5r6rrGOUdd12vg1b3XbZL6wCbGSFEUnJ6eslqt+NKXvsTNmzdpmmZN7O8/j90z3T3Dj47niIYsjI7j6sF1RqNtymHFl37+V7h3eMw//L3vMaLh9Z/+BW699ibLxQJjUvJe2yT+6vXr16nrmtFoxGq1Wj/nnQdyM77knCfxojRIZxfnxSdpn77g4VG6gkYoihUH1ITVFqtlgR06zto5vjmF+ZKBQN3CoCyoBxWVqzBGaZeB4EFwhFjCYAux28yaUxazUw5nKw5GQ4YCGhcMjcdMj9gfgBso7/uW0f4B0UxYPqwJbcH9wxlxJxLFMR4uqf1dRk6J7TH7FmbzHzFtzqgnV5i1UNW3WC0Kju6fcWPPYudTXh/WvN0sOVveJ9a7iKtYnd6ltIZRvYsdVyzOxrw9W7HvhgwKYb+YMzt9n3p8lTDa4v3ju1wLNVtlwWhgee/oGLd9DVMNeLBwTMIQpMKEmLgbnWUumLqsaVZ6GBgUS2gMtBC2E5csniXpivS95IULhnX25Sc1WafKURuSe7QGMVlITQPOOFQgaoAQqTxUITJUpfZKaaFSKIIiXhEnSbqkkVQ1wAhi88RlwWtcFzUzTpk75aQwaHQMSbU3CwEThDJEygADD4jH+RITikxwTRwJQbBtSvIw0SCtIM2CoIK4tOkwnrQBialCrZUURY0itCKoGsSneqCl1gyjIa5WDKJShIIT8RSDyFiEaz+aUZv7xLcCxXdHXHv/Gv/GTPjdsePInrEqV3xlprxaKiMpcCpMFIqYa9zmXSe5EgcA1sKkhJgBWytgHUwKpE4cwHXJjKfUafss7OKE102afeBkrV2DqzS0N7yR/nH6XrjueN77cxy3i/psFyfWLkOxf7x+uKNPMn5pn5Ll/aJ6gTBg/r2Wf/mf3OEsGCpX8oNv3ef/97//Lr/2H34V73zSgDSxVzZPkn7h5werPtZCCOzs7JwDO4eHh0ynU6qqYm9vj93d3TRGc/p/fwwvFgvm8zmr1YrVcpnkutqW4+NjZrMZTdOsnzeA5XLJarVaJz4MBgPG4/E6qaf77GAwYLFYcP/+fVarFcvlck1NANYE//F4DHBus9T32KUIduaxSCQEGA8nlIMxEXj1y1/jz7gBD+7f5ZX9CfVwhNoKa91a6cAay7vvvsvf/X/9XV5/7XX+5t/8m2svYgc8j4+PWS6X637seHZwPlP7Ms7rZRIf/fc/yaSm5wfaOiFU41GJeASvjgcPI4fvG4otoZ1Etq7uU5cQ2hVz3zKdN9hlS1Uqg6JgXHcx9gjG0rQQtKAaXkF0zGp1ygfTGWPbcmVSQ9Gymp4wPbkHOwXbwwl2XFB6w6odcHon0rQj7tnIsoID2eFqHTldTanKMaFZslc5wvI205kwGL7CfBGxo+s8nDYMj1dcHRgcLTcmBbOTGcvgqMuW2jSYEAkrEDdARgcczo5gHjgYOQ6GBXH2EPUjlmYP2TrgaPaAYeWYHR+yVRZEF7g9O+Ms1MQ4REweKD3S/7qUkUt3UFDCVkQNOFWiB60VkZgEcF0AadIirxaCJu/dBa/DZbwdEYNIl7QgG4Vbej/J4XCVTJZnQ5bXiNgEEINsKgaUkjh1JmcWCxETDFYkld/SSDQGJ4YiRkK0STRRYtJ6w+aEC8GZJMRsvGMpwspGSoSVCbRGCU7QGLAhEBxgLbFOPiuLoMOImVloUvvFRmIQitZiRLLaYKRwLpVHU01h3KB4SZw7CckbbIOlFWUpBVM1mKi4JjCtlbsFbMsAWVnsiUnJB6sGTEt5t6SelVQRrqhF1WERjgo4AyYI0Qgu5oxdo2vdPO304UqDDCz4ArSGEGBgYVQQxwZTOTAB5Oke+08zPNqf6PoTZT8EKiKUZfkIxyfGeE7L6qLAaJ+T1tdI6pOL+56yPvDrPtcPjXYehe7zHd+l8zY87rpe2sewzGVTjTm0H1OWeVTMyvI7/9F7/OCPT6nNFoSI0X3+1X/+Hj/3H9zixq+OCAGcBU1u9XTfuwyrz7mpKgcHB+vEGoC/8pf/Cm1QqnrAfJGSbTREVHIt65j89c4KO9vb7OzspP22pKjJxWev2zQ1TcN8PmexWNA0zbnMybfffpv79+9z9epVlsvl+hldLpf8wR/8AX/0R3+0ltPotOXKsuTq1atYa6nrmuFwSFVV6+fUGIM1Zi3zVDiHRiFEB67EGIcYRULJjeuvo6y4dzzFrZS6KjMFxlC4ktOjKcvZktl0yvHJQ0bjIYsHC0Tg3r27fOtb32Jvb48vfOELwEbrznvPgwcPODg4OKfJdhnX8CLPtjvOxWSOflj4o9pzBG0bWV3NKDkp05csloFp9LShxWwPEVchFJQDhx1E0Ia5n3N6tuDobJlyR1xJYWEggUaVpm0xxlKUO2g5YLo6Zn54xmgc2S92sWZFXJ5RhUPqCvYGgYdFy2Rvn8NpydQ6TuYCXINmzHhrxqo5wukZRem5sbfL9++f0DY1ZrDLLFoGW9e4c/YuzjRsjytKo1zfH/PO0ZR2+YCbOzW1Lfjg3gMYXkUHY9xgwvHpPXadsl0oN/Z3ePtoSpjsgqlZrYTZrKHAMSpL7i/OWDUVrh5SuiE+Kq5MwGldJVxSZmS0MYnYSqAdpNRoKRQpwNcNRi2+kKzzFjh+cJ/VyrB75QpeWk6OjymKgq2trXOD5/JdQRdYzSHa9auZ5daFqmzK4LQRWk2kfJVIxBPUE01ETJLPXdoUvxUbcdZQkpSsnUvXu/IRpaHUpIpdqSIaKINhnOVDjHoKhHGEHW9ZYChEqUVx1qKloXEg0eIUojM0ZonEBa6t0gQlgXI1QM8cDgdnqYarrR0mlwqNaOpbTTxN0YR/DB6xHispMaKKhoXAaRFRK5hiwahawLCmEGWrXTFoYbXjsPEaTBe4aPCLXYaLimtnBu+3MAJFuUAilAhjHGUEvK4TPyMkPp3myhDWoIWFotwQrEsLVQF1gTrHUwm0fQr2YYCwv1h0k2MnfHkxTHoRpHWhmosClv3z9cOgF4VY+89Ad/yLHr4+36f73Xu/XpA6j0H/3+Myz14Cuqcz7SUMiBiCtmADRksefmvG7/29d1AsVg1GK5ypuT+9y3/9H/5r/oM/+WexVYQAWqwQm/nWkiq0fN7NGMNoNFoT+LuxXSholh3q5J2UmMrnCVmwPKZEtY7vmjeo/Q1UnyM6Go3Y29t7RP+uAzjXrl3jl37pl9bSHd37bdvivWc+n7NcLtf/LmagdmFbVWW1Wp0Dhok3F5IigRSoKQghYkWxopQFtO2cVgOurFOFojYg0VC6ihA8P/uzP4dx8K9+9/exLnkeRYT333+Pq1evsbW1tT7vYDBYX/94PD7n/ev03oBzvL+Lmo/95Kc+uPs4m+Hnmj2q0hU/smv1+dGoYPuqYuoSt7uNKSJxFRBTsRISYV4MtqgpS4dvVzhtWEyPqMMDBnWNtSWFqVliWOGIlFSDfVyxw/HymIVf8oWDL7Oavo0u71I394jNfbaqV3ngZjC+yioUHK8sH5xVzJsRe2bF7qRir5qw0jMWx3c42L3KeydvQ6UUco1GR+jkCrdP30MLoaoNkyJyo1ZWyyU7g0AhBbd2at6bnWEGFcYWFPUuxw8fsnNQUTrDcKy8v7jL1vZVBnGH2clDXtnbpx4Yzsyc3cpCVSOmRJwjSkzeFE1aYGmXGYmF4kcBtiK+JmVVjTJZvo4QBW0tYoXZ2Rn37y9ABogroFB+8IMfMB6P+epXv/oI+bt7kJ72XncfFclEX5P+FbWFaDBGsFhi4TDOpNqZIjQiWOs4y9JxlSouZ1o2AtVEOIipxFkZBSMWN1RK9Thj0BApgyBnwsPfmzM6TeraKoHVnufUloRFzKWlspt6ZHn1p2tc63IdO4c+NBz9lyvcXYd5aNECmp9Z4agoMGhI/WpMriWnui5r5dTgxeCio4yCRTGNYT8Gdu7fYXz7HQYxMi0FTGC7XfDjv/RTNHyNwWnJ6IfCyfU9HuzuUg+VqXraAPsq7KtjC8PQg/UhZ7SmHx5wJo0LEw1iC2QwhFWujBtz0V1bYkyBmILPMh50UTC0m+g6YNb3dHX8lg6Add+/COiANah7XIbdZRPkRX7bxbF+MWO0364+96bzvlVVhff+HCEbzutdfZ4EbF802wDupFuZykcHmBX8k//zH/Ddu3fZMtfWVVNELRXb/PCfPOS7/9VtvvLvXocqlfeLeKDIgO3zD9oulkZae4LUY3PGkXSvk8Fa169i1vI/XRRHuHyTcZkESffsFkWx1jrrkny6TU3XxrZtaZpmndHaX2e656vjoHXH6WdtqkaadoW1hqCwbJO3VIgEv6J0htn0jLPplL2DWygFGj2lEe7dvcP0bMqf+jO/DGIJJgu947HWUbmSL3zhTa5fv8ZsNsdac847P5lMANbh3fl8jnOOqqrWmaZdlm4XIu4SQESEBw8esL29fa7CwrPacy0Yn7gDBpHk0i4kMBit2DlocFWAKpH7AoIHGmkJxqRsnuhog02ZjoUQF5HKBaQ5IzSKHe4zHGyzEsVjCMERQ40ZDJnPHvCDwzNubt/CBUGae+wNDMeLd9gdNikT0G8RZxXtHOZ+gD9zBJfU4rcqR4h3GFfKK/s17z38IElm2B2c7ODryHsnR9xyjoEJ7NeKG45wGvAxMhrAdhs4nh7jJleo6gmL2ZR788BkUjAZFoz8gmZ+yFZ9hcZMuHM0ZX9YM9ouODk8wwRDzX6qDpCLvRtAY0whwsKw/+oeV8ohWq8YbYGKpZwnN1AsPCY42mNhcXWfGJW6qhCpWM0XVFvVOQHAvqftaReV9P2e7pF0VRTAmFT5YDAsKEqLsRAyuClKu54rPYZlVDywVJ+AmU/Vam1hqPeGjLPGkgm5ckEBWI9EsFJQRaE59IT/YoG8XSDW0uJZvtpQxJrZm8LKelZFxAbD9ZslN9+qMD71rTXC4j3h9P95THMXajNB20C8t4DW4dQSRbLUQCc70BWhFzQ6QmaYGY0UAoMAXzqb8sr3/oitv/dNrv54ynK74vDVMcdf+hl+85f/NH+4dcDew4LizwrBWcq3xriDBcSWUWO4dlKxgzAg1UjtSnt1gtUphxSsJpAm6jBSQWHSox0DSPK8GWfBFU8sXfVp2WUlX4L3hBgxJnHIEuBJWc8xRKLGcyGHbkLsH68/fp+UVflRwFPf49AtMH1tp77n7WJoqQ/wOrB5me7TS3u8iWjOes7UkGAppOaP/+Ed/vWv32EgVzDq6KpdqyqVGfDw6B7/6P/w+/zU1/8q5mYgPSeSaCJ9ZfHPuZ17npAUBpWN/wxyghebOEk0PZ3tp7oH8tjX2rbl9PSUd999d81VGwwG601XVyrKe89oNFpLe3RSJFVVnQM+kJ65uq5T1C5XRajEpQQ4MYxdleg7RLymakT6Ppycrdjbv45zJWhDIZ7F/AHzecOVgx2qwYTGJ71Lq23SgR1P1t69bj1smmYNSo+OjtbgbbFY8Id/+IdcvXqVV199laOjI5qmWQPTLuN8NputZVaWy+Wau9fxap+1aPxzBm2SWUvJjG1x1TFlPUU04mctIRaILTFlQVULsSzRIGhI8hUhhoSia8PWtmNoHat54Hg6ZXq6ROoRk+EWrTf4NhKsQ0ZbxNLx3skxV8wBw/GEe2dvU29ZQnuPgSg3CqV2O0xHFffDGWeNMFwOOCHg2yVv3XyTVXPK0DlubDveP/6AwcAQV2O0uoJXy73jB7yy66hNwAJnZyk8VVSe66Oa5YOG5XxGW46wOwfcObsLA2Uydtzcrnj3/glLRgwmVzg8XuKXS3Z3LXtbhgd37zK++SoxBLRIvspEIVMgYF0qcSVDB6WHOpeVUkkLnQvgwVSWSGAwrDmeLZhNZ0z29gitZ3triyqnb1/Mevnot7tzuSdOhM/il1hFQtzouYoSSdlfTpLcRiTSapqUozWUCDGkKgPDQjAxJSggilHBxpikOSIUKIVRyhbq0xKjJRJSBifvKzqzeO9oorAw4KxBjUKxIroMgLXA1I4wmhHFYWWLVFwrUjSCBYwRVFJbYlbojLl6w8p6lmUEH6isUrYO1BLLlqI+Zjz9gPJ0Snk6ovhAOTuomM9u8P72FqfDiARhNhLszoovmzP2mwEHswGTtqXQACjeKNaYRBM06bkyXaG3qNAA3kDM6RlGILRAyiSNKhDSex+u0Pb87LwntwNsaSPS5N21Mw7rDGITB6f1TV6MUpudK9beK9VUoxblnNfteYOhDsA559betQ6k9UOmm5COX/PxuuLsn5Rm00+OZQCuQoyJ7hBmhn/0d36Hw7MlW+YqRMGkcuIkfQ/LyFzj3X99zO/+pz/m63/7DaLLY6NT0P7Mnobn0ENZIUBMx9XrWNCsa0SDEPNGO+b+lFyZ5mk2dJd5p/ubkTfffJOf+qmfWgOX1WrFYrFgOp2uQdvJycn6Oe1TGZqmAeBXfuVXODg4WHveYgxpnpCQZJRCwBaOxWLJgwcP2JqMGY2HLENLWY+5dnWINuD9EmtamjDFNydUzjM7PczAfwSddmj26P3mb/4WP/zhj9fPbHetRVGsw7RdDdWHDx/yox/9iO9///vnZIS66gd96aBuQ3fjxg2Ax2aiPq0914LxAcHiErlbQMycanjCHnNqM0RXJbKyrBYt09Wcs2ZJKArUbFHILoU160zAhbSYKomMFkPDtdGAwbTh6OyUlW+RcgvrBkiAxgntqGJY3uD0wRK/PGW4e4sj/TFSzin1ARM/YMeU3B8Y7KDi3QcnHJ0KV2+8ij9bcufuKVd3BiiW4UB4demZH99lteU4lTFS7zI9W3B6dsr2FqzayDtnDcFV/PT1EuMbro9r3j+ZEcwQ72p0sMvh7AGDOjIxC66NheP5FLEHlFs3ebj4IfWk4co2+HtLVqcnFO4NTkygikqVlaFT8XVBNRBpiLT4nGOgVrq6AsnZUipeG9yg5MprOxitUWMRC9t7O+tF5qL8wUeaLPJPExVLTGFQNWhMfDa1iTuSsniEwghljBQhkesDeQE2jiiCtzm5QpNsCGKyDllKAjBqUZ/ZdZJd/iqpIoIIapQQIrHOGbZGkdpgCbQuEPKkFooWQqSIFUahXBU4RjhTpmylpkkF2cVjMCmTlJQUEkUIRnNVhoIitIyaiAuGqRUIhgeu4FphuRGSch6yIOy3NFcbPJGlzCiGhtcPhxxZkKUQi4rBYoJt4KxYsjTCkkBpPQWpSkYgrEGb1YBRmzRh1EJ0SRjPaH68C1CHiXmARPnUl6gU2t/MCwnxBtBUmiyGkHivrsSpg+jxeGgjIWb9QSeUKX14LTUjOZmmO7ZR0KjPZQ2+WPans4vetRDCeiHqwGUH0tq2PZch99KeYGpytEbRaEE6JQKQaPhnf+f7fO+fnjCQA5w6hJLIAmWVlQsGOLZYxQXf/L9/l6/++9cZfTE9I9E0RAETu2eTTRY25nN1j84l4KQXUv3uAGId0Qit98lLD+uqEEYMIYJFKR20KK1GnDw+geZxmZNdX73++ut89atfZblcrteVPgDqJw8tFgtUlbqu12T/3/7t32Y6nXLt2jVCCEynZ8ToGY6GGOMwMW1VjXUc3vmAX/+vfp1XX3mFv/oX/jLqLMPRNtsDh7Yt1kSa+Snf/Oe/zvd//EeEpuWf/INf58b1t/gLf+Gvc+X6LVoaBnWZEyBSSHc4HHLz5s1z19fXt6vrmrOzM+7du8cXv/hFJpPJuWoq/USqfpWETs/uWT1snT1fTxsdsTG9EINnOZ+yOLzLIiqjaszecI9xUbKtJUuEk9YzX80JbSC2QqwsvvKI8Wh0oIJVD8GzPSgYVzXHsxWz2SEiE6TcxuE4mTXcu3/KzfEVViFyPF+wf/VV4vwuulgg83uMKwtFy3JleeuVHVqpeDhdUZsJoVki08C1SclgNWdSlRzZwJ35MWZnQvDCZHzA9OGUBwKxTEXvW4Tbxwtu7tQUpmHPOB6c3qcYXsGYEWE15Wy2YG8cGI8dZ8slsV1S2hFet1id3SNsFWxNthA8Gv26JNU6D0Aka7Upkh/Q7lGSAJHI2jVhm6RNpCVVPUgyIMZBLyuu2xU8u+p92tFFhdgRMEkubTEmAbOQ6noWXhkuIrWDAsGbxA0LMXmtkhMtgTubJ4gYIkGTHhuiBAMmZ9UqShuFZhCZThboA4MGwVvP4rUFMnSUpcVbT5BI0IBRR60ODaA+UkRD45XQGBa6hLYGhIWkkOooOuqgqA0EAy2WoEqLEq3HimEyr7g1rRgEOBxBMMpuDNReWNYwKCISlhy/tuT+JPJwb8lpuUS8Y1ZZKim4clYyqiyNER7WgYEkqZN0/zUVjddU3cEI0EmWmJg3yRahyBnCLiMkmx5zDagaPhOvQhdSzr8n6GsIqqmShzgG1uKLiMQGWQVs64lSYl2JuCSvgmnzYpzTZcVicmm0TWj0+SQE9vXX+mHdPkel7zHoPHFdOaG2bQkhsFqt1qHfl/YEk5TFG2LK8o4xMTlFS2Y/gN/5O+8yX1i2TOIugSXPimT/OCaClYp3f3CHf/R/+df89f/dn0JdQJoEtoN41C4xqe5b4rdq4k99XjyhIsL9+/cZDAbs7++vqSrRFASEECKYEjGSZJnolhLBFKmu58OTh4gVhqPxM60HHQ/NWstyueTs7GzN+eqATAdYOiDTHb97rQNE5xN4ktwX6jAUGCxhtcCosD/a5+e+8jV2traJXnDWcXL4EAcM65rSOb73ve/wx7//O3zhS6+wmM/5b77529x77z5/7hv/LUpRlnmj1ZWy+v3f/32Oj4/5G3/jb/CNb3xj3b8dj7Wz1WrF1tbWOvMVzpcG60SIRYSTkxPOzs7WYr7dZ5+V1/apSEGvAQWGgoKFCqKeJpwxdRYjQ6DAiXC1KrHjGu+Fk+MZZ35FEyLDUU1pa/AtsMTaiIkrnG25tl2xtMKDk2MW8wVOdqi14N6yYTGIbG9fZ+Vrbh/e4cpoCzhEzQIfTrl6ULKaRg7byPbkFd47XCCDknp8g4fTOxRhybVxAdFzZXvAw9MZ0/kh9XCP2Djq+jr3T47wLkI1pK4HHE8/YFRHBgNh4lYsZ57lrKQYHWCKLU5nC4a1oaxgUgsnh8eUwxEDt0Uze8CiMLiyYmtnjGjAqc2wKHlQBCVmor/JUiBdeSpRMJ1mGIIW87TQ+QqC2WQQYc+5ty+WNvkopiRifoQkqBuS4K4qeIU2gnildIYqRPZKYdvZVOSdwMoYls5y2ngasaixBFFEAl7BY3Mt0jWjJUn2eBL3zQnzYST8OUP8UgARwiCiBxD3BV8pjXqiSRCmiELVCGotUZP3hipS/QVDe22FXTXEJlJ9wWInwlBSyaugqXTUCmh8wIgwKyDYluuzFa/cPeLK6Qx1wsq2bDUzJmHAgz/9ZaZ/7gtIiNze2+Ph9RtcHVh+sTCclcKyaGjrVGlhty3wMVKpsFLHMkKdOX0+/3Q56hElad8lDSoQcQhDiD4RVtokKoorSMGQYp3V/WlZ5wmLVvBECkkyKG3b5GznkmiExiuFNnDyASc/vM3o2i3c1RssDDRWkBgYSMDGNnuSyzyKN4kh2vO0XaxY8DgBzMclR5ybv3qLSP+1/rH67xdFsc4mBdYhla7GYhcu7Ze7+bRLYL2oppo2eiGmKIKRVO1XM3lWRGEpfPP/+F1+/J1TRmYfE13i/tKQqjCn7NBMUcdQsIoDfvP/+g5f/7U/yY0/MyAEj3iFKhBjwBj7aDs+J/eh41J1cjTrGpdWSFK0jrZpKKsSQVkuZvjVirJwDCZbHB4d8/f+3t/j+rVr/JW/+BfxFwDK01iMkaqq1oXg++O7k9DpZ373QUv3fheC7Ed+xqMxIp2eJvjoqYsa0chkVPPf/nO/Cghtu6IohX/5rd/jgw8+4K/9e/9dxJUc3rtHZStGrua9229TGssrN2+wtTMm4NdUhslkwg9+8AO++93vcv/+feq65itf+QpbW1vnxIC7zVcIgatXrwIJwHXes36WeYyR+XzOBx98wOnp6ZrT1n3ucbqQT7LnqtN2fnVQoKQsd9jZFQY1tGEB1tJqknhwPmKjgm9xatjfKxmqJRSOew9PuT17wO72FoNqgPoFNnqci7RtQ1kPuD6suXO0Yjq7Rz3a56tfvIn38O7td6gGNQe7N3lw9AF75Tbjawcszu5z+N47XL31Bu205ejoNjf2XmFJSZCIrbY5XhxSVsK4NJiwZO9qxdnhPeI8UNh9IiPUOtrVPJW9whLtLodHZ1yvDc6u2N8dcvv2DAlDClvTxB0enBxyY8+wMyqZH61YtQ8ohxWr1YiTsyX7kxEtXTZmFq1Vs2aTaiqSmV/PYEaT0KoxmrQIjUHsKoX6Qpk4b5Iz2Naaa5sH/+OZbJqT6SJRE1SIQlIw10glLQdbNTeHlrFP8HHpDEfJeZqqJwBIJEoKdkRNgrdKCrFqVLSJGLFJH60yzEaw++/so63JpaQUbyJaJd6CyQ+V80KphiID28aAN4rbs7z2Vw+If1nS9zUVqt/fV7Y0UqpBC8fKCxKFIhiWFmIoKWXO/vTbjP/ZP+DKP7rNoDXMJoaz7TH+L/0ZFv+T/yHfdwXOO1QdtR1zBUdRwf+fvP8Ktiw78/yw37fW2u7Y602ayqoshwIKBdPohml0Y7pnOsZzxBmNUQQZwQgx+DB84bNe9aCQQkNRwZAojRQSQ2IwNJwmOTPNmXZgow2ABlBVMOV9VZpKc/O647dZRg9rn3NvJqobplEYdM+qyMrMm+eas/dea33r+7tRrhmpQKkgNEI9CcyCxVqFU57GEi1PXCx8AoJadquCjh1XiVChiG6NdTU0JlbM4mLnrSUr/LSHSPx5l0IN7wOUFcrV6E6XRgKNh9TUuPdfZPGN3+PonevYZz7D5uf/Kmm+gSVftZqVRHjaheifBy7y+rSO9i0h4INfcWo+KAlhac0B9+cjPmjT8UFu5g8WeR9UEC47bMsC7bynU5IkK87McpM9H4O17EL8eSkYfpJjWZjRim6CeLxYtMrxDShJUL7h9NsNz/5P78WDZ4ipO9Fm3BIZp1EVGlqSjgqGTK0zHR/xlf/TG/yjpz+B2XaEWiFB45yJ3oWtRUYsEuTPrPL7aQ3vPXt7exht7gsp975qFfaBrlE0iwkvvfhd3nrjdcrphEG/w9Ofeoa9h66yvblGp+iw7GL/KPDw+YzSZVrCMrT+5OSE6XTK+vo6/X5/ZX3xQd2p8zDi0h9NRNBKRT8+rbh24yZvvvkan/j4k1y5dIl7t9/l1o3rLMo5eZqjqblwZZ9GOxqx9NY2mU09b7x+h+vvnfD+rRH7j6b4XFMpx9G9E4qiYGtri8uXLzOZTBgOhzzxxBN0u937THWX3bN33nmHb37zm/ztv/236XY6rYuAEPz9XpNN0/DVr36Va9euxde2X29pyfLjqsk/xBgrWiiHlaRYnMa7jHmVtcZ4HcR7xAeUd6hgCcERlG8nr0MFQZoAVUWlCt4/qUilZmctp5MX2GZBkqbgHLUfs7PXozMN3Du8gw41adJHSQMq+lRlgy2Ox7cIs4Zhd4PMB5xYdnf3qO7OGJ+8T2djJ5780wxxQ+6Ox7gtTZJXKGO5uJtw6+AAi0KbDVSxRp70MSpg/Zy0WGM+qzk+GbO/kxO0YtBXnMxPyPu7pFmf6WTEohR6qTBcU9wc3cOEbbJknbI8YZxX9IyK3UkPQWLxIb7dvEK8vrR+OxF2Ui3DNBYWYmxMvYJVsfaTAY8iJNW6MbaAlccRLTyaVnAQd2na+BiHspE3kithk0CvinyzhY5qmsQ5tJFIy9I+dpCcZyEBpQQVXMvdErxSrfFt/DlsJjRDR2iIcV4tNBuWXck2o1S76CFHAG8kIokSs0GlF2G8Jji89jTe03QTZiHQqEjpj5w6IfXQaeL76yrF5bnnwpt32HnpXQTHYDPBf2qPW2sNr2wNeE8PEZvQaaAbIhOx0oLSiq4JdIBm4rG1x2mhXME84axz4M+K9SXIscqC9S2fLehYtPnoq0QTg+IlNBEe/Sn6Uq0KG+0QUbEbbGcY8SRZhrMNQXkKsUzf+jb113+D4dvf5pI0jF+eUK+tk37qS6QqwXmN84JRKaJBeY0JUXARFbyexvoYn3Zu43qwIDtvonueW3LeLPe8qOE8T+W8rcKftOCe//uy6/GgSGGpHjvfcft3sUg7G63ZhMRutuDR2mBtLPWVqtEqAe/xM8Vv/1fPc+9oRq564BOiXWzLTWtHSypY9d1MSLEy5OUvH/POl0+4+o86cSpIwEiKqx3GLFMv3J8JefhpD+89JjFkaXbmXeg8xsVOr1KC1vDcN/+Q7z77TYoiQ1zNeHaHr//WO3zmL/97/K2/9e/Fg478eGKe+Xy+ogWczaVAp9NdHU6WB5j77W+WB/0QFeLnCrqzudYQEBwwWoy4eec6jz95kWvvvcYffPm3GZ8cY5sK52Bzc4vP/MqvIEXBtAk8+rFP8v71u7z2wgt41efTn/0VvviX/yrSG1IrRd0mO6RpysbGBn/n7/wdHn744VX26PlD1HmD7eFwuOrwK6XABeaLOQB5UdDYhiRJ6HQ67O3vk+bx3iCC8x4jP/6c//CKNmmLCgIr7g2aeQ33RjXpzGOS6GZfaE2WCKSCbuE/8QFnLcbk1KUnFQPdHWrdoZ4fc/P4lGFfsd7JW3qLRSWeECb0i5x8N+fo5IR5VXHx8h61TpjMazKTUaxfYDy6i3jP7u4+3pc05YzN9QRvFzTze+SdId5rSAdYSbg9OWZ/J0PXpwwLoe45Dk7vYYohlQqoRLOYHZN3HKKHmGzAvJoyGtX0Ck2npxnPF9hmjk66pNkWk/ERRbcmHxhSZ6nKkk6yCdZxMj9kOzR4Hy0dXBvHoVpVkJwjYLNSrsuKUBsQgmrAmbhsLaOsfqLg2BKsBAlRs7VQCqcDyse8geWpGQETIt8M60nKQFo5QgLeKZIgZF6RuIhhuiDgNeI1jShEK1LfQmBK4ZVfiaMCAasD86QBEYyLxUlYdl60bwsXIAhWfHs2jya6QeL1XeiGMkCjQKUK8Y4mAMowz6PHRzBQ2UDtPeIjoyqtU9LJOsw3QZ8S5BhRgSyAGB/TckK0KGnShJMQrThCS8I3rWijkVhrBYkik1QJKuJ/BNHt3hbOnAqWRbtvI3nQrDhsKll6sbTFdfipdtrOw4YNAq4m2CoeHooC6xTaOfJ6RPXaH1A9/5sM77xOPrsOJmW9aVg892XMhT3MpafxrsClKaV4UgKagHiLCw7n2sxPYnTag/5uDxZa57MFHxTfnC/qlpvP+ZzT8/Ydf9p7X24+S1uS88ab58U/y47bg7mH/26NNiclBIxR2GDxXqFUjpIGLTUEjdSGd3/nhJd/+y5GOjFRhARNgmtzS85Y1PF+6pbn5kIgV0PGzQn/6n//Pf7TX/lL6N34/GgxJEkKrQL+fCf0z8O9iAR3jwseUa1EqW6YzWcok7C2tsa9m+/y5svf4WOXhpjyhGe/+kf8/Oc/xyIYXnr2j7lw9aN0uz18yx38UQLSRYSqqs55qi25npY0NRTFcPWa5Xw7OjrCGMNwODgTKbRJOiLc17GCKEgyecrVxx/l4qUdTKj4/X/5z8jrUz76xB7PPfsNit4aaX3It/7wd/nV3StsrO1jegm/8jf+BlefeJyDo0OefPppJM341je+zZUrV7iyv79qY3Q6Hfb393nsscfuozecFxY0TcPu7m7sbLbXSCTmfAtgkgSlBOvANZZf/PwXmE+mfO2PvsrHP/50TJ4QaFws3H6c8aEeux+EF6wSyLoU/R1UuhGJ93WPw3Hg9mnNrVHJcQ1zlVHrgkolLLzGkWF9Tt1kuKZAJZsk3UtMFjm37pVMyoBNE5wolPdou6BnanbXDUVWMp7cwto5SZpQByhDSjK8yGFpuHNcoaWLDp6Obri4lZOEKbYeI1ooJcUW2yxcn9Gxp6N7qNmUnSJhvaeZ1Se4zOOymtqdUpVjQm1J9ACl1zkZ1bjgSIxjrZ9RLUZRYWbWCdMCWzWodM5wzdDYitJ5dDqgsobKerRZLhxhOR/OXeAfeAdg2Yn5CY44x85OYrGbKlH5KdAQ8zh92+1SoghOEWx7ctEx0N5nCptAJYFaC6gId2ivSbwmcQoVNEraU7NE2w08eBcIdil0iHmqjQk02lObQKNjQWaVwyqLNQ3O1PjEUSfQGGmNAQKWgJNAlQaaXFFnwlQ8mdbs1bA38QznUdwRlCCJx2c1i27NuF8zK6Jazc013qWITeFeQfJHCf3Dgl6TM6g1200gc5ZRKpxqT20AHSO4tPUkrSq4CdAoHQtKv+yqLQUn5+7mqkCPNyGIgpABefwVivi7z8CnEU49u4Ef+ohFD1iv8bZBhwpjOszJqEwKZcX4W79L8/v/H3be/R2K+QugRlAt0OUB6b1XmX/vjzCzQ5R4GoQGTUVUwzX1gqZZ2mkkK9+nB7NAH8weXV2+BxSh5ztqSx5aksSvu4QxlwahP8iw97zlx3kYdMmJOZ/ysOTy/HlRK35oQwTnXXw8vefu7dtcf+8ab7/7NlUzhgPhd/+PL3M0qQmiokIdTUq2dLFc/ReHb3tw0UcRLxhluP2K4dn/8ojgYlLM4b1D3nnnbd55522Ojo7uU/7+eRghnLMD8ksIX9FdWyPt9nEh4ejeCL8oeXK3y0PhHp9ZszwxgKvbPcrj2zSzceQSBtD6hy/YltB/WZbts64Qoe1WKqbTCc8//xwvvfQiITisbRCBslzQNPXZrVex5aa1OlNj+5b7JgqjDa7xGJOys7XN6OAO83vv8wuP73NRT5GbL5McvcvPPXoRPz7m4Np7GIHa1qhuxiPPfIxnvvBZ1ne28d6RWE+OYJJklTHa7/c5ODigLEuapvk+msR5m5KlEjQ+tnEN7nS7FEVx5lmqhFwMrz77XV754+fJQzx4+xDAtN6fP8b4qQgRlsMj+BCD30VlEb7SgaRYw7oZUz9mPFugpxVdrcmznDzroRLDIjR4n+KdRidd8DmJShA14+7pCb3SsTEYoJQFP8fbkizN2N7qUB3VTCeHpN0t8iTHuUDphKy/y+niFum4YZAnBF8iVOxvZly/d4oLOUneYW4DWbbD+HTBFMtap4u1gbVewtF8jAs5SgXyzgzvK5rQR4cBWT5gMZkwnjsGXYMpAsnCEpoS0X2C7jMtR/Q8FBl0spqmmpJ0NnBkTOsGL+0pVATw52R4/FvMzQvft+/HaBkiPBrXQryPPC1xkUTqPTijmXjNgVJMs+jav1CK4wAjFyIUKQGxS0Q3TlonMW7KtN0tXFvAeDAqevRJrfFOx1O6l5i5mlhIbCyMnKBtgMRQqSiaqEMsGm3QuCbBBsGFCKtgLakRNIqkgmGAFIt2ExazOwTjqNJA18PabIK/MuROf5+03iabdDnNNhnlFyhtjjeBOvdMqXCSglIx5ksE40G0wtuAdSEaSvuY6rBqpoqswNLzfFEJrcGLQJzOWfzlWk6bi2RrFTxeknP+TR/Sk/F9pNqAcR4XNCHr4b0iA9L5CePnv0L1/G+yffIiMns/NgmzK+A64E8xTLj7zsuEh56ieGYDQeF8hBZVCGSJaTtf5tx8+P5J8SclffxJAoXzn/cgPLqEOpdmmkt16IOCh8jF0RG+bj+2VKhZG2G8ZVEI3NfNO/+z/bsUdxV89HBUOsJOxwfH3Lx+HaMbijDg3r+Y8853DynUEOVTopQpGmnHjJAlskOrMlY4Ytao4GmYo0MCYY1v/Fd3+dg/GLD+cznvvvs9Xnr5Zba3tnns8cfp9/okabKC2H/WRQlLFT3C6lAXQkCjaLym9pqs2yeIYjKb89gjj3Nxfxc13OX2zVN03kMlaRSw+ehg/sPy+ZbzY2kWK8t0hRBFA89++1lefOEFlFLUtuLjH/84Ac/WziawPFDFn9q3fFCt46FrOpkiImysbeBDa3UkgrWOyWRKPKkqqtqyvr3D8azEmBQlCdPpDKNjAwFRuODI8gLnPb1ej0996hOkJl2pvReLBS+++CLvv/8+jz32GHt7e/cVblVVcXJywsbGBlmW0TTNKv3AOUewnsl4Go2C8xytYqTa7Zvv89ILL5JnOVmStXZdbQThn4eiDUI8SRFNQK0nJiA4hdF90qzAqgqRhsViwcnJgiJvcHaBTnPSNMPWIDUxlif08KLIi4xyPuLevGFnIyNLwEgTH0C/4OLWGrePSqbzQ9LeFkKKC+DEkHe3uHdyG7We0BmkhGaBFsf+1oAbd0dolZGZPqHRdDq73Du+Tpp10Ykl0bC3mXN7co/SV+yuOYKH0cmIlAjpZd11RpND8kKhckd/YDg9npDIGqqXU1Y5jOfk645BR3M8GUPWo8j7BJ2uoMez3NFzJ6D76jf5/u2q/ZwPq7aTc78765gtSk6DpkEoatAuYbFw2KAJAebW0yyq+NDXmqA92jm8mRuZFAAAgABJREFUJIxKuHtoqZwmqFhrGW+xylMF8Couu0aExBhMas7UgkpDKTDTiFet8iEQxNHbycgGBYkPmKhwQIlntKjwApUOWKVpas/0nqOyMQDeAadiubefURYaV3p63rNlLea968y/8YdsnozojTz1VMPDD8Ff+3leu6q5kwc2yx7pqM/BcIfbRrNQNaGIvL/Etga9xB/VtukhtbPRAgPTwrqh9Vz6Ey48nBXxAWIEXIqQtdw/2udFgbgzzuOHPM53m6qqJsET8owp0BEhnx0xffbLhG/+Jtvz15DmDiQCKoUqB9UBPUfVmnS6YPzG6/QuPk463GPuFUnSIZEIX591HsNq8efcJbn/OZVVEfX9flPtaz5gHV2e9rVqMwbDGXS67Jydh0FXm518//VYdtzO89mWfJ8lJHe+cPt3Y7SIgIqHECWC9Y7xaEovX6OXppTXcv7n/8ezzBwM1YCGSHGI/TXXFmnLgi2s3JGWhVvAYZmRhnV6aovRpOIb/+SEX/m/bjMcrLG3t0OWdMizAp3q1hj+z8c9EDl7t6uPKUGsx0hG1QQ29y+ytrfLt998i+yZJ+j11rl3MuM779xl86Ofo+hvxE6ZROumH7VIXcZTnRW54Lzjzp3bWGfxjefe4T2UVlRVRZqnce1uWTshgHeOPMtX82GZ/UkIKNFoEXywgGJ9fQeVD3jvcMYwzXm/NIRswPXTkpqMre299v0osB5NjEssbcnh4WGMlCqiWKjT6axEBk3TUJblSlC0LM7KsuTll1/m05/+9OrwdXh4yPr6Op1Oh9PRMXfu3mFra5NOt4OzDmM0J+MRR6MTttY3qH30A1RI5PKrH8+C6cNVj3ppLQnaDymFTxSV1GRYjNJ4DF4CNQHTGJQovEoISUZ3sE45m5PoDBc8dXNCpgp8a+GKVijJCVaRdBLcfMKN2ydsbmcMigwdSsQ3SDPmoa0B906nHJ/eoOjvY5IuTePxrofq7HJ3csBWolnvZXhbk2jHxkbKwekhnb6OnT1TMM/Wef90zMW9Prg5a4mjYsoiTMi6fTLdw09q6maKpEOsFHjpcnwyY2evQ68I1GlNUx+Rd9exYZPj8YyLfeh1FLPunKo+oJPukEonGsGqJnI6gsarSNT1qs12VbET51FtcLs/k2yeMd1+rIfjTx5xkQ3nvnLwFlfXKNeJnAoHykqbg6lwWqiJH5tasEHhXUB5jXhhXnvGNkJpykoMRvc6xka1zUaFwqrIK4MojBSvEBXwjRC8EBpQHjCBYC2p1jFVITiUiadP28DECl4HnBeUE2wNcwthEYUOTgUaI9gqdsi8QF7C1qKmfzDm9Pl32H32iKKyOFIO/lqPV5/Y4vf2+0xCxuVZQT5IGBmh1oFJoZDg2F4IlUDTFt9WVPRc81EDp9su5dIAcwX0BE+QeJdVO78CEYJeCitQCklUTJGnzRnVNSTSLhBL5THLZLSf7JRf8ixDq4fwnuAFlyQxwi4osnJC9d2v4L/1PzE4fgHhfZAM0i0wa1BraCrQO5BvsHP5EtM85ej1V9l8po/pr1PR4INBr95Dq6CWMx+qqCCO79h4kNYKJBDVpUtoYymiPutR+JYrGteuIC1HaglDt0oxrUw0gLY2hlh7R5omUcEXzoqH852yJSyaJMmKA3TeiHeZrvCgBclf+NGqoL23aGUINvK0Pvapj2Iq6JYd/uf/8mWuvzaiKxdxvkG1lh6R4LDspUXlU3SJXBbp0bfSIxi6pKwRgsJJwXf+h1Oe+g/XeOJXn+DKwxcJTYJWCUE5QmuztPoRiXMmmnz/275gH3gRzwys21SEmPbkMUqDKvi5X/41nv/Dmi8/93LUiZku6w9/lM/90pcwJiIlq7f2Qz53S/4mxDD5ZfSc956iKPjYxz7K6ekpa+trfPzjH19xwJyLBy6tktVc9MGRZunqALRUW9raoZN44HQBEMPehYfYufw4b7z+AnsbPcbzhHEzp3r9Gk9+/Bd45PJD8esqafmuEmlKScJwOMQkJhaNxMNUlmU89dRTq256WZYrBSxEvtuTTz65+tjh4SG/8Ru/wS/+4i/y0Y9+lEVTsb+/T6cTC7ZAoAmO2lkab5mVCyTVcb3x4ccu2OBD7bTJqmV7duL1CA1KO4ISQhNQTYOoNlS83cSVGIJ2KOXpmBythcn0CGUcdQgkyRCTDqidxgaDSIZqGpJiHV0k3B3docGw1tFk2pGECrc4YK9XkKC4O7pH1s9Ad5g1jm5nEyc1h6N7pDqhmwneVaz1EmyjGI8O6A8vUlmLGQ4ZzytkPOXiUNHxc652hXnTgSqnAdbWNYdHE1zdQ9SQNPHYekYzrShyxfow4c7dEVNfkKWbMJrgp1Oybs3GuubunRlhYUnrLtYLTjsMQoJuFw5BtcR6AbyKHhviZVUot/N4deVXf/8hnpMfuFFIdBE5z7MTpVHBoJsE0OSOyKEKgguxoAwiNDqh1hptdEw2IOB0bHk3Rlg4hSwtIjwRMozSFJYPk2/j0US3pFUF1rVQo8QYLfFRtJF7yFys+nTwqBChl1o0VmLh6ZSK4gMXHfrFKzQeExyphaJOsV4wXpNViqxZ0EumFGqBqAVGMrLUc+w9N1XBx8c9tk8Dk0zwaaDOFBOl6NcJvUbRCYqF9jQaFhoqHQm4XmlEgfYKE0B7QdwKByXC42plsiwhnLP8UIgGtAaSGNAaiAIFZUHXLe/nw7XXDXhQgkVjbUmeaEQ00jgKN6H53u/RfPNf0T95AanehLyCbAd8P6pfKwuhD/uPEfb3kKKPNBUnJzdI7uwzzAq8yZcPHeLj9wsiK8hh6eNnwtlmG1qH6mi2qvBaR3hiqa5ewmi+tZVpL5LyiiABL65tB0SiNxJtdZQY0jSaada1Q5v26/s2aizK6Fcb1fmA7SXZ+bzZ7nnl658HaO4n9dSwgpFV7GSKZdBTpL0Ot79V8dX/9k08fRIpaELZflbKGWc3AHZ1lAyruxoTYwwdMjYwbKCDoa8SRtUxv/+/vcn/8plH6O4PkCxeb185lA6tV2RbPLdrZ2vt/LM3zjUEV7FSkkQLpeBQoti5+Ai/9jf/Ae+/8xq1s+jeBhcefoKk6NI0jkQbvG9QyvxAQcz553JJDYiKy2hMrJRQ1w1PPvERLl18iKIoyLKM4GJUnV1GOcn9VACl4u9vv/026+vrbG5uohONb9+DUYJ1AZP1+PTnf5l6seDu+9foX7hCJ8155OOf4rO//FdQeXFfTrGIUJYlp6enbG9vr+bfeXsR7z1bW1vs7u5SFMV981VrzUMPPbR63TL0/rnnnmM0GnHl4Stsb2+vrr20qtOHH3mEpz7+NM8/+xzzqrzv+sVn/keXFXyIRVs0/Axnf0M7QS0a3HiEGE+aFqRZ9AANLkJb2iWISgl4qnpGXhRYOyVNPDtbGbYccXJ8A+13KDrbzCsBDEpy5q7CpF1Md5fj6RGEwHY3JbAgSRocjs21HnWA0/E90t4FnM6YN56iu0UzLTkajTDrOYl4vJ2z0c2wiwW1PcYnPawyqO4Gp4sD1hpPTzwdHHmSMK0MJAoxFYOu5e7JiKxYR9ElUUPK6Yg885gMun3PPTtHqQ3ybIfp6QlraaBjhDxVzKeLSKANIRpGBh2hMi+QxGIodgLAaxebKisu12pfv490HtoCejUZz8OrD0zCP21ECGr52jN37dXfg6AD0QxWojGuOHAiEN8G2gaMb9WbSmiASllqCYg3sSBtT4y2LfrEtz5drShBpF2adXS8sMZHM0mrYuKtxIiWZamShBgS7EOgQiBodAhRRBFChBd13KS1D1glVJkhJILFMdOesZSovmXRUVRGyBcZoKkCWJ1jdcGJEtKuMDVgNei6plMr1pyhP2sdObKAV7GIaFonDglR5Wpa1Wfi20iwpQee+KibDLGvoPAt18+jltmBPgWyOLOVQKNjVasNQan7Me2fwGhNV1Ybp2t/VuNKNC6eKJUHW+Lf/SbNd/4F+dHbiHVQN6Alkh2L9iSgFezsw6VHkaSAZoLqWHZ2coK9hZ11yNavUDtDjcIoc8bvo31mHuhSBgV124ZQS2jTe7z1ET6RmHZBMJF3q2L3Rrk4n1Aeq21UxPsECSrGcPl4aEBHy4XGBqz10Po1KyEWltJCPA/Anksy87K7Zoyhruv7INa/+AUbLYTfdkhdiJ16ASUaewS//b/7FtNbjnVZB79AgAaD4f7H+bxqlPZPDotC0HTQbKLoYGitRaTLq3884vV/PeNT/+suNlSIcRjyGI/XNqe1jy0Ip6OHowo/o4Xb8lq0nVqPiuIu79v3k5APd3ny5/ewCLMAXhLKqiFV0TbnB5m9nrfSAVYK6bqu6XQ6KKVXnE1BSE1GMkjj1/WtRZRv9whlVjw24JyYIVpwpGnawpNJPFyJgA/UjUXSnOHWBf7qv/8PmJ4eMRqd0hlukQ+3MJ0u1luknXPL92OtZbFYrCK22osFQJ7n5HlOt9ul0+nc1yFfFn9nWah+laH69ttv89Zbb/GP//E/vt/WpN1X+v0+X/zSL3P9xnWquo7WXCEWtnJ+Pf4RxoeXPbok0QqtV46ANPSymqZY4GyFbTTzRgg6Q6kOickJbilf1jhyKtegTFSjECo2hgmDLOfuwYTFsaeTbYEESqNxSuGDkKkhRaIYnx6hGs/aekEwAQkWz5SNjQFUFePRTbLhBSrJKEtPlg2oK8fxeMHOIGnzPWs2tzLevXcUfdtISTCI7nM0OaXbz+MNMIGSBYImrz3recJRXjH2J6yl26hmjbIaYdc9KrXkwwzuzVCqwSewKFNmE0+3Zyg6OSflgiqbY6RHZFmxsvsAhVcaq6A2S4g0IC7aOgRp1UScK8DCkkUVfWIIICrcR6K+7/U/xMLQ2rStmCRKCxiHDULtNcrFh9e08JIGTPD0XGDNRTGDJVB5TwoUiSVYi8eTqujrVftYCEiQNhEhoKNJXewwtdWp1Y6FrhClSSRFh4AxjlJDYmLRuKxabet5l1rotAvyogrcVYGyjYTS2rLpHLuTkh1VUSdz8jCjoCa1CYf+EgeP9lgvHfNEc/PRNYJoPjYPyKJGVEqiBHGexEFmNEmARgfmOcxTWTn6ayfoxuHwkd/m4oahjUNLQgSGkxbWEe5rpXqzgkqjN1sakVFDxAcrBTogOokF0U9qfodzx7HQXlofYkrH9B6L158j39hAXfoIJB38wbs03/wNivdfQXwFOMj2Wjg/B5fgzAB95RJsXQJTUPuKcttiHhkw2MqYNyeMmzfphy5edmiCwmmN8pAG0KG19ACsBBahzTx0nrk4gkARFNp5XB0tWFKlcd5h29SvYCxOVyQkdFTRCmo83jgsAaM0qgGtFDqJ64OVOub5qhRxscMoyqJMiPxZl65sDD4o2H7JZ0vT9PsKueXr/mJ33EJ7IFl6TToaF3Bpzp0/POL937zOw6LZ4IQDjjhmiOYSy9gqzfIQk9zXJIhLQwqkQAePRrV5MATIVZcplj/8Jydc+Us91h8XfKOxxlMR52DmQGzbX1MKK3FqmSA/ozDp2fDBo0UIWAiK+aKkakr63S5141FZgQ0eLfEAiIT2av7Je8BZR0yt8kJfeukl3nrrLb7whS/cJ9hZ+hRaGxMnlJLVc611QmOb+5IolgeWJEm4evUqR0dHOGfxrk12MIaXXnyBl199g09+5jN85LGrBDwbO5fY2LqAJF0ar7HBYV1MrInQaHwWOp0Oe3t7KwEBQHigGwcfLFg67z933rstyzJms9lZoXou2k5EKOuaLM/Z3d9HTOs/F/i+BI4fZXyIgfGuVbOcPQRKVXQ7NflmjDpa+MhjKhcj6npKbVOM6oIeEFSXpDDUbkamAgpHKkJoGpSz7G50GM0c48kddN7HU5BJEU04CeikR6dnGM+OmLs5GztdUlWBrVGh5OLmALElk9kB+XCXeR0ISR+VaiazA1Ll2BgqpKnIM2FjIBwvRqSdDGVTcjWknC04Vha6OZiSW4eHDLIheadD0J7BhmF2Mqapuxjp0qgup5MjNrZScmPoKktZ3SYbbmP9Bkenh/Q7Bd1Uo5KSyo9I1S6NFfxyUQtRcSkIrlCETnsXjYq/RINxhCRaaMSOXCz0qrLEhYa00yMAi8UCgCzL7ttEfpzNIUiIXDO/NHsFaqKsvlbYAEp7JAiZKAYmci5qBUZHPpoyeey6eo0OEJxwOvJUizjpdFh64Qg6i8WWCoAWklphUoPzBq8FExSYlFoil87gosZMNFMPEw9ZcBjrKFzk3clQr076mQQunTRc+IPvsHbtDiqbEAZTKm/oFg/zxF/6Gyw6nml3xqJrsP0Nhp0+T9ca3+ajTggsvGDjkohXMOrBIvWtJ1FcENIgFEajcoVLYiHbaGEgnqyFbMQv4eAYni1iQSyBeFjREuKzEbrxOShcy3Mz7X6TEsSctaB+AhuOtF1VqzzGR36R8iX2ze8x+fq/Zt7r0X36lyguP8b8279P8s5ryGIBagFhHotM1YNiQLAF6sJTsHkRTI6jwq1VJE8OUXuGkZvi03VORgtmR/fY2doneEUVPIkSkgBU4G1DjaXS0CSyUpd2nUE7IRWFpiFoj0rbZ70xGBROaRZNhXeWmoCyCbnSYDzeOWodaQkJimp6iqYh63dbU1hP8BZNhqgYG+Zcg1KhLdhiGsQSAlpufssFfnl6P5+QcB6i+otbsMWhvGrtBOMalCUpRzcdv/Gffw1vp1xRKT1/iw6WCs2YGiFtBQhLM90z248lGUdIEToIhqhNtYBBQUsMz7jzRuDl31jw8/9ZQS6OBksp8askJG23OsSwETzJh+uU9Wce9+Xw+oakTdF58923OTg64pOf/jk6nR7eOhJvSZO4pyD3dyo/6OsuCxbnHFmWcePGDX7913+dNE351V/91e/zN4yE/gRjNHVdM58vWtPZlnPLGby6sbHBtWvXePnll7l8+TIHBwesr69jtjehaWiqOTeuvc3z3/oG+/sXeOKxR3EeUB6FoynnvPvuLarFgqeeehSdaRrnCErRSJxrnV6v5dO17+m8ddUHpKBALOjm8zlvvvkmw+GQK1eusLOzwxe/+EWuXbvGY489xpUrV+7j6y0PWZ1eh9ffeA2Tp6xvbuBbL71zSpkfeXx45rptV0OEVeB1CB5xDcEuEKXJs5Q0V0imUFZRl5ZJecK4GqPyTUQyOoXDlXOMb6J3FwovDWQL1roJZgD3Tu/gXZ9CbdP4Ilo44Ml0Sqd7gcXoDvPblu7mEM0CEyzBz9hfz+FkznR2QNHbZdYETNIn7RsOx9fpDiBXnsTO2e1mNLOGajYmTzajw77pMxvdY304ZFw7Zk2OkJMWGpM4OpSsJwsWk4Qmv0BINxg1c7KxZyvVXOxo3j0eMas3yLq7LMoF03nFWk+zkde4xYTKC14VJMs1yQs4TwiOUmrmskC8pWrDxJNgaUKDSOx0OV/iVaApK26e3qV2NRcuXSFNC27evMnm5ubKW+ZBm4Ef+l63/w9C5KphSJzgVUtUtTEE3oW256qEXAWUF0odSFJBubiUulYF6UOgriHVkcOGnOPGalDm7IlXKFIRChRN0GgCRoFCI0Fhg8OrCqWjHUgTAhMCM+3BBzIJVCpEQ1wVIUctjvVpzfa332Djt16mg8NJzclWh/HfXUP+0hd5Zy3nYBA7yWmT0rEpTQneBKwGqwNBeRYhkONxErBA6toOo4qFnBcI1mGMIsk0VkdeXsdpjIlzJwZMhFbVo1oVUkx7cEuDY4Bl5JOpY2u2jegJ2sbP/Qnv/V6EWke/rER5/MENJi9/k+LkfcJEM5mMaV7doLn5Jl1nW67dHKSCPIBegzJHdh6F4RWgR+Mn1FsV+aN9ZE1Re0+l1zlebHFnpGhmkfO0s9kGhIeG0lryRtBK0EbIjabQMTDc2Fb733gwQnCCJwUxePHoVLCNwy7G9IxBqy7WCq5W1FiaToXTCiEh9Ro9mfL+C19nPLnFk898ht7OE0CKTtrCo83LdDbBKYtJ67bQ1qtD7PnOdpqmK2HCUj26NHgN5+Cjv6hD0NFZFYeiwQaLqTq889/c4OAbY/ZF6PkJKacM6dIjY4xFcKuWQGglB2eb8ZIHa9DkqNjv50xEFbWnqXTweP7gv7/J1r9/iacu5+hKkWY1lXi86PjMCjgV53Bg2e3+2VaWBgKJUShvsa5hfdhDaYXSGvAkxiPOxbVF2m79n/K2zkOnS2+2vb09/v7f//u8/fbb9/keRgTH432grhc456IdRhsgD6xQnmV3eX9/H4DXXnuN69evM5vNePiRR1jb2iLPc6grvviFz/HIY0+wvf8QzgWwkEhAJ5pghOu3r3Pn3j0uPnYZcY4izTE+YBuL9QGdxOcgCoaI9lLt+1NhKWE5dw3bQtU5x3Q6XcXQJUnCZz/7WT73uc+xWCw4Pj5mc3Nz9b6WBdy7777Lrdu3eeYTnyDLsvYbyf00pR9xfHirwZJEreKmg/aIeKLmwBGUJXiHBEViHYUk6A50MiG3isPFEVWpsJVHO0s/T0m0wVUNOvPYMKFxirSTsddJuXdnzqI8Is12SCShEpg7T+4LhsUe9eSQWWhYG6Qo5SBYdFiwOyyoT0vm8ymS9ym9IeBIiwF3jg64upmhmhmpMuz3Nnj/7hzJSpRK0cbglOHe0RxfdEk7OU0jHE3mbKSeTFds9RU3ywlWFpBkkGwznhxwoRMoQsIo6XJ9VuN7HdKsz3xxi63cs91Nafo5lQuINihx+GDREhWiKhWKjS556hDlMEmKVCnKCYlp4ubgA942NGsdposJKCiygtHoBMKEyWRCp9NZubf/2U7zEQoVH4PsNa0dByE2/3z0I8NFdZ7xkDYxpiYRiTBUCDGBgGhkIy6QWEftwam4wSIOhY5t/Ja8pHyccMaHlQBBS2w6KuXx4mhUQMSjrSNVnovzQKeKhHQriqKC1AdsKiwUGNHY1DJ99IitC3eQux7jA5sngiQNdzo176ZdjiQjr2BvHnl8cf+RtqMYqIJHtzCdCnrFUYscttCG7UQ2jmo5eCG0RgW2wfsW5pb7r/VqIV1B1BJFCBkxWiEx8R9TE79wkp7JuH9ChZsXcErwIaYepFVJ/er3SG+/QNefQKPwixH+aEGYVkjdxBUnbzFrlYLvEnpXY9HGAD+vCVeE9OkBYQ2cq/EMOZj1efNOSuUuY7Jd3ro1p9/pYNIQc0x9fK/BKJSOS6/yHqkD1J5gPHQFlxjmXlM3aUycUBVGTbl28BKvf+v32MwTLl94ks2dJ+j2roBO8MpQ2QRVR4qH9ddZ23qPxewtXvza+3zkib/B+qOfwjsHxuJFIdogKDwNlZ9jpECHVvEoYWU9soSLzhduS3PgVSTRX3CvtpiT7EBctEpIEubPO771X7yF8oqhlBQc0cUxpaGPo8BhKfHkBHSrD/Urf7ZlO1mRo8jRGAQhifIQKhoEQxpyqiBM3i4Zn2qay0JqhSKLkGtQFpsnKH+mJPbCzzw0ChGJsE1NKoLRir29HbYALxrvG7SCYBzON0gwsRsZloXZB9ynB5TQIQR2d3dZW1tjPo8RTktINHLYNErB8VE0rL3y8EPkWX6faa4LbtVh9t6zv7/PxsYGh4eHhBB48cWXeP7r3+TS5X2G/Q67O7vsbl+isdBYB4mhbikQidF89plP0VQWdzpnXs3pXryAJBIjuvDkOlrs1H7p4NealstSHU5r9HvG8/be0+12+fmf//nV/Fzy3JIk4Z133uG1117jS1/6EhsbG6t/m8/nvPrqq1y6dAkRYT6fs76+fl9T5MeZ0x9e0SaROC0rY1gFwRAkQ3QnmuUpg0YhTqjqBh8aXKJJujm9TBMmNdPRjEIUOs9iIZJkkbtmYou7dAqlY8duNm3oFNEgMNUhkozrOUocOrWM5kcMNzfxKnZcvNdY2xY3dUU+WMNVFVoceWqYn1aUNkFlHZw31M4hWhHEkRaG2peoXJiVIzrFkKaq6KVr2MUM7VNUoqiDjURxbfEhYOsxaaJAp9hG0zQlkgomUWhtaeoar3IWjScxBh39IKI77VLTrSwm1/S2+3T6ArrBmRSpM1QQnG5Qrj2DOijXC2w/o743RnxDlsXzvjGG8XjMxsbGqnj7sX2JQkwANP4Mtoxd4Mg98zoao6pWgbW0T2g1kdBm1fmWKBfaIGiUbS0uhBA8oSUWJ+go+w9L6NRjxLXk76WKMH5xCRrlVfuNFCZ4bIjL/KnWjBJhp/Ho1lTXukAdhDJYfDbDb1i4E6N06rxhrmfk4th0ghlD4SELEJSnSaFRChc81gs6aEyzVNlqQGGJzhaaGGyvXEwZi1oCj9YBLa79e+tJEc4hm0uuBS3PUVpCvFoWbgKpb10cdfy+OjkXO/qT8/vQeFInYDz25lvYV75Jd/4e2DlIgZrcQ81PIduPcKir4rOs+hB6OLODvvA45EMaU+G2K9InDHajocTjZJO7Jx3eHXeYqCs0epfgM+bNnGJyyNXNNYbKkIkg2kSrj+BX10lMS+hPFnjm1GWNcwp8ik8MqJqQLlDcZbgXwJ7yxrtfwb/5LQbdh7ny6MfZufIkmd6m9sKd4xuU7j22noLHH7nI+9+e8/or/4ZH7IjdZz4BOsOHhCZolBaUGJyvY0Zqe5+W55JYZ+sVuVtrveq2LWHS8zyav2jjvmJUQovMaOxxynf+6R2O7s7pi2MzNGgmBBRr5Gww55SSEQG3jG07hze1XxXBoCkiZE2EtXUbJO/waDIcihpFedThO//jnIsXUi4PNaoOFFn0ULQCRiJ6lIi03OKf7bFS4uJxreY1hBgT2b4AgkOCRGHNfUy2qGo8D/M9GN12PtJtWbB1Op0z+w5/1nHb2t6kLEuMTloRlY5GyueWoCXJf5k4cOnSpShISFLee/tdnvv28+g0xkX1yenT4dJjj3HxY48yMQpnPba0bHR66ETTzBZMJUM7odQOP8jQwZNIAg5qAZ2lSFWdoyHEZ9C7OB/rul5Z8jjnqKpq5R+3vMbee9bX17l69erKV27J57t27RpN0/D4448zHo/Jsuy+HNMfl6f6IRZt7elWosN89EkxnIxrpiclkFK2todJozEhcg6sOCqZY1WKCglbaxcxTUO1GDHRc8pmRuUCQQxeJTRWRzWJ6TMc7lBXFp0KYTwlOIfzlkkYU/Qa1voJVTpnNi4pS42noKwqRAo6RZfFfIyxc3AljZ+yt7kOqeHa+IQQPLMJmO46KMPdySE6qVFqwvZuQd4RqnKBn3m2ugX1ZMHRxDL3GZgBIViq6T16nQmDTsZRWTEdeaZBk6SK2dFNttSIfifjYO64sQjsbjpMaNoolmhtsDRMDTpgxWFpCNSUCrQSEi800qBUggkBqCl9TbfIGa4P8cEy6AxQwZDkBVpHj5rlBPtx4NFYgCm0CJoAvo1wbu04XPBYpaP1gYnqyVIJQQuVEmqlKCVQBVmiv21mZTTaRXlM684XxXwO49qQaB+zRSNq2IC3K7VecKDJMS6mMijFiku2bAnOlTA1wkNK2KtqlHYsgoATdhcKNdti5Hah16CC5tZHesyG6xQ6o9Qqmv4G4dgHJNWRypcFXIgB764yaGvi+2hRIGk7gaptCpgQi7ZEBwjRCFKplnslZ7yLpe/UB9Vc8R7oyLm2QOZjw6FR0eMv0W26xk9wihMQ59BBsHbB+L3vUhy9A/URpEnMFitPQWbx3gz6gMYuTrGLDia/iNl+EtaHeNcwH44pPqrx2xZLoFa7vDfd5tqkx1Q/RK03qa2DdMassPzB7etk+ZNsDbaRxuFtfKaWHJaGQKY1i5NT3n3tGzSn70O9gCqqhZsMdNZBp12myqN3fh5yz9ZmRTKbMbp7wnPP/hv6177Gkx/9POtbn+Tu+IQTD0eDARc6GVd+boOie5s3Xv9N6vyEy099gaCGLQdVosYxFLgalA4ofW5rbIux86a8S4L3MjqrqqrVhnb+c/48Z5SeLwRCCG2HrO2MJRnvP2v5yv/3DYJYhpQIUzSKlALHgpwJHYbMEGyk2bfPY6RKBDQORdzeEjR5K1QA8FiiwbtgsCGuo8FlvPx/mCEn7/P3/je7bG8miPMYpWjaNcO05s3Kn3VlfpaHQyEqibtsiEWtCh7dKvqjU5QmUlvaVaYtnpeHhfOJH8u4p+U4j9B0Oh2K4sxmQ+voFDCejBARBsMeWgnWLjme8TAq6oxDdj46a2mtsbe/x/bmFgtf8uJrL/Lr/79/zseffJqPP/4xvvfSC9w6uENjHJsPXebS5QvME89CStJBlywZMh2NqEZjNjfWsWVNqBtc7Vg0DaGbYjT0iu4qci9JE6QVTGRZtipclyrZpYfceRHRhQsXuHDhwqpgE4mdvRs3bqyED2tra/dx3h6M2vtRxodr+dFyy7zo1k8sZVHByWlFJyvA9FBJnzKJao5ENSgdT1taReKw84FEKnw5xeYNk7pkMfN08z2ydJfgE0yW4iyU3pF0DG4+RyYLBr2UYi0SvHXhCUlN5RNGp5b51NDtDNHdgqCSaAEwOaFbBHbXDSk5IYGFg+NpIKQJ+eY6zmU0jWLsKnbXDJuDAamaokLJpZ2cMFX0VMLd8YJR5TH9bdK8z+T0DsPccXE7xTYl7x+VSLJJNtiiqR1pc8redk4/0Vw/nVBKhyTpYSS0NHYdTSgRglgaJe3mL9R6af8R8zS9AhEHRGK914JSwt7ebrwvTqNCQndA9B46N1l+UMF2P489rDw/tNOkRtMxMQjUINQGytrgUx2jrbQmFaGcCrcWDi2eGmi0ovKemfPRcsOd2fZ2OimDrsejMS0WGpSKEWht5ywowaWBtEjbplTsToqD6Z05hyOPQmG8pvae9UuKvbWEnleETNjT8MnFiIvPv04o7zHfbOiOhJyA7H+Go3/wFPOmYZEk3NxJGK+tMSktx25BZS2ZT0hFyHuKxtR4B+I0xhqOX6kYvVZBFeFRnwXCMOA7htIIVeox3tLVcPWxHkUPaq8i/xNP8OAk8jaWfgNLm5V4v+LyHKQVoSQ+dtryJK7KQaIatVCExK86dj+Z/UbwyqNUhVx7B//ai6TuEPCgijaE1oBk0XtNHKSCkouYYhvMFUJ3G2cC42xK9nhO2J8yV46aPd4/7fH6qMvIPEoIG9HLLy2Z6jkvHd3gzviIzq2cC2bAlslweIxr6eY6dqczUVg/4/D2+6yXdxhmgTSDxDc0IXBYFlw/VLD1JDr9CCd1zXp9wpYp2Xpknx23wa177/LH3/x9srVT9PoTzDpPcm10i1N7iC7m7Dy1CXnDa6//EVYyHv7YL2NNhfYaZRO0FDS+weIxwn2L9YOZqEsX9qX1wXLD/GFjhX7Wx4NWCsHHQ4pDo1TF7K7mt/7vr3BU1WyphMLPEUo8hhoDlGRUZJQYFIp+C41Kqw5tiDa7Ck0HRb7qwYXWO7SiRpPjUdREUZBWKWXd8K2v3eDhd/v80t6AjlUop9AmnrKWNIzw4/ui/lSvsxLXQvHnaPcSA9iF1uFBzlyhokUUbec+inim0yknJyesr6/T6/U+cH9YFnN5XkAQynqBaMebb73Os889R/CBjz/9DJ/5zGcQ03INg1p1+Jbjvk5eK+6xpcVoYTgcstfbpJd18d2ERz/zNLz4Jie37rG7NuTW8y9wdOcGdqfDK9ff4vKFSwyyDn5SsmO6nLx7nXvXbtLMLSKaslCEXoKzluFwyMc/+QmCaqO0tMGGqOg+P+fyPL/PJPs8fAqsfN/SNOXatWuMRiOuXr3KbDZbFYBwfwD9jzOnP9yirT3R0EJljkB/0CN1+1RTmC5clM7rlKATCB7fNFH1qFOs81ShBiqC1qS9nEu7u5RTzeGdBlsF0qRH2UAjDq9iZIlJU9J+h1k5ppvkpCl4GoJvkCCsba5DneBDhtI9Zk1FnibkvS5SHaFdQpYoKldj0pS93T3ujmucNwRJUYkh73ZxfkqaBHw1RylPIhqlNaGq2Oyvc6jHNMaATehJByNzrHOYLGFtaDge+QjdqUAvz8E1hBQG/Q6HE7BiEDGIb0BUhPhWrvbRt+yM09VKiTnzEZJ2hxbf5lZ6YgfKx+XLL9s+51Q8P96IRWGeJnRVFlklKpJETXDoSvBOYbQm9Zr53MaTjmYVjl57T+VcNECVGItV5IadrZx+0gYZt95qXqKZbmz5R583L7JalK1S+KBRjXD31Qkn71kIGWkdsKpmbZixvZ0zqGLHsmssTzV32fqjPyR7/jXU5ZLsuOb9J65y8+/9Jxw8vMdB5jjOYZppZnPH6UlNgSFYRRkq+l1Nt2NwxpEFyC0UleHea1MO/28z8tMugsOnAXc5oJ8W6oGi7DbYMKUYevYvFHT6KT60Zrnnd4aWT9MipeeuPGenfk3MildE37O4QkR8J40n35/4EEHVM2bvfIf0+G10PYGQsvLQ0AMIvRhaH6IgxvQ2MReeArPBcTVnVk/JrhbkF3KmZs6cPndma7x90mPhH6aRXRZaIFsws6c8f+8NvkZN1c24cHCLq50NPvvQIxTekTmNsgEjvoWYGzo9x/ZHtklNitJzcBbtPVjPWjrkeB54dnTI6eJtdHeHy71NrKs5Hp2yzi7bly7SZAtujDKGWxc4cQVj2cZOXqfjrqHWSravbtHUwtuvfJWk6LL/5CfwKo3rnxeM1tS+wVmHJPKnXM6zLMcHkxI+KOP0z9s431UJIURxUIgeXtp1uPnbC773b25hxJCHmoIFKVFs0+BIEFIaCuYYNJ4K6HFWli37baZVjkZeYbQ61jStijwho24/QwlY75h1LIunhvzR7ZLdqs8TmaXXKIxP8NpHz74Q+ZLhZ92sjfsBzz99fP/rlgXF17/+db785S/zD//hP+QXfuEXVnmc5+/nbDajrmtUG/NmreXk+IDnvvNNsiJFKc33Xnqexz5ylc21DZz1LU0gIOGDSxAf4r00Jj7z5bzi4voe//Hf/w+R7R6mW/DkJ5+m+0lNRxnu3nyP3/rD3+V7/+pFBM+7tmF0csrWxi6P7D3C45cf46HHH0GyjMZCmiSsba4xrhZcu3aNr33ta4xGIx566CGqqlrNvaqqmM/n9Hq9MyHBA8/yeZRq2UW7e/cu3W6XnZ2dlRL8PG/8zzJ/P2RZ0pnhh26JnLmJYpxuL0VLzdTdxVoIKifVXVLVobaG0FbiQVlqiBiS8fhqTqZ7DIYJJ6cnQCDpDFEanPPYJp6KpNfFSc2dwxH7u4YkSSOZNAiKQL+jOTweoU2CMSmVcxRpB1uPOTidcXl3iAqWJNRkkmC8xTUOYxKsdXTygmZxSllaOiYhTRQHt0d09IBh3kfpgFY1VTNBNT1yPWSyOGZSCl08ax3N+LTElQvSrI8jYVzO6XUzMt2gXY2zJSiD89GGYrljS4imnwqJDu1e0D4qMLUPK2GTyNm/SYjcpki4jFFNS8svCfdnMv5JxVv4gB7NsrAQEZQWxDtUG+qufSwsnfN4HTtEPiisisHxThJsCASlsK1DtG9cFDJ4HUUVVihWZ2lAAg5a6DcqKh2eIGB9jCgSiapRnMLYlM44ozjtYBNhsp4w04GRgpAKp2kA3UAyJ58fMRwdwngMYc7G2pC3Esdd6XLbwszCLERPWKcslVMoo3HWMxOPpAaVEM2QrSZXinScMzhN6YYeTjyuCtgbgn9I4U2IPI9uQCU1TjS1i4JPrfzKjPLs+kcqyn3+uC33zy9dQNP2hJRGL7slShSyNstUwQ+924T7/yjf98/tGf74Hvbtb9Erb4CdgRlASMCXQAGt9xY+QZlN6F0As06dBtRORm/fMNUTmokjS3aZ1du8e9Bl5vfoyA6VDbi85JgJzx28w3fTOaM8Baf5Iyds3LtGb2eNT+ZdvG2i79RiSjO+x+TuLU7u3OIdN+H0sceZpYr1ShiGhKAdTSh4qzzlOX+X95tTrk1H5Ini89kevzi4SIXwzvgOlSnoP3SVuRSUQWNJmScXeLuqkInjowU8/Mg+fvY+r7/8+2QbHTa3PtISF+NhRIJE3ma7gH/QeDCYfqmse1Dd/YPm6s/yWML9SiuCD1SuIjWG8tXA7/2T76CaLl3lSfwJXTwZMXc49jMMKYEeMzISoOGsLx+lBwHV8tiSFdFcEWiomVGj6NCgWGBRRLX5ROacfEHz7ucu8mx5CscN/9HFlEe0xQQH4vHKoIIC8e3x8Gejajv/PJyHzR98Nj6IRyVt5+1BuH35vOV5znA4/L6C5fxrFotF20WK3y/Pc/oM2Nzc5Oatm0gQNjc3ydKs5bTFjUeC+sCvef7nFWQplqfT6zN8bI3aOKbWs8iEhXacHt3ire9+HXvjNr8qG1xyGfVkzDuTkpFdsKhvMB6us3HlM6QX9hjjKWooKkdPrbO3v8+940NeeOEFrl27xmQyYbFY8PnPf34VEJ+m6X380gfFQUsu6hL2d86RpilFUTCfz3n99de5dOkSw+FwZZnyMwiPLjtsmkhsDChbYpoFKsxQZoEeaNaSOCHn8wWz8RGWDibfIoQBIgaUi1CRDnjX0FeaoGoYKkwv5dbxLSp/Smo2SEMOKmPuFlRa0xnuYE+Ew1tjLu1uYdQMKzVaaopco/qeu5P3ydcuUrmEqvaYYpfp9JCDUcX2ekLODCMNZZ5wOJ2Rqj6pGPAe5w3zhaMz7FFWjpPpGNf39LoJCztlox/Qh2PSsIFTPTAXODh9hyt7Gbqp2cngbjUlJOtYM+SkmrPdODqJp2tKtB1hCXhj0CGSMHUbIC6tQlFC27b3MYZJu+gAH5Ztbi+o5QTxLa9MonIxSFt0Cfd3df6E8aAaXFqbD7/s6IWY/afaRAQVooJUtIpmgjZyV+okUEvkmDgnLBX0ygk6KIyL5rpGYhJCqqLCLHg5y1v1UScWXepl5ZjtgoBTMXVAQKygykgmk0aQOpB4yMWjVaAymkprlKSk0w4wiN0p10OqlJO1CTad0bM5RaUZaKGsPAsnzOqGRkVxiqNFij2RuOYt2ieYJt4zI4FUNFXwMd46BFwTsKVgs6i+dAokFYL2WKq44Zzz0Y1d0aWw5/yiEcUerXsxrcFUJM4BOAhJILT+QC3Y/gNHWJLDua8he9/zoAjUt26jD9/FlLfiFy8uwMyBncabYBTICSyG6J0nYHAFJKFWU/LLPdKrCcEFDg7h9usJd8OQSXoF0nVsVVMUDSf1mG8dvcfXTcAVQ8Q7wHG7gN+enHD51ps8/fDH0b5icf1dJm+8xvjuO8xPD+mlCWZvk7dHGadpj4G3pJJS+Yap0dxKu9xJt3ixaJiaBrC8M7/Hd2cNf3l9l1ItmCRzPr61T9KMEZuSW08pGbPiSQ5ONZuT66wNplx9aod7i1t899k/5he/8BCdzhAnDUoiN8gFt1qw/6TT9nnvtvMWIMvwavizdMV/2uMDPCSWcFwQrHMkymCs4Y1/dpP3XriLUZvkvqaDo0OGYYrFIVH2QmSqNqRUCEtD5cBZb1qhyAitQMG0lro1FYFY9tVtUqkWIHjspTnXvzjgtQsGJOH//fYxn17fYb+TkIV5POBqHdM+fgabbMvCKc/zeG0feLaWnpDQGjt7j3WWsqxIkmT1XC3H8vn8whe+wKc//en74L0HIf26rttOsMF5T5omrOfr/OLnf5lXXnkVZx1PPvkResUQb8M5aFTFDJWlQCdExGY5IuwYIOi4zzjAWbwEUq1oBE4O7/I7//3/gH/lGp8dXOQZuqxbA50BTyY9yt0hd3L43vde4rcnp3zqP/i7hL19ahXIlOBbW53dnR2+9KUvcffuXa5fv85zzz3HM888w/7+/n0HpwcL4wdpDMt5OhwOOTg4WHXter3efcbE5ylJP+r4UIs2CWdwXpy7AVEerxu0VyQuEFwgJBV5X9PPU0azinF5G/wUlRRkWRpPnQQSyQl2hkhDogM68VzcTLh97xiZe9LOLnNnSZMM5wJ1E+j1tqjHcPe4ZnujgzIKFWqUL9ns55T1nOn8EN3ZwUpCgyHJNjme3KDby8h1QKmGYT9hWk9x9SlabRBcQpoMmU7vMsgznPMos8GsFk7cAm1qNqRANQ1zpti8g9cdFrZD2XjWcHSSmnQ+oaxqdN5nYQ85tiP2csW6TlDzBcFFnZNIIJzbhJWPPG9nok2E8R7feoyJhNUmH9pfLU4aHYpC9ErjhzgrLlMtQrs8njmNn+3iurWwMAEy71pVUPRpQzcEb5GQtPwKaKTGCTEsHghBo0LAS4PoeCq2TYNKNeIUykeycJ0ABHSTkPg4kW2AxoBVsYjzbTyIUuBTj9gUL5rFMOBNzMTbmwtXFu3psnZsupp+qTncysi3+hTdFDXV3H54l4OO5u4woCpP00RemhPXhg/HorKWGqNjcHvWBDIvFE7IrUCvZrJ2AqcBExIWUlJvCrroEZSJ93Kh0LUCFd+HCw5JNKV3+NYWxKm2YAuAuJa/GJDgSb3GOIHUEYYOmUsrWpFYvGUguUa0b4nfP3jLWRr6evFYHXDKt9C7IMtrr4SknGLffomiskjYgMzELpuzRHwcIAGX4IshMtxDbBenLex6kgueOXN80WfEkBunGxwwZNxPGUiOmJJTOeUb47d43kxxWQfxJlbxxoFXGN/l5tdPefPam7j6BtM3nyOfHbG7niP7Bb5nSFLL0d3rTIotvtObc9BVVH5BmDdcOiq4mG7iUbzRMxylBoPm1dpy+847uN4Y2yv55um3+bX+0zyRXCCdKxqdsig1s3CJW7MZA6NZ33DsPtKhuVlTN45cC06iYlETTUxr6+5TiD543ZVSK+uEZeF23qz0wY3jZ2mc959TSoHUsRvspTW4dXiJgdpLslmic8bfsvzmP/0eXrrkwaC5R58GqBECOQbVCg8ckODpUmNoWn2kwrQ9vAZPzAbJ2o+49j8hoQuthjRF4QgspOH2LxiuPabANOhiyJ3TG/zrGyM++9g66zquT4RAEqLq0ROixY9aFjFLbpig2rQYOXc9Pux7tSwC7uvC+oDSCu/a9GYVERbvPM4H5ouaV195me3tbR5//PHvgz6XsN+Sy/agUGD5vZacNtM6/rvGMVvM6eXr/KUv/pX4Pb3H1yGKx4KKPq6t/c0ZZHi/SGf1s7SHYZcobCbMiBYhyXjOy//Nb3L4G3/MQ3R4rznh5njOfq9guNnlyE65EC7xkYce4+G1J/nqy+/w9m//EY/9o7+JVgW4lnKUCvOqJDUJDz/8MEVR8Morr9xHRwghMJlM6PV6pGl6X8zc+Tm87EheuXKFt956ixs3bvDoo4/y0EMPrebzspv+M+fTtgyDJaya4QSlcImmMRrTaIxKcDRYERrlIYdemtFxCdNJxXg6wkqOcgpxFcEVeKUxgLYO6oqhMRRrG9w6XjBbHGLWh9iZJ/fd6FODRbpdThYLVGVZKxKkqWNYdHAM+zmLkznelShtoA6kusClQw5HJ2zvZGhAVMlgLXB0NCHIAC1DRIN3I0anNUlmwHQJaI5Oj9hf7yClYS3LmIyn6O4QFOgkZzqfEjqGJPMUqqGp56gsozaak9CwHnIGyQDRXVKiuCAsiYGxmYV4iQauSUC5KFZwOtAIK+9vjOBdwLX+ZoS4WHoJBJEVxPgDlgMICre0Kjj3nC3LNkPs3BUibAShUZqqfX0/TdDise2ElACFZPEA5ZZeXwHvAk0TRQip1vgmkOeGXINuNC4lOu9jKN/3zN+YE6xQK2E2sLh16Fzs45eyTBWVtXaU4o9ilJbvBjIPe6/d5tL0Dk1Rsa8qskVN7QLhrz0Mn7+Eso5KFIfbe1Rmg7FL6NZtsL2HkCuIfpukQZEoQ154NhMhDYpUazIPHQPbT+f4/7RHsgA1d+Q9zdQHFieBUMfWvzaaJAhioWmdyatgKLERGg/noGnfLm4ikXgvgdRrpCFWzcM6tg/KJCoYTIDcE7Iz48zzBfcHjdDC8MoJzgSssjTKYYKggkb80k5DqA/fR9/8NsliAmYL8gIaG0PqnQWdAoaguritPcxgADNoup7makI9mBNcj/m0z/XxBtOtT2BVxmw2xk6PyQaa70xv87v6gKqIilxUQbAWbODqOOELr69z+evrvDe9Recj17h6wTJYSwidjGm3w/FWyjQvWNyxHHeE59Y0ZacCX/J41efnXtxi78YeT12ds/foCW/vlXSKnPcJXM8ayA0Ywzt1yVeObrDRzbmUDnFBMScgJiFL9nlpYtl3ns3+Pj//2X3SYqO1/GlRBwLGaKyT77PXeXDxX/7de48x5vtsAn4WC7YHY34CAdFNu/qn4KJEQLKo4ax8Saa62BN4/r9+l5t3G5RsYIKigyVjhqFq7TqSti8TTSw0ih6OhBJoUMTN0hKosAiWHgkNdetRIAQyFNGuIQOseJqgONr0vPBzhmlvgdDBV4J0uvx3N6/xxU3h72wN8KEmlSjOxsaIqxjELjSuQYmgtcE7R2itfQg+7jM/hdHtdsnzfMV/lPbngfYgq2OB5BuLVgYVhE6W8+QTT5JmKdba73umzvMPH+SxARwfHzMYDICl3YdtoUMhMwVGMkKz9G1TbTF7HsymLeJg1dL/oOeKmBEcfRICTWKQILzy5T/mjf/6K3zkesrDe+tcyw/5xvQmk2oBRw6jhM/4Yy7rNYbs8nnZ5He++jw3H9nho5/+AolLkRCwElWsIUC5KDHGsLOzQ9M0NE1DXdfUdU3TNFRVRVmWzGazFZdvaYR9PqDeWsvJyclKdbpYLH4CXqhxfPhW221xFNqq2oeoaPPKRfsDBG3T1gVfEOMQ5ekPEvJ+l5PjU2zjWF9fI0kNTQWiIlNOK4+EqC7Z2M6pTmoW02OKdBNfWYzEh1EnhqK3zunsLpIE1joZTVOinCVPcta6CYfTU7JBh0aExgWy3oDZ9IjpwrPZy6nrCf08ZawarC1BulgPaTFkNjvBNzU6GWIko1xMCEUSC5ou5DVMqwk679FVPcrxmDLRdJVm0Mk5ORqTdvvkuqBuEmqbkATDZn+AlpaLRNviljOoSgJoF2GGpaBdhdb7rJVVh0h7o50WZ/YRPwF0ZQl8+PaLZ07QPgZ5Vya2n/GGbqqiCSvx5w+xqYTzPlpmaMG5QBNivFkiIN60SjvBNQEnkUhMqTl9fc71/+KIZNSjFsX04gL9ywlbf62H78R8gKAbvFjkNCE98JjMk4wNPVOyf/s5Lr/7FXQyI6AYDw2Hv3SZ8Cu/ymTrYW42ilIVHKQJIxtImwwJjlILiY8xWkU3iWJeBcZr+tqznmkSIGntPo1x7H+sw/7THYIBHxyN0tx8zfPuH1WI8mSiIUnR2rVXNUKtTUspCNLCzMt7vrz4S1PdEBc1JYLoGCUm0ekgYqDtr2B8m1H7o4xwxk0MamW+6bUgria1jsntN8kO34XmNqzvQRLAH4K+CW4Org/JbjxsDTYRbQhZjR82sFGwYEZOytFBzlRtctrr0HjFIB1w7+QWb9+6y1flhGqth6iaIBaahl7d4cmThM+8XrDzxwP2Xt2nyDTllRnzYYqsH0J3k0myyUFHcZRYys6CjoWfm6/xmi9pKPi5u+s8+s1HGH55m9nFBY/+6gHrHz1gsdvQ2aqYbzQcZg5xGVKkvFGe8i/Hr/K/6H+MYbZB5h2ZE8oqMNCb9PIhW1ubZCohOBWtXSSGLAUf/a9MkqwW+Q/aDJd/Pq9MW/6btXZlO/CzNpZFpbUNxiQ4ZyOrWWJku/MOnSQc3LnL0fQuril54sLT3P3WmN/9b7+LyAYJCcKCBIfBtc043a5utuWSRRPdONd8tMZhGYsUVtMjtKtiWz5iWo5bRAzi62oq7n1COLqYQBEItQJpUElg3lvwf85u8Qk0H5OUu/fu8vLdA9boMex12bm8g3fRQsOHqPQ2OsG3Iqmf5j1admLP2zaF4HHOkyQZjW0Yzab0+l3yPKNeVBiE9fW1eABsC70/6b4uv8fy0KC1Zm1tjfF4zMHBAWtra8CZMjJJEnDRjy3ejFYI1cYxtrtGXNPOZKur73N+KAkrxEf5QJeEkxt3ee5f/z6bVcaTnX3m4wW3/ITrA8eNnhCSjDUbMEd3+FvTKYMwZKNI2XaegzfeIv/EL4JtleaNIytSjg6OeeWVV8iylNPTU772ta/x0ksv3XdYStN01QVfZqWKyGpOLrNTl121ZcH3Qdmm56/tjzI+vOzRsHxwlwpF33rBxCzMoDyBGvEG5Q0SNF57gncEiZFBSZIi6wlG50znC2Y1FEmPylakJvqCeV9hXUWWFuytFdw+nRKqManOaJoqOly4yG+QdIOjk2N6aUGuGrTUaFUx6CTMKku1OEaSdZwkNCHF5OucjO4xyLqk3iDesznocPvuGEl6KBN9cJqQUTmhk3cwIcfIOuW8pDcAly4wVmgmI1LpkfoOVehxOp+QDoQsE5LEYps5eZFjFznzUjHUWXuqbBCS9roFfLsBQKsWbTtvqvURWsq1l8WdClEMslxEPoxlRGi/vweaqKwKwYPWFD6Sdp3o1vg0CgZAMF5iGHyLu3rtCDrK0Y0RlItx0E4LTQgorxDlCZVH301JbR9BYV9LUY9rXOKpUotqUmy7LOtak9Y1dEuoE0JvzvDehP57p8AIgNQMmT4VuNvr8+bmOsdzjU4MUy0044BatAHuOlpxOAWiPcpIGz7tyL2jY4UYYBSdorSC0PFRIFEHRAeUAQhYIj8pzAPBBkwveif5AE0Qah9fGy3lYtUWPoBYtkxTQELkrWUSExEIsdO2VJQmsVgW+cGgeBSrBKyOoLj2kPporVJLQClLKiXMR8iNt9HzaTTXa2L3m9JGxSo5hCGEDejvInoLgsIWE9KHivjz0mUx7nJnlBKGa1jVEFRg3sx4zx/yXcYcADIKBJehtOORueHTRwP23hzw0Dc22Phqj26eUD7S45Wb60yeStn9+COcesW47DD3HapUWGtuEl5RPLPY4ucLz3E249L1Hvn3BhSzjPSNHFd1GR5scfjwW+RPzxgUhj/uKO4oA5VFMs1rbsZzp2/x1zceY7OGom64UKzxyKVHWU9SaBxOK4JtMJnCurByXA9ExSRtR2QZUbWETc5Dn+dTEc6rSJceTz+LvLblpj2bz+kURTw4NxavQBtFVdZ86xvf5mR6j0d3H+P6ezO++09vczSr6ClF8HMUNRmWrI2q8ucMO5bsW03seiV4lsVc9GiT9v9xYZRztA6DxnF2eJyFktN+yd1PdLFrKRKaWGR0Knx2jHqk4sXee/w6PT7FZY7fusb33nyFtbVdnrxwhd3Lu4gofPBkScbp6YjXX3+Thy5f4cL+Lt7JT+Z0/ENc8+Xz4Jzj5OSEJEnoDwbx+bKBF7/5HZ5//jme/tQneejKQ+RFxvrWZuTWWvdDdQRFZAXpN01DURS888473Lx5k729PZIkoWma6DOYZlRlCUCapXF9bwUdEEAvrYuWxcz9XWQfVtIzImfXgyiEgJnXXH/2Re7duM0j++vcGNTcmh7yYnmbSVcIaUy5KJNAMyup6znSraALCSm6k6KLFN9Aog21xE5Zmibs7+8jEmHOixcvcuHChRUHNUkStNYURUGapvfFcT0oKnDO8ZWvfOU+4+w/C4/t/Pgphdq1y1UL6yDR3NK3bvfKmuj+7j203CwxHucCiRbEBE4mJ3g7Z2Nth24nJUiDwmJ0jCfCBQZJAYMut+/NKdMxeXedZq5w1qBVQZoaGhs4vHfM5d0UYxpcPSZVHdYHXW4cjdBphGArC910ndlixnTk2OlmuGpOL03oGkvTTKPq0wfyvEdwDtEZvklJ9IDpYkx36NFZRWIKpGriIk6XwvSZVyNqFEY78m7CcbMgUwNy6dEs5vh+QsPyJH5Gs13CZBKWNh+BiJ9Gpegy7FVrEOfxrTjh/J34YSbn933sT/ncpQ+SiOBaHzHtVTTob4vGEM7UhtGzz+NNe+oVFc0e21SAeCDzKGnP1DqGy4uHREkMTleCKNBKkbqCcEir6oq+dQutCF7RVwETAmGWEIKmchnTZJPABlCCrlAWskNNYg1Tp/CpIadGNQ7TmPizp4qkzQwNKsbC6EA0esYjIXqEqQBaBXRUeVCHBis1JhMICd5DYxoksZiZR1nTijRiN9oFYvdRZFVcLSmK348fPFDAaWm7bBILNkW0ck8jt01+BMsPD9TGkzhIHGgreBPD4YWaRFf4yQHcvYeSPiQabA5NCU0KfjeeKPQOlh382iPodIBTNZPtku7DHTyW0Ay5Oc44yLYo0yHOBaxueN2e8Nt6zHggCDksDNlhyZOZ5tPzgs3XNOtfG3Dht3bYnBrmWc381oD6qY/w2uM3uLUXyK5sMuunlFmfqbHIoqL/umLjvR12moRRfop3NTIJKAloCfSvK/KjAclHdhmIYqimhKsV3xp4bqWRg5hoz7E/5O6dBR9Ze4hH9y9yYX09wp/O4b1E9bvKCLa1v+FM+blcxM8XZA/y1Zbk5gcLtWVB97NYsC1/ztdff51bt27xkY88xfbaDmmaoFTkWCHC1cceY3yyzaa6wN1/6fjmv7hJX+0TPCsj8YxoqB3XPoPHoogJOwaDO5eF4LGteW5rGgtt4RbaUs5gsRhiB9u1z/cUy+nHDe8/kUR/Q6sitSBZwMUxbCwQJvy/wk1+TfZ45OIuj7opxvTpDnp4v4wi87z6yov8zu98mSzLeOKxJ6lqF7usH4bNzoNztYWll0XBUpDgxKOC5uDa+3zrt/6Q73z9OeYv3OG1rTWStYLP/fIvcvVTT6FTdR93C1ipmx98zpa8t+WBYm9vj+3tbXq93urQkSSROyI6YJ2NSTi69YdTrDjWSi33DsFZh9bJisi//BoRTo3UIB8cRjS50kyPTvBlA6lw6/YRN+09iod7dLsOneWMj2b065rdtBdRjE4JRYH4HK0Mxsasa+scOtEoo0gGKb1uj8Y2vPjii6wNh+xsb6O1ptvt4h7g9C2v0/m5u9w7lVLs7+/z/vvv8+ijj/5E5+uHW7StXPtCe2KCygdqpxBVEFSGUi56eTmHiMepOK2iYb1CBYWrLblKUdk2xyNP6SybGzku1GjxGGVibEY1oi89/LDg1mRK3STorEeoNOPjmkQUa8NLlIuG4+mEjTWFEUFXc3o6Zb2vOV4cknYyGpuxsJais81kcZe1IpCpjGZRsd3rcuv4BCQBaxDJ0angnEKsJ6VLSYdTe5dBv0IFTZGk2PkCnfSpfUKQjCrUGAN50SCNR2yPVHUpFxWzvKFnhBBcW8Ak8WFYXs+gEadjvACaleX+ch93LPvOq1sR2qQCLypCey7cV4h9cPs2qn91Wzb6pYrx3Cc6YnC4F02dqJVDudPRX6kKkUfnieIJK2eqSNVKwLUPeB8nQcxMdWQq2mc2WXTuth6UFVziKXszwnFK8IoawQxykiZFatV62GlsMAyaKdlhQ7WucHVKOjKEDc3iAhTjgMwidGuznLzuc3EqLIRY4RiF9YJtg96dDSQuoEVWWYRKGjIihONULJSUUrgQWk5hzCJtdIjq16CRRHDpDCYxsLqUEpeUNCoBo1mYhirxFCuyrpxZtCzdcZcda4mCAQmtWWbSFmlLFWvEkECHSEngfk7J2QOyvOHxfjYS+UM5ARpZPup4US0pu8Ee38OPplEdaoBOAs5BeQJuCiGDxLMIimzQg7RLHeaoncgpcxS404KjaRfX2WcUcrQ4Sjvmm/UhY92gshTfVHRcxs9P1rjwUs328ZDBtQE7b/TpTQ1WPL4SdGXQryXM1A6TfqC52OfO+oyXx7d443DM3njBp6o+w3czBq8OSXdh9OgpRa5IQ3y2Owjl1LL7/AWacsDB/BaNnVI9PiVsBKZNw9UaLro55Z332V/b4vGtfLWZ+TZN1jlPZmKxcdZtiRvhsihbQqRLztr5eXf+z+ch0vOvexBC/bc9ljFcr776Kg8//DDj8Zh333iPL/3KL9G4Eo1GZ8JTH3sC5eHo2wu+8utvEWQAoWl91QIwIWFBhmu1nzEzIUZ9mNbKw6PwxITXM0+yiErUBFr+7qpP55fGONRt08B14eizKeM9ICwiGSDz0B3BxgJPTEG5Jwf8X7jHf37lMp+7uEe3yVkkgviYd/n1r/0xb7zxJl/8xS/x3nvv4lz0IftRDkl/lrE8CHQ6HaCFJoFGWcaHJzz/O18ju7bg71z8At0yxx067p2O+drot8lTw+OfeYaFuLjU2IAN7j7o/oO4bUsYsNfrURTF6rmcTqd0uzFhIMsT0pC0z7tCZCmosUA8eJ+enjIajbl06RJlWfK1r32NyWTCl770JTY3N2nqJlIzJAoqfOKoQ2Brb5M00aQqsHepz/zOMdtr6xh9xPXFhJ44rpqEX734KPvd9RaeTVBzYXAidF1K1dO4IBwdHPDiS9/j0sOXefTRx6JFc7XgX/z6P6dazPnc5z7H3/zbfzs2DoymaRx37twhhMDe3h6j0QitNYPBYFX4FkXB2toab7zxBtPplPX1dcqy/BPtWH6U8eEVba1gEXVOiBAyTk89s1FDt0gocqGTGiTxWF+SGBWjdlxMjQuNQoW464gD0T06nZTp4h7huGJzs6DxM3SIXthGOVRoWMsFK4a7o2OSfkKjUg6PR4QZ+L011je2ORqf0O0lJCrj6PB9dFKxuXmR2aLG1jN0VtDUisIUNNYwX9TkvQTtPToNpKmlqSckySbzJuBVlPRjAtYJOukymTu66/GcV3QyRqczSBq0MlQhZzov6XUVearQqqFZLMiTHlXIWDQuKgZD5KzF9lRYXdcQopggihOWGzttp02viiJpXYrOuvRtpJiPC5h37ke6p9/v1dX+roVJcBx6h1UKEwRnA40R6uCxBNBR0FD7eL8y2ypwfFSgKt2KAkXhJKC8UNeeyvnYefLgrEZvCOt/z2BGNVaDNpB81CCJIehAgqKDJw2Bq/ldeuuHYAuawqM6lrrreOnnnsKEPQbHDXXT4fbmI5TXekxqw4LAIoWTDoTEoBJHIgGTBFQS0EkAcTjxaNVaF3jhpHQkWoHzKzDHO40PhiU4ZoMjJLD+mCHftaR1iVE1flMheSyMSuOwWLIQMwPblbPldSzzHuJYknSRpRRPRdxIqeUeB8ahM4XVwg8/zvmoR2+PVkUMQTRiPc3BPapmTk+1xX3wbUzUKbgRkIJP6HbXYybs3GF7DrWZxLAEURyXQlXv0HQG+GBQ4jkqJ9yzVfsMW9CWTqjYuVdw8ZUt9l/YIXvP0G1yqoHDjhUihoSAmQjZN9cYr51ycOkGb1y9xb90xyySDr/W6xLSGkNF1ljwCypzymzXo5sKmefYqQYR8pCQvNRjc3KZkkN28sDTesE8n7Ltaz6VbXCpL9x79wWaS9uYzl7sGIsgSuHqgHU1Kl0B2O30PIOBlt2KJfyy7Jic93A7b/+xhGCWmYg/i0Nrzd7eHq+++ipJkvDQxUugPCooJBiC9dS+InUZb/13Ja+/e0qqejT+iNBacmgsGQ2mfYBDW36dmef69hAZo+2ijnrZldMrvWhojyjRTjciFKqdiQ0N9lLC7HIGuop80FBBOoONKXQsMCWIQaH5V/5tfkF1+M/0ACU+5izoeJDq9XsM+gNGoxEhBDrdIn6/5br9IQ9jDG+99Rbz+Zxut8tgMKDb6WCKlGtvvsutV9/h0d4OvRPF8Y0jbMejtxxH4xN+73e+zHE9xXVSkjRhUHTp9vtkebbq9i7hvyVf7nxeblVV1HUNxO7TfD4nyzI6nQ51XWOMwVrLvXv3yPOCwaAfkRgdn+X5vGQ6naK15uTkhOeff57RaMQzzzzDxsZGe4iM9CqvPF4pdKq49ORVehc2ufvWIU9s7rJxlHF8/Yj1Tcu8qjHa8EsPX+VzD3+UdBJFX7IIVCdzOnnO23fe483Tezxx5RHefvsN/tk/+2f89b/x13ns6qNx/lpLVS2om5qDg7txjibpag4veW0AaZqurs3yV1VV7Ozs0O/3efbZZ/nlX/7lnxjH8UPttIkEQssuCihcyDB6FyV9JrMF07oEP2G9a1jvdZnbGiMaLZ7gNUZSFBmlNbimQekCFxLyYpvJ/B7OlWxvdtHaQxMjsEI9Qzcz9op16vmc8ew2upOiUo1bFNy+uSDL+uhij7uHh6TrXVzQ6GZOGN9lv7/LeydHpJ01HELtNGmyxmhyj343xaQNTlX0B8LBaILoAUp3USLU1ZTMpNigMbqgaTosZjW9QpEngSp1ODuCbIB3/UhkzEGZhk4H7LQhOI1OOkzrE6pgY8nldSzQOBMhBAmxa7WE/0TwrUu3iGBVhBoilyD6mi2VO0KIu766vw3+g2CXVdj1khF/ptqnDp7DesGNMtDohBzQCnSe0pj48yABLworCrcMSfcBFQJKBGPaDS1A0m58o0nJwjqC0QTr6QTD1uWCKx+5gthA0FApGAkcNJ5GKbS29IJjq5nz0fQVLmYvYDqCshUL0+N1/zR/4H6Vo76nn1nSmWY07lA+p1gMa/COcWEZb1se/uSAjc0E7QMOh0ojxIlEy4AgsSiuZpaDoxnOBpyT6PTtNMEraCTy8cQT9IK13ZRnPr9Hp46+vi4XpgZOvefY1VjV5ob65cnnwZuwvOqcdRmURLg5Ae1a7Ny06lEdkCTCyrH7/QGmjufEKrFnK9HQGY81AdOKGHRoDTm9ApUR1rYppSQJdXQ6r4VMKbBHEaNfaFTXteH1AfopoR/v98IZDmyHhdpjoXISEUpb8Wo5YuE9pAnBWwgpV0aa3RuGy8/usvvH23Er3l0w7jSEcReDpxsCGRqRjMXXHcePvYPvnbJ7WXEcapI0Jek3NBdPWEw8tj+C3oTZYka9d0o6XceUaxS2jxBIxbB2bZ3Z9+Dm5UMWxZjq4phHL+zy0XqftVIzu/s8t268zpWPrRNCgkYhXvA64CR6i60yY1e38AxCcR9waHqwm/ZBofEfpPT7WUhK8N7zC7/wC2xsbDCfz/nYR58kYGM2cEt/yFLhzldLvv7/vIOR9UiNWfXTHAkNOSUGi0e3cKZFrQoviGxSi6KGtrO2ommsUkajzceyeFtSPJa/15vCUZ8IjWoPMofBAew2UW2PbjlyHqdu8vto/iN5gp7KyH2CF40L8PTTHyP4wPHRCX/5r/wqWZbgfoqWLEopDg8PuXXrFkmSrPJCrbW889zLVLfvIXmH0VsjqoOS7U/vkOSeNRru3rnD4dEx5alnUZUxAzmPZPsl0d4YQ7fbpdfr0e12V3Y1SinKMhZdy2D1tbW1+woagKqqODw8pN/vMxj07+Nj7u7usLOzDUQF7Be/+EXKsmRjY2P1Gk9AiUJpQ+Mtp/MxyXqPj/6Vz/H71/45+eQea4MOyns28ayXge1el1/bfpSeywh1iaQph6MJZZHx0OMP8/vPfZU/+O7z/Ad/9x+wd2GX/9U/+kd85IknwQXSzJB3OojWPPGRj/DZz30OZaIHXbSUMmxtba24hFmWrdS3S7h0OR+XStQHr8mfZXy4nbYWzvHB40XRoBidwuRuh8H6LlJUVPURB+MjxvOSbp6x3k2xocIIBOeJRlYKtMIGhSfFhUCns8tieo+Dg4oL2wOCn6KwzCZHhMmCXnfG1a1NXj+asLAjur0Bx1NNkQ249d6E/avbWFUzqx2mMyQPM/x8RCcpGKYZp/NDTLJJ0whpPqBqphzNK4ZroKSm102ZLDyzeoHJemjXcHp6D9Xr0e2uxc2aPrPpiIHJSZXC9jzH41O07hB0QbVIcbbGpI48UZz6kiStkTRhNnU4EYToEqvUcslqfdMknvSCUXitcUHhWFoDQK0CGoUOGpfEok+Wi3qIbuSE6FvWNPZP3RDOxjlq6DJPqS3kbPBUwVMHQ+VSnDhSBR0VuW2mFaY4D4lTWOdZSIj8L+8JStDoVVGqtCIEh3Wa2un43qxD2YDrgXQtqY88liRXzBqLnMaUViOewsKmbXjo5CYPfe87iAlIVWE7fW48/BQHs0e4uaMxKRRzqCVQ9wUpHYOZEMqEJivjVmA8VEIw0dhXhbaoCWp18rJBU1WasoltePFCsJFXF7xHeyGxCVo16ACFgp5yFIViJg4rGhUcykMSDNLYWOSdXfooMvm+Ii6sfomKz0PIaDfJENWcGrwKLUHhg8UoD5bqBhXhXDxWxxotiCcLgvEGLwXdpz9J7+FHCKN71KM588mYxfFtkuk9ivENOL1HkijStX1Ur0s9b1DdApWAdo7JpMedWca0k9PohqwKTMKcd+wCp4hZrV7YKPP/P3X/9WxZlt93Yp/fWmu7467LvOkqTXlv2qMbQIMACM4Mh5xRiGRIIb2MZh70oBf9A/oPFKE3mVDERCiCUpAaUJBIijMECQxAoOGa6O6q7jJd3WWystJff9w2a62fHtY+J29mV7UBuhrQrsjKvDfPPXnv3sv81vf3NTx/o+DseyN23h4wROhKw2LD0N4OWFr8YE67HXH3C0IdMMsTqvuB8ccNX682OdoYspWBDKfMryyxg5b2eElewsZ4SNiHxe0W513PoVKsKiotfrOlK+EHG7BvG54SJbgBLp9Qjsf84MMfsvvkSxTlBPUeI4mn2EVN0XHmky1WVujaqu30SfNuxRNatV1OI3J/G8UIq43rxRdfBCD6QAgd1gqRFjGCP8r53v91j1tHS5ypevGBBTIMczJacloyPB0lvleLrtBfs1I19+FWStsXcbBixSVsLnlcrr5O1mVdXwxsWHy5JtFCVsP2CQyTcTMMgCWRe8B9vstNvs2Mr8qrRLOJEAmquMzxuc9/Dpf8w4nBY8yKw/vZF27ee156+SW+8ku/hPQfz+dzjg9PmN/Y5/b392h8SzXJsQp1vcTmQ4bVmMGFEb/6y78M45LWd9BFgkbarmU2mzGfz1ksFmve1vHxMdPplMVigfeetm0ZDodsbm6ui5iTkxOGwyFZlqGqDIdDnn766YcsL1YxbatiZvW6L33pS6hqEmmt+HUqfadIQAx3Dw7J85Iv/cPf4uPrH/Huv/sjLruKsa0YNJ6nhpd48doVdrMRcT7DnN9gD+VPbt9n8KVXufDS83xxe8KFxy7x1OXHOL95lhevPUnrQ+LUh8jG5iZf+qUv84XPf4HzZ8+u0YmU6PBg7jrn+PDDD7lx4wYvvfQSm5ubqCpFUfDBBx8wnU75jd/4jf8/4bSt23OJSeARVAz13LF3u+XkpMZMApPzZxgMhmg45HA2Yzmfc3arSqoraVHtgIi3HWKSb1U0BTE6RtV56sUe9/ZaLu4MiOEYH1s2Rw5p9pndPeHC7hXe2T9ksLHL0YGhPTJU2SZ3Pr7L7uVtDub32C1HhJMTRg58fcBWdYHD2RxXniG0wrKzZMMNZu1thgrWtqgGysGA6XFARJEYEGnSWTEbEZpIbsfEeUvMMyTryMsW0wid1KjZpFNLu+goR+AKEG3x0uCzvFdMJsm8+tQGFUl6KKvp5rYoddRkWWkiXUwKXRFPQHFqEI20MRkhHu4dUtc1Z85fxDrH4f4hy+WCS5cufWqmofa+Xgk1faDeWqE1USNBTE8qtcmjSAxBI+o1ZYSn5JeelaJIUDqgM6m9h404Y9Z2IEgKjscZVB1NSKT8lEMX17mjVoAmYMWTkZIfgkRcNMTO0WlGNQuYZUvqGQqubalqjx225BQws5haac95jjciI5v81IetJcwKMjWotqjmGGdRDRhScoPpN2RD6kSKGnJKvCQTgtDLalUVb0GtUtSK7SKDKAw6yNSjmaE1UBpDEYEWXBRMHns/XZNQKhtTTqMKYvpN7FQUjBhJuZa9cTKGxGczfci1lU8E2VbT9RSjKiGxATAmbY02oKI4L5hg6DSn2zwPZy6Q6Yv4ZWRohHGc4ue3iT/4Jnf+8N+Qz2s26gD3btFWZzFsUi5CepbLEUtG7G8YJASy2DFvjjmKMQkbSNFX548rztwcs/36OYYnOblEai/445KqFoy0LLeOOXxyynzXwseedqPBdYbxhxtsliPOtCPCwZL2aMphF/CF4SS2lFNHvNcwXI7JnqvQ+xb9OB00gi6ZPr1P/bljTp5WDi7l+DjkmwcNv1IqZ7IBg+3z3Lr9Ebf37vD45Z0+S7E/ZPn0vMwaHX3knp/yYns01up0C/X0a04jb5/0fr/IS3p7odVJS0gHw+gjGvoNVwQTMyItXjuKYsQPfrvlD//vt8lkC3ROoMFR9KzZGRktjhaInDqq9h+v5AezfihrjwevdKG2d7ZMfm69tj1lT/fmH8mjUihbg6xscMTCoIXtDpj361sBLFE+QtjjFgv+EPglnu+fT8CklYeokaZRxChRPawsin4BV4yRQVlRZjli03gZjkacP38eWXj+8L17uKZi++yY7mjBR/u3UXUc+iVPXX0WyV1C55xDStaH8RWadBr5jTHSNM1aIOO9pygKyrJct0kfRYmBh4qwFQVg5We2GuMrk97TqmkRwTqX1Om9kOX82XN0VpBByW/81/8YWwr3v/UOF8dneLrY4PnhhDI3NCd73OpOODLK6/UJvPYEL/9nv0Wdl7z0xHO8+uSztLGjqxt8rvgYkd6z21nLxsYmV69eo6kbFPPAY67/vlZcVO/9mq+2Qtem0yn37t3jhRde+Lk/71+IenSVIRYBZ0dkVvGd0OwvmE5rds+UbG9fpHAzrMy4u7dHWQU2NkbYPKNtPGocxvaodZciRXy0lMNNprN7HJ8Ezm3l5GUGzYytobA/XVDP9tkcnuPe7JDR1jmOjgKFq2iWBfNDwZiCLnNk5Bg7R7spWbbJyA2o2wXGjABLsDltZ+laxVmLqFBmBok1GpeIiUzGOUJN65cIJU5KYqyoF57B2GBdxOVKqw0WQ8xKFosZgzaSjyDLAnVs6dRBZ2hPutSCPO2zlhjnKfNNI3VIJrnepUZ06BcTgqIhtSEVZblcsLe3jxHD4eEh28U5bt+5TQyBCxcuPNR++RGX9jWZd9U+60lOsjIxSIOdkKHRYjKFnhyfCpy0eK593QzE3iDYGIOo9v5yadELooQEUdACwRhy0YS8igGjvZeZYEqhk4AlsmFrjKb7YRFy8SzGSjcu0IFDNQM34v61wDJboo3Fden92ioSsuQUPreBvDFUC8FFsMYhLtmorHzptH8wpuetpGIzGUV69cnLzBjokv96AsoiTg1FI8kQORd8F+hcMu4NdcCooTQW41OL2MXE8hGFKBH6gGWVkNpEmgLJk6EbCTXQmLhtVug9SFL7tPeVO+2J9NA8XT3vh+C9njUkMVHCRUAisYVo89Qu6ApajRhjKcqSbFDi73zIdl5QLBfo8pBFc0y4NOJwr2XjdovLM+4eG3zc4XA4Y2xGiHbUzQKTohdQiVhxnD8URjdHjH84Rvv4suAVczdR1z0L6nhMa07wG0ooPDqyTNwm5R3hqFniBi3j+QblnQFFu4SyhOhxU0s7n0FsCBcW2PNCfpihc0ctLcvHToiXDjnZmdKxADfixtzxhp5wYViy3U7ITc7tGzd44uIraXCvzToVjZaoiUn1KEr6qP/V6nOnD1CnP/7kQ5U+9B6/0MJNtec40G9qKVvVGJPGfn9gNziCKsYKJx8Kf/p/vI2GswzMiFmcEQl4LAU59Dw1AN8z0JK4I8fTkJMOTSsWW+gFCQ+IAnIqzqpX7eKgFybYHv0SoItQW3rumYHSQ7USPGSkU0sD3Ef4GGXOn5PxIR/yuJmQYakQ0EiwHg0WQ8SYJA7C/GI4bbJOYHgwVqJGlka49Mw1nvjci7z7P36TmVky3KoIRcUPD29w5tUnef7Lr2GHJT4EosZkR9M/w1XL71GkdxV7dXq8nba2WHm2nf77R7NzgXUb8ZPinVaecwCthqSnEpuC5K1gcmFKR3X1DL/2X/0TXr/0h8x++DG3ZoEQjygXHbO44GPXcK9Wzn3xc7zwy7/J8OwFurpmFhpy9UiWKC4+emxmCE1ATMbVK1d46+23uXnzNjtnUvt2ZYsiJqVArFDCy5cvc/ny5YfySd966y1EhKeffvrnPi8/O5+2voUn9FnvCLXC/YMD9g9ydrbPU4UB4hsOPjghzg1buztQ5LiBZbrcZ+k7trbHydurm5PZDBstnUnwtUoKOSk3trk3u8WgyhhUWyz299iZ5GxXBfdPjjkzHhDIuTeyyE7F8cwzKc5xdOuAMh8zM3OG1ZjjxQHboxHLxTFb5Qb3mylSpaIuSo6aCUdHJ2yYIWiNlchOqZws72LziqFRCpezPzvBlDlqM7wtmfs5EzKcWsaZYTFb4qqAlwnTMGfSzGib++TVmCkN9+8vGC4t1WJC6MCW5sE9JSE2psrZunCOzXqE045oMzpx/WsCKpFcQZfbtGfO02iDzTMKW9DULXfu3mE6nWJ7XkJVVTjnaJrmR/kyp35f601jX8RIsqqw4vAzIbSGLhO8QGsD1hgKE7FGiBG8GuqlsKwjyaTbYIxQx4jdWnHlBO1SYkKwYKOSEzEhef00CrUYapc0ZIV1DJd7nDu+iWszOs3I2oyNbsHi7IRb/+mLuE4TA6accDw6Q0ugtS2xSXA4O57RZrI0Mx2ETdCREl2F9xY6TZuSuBQh5jXZCkQhCrStoCaj1Zhiehy44JAFuEVCR/NWqLxDKjhZClMxqCtpga5L7ewh9L4nkXGnDJoII9P77qW7H+WBN97KtzLx2rSPp+jhtJgmXzQRtckSRNestZ9w9eo31Uiy1bWp+Ow93JKjiJBJnvZu6eN7OpAgxP0DytkelU6TlcJoFzMoYRgZ74xSnJgbcP1OS3n7kHmxwHaeo8URTXECLiHzkwYeOzZs/6CiPDT4wnJyTmg/TukWQk3jjpFhS6GC2tRWHoQKO3fI/ZbxDQPDgg3OYO8G2DgmaIfxyXuOocWbjjCboSbDb2SE+SbogHy6RTw4ZDDvYDMDKWkz4TvxiJdHlxi1E3byAbPb+8ybloEZJE89jTgjqTXo8k/dvD8th/D05uac+xGT3RX69mhR9wu9rO/nf8/8Mg4psoRn9XYYRiNeEvLkzJg3//kxr//JEWPzHCG2pFFfIECgw5HQq5aqR8cUT8D1rmzKoueslbQ4lA6hI+strQNNf8jM++8qX/PlYl/OWU2Shzs7yjQj8X29Twcek76T9MA8sEdC2zpA+VOu89/yb/lfMOFJniEPDhMDuIgvBBMjhWZYTTmlP7uh9c9+rRDZNWev9/IMKMV4wFf/4d+lHA5477tvM60bzPaQ808+x7lnr7GxudmP15UXYKDI8zXqdfrfWF3ee7z3lGW5LlJOj8sfV6CsULRHAYLT9IAYY28RklIXpss557bPsjkckceUStP5QOEsrQQGl87w1X/y9/noW2/y4Z+/npT7GYTyDOOtTZ558lkuP/0C1g5p54GyKFHX0gZPrp7MOXyItMuGMi+p24bHn3iCe3t7vP7G6/zar/06xhim0ymqymQyech3bcXxWxW5i8WCGzdu8Oqrr+Kco+u6nxufDT5zyw/WnPWVAK3TyP2DE+JyxJkz21AYCuc43DugMzW7F0eEGCkHOXV9wr37S5zNCTFPpF6jZCZZSSQeVw4mg3ybO4f7XNqqMNWYhZ8xco6zmeXuyV3OjhwLr7Rbu9zrAn65Sd7tML1fU5UjFvkSMQUej40NI7PgJBq6mDJDozqcG9EsapqlUuU5IoFx4Wi7mhA7CiNMioqTuiPBgQ5xJU23oPXKMLPkDqy2RO0wbkhrh3SzOdPjfdylnE4XLOaBjbjDxG5hjKHTLsWAmGTumjZ1IRiDNxajqUgKvb8XUfC2RTRiKVEMxaREpy114xlMhtjM8Pi1a0yn03WW2qe1XR48Tj0VNm7QqKhNn+nqyP0Pjrl/HPHO0UiH2Ypk1Qb5hhCiJ0QIXc7+hzMOPl5SUCSLCOcZblvOV9vYPBUnNigxWLyAuNTgMNayjEnUEH1CXdvYUQJnP77L+X/737NxMOVkY4CZD4m+YPn1qxx+/mVkWtFZ4aDMOfDnGEqFcSmqSVA2SmWwLWRmrbYgKCx8y71bNUIyc9aQPDGCD+v2UI/rEdSgTvt2ecS2UL8/Z/rnNeWBY9DlLN2S5jdhITvMUboiIMZTFZGLF4ZsFslKIGaWUcyoTG/PElk/57gC1VR6q5XE84m2t/gwJHg2ahInCKhNBUoU/YlNm0dl6UbTfUpCEjBWMJnt7VlA1SeRg3Fo7NXLdY1rluCPUG9h8woxCqWNVMMBklk2spLNo4zHi3McDTN0cUK7hNDVsOwgZFTzjPwoJ7sHNlpCJSzPeOSWSQs4S9rRHNlKKKZXcKUjV6Hba5DaMx4a4sLj/DIZeOcexWOqgPepFZvNSzhUum5JtjGlWI7RwyHFD85QvXfCY5danhq3/HAMxkWqoyWzac3cK1XnMV44Pp4xODNGYwqeMybi+8VaHoRTPnSdLtoejap69DWnC7nTLdO/sWirNWArD/CrHvFJxX0kGsXHQOFybvzHjj/5b28hMu4RtKZHHw0pMbTBscStkX2PpuTlFINFSXJaa4iUeDIS+zL9HhEiDek7SFtbwopdnzIqvcluuuZFTLSTKMm81UZSHtxqg+2AIxIVvkTwNNT8U97kGa5xgTNshYuJN4xLFiEm2TAJD9sp/WIexqlLEgodOk+xM+Kr/+i3eOprr3BycoK1louXLvHmW2/x7de/wyuvvszm9nZK28izdcvyk65VO3C5XK5Vkz+L5cyqhWqt5cMPP+Stt97i+eef5+rVq2uO2GlUrqoqjLXYIqMVTQwPIwxwmDow72bIsITC8cOD29xYHvIbX/9NXvnCFwjSC1tMjnQG6wMT6wi+o7UtkilZ7zg+ny14+53vc+7iRc5fuEDnPU8+9RR/8Id/wP3799eWJNKnR5xOOFi1gWOMVFXFvXv3WC6XbGxsnIoUs2tvt7/u9dllj/ZcqBU6hEBQxTqHusCsrRlHxTQZNjrKcofp3XtYFzlzYYAPnrLaYDGb03aR0XgDHyPRtGQYxCeZvxiD10A5PEN9MOf+tGV3Y4vDw0OqbIBFGWaRttnnTFbR2DlZEaCucbpBtyyZNznzMmdSjJm2exSFo22PKF3Jsp2T5RWzzpO7HOsyTuoZZVUQQk3mLHmu3J/us7l9jiI35BlE9agGnMvo6kDdesrCIC7iMpiHGlyJFDmhcwzdBuQlWRsZlslzLJj+zGdXENvqwK5ps4yCRruWxKdTr+2LCSVKwMYc33UUheHi5cdwrevtxAOZzdnZ2Vm7sq8G4KcWbr1H22l6ra44JV7wU0GPLSKWGD1qDBIspm+FWpOUo3oI5naG1YrgW9rCk1cG3yX/JGNin11IOvmaZJURRFioZdMKrouUKrhoyNVy9qOMy//qYya33qPbNTAbsdi4xDf+i2d448pVTDvB58qHeaSuDZM5lF36WYOLDA0MNwziTG9BonhV5veE9sTiSgceNBhiVHybWpIp5cOkm1MIUgjiHVYiebCEOzn6H5RBW5JhWeCZPqXwjDCz4MVSxI7CK3mrjA1JmFHYZB/iJJHyYzLs9bandsCanBtN73tngSypWdOuZ5KFn00bUgz9RPxZJrGS2iUxiUOiavJw04iJMRlbi0+8ObF4I7jQ0tVLssTYRcXQ5ROMKzG2I/b2IctukVrbWY7JMhpjiS6jGI3pCg+dY9IVZEaIRaAhQA3hwxbxKS6tZUljG7AB0wjGWIaTAXSwiDNipQQbkUZp2hNOymMKF8gLS2wXYByEAh1bjA+o6aiHR+RXhvCGwdyuGLw3YfPpY546F/hA9kBrxicZIS74+P5HuPkBv/yrf5eNnTNpQRcQoxhNrbvYK6J/xC7nVAH2qY/glI3Ao8XZqn30NxIer4BmvTq2N7FVsxYSrTKnGxMRY/Gd5Y1/tsf77x4zNBeJsSW5H65axy1QJzsWWjIaHE1vjpv3iFpBOp60RBoCOUqFYdRrS6V/T4v0YhLpxTenW6qrdDd5wHXob/aKyLkqQhpS4VYDJ8ACEOYc8T5/zDGPcSUbQsyJUiUhVUzttpD5/nn/gszaPuHKQ++wqUprAhuXz7LJOQBMp7z60qu88d1v8x//8lt8/gufZ2t7i7brejLHpzz2nrM1GAw+FSX+tGs1XleF3vXr1/m93/s9nHNcvXZ1HT6f90ifqjIcDJmMxtTqmYnHWqHywtAbaANF3WKygpl27N25x71bd1jOA6oVwXRE14G2aGyZ3znmzgc3WMyOmfkDatORFRO2ds7iXIGzGZPxBJdltF3LZHPCeDLh9u3bXL58eS22OI18LxaLtU/dCm17//3313Yfn2SG/ddFxD9zTlvKHO2J5AguKIU1FMOSkAuyyicLFS7b4OTggGqcUQ1zrEaGlSXPhMOTY2yeU5Zjoo9EbzB+QOctUz+lzuHs9lVOjj5klJUMq22Ou4ZNZ5kYS7Oc0rb32DQVi2rA7HiGH1a0OmB6OGZUzRlVA2JnKYaWxeyAqthitmx6J2SHisFmObM2MuozMm2mWBMwzYJRqUQ8uYNFu0TzEjEFmIxF2zAkIVq5E6aLBcYMqIYFywPD7uY5pHDMFfw4p9Ih3qXCxUo6DRIN2scbqMipnVvX6IpoIp2LEbJgiVaRLPlqlXmGEUc0EW8jPvgfKdg+6Qme5kDJmhGSTjwi0BGQnkCKzzBZSRkddtlResjbPry4VWyESnLatsB2WcoDzAVCKiokS4ihN6s4muRXFzQyQ9g3YEvlMpG6Z6kEMbguJz8aIKEkv90Ax5hqhxgzbriCqrNsdy1hsKDNHXE2oMFgVTEh4l0kWMFYjzURGx3qTYqisSUOQ6cBcSA+mRmLyPr2x0yIjsTpib3bRoDyxOD8gNxkZCL4WFKHyMxBa3sPPVxSjnaGrFBylRT9YzuillgfQT3eJPWX1ZQComJ6u9Dk6B8tGGfW3DrtBRu4RIXTeHqH+inm7nozE4zrfYiirmO1BMFYSwgtaLbO7CBA16bDVQpdtWQRwOCzLPH9cMRgCES8TbnDtddk76KSOlMmp8gLrHPYzFGSEy5FmjYihxbRgKkEs6WEFtpqCUVH4TK0DcQsYgeOYBJrSodTMhdQ03LSTGl8zaTahuCQ1sMggfYthywGJew67J2M/PUx9lKBu9pRbC+JrmGzGHN2sE1W3sPPItVojM0MPggSO6JJY8SIRwnQ83FWc4hTbaHVQv6TjHIftf0AfoHGuv1g6IUvMblLs/KANHEVp5YshhSfuiwqtDZy+88j7/7zGaVM+lbnKqZo5bPWQZ+FkHJyHLZPQkhYXNKUehxF78nmsXRMMEx6lC30UoMUf+VSabYuQcyp1UxJVkOJmyt9esdqfqz8EaekgTjvf6V78CQz4E32+GPm5jFGXMFq4EGQVgDTJiNtdT/TnPsrPZm+QFZDrxzrE3NCBBFWjOJO0x3KVbCSIgFf/tyrmHfe5jvf+Q6vvfYao9EI6+xDfLbVtWrDAmuE9/T38JNsZ05z2ay1PPfccxQu58rjV3vf0fR9tl0HLjGBY4xo2zAgYz5IOOvmQiEEciNcGG0RKdhwht/6rf+Ekxde5ZWrr5B1AaPKcj7nvffe4p1vf4u73/+QTc3YsjlYT2s8C5dxp/XcP55z5dpTjBR46Wmy0Qjp4PKVq7z97ts8t5gyKAdoCGhfiLVty/379zl79uy6iN3b2+Pu3bt8+ctfYTgY07YN1jrark1r9s+BwvCZFm0Plqh+oguMd4ZcfXpA50f4Wnr0zVLXnqwYEUPLyX5HNRjStCfkztD4lnkzR9sZrnCIzXqvKMfxUc2dkwViPJwvmWxc5WD6IeVwi7m/xaQyGF+zUUC7PCGaBYtswrLoqGNHiAN02XIyLdgcDPqQ+YYyC9R6TJVXHDUziuosne8o8xLfZszbwOYoI8aWQWF57MIOhhavkUGZMV0uESagSpYP6Lo5IQjWCHkuyKJBtCPi8GoRWxLaJbFpktdb5zmul2n5CJ5kHXo6zmi19ChoTIkHeuqz/dqjKMYkr6gYA0Zsj3pGMnHrSeb9wwXcQ9fpOfiQYeQDp/fUrlGihyBhXUCamMxurQcNveFsbBPiZg0ipLiV2BPlXSpII6kozBSKxqDimWZKawWsUsQGbzpyLXCx4HBzyXLoqGJO3GwwNw3qHbbNGXSOzbmwHXPmNnCokcxEjE0qUMeKn6aYXoWW7meGWocXaIInWrPm8acs2NUtEdQmEUg0Sm4AEoRuBko0S/BVUtfaDh0aoqSCJdlKJJl9NBGfGYy3qTFkUkEqJpzOV/7kx9H782kmq2wfiAk8MHkq5GSlKv1p5++qPWoMIUa6tl1D/aZv16/g35V7llmNu9DjsVFBLepTxqrY1MZSDD5aPPSOW6DOsNBIo9rz8pJQw7eB2CauJsOAVpH8Rk6BgWGGHSQ0T03EZEk409R14h12Bu861Cld4Vl2UzKFpZ8yq2dU5QCMxaw87FrFxEAwC8ygSWXEccXG+7ucnc/YzU+4NYLZsaBZSVWVtHVD07SU0tMIbTIbjv1DW6Nsq+zf3gT70YLrp0EuTitK67peu6+v/vxZXT141g+0VSRhRGJfuK0cnyViJBDEowa6aGhDwbv/dsrxxwOcjLDRAQ3atzJTmZPEBi0jFiyYUVNR4PoDY0iGIVhKoOk/rmgoUQZEMjrmCB0m9WLWJZSsEbfe/rD/PaFsp7wQzQqutjzgtD1A3/pMGC4S2EHY58+5zVWekItJ6xN71NDG0//KL+xSWan90690OOrNYHt1vZqkuhcBMQ6jyssvv0wMgddff53Pf/7zqXCzP4oQno7KOs1Fq+sa5xx5nj+k+nz0Oj22Y4ycO3eOc+fOJUMXH8gDuOjokOS8Z9O6VVqDaYUspCfqYiR0S27c/5i8GhDUce/4hFZaXnvpVQYMCcDh9Zv85b//XRbff5fdZcvV5ZLnrlxjmBfYzKJZJMaOeuk5ajIO3rjB927eovnc47z461/n2uWnuHjtKu9/8B7Xr3/IE1eeoK5rRqNR4ur3Hmx5nq9/pjxP4qy3336Hu7fvrbmBivLMs08xHo//9gbGr0dR8izgwWq1pO6OMbJFVmyi0eEXfbBvVKI46kVL11qKQUWIC7wGioHDWVjM7zIsdnA2J7pI5yOGIWKUj28dccluMMq3OWyWjN0Gx80xm3lkIJEdWxPrPSZuyNHIcdDNkbBD5yeczCbMNhry7IimvcOoFNr6iPHgDAfTKVm1TSeGYHKCGzBvF0wkQ0JLYZVxVdK0LcYoVWVxU0+rLUYGWFPhNSPEVHBYG3Am4rLAvPbkwdEFw+J4j2Z5RD4ccbw45qhKyr3MGPRTeIzSI5myynXtSeGxn7kiQojpZLN6C5HUqjSaeGmrz/1VBlBa5vp/zFk0Nwnd04C4SGGhkIDxARGbMh7LFr8ZaV2HBqWTmmFV4U3Ko0sqydRmyLEUDSxzQxkjI4lMuhmPdUeIWWK6DGcyTHWX+UsZZj6h3R2QnSlp5Dw2DrnQGfKYFt2yyRlFhZnFdgYT+jTD0lBtJmsNYy1WhS4mpo23adEW40AM6iGsDHA1jetATIqbXEBD6ix6wZ+b033liHAnxy8c/tISc7aiNBWU0JmOoB3RCW2WmjBGQDKLtX10lJE1kvHotnwaOcDI2qMKUoIEmlBXS2+K+1O2Rx89OccQuH//Pvv7++zu7jKZTNL7SaDrWlqSgXCIAddHOknmAIeYHJtlBOMQo7Qx+cp5FHFZQlZX4oYyx5QBrIdgKVxGkZcMdwbklcVvJgsZdxbcsUF2SspxhZYCA3BDqGxFFiydTwu/cxnilFk4pg1zqtGQiRviY0tWOKqswJU50gm2E3Jv0UGBu2SwJ6A/dGzKDoOwj3F3aDP44SDjUCNb4iiynKZuWHYdsROgIVpFY8A3DRINMXxym2xloQCJ4P1JG96K+H06/soYw61btyjLkrIsf84L948dGcmSh5CoDJJiigyxX4MUrzUYl9rx1vHmXxzzzX92G8tlKimIOkdZorQYTF8SCdrb6jZUBAZ4MjKWZHhC7z8gCEssC3JqNmgZ9W1SwdP1lM6857SlEi3pT03vrP/g2Mv6cBDSpFtFAa63xf7veuNeJfHELqGcxdBwl3v8GRfka1Q6wsZkgZRsl8warDg9nz7zR7NCbknrhsha14Sjz4Dut+TYI1uiysuvvEz8TuS73/0ur7zySuKSPYLqPmr6fPrn+mk8Ax/9+Tvv8QaCKLkRXG82bqwFJyw10pEQM3VCGQzSBaKk1Jgbs3384T46i/zun32D/NyEc5fOcWWz4u3vvM63/4ffZ3L/gF/bvMTZSuF4Bk0OdQDtII9ARzHP2Kh2uLrtuFg1/MUPbvBnH/9z5D//B7zwxS9y9dJj3Pn4FufPnP8RtexoNHqoUB2NRjz/3PPcuHGT27fvkOcZXecpq2IddZeivMKngyQ/4fpsExH6/1bTJNfImZHBn/XM60NmyzlBS6rBGFGDmoa8jLShI3Shn0vpPXKU7ckA38J8tk9ZZrQhoyxy4kmHzQsy2eTuzZb84gZ1tqQsMqbzBZM8oF3D2BrqOKUxJ0wGBSe1o2sHmDhi0Yw5rhcM3TaFHhP9tDcYrdm0FcvFEpMP6aIgRcWibamDMBAlI6TWXz9JrQTKwqY4DSeAw8iAtl0yyA1VIeSuofMLDo8b3LTj/GCAGChMi7OeGFuCc2t/tv6A+/Curaf/+CnqnVNeHcY+4LutTHatSZy4TzpZrb/+x1yrgkGMYEqDjA02c9hOqQbCRiVslYorLRqEOofHnh5RnjcsM+mTGoZkQ4vLegJqjBjpF12rtE5oBxnbtbJVd5y/9yEb3/omg/YQ43O0gezSCPM//zWORenEMi8qXDMgXLnA7tAQc2WeBzZMxvSbM+78wYzqYIRdOvzWkvJZZbK1RWYc6pOBrlOhrCDkjkyUGEwSGZRCqE06j6y4hs7gRkCe/OoyYLQp7E42KH5pyChCthTaXKnHhm4oHBlY5jmWjCLAPDMs0jqCamRkW5bR4hUy1QeRcKeeia7bUT0hFk12C7pScCfnj9Xp+2fZN1ZKr1WxkOfJKX212MSY2sXG9DPdSMoJNIYYQx+71UMwSTlBMLG3w+j9DTUSQ0gRZLEnoIf+9WLIbJaENcsU6C0+IRhxmUKmY9fzH2NiNEVVYkjIpcbE54ua+EVd07Gc1YxDwdbOhGbZICpr+xnU4oOgjUNcpNmaYr7oyLYj7W5DLp6RFNAYlmLxuU0+dj75hxmbEXuBymoji5JYX1ZPiQh6K4jTROZH/3x6A1x5V51W3BljyPOcoih+MQHyK0sJ0f6I0vWIvu3naiTSEdX3QeUVQS17R/Dt/+cRzQ8njKWgi6uUiIxITXKbXOGt6Zf2primZ6Y5Ao5AlsLdgAFTRuxT0jIgmSEvESIuHfP6oKse2Wft0EaEXt4A0ZFyczX0wILjQVjvSjq3UpMCOHICF+kY99/hjA+4y59ySc6ScxZjVhxf1xuMPCD1r9rfP+/i7VGbmPXnWfFeT9kEyupZrtDTXk8uhpdeeonf/d3f5fr167z88svrFumPDIVH/p1VGsKjBd1P830Hq3QmQdTeCbYDCQpdwJQWJ4bWdNQopRcqFWrTsRxZLn/pZbLG4u42jLc2WVydIBc3+cE3X+fb/69/yW60fO2Z55lMF6ALmAzRzqdYyGB6zq9F89hXi8q5acF/Wj7G9+7e461/+js4jbTBUGQJvXX9z7o6RK3ux2mx0IsvvMhTTz+5jpoTAe8DGllz9n6W+/To9Rm3R9OJP/btp5zIwM7ZGszZ2Zww6+Bo3jLfv48JBusgaId1HdZWWO0nsqScudx4JiOLdB3L+V2KYcFwo8TuK6FWSrNJO59zeHNOdeEMSwu23Oakvs1ukZNFYWACZTdjVIyoBkLXjjB2SFDHybxke7DFJD/G+wV5VrCLm8QoAACAAElEQVScnzDMJiwWc5wZ4lFsWdHojGXrGecWFz1BI2KznojcUlY5cdnhAxSSIZKxmB2xOShwmVAVhq6t0SBEKVl2yrAQyhgQ0+LJUlRVAm5SQHnPW1vrkqRfluQB3pIm6Ip/1vOPTk/alUeEyqln9GMmlj6QkT+QQaz9NPs1ICUa4CImV4xTMpTcBQoLZWYoJeIbj4uWs+OcZqBIFskkS9+OTx5pKisDAcF66FSZlwLOsBsik6bm2vX7XPhnb7FxuIeJFc0soP+zF3n37zzLjWIL9bBXWsqoaCWUpsOFwLSwTIJhsBfh3wgcOiIW7wzLriF8PVBNHF1UQgTJhDxC55NqKdlpkGKhiOsFUFVwOeSVwWRClECGkuWR4ciwVZYMIrg2qdWWEjmqE6/QDBxeDLER5m1MYhtJSJ90gSbqGjUlrtw8dI2urgpw1bQ5+Xhq7vXu3RJ7UdCqf/7Tzt9H0LazZ8+ysbFBliWFmXUO59KJHXXkziEWRFLUV/Qhte5DQ4wNaER8R2ZywGBFibFNHEIUYsQ0HVmldDbxVmZdTRMFP/V0XaSbeRrTkc0KLIHuqKHJGsJoDk0Nc49WSr2/pIsRu1HQ6BKxfcMs5CynLRs7kJuKsBCahSe2Fm09LB2OgmBhavfQyQnjx8cstUXrPS4cdxwMCx5bevIqoAGi92SZRYzF5EIGREkEffFFElq4Bxyg1Vw8rTrL8/wTF/GVWk1E1gXayj7g/Pnzn8ox+vlfp13mEoprje1pBH2L3EDQAKag6yLeZLz9H6a8/3/rmMRzdBKIhD4CPu/RtaTWFBRLR56wbWZ4GgoKCixNGvwki5A5BQeMOaFEKXohRI3D9WKFAiXrX518EhOvK3Ub0uw1KVrPrtbPLi2y6yuu/80HHLeMCbBFbw2EoeGAu/wxG7zCjh1hxBI7QYPDZBbV7uGi6pFT8Jo2+lk8scg69e7Ukr8OUVl1wBTWLv7PPPMM3//+93nqqacoiuKnMnH+JO/An2QBsjrQGU3rR+vAe8iz/msywUlaE7xN4fTGKpqDt5Zp1o+kumNoHF96/mUOdyzXb/6At/7Vf8+zS8PzZ87zg3/zDTYzwxMvPoFIQLQPZF49WhSZCJQGFg16vyWLOZ87d4lQf8Q3/+X/F85f5rnXXiHLc6xL9KLTRterJ7nqaoXoyQrD6298i3fefpuXXnqZp556GkuG7c2P//YGxguoWlCPSodIzaA6RqsZi25BlQ0ozm3Tnk3JAbNFC1HY2trBFQHRLuWQJgYM4udYE9kaKHG5pPP72EFOOTYsppEYLIWMaOcN06MALscNhyzagiiKhMAoEw6bJYWcUA2V6dEUY7aJ4lgsB8wbpc23ycJ9ShvItMHaFistEpWI6zlNjmW9xBQ5GtrE87CpX6bSURY5xgghWtRabJahTUIumnZBYV0ypvQOa0Z0ukTaSBWVIA3eVXhJ/CQT0iALNhUIaaY8NAN4YN65PkP1prV6KgKEdW2n/JStsiTh7AtB6RfI03FKBkvEqMV4i/Hp37MdOB+oOii7iNGODCFv4aRLLUdBMF3AS7JvqCX2OX/JPLeK0IlynAfKkBC4wsKZk8Dux0tcNwcaKhzdouXYwA1XUTtlaoXCwpYoJYEgSkvGiEg1KxidOArjEOPI/AA9FoxxeOdTEIBmdAqikTwq0aQTuY2WGJWgHoPtOSTJAcpGwQTAhLRZxADW0TVCp2AlcQ1jTKd8zZSOli5agnV9egLUmWK8MhKbQql7JFN8f9+NItH19gRJJCMKMUR8iKjGlI+qCXXToFiNDyvlfsZr1Q7IsuyBGeaKT9fZnsytayPtzOV9YdsClpXXaAiRXJJXVuZSA8koSAhIbimNZYSw6PlfQcBkpudngtrEmRTT0cQW6g5ZCHEQUwRVJ9jSMcgGzLsW1OB8jgaoBkPO715Cqhbjc2wIiBa4WBI7S+yUzWwDu3GWo0s19dMzKPbYmi/J7y154uKEkVUu1h1lgI02UB/PmDhLOXAJwelzk6NoUtcGQfMeEV1NQ31wT3+cce7qWjnPrxCNNOXTJhtjXKOhn+W15m+iqBocVRpXYgneY6zQmpBEJW2O2Midjzve/u/muL1dEEet0/44ZnD9nIGVWYjtOWg5CwbsEbBYagoqFv2ylTEj4y4j7rNJwxkCOQ11snYg2XtYKhRHR0vocW/pnae99JFhKsmAWiMUOeQzcAn5S6pR3/9+QrLxTmvrBsp2326VXvxwwvvc488YmCGlXsSabTCBoC0xxDUyveKb/cIu80hReLozsz6DJyLc6jBw5coV3njjDe7cucMTTzxB13Xp6z9lbJ5O6FihxKdj1n6cOEFUyUMaA2qSlVPtFI2eLgZKssQ2mbewOGZmA/sSMM7STXI+vHGd7/zOH8C9lv/yH/8jLshF7vzbP2bn1jGf230avX3Iu9/4JlovubA5YXBpO6XJNApiew4jKW2hC2BBxgGdL+BY+NylK3x87/u8dfB9fvMf/GdUwxHBt2uBVowR7wNd19B1HRuTTZy1YAPvf/ADvvEnf4QRy+/9/u+BCM888SwheFT59M7WT3F9pjFW0rOko/TIhFkg3T5uecj2aIduINw8fp8g22zubFNuWawWqPcpCmS1K0jEaCA3llwDagM7WwU39vfR4YCNjR2aY9BGMVJgmHBwdAe7nVP4gqEdMO3mDBQyEyiLFseUYZlRDJc00zmZqehmBbOBZ1mWZNFShhYnLeIClVXmbY0thmkBdQPaZsoyeEYumcsez5e43FFllhAMpcuYtjWeAZnNaVWpW0/XzjFFSTQ5HYIlkrsBXa1gPaUzlJkhWiH0E32FttgofRB84mCsUvgkJh6FiYksr6tw9t6kMBmxPvCKWDmD/+TnuELtVrOdhPD0z2a1fGVByCK9Yis5J1URBh7yrsMEj7osqYhDZGQMxjiiRIoQU3EhQu4FI9BmniYzhE7Jjac1kU4MLjpUPdgWug4Euk3L3ccjJ2VAJMVtVsAQGHZCToGEjE0VBgjlAZTBYLGpGCYiPiFrUXvv9CwmUrp6BMH1iIKJqShVMesWM9onJ8Sk7ETpVZ5CJhbrBBMhhqSCDUgy9zUQMotVB03EmvQe4dQCmFIlUvM7roRu/XOIYnpOSr/2+IhvYxJyxIRXGgNtTEh1eLS3+tNO5Uc8wx4UGn1rVoRokjXJKlA+LxwmtuCXYEbQLcA1NBKoQjJkxVpEDJkGRCL50KJFxIcWAqh3TBaWwTwntoGaGj0KGCfJcZ4MXTpYulTcjhKSGRTyssDMFX8UsbklhoTmmspSbQ/TOFq00IC2ERMyfKN0A0sYOOZjZbrbMDx7jJ0ec3675O987VdYnBFuLg8JhxHbZRxPSs5Vj2PzAavTdrpf/T1aExdOk/kfXI+Skn8kjeT0WDj16zTfaHXq/zRvrZ/3tUZRooEgOOs4Wu7zxg9eR5zFcZFrLzzNu/9hjw//xZxSdugINCzJcFgGa8xeelGKkhGp6KjosDSMWDLjPgPSKuloscxRGio8m7SUvYjB98mlOUKBMCTg6GjIJE/mvJLj+7ka1dCMob4k4Nv0ZPIOipVHWx+7Q41Qo/hextAS6Bj1dJ1VQ7ZmwX3+kBFbPCa71EvPmx9+h+A9o3yDy1ceYzgcJlH3I4WbebSQ+hu4VgID5xxVVXHt2jU++ugjHnvssfV4W3GwfhLytjo8rOwvVqkBn9TyV5KV0aROqTgnhXJcJQehQmFxfMh733mD2999k+5oSlcYOgvOGuz2kJv37/HWN14nKyfcXt6nud1y8J13+HvZWfJ5QDPha196hXo2o9gs+kOsQN6HKUegkRQYa0hy/7FHSoPWHlvD83aHD6YfUe/tk124lKKu+p8pRXHFdSbr/v4Bly5dZLI15Hh6Qt0teeHZF/ned7/HbHaCdbYv4M2P3Lef5frsfNpWkHCv4hEUYsewW1LM9sl1wVEjPHHmMgfLBcf7x1Sbu0RpCRiMVHgUr5JaJyI4a5DgMTZSFobNoeGg2ePMeMwij9R1QYgl0Q5p2eRwekRhJ0zsnFl3wFYmqHYMckcV54wkY2uwwf2TGeIHmHbIfBGY+QGjapNluIOxmsQG0rKIc7AlUS25HRI0Z97VVIOkxrx3PGVUlYw2SzINjFxg0c5JUUAGNSVdWzOoRriBY3Gs5CYQTGCRZcwWls18QGVzxjbiXIvRkGazWXFeAE3E9FXLIq7PgUn9aFRwUQli6cSSfFFTCyL2q4RZIf4/aULLKdH8KZ+4TiSpJnvri4qOs+aAoA2ZCpnOKaLByICTvCCv877ll9C2gY9MTaARZVOFhUaCCGUQrEYW0qFO2PANT9Y1jfWcCzlbTUc3FK6/skvJmMHNjFnhubm5TWhKXC6IRExUyp58G0Qw0VI2qbDtzh0ye2yJzCvooBu02KuREAbkPV9BQ0iebTaJFVCbfKiAGPv736sAgyS2jDWCld4Xqkc5jSpWDTEkc0/pC9HghVhktCHZW1RqcTFifcBZJTjtrWYekKajTXffhlQYRUmh9cmCQ9Ao+K7HQ/vxEemJxyahtD/txvDoIvso12pVkCScNdJpRMRiVXEEpCrQvCSVz0LRzJA4pfRC3g7xZYVmGwTJiV2HN5GFzjgMM07aKbQZZ+5HLt4YMvnhkNHNETl5Km5LCGJxqgiWvG1o/ZzgWtR55j6iZoSoxSwgKx3dsSKlYsqAdILOhKytEG8T72+Sip+6a8mqFptZcs3S4Wl2jyfPPMnlrYo2s1wqxrghLDqPvbbF0E+xWQGajjDJdFrxGhFJQp01/2UNlD8gND+0Xj6yKZ6O+Hk0d/R0tNAvLg1hlZeqyc7FR6SAvfldvv/m97gwOEcYb7E/bvnWH7WY5RkQk+Y+NimAe6OaFYstUTQsiR2sGAZAwYyMKYP+lfQ8OO3VoVWKAiSSiSGjopAhyoiApVVPq4GgIbVMNWOGcm9Qc3TG89FvCO+/EmHnBM2ncP4ANu8DhwgnwDFwl5UL4xBli4avEKmQPpshYXAZkXn7NkfdFlcHv8LxYcW33nib3DqevnSNxy5fwhjwwRPVYI3tlfUkpO+UJPwXXbid5mOFEMiyjIsXL3L9+nVOTk7Y7k13rbXrtvyjxcbq71ZofAiBtm1/hBP7oyMJXISsW/VxI40zuAzuf/89vvuv/y3x47s8FUt2zQBDTqsRusit6x+xPNjjhWzMua98ns0XL/HNv/xTdqLnTDVE6wVC4Oorz/a97Ag+dT40tHQnU/LxGMoqFW6dJA3KwMAkQxYGmo4LtuAyju/+0R9xa28PL4ZXP/85hoPh2mR3MBjw27/923zjG3/Cf/Pf/Nf86t/5Gk89+SQfffQR33/nXZ588imeefrZlLxD4gD/dTDXzxBpC/0xIvlZo4KjxM0j+d4xg2ZKeX7AjcN32Nx4iuHugJsH18kml7DlFvVCsUWBkZiyPFVTZrZY2gBqDeMqSy1Kf8D25oCb02OC3UgaIpkwPVkwqQZ05ZBOKqbSUGVgtWMgwtK3TExgKh7fBSozpK5nzL2D4Qb1ch9ZespQM64yjmYNXpbAGGKGsSVtWNL1dg+NEco++DyLDcPc4eqAszmIw7oRy8WC7ckQNR2jznN2MMJvbjLPGoyZMBmN8YspxdKzk7WURKI41PSL26rFpatNuHfzNskLKvH/0okuGpPabgBrYngfMUNgrXD4cZN69ThXPAh5EKXUkZ5HqbCznPNKc5+n2j1GZol0NSfFWRYHZ/jQW6YOrFMmQXFR0vemSpsJeKG1SnBCWVuGnWJNJJc5l955k2vv3aIbe0xryeocv7XJ3j/8TY4KOLtv0WXH7LFtjuYF93yDimCjYUbkIJpezKLYNvEr/SsVV/53Dlmm1/msIO4EqoGQCSgWCQYvsKg7mhpQ1+eoWkIbiV3yqVIHnfXkqpTWriNZTVQySccVYo+UBSUgNE1gtug4bJRjI+QxRUANjZCLIbhAbTs0pM+bmFCtQN/akZUjWujb3wltU01om1mR3hMUhua94YHqT3zeDz37R+KRHo2cSShQMvL1mkwbgnisdMh4TJNPsKQio6mVvDPo0tLtG6YbhvuzwNEicLe7x9285eP2Ho1pKXPHZsz52myTq7e3OPfmDoPjQeImHQVs5lIaikScFmSzMbIs8WGKqQKNttiYM9ye0B3WdO2SuDC4zBJCRxFLcimZHXc469DSs8hOoCqYTAZo0VD7GVGFduFwUvHkk9fAKCYYXAAJNQMDeT7EZHnieKlJB6Qe9fLr+7X6Xz+XVr9/grv6Kk5o9edHCd6r13/W5PYftyLIyl6mpw8QakY7JV/40ufZas7yQXmRf3kS+Oik4FJfqDkcGVlv3rHyWesVxL0qVIg9Tp+826AgUJKShZWcDItPMgixBPF4dYiWOEZ4regI1MyZAVMjsAPOKcc7c66/2HDzxRmHlzv08RrO7yObUxg1yOAYlTsoRygnpCSEY85xzGu0PAk8CZxFegZeymBoelnFmEi2/ybt8k2Go1/mc1/9EmEROVcOKYo+7kkSlSH2XotryxFR6DsinyXH7ZOu0+jtil+5vb1NnuccHByws7PzELr+Sf5sp2OpVkHwK7PZtm2x1tJ13RoRPn0ZUkpLlIgVyygqN95+k7/8F/+Ks/dOeHV4hqvFBOYCC4FowXue3t7grtnmG3eu463heHHE9Y/f55WtrdTRdhFajx4uYWuAjPJeV6IcfnyTj969zpOfe4bx+YtpI/MGDQ4RZf/kkHe+9R6PbV/m/BNXOXeS8x+//y7v7u8z3tnlxZdfXosREvoITdNweHjIjRs3WC4XjEcb/Obf+Xscv3bM9tYOVVHhg193KP460/UzK9qiPggoSbBkGqTzvSPO1gFhSVvUbF0+y73960x2HuPi2SG3Dw9weYZ1E3zbkmUgVvCOtEnSC7ClIx8UDJbK8fEB48kIm0fauERkhPiCTjKWjdBmligFTbtkOLKYThgZQx09syxgi47QNcR8iAah9ZajBrbyEbqc4ztFBm1SvsUJxiTxCTanaSJIRYwdxEgwjigZIXZYJzgTiKHD2QyDo4smWX90AWssRR9WfP/omIkkHt7RnSldm+FM6vsHAlYdpucz9Xc4QbMSkiBBBeNTOEwyxDfYaAimP9XHXlGI9qHiKy+inzCp+//rSvAgqYW4yid3pHrRReV8mDI8PmHiF8RSuFFmfP/giJOu4sbI4G1HJZ6NUUnhLN4aSiJVUA5yYeGUaQGVsVwKBRtHMy7+4bs8/rvfhIHB1zmL7S0O/8nnuP61l3lzsknUEhOgMXCkDqkTvy5IH0LvA9KnCagKPgqXtwc8dkUwyc+TKEl2HgrBB59SDsWgjVJMhcaDN5485MQoxKDE3nOOSAptH4W08GBS1q6kzS0SCcZiQuqNRFE6L8ynngWgkgGKNx1mp8AWhrJLBSMacP3ZJ5qYNsj1lE0Ji6bfRJWUSqGt9Lyq1SagxK5HZ+xfjdL2ScTjdWtYQCWQx0Q681gKU8DmOW4X5yjiAFtmLM2QkWyxd/M+Wf0R7toZbnaCqy5yZnKRZTvFL47QzYjPCppuQtwoUQmEuSVqQlDj0qKZJmT0eor1KnTAcG+D6Zk5rQlYDJ4aP7C4ytIuwJQBtR7tInmbkxclGqZIngxxbVuwYS+QZyP2Bg0380PaMCObznj2wjl2L14Fn/h1kUDnOwZZAVEJmnwQ0d5kwqzUqAJZOnD9pPv7KPfn0YL5F9X6/Iljobe4EdJBtSsNXjxbZsKZZy4gYcD/cNzyT7+9z6vliMcfOB8mDuvaec0kqx1ylKZHHjtWxNuOjphwVISsN9ot0lyRSNScRgMLhGVVEMuSdiuymAROdg13nowcXJ7iL9wnbHU0OwE2AmwuMMMlUuwRi0PUdcACZQ84BBoGTNllwTN0fI3ARQybKGPo7X7T91iyYpQqWYCsOcIs/xR39Qme376G8xXGB1wmBO16A/IEPkQ1D4QCRldqoXSPf9H+bqdMm733VFXFeDzmzp07PPvss+s86k9Tqa4+Xi6XLJfLNd8SIM9zhsPhp0Y4tUYhV0JUrDXMbt3h3X/9B1y83/BKvsPZ+wHGi2RfdKKQVWAD/qSjyC1fevYF/sPNW3zjX/wL9GiPcX0BFjWYpGqQUSqvWbC2zSvLMWcvXcTZDO3alGTTGWgstIbZzSl/+Wdv8cHVfb68W3J+Z8TjzYKtL/4SV195iVGVivAsy9ZI+T/6R/+Yl156mZPpCTdv3OXy5cuMqjGT4QYxRJq2TYdtMT/SwfhZr884EeG0V0WCiKxX7n10myeeOcd0XtPtHXFx4zGO7t9h88Lj+FHOvcM98nFB7ip8V2NLIUYh+I5oNRH8CfjQMJmMWC7mRNsx2Rxx52BKZkqkczgdUi9n+HJIdGOC1rTaJU6XBgxLsqqhnATqecoVy6io54ZmowQ3pu7mlJkwGRe4dkoXOjDJ8cdYi++g85YQIkJGCI4QTGrxWoeznsZ7xCVX+U4snUIO2CxZSLSLhuP9KZMNoW2TlN6UhmVb96das94QHiJBIEldKiTEhRVnQnvq2kMZLQ/8vE6VYj+pcDv9ytVLTd8e0J5vFYygmZK5KaN4jyIu8VhyO8bkHZpHhpKox0HT99w5xZiOjS7lv3ljuZkJywqiUXZnjseOch57H8ZHx3BkgA2qpuVYGz7civz+QFmq43IsmJwEiIa8H9KruBpZGZqKSepbAxIDxifuX1wddG3yWLIkpajTiOvtGlxI7UbT9TwMVgUwPYrWS3xXGywGMalACz11wpOekxclqIA6SlNg1GFDxLl0OFELeMFElxCItWQ/Pb1VSLyc7qNIKjyjKp0PSSAREzUhCikJIQZs8TPO3k/gWK0WmTUCFDzWBvIQ8NGhxqImRzcvYp/7KmXuyDd3mEzOkpsx+9/5Q+bHb/PkaIvNOOEoVhgzYkeHjOWIQ3NITUftDK/vBCY7S3Yvtmx+12B8wmh00SFPKhxk6DRZM2QHE8a3hObMIZ2dwrhhHo/Ji4xyXKJeCU0gTnOoBZMHskFEbGQj2yBeH1Ae7tI+qdx94j71lYx2q4DgKLe2OK49G9mIEJVgV4reXpzz8KNI468vYl328BJ7eratELJH25unN8ZHEY5HA7r/Jq6VwClYy4kVKnKqzqAh4w0H/6e7dzjwyqJMOJr0KmZz6lf6jCXiiGSko3gqhzwdDQGDS2O5N/wQyci0JGrOcVFy+7nIu68ds/9ix8mFfcLWAjY9TCKMGpjsw+gmZIueD9ICUyItqf15QkXDBZaco+YKnisoQ4QtDGeAEcKQmNbrnn2XtKYrgxLIUbIIVlqa+D9SL3aw5f+EyEVwRSri00kZpU0OAJIi6lK3xKztOQx/M9y20+Mwxsjjjz/Od77zHW7fvs3u7u4aUfukgs1ay927d/nmN7/Jcrlcc99EhOFwyNNPP80TTzzxiWO3dbB0CUAY+sD1v3iD0Q/2+PrOFYbLFmINdY3EFjRPB88deP2jd/jO6z/g1778db585Rw3v/UXbBfC7vbjcPcEtnPAgSvS70Gh7sDBYHuDwdWz0HpYhFQFuRSNyT3hQnWNr/+9X+dPPnqb7+/f5tde/hwf3KlpfGBwdhNjLHle0HXtuti9cOEiZ86cYTqd4qyjyEqW9RIRaNuG4+PjB96Wp+7d37qiTVZqxdXVIx5ZNJx8cJedF3bxR3NKjjhfVOzdu8GFy89i1HBz/zbDyVkGuaPuWkyfeabqE+EeaH1LbjuGA8ve9IDN7REHyyW+W2DDBBuHdPMh8yIyHG2RuyXG7zGyFhsDlXhyc0Q13mJ6sCSeNIjL8MuKUE9oc8/kbMbJ0RRbnzAYOvZOFrh8gmIwYlFTMF2m6BxhRNfltCHF+0Agt9B0yQNGo0NNQdN0lJnDmYiI7yesxZCxXM6wucUZQ5AuBXybhO6IWaX86bqpEI1Noo3eOHUlL1jFgjyQGygm2WAnPgpgjP2Jm8AnEk/R/rxMikoyhoinoKHMamAJ0SWjSZInl48d0SRPHjEW66BQpWotJgpVUBaZ0BSegVtw0gpN1rH/dEN5d0G5b2AxpFwqo4VDYkGIFXnI2VpYtlvHDDjKksdttvKmWyOMSbFoJKIWfB5wIoSYai21yYPKGpuQNNUU/WQUt9pmZMXG4YE6pE8ZWLcZeGBeGVIDk9YIxiqOtDV1GpCQWrFoIPatRY3QEhNB3/QKt1XZ3Btn6qNz6tTVacBHRfr6UVffiw/gImJ/thDrT3r2D/OrQo+4RoxEbAiosTRiyXauceXrF7BFjrqKqBm2ge07t/n43ffxtTLadDT7U8LAMIgDxrrFSbOADQsxcH0YePaC5eKVI+ZnNrB3ytSePwxIE5GREqapXex0RPnBiMHdCcfjm/inT2AizA9rOmuoqgpHhikKnDPkE8MgOsyyxH40Jv/+DlFHLK6eEJ9yLC5AlwWujHeBnH/3R9/gl1/6MmcvnicsW8TJjy5wPYdX5GG+2Y+7v6eFBj/is3WqZeWc+1Sk4/TrP/OrX1MAvFGmKJXmSOdY2oz/7tYx37vbIINdWgFIY8XoA+cz1zdDfZ8Rmmj9K7+29DWWnIIhhpxIRpQK0QELt8mbXwt89+8fsPeFE/TKEZw9gdEBxs1ADogcJ18uOWKFnmUEhuo5R82GdFwicpnAOZRzCFsIvXsWGRHLAz6pousibfUzpDauri18M5PYnZ35EJa/R+6fA7eND1nisWHJCARiT0/2qHFoTPQhlV7FqX8zvLbTY2ilIj04OOAv//Iv+cIXvsD58+fXRduKq7byCpxOp7z55ps8++yznD17dq04dc5xeHjIe++9x8nJCc8++yyDwWCdEoCCeCUYS55lyN377L3+Fk+XQ4bziE4XiCWdeJ2DooJRwQ9Pfsh3Fx8zOTdgo42c7Ya8PK24d3RMtZ1DEdPX5P2JOfTpFNYy15q3PrxON8wZbYyYWOFCsUXuLVILNIF8kvPqE1dA5zgt0fcP2b91k3tnvsfduGBrMGL33EWuXr1CWZYYYzg8PODevXucnJywWCzYPXuOixcv4YNnOBjS1Hs0RfMT5/BPc31mRdtKgvDQFZWTvQO2F4EKw8kHd9h6epfl/btsXjzLXDqaw1tsDy/SbuTsTffINzdwDkKbuGHapcgLm1kyJ2hsGQ8LjpYdki+pNuBgb4ZzY9RnxDjk6KRmPBzhKCEoo0zJHVQhYsMMl08pJkNmsyWqJeILfDtgUR+zdXab47v36E72GV24yN2jOY4ukXCNRVzJspn37c8RvjPUrWc8yvFEykxYNKkwCiqoyWm6DisONQ2ZTW7zvlEISbQeNNDGmu1RmfzfYkwSZY199F/aMKJJ7t1RI6qJlB5jSBI+jQgO1YxoMhDHcrnER6EaDtEYOTk5oSgKsiz7qYnMycZB109Z6LldKsxcjqsKBrnjxA44LLc5lgG1LTiRpMGKYmmNobKGskln60zh8lwYyZK8mDOJU846garl+IxiXx2w81GFe7/g+EzG4XBIXg94QnJsdOweBaxYpqVio5KRCrfe1i7x/FRxPY0kGqHJhSWpzYkarDVEUQh9e6JHxcSkqGlMILqM0FuKh5CK3vSz92joKa5Z6FGyFcK2iklSAyoWiTXWL1GbbAOMOjQ6Qs8VSgtkTFAgqwKBHynYVn55SrLH6GJM5pT951OykKAaccUpUclPM4c/hRR/GgXyqikb16xQOSFgcWaAGQ5peiOmNkYqtQy3LxA152jvkOGFM1g3o40zKjdmZ7SFDTcQGxJSKIFwxrK8dMT0Sxtk/+EM7rjALDP4bodrbWIVaY4lxyFkixyWwpG5gVypGMYh3dvQbS7Rswti3pHtZviso8lb8oOM8qNdjG4yHS1YvjinvgQncsLjg4rnz+5y/3vvse0tw+EYv+worcVmq0zJB0pRePCYVqRteICoPYpcrojbj97rR1+zNup9xErhxz2rz/JaHQoNgQJH5oUmN3w3eP7lh4fQDdDOYmcm7Z1rlehpSyLTF2wZkPc8t/T3loIhJTkVsT/0+Gi5cTXyxj9e8OF/cQ9e+BAmJ5j8PnCHyF0i+6SM0IaJNFyk4SqBSwTOAmOBIYZNYNK3OwvMQ8a7fTDgOgdhldawSoaDxGvP+x2uIaV5xAxwQqY5dvYD2vwbDM6+nF4pRbK+iqSoPBv6M58lSsLvbN/K6OUpv7Bn+UmXc46u63jxxRcREd544w1msxmXLl2iqqp1u3RVxL355pucPXuWl3uuFzzIF7106RIXLlzgjTfe4M/+7M948cUXOXPmTO8Nl7iOVW0YeEt3vESWNRujEro6uQNoBvmAeXuCfjjDbXvePbzOeLPiq597jt3uPOy17Jicj+YLammozpQQ/YO10yawoivgP/7wOr/39neJ2yMwwrmNiv/8+Vd5YjiEkxqaKXx8grjAy9UOMRtBzNnd3ObK5z7PU1/7AjdvfMTHt+9w8+bHqOqarwcwGAw4e/Yst+/c4t79uzz//PNkuaWsHvgw/q0NjH8QinxK3G0N0Udmeyc8dvkMR0cz4mxBWRq62QGj7bPcW+xRVGN2Ns5Rtx3dcoopDblCDAFrzHozMggaOhDDZGA5mB8y2djh4LBJqIIHQ0VdZyx9SVEMcNHSiVJGTymGTBtyN6eoAod2QekqQhQiJV4zaq/k4yF5bshMxJmI4gl96K6xGaETmjqClGTGMlvsMRhVCJHcGTQ0hODB5GByQlwSfIdqai3hI85mxGjQaIhGURMZDKt0Jl15VsXEX8Ks0N6ADYE2JoWprmKsEmkCJDLXQOaha1pu3Nmj8XD58mUyZ7lz5w7eex5//HGsteuB96knAFmdNk+jC6meXFYZBxcusBhtM4gw1YK71SVuDTfYyyyZMQxigrXq/cDJfsB30DSGSYxcmc25dnyDLe5ih1NMNGgcEK9e5eTSkKYtkGXGohpx/8o1FnlF4RxZUNgQFhasEc52ksLTTcT16lEj6fjgNJGIJVemmrgx6dhrUB9ZTtsUBo+gJiFyzhmqUSIzJwsWi28CYZYKxbjK+FwVsJi1J1cwQieREBJJfXW/bCVs7+QYjeAMXR96r4XS9VtI0IAPiScna4dj/eSSK+l98BpT0RaT2ARNbVVnU3pAruZnOt2dRn8eLTpWcUohgnEP4r0yVmMvjVmnMaUCZI6gUJ05hxvvMD2+wyTWbOQzfDzAZ2fIxwW7U8t9PwVnsR3EqmNxfsH06hz33JD8o5bi2OAWlpIMmwmtBLSNxB6Bzxgx2jtPbAJD3UBmjm65YD6/w3T3Dt2lQOsCPihmvyAcD2iGMP/ajHuX7vJhs8fju9t8efMMy3c/wM06vv4rX2djMMQ3HS5L7bxVWbYuZBWwKcc3hLB2Pl9tZI8Wb6uNbdX6PE0IP80xWr3HqhA8/fq/kaunYJUIwQlWA3uZ4/98Z4/vzRuMGRMXgg2uP748KIZML0zTdYz5KoXA9zFThpwRJVuApTMeYuTeE4E/+N8ecPIbAXniOlTfBfaIeg+4x0COeYKOqwSeQ9kFNjBsQN9kpcfxdO2RPUdYpqmzvgzg11QS+u9yZa+b5l8yBBE6YNmbjDTGECzYpZD7GXH6PWL1fdzgVVp1aDQEegV659NctonvuBLyW342JPyzulbjT1V57bXXuHDhAt/+9rf54Q9/yBNPPMHly5cpy8Tr+ta3vkVd13z5y19eK1DhQWGyEjZ89atf5Z133uH3f//3uXjxIl/84hepqoouptQjF5SjdgEuUmUZSJtaom2AnYK474nzmiwGHtcJk91dJguBkOLuYmE4rDuOXWCrTGIF/Cmxh4FuMSfzHS88fpU4rHj/7evs//AW78Uxu885qrrFzmsYFjCw2M1N7HBAMBEzXzK+sM258+c5d+4cLzQN+/v73LlzB+cc586dY2NjY50cc3x8zFtvvclf/MWf8/LLL/PYY5fwPq7tT1bz/K/i1/YZFm0AsSfe9acrYzCZJXQdXduSFw5/3DAcDVjM55RbOxitCd0Um405s5FxfDxndrRgd7Mks307zyROiQkGI4oxgdKBoWY4gKJsoF4gWmEZ0NQlNUJrDim0YBmWDIyhUsjDkolpmWmNLXtDRO/xauiCoWuVzTNnyGNN1gUGzrJEwdjejsShPuWkRZtTFSWL9h5L31FYwYoiJhCtB6kAR+cj3rc4CeSlR6bJl8rZDLzFx0DMXbpfMaE3K+NS7VtyQXLqmGFjIFfBi+CtgxhTgbvO6UvqycV8iTGW4aDk6OiYa1cvs7Ozw97e3k9Y/GVt9ZHcKdKiZzWJGxQLaujKgvtXrjAPQ8reFuCOn3C/LolEhkHZjAbbRj6+2bC/iCwQZp2liTVP3L3OxW98i/O33iEbnNB1GbNfuUL7T/4e189/naVJYcfFPGMvzzgaWHKXs11H4jBQl0rRCpXvrTqjw2mgsAbXo1yO5GG2wDDrlGghmGSS29bK4d0OaZUYBe9a8hzOnCsZjR1KgbeKR2hmKTdPu2RTok4pJOKMYg3JQ0zSkt+FRAmIQFDBhEhRKGcuFZQ+meh2heHAKXfrGt8qxli878gifXRVrxAV/ZH2qIokDrOmLTD0iEYQRVWwPrV6A0rRx3P9rNenWVGIJL80wSEmItJio8caQY2u7WKMQE7AGoeMKjYvXuHOzTuc2W94clAynd3jfjYhDsa8FrY4nB5ye6yYmMQpi0tLjm5NaZ932C8uGb1fcfaPzsNMMBsGazzhnhD6SJ6IYLoN8oMe+RQhDxu0hx4xJ0SNhE7xBwWxNfBCzfzCjPsv3WTv3AwZeXYszN96n9HBgr/7q7/Kha1NdOlxK2QsmHWuuPQHA2LiFZ5emH/cPT19Hx9V6AIPIWunn8FPcqT/TC/t2/aSrHAyE5jlgf8HDb/d7qfDcuMQX1JIS0uL09REtH3TUdcdmIRhWcqe95lhsQhDWtKhx8eKO1dq/vh/PeXkP7mNefKEaN9B9F1U5jwmN/kNprwCXCQVaiXSW+TG9VEKEo94xanrV7b1AVT6161i3lfTzLIyHFF6u2hmp96n7l/XiWCsYJYtJiq5v0WQb2KunUdxWBknxwljMCFLLTuzojH0bn6S5EX9xPmFXY8iQGv1c3/42N3d5Vd/9Vf5wQ9+wA9/+EPee+89nnvuOeq6Zjab8Uu/9EtUVfXQeF1dq8Odc47XXnuN6XTKu+++y6uvvtpTFkBNBOPpFgsWyyXNYAKdQesGyQUkZ7y1AZ8fw4nygnkWBg6mLdpGZJJRuDHLE0MdTAJHXNPzjHv1lbZUueMrr77Ml6qSuom8rxvM2hNu3rvJH33jPr/y6iuMXz6PakRqQY1FRo77uuCgU65tjpKxeuspioJLly5x6dKl9c+6Qh6994xGI77whS/y/vvv8/bb73Dz5i1effXVB9Pob2N7tB8OP/qx9JNDlazIUz4nE8QnxKkqM6aLE4p8i8pZuiISpGNQDVI2YXBIn+u02qhi9BRlRr5UZmHGaDJgejijMCU+CN6VHIeGkcmw2Yi6neMzSxaUgQqdD4wcDAcwPamTU7tYrOQ09YzxVo5pUiJC4TLqVrAuxUyptWAcwYPkDpXebyiAcYKTiDPQhIh1ghqDD2DEUeSBLCpx1pLZjNwNaPUAHyPGpixGTk0o6WE2xSLFgOHOLsPY4DQpFDtjIUayVX5nz4uqNndwZUV7NCO2C8qy5M7t21z/6AYXLlxYE0cfPSWdvhKc/cDZ3awKBUnL3kIs+4MJH4UBVpVJFI5CnoojINAyF4PLciIVWauIVbwVrC7ZWCy4+OERO/t7wD6wQ/X2gput5bvFkO8NDcNceWxgmQbDXWewPfJYW2EuEbUpBcKqJcMkYYEVxEqv5jMpI1UFb1McivaFcDAm5SV2JH5gMPjQoL2AJPjk5o9NityuJ053va2HrjZpkd4T2q5P6xFDkNRGLIKSt8pQhGpl+GqhNIL1hjYGjDU4kyeI/7QC5NMW8967LwaIQYiauHr0fD2n6XMaV/Xez2b98dA/dRp9M30WpSaepUHxoUWcW2+CKz8qNT7xBkvL+OoVPrz+bbh+yBMv7vKOHNNmh2he8Uy+hT2Y8E3TcFB49lHspuHjxw+oLjZcqDK2LzdkVY780Rb5fo6VAieGUHi6Oh1XrGTJH01jUutJUpFVZof8ILXDXXvC4ryyfPIe8yuR48c6mvMlcdDx4Zvv8szgAv/g1/8um5sjar+gLC1WLUiKP4uaRCsrJa0I68zV0xvXaYRtdcJ+tLD7JNHH6jWnLUBOv8/f5BV7NLuI8B9Nx/+eD5kN9zHjXeIiIiES+tTP2ItvHDmehtDnFKRE0di3SW3Pa8vxODqJtNHw/jORP/zfLDj6rY+RJ94n2uuIfozKfXY44H/Fki8DW2lVxPepqCnd1FCzQrFWqaIPsmDWptXredoj5DwIrqLHBR+UmatrbWue3l8E8ZHm+hJ3XOMuTUHeJRy8QbaT48XSMiQjrVuJChvT+/adgHVn6ufwaP8qebSPCmJWSQ4rRekrr7zC008/zXvvvcdbb72FMYavfOUrjMfjT0SRTxvright2/LFL36Rw8NDbt26xcbGBlEi0Wiy76lKAoZF10CRIdtlejJdl6DdjQLylJqkswYJCeQgOigGVHGA329gQL9vxlO/B6TIk5dm3WKPWl69dJXIkg+GBXU7JTtTQWaRqYfGIs6AWj7s5oTdTXZ2z2FEUPdAsLEqSOFhz8XV/XjmmWfY3NzkzTffZDabsbW19YnF7c9yfYbmug991Hd3Im3XUmU2tVMk4mNA1WBMRtO15Bsj4rzBiCfGmvHAMJ6MKUQITUA1TXBRk6isovgYyHJlWFqO5ydsjkcsiyUaW8LSIXbAcX3EJjkhHxCCo/aeQh2FCpnvqDLPYKyc1EvQQBcjWEfbRTQ4CMlKJ7dCXLRkLvEdVDOEgi76NeE2qqPtOUlWU6QRAUyWEbOIb8C3keg8xlnKynD+/A6FA98Kw8kG5bha30flwWkoaMrF9FFoMVjjMBE6bO8LruSiWAkYEZre2+3seMJWq4QQGQ0rlvMZOzs7lGX5kPfT6dbMJz9TWf9K9C6hMTBTQ9OVRK0wMcUpRQPRerz3mCwwE8s8RO6NPVoLm3WKN2oMNBOlO3sEByegMyIlcSL4IqPJcwIwWHQMaoePQqmCtzFxqlpHZhKpVbveVkMUJ4m/Fkh1mF8pcPvJFWXlnbRKFpDUQzGpaDe9bQZBkSaSO8UbsFHTe5ikILZBMNq3YzXlZkZJweioQYIgqniFQhKHr1wEJpqW/YVElqoU4qgxtJ3pvdvius0YVdZ/Rtf/Y12A9WtT8H04tiaE22B6zp1Njux/xQ3h9CawVpCK6eevYgxpTkSf7EaM621/TOI0SSDEDgXK7Yts7zxNc+NdBhemXBwO+FADtbc8JttIdob36o+4N3K81S14S0/g2QybTzlPxefPOLqio1Nl+1+do/SOfByJTwWavSXcM+TNMGkRxSAqeG0AGJodynmBCZZBs8HymUMWLxyx90zNO5tz9mh5fFDwyugpvjS6yrnRBnWooTR4E7FB0BDxvR+jWfP7Iho0zfm+5fnjELHVPPs0he4n2X2c3hT+NlxWhBML/xfucIcbmI0BcRARkzKEPRGLJajQEclxKF3v25bi332fqWKlYsgmVhxO4Vg6Xv/KnD//Xx6z+PsnyNX7qP0YuA6yBxyxxZIJhhbDDI8jtTa7U15qp+/USkC1akg9MPjtA+QRfP8eDwq4hIK5/utXBZ7DkJNMdzM0pZ02ivl4iX6/hvsfY1/7AX5yHrYv0smE2ozTIcqkcQMe0/8n/PUKttOF/F+VM/VJX7dq4a/+vqoqXnvtNa5du0aMkY2NjfVrTrdVV19zuv1njMFaywsvvMDrr7/O5cuXqcZD2tjibMbk7BmqrW0O6iVXxxV2UMGigdb28KeHUmDWIitZfu6IuXC0iGydvcRe1xJUMcGCdevsuDivae7cp7p8FjDc/+N3mIwmlE9s8+SVa4nw6ATmCZ3TYJGiYBkiN5olO7/0MuPNrQRsWOl9UnU9z1fF6WmO6qp43d3dZXNzk7Zt13N4dZ/+1qlHf3RkgVjLYDzA5ZYYPZoJXgwdSf0WUcQaVJPKxq2Cl4NPXC4Uok1ant401WHwbaR0eQo7yQzlSFnMF1g3JKolNtBFR63CsKxoT46xVYUuaqrcoN2SYixki4BfLPC9/1TQ3uHemGQFIULUOcZu4jWd4Xww1I2nGCaFShSL1xSpZEUpipzZIhK6xGFSDBpXpYLS+ZpiYJNjs1iKqkJ7uHnFCKR3szd9u8lYIUoi8osI3ji8JLqsJAiyR0FWiQnC7rlzKd4odmyMh0SxdJ1/iCPzk9zVdUUo7gu41QkVZ2mtZ9b7wC014ttAjjL2kVwDgcA4OvKmRuqOYWvQ6MirBd14wcmzOeOQk7UbNO0Wd7cnHMScgY9ci5Zhm1F2yVNtw0OjQhUVMZFWe96aMWjvkSYoUdN9Spa52ucdJl85MZFIQNQQ9PRkSIIBkdRedCG1J1WFOiiZkpA80g9vfCQzigupBZNHTzAhHUzUQExeVV4SaVmlv1+911ud9X56beg98AT1kuTta02BPMwmfNRnQkmtc+1VxStLkh51E1k9u5/fZYyB0KsbM9MjTaxMDNfjLiiIdiBC8EJut7l88SX2r7/H7PZdLr/4FAN/i4M4YtNfZLu8xFvLOXf373DoDDHPkM0lIVtys5nTXCwZt8rgaMTgxgjznRHd1Rnt5TnhqmKOMuR9BzcKjKZItZB5WteRz0ukszBzxI8q/PNHLCcz2uoENuCJyRm+4ja5cGfOjR98wGOSs/nkLjPbpJHfy3w7E3uvTu0V0koMicHlnHtoUX70EHRaWfpp5rirk/wnCRj+dlwJnf4fpOb/zYcIx2jIwXcp0xPbC3NSy9r3c0+wtAQCHZ0EVCwm5mRaskRYqAc63vz1BX/0Xx3hf/kQefw2KteB2yQU/gjw3MDxBoEC4QwW26s8DWkeVv1o71jx04S6Fxc0QIOso+hrVhIGZYay5EGgVTL2TX5sOcq4V5tu9feh6ou5vIkUxx32HomeU75JtrGB375CvnmOhk28VEQDxFQu9mnV/Wnqp8yDfvRJfMIYedS0+a96nTZxXouPvGdzcxNgrWx+9Pv5pH1k9V7Xrl3jww8/5PXXX+eLX/0KZMIyNOyMx1x7/gVu/MEf8lQ2ZLM1aKiQTiAEGGZguj69IHW1ZFBwW+fcLYXX/uE/5Iff/Bbv3tvn+WwL9SsOcCCctBxdv011ZQesUG5nIBGZDNJYbftnEHr/pLKA3HHn5JhQZjz16iuIdeBD7x/IQ4euR+f4o9ZIK3HH6b/7W9gelVMB1QExMSk3NyfkO2NaE1kSyAdDkD5zmoysK7CtossONwAfPaKRED3GCcYp2hiMzzBkeNuimRKkw1Ewniqtr6k2x5xMFwyMJ8RA12bEesgsq9gqx3TdlK4yfXusw+WBnCmDHA5PTsjKbSTPaQLUMYJzxCDYDAppsTrHxQFIThNLjqdTrp4pEfWgJeIh04DRloGBw7BExKfUEpuz9AsGcYAxULgZhBNENggU1M2cYQFVa5BoeuuJxHUQEnfeqqZ8S1HEQJTQ8236oGpZGUAn1ChxMXukxrhkyos8tMF8OsKm68Ih077911tnJCezVNgMfEtlHHuFYy/vyDLPpM7ZWjpaa7hTChcWHdfaj4jhBnnIqY4GMG8YNzP2N64ye2WHwSLQtRvc37jCMmwnF3qEIIapg4UNtFlCkxoDhYVi7lnuKyHatfFvsIrZADNM6qzQo05RITepedn1bd5WI2I8lAYVCzZirFKKobRADlmAUpXSAJVlHpJwQDLL0BnOS6QyUBDTxo5h2sI0Km2e8kAxhqWBOy61V4KCN2kzmXswXb+RB/Axw3tJiwt9o0YFxKfCVE3/OZ/WGrXErkgK3SwSUZxaXDQYzVK76ucE0qwKEmctMQSitWCyhHon15LEV9GIKrQYvFFMZij8gK3NJ5htXuPj+++z2x3yWmWxC8HkE0Jd8FS3zdmq4p0N+Hf1XVRbRAswwr6NfPNCR/u5A0wL48cr4saSxdaCMi8pYgHPLsk/mGBvFISbGd2J4M8pReOQ2wa3AYxaTAjstmd5fucaLwwOED+jvP4+4e6McvMsZiNHjJCHZMkTewuLQg0QH0bANWLsw2kFp7lqpze908Kf1WvhYRL4oyd5+OsFTf/YtZqAShozRh3GWySCuoC3NZDhfA4S8KbFdnDLOv4PfMySGYaSaBbABkiRVguTlNF5P3YbIgU5QZQlXY9WFARybu+0zKrE7tp7yfDN/6nHf22BPHGA8j7wEZCoE9qzzBoM/xqlwfMcwk4vCrAkkcGcyIRIIDm0LUjubEcIBwgptErZRzjuvyZiepHB6kCqfan5wOIj753lnkR5EnhMkzjuvFHO3NdUV0aBPz2G7I8xuwPi5DnUXABKJIZUHFiLyoM5mawY+xPYzzBPTyu6V4X+X9dW4tFxefrj0+PxUYua09/TJ12rIu+5557jd37nd7jy9DXOXL1AW3c0Rnj281/gzve/zxv37vL5zTOMCgeHinpND9AHsCUyypCq5CC2fPPgFlu/9hpXf+tXuTHo+PN//u+5WGywUVRoXae9+OIm58+/BNEQpzOGj23jtncS7Kld8kbyBkyGlhZxFXPg+/vHPP3LX+PyuasJJTPmgXnCqZ/zk3iBp+/Lyrrn017zs1yfLdLWk3NTS0dBDFmZYypHFxo8gfF4iMkMdIl35NRhegcfYlz7Yh1PpwwnA3Jne8A6Q6MSXUy/ANFAYZW6njMcbqWw99CkIic4MjOkCZagBUFyllFRsbTBU5YOO18yqobo5pDhcIRKg1fprTr6DE8DmVHEdzgDEUsIFpE8qVstWJOhvukJYJFMwGofzdK3xDoFn47t5DYQvAfpzSaDwUYhC/3JS5IbvPZoj64UepqwE1mNIrFpc48rPOyBGsmsWoCmNwPtzXhXZn+fxpN58KmVo3nfYpS4/jcVwQaYeOW8pKD7o8xRCmy5jM2hZb+MZBPLJZnx4u3rbHzjL9m+32CmGYePDbh39SIHZ65w7/wOy1AwzQ1H5yqGl4YsKkvukzFzZ4TOCjFLQ6pBkAB+Jtz/9gzqDLGpsSGl5/yLE2yW0WnoUbaIFUNRpMgvVQG1OAeuiMn3rje7LKxj4gxjJ6iBXJRgBe8cuTHMRVj2St6LzvH0yKRoo1igCnMr3JpHmmWkNkn921lhGjqmXURMQvhiMIRoWCw9sRFE01iLxtN1aYquFnRZ24M9sNRRScrJgBCixTuhM4lTlFqqBtW0QawQ0p/XZYwQguJ9wDqHdVnyuOv5Xtoz+wKJ/wMB4yxmuMH2lVf59tsfEe/d59pTV/D+hNsH32HR7XBuNOTSzi6PmYjpWv70xHNSgWQdmI4fDJYcXgL5imN8bcrH7X2G50rGW5Y4XXDmYMTZK2cY3dzEfX+CfTdSllDVDYNDISsyJpse2wjFPcfg7RmV3IP8gO3NDZ587TUeu3iRoiyJUcnU9QVz+uVWPnikwtR7jxghy7JPWQp7RLxXg35SwbaeaadQttOGpyt+288ddVvZxvT8xIRUp7GSQHtLkEg0ARMMIo7oPH8s9/i2Xu95rQKmTfFBkgbsclsJzuO8pK4FKajKa0YLzEeeu0+2XP9i4ODxIhmFDxsOrk7xTy+Qqx1KTcLFWhIrbeVHOUJQDmn5HWquEthA2UI5QyqsOoQaR4PhGMMJwiFwRGTRo2MPGG+nf/+ka8VyW22ZSz7C8+coj5EESs87Q2wUU5ISz48F3p3C428TJt+j2nqGKFspQWVFDl4/gNOD5Wd7fCsC/OmPP6k9//O8/qrvvWoZ7uzs8OSTT3L7+sfsXjhHKTkaheHZXV76e3+XP/n//DbfmN7hc+cvs5tXyDKmqJGuAAJhy/CBrXnj1h7DZ57k1b/z6zR5ztNf/TLf++EH/Pu/eI9f2rnKxY1RankezJHjY/AzzMhhtrYhK2DZ/v/Y+7Nu244rvxP7zYhYa+3u9Le/6EEABJHsyWyllFRSdRoqWUPDljyGv48/gR/8YHt41JM87FElu+RUOUvKVCrFzGSjpJgECRI90d/+dLtZa0XE9MOMtc++BxdMkIkLIlUZ5ME59zS7WU3EjP/8N1a4iXHTNYAcjDhV4U/feRv9tcd5/nf/Fs7X9CVlx/8cL72PKmLPf/1XuYcfok8bA9uzeEmJ5R1VmZPVCU579h/Zo5pVROnpc8/uuKGXAs+J8UPECYSK09WKajLCVRU4Z55TKWMefVKKmMyo8dxdLBkFmI0di9NjJrMd+r4naqaSQJYaP93huD1B6pEt0pIhd+zvXWUyNiVQVo+Ih2icHVQJpS/f5YR4JadIM2m42FxEnCPmDnHWOstFzuwKOT3nBM6VXpWhJKa684Xkr6gvC7myMak8WBhQrgA+kli+Yf65Lt9+zrXyi11IAzleUTHnfRB8hoM5HHQOfE1ynsOpcqeCiUs8qpHP/fSU/T+4h+cecMLWvR1OnhrzF1c/x38cXeamO2DlFuTdBc+OlJlYG3QVdN0urMpL9YN/YusJJxP0uLJzVUU0r5DkLb7K2VTvtZwCN7Qcy36iHC8RQydxJsEfqzKL1mZ1KFHsxFRExqEyUmqX2IvKQRQmYhYIvSjZB7z0Ro6WilgrGrxxNFKJwxJH9ub7lvLaqcWitTSZDQx2zWyKQeSM3Maw9VMsvL5D6YBcxAKS1GLddSjjP7nJfLhmBuLxkDeYUkJCiSwSpRZjBOUh93YS2Hrq15gev87rb/+Q5yYtze27XDz+Gc889RVerVYc95HrXOC/lifYz2P+aPE2780iMuqRtOQ2md97wlHvJO7pPZo9i8yqup4nr8IXLrVcf/QW2882jN7z7N7Yor9Vs+xr4k5DDnP83int6ojrbPHYwXWuPv481SN7uNGIoCZmAWweyrI+7lntezmntVnoYID7UVmgm8Tlj0K1N1V7mzzTTYPdT7xdKma1IVkKtSKTqh4fA6RAiCOyb2n9ijqPSBq4FY75H3iZnrdxzCwzILuzeT4kbj6WWR1Etm/ahmmlkVNajsZLTr4QeONvj3j5i4HFbm9GqETYuQnPvotcPkVpscblPtbkdBhWdgKcof89Fa9iZuZFy8uUQMSxWnNwNzWhw4dsKEjTBmNtmN9k42vKY9Tl3y0gLPC8TOKHZO4FR7vrGL+KoTa7PdwU8o/votf/hNH0BWh2EJmRg80+LnnUawlTEe6DcT7u6SubgU10dpMz+VkZw2vKOVPXNd/4+jf4sz/+E5a3Ttjd3cUlx1KUg1/7Ar8++d/zp7//r/lX777Nc27GgR+xVdd4p6xyx0unh7xUt1z/8hf47b//T6m397i3ihxU2/zWP/xv+c7p/8gfvvwm35xc4YnTiubmEnUOLu7DrDInczJMxb72GakcMqq5ned8+8YHyDNP8lv/7J9Q7+/SieUsS/4rH4a/8nh4RVtJRRUptgQChEynPfXYsbd3gNtvaH2kzx3BO0ZNQ5sTWTMheKIUeFo8qzbS9j3TnS1yLOaV0qOSkFSCq1GaylH5RE5ztvfGzA/nEBo0dWQcoRqzii070x1Ol6cQE2HaoF7wEsn9iiATYh8JdQACqY9QG0rgHfjgSF2kdtby8s4hVYM640dlhL7L5bULzlkb01q8NeqckbQH3qkMbSSztUhaConB20s+otZaV8bDJLQxztV68qEvPrlRYYXEKiinOZOSZ9YJ4pSFwMkos5r2HCx6ZqsFVTE9VO9AWwJz4mjO8Ug4rGrm0bHTC/tL4erKQbBCZhWEkIUqK9JnkIwXMzn2gO+Lb5pa6kKixDsF6Jx5DkspjnPOuAFZKCG+BitYBWfJYVaguZSNh+iMN5aj2mesUHLqqKJSRTvXJrKJZJTk7ImDV1YumqLV1bjozTzXiI8mHsiGpIqWzAsfEO/L+Xdnr3E49wIl/LTYfAhJhF6UvlAzRKxIJQ8RSJ/sud9URG5yuAaFpHMOdQ5RhaR4PM57U4ztVFx57qvc+eGcvNjh8shz6+0fs3/8Gs9fvsKbyyXRz9gdXeV5qVgcL/jTReSmZAsAoafXUx73wmTc8C4CqwBV4D/tJV7dOuVqjvjVMZffcbxw53GqeUUYQWhGnKY5pEP2dgK/9V9+mSd3d/BphVaBmJUYzQNyqK8+RPQuqMGwCA2L5UctlOfVoA8aA6oG3KfqPu/h9kn7tNlbcgW1jyQigsepXZdePEvXkX2kRfkT3uBPeAnktDQNgxmO4wsopdy96Dj8ujD+vTl4uPdYy/y65+bXRrz/fMONnQxTEFeZRUN1Dx49Ri8co3oDpAfGwAxo7LFpgXcpPciNEmtgCAuK59RmJcQSfjkz97Xf1rV+1G8w39L652eFnuP+Am5wb8vrR/E4trG1X46BPw4w2YavJZhk+OkhXPkz3PZzyPWLqH+OVQh4TVSpRjUNxJVfanjveemllzg4OOCZZ55Zo7k/r2X3V23R/TJj2GwM1//+/h47uzPeeO1lfv0bv47WQoyZqI6DZ5/n712+wKs/+I/c/PErvHP3GFkdUXmHn1Tkx57kC889xnPXP89kOkOisjcXeucYXXwK/Yf/iP/p1v+d3/vpj/j1yWW++LnrbFe7dpL61ZkqbQsgQ+3p+sSbd2/zI52z9WvP8jv/3T9hdP0qSdVMkfmrpVWc72Z9NtujG2PAAsY7Ew4eu0JdQaojnUbmiwV71x6lz6nIwQsYJVrI1Q51nsWyZydagZNzxLtkGY+acM7apj4owWW6vGJne5vTvcjhvRvUs8BkNkIJzNuITsfQTDk+OeTiQWOKE02kvkV9QypttKSQYsYTSJqsAPNidhyAlAk0pYTXTAi2Y015UH9lfEHaSBmHLayp2C+4wr/Katw01ZIXqaC5xJoMNxjnSjPZPLbnfmib54d+RqV4iGVRVkG4K8LcC9vZc2GlbK8itbTMmlMu5ZY9XXF0cUHe7dg7WSAZ+nFN70bUJzN2qRGUvRjYpqJJxhGNzlA8r2aYO1IrnkTMs89rJtYrJHpUHNknomvJztzIc2kH54E/svlfUy2YjQHmjZ5JZAfRC8mX0Gsn9GJKuDYprQqtZrzLtBUsGwMbEKGXQNc4YsRSLVQIOLPkSFYMank9mgtJW4Kd440Iq7w+2psIwP2XwGBTYKkbRpexjyJaEUoW6sO5EjZzMQfEqeu6dYGSETQna+eqJ6mSXaJvevYuX+G36n/EZMvhuEO+c8zha69ybRSZTK7xo+4dUlUxm0x4bvQ43E18d36L98aGk3zlNPO/mz1J3J3yr08P+U53xIolBDj1Pa/UGSrHT64lXn084WgRp6Bzlv2c3Up5Tlu+GN5jx3l2yYyTUElFcufR5zPFrirEZEV4XdcfyfNZ/2Xhsg0o288r7jZboX3f39fu+nl/91cZa+A2my2R4BkItJLBZzPBXUnihAX/b37EB7yKY0LmYnmUAMmbehilnzje/K0prUaWIfKz33Tcva6s9lsYH5kqO9WojGB8DFduwvUO/E55RSflyo7lYwo8j2USbJ6TFUqLxWApZn1rSJiusbTN+2eQTw1styGYynw07y/aPGeFm+escKyKsUggSyLTsnOUqb+fDUnvpvAtD890BD/Hv/guXP736NbzpNkVVlVNLWNqZw521izKhfrzi51fVWU2m/Hqq68ynU65fPnyurCPMd4neNnkSZ73AXzYBdxmEWmWQY4nn3ma7373z7h57yZ7e5eRZBZFbZ+Zbu3xjd/9u3Rf/XXmRye0y1O8EybTLeqDGbnxVKuMphZXg19Cw5jDwzmvvHuXL/yDf8j27/S8+50fcOv4lIO85KAZsTutmURTlZ+MleO+5XZ3ws3Fgmpvl6d/52/zud/4BuOdA7o+4dXhCyiUfFn3f4nq7Xxs3S87Hmp79H65tZDUUc9m+K0xujplmXtOYs/WwQX8eErrrNp1oS45m4L4GlQYjXdpY+R0ntmaeiIrfGXQpkuKRCVqjxdlVAvdqqUeJfYvjFjmJdv7I5xTNAW6LLR46tlF9kYzXKhxGSqJCB3RK516C32XihhXUBgZSROVE7xaCHfK1g8XMXuJaH9lS//aK63s69TUfagzI1CFoD21d5yUSs2Jt/2jK6KDDWeHjwRJBu7q+XX9oQnOBj4bpJwNTXKJ1CnL4DiuMtIqj7aea7ffZ8IRcqfFs2LaJ44eDZz8bx8h395hdLfn9iMHLLafBqbsVkqTFe8d/WzMSRLGfWbuhCwZ1yuVd8yAKlv0VCuZZZPQx1bISSCkYNmio4gfmRFwlTzqio8bDifO/s3G7kkEFeOa9WbVxmlfEGMPrWYLfMcxF88yWgaxx3GjgYmDbcl4hE6VVa8sopA0kHpH1ZuStc/QRnseyQI9JQPVVMWoNWtiTJQIaZwmWyAKSVnWBbsUlMHC7HO2wq0V47WZMs2RQiaGYuL5CbRIz/uLbeYRbrbwcs64bMinlqzbLAouW0esqnDbE1u4mgmPfO2/5sff+pfce/1dDp6ZcG3kWayEk/Ao08kOT8vn8HenfHB6m7C4w28w4VJVU+mUf7Q/5um0z4vzY949PaRTj9OOsIIFiXdnx3bgmtpQnK7nXoSrp5F7iznj7UCdcvFaFIsp2zhO4gYkLK0LtCpU97U6HxTwDuZ1dV5Vt6kOXd9Z5XsDyrZZwG0e709yWF6qmhlpdmiuzY9QEokVdI6Ulc73rHziJV7m3/OfMHHAYxhKBYTSOkwJKkduhJcea/jp45Hsezjo4eAOTBfIlvGwdIGlhjfA08eGLJ9sw8k2Ou9hegSXjiBErFgTYA94AtN7HmIChUOsddoz6DzPdKHpvnd7hqBZbKAtgzOsKBwKus37Yzi/VflZy8B/E7bIuuSOrAi94m4oSkHI2zvwWoTLDfLmKbz258j178Loq4RqCtGxWCSCOiKJZtKs86U377GPM3Z2dnjnnXf4wQ9+wN/7e3+P0Wh0X4HgnKPv+/sK//Pil09jnBfYXLn6KI8+8QEvvvxjvvHVGZVryDkSsJ1nDoFqssXedJfsWnzwuLaClNA2cdTe4N/9xR/z/rvv8uwjX+TqhWd5/WfvMNnf4stf/zLbdcPhl77EGz96iXdf+im37t1DT09oYsIrdLFiOfKMH73M5557jsefe5bdS5egqklRCfgzUGXdvf7lFL6f1HjIiQgbJwtFnGfVJ24fn7IXMivxTC9copluM4+QpWLZdTQ7UyRU5GQFUVLFh5rGNSwXiUlT4Xwg5R6fFa8BTUbLFqdUwaPaE1nQbE25MtrBVfY9rwFyTew9o7omjDx9NlStqhKaI0kykgNZHZVUkAs8Wng54ix3MA+Tpyu+X6Wy8qU1l3LGBbG/dWLRQsWOYogZsvqstMcw0q+WSCodtr+6WZHpxzvgn8bY7NRlwS0Tdd+azLJ3NDeXNN/5Hrs/e4v9ZWQ+XnLrkRr/1RfI3/wKP1tNGC0CJ75iLjOkHbPrPTteOBHP7alj4Tpmy0yKxlXTuGJ3q+bCrKZJJgJYBkWrgNveIyczkcWBuCm+cfgAo9IGcRlLGijkOPNSs+Pna0/ASG9BzLPpjVsnVL3ixdOrCRI0BKJzdCgrlyEoxz5y+zQw88o4Gb9SXc0yBrrk8CTUKZ0XjtrI4iTiSju0EL8QHE4DItBLj/MRqNioKc9O84at0+DJmUSJhc/WSTbLOQxpM5NT2YBUPtkLZkCahgVgKFpSSuAKEqWWt+hcwpdUex8qejJk6HSEu/wcj//mf8vr3/6XdD99hae/4GmAbuW4N/L0oy2eOXiS37gh8N7b7E5PGW8pud/mEb3ItbDH39ra5qa/yPF8Rd8tubV4jyN63nLCSeqYjgX1Fff6yOWsPH7imN0KTPZGNDmjofAHN473sNj1fb+Onxk4ZpvHYBibiNjANxoWqo9SmKWU7uOyDQRz7/19itSHeUOLKDkrOTsq53jzZy/z6o9+wnRnC/fkhPET2/yh/hk35FVgSeaUdVFUBRgpNEuYlhih5oQ8PYWtFbK/QvcWMOpQZ9c2CrQZSQ16lNFj4MYUTi9al6E+htUhXDuC0VCAKegeyAoLhN9iCIY3dC5iRVW38f0BNQtY8TfFkLXh+1vlY8Cuh8Juc4kceHMtlovQYknHc17ilHfHt3luLAgnoC1IC0vg9V1oKnjlBJ74Nmnv1/Hj36DjkHffvsMHb54w2Wp45vmn2d/ftampcG8/znDO8c4773Djxg0uXLjAcrkE4Pvf/z6Hh4dsb29zcHDAU089dZ/n2ib/7dMa96NtDu8cX/ny1/j2d/6UV159ma9+5Wsm7OmtZZyT8WBR8I2QUiSuAnkRqLbhT773x/z4zT/h4pUd/s13/we2wyP85q//A77x9a9Re0+Okb2rl9i7eMBX/tZvsDo65PjWbdJ8aXNnU7N96SKTvT38qEGDp1Oll2SCo0HcpyX+bC31/QXvrE9wo/XQijZXXGE3S42MkEPFZO8C44mDUWa1VXGiFakOHB8vkGZGPd6mz4PxobUMNQuVm9CverrOUU8ryObK41IoJFg7uI4EGkna0jsljEd0saN2FPF2Rc7eFguSGakCgUSvHa5QUp2YFaOoQamiWpL0ikzbJH1WcG3wXDNSdusRzRmniitGrlkt2gs16bDTs0XXfL0Mjs9qbbJ1Y/mXWWc/hUJujbgk8K0ybp3N2+KZ9QsuvPEmj//ej5gtI8l75O/s8O5vfZ2fPnKF47jNtB3ROTjsldPjRJVaJii5qrhVQ0Wm7gOuD0SfGeXAJAu7GUZtJKtj5Rw5CHlqZsKaKbFPNkHlsrlWiggB1rybNZdfBoGC9atFlKSOZQywtPaQKogPlg1bGRfNO6WLibsVpKZmkpVZUkJWkEBfLowRilcLqO/7QFwoEsuxU4tEktpZu12UXDhsmnXdRpeBG/oA1HXAB6KDzgutSAm8tyg13WgePYwLY5j8h6JjaJEaCmdo5cBzXSMZ4klZkMajEZaqaPJsXf0Cz/x6x2vf+j3u/vAVnnz6WeRgxt3VO/T+gMvNAU+Mtvj8s19mfvcnvP3Gi7jZhN2dJ2ibiyyrMQfVDv10Rjve4722QiY1X9jyLOKKqQYqcXSjnlrhQq3spZp4EmESrODyZh5sQu1MjD05p4KCOUPQH6j9OeOewRlHLYTwIUXf5u9ttlc3neiHY/sp3MmD87QR27NSiWe5aLl7eIdOl/h2xOu8zL/lP9FzF6EuV5WlcSIt7M1hdQOacrWNV3BxDpNotkVr1MvmOeka9LRBb3jql3Z59EdjJO3ywfVtTvdBtmv4oIZjQfeODa2btkW93gCXgT0rkjgFuYN5Q6zK53H5umFwbzPEbCjeasxCfw9D2+Ds7pKNjwGhU6xo68vnFfA27zDmjdmYtCslrKu4B4jCGxmaGezfg5++SL7yh4wPniTLDh/cfpdFF9BVJMZ+Xcw49/Hv0Zwzzz33HM899xwhBHZ2dnjllVf4D//hPzCfz0kpmZHteMx0OmU2mzEej+9LwRmuwYd6hW0g8PZhSmNP4Ktf/hr/v3/7r/npKy+xs7vFU08/yZOPPY0mj3OVIcBqQpPbN++Rlo6D0YifvfMzHv/co/yd//I3+e//z/+CvFzyjW9+lSY4NEXEC31xNNbRiGZ2ncvXr63pMZlswi9VenEklJVF/RBESGQSiVo8ms08/yM55p/SeLictgGJkWFRcUy3dhnvn9oNPlZap6yS5+SkpaoadncPSDj6JKgPZ4uMBoTKfMsI9HlFJSAuINnjsgfJ5qVTeGcheDoiKongQaU3lEst7kQ8II4QBS/m3bXoumLNUaNUiIYS2TQYk66DHg0bk7xeMAsRj6CCiiPmXJC0UsSWv7H+uKn6XCXriyCpmrxexXhQbuiDbfr2bDDbztNtzt1zslHdD5zCh5FrJxR+Z8zEDFCxypEcOib1CdPuNrgenx2PvDvhcCUscsM9gc73tJVwIwSWmhm3Spw7ulTEGhGk96ReaANMkqPqHNNWGbdWvYRamaOElGgl4VPAqSN7JRc/Np+tNSn60XecqTO1KGKNq+e0IouDEGzSSFIWX1Cn+OSoorDwAs5bwaWZqEJ2jtZZ0HxM0GgiqTebGLXECnEOVyKRJAkx2+NmP7ymn1+tl/ll7SkVNdPhaUWJToshtNGz00OabM63SIciZR1yno3QH0qKgBnuNkVHo1Aprg7UuS33Ws321S/y5DeU9771b7n94s+48uWa/2IP3lgtOY63uTi6yNNPfpFKn+LRt17izTd/zPtvvkyevk6zu4tOL6H1Bbo4YSbK7vYO21sNmW38MpuYpRE0JbbqTLc64TSvmDWGthgFNZMKSmbIma6Lr0HUcX6d20wxGFSgg6p2+PmD5P8DGrfpg7VJ2n74o6BsahNWckrE8cijj7MzHtOOjrm7+zZ/wHf4C3kF6w1scYZWLexhLjqYJHCnUBdzQ7kD9KAVMEJkBJ1D3x2jty/CrW12/yLzt/4fWzzxonBad3zwzcT3/lHg9rMVSAOn23Bziow9XLoHF26i42h1l/MgNVaMzeyzentNMi93tucsKXT43cFCZLOYg/vbqXDWHjVvPls2y+a9WPYm3uEdv0uqajyrctcOd9scblyF2JFvnFAd/Yj4zvdxF3+HgyvXeOSxKUE82zvbeBdI+Rc796pKXddsbW3RdR1933Pp0iX++T//56gqJycnnJyc8NJLLzGfz3HO8cILL/Dkk09+Sgju2et80HPFlJlMZoiD7/35n3HxygXeufEGu3s7HGxdRfvCv0sJ7zzNONCRuHnrBrvbB3zwzuv80b/5HvduL/j7v/F3GdUjUm9drgyIK9SCbJuRJDoozUqsmM2zKVhtUEsgq+KKbZGTTMB2+/oZUOM+RPUopZAYyi5rl3R9T7vMtJo51sRxnYk5U29vszXdZakZlYT6Ck3lBpGE00zUYDVHAp89PpgBpJGwBxgzWutUsyFuzpkSypuqyTlbyDUbGpYk4X1GsgkGIKJeidmyIhUB9biM/V0hrIs6vDoLYRksF/RsX1ZpIZuLhSUH1LIye4fzhholp7js8Kr2nnMJ9PY2HXhxINFufg12wRR0b82TJTN4vxm/ySaTLJHsgnnMafHqKtD/kJTgPkb1tgYBh3M6lBHq1pOS8cLS2nV/VVlO57JpuXdhwZUnF4xftedOcYVPyv6qwsWKWpWFOO4ROZSWkfeIEyZRebIDTYEmOXoSPmbGEZpssTJNNsmAI5vpL4mgHj8oc6UoRAGXzRi430hHSEpBVYfJRI2w78v5dKbajFnRKuKTGDqalEosU5OsiIdRhnEHEzGFa1YlSrZkDWBJogsW6yOLXK4jm9izWsvHeWeoWxZTWPqzlmjeWAKknH8VU4yKertWRYnOEUXRbEVaW0LsXQom4PklLAV+/n1+Zuo5tEQH/tbAy4opE3xi2KaK1kQ8HSa+qVTJMqeWjtA5NDckX7F7/Ys0v+N593v/jjvf/yGPP/U41/Yv804ac+XRp1lMRmgccfDMb7P/2Au8c+NV3nnrRxwf3uX41i3CaBevE+reEau7yHILJ55GanwS4kkm0XEvrUjHdzk8gMv+UVInRD1rGznnqKpq3a76y8QAg0XHICAYjsNmi2RTCbqZRXq+uPs0uEZOpdzbvsw3sSirMzuzXfZmW3T1LY75C97nFRIrhAarmIbCJwKH5sGzvY0VSB0MAeiMQHYQrdF7wM+mjN66xrPfP+Dx3xd2ftKzd3eMANuxZuuPlN3X57z3xci9rwRufm6XG2NBmxGsLsCtS+BbGHfIbAGzHh11MGph1IN0WDG2z5nL+6q8TsGWvgFxG0KrVus7bOMKt39rhaGJQzLpIFAISHGIy10LOsZmwYLwaSkSjxLcqOGxOfmtV2H3x0wOfpcXnn2BXiJ1GhEkFW6r4Lzd38US/H7O8oPOYbmOhutna2uLra2t9c9ef/11bt68yZNPPsloNOKnP/0pN27c4Bvf+AZN09xHkv/LhDJ/1bF5HwzKZNVETD2PP/EY27sz7ty9VdBtMyr3rgYNxNSxfXHC7Tu3+eDdt3j+81/i9demfPcP/4zPf+7r/M5v/H1SNmRtEF7pwCkXjxMlFPskcxAonD+BUHxhXdmSGP8ZcyMoEpGHgHn8wuPhIW0bCPMQwZME7gXhcOwZV1NyI4zGVREeBFrV0spScB3OQR8TPjQ4Z4WeOtC+Z6yC5EzOPa5qiN58Hb0qdRIqbHFzOAvPdh6fIPlo/DKURhxZIxIztWtYREdOHpxHgpJpEZ9IncGyTpMVBq6xzMFUKnYpck/MAFCTINkTXaKrEy4GQvZUnXHnMpZvF93gLKR4F5Fg8HjqawvDdUU5lUtcxtDXK23aJJnohJBtV0COkDNOSlizaCk8EiqxtHsVy6H/mLu4oqaUchGjFtWVsBRBFdNRXcgtT57e5PJqwarNeM1M+yV3Dq7w2m9+hUedEFbw+tf3eGdnl5VzOEn47Kh6mPnMPc30TulGsN86rrdKvWzZioL6FWGZGeVMVc+4m/e4VVXUCUanRtDvnGV3+lSm2mCSkOwV9ULVWS7oCKizmou9t2OpGUtvDUUgIEKXFQ1KrhW8OcVrZQHyOhSDAfAJLxZl5UUNKcuK81CJ3fhZckFZMxMPUg9CA0Nh1StUhhhrKUYZhARZ1kWa3VLF80wyPltGqhOhd8rSCbHYN1gOrtADVTYVJ5/wRHxfgPw5uw8j0Ac0lfu0IL2SzPdw8D70mWK5U2NJbHaNZh0zfuwFHh9PeO8/fodXXv0ZzQXPs9/821TTHeaa8D7QZk8z3eOJp7/CE48/x9HRDd67+RZ37x5z98Y9lod3OTk6oSVAVnoq6jBi1bZkF9EqU7lMd/UC6eCgLLx+zS1bI6uay+G7v6153/2yYQOyKTy4b6HaQByGn236sA1F38Ble5gL6Nk9bhtfVcjSE0KLk0CUiuyWnPJTbvLH9NzjDHnaVGAOhdE9TBAAsGXFjuwbQeB4jP4osPe9EY//5BJPv1Jx4buHVIeWZuMk4LWmEk8m07ztOHhbmP+HlqMnHXeenHF82XN43XN8dcxqBL1k+noJ4yXsncLuAtk+gdHSvBrrXGozBRmX1xk5c7YVrHW6WYwNRdxGa1QGn7ih0BtUpH1ZxCuUGl/Cs2TNi9uyVm6+Ba+Bu9rA5ITw+bdR/hwRj+gVNIFKUVxrZRssItGtyG5o4WXEf7iIf5AacVME07Ytjz76KCcnJ7z55ps89dRThBB4//336bqOyWRyn63M8PWnMQQh5QSSeeZzz/Dmz17j+//xB/zd/+LvsD0zfl8VAqkr5ZR35NDR7CqPhqvsb13hif1fo24v8M1f/xJb21eJsTOKSzkzfmiG5hJHmEv3ZTj9UkqOAU3DojF1AEjUrefNX3XBBp+a5YdVqT4FZHeftgn4rFTRDmwssbzqSvuOwdOsw9UNXZ+IKKGpiEWyLzEhEXzj6SQaXyd6qh6qlAmdonVPNWmgs1xAQ648iUz2kPsOnzJeHSkq5EDtxiz7HucT4nokJHKANmeq4NA+4bIVSL5WJKXSMbWF1eVMcBWdOpY50laZgHGLqtwTXEck0mdHVDFkhA5Si9RLooDvt4itEkkF9Ql2AWYt3rxWLKYSEq8ScVlxWuxHvCOqN7VqMWzMJEQiOVLSGxTn9WNchVbUmPuRmQtmoHMmqgeoFXZOWi6++H3qlw/ZvQ39eMzPPr/D8vHPc/vyN8jPTpAafnot8bMnrnC6nRkvMr4zFHOmnoPJFvOQISX2jiOPHGd27nzA1Vs3qCUVAjv8dHqd77xdcauZUEnPWBKxU253mZzsfScyrk7sPzIl7Aa6EKlWBnVvjzw7lal0ozcT2g41o2e1hkdywkrVAuCnlkghqdy8IlCC2Z0IlTqqkdBsOYKYmtZnpdGzPb3XUAiMQt4WdOSsFVUmyhWZVc5IEhyeqBlXNVRNWMeIKT0iVQmDL8W0CpIdBKX1yomH3gmqDkm2CWqBSoye8BHOIb/8nX0u1HzTENaQpkBdVXQxkzuH99a6lpTwZTPnFPo8JktGKkPmUm+Zkrl3VBc+xyO/fYn2pZ9A8NTbj+Fywwyx9AtXLDhU8DJjZ2/KzsGTxJRply3zxRGnywXLxZz23hEnhydUdcVse0Y1CoxHE5rJlJ3tbSodIaFBXdiwiRhQ5gGRApGzYmx474OQYPjeJoftvJp0GEMLdYi12vRlG/7+YaNtQ0QeJR1kyHMmO1QSS3+Dd/lTVrxCRSx9gwQcY4T8d7AipucsueAK6AyRKdpP0Q8qqn/X8KX/zx5f/Pc7XL7pEZamtnfgNNPpKZkG1YqAp5ExNQ3jY2X3B3D9BzYnnlxM3H6uY/lYZLVfc/Na4O7BjNPjLfKtjI47CCuolzCdQxORJsIoo+MM4wR1B2HwZhuKtZq1vUev5e3YcbBwYFfAtdLxmCj4tP67NihOamCOcopBBw3oERDhPQ+vXsDtnqBvvsjy8gSpM039D6AalyKjR7rKQux9JrpkNhPnCv+Pug+HsZl92TQNKSWef/55AF5//XUODg740pe+xGw2W9uCDBYgn+Ywtb5tTp9/7gUm4xm///v/M8899QLT0Q7dMtumm4wEu//61FKPHLPmMiFusVgt6E89tWxBK8NusHS+NqgIJYViqMXsAMF5nsPwN0Z5NvHZZ2l8SkXbUOlWSF+jcUSXoY8Wg+OKL5VqNo8fp6j0pE7R7BE3QrU3ewdWJF/h3DbaB7qYWdS2S4ziEYlQ1fgqsupOcSPPWCyGqqoC9HPzV0oNsarRUKEZAlOy9MS+JeicKiuTpqFbLEg5k8OESE12Fdl51PdkPSW4EV5LhqkoohnfLahcxMuUnAMtnjZk+rDChzmae1Al0pBcQJzgtKfJrbU1U4cwJlETkxC8xZ6U0CJsH+eINBZ5pMn67xrMX0whZzO37VGi1qQo3L5zk1Xbc+3adYKvPp6GUC3z03Ymfg0VO7H9KSlbKPpponn3TQ6+9Rrbr1fMwy4hX0a//Ag/23uUn1yfMZaa25OOW5VlgTZiE2HwjsrBxAkSAlMH46AEWna6uzx++zV8dKjPKBU/297mtOm5FxwxOLqR0pxkupWj6j1QPMlGymQfxtuKtgLRDDibRphhO1cTuwidCD6Y4C2KebIFhDhSfG9IkKRyBrKSh0LK3CvwTqgsCcV2rFmo1OxGwn2QukINbjz4sEOPMnJl49ApliBkogRbsMtk6gvamc0EVUjWYk9Gkk4O47LhCYVPmRGSZJaSiJ/SNnEzesn5jAsOlx0pWjvCvL+yIW5iViVDSzuJmQpXKDl2oJkcBb+9zTNf+6ZxTeraPjtTZqsMqEhlbCRVJFn7fzJpGM+2OaDDbK+F9mTO2+/8jL0LexxcvAI4s6lwriB8m3ykD89j990equvFbrNg27RE2fx6swBLKa1byUOB1vf9OmB6E8F8mIvpmVWQcXSdZlJX4QlodcqS73OXP2fBgosIIzILBNvqrDDLjdPyeQl6BaRB5AJ67zr1n4649P8VvvCvGz73hjChpxbL+JyyyzgHelqc9QRItBYwrx5HoJFgBXxBj6e3HFu3hESgr5SnDjLLvcDRxczioufk4ozTazssLinHFyN91aNND74z65CmtZbqaAVNRMdLW+izgyiwaGBZQV+ZHUlXQ9fYwl6voJmbYeS0goMa9iLINkE/sOdgWRb+gSNXJoAIvK9wkpB7H8CdN5jHHxAe+QK47UKVToUHqDgCVZ4gqTeW0M+pHs4b5649Es95s73wwgs899xza2/B+XyO934tTBgQ3oeN7p691mTUGi8EbXj2qed5/ws3WR4ncmfbuhQTKua/iipOK0u6SRUx9URZ0rtTXJ3ARdYJH2e+SPbJpfUG7ww3u/+Ynjl6yPrfg3PemWvmr3Z8OkWb2JvunON4kTi6dYL3BjG7nGzyTcbnUfXlQFmRkPrMaJRJfcUyz5GQOF1lFveWeIRVgFUFotmyR2NviJIz96r54fu4EMjAUjNeoPGek5OOO6eJMKpxXcS1HWM/wdGzmN/CNYHTuRJSpq4b3nvvlKqqUG/5k9lllst7gAd1hmqJWstWQSSyOhJWJ0orC0LtyE2m629CVBofODltuXP7mGo6ocKxPLyLH3uCy9y6e8hkf8o1GlIumzspxZgKfQt37i0tDcJ5pHeEZC3TXJnlknNKr5E917F30nJ075RM5s7dW1y7cs2k1H9Z2abWZLZNihhzTk0JWSm4ri+d4chWPGZ7fgvvRkxT5GCxyy0HL84a7k1qrs1rmrZha2HKu0HggRPbxKoy6jITFLynb6AO9xjnmxBHtgH2Y4Jb0VQrpprI0aGLCrdUTrqEscYUEStebWel1Mkh2fiHLoNLCVHz0csYt6JOWgowE4VEoMpKykryhqK6grZEPbeTEytkEYvKIqu1WSnoeuGlWOMlkVXJJf4rOjMnji6iUopzEUQTubRL0Vw4iesTU07P0DYfuG+6tvqQguxHR9m5lxbr2cz0CdzaH36cAW3r+57YR6SyFBEwyb6qcbckF+Nh74r4x9rtDhPy9FWDT2nNgwzBmZ2ORrII3nl0oEyhSMpnKu4stiCkYQK3Y2FpIzXdSuhbQaORjlPJFWTwzvsFxvnYqc0ibH22zplqbrZAB3FD13XrdIVBxDE87sMdUjhTCVyPuoxPI4JPzPUt3o//C6fVq8QiPXgW5UVGhopxgqUTnALRBGMyhXgNffcCk3815u/+32Y88v1ApZ6ZVFRUiDpqqpJbYDQWc3kLQKSlwxqEqzWF1+Yfz0hGNFSgNdIL6QOl/wBWL/UkHFGEtBdpd5XjA8fJ0xM+eEq4dxHuXFTSNKLjFVQdpN6uHZ+NM5wGrlplX6dgF410gIflFOpdQOFoDifH5NTCwZR9AalXxXRnB1teu417LdthOm7g/UMmJ/eguQX5LuIjmmozKq96i0DMNaEdmVnvZICHhrbr/eOjivrN623YUIQQ6Pue1WrFt771LQAef/xxHn30Uba2togxfmoCmGH+TSkSZISIY3u6xztvv0v+PIg31rETR8oRJRMYQ3TkHKlGQq5PidUh2iyg2kFTuZc3NHsA0ac1ei6ogQ25dAjW9d3mvX9WuLn1v/NGwferGQ+vaBs6cyIbSKTH5Rk5rwhhRGBEDh3JJfCC5ICoGMG/twWpHsNisSA6z+6+hWovlzCpt1E/Q3ImCGSfSii7J7KglyMu7+6wFy3EPUsm50CWwMkqsYwZF2Z0NNAEmtBzcnyHnabmwl5NywqpJuQVnNxd0DSXoKpo85KcV1QetmY14i12qEpSFIoRrRLtwnN8VIPfYTTKzOMtZjuOcaWErqK/Kyx6RacXWPYtM3p2Lmwh3nF6eoJMxkjt6V0RMWBGq2YJIuRc4cIWErw5/ounz4YyFUcR1GWcdlRhSs7gXc2odnTLFgaH+o9zHtnYfJTz6dZohIkyIs52QcsecsCjzI4D9XLEQirerWtYea72ylYv5GRUrc5ZQeqSUjvIkqg0lwxf88dDkhWPXkjBUyUjmYboWARog6IVaOuMRCqFz1esLqx4ycRaqKLdyf3wXsruNTMUkQMRFUIy7ltE8dk8mhxCKvxBVcGJBbH3A8KlgkR7TpftNXgVwpCA4JTeZaJYZJnxKRwRJWU7plIKiIChdOqw3Est3lHl/YFdc6U0RMv3jW+Yi3WILzm2PT55K0jcefPQT/C2P4cqWeGRLUg9ZEiyRqXckMNbrjDBFdRHwUFV1LVIIKbeIsAQfBgQDGNni/phgrFuRz4T64g3/qoOYh3NSKi5fO0xZltTrC02bL3dWmB9tr/+6Pc5ZIkC63bo+QJrk882HJuhGAPWxd1m4beJrD1MhG39HBTkcxDEiEcDKKcsj79Hm/+cyX7PLWp2yPw3JCbAn6CYqe1A+n8CkSfQ+Rfg+09z5f+1y9f/+4bP3RPGMkakZqzmCBBpyfTMafHAhEnZbkWERIWa4bJhrvQkIomAoLoksyxnyArhRjyN2nIm6sh3hXQXlq8r/Xd7Hpt2zB9Rjq/B4hHHvUcqjq6MaMee48rRT3oYlw1NljI3irWOJYKU61eA5QhiBTKDXEFzAtMRVEvS5NS4Umsj3pUdG22AFhZHsPLwQYZ7h4x33iIefRe9cBnnn0JzRSQWvmrARY+LgkpEN1qxD7rGHuS2v2mmez7Hdj6fc3h4yPXr13n11Vd5+eWXeeKJJ/j85z//od/dfIxP+hpUFYLUqJqF02OPPc6bb77JrTu3uHrtKil1JhcrZvVOSqoMimoiaUKCmMIfb9fxoNnbfK5ieg+D2wPI4LE6rGv5QQK9fL97w6/S74NPBWnbJNE4nEwZNYHga1L0qEbQWOwzKOR7T3CenDKJnmZ3xmq+NC8ulNDMwO/Q9mODzEujSSSjvngo5VOEzLQGpy1OEjF4kq+4c9KSZQL1Dp02uASNa2kmU4hz88l2HYoj1SMOvSOMpnTR4evanHoWcy6PxgTp0dQRRPDZkSUijdCtMuprfL1HJytiuEfHMfvTKUGUNrVosw/NNk4PqWXJ3tTRdS2n2qOusYliKHy16AedkDzkUIGfItoYxwkTUBRZqEnRXUYJZN/QjCbo4SGLxYJr168Ub9mPF10SNgq1IsNZ221pMLVnHAl3dmfIs1fYe3WLNm9xb2uHvBxzMK/5YCzEAKsRhEbwXqnSmerWoWUzKYySoVr00PptTmaXcdWUVQ1d1XAYRpw0nlOfmXtYVc5QluKjVUXwxaJBpfidOeP9KZlePH0wUnq0pyQCnVN6Q+BJCL2COCGQ1gUAqmiOBJeNCSOGkg3m+aKl3V9EMQ7rpNiP7fmiBiv+ktDnokh2jpBrNEecWpSLfNT8IA/+ZlZrt6YiRAATRCjlXOVPZ7bZzBjcLG6MCuHWJrUhBEOv1YQHVsMVeT+5FNXgQ41zga7vSX2iwlQM3unPfQ1nU9CZcYr3nlW3wo1rpKnoBbyYmTJaCplzO/QPzWil6Ny05dhE1h7UWtpMiDhvizIcj/NK02GRfFjxVesCmwwOslYkF4hkcKe4/BPa0z9jtzqmomFCZgxcQ/DMWdLyQyAyAZ5E9Gvo27/G9Pef4av/1ynPf7tjqpmpq6jyuAhoWla0rFiZ0IuIsy1FIfIHakw0k/A4KhwVDQ11ebUFN8ZmuWTIq55hKI5AJTUjamoRfPbE+Zj2p5H4054ViZPtjvkFpX1MuPdU4GdPwa2LkGY12oRiep2hziaO8c4EpCJFcxEh1rDaRRZTtFdOwhL2ztsxDUkOY6C13MtjZ2EOt+dw+S3md/9nFn7MpZ0dnFwmq8VjiboiJkvDLhyVM8znFznP5wVDAKPRaJ1XurW1xRtvvMHbb7/NvXv3+OY3v8l4PL6v1f8wNhAiYgKA4UpMif2DPa5dv8ZLP/kxFy7ul5zhMy/Itl8SfGU2RhFy75FUodEjA4XnAU0kvxE9dbYhK+hSvo/Bev9r/PC3fqXjIRdtRoA3eLEiZuH4nnL7PQiNR0MgTCrGk0BiTtQFlffE6HBFCoxkkiRyUIIXs83INSsaMlMjnGvEZWd2Dmp+PBotJsdrR6Ursq4IboTmmiDB+GSxJtFYcSiZpA51maZKpLgEhWWJs1pGT9KKoAk0EFxANOJ1hcNiN5w4838TR0wQ8aRUE8sVFCThc4cma8NEN6bTuhCyE6k9QZyhCxEp0sRCgi/qNcSteVgpe1IORCy9weWBB1NQGDXVXkxCMxrz+BOPE2PHeFzb733MXZPX9elcI1hS5M/RefCObrfh9De+jj77VeLhmNSPOJ0dMN+7xiQ3PB49TsBXkUqgVocXHcA7RoXY7XCMBGonaFPRXnuSW9v7SGroHOCFZdyib7bwOTD1mZkorvf0nSlFXRZ8DoTaMbkoVDPFSyBkwUeYZ6U7iYgWHVnJgp0fRVIquz8cEhKzg8DMmQCDwfg2VaSB+1RMbFMoSF2wgHHJ5hlYI3gHPpuowYnnZNlxfBxJyROzI9ZGOp5MaiofqETwvfH7jPAecSLF7FU/dI+V/xNLoRmLkcnw/rwUUjkPNoT9xO/6DXRp4LcZsuTvK+SGj8E0+H5LjCGl3bTL+EBwnpQiXUzW/nbWLj0fI/WgMRRH669jXKN8WY2LOvy9IJu+y/chZJvqUO89dV3ftxhumuqy8febxWvOhjwOCMZmxNXm72++p4fBLzp7XFPmJYSsQnaRzE1O5v+Wfvnn1NITNbArQl8amJ8nEFDeoeEWj+FWXyK/8xyXfu8K/+T/eMCFGx1IRS0NLoeSKD1o5XsSSxJLzDRJiqZzSVfEVY4aR1OwfEegpuSKrBlGsWzZzc42r61vMxC1I9Ibr5QaJxWBip4Gr0o4TsyOI+n1niv/vuf6I5k7l5XlfqR9dMzJtYa7+8LhgaDbAq60Ul2G4G2H0dkGWTRD6rlTZbpLwljKprkIC8683YCcoE/QgR63SD9H2je4d/gH7My+wqS6SNJQ2nsCvkN1hcoE1Oyjzo+/7No4HzknIrRty0svvcSFCxeYTCZ473nuued49NFHefHFF3nxxRf52te+tr5GgfWG4pMdQ0EJa8RbMs8+9zn+3b/7I15/43UuX77EeDxe329VFYix5/j4hOlki9lkGyHQLrvhyjabq3OHRTYEgx+2dRmsq842eOu675xe768SGv9JjE8BacvlxjNOzmIuHN4Qkk9kn/ENhHHL9gXPdHeLjiXioRaDP5wrxHdM/VlnSNmTpaZXCwavfETVwPMgFSSxFAJNxgXSXNqYmAIzeYIGg0RFyNkhUpGig5EHF/EummdRLnl8BNR5Q2w6M2v1WfAiBQHLaJYSOp5JImQCLtV431KrMu4DdYRIoFVTf+ZsvlwKqHNEJ0bJldoWj4I+sME/c2q+Y1I2CSpm7YBIIWg7JAVUYlmAiii9DhZo77R44H28MTiNCINXnbX/sgi9ExLC6VbDu1/7Ne70M5q+pnZj2kXF3aWlFOwAySf6qic3SggVITnjshVVvjixnFDBvHu2PbcmNcf9FTR7shOmSZmvDN3biUrjLV4kJlhFQ07IJueuPEwmQjUy1KZJiq8889PIvXlGsy0CSSAl5ei4I0Vw2XZu9ahjdiBMxxVS0CC8I6US9VMmgAysXDGvTWazYt5oQ3CO4Mj4goKmHk5utLg4InnPXDp0lBiPKqqpKwsNFhzvyqSWB+uV88OIaxnLL+0jtGRCQSIizgwN+gT5U9Idcf9CMhQjw+Q/TL5d19G27ZrDNRRxrqi/pPAp1x51IkioqZ2hnTklutitC56BrwMfLt6UjcItKRWOoJbVirBWrq/RLaUcc/0QsiYi69e8+V7P+1xttpQG0QFAVVVr1GAIhK/req0e/TTHGVfbNmGBnpAXRF4i3f1D9vQGyy6Qu8S0qbiF0CG8T+Z/YsodvoScfoH8k89z8d9e57/6v+zw5A1l4TpiblBqFIsiMxdJRRmR6QbCR6Hrd1hqh7X2DYETKmuI0tHiGBkCVco82Whhn5UyrjS8B5K50tERdQksCQSmVEylIjOipabLyvZbmetvpRIDl1nuLTm8mrnxfOT203D4pLDccfQzTybYDY6CLAqPcsJJaDi5XDGadsjpCqQu9UDLfVBNsYbLbcb3Sl1Brl7nhP9ExVNEuYzHkSQilSGSyoRNKRr8cgSHgdd248YNbty4we/+7u9SVdX6Oqyqii9+8Yt861vf4uWXX14rTof795PfPAwF5dl3cs7s7e3xwgtf4M///M957bVXeeGFF3DO8eMf/5gnnniCa9euE2Oi7VaIV6pqMPOOZE1UofrQ/naT//vRr0bXIiQr2KS4MAwPYpfVr7Jwe7g+bWW1NxSgkCCpCdUYV43oFFIv6HHkg1t32Xk6s3UBvNMiBfeoBoM8RQitxyVP9JAk07uE9xGpWjR2hH5c2NdKrbaDTE6LoDuAejQ5JAkiwfyhJJmvms/0AslVJFnhXC5+W87ajz7T+4j6ngaz13DJ4SSYjYNLqIcoDjTQk8lB8VWHlw7fK6Nc4ztPjmbbkIc8TLBWkPf0WWglk7y55IeseG9qItuMnPFQrGiwRgJiHLF1+90XKbvk0nLW9T+tbfjxTuNAxRy4iYNzkdGJlFocnYM5jmMd875ssaw8AY+MhIUmumyB1PMqEz1c98J2NjPDJMPC6PAIVTKRQ++U7MwT7tRl6APZCa1L3FS4l6BqMtu0+OzRHEgFhfRFKOElE9QTsi0OdTYj4oSn9WaNoqmoFtXOveVzekO1MHRu7JWUrZU5bD9UDZ2Acty9me06xVSRmGEjzsqOKpu9cVKF5PGuRqVCXLB4K+lx3hVPs4j3lSV2uIFXb/TmukD/Z5OcK0IfKy76rOu9vebiVKCJGNXEER/aZX7Ct/1H8Go2bUAGdWQIYc3lyprPULNByFEQY+cMtyDrOktVvCsF9Fm7cUCtBm6ZFoXpOo1EbUL2gw9X6tfpJGYGXhS3KZlf2QZXaFjszGTXfWRxdR5hHN5z31uo+oCwxRjXAd5DAfhwCrYHq2CNulWyb3PASw8aDL3MbyMf/AEHq3eZiKJRubdIpMauwR8Q+H+yx2s8BfPPI+9+GfeTR3nuX1bsvjrm2Hs6DWsVaChbCMPKPA3ml5borGWNkOkKgT8Wc6ExjlDkCXaOMqkga7a0usIeyxvF27DkankGSATToBLNRImWlqwZR42UUtCJw2O0hU6V1b3Ezr3E1R872llmeU1IOxWrRz03vi785KqymK2Q0CDdCBYNty9s0+4HC2RwEaEunZ8xFkJabr0RtvIurHNi6uo5y/wDFnwV2MHlbcQlsu+QTnDq6Yvn46C1+WXuzaHw2t3dxTnHBx98wFNPPbX2Z6uqislkwrPPPsu3v/1tLl26xKVLlz6VfNJNRDDnzJNPPsl4POaVV17hhz/8Id/+9rf59re/zVNPPcV/94/+MVeuXuGHL/4Fv/1bv8Xu7i4nJ8dcv35tw7rkl53n5L4v9dyP/vNF2mSYGgxozEDOcDpvWZ6O8eMaV1fE1rIlR9PAzQ9eIQbhwp45OSsg2duFrwFZBug6mIrFE2ky1Q+RILZQC6BdJnhflCe2+NokbDC9QvE6S4QkkD3iM1EyUplRq3NWmUeE5BzirIXqXLGidCU7Lxn7OWGxQUmEIX2OWtHQIjHiolITkF4gV0TF4pEonBKx2CrNQp+FJEKPmiecpPu8YrKc7RpUB/J6KkkNg/jDiM4ZbJXzVjixXlQ/LqG0FIlumBjPOBtepUSAQK2BnZPA1RRYTCoymZX0LEOkS44oFZoc086znTwTT+Ex6roKrNRSC1TNiLlTa4cHl9deZUmg90LuhUUwjzTvhkxRa7Ws4y1RKoRahUqVKlszxhe0MIuhKzp0brKzFjl+Hb3mBVPl2qpvvAjRtfh7OA9SLFncQIAtVhRrMqwWVBerocU5eifE3gqyrJnWQRMsd7bNHY1a2gGqBaMoYc8MdqhlDIVdUvqY6FXJ6syg0wuimT5qKULWN+fDue0fwH/ZjLk67/4/kPDjkLvpgwla1tdeEXVIQd01r3lngt7nbzZM1psCAXMYKUrfUkwu2wXiHGM3ImbLB85Z0fL3ImIG23KmBh1QtU2+2YOKrPMigvuNhv19qtDN4nXzcT/58SHIwY6LkSkBSK5H1eM4QU6/Q/jgj6jlGJzgJkpcJVY58gNX8X9iwilPInwTPbyM3rlGfXKFdnfJ+/sR7o4ZMWNcyqSufARRQmF3ZipUXDTbHrYAAIAASURBVOF5KlAhTAlljnFFVGbNWJsTCoOtXPKFWkERmmxgJINNgzFI25KZIpiMZUhwsMcY8hB04IMWBG8s1qDNWqGnQn7Z7vj43ciF73T4f5j5i6/2tLJNHm8jaY87bHN66QIybeFeV15Jh8rC1Kc5QJNgbOIZF8cWfQfUXujCG9zhL9jiUUZsm9F2DPhoYq9c6CRrusoveKlsbp52dna4fv06b7/9NtevX2c8Hq/b9G+//TYvvfQSV69eZTqdfsiP8JMeH8WZExEee+wxrl27xr1792jbltdee427d+/w6muvsL2zxeG9Q/7Nv/kDYrQN0Oc+9wzDJuxD7dGP92o+fPf8iou08+PhxViVN+uKtw5iFjgn88it108J3jHen1KPK2KAWiqm/gLzu3eY1bA1ri3rUdLamyV2Dk0esjdDRolW8KiFujtnMn/RhBfB48z/KYGvKvoc6ChB2mRCLnE/lJamDpFWIMmZikqV7DJeISShwllLUwpBWBTEoq8UKX5xlrSAcyRRvMvmmJ+DoS1O6LyWSIxBRJFM/UeJMco1TjdaPZv5GZuKzoLVWgRTMl4VQ7FaCi0VsmbUW2NBGRanj38uRYciy5VkBF3fGAFh1CvbraBRmGgiemgRcqu4nGl9ZrdzXFh59seKH0c6n4jOFJEVQohpfYdIQao0QBSbdqMY8XSUMpdiD+oYqS3OOWWyurIG+TX6VEdl2lmkmc/Wym36TJMjvjivK55Ipqa3FkThEDrXU6ngo03gtZqHWs6ZOlkiAeroBUPh5CxS2pI5lEYdoXxTAe8zdY642JtIsqqo1DYd221iyydq14Iqo+io+mrdRmpKHl6WTHZnEV6os1i2BLnDQtitf01yFkDdR7OL+bSabx9V0IQQ1gXLYOpp9h9WaKWYqHxAnDt7rWrYy5po7oqno+paTLMZm3Wfia2awoyCRMYYOZ0vaLsOcd5UrZRi21myhPe+5BXKA9/DgwqszX8PqMWgEB1e22abVERomsau3XVL+CGeCznbcg0ZtL3Y5rDWTKS2Vv6Nlzn+k/+R6eRtZDegtbCoHIudived5ztUnDLF8wSJy+ADTI5on6v43v9hi9e+pjzzvRXPvDTh8vsj+rhEC3bm1LSh0UxvDHUGvElLDJ0vQoNIX1hhA2utCGsKR/qMh+Q4K0pl/T9XHtExKs3UVEo7EzdoQf+sHbtu0q3/a0VjCasSwRUltlLh3gk88y8WjF8R3vuG491fG7H0B8znV3i5+RK7/5vrTP+Xtxi/1VKt5ogel5t/D77SwfYcGkd3sG1+aauealJx5G9yzB+zxaM4v0MdL+C6Kdp3ZSbXX7ROe+D1OyBq0+mUN998c92mv3XrFq+//jonJyc8/fTTPPvss2tj3vOblU96c/Gggs17v54jLl68yD/9p/+Ub37zm9y+fZubN2/y/vvvc/fuXXLOzOdzUkp85Stf4cKFC5/oa/usjYdIcjmLRhmKNuehDg1V6/HdiMXpkpPte+xd3cPlQL3cQVNmeaTMak9mBVUmpxU5w/EqI9UOOVQ419uNmQV0RE7GKcp0uLpHXE8jAV2uODy6QzObIeNdNDg6l2hcTYqBfgXNuCYm6407X9gQORh3AUhEPOCTWDuQTCKiwZNzhNxahqiMUFeRkhKj4KrK2g/iwIupgIIQ+w58tTbXF01UlQARekedK3IOhBSspWmptWg+O7aD1QYImnyJa7JcPVF3Zi5zFnJpJqSODaXVz7c1gLNdxua0yH2vwya1EDMHvrJGgCoxO5bOdsqj4FkFZUdhP8HFCYwmZhSQvJnIaoIuZqTsPAfbhvHUxCiShBwMeZvWyvbEyPVeK/Bw2sJhB0sv5ORQFUbi2KtgtwgDVDy9F6jNDDeWtlt2EHuYJqFPQ+s5s1UHDirPnhjJX8QySzOYmgzzZksidD5bjqaTtf+cJDPrVKdkcUQ1VCGMHbJfceodMWS8ClsErjrYEmhUqPCIh321VrxgPleKIYR2rW+cRynFuSWZGYqrSoqKrwK596SBe/8pVG4/r6AZ+FybRZsPhkLFvqfvI+odEgwRlge8aCvUzM5k83k2n2NA+YWz9IKqqtjd2+OHP/wRIVQ89thj5W82CMjr1soZAnD+PZx/X5tfDwa5wBoJBO5DADdbuOdjrj7ZMSDjg9WB0JaibYmJvCZYLJ9f3IYX/5T0wx+RngN/EJiPHXd3K44mNd8D/j1Ghs/cRXgfLs/QnTkc30Qf3+PuFxq+/bvww6MtJu9VjI9rJDrCQqgOHeN5T8gZiZ7mdMz0uKFqHaGPNKmnIkL0pL5GY6KZB8Ii03SOWk2OEPDEch+e7WOF4Yxv7m3Ngnr4yuaUUsKvuZLFKGRdBipnIVQDFSQVJM4DtcDF4ym7fzjl2e8J9x4XPvjCRfTpr/KvLl/iR8/fY/vJG3zx6CbPLG/i796mWvSM9ircaI7GCLuJ0eOKjDJtMtpIxHGHt3hFfx/kClt+Hx8FTWU+H+4DWZNqfvGr4dw1u1gsWK1WvP3227z22mtcvnyZb37zm+vc0k1rmofVIv151/5m2khd1zz77LM8++yzdF3HrVu3WC6X/PjHP+batWt86UtfWqP3nzY39NMcDw9p2+TcUFqAWUltx8jt4roGF5TleM7NOze4Or7CVr3F6nRFbDq4EJCgqOtwkjm5t0T9NvVoqzgb9zgC0tdIaog5g+/JIdGmBQcTh0sty+N7yGrJInZM6ylKQxszo0nD4e2ee3cWPPbUDALm3i4ZjdmiWrIQUzJC+BALomJ5pZWSXI9ITxB7XxIaSKVcVY9oIGVHLmTGHNKZP4xVa0VMYKHjQsJH8x9TL4RkBRFsLCT3ZXBQ5M0BSRnn07rlIYNLvJ5NY7m0D+2EuL+0YHvwiS2fTe63Xuic80xqqL1j6gxNnAOpdgTnSJKpRkI9dmxtCZdngZwyvTNKcd9mTjpFxZtXWjKC8k7lqJsaopC9oQTdSEm5QrOR0bSCuy28PU8cOnNaR2Gsge2g7JAsCB6hE/BjzwxHJ0pyZsbZZeFoNmKZzY0tomxn5cDDnkBSQbwJJWSwPFHFI6hkcu3xtXnqVcnOS5+hbZUuK8lBn4XshdnYEYLndCz03lrL233mcuPZrj2j5A3hU2XfOxPU4JHsSX5IYzjXIsUK3dSfLUZkM+/NArGoXX8VY9Ny4HwQesqJru0ItRnMVlVFItLHHocnFFPeYdHKZR5xIsUK4Oddw/ffK5tWJLu7O4xGo/XvnXmW/fzXD/cXcZs/G1qhMcZ123P4Wd/3a0RtQPfOlLMPs/9yVvCqmIF1UwyJJQspOSS35NDh5m+wfOmP8Cc3cW6K1o5lJbhZTTTjG67TcZsT5rwJHINMYDzCjbfgcmPWC/2EBQcs8hRSZfSW5GCZLGYojmE5hrtT3OkU6We41jOej0rEmeA6GPXK9RPh4jFsn8L4h1B9N9KUjkeAtThnyJf0DA5rstar5jJLnRVzWjoO9i+HI5PLfTV0Is5ar264BjQRiNQkGqeoBvSk5tKLU55/8Qlat8PRpeu8sn2DenTMu8/f5o+ePmT0edjfh8Ad0uomu9Uh164sePqqMNV7HE1OOdn2HFPxNituyds8xgcsZcVWXaF9Xs+3f1WobRPBevzxx7l9+zbf+c53mM1m/PZv/zaXL1++L91jMw/3QXzVT2tsehkO88f169f5Z//sn/H2229zcHDA9evX1/fgwzek/tWNh1a0DWBuoVHZpe+Fo6Njbv6sZX/aELYDPgYkC7c/uMfokUuMRxNi35GjowoNfYrUwdOfZNgKNJWnzz1KEQhYxw5RNZ827ZEYGVUVq8UdpJtzaWvE4XyBiy3aTan8iGXrOTxs6RROu8jYe5CWqqqhN1VZAvo+UfsxDnPJV83moxW8Wed0pnHydUVMasVBsolBXS6E9cyQEwmWB6kiSHBUSZFkDvB4C5Ev3PISGm67Y8lD44Di1VMmqeTXO0efDf1Rr5YwkexMqKTSXS1Tlbj7260/Z9ikeOajoxS2PZuctIImVhGfMyRDV0co46REl2m1pUqBJguNeuqs+N5MZhOOroPUZyMjl4f1DppUMVkpaCYn46bECDHmwnOxYqTrM0JH0AqcJVSMkjFlxBUCe87IYOaYoXZmzNsGzBxXEiuf6V1ghbDVW+E7joJGW39KjW0cq7UfkJ3XShPBVAOQTQFdJaXrsiFjmmklcOwE5xN19khS6pRpRKgVmgw+GYVa1cLfkyuMHS3PWfAEj3kDko16EFWhz+QsDPkJKkLKPSn2xHWsDhtCoU9nnDeZXRduEZImUkzkZN5lVVMj3hFjpG3bgsZVeFc2GkMhFPN9PlIfNRPpsPhK+ewyV69eZTabrX/nFzkYD4qjGsQQcCY22OTwbaYfPDzRwQOOOyasGdJrVUygI0mQnOjjwoqS05sc/sUf4D74PjOW9hpToFllph9kLu83/ONx4Bve8RYt9zjifQIv4niZGZltYAp+DL6xr3HAZYQrCA2657BZAVg4eA/yrRXEJWkxo9cZfm5O9yqZC+pIfWJ13DG6AXIzQVQmjGgIpWU+SA5iKdKUWObbTCYV8oslKCeGDGVTVvdlI+vIrFA1schw70hpqw4qQsimrqW1Ip3a3hcOJeJzYvLBnNEHJn649xc177oxbisxuqjo9i7d1DOaHrD/SGTreke12zH+vHA6nfOTasF3fc+R1Kx4l4a3eGq0j3eZqWvwJU/aKAG/3PWwaUszHo/5xje+wfvvv8/u7i4XLlyg7/v7kj027Xk+rZSEjxre+zXy55zNDzs7O+zt7QGshT2/qsLy0xoP3wNgY26yDo7j9IM5cnqX8edHNDsjXIrEZSKuwHlH7JUcMf6aejPY9A2+qqwYVKxgE8v71JzwTnGSIXWMK0dwkfnpIduuZxIqFqyQuCT3Kyq/zZ27kbZtYFxxsmxpmkxVO2qvhKQEF0i5ps8dIoGU7UIRelyONMHhNON8xaJtLRBenFlV5Gholw5WHcn8iNaomZCy2UZKVpSE8yZRT1q6mU5KMcb9C+xHkSsfdI2u843ubxh8Yqe21H2ZQuYXLXvWUiCKFdKiENQV9MiSGLTP+M4ijJwoOWVEoxWIJTfTuzNvNckWw5RdhhhLHlERfCBUKVGR8E4IxeeoVkuHSAIS/Tpxw4niEkX9i1HglNJIUbJPdKLkJPgSQO8UqmgO6Va0ybqAoxTVVRSqggYpimRBc4ac18tGzCWyK2QzKR6EJCnjszehbzS/oM5DDGb9YRd9QtRbu/wBp1yTkvpMTj1Z3JklTEHg7m+v/+ontc2czqGwGVqmzjnqul5/v+87YpR15NN5b7aPM0kPatBNY9tf5LXC/Zy2zYJsKOQ2256DjcKAWAwI268OCbC7NWNxftDiXYu0kTuv/pj5m29wee9xopvh/Rjnt5iOE9k7FqeRSkdcnx3wdalZseImkfdx/CcCP2XCggkdgUTF+wSOUBIjEx1oAzpGeoec9MjRgnAEB3HC3soR2kToj9iKHXG5hGVmdprYP3WMV4lp66inwuhzUB/WyOE6r6wUa4nEav1vh4kKtEgQVLLNHdl4oc4LrrFrJogjz07Q6oTgsln+5IL4y9CbsJZuiEKjIFHQeQLtkTFoE3FNj/eRurL0jZgvgF5DcgfzFXKqdCiHVeTuXceP7/XcPpjjo7JcrXj92bvMH+/wk4o3aXld3mLmYX9sog6VjKciruUZv/jY3CzknGmahscff3x9vQ7X7tAOHdDhzwJydZ63ej739z/nQm1zfHrGTZg/VfAVo6kn38wcvXzE7iO7hHFN17f0i8Ro4qxIShCzWr5gUsbjKSHUxFz2Pq7QMsVYCt4JzkVcv2JSJyQtCNqy1Ti0mxMkgiq5zyRXcXroyHmbrpszdkrSjqlTutN7dCeH7O4c0GNKTuraUEMHkBHtaFxl5mB1xfHJnPnxMU9euW7rYSwKUnWlaItmP+FMiJATaHZIBK/mV4fTwr+wTEqHWxdtsvFfBmCrHNMPedHopmp3/d3yMz37/XW75/72UfnReqxN5x9wPwzuEbbXNaVt9kaEzx46LIjdXIrMKqH3wlKEtvGod6QAUYWVg3nnjVBfUKymEkaFf+azhbgrQvIVqS/+ZEV9qqpGxNdMSNl87BQ658neiinJtkvtBbP8EKX3Fo8lmql6ZSRq51Uy4xxwmMAuGxC6ppJsFtNaqJXRCZ2zeKoh9zQGZwW/GvG7d47eQ58twitSdpA+0zdKFxyuDkbVTPZ4sdyobsMN/eyjXBBW00FfFD/rLrhVpRrFWlS/wnGe57ZpdrtpPtv3/dq3bPjYLOqGwm4w6j0/WT+I1LypYB0EAQMS9iAOzEclGgyvYxM5HAq1zefpum79fEM492bk1ad2zDkTEgFnKM1AqHUCbsT2I8+zN9sz0db+HuJ78jbkKuMksUtPwiNsY4ZMKy5R8Sw1v0FNwtOjVChjau7mijdWLafJcVqNqUcTLkhFUyXCbmI6qZgdNMxiYBzNFPpEIife5ulx6/AZZjjqFdStEFpHPk6sDnuk8TQHhjK7QRFNNqE8Yog6di+WrTK5eCdKcQfIObFcLOnbjvGsYntrSuWLBdCQaDKcK1EkiiGURd1eQB9LSvAZ8ZHF/ARiJGTw2zMY1wRVavVItI189HA6gruh5VhXhob7SNxZsByfEEWYIlxjiwvLbcJSaLZtZ2n38y9nkv2ga9w5x/vvv4+IcOXKlftUoudtez5LY2jzDhu281m//zmPT7VoE2cmn7nNjEY1sY2cHp4yne6TUbou0uCMuO0Kz0sETcLW9h6CI2suzvTOjGQLNww11kWbVkwahyxPmZHNaT8bz6vLjpgqkja0px6vU5K2uNBDWjCtlbg8Ji9PWVUTujrRJzPe1WJwmjThXWTkaiMK1Q2tOk5WPVnBZ1jDZSrmvdVHQhC8H/gtGe8aJNmUqmI+VSlnYlZTnRZbkawWIzVov5IaQ2OdcCuFv/GhC/bsBk1Z1yhDSglXYG6RYi7K/bD5Azs3D4hVWrvYi7WS59kimnqEFC1171QrjlIiiScojMXDSjhpDdWKQa21F4XkG8vc8zYxesnMk7KVIWTF0jHEWtd6RioWhJUPrEKzdnLyYpyyu0uIyaw6pCg88ULrHdkDEWRlKNRIPE3liX1Gs7KTBW3ECNuVQyUhqvhiVYAaRyg7YemFFcV3yRuaCpArRxaHjwoOWiccReVQYalW6LY5k7IZ/B5KImAedU3umPUVPY6QvWUiimXjrSPFBssUMbN17cF1fl1Mq5rZr+Yhr69cG7/iCe5BCQCbBdXAARs4NYNp7sBrOY9w/Tw0YBMlGxIJzu/OB7RvswjcLNTgw0KCqqruex9DwbkZbbX5mgYU49NeXDbx9bNcRU/Wmi5n6klNPar48avv0uQRT137HDKrzbMtKhPvqIsIxwmgETQjVCTs+sySCRkqVXxwnK4i1Y9e59at99iabPH5Lz/Bwd4IRAghI0FL1me3kY/nQRsrmorW00RhZvfy2n98mZ/dfovqYMyVZ67xyOOPr4U41vIc2ne68a713BEASi/g9s0P+OG3/4zpdMb2aI/9Z7/MaDohDZxJPXcAFQiJKH15dYP9jnnGZTzf+cMfsDpasjvZ4csHL3BwfQv1q7KxNb5thWMvw54ISFVoRMEETcbIpVaP6x2cKLpMSOUtDHk0PPMvcR08YHOjqozH4/X1vdkS/ay2GR9UTH4WX+fDGp9q0ZYVTo9OWd32jDuQHaHrWiapSIm9klwmEpGqQgOkWDhkLiCFUC1eSvyQCbsd5mWWUk8QGAuwnDP2tuNKOKI0rLSm82NOlyCM1pYaoj2N9MxyS+pXiPPkLPTFZsDhSM7hcsKnFi9m4aGSiJoRV+GkIfZQeS15kgHvAqjDxcRo7MzjLVvRoSIE78hti6RE48wlPWpCfI33DdonewVOSTniXYXXQqzN9lhJTfk2+FetdU96JjTwChrN/Ne5gspoNkRrQ8H24Au/tCAGI877JgwhSSkiM5z2PYddS9IaFVhk5SgoJw5Wmmm8Y94r7713Sj9v15MzHqpRzdbBDOdKTmfOeFFOolCrhcgLjuSsdYgWe5dSsfTOkXxlubEexClJ4f13F9w7tKDloEqWhGxVMHU4yaX9mhlVgd0d+3uXhCpDrZlVbwbNRlZPliM6bBRQnEJ0jrtRudNHklhbOJXIqqAlhxRryaboWSTlKCcWldI7GPWwaDP3VhHXWRtEBPboOdjf5uJBZYXf2lU3F86jnWfUzrF0oMeQ2xI6L4ZEaGU2Nxrz2Sn9DIwHXW8DYuW9p+972rZdc8GG72+2SAbkbXi8TT7O+ecZ1KNDzudm0bjp9n5mzsm6BTq8tsFcd/O1DuKD4R4aWq+bSRC/Oq7NWaEuxa/OEjSEKIHejVmGhjY1HPotJpJIPpOcN/NuBa+OoIM6MxoBH2vbD5ROjxBcRlNHihlZLWlvv0PlEnSZatXhsvGCk9rfFjqmlWtZTCmJKa89hm4rhSKalNvLY+6mE8adsLeM5D7hxJGy8da8O39sZX1/DNIE1UxO4KtAnAfaQ2HUCn1OpLZDJ7Xd2knQNFwTYpWjFrqDg7CRRm7Cs0xawuhIyMcCnc0drZQWo0SgJ6SAU18EQplMj2heG8njINLTi+BDTdp2xEqZNgLOr2kZv6zB7oPuu+3t7Q/5EP4qNhd/Mz7e+NSKNsEsP1YnK1ZzjzqHTxX9aonPQh8zVS1419HUPU0ISF4SXKbyFdr25OQRF86gIC2EXsngI31c0FQ9Ia2Q5YLJtEI00aknhYaVBFZScXTSIzLCpUBQIUhmJJGmn6NpgfPBCK19wsmI7HyxUICceqbOETSSSPRDpmKoiTGbSW9KlhsqxeCURKic4ellpvLlhkipYxLq4lrfmeowmv+Wwb9y5q6eFB1msl4gDUIPT1pbgjgcHhWHd0KKjuw94j1oout7mnpkJP6cbU7bcHH/0HlbO9UOMvON/qAb5PFmkbEkcRxYo3IroPVC6+A0Z3oRGi/MtWaRPVo5YorE1DIOjrbxJqkHfFIqMuqdhT5rRrIztthafVs26WoCDidQZV2T9ZceTiVwSEXyjlGy15wDVlDhqCXjPeDMN6rKStBMhStO7Y6uqO5EK1KwFoWoFkNdpfXCvPIcAW0xG07ecIIKocERnOCyiSd6FWIsyQyYWEADtCQURxsyFZnQDfRqK8Vl6Edv2BdYgV784zqlP4HYWdHhs/liSaOI9Gjv16fuszwdD8XN4BE1IG/ni7Kh9biZYwqs0bQHFUoiwunpKVVVrf/2fGbo+b8dCrXzJqDnEb/NYu18+/dXa0FQevXAOlRVIIrSayIoBCd87vPPoKlDJ5XxNsn42qMpbXgA2CZrSDFJ5dr0WE/Rq6lSm6bhuV97Dh9qxMFse4usiSTZ5lPM7DaJPeqo8EJdHjadgncKAVKyQunLv/5FnvnSMyyXPdPxFOcry//1fi3S+hCm5jjjjarZJAlCSsr+hcv8vX/w35Byhwal2p2wconsCoKrZ95oYagecfgSBzdwTQ3RztS18Bu/+U2j4IjD7U7oJVAxwWuPxzipZt6dEG8814zSYN0gnzziDM3LDlKo6ZuOvjaj4IYarw0Wl/LL3VsPysWFX/Xm4m/Gxx2fWtGmQHDQOLuLJAt+EWioETJVpdR1QmkZjQMiCU+i75YsFz27s33z2VJTjTJkBqopAl3MEHvGIyEu5uxmZZwyvXN0SeirMS0V81ZoO6Fy5qEWEowk02gL3Qkz19JrIhFJXcJJgf+jtS07TYyCEIquKGdPyhkXamKKSK7Q3nZyFo8UUZ/RSiAW5WgSGj9CS4SJSOLW7VtsbU/wYYuTO8f0JB556rJx8pNbRyApivMOVwvegyu3fZZC7siKuIzLiaDVWj2oBfnBZ7q+ZbnqmU0ngNB1HX3fM51OgfPcIz5yhR9ao1Im7t4pCwdopnJi3DGUhWZiYxFNKXs6X9NpQYpqpU1WdNZeqLP5loWy4CVXlJBq/BvHxrozuKCQiwmu2W3UyfgrnZjlxdIpK29h15U6KixuzLA7y5hNYn+TvNAX/luSjPrEqGR7Dtw1jxiCVtrbOFtYItme0w8ogRYk1Lh0lYGmhtapwxU3+t466VTOk4PntLZszVluycMCmZPxIMVaxyJDKqctVVmgTZl21cMctBcz1K0UaRJOItqXxsonYB3waYzNQmjTTmPg3Qw8lrVB74Y1AXCfUGAYOWfatmWxWKyjpba2tj6kmHuQJ5tuUAyGxzxf1G2So+HT5a99xFFcW1vAGUfWmolK7S1VKRWX/EiiJdNoLvZBpp4cruFByeyV9YaiAN/2+CkjzuGD58ojj7CgZ8gs6CSVq1UZpDm27RCyCDk4fLp/7tFsUWTJZ7yD7bphe3tqm8UUGeysbe/mB43sxvtVBmDcouW0qEmVUHt2L8zQMGSepkIHdcXi8kypbYHCpr6FjFfjpw3vOyPgYHJxC3AlHgykUwhGoTAudmBI0yYXM2cBl7zRGhJQV2hl92iXEz4qNT2JRaFljNg4pb/UffUgo9zzyPDfjM/meMhFm9znJZUyUFlbS4tMO0xrCIqrFVcnUu6oRwHxEVym7xfUAn17QjPapUtSvMlKY1SipS50iuTINDjynVNmTQBNqAY6DfRuwipPOD11qIxJTlG3wjUdI7+iyUt0ccxkUnPYW/Znnx3qA96J+aA5MafuJpGCs12TemKXcG5MFkfvPJ3UZPG4nPGpA834LIh35t2VMnhPv+xoRJHcsTw5ZjKd0vaBrlM6ovnBuZJmIMmsLMQE6cu243TRk/sK6Mm+RyVibRDzOgoJcuqYTCucmo9IVVW888473L57l4sHF7l06RLHx8fcuHGDq1evsrW1tW4H2TjzA/uo23jA4bIrXC4VoliIvQVRu4L/ZWqFmDpcr9B7XCWMBKoOZj0EFUZAlR1VEEbZYqj88CRskOzXr6mYZCrUWQiSSKJU6qmz2Wjk7PDZgsBDNskHzriQWSIxODpfQyhImJpPnKF+srbPqONZ6sHaCi9bG6lSKcLXoW1tqtm6LHIuK0FN/WyaAMuWtXgrpSWCQldMdLvK0Zffc25wosqm0h3a3+LKQgLaK3oS8XcUt7AorjxStIFYZbRjvQD/dRibbZpNVeaZotSKrs2W6mbRNRR2m2P43jvvvMPNmzcZj8fs7OycJSMMofLDtV0QvEEFOqjphtfzIMuR835Wv0qUbbhzzSZo4PbZT4IUCxASqomc7IclS8YoGHp2zViTwFsKR1acJoJzJpwqCSuRjPel/aodCWutOkxURlZ8pJhT53JfmcI7BvMzHJaMIWVUi41Hyj1oIrhCi3DGIdVsgcsO6yDI4Gpkb90QMzFbKIhk7ZHBl10Vlz0+2vONQwNDNq2e+WSWVLwSvcXa/3Lwe/MiKD1djiAOXz7IJddWzGxEXXnZYErwIpoARy7G3EXNVlrPAUken2pEHE4aKyB/yVv4QdfiJudz8/PfjM/meMiB8RswbPlWrJRUZfRyYnE0Z2+2S6c941kFTWZcrziYNoxlzuL0fQ7GNdNqizu3T5BmgncNqt6QF8UWr6D0qyNmkxZkiXcnhMYTo8HUvXqijmj7MYtFQFxDrhKaIqOmJfglY+kYR8FrQ9REFxqOu4xvKo6O7hBkTLU1oaVFZ55WEhotA9P1AVHPKnUcq3KcPXWoS/RVwneRhkCuMvNlRy/m6y0ZSD3TxpHFk3uhzQ19tt0qKeGclrvcLFNVHZoqVgvPjbehn3uyBtR7sot2XLwQfaKO3kQRE0efYH77DrGdc3J6xIWLByxOF3Rdx/7+PkdHRx/pJL3ZcvhI4M1ZFmljYJ8FlIujb9PafsInpdHEpIHtnY4sah5JPhJGAdEa9Y6oxsMykbA9YBjQk4JK3SdqFUeXbCKvxEjJWWEVHf3c408cMwGXCn9uqowqRX1fJkzBBaENFvvkUToVJr2jvZeRLuKiELPggiIjCDuevsmoCCs1hLEPJU6q+GGZgaAQM2jJpV1h/qJdNI5chbWTsmS0zog4JsVWRJ2QnC2hTjJZEjhb6MiW2tF5u4tVgC6hdzt4J+EOS1rAgaI7iVRHtM3W5vprgLRtFj6bprab7UfgvhzPgdu2viQ3CqpNZ/XBc2p7e3ut7DzPTRueb30PlCKwqqq1am34/n33ysbzffa4QY6NOBMjNqg1OIMXVEvsn8raU9KLeWEOvcehLSqqOO1xmmw+pnBkm4ZM8V9UR509Jo637grDpVdoDVYcWRu0Y4hCtXvSl5am6WYcQSyNwelQLnmMYhbKfZxMtOUK4loep+CBWLSbI7gRWSM5J8TL2jzdJWeWOyKoK5m/5RLwUhyJdcPjckAX7WIxebn3qCiOZJsxNwi4CqUCy1R1G8dBEStWjVEDawPt4kUqIAR8rJGKsh6c5xf/cuP8PfY347M/HiLSlsoFGhj8pyVClkT9bEXnVowujqh2AvN6yc7WDsgJ2xc9k6ZD53eZacf+dErWjqoyIqfXkbnT4/GiBAWnHX0+Za92dKe3mFRAgpw9SwerAF2qWS5HsNpCGOM0IH1LlXvG9Rzf32Pmaoie3nuOktDqhO16i5Oj9xhXK5g5NChUjj51BD8hdx7tHd4H+gQ3u8SynuLdGN876i5TeUHqzMJn5ppR11D1I5xP5JRoXCJ7ISZHzIGVc7i0Ii7nJsTwQHHBlxxMKVhVxLwP7EOu8AmCJvMXCoIb9fhUQ3+KkxYvwtZ4jIxGxNxx5/ADGpmxWq146623WK1WXLt27cOnscwLZj5/hrkJhnIENaQnOYEEISnRG5l4leHwMHG8tFbMtG9pKnjskYbLTw4ebEJXKcfqeOckc6yZuTfPM80mOnClB5GKrUYu7RhdT+jKMikniyVRbYJDHTl6bt1YsnpLqfsKiZ6+7mn2Als7DWRrpzhn4pCYMxotNF4E5Fh5/18sOfnRMWEekNOK5fSY3X/c8Mjfv0SaKTHAUpPFRDlfkAJdo3ARoRfj4QU1BK5zkJxHs7Urs4BzAakCSYUR2WKFFKS2UOuQlM5FtCCIhjR7YlkQkgBR8XchvJmpP1BSgvQo6JOCC46qNfQQdfed28/i+MsUYsPXVVVRVdWH0LBN1SecFWCD/9T+/v6a07bJgdtsaw6F3qZo4aOKtfOv/eP83qdyHNefB0x6o10rnkwszdJio7D+o7JJKojTIDioSs1n9K7BLWxQNJac6VKUMBRKfuMc3KdAF9AzJXt9X0rSfduyskmvP/R9t1Fg55y5e/cOAHt7e3ZdpFxQLs5sTgCRCk9lr70gX3ghb25o/FlWr6i/77icTyOxXzJLp7MfSRH5G91izQeWfLbxXFM8jGqiXoAAeYYTM/fF9+DqIlAaJAif3HX1NwXbX6/xqQoRNMP21i5b4wAvO3a/vM8qHDG97Kj2lmg4ZPfCFpqPSHHJ3v4MCULqegtT13TG28LIsd5n+tUJk9oTUrf2eOpzS/LCSdsR610WbcN87nFxixBH+N4jumBcJ7xf0vfH0DT0UVBX08aA5BnLe45ZdZHZzLFazJlMgllHqCAusGw7JIyRUBGzY961NKMxBgNmUl4xHjnjPeVMHxXva1OEao9z0DQ1JymDVKRi8OUkE2OHE4ejssmkcCuKAT8ej+bGuBEoLpeGQhZcDz4HtK/wMeJUmI6nkGF/5yLiHduTPWvrVRWTyeRDHIe//IQW24sS/5LVEdXOTELpErR9JvaOpJ46Qdu3TKoRl2thtAIJwryB1CXqZMhpdEIsxsm5BE2HwtvKuqFDKcRoFWHlhCOF1aCkLL5tpykTI/TJ2pO5V3pschTxpeVhxaFiLfzBamAlMH+14fRbWzSM8Agn9ZL0tzK7lWNJpMW83ryUFkzJKVMdBAPFfLhwXCwsQcyyZCOV4uw9GaqAhGLWXADrrKgfHtGew6ZuUxEDSJ/xtzP+RiQsKxxCvJPITcTvKq4fkMlP665/+GOzOBpsQTa/v/l54Ly1bQvAdDr9ULzW+Q84a5H+qguwhzfkY/9Y7vtCPvIX5S95nJ/72B/zxWye2xACb7/9Nn/2Z9/m9u1b/OZv/iZf+cpXuL838OAXIA9++PuG3vf9n1fk/ILXiJz/qwEd3Azi0gf/0d+M/1WOh1+0DcafgA9QBU+3XHLthWv4UWI2qZjteUiHPPrEDtrfZTH/gGsXJ4ymgVWK4MHVQnLmaj3sM0QygY5ld8zOfiCe3mbsPd47WlFSVXG0zHRhh/liyumqAZ3gk6dJCR9admYJOME1Cs7Tdp5lL2Q/IvUVN946YrbTMLswYnF6yLSp8LlH1NGnyGmvNKNdUGG+SmhVUfmARCM/JemgKiwJdZiw1KE5EWNL460NtuqssnB1IKcFwSWqUNo7WXBSr5n3wzQkOeNSWhOsxCVEnFEeXEKyQzQZT0JtcotdZmu6w3RrVlRUiZ3dnXXLaLlc/tyd13p3yEBOHgqJwqUr/nmgVE6ovOKIiChVI1QJQp+Ytp7ZqU1JosI8O8YpUbuMd44o1tl1QydCTbXptbRopBCFs6AeM76UYG7mYgRfFVNjaaS4t1n7J6iuL/zBDcqIx1o4JoW3VmXSVqLyI4KviKmDukJqT18JrVNiHchOICbjvwlDj4fBWy+XY+UKd2dtzbLRXpGyK9fy2QOVJnzOSPlVi9sp1G115ZUrXhVNQrVSqg+UyaKics4Q6UMhnnTotUToOQ9UfOzx2WrznY3zQoHzY2hTbipOl8slx8fHTKdTRqPRfaTs849zXk36WRsfRSr/X9MYztfJyQld13J0dMT777/Pl770pc8M4vmwx2f1+vyb8cmPhxcY/wALQFWFumf/CxN8WFIFYet6IIfbXLs0Yda0nBzf4srBmNk00CVzFcc7EtEQHdHC77Kire9OaIJS+URanLK9HQr3p+FkBTQ7LBlx1HlWOTAKljGKO2HSrBhXK1RPzTMt1bTJkaoK9QENjlXbMeptwfYC01AjyeI+5m1HlIo6BFwWVn0mTCuCr8gxk7RDXSJUgaTRTHOTEhpnuXfa4ypBnGNn74BbSS2qSzJOe+rGr2kf4szOW8Uk8Q5FXI9UK3yyvxFXste8kCpTu5J7XIjFuwy8t7y+rBkvfu1b9YuOzXM7nGkvkZoONJGdIznPiJborJgjLoFMlaY0OVOJQ1KmSpkmO+rc0qgJDxzCWB1jhUmCoFrCn62FoaXPomqCBnqIC4i9I4aiUG4hLxz9EfhopOA4VmY9jItCGIZiKJO1FEgZvBdcVxHuePoUccksQnwbqaIyiuBDoO2Vlt6C4gvq6LToz9QSGrJYUeYzJHGEYrWggwIaLS7uGJVAwGkkSCIwdJcGRMAV9aisQ60Fay01K0996KmxNlZfSNwuOfK7gmv1TETxce7hc5yuz+LYfI2bXLdNJefm7znnmM1m90XifOjaPicg+MvzTT8b46/Da3xYQ1U5PDzk3r17a7PYX5WZ8a/q/f8NN+2v1/hlr82HGBjvioeNrgV/XmBrz/HB1iHse0YXG1J1m6tXx0xHS+Ynt7h6MGVrDF23QLwjiGPVF2VTUJJGUuFe5L4jd0t2twJpeY8gkarEXkWpOG570mzGvHOcrnpy5ehkTkgran9MGK+oWFG3jlBPWMXASms0jIhdYrE8gTG4UaDPLXWd0WyGt+ocnUYQIZHpEFYxM2od1Ob236eOUGUrOjXTthGoQIuvUOqhjlAHZjv73D3MtCLs7k7xA/8oZ1IQ80xCyfTG0dCEa3r6NEfFOCQ+R7JAX0NbR8vy9EvUOfoYSXXG1ZURtr3ZpaT0YZTh/kWrcDEE1vJ6wcjIuXBNPGhO1CExpieIkkMgtZGxa4k+46uKSnq2M4w89JLppy1kRw4CKVGNEo1TZqWyGIljnIXGudKCXeu6DHGSQerv8F7Io44+rAqb1+FyIG4d016OVLExj7R6yVYzYyaBXvriKSdFgamoMz6aC0IgMH3mlPbmESHOQGC8d8zW7pit3LOSiCczCW6tDvUK6osVh5YkChna6fbaa7Dosg1RhTFVrNVrFnSZxuUNvvFZO3VwaZMCe6pLqK9Q39JeuQFNj195VB1tA/2kJY/eR6vGCj0XUaq/tHDbnFA+C4HRDxqbSs/zis2PmhS3traYzWb3KUXPt0c3//48n+2zMjatTT6JxxmO4V+XsRlNpqo8//zz64L80qVLxBj/Wr2f82Nz0zG834/6vQd9/TfjszM255HN7/1Sj6UP6Sx/OOcM5q3y5ht3uX2rZby3R9SWqShb44p+dUhTZ3bqAHlFdj1OHFkdbVbaTlA/JVGTnFL7mrxY4Vn+/9n772jNrvO8E/ztcM750k1161bOVUABhZxBgiDAIJJiECVTEi25Ldmedttu2+OembV6zazuP2ZN98xaWtNO7XFoW5JlyRIlkRJFijkgAwQIIqcqFCrnm9OXztlh/tjnfPfcr+6thAIIhr1WAfdLJ+yzz9nPft/neV4adaA7T5w1qSqLsRYnI4xQpMkgi3aI2WZMUyZYF7zAhkRGQ1pqUZPIjFOLfIjSuAq2ErMgaixkNdpdQbWiSXSXSMxT1RlRThhtGUi7CVEyTOo8i4uLxHFCHEV5sfgUSZuqtkQxdLpdMpuAGsL7KmnWJNELDFYtvutY7Ea0q8MoGeO7bUZjRbK2QVsYtLMEf94MGdWYnRGcm+zSdYGblTiJNqGoeifyZMoRd2Mia6mNWNaNyqCYpOT+7pcIteXIRJIkJElSmvSWat2VbXaxQeVotWR8tsls22JUFUsI8nUMLHQtqQU0RBkMWMFYXVOJLbFwSK9oGsu8cKRe0paOjg7UxYoXRKhlGb3CL8rn5rY+J/lbAR2bkhHMQpWTCBeRtmxeVSMUi/fekjQkUU0XVn8skamLvwKRLEo9ZtbQnXVoo5DSY5xHDkF9S4W2SrFSIYgQmUXmPmwOv+yYe0I5giO7dy4nf5cJPcGPqvcjQHjL+kSxIfIok5LJUDFEOYn0IfXbVQ6rukSqwunTjsNHFolEjOoGy5UFHH5AkMg2e8cG2b1rAJRFcHEAVoyHxcXFns1FQfJ/L0+G/SDk/IXI+d8rf38lntt7sZXPyznXA6KX2tI0pdVqEUXRT9Rkf6HoaFkJXCw0LlZX9r3apJS96h0reWgWrdvtYoyhVqst65+fR97eG60Yj51Op3cdyzVeL6VZa1FK8ft/9OfvHGgrWvnBUnhXSXIuE/0UUVd6p7x6LClvSt8Sy94pthomRFEwR0VB1w5KKJdX3+uFGD0hXYqgRz6TPVjSO4ryVsjp5aHpZfmmlVNPZahzXtKYIHaPlu0zcNaCW4/zPqRDRS5BD0VZ86hLOA5V2q4t9WGv2PwShSonvS/nepSv04UmqvJgEQWZPj9mVyiiCjVUuYsDW6vHTwvAJqjNPB6b87icINezifN6S/QdR/8RFlazsvTXUq3FnAtGAaoukiTMPy6OY/lHLjcHVate2QKsFZvyfe+JZT20vHeXjjj4XykXvPmcCNFFUVgyeMJ7hOLWQqueiKI88oJjfR7J84ELeCmPi5WsL95r7Uon5NXOaSVw916d5PvB8+UCzJU4fO/Vc73U8/lpOI+V2oU81Aqz6CItvBq/8ye1/aSDz7Kd0NDQ0BUZb5dB2zsuRCgPMgUhZeptDjLyqa6HwGRpMlUsTXfF1Bukg1IswbalS+ny6SrI0L1Y+rnIwUtwos+Ro/dLtjvEFFU7tVwCkIJCUu5z2XhxXFCkCntH4JfSwEvNl46zOMlyCSIowKLPPZRC4aS8X6RAnyfv9rkpZeEOKXKn/hK3x+cqRpn3ZmHGeBWeY8uVVqKHRHo1YEtpvF6/9M41l9+LEpwqQEfPm4lLSNyt3HoxOV+G5X75Py/yEmKCso/gaifqfDlulgsVhEB5tSQpk+/QA6VX4F72xBL9F0EWED/IUhG4MBZKw0v1bqOliOmlDIafm23+dLf3chTx5+3SmvcepRRJkvTe6wVJcguc93JbrXRi+bitte8Jo+oraWWT7zKH9u3cd+9qwXiEIS8ClEdkitkkTDxhKl2KC/QQQS8oIvLSIsWFLswP8wvaUxoCwpZ4WEulToRYAmG9SQnAe5TIwVBRGL0P6PTLsvPYRf7V5YNvydix2MdSdGdJouGXfU4BOvPyUEvnvwSCCj8kDwjpe2aVS5GbXLEoc0uL/FiW6lZe/eZXAALLI50lDFGyQaIEvimVhCnHxsRF7tHS5V+KZIkloChKF9FT7tfzxP4rbn1Z9ExIljv7lkHihbt3RdF+OdjnV9iA8KG8D/kdsVJwMPdc8zKPXftcYyqW9iyEDPVNl90f/Lz9vL3H2s8H5pU0pRS1Wm2Zrc07Xz7tSq/Vpf+u31T7p6FdDdD5roC2pTB+HqUSS9NmaMUFEZyHlHokeJb9om9Dyz8T/dsM/18ObkXfb/oifxdsJXDSgwpulW+UozThE99/nv3pVbEcaAQrivKWS0BIlM9w6VzOi4hdwjVa+vrl3VTLv78ygFk5wCOXfaF/r5eCM4UPdTmFCAazBtFbAuhcsSkKlan0QYW7QoJ9la2f3xdXOKeIi725yheWWWmK1bfRWzTkY1+s/LWLnkM/5+vn0Zj3VrvaFhbvCTsTB0gTMgg+IpdbgywqXJQzHD/9rZzeLIstVmorXbd33v5lqW5sUZli6bnhe9ON90XEzCNloJUUFkvFk80vN8Bb0UC7Z458kfZefEr1z6tX45q8K6CtQP9LwGm1S+D7/n812sX2danvX2wfZT7ehY/FuX6G08p9JvIoy9JAX22r/m0P2NUI2xcbZD9uvoEnlHwRBAsM5X2o8wq9+oMufwj2Sjhd1fH1bp3n2/imuHhMcfnXl67pe2JS/3lb1lbioV5u67+/f2z3sAe8IzBZ8woWLp+WhFuqp+wrcElMzJ/stpLR82rfK7fyd9/5ezXfj+8/vuXs3VC9gdJ7F5/zVnz/JxWx8c5ci3ct0pb/xU9YSvoyWqnS8aqtGMyXsr2yZcFSeneZu21vq/6qwZBLmQjKD4y3azfwto9XhJqeEoF2Iq/nmveKACs8TonAD6PEUfwZaiFKd3kEdVjue/aTxiX5aW4XUk9e7u/fC9c1RMLDH17YEA33MhdZlX32fvzH+o73RR9Yu9Trc7ExsfTx1erDwganvN38WVHIs3x5/wWJpzA3utgJlZwNzpOgLTvL/F2/7HWPVvVjaKIcGXwHxDHvWqTtZ2Glfmkr3yVS/Ar4qy9dS66jLH2yShrtavRuf1j+Yt8tvvfjvLaeQnoSImtlKWcQaIiA4VQAzGpZf/70j8nLbf0F2svv/yzcw+/1Vtyjb9c7rj9a9+O6tkWpz6W9y3Cv+iJSkwCBk7kiXeGnrJUjbRe6tkXMSvTY0nk0a9lPCsALSx+cr4VfvtVLayIXDfZH2pxwvb9DUk0ETq0P+84Z12G/ItQmL4BNv8pe5P3hZHkPy/8o3BOkL4hKpazTVQNtngviRsoxxBCYEkIscwhYDqDfXur6XQFthbdTccDLTvYn8CY8n/+1tCYohmxvnC0bhUv8N49fIusv65DwH194dPiybCEXLhTbKXHh3k4vlieCS3V/Lx4qRVHuy+HBXYqtwmrpm5UGf6GnzRBYPErk9iF5Glq5ot/ACIv0eSp7lW2v5PN1Oed4ofPt//tKb+CVfnehvr1UY9zy7wpz0nejAPrlbL//3Ffrw8s91v5n1KWMyauRqrzcYyyep4Uq7UrO0xhzSWm4d/BM8mMBYfPVlsg5Tt6HCi+F6KrEjQr10vujKj9dzTmHMQat9apj0BKU7VIEKBQEXsGcO3SLo/B5kmW+9nmAo5TCFGXYxNL7sOy94hGxxKwughD5czZ3aJBC4nPA5kUeEMj52apH0g31pYtXAhdKFtpcOKUD9DRFpkSUUX4pvlaKzCEKtX3fsZ+n/oLzxtCKQE8uRf5WXesHQ33nXKDlCB2qo3uPEh6Pzbl/uXdEce9dwfh4V0Db4uJiz2fkp8lLp0gNSqlwfskhzAuBMHmpLQX44OwV6kvKUNrIu149zHJ/+PzC90qwsJSm8j6sUIQsRs4Sj+7t9qVzjmq12jPVvdA2i/eNMbRarfPev1hbybi0OGdjDNbaPnPf5VHAZeWKPEgbRAhOip5oI3jIObTNvf+9JNWQBffbnldcAVKXeJdL53EhYHAhrldxrOXtFaCpf/yXv1N+XY6kXKxf0zRFKbWi43axvaGhocsaI1mW0Wq13tUJ/VK90y5kflsAknLafjWwXO734hqV+/BiC8zycaz2navdP+X7BSCKIqrV6mXde51OhyzL3gOqvKUlrnMO4RXC57YI0oYavtLjRQYIhA/+lELafJn20ylOKBbD1Wp1WW3c4jMALyVOuODfiUQ40VOa95INwhCgnDo/bnBeu5gqajmQ62dRF8ZNZVp6sKFyvWozATPKpWMBPBYnwHpBVLJlEk6EdHluoI4I0E4XuLOwsfKiVw4QUXyY3yPLjrwgEa2GukTvGM/j0BXVcopT6/+5L2XERG6gTqDmSCFyzqbNjQdyZ4y38Zh41yw/arUaURS9W7t7R1px8xhjepN9cN3WWOMQUuKMQ8UKlT8LnXN0ux2SOEYoiXdFYXXITB8wsJ6oFyYK72UmwzmL0hpBADVCOpzzSKl6E86VPnyLc1pYWLxkUUEBsArwVDixXwxglCXp1treSrIAOEopWq0WnU6HRqPR+w3Q63fvPVrr3nvWOSyC2HkiLyCzASh3woPea4FTAlGJwJleKrVoRaSivP3yOF0tImZMULYV3jvlh2pRHinLst65ViqV3jXqd90v/66IXBbj60IAuuizqakpkiShUqksk/sX59RsNi85ElQ+X631MiuBd6OtlHbvN4HtB/tF5KmIUBTArdzP5UhjMSmWx2x5IRBFEVEUnXdPrQbO+lPK7zRwK441yzKyLLusGpvFscZx3PP2+vFUuFiKzjiZIl0VYSNsRl4jOY+UK4+XGZYUSYT0S/fmT/qif8Veya9Fu91e8VncG5PeokTuLuodXkq8iHouoM4rlIggB3UFhUacBxj606P9fLOVskFiGbApQGL5dfBIcD0JnShH+cp2VngUFlVKJ3opEJHogTqwxHlEMXBe5NIeHb3I3jKdgwIjlp/C8vPyeTRuOVgtsN/y3smr7tA75PP6o+g3SahV6HLbpRBVE0i/FFDoWS9d4Rh510BbOZLwzkuS37lzgOWGgGFizFBS451Fa8jaTY6ePsHi4jz1gRpbt25lYnKcI0cPk8RVvIO1a8cYHR0Lk7+AJKmAh+NHTzA+MU6SVNiyeQtrN4wgvEMKgbeWpKLpWoNWOgB4lia2K+nPpUjD+RPlhVp5srsc1dJKIKQc7bhYCaHydwRghcMoaBgH4wtwcob01eOce+MIjRu2MfLRe/AjCV1pES6vtFCKrl0IqK6WguyfJPvPpRjjURRhre2V1FmpvuVKQK7/vC8U8VxNRbZSJOlSx8OFzv+dbiv1d7lPyqpWYwxZlvWAWhE9Ki9kVlJFl/u8l27KjUjTNKXdbhPHMVproihaBuxXApKXew+83bbaPXSlffzjeQ7noiwIkQnv8CJD1FIMbTrGkUQDKBK802idG8UWGbCfsLnjknvlElWgkjxVjkWiAvi1GV0RkSJwArTTIa4jSjhJuJVpbD2OmOjVSl76vPy6gGS+l+vp31TIOYk8cipQXoTKNyL/54ONVQimaZTPa0h7iZMF3cgjcUhnUB6E8DgURmisAClc7lUa9mldKA8Y7tUAsIwQJRyXW231sqMFxzmn95SZzssAqcgTn0vJ4Atev/w/BolxEHnPgBDERSTG5cf8kxBp+2lqgmAjIYToRX2cTVFxzMS5E3zvO9+h2VkgqcZYm1GtVVlYnGfd+jGu3bOXtw4e5otf+mN2bNuOkpIzZ06TdlI2bt5EXKvSaDQwWcZzLzzBbXfdShTFHHzzEMIrdmzfxd4b9qESFW5Wl4eH5WUJBM9rVyoiuxwi9GoAqTwhFlGqCwGGXvqRUPyL0yc58+hLpN94Hf/ccTrHzjHVaiL2bOOOLWNEH9xHJj0VrUm8xBaF5lfYx4VYBpeqpCx/rpQijuNe3c7i8zLPcyWweqn9XoCNq2298uMjpi9PAZb7vIiglf+VvwMsiwCXf1dOWa8GdosWouNd0jTtba8Ab8W/gk9WPs6fViDxTjbnPVJEIYug2pxZfJXj06+SmYzRZCe7199OXa3F2qAoFb38VVG68Ger9Z4ZOQ3HeYkQksW24ejEAvNC0VQRmRRob1EEA3pRKD5K6cOCxyYKNFVE2kQByXwJ3/QKIuKBTJbSjX3M/6VIkkF6gbayVws6ADOHUxYrLF4ZtDehZrPQeKcRXmK9JVKwtl6lITJazVnm0i7teBAj48Be9iFaZp3tZRpmJ6dRcmUPOLwupVUDf06T5Qecg7aCQ57/1kuPySsL9UBn3zUJ31cIB8IJtNABRFrDmkhyzdoB4rhI+b79MfBz0NbXzstXu/54aF5FU0qszXjttVc5duw4WgpGRwY4eOA1RkaH+eQvf4zBgTrHjx/ld//TfwDgVz77KeqNGs89/xS33L6bu+68i2qlymuvvMYf/cEfUh0U/P3f+oeMDI7gnOfQocN84c//lDipcMtNt1ON6/zouR/y5psH+fQnf4latYFwoGONc0tEz4Jw2rvhVlsf+CXIf6mUyHdCSHJ+akngHKicH2C0R1uBcBIhPV6CzARZ5EkWuxz5o2/w/O98ic0zMESHOoK1ssrxtw5z9skX2X7/9UQOvPJ463r8B1lUE8jvJUmo7+kFvYIaPYnJCty61VqZj1YmjZ/HSymBiGIflwq8yiBvpUjUe6FdirjgYmIUa20vzVzwHYsUcrm/+6MT/VY0ZT5k/37LVIcy6CunWcvp1iICF0VRL8X/Xuv7n4wmkELjDIjIMdE8xjOHv4UbOUF1KGbi9HGyFG7Z9hGk04HjlMc9vJdva5F6+W1lq4nl3ygrOCVCeC4em7nSoxFIFzh+BkkTz+lWyhkjWdBBMe9l7nFXRIkkPXVnMVSld72UqnYS5YvnYRFZ8lgfQJySsnd6oSZ2nhQUQSFaSIGFDIEE4w1aCqQV6EznPpmEY5aWbuRJY0fFeJKuQ0vI8BgnkM4RmS6bBhzXrB3BViVnFk9zYnGSrkzQMgeRQuCsI45S1q+vcGpuAYck1jEuM+ikQpa5vJClQSCRSuYl/zyIlJVmvyLiZiUY4ZE+N2rPU6W+FK0LHDwbwK8ASFFAYjJsVbFVDJIi0ML3aHdLCdXLH8Q/B22rNO8D4V+IwFPzAqQIg1Ypj3UZ33vo2xw7fpQdO3dQjRXPPfcD5mYm+Nin/k8MDQxw4K3XeOTh77Nnzw4Q8Fd//UUW5mfZum0rv/zZX0YhsVg2bfwwg2tijhw7ysBQhKWNE5brr93D+z5wG+OTE3zmEx/F4Ljtrn18+xvf5b/88b9j3doNgGDXrmu55dbbUSLCujCQZXkSKWTYxVPOl8TiuUGiF5Z36gFTbuVJtV/RuCw16MLNn5fURAhCfwlPBiTWoWKBOXiSmT9+hvrMAlVVJfYa6y0pGYiMc99/mS2/8QvonevwSvQWlOUzlTklwgmPKSi1koKJsfr4uIj6dLV0b/nzgpNVvF4NxKwUyZFSkmVZ7+/+3/y426XwGy8E1NI07YG0cjq+iFquxvMr73+l9OhKqc5y/5dfl3mXxXfTNKXb7SKlRGtNHMfL0qhl+kT/8fTvb6V+ea9dx3euhZvRWouPLCfOHSGrjlPfOANCUTNVJsaP0ezO0UiG8jSfBDTlxNc733z+fCwduS9KLRbfACtdmMBz0K/8SlNy2YT9QsT4VY4kn5cCNSYoa42QdKWnpRMWhWJRVbB5TtQIjxUeE2Smhbtab5yZgiLmIbIO6QIXrEwtsN4uZUEI6dXI5MtcEY7HWhdSoVrhcVjr8FRDST2fksQapSRCBJCYiZiuFnSEoeIFtUq4qkiBzQyRtSgc4/OL+FaHzRtH2bX1GqLxac5Nz6GVxFiLUpJIxzRnWggxz4a4weR8E18TmDgibtTptrqk1iKSBOOK+KHAyXAcFxyhHrQPhu0qj4mIMjgXpataPD/waKAuPF0tsDIXiAifR/Le3r39c9BWas45kEsPeWtsuBpOEidB+WpsRpo2efSJhzl+8jC/9vm/wfDQCBp44IO3842vfZWXXnqWm265iccf+x633XYzt952C1JJTpw6xpe++Oc0ButIJG3TREiwosPuvds4ePR15ucnGR4cxXuD8U1GxwYYnz7Bop1AETE8UOUDH76dv/ryV7jmhk20210e+8E3OTN5gk997FfQKiLLLMgi8rAkVQ7q0xx84nuqHo/EC9vzvLnYw7CY8Aqu1tvp737SvChIrtaB9mQyrOpiD944utaRIlDWkmSCxTdP0nn9NEMiIXWeBS+I0bQxJB7aL5+k++ppqtdspuNNkKBTeky6vH6tXOKYWoLqp0fn6BMLFG21qFt/qq1sy7BShKdoBTerHIFbif/ZD/r6t/PjjPhcjKzfD2AL0FoIN9I0XfZemX9YbGelqNZqQoD+vlotBb3aexeKYhYArhADFEWhCwC32nVZTYTSDxh/Fpr3Dqk8Ck2sqzhjkMLnoqsUJSwq8iBdEHA5FVDGhTII70ArlP3LD375i2UlB0VIzy1FX/p/eGVRFpGHanzv+RQghBGSlpI0vWBRKUweYLB4MjxZjjHi3hHkY88FjzMJCGdJhAggzHucsQHgyKA+NQasDaIeL8OCu8cEk4GfkzqPzcV2EQKlJDrSxNLR6S5gTIqXCiMSUqMRMsLqmEUHsbWItE1NeQa0IPGGipBoAVPnxqlPRWxvDHPN5hHSbIm+oLVmQUTESOJ6g8OtjNPzi5iKpjY4RCrBZAalKrRMipUKqSK6FhBxT2ywep97ULki1+XVzPt4bybnhZPTdio4pJOkRUSw9+zwpX67svZz0Ja33gPTL4lRgvVEjDUZx08fY//BNzh39gzHDr3JCy/8iP/h//bPGBmq0TXzzLVaTJ87ixCetw4dYHZ2gh1bt3D3nXdjfEjr7Nx8Lb/y2V/l+w89zOQtswwND+K9RQqPN5JaMkhFN1A+RqDRosb0mWnquk5D1ena4ETWWVxkoFJlZGCQ227YzfXX7eOrX/4Wjz/2BHfeeTdxJcaZqEfSDBL6oDYteABL+p086uDLcaXVV7EXIjFfCq+nf1IqT4YySMYCidV6vPN0lcV6S5yBMjmpNdGoigKXMnfsOC3XouI1UlRo0yXFkXlPIhSLc/PMv3SE2i/dgVeldW7Baygyyq5YReVVDl0wSfScTzaHJe7UhSwiyn1yqemz4nuFOrWfo9Uf9SlAYWGnUygl3wupun4LlXKz1tLtdntigiLlebGyWf3Ab6X+W22fxe+vRltJQJKmKWmaUtiHFFG4sp/aSuCsf2yVuZ0/C01IsN6yY/11nD5xPTOHLVpWkfOj7BzdSyIHcBkIlU+g0nJVyEGXfoRgi2vkS94Z/d/Kx3tPM6norQZ7X1IUnl9L/LzLOJJCwOTzqE2egVDCokgRRCCCol5iifBEYslnzBFSfWE173vcLomn4h0qC1xRvEcKiVASCSipQoTPi/zZGO5Z62zgd3uQUiCVDBUtjKWOo+olWnSIoy6pXMBEBqljDHXmWwJjNbbSwCJIbIrK5llfi9hSr6IXutRkTCMZwLa7ZO0Wa3yLBINRDj2gw/NPWszaGpEPYLg2Nszwoma61aTa7hC1WwwLgbCGaqeDiWI63YxIKKwWJWNecDl/rfBQ9SKkRwWizDzqo1HlAjdfiCxA4Ym8RzuPxhGJvIyiE0ty2yscwj+7oK1YAZUWPIWFhBSSbqeNjiMOHHyVb333a5w6dYK9+65l77XXsmf3eobWJLyx/2VuueU6Tp49wZOPPY5Gk8QxE5MTnD59it/6rb+D9wJnPFIG3tnI4BjCaEzLE68ZxtFBknD08KsceO0I99/jGazVGT9zkpdefpwXX34NHStefuUNbth3I0889jg/fPpZhkdG+N63HmKg8Swf/9SnWTs6xr/+V/+StevW87Ff+Bgf/+inGRhsYIxDygibGSweHUWQ3+z4HL5JgfCapVJcF14Fvh3S9arqSCGQApwXeOcwWYqKQzheCoGSChXrwE0TuVfTYovTR47mD8VAcm0wzCJNQKKEIvNdzr11iA2tFn6wRuaD148or4K9B+cDZ0GAyg0+KXoiP9aykXDx90r+a+V2OarNMmcKluwsyhyuYoIv87DeS96HKykai/4qc9IKoFYGYGUgXHj2rRSVupT2TgoDVgOLZb5cYcfR6XRQSi0TMmitV4y+loHazwZgcyAsXlich4F4jLu3f5Zn3xig00y5adfdbF+7D2kTnLMIlT+fCk79uzjWvQ/Ap1dPMyiZeqBL5s+UJZlAwcEo89zIF4ohPVfOglxeE3lWxOT7j5B4pLAhXSliYhxCGGI82kqkCz6fhgB4hRTBL9SJsFD2BuUMDRVRr1VQlQpeCrJuStpNcaYLHYuzBo8h8p5IaZRWKC2pJFU6nYxms4nUGuEda4RlUAoE88Q6JapZdCzJnMFIS1tFjE/O02x1sUQkPmVNYtkYSzYlnqpKiKxA2i6yoVGDwziT4X2bWEukskGFah1CBKWmtzAUJTTG1pBlw3SxHFmYxkUxCzPTVJMKGZ65dodkdJRxY0jzoIUXhbdc8dwKwNg7FbjOfkmQsDQGyefRJauUyEMF0B6U84F+0xNGXGoZy9XbzyZo6yc25RdASInw5HnyBq+//gKPPfU9zowf4fob9/L5z/8NYhnCsDffdj1f+epX+NJXvkS33eKWm2/klptuRynF+Llx/uKLX+LE8dPs2XMjwhuc9QhlkUjOnTrHY99/jDvuvR20ZP8b+/nrv/4qnU6HL37pL6lXGrQ7HXbu3sbf+NyvMT8/xwvPv8STj/6ARqPBL3/2V9m2YyvN5iIvvPACv/+ffw8hYz72yQfwaF5+9UWmp6b4jb/5m9SrAzgLcRRhjcNbwsPPl/gUPs/z5w8mL3L0sop55dudDMuT1TJSuRA4YwO/DItQImevBI4eUpBhiLwKHkBzC3Tm5ohFgvQRopqw44O38NZLbzJ/9ixWCCI07XPjuOkZ5OAANuAziuB+kI+Hf8qI4Ljtwcul9G9/9KecwiwDuSvtl7JytmwjUaTYyka9Za+7fu+x94KCsV/5WSgxC6VnOUVZtH6RRvG71XhrP+5zXCnquZKFTPlapWna+31ZyFBcw/5I7Epp75+25oXHC4PxXQQVhIkYjbZx+9aP0W2lbF+/C5dJnAWhVM6/LVWSeRe7Jhj6koshfK5kVeDyLEUOnoQM1W6kU7iyslI6nAg8LeEVwsnSc/YKTkT4vO6yJ8WTCoWVEqEhUgZ8AMLSWnSagsnQ0tEQ4HFI6fHeEAEVqYiAmkwYajTIEs2EyVhopbhuis8yoq5jQ2WARiUhiiy1SBDHmkjr8OzUMfPNlLlE0DSeyelpojhjqBYTJyletrCiQxQpKqpCljoaSYXBYcP0fBdBlXpVMVyJaXiNbmdoIYmASHqM6eKExDqQWiCVwFqTZ5FClMvh8RpM1sFmlmqSMJBIkg1rWMwyphYlTSWYm5tl19Aa4uEG2cQsp9IOtWSADINC4m0A5gqLxGN98Po0Mo8o+mWXoSdayPKgqu4VMxK52jSY7ssiwiovn8tYbj+boK2vBQM/j5KS6dlp9u9/ncXFWV568QVuu/NG1m5qcMtNNxMJSSdtgY6p6xHuvuNefud3fodPfeqTvP/OB0h94ONs23wtv/jJz/DVv/oaO3fsYceuawBDmnZ56OFH2HPNNWzbup0/+MM/ZHZulh07trNz5w6mp6dpt1sc3P8Wn//857n3vg/gaSOQ7Ny1g9/7P36X6/Zdz569N5JmcwyNDPLhj3yYUxMn8Uj+1t/820giZhcW+NbXvsu/+w//ksHGCElc5Z677+GGG28Ok79XAaW8DZuP1SIql/r7/ol7WUopN/0snnlBdRS+n/nghK69oDs1Q7awgGgIRKyQGwYY/sxtRGKB7rcmGPSaBMH8uSnmxydo7NiOcC74g8uQLHBKYIVA+5C5wIG0eYQrLwOjtV7RwLQAnWXQVU5lrtRX/e1CPnT9hPgC8BQAqHivAHdFZKq87yu+J67wt0U0rYg0FTy9clNKLeu3flDaD9ZWAngXA6nvJNgpW6z0X+ti32UQ3v/bbre7TMhQqFBXshN5N8/r3Wk5QcGHajAehRAa6TVSKLwB343RQpLRggiUquGMDCIERxAFFETUd6kFgGWxQd+IEBJJBeUqPb9MoQGZhTSpryGtCBlICV5ZvOjiMCA0UsS5ev+KjoalgokKh8K6DEwXbS2R7+Bd4CrHWBpxh9qgRSsHJqOWRCTK4U0XJSyxitE2YVBW8KbNgXOTzDYzvK6gVERDSUaSiF3DNdZVE4TrIEWKx6N8hpSQdjrUlGLdaJ3JTkZnJiWWKZBh/RxCdvCyS+YEdSmIXABEG0dqbKrXkaJOLCQRMkS9rA3KUyHwWRFUoJcdS9OsEKv2cK+QoKQmAYy3uGwB5RWjkWJEVxlJGpxuLdIYqDO2ZphJk5KZNlGkA9j2YGwQk3ipcltiGxIx+GVgbfnVWE65gf6pdckaRbwNsFa0n0nQ1otmKIkxGWCJYsUbb73Kk48/TKNW49Sp47z+2kt0s1m8MNyy7yYSUUFEMDU1jRILNBc7aJGwacN2nI8wtgMS2rbJhvVbSFPDn//5l7njzttQkeLw0cO88tJL/NN//E8YqA+w7c0t/NIdn+KmG29AKcXp06f58l9+ha07NnPL7TfhfIfMthBSMjoyyr3vv4eFhQUyt4BXjtRmxCpix65NHDpyhNQv4rxnYKDK+x+8hRNfeJNr991IEtV45tmHmZ07y30PfBTvLd3UolUUoowyD+f3Am9LZepX6ztYHjFbCbj1T2jlCEoRoUqSZBnZXimF0DJEBZUEYdF5+DmT4JTGOEfFW7oT05iZRSrrIjLAb6rib9gGZ7eQPvMGzAo0nqyzwOzJ4wzdug9hY5TQIAxZt4OvJ3SloAUoMhIPiVcIJQMXpG/yLUdEymnMAsAV1TLKEZT+vii/Lp/7hcpowfLyXQVgS9OUSqVClmXLUrUrAczLNdgtG9mWX/dHgAoRgTFmmZCg+Gyl+pj91hwrnfNqitjVyPpl7mF5u/0p5Mtt/eO831y7v/Wncstp0/Ixln3ngGVChmKh0J92LZ/Te6VdXoS3xJv1AiFUzuFVeQQrgJ9Fd4b5hVcx1rCuvofhaCvK1/C2KBf07nI2hVe5cCs0h0X4vIZ0ZHBinpn5E8zNHyXSMFDdyWB9O1JUwEc473HCQlFpM8+z9VJsl91C6SolJLGEisgYkV2saWMEqCqoGGoaqnSJIwPSsGhaJEoSC4+MDdpLpEhQxhLLOkIpNtYVG2pV4niAOK6gVRAFjCiH9k208CircM4iJWgk2ockrXEwAOxcN0YlztC6STubwwuBkholIwb1IFpVSDsZSkfUowre5AIT75DehxKPLn/WilA/1YuQygWJFDlHVOXPImdy2owK/nTOIZQlEg7baSOEZiCqsm2oTrdq8bZN4hzapihvwQpUpPBKYk2IploRxmjZm0358zltvT97HGhKnEexAv/xykQoRfuZBG1ChpC2yQInQGnJmYnTPPTQd7j9lhtIux1Mtsjtv/WbJJWI1159jWef+iGxSHjllVc4ePQQQ4NDnD19jpPHzzA/20SKBMscxhgG4zVMLE4zsmaM9919H0899SSvv/kqXmYMDw0xOFLnscce5Zrrd3H3HXfTtU2Qlh3btvPRjz/IQ99/hMx10N4F7oIPzjhZ1g2vZZ7Hl+BERrvbJNL5qkA4UrdIteHYtnOUe953C43qKNdeu42vfPmvccqxd9/NDA2tRXgw1i6lG67gOdivdCy38mTfn/Yroi1wfmrR4TF5rbaeUKCQg+N7svXu7AKym6HqCuc0et0gYvs6hq/bjt2QYOdSYi8Qpos8MY6YWUDNWTpnZ2AoprJ9A500o5soMimJI0GkZM54djmhVK444Zcnqn5yeZFWLUDdSpPtakrFSylH1u9LVgZrRY3f/nTulURoytGkchSxAN0FSC2A2krgvSjztVJ09r0glriarV9cc7Hz6wfVRZSy2+32oqtlP7gr2ce70TxBNNQDl1zM1mCJNyt8mICdA4dBR5Kmn+DFU99GDE2ClxyfeItbNn6MjY2dSF/Jydzi7QYsLuMEBTiJcLnHV/6cxWu8t6BmmWy+zOHxR6jX5omEZ2JqiA3+fjatuRNMNQelobaqdDHe6nD4quiPy2iCAHBsUH1WIs+AsKyvOoYSgUscPkqRwhBZ0EZg2pbMGYaqCZFVSARKBe80KTRK1alEdfAJg+sSIqNRTmJtinKCSDi0z/CEa6Wdz0tPgTcG6SASHmtCdG1wMCZVgTPnDFgrcE4SCYUQEiXiQEcyGiUk1li8dLlVSZ6eNEE0IVRIP0ulEEpjjSWScS4WDJURQuIoRB2U9OG1EOBdiIBqiU87xCpGKYFzHtFpobptIp1QqdZpWotTHi+LERxCZ64XRltu1lIezaLv9TvZfsZAm6MoapvZLtZlJNUEgeO1l59nw9gI9UaF1157kV/+7GdYOzqKw3HX3Xfx/W99j9/7j/+RfTffxGc/81kq1Srnzo0zMT3Nw48+wnU37GXjhjEAWq0uzz7zLOPnxjl+7BjDg0N86MEPkQzEHD96iIcffoiZiWl27diBc91cTg7GWdaMDnP27FlOHD/ODdffCLKNQJCajDdeP0AcVxBWUlExjpRzM6d4c/9+7n//A8QippulqMgzOz3F3NwUqZ3HoFi3foC9N27lm9/7Mq8feZPrrr2Ze2+5D1B5mkJe0kOwn8fTT6Lud6AvT/jFd1YyOC3bHgiCOWNRdUK53BMov4ZOCcgs7elZlIZIajKhYNMAjCTUd29Arq3C/gwnJUnb0npiP/PzX2f85ZMce+0I0dYR7vqf/jaVe27AFCFGIXs3vvB5YWNxaRPvSmnTwmesDFyK767EfbqUVt5fAZYLEFzmjBXvv12eW/m4C0uOck3VAoSWj6H/9/1/v5vcu/cCqCm31biPK1VxKKJwzWYTrTVJkiwTMryr7bzggM8LuluQ+XOVQsBTpEDVChGx4l4rzpUeRwzAkTLfmsTGM6zZmCE0zB07yZtHX2Zs3zbi3J7o3U4TC0fOUdOhxmehPNcG4+Y5N/kqlZFx1o4toDC4mS4zrQOs89cgbQ3vFZJKUKEiEbkANvibX+YYLQQOue2JxBG5lBoZiUwxtouxbfAZIlXUGSGyDc6NnyUeqbN27VoECuUjMLkBuJLMdzrMNWdZ3xiiKiskVuAzg3cOonC5tSLvgyBkEN7hvaGQREZaEWOCN5zpIoVHE6G8Q4iIqh4gMgnKKeo+QhEjvULKULu7V6vUOZwPokApJd4tj3RbbLBl0uCdQ3qJlRqw4BxexDgcbQTWZVSsCPvI0mBHUq2RzrVRrsvWwTW0PGTtDO8U6LgwcMEKj8WHtC2ACJID6T0WmQO6pXWE95TMd1e5dd5m+xkDbUXzOJeB9jz97A946+DrHDt+iEqiePOtF/ng/R9geE2dVjqPw1OPBxgYqLFx03o+/UufolatY7xh07pNDPzTAf7FP/8X/P5/+V1uu+NmhI84cfgM69au47q9N/D8iy/x3/6Dv8vGLRsAR6ezyHe/+U2ee/Z5br/jbqSsY80sCI1WCpym3ezyhT/+M3711w1btm6i28144tGneOg7j7F9+07+/Atf5Lp91zA1d45X33iJ+Zl5tKiAV8S6wszcJI888gjbtm1lsN7A2DZKxagI3n/fnVx/w9188xsP4TqGB+7/MN6V/C+4vAFWLozeb1xaBg3lqFShJuw3Pe2BEK2g68PNKKEoMyIkYdWHgNRgp6bR3uASSZRJ1qwZgUpEfeM6GmNrgEXAUZOaqcffpPlXB5AmZZCIuTfOcebGH7DrlmtIRIKIBMYLdF4d52IP04vx+MoigjJ/q1z6qOiPK23liF6xnaLYfREFO0/scZG2UgSwEBIUkaDyNS2nPi+Wsrscrt/VaO8FYcbltAv5zxXWKEVJrXL69N05uBXekxk4jRJ6qTSlIIA1fEA6F3ma5CXjc5d6iXeSLPUkAxGL2Wm0Bt1YS3N2DucdveeUv7RF5tVpOXlc2sCFFTJY5WcBxKmoSru5SGOkg2cai0WJmDTNED5GuigHsA5kqLMqtOg9166kBau6XN0oPKk3zC8u5CT8NjbrUq9FxFojK46o7hgaq+K1ZzGdAa9QRESqQhTFGC2YnJjj7NQsdV1huF4DY4l8EFSk1uBimXvRWbxUPfAiZSADG2ewPiNVLojInARihgfWYmmhkMSiikqrSB+hpCZ1LohMELnlU4BtrpdmLF0F73tqW1F8Tm6LJCTegtTghKJLhUwoMh3htSVtL5CojFhBlhmEdQwNDbMtqtEyGQhwSjJvHHiDiiMMHotDS4V2IUVrelklmXPdihFS0jVeOV38ktrPGGgrYjVBevzEDx7jtTde4+abrueDH7qHyfHTfPPrf8nQmkaYrxXEsoL3nvnFWa7bdw2Nap1mOkekYzresHHDWu665zbG1q1FqYhnf/A8rYWMRnWAt956iw9+6H42b9lK17aROBqVAe7/4Ef49jcf4dvf/j579l7P4OAQFkuz2eTZp19g/bqNxHHEi8+/xLNPP8fExBTtxQ4333gnn/jEJ+iYNm/uP0RcUfziR3+JY8eO8oU//iI3XP8GURyx/+CrbNm+ng898NHAGVHQtSlHjh5mz97r2b1pGw9++H18/9sPcettNzEyuBEw4GNyDQ5hXbmymcxKfKllnLQ+I9QLtTKpu/i/1hEQSLwKteSZYz1GBj8gl3XpLMwTedAqRMaGRtdArImGR1izZRMddYKKVNDwyCnHoDEMSEMqHMJZZr72PO43P4q6aReJlUjvEC436ctVYmKVNEx/VKQ/bVUGrUV0sbCCAJZFSy5FPLBaRYSV7FPKkbzLAWzl/ZTBdAHa+q/plSpmy9HWd7JdDZXzlaQgVwJel3Ms/ZHYfi/Agj9YRN7enbYUGROFPEjkvGBrcMIipQ+l4Xx+/8rsvMoBK51roLfZkColpqqGSBc0qCo+NTSnu+wZGiNSEd6a0nPpXYqiCnDaBHuS/LkopQoRp0wg9TDr1+5lcuoUsVqDdxmzZytsHtyNsiP4DFAOqcAqUySGc9eQ3MvtMpvLrZpCZiL0ROocZIKhyiiNwZh6kmClpWkXaak59KjAZBkd10bLGC/iQLXRDq8S4kqM99DuZti6xOWKfbwJBuw+wiFwuFwBmUcfCeA7kwbjLZ2si+lkyFQSKUV9sIIWishLRKpQLkE6HXzgfIpSeQbGi5Bdyb3kyv6GohCl5c/U8DzKPSnxAdB7kRvaRkxmmtcPneXcQovhoQb7No+xRnZwpo2Skiy1VKMKWwcTzk3P4lqLVKrDDNYqnG0u0ko7SCXD4t2r4G1nHOBQWoe4ogclghtBPy/xnVxP/NSDtp7rejG4feBNHDt1kpdffoFPf/IT7N6+i0NHXkG5jIHaAK+99Do3Xns7FSoYb5EiDjl4FBaDlhrhPUoqMpuRdjuQ+7ElScLrr73OB++9k9mhBlqCd0HsICCv46a4/bb30ep2+Bf//N/z4Q9+iGot5syZ45w7d47BwQYPfPh+dmzfyfT0LLPTszz79I9QXpOZjAc/8imgDYCxizz/3AvcdefdHDl0lLgScecddzM9M8mp4+fYsHE9i815nnj8CWJd5dprdtNxU2zbPozxi/zFl7/A5z/32ygVQShSgnUGJXWuUDq/1FR/k1ISx/F5fb7aZFWkQotI0XkRg9wk0TuPkArhHGEZ5bEixXqJyzrYuS6D0xERMDWiEBsHMUIgVczQhvUsDilsRdCtdpFrBPPzMV1jqIkM5TNmjxxl4bm3GLjtGjreUbEe4Wy4Ey9y15XB2WqE/yIqVaS0yoT4/kjbSuKO8r5W6scyl7Dcl0UrJvQrndjLqdcsy4jjeEUfsX7i/YUUnf19diGe28W2dyEBzMUqGfR/fimK6MsFgatVQ1ipXayUWTkVXq6RWu7Td7ItVUuRPe9JHwvOtfbz+olnSV2bPRuvZ8fQPiI/hLzEqUUgECIK94YIYe7R+no2tW7h5P46vurZs24nN+94H8JHYf+43Lj23Wu+iPYXgNEDOqTOvE/YNHYfE2dTXj70Kms3ruXa9XewfvRGfBYjEoXXNi9lJHIlZA7arrCokfJ5/U8RxFYVqdkwOIYaEiSRCmDCODK6CK2xedTTIIiSClpFaFFBEIqoayGpJjGjI8PUq0kO5jyp8FjrME6FFK8Lj8cQgwoUFuc8Ugm8VxiXkmVd0qyLMhFCx5iuRwoVDDWsRrgIkwURhc/55RqFtwEBLXveFeG2HJmGRWhhIF6MyYLrLMBCVyh+dOA4z+w/xqLXDNVm6XS6vO/atQxLgfaOzGRoFZMIQddbZCRxcUyaRLRaIiyuhUZKTZpZpFChDJcDbC6OIETbQkq09Ix5e44eF20/NaCt12X9nZeHVL2xWMIEJpA8+6NnGKhX2bl1Mw8//A1eful5tm3bxNia9bz15hEeeewxKrUGBw4cYO3ICC89/wJCwm1338lQfRgTSsBy5MibPP30s+zYPcmdd9zFbXfczOatG5ieO0elCs35KQQZkZA4Z9EiZm5uDikVf/Pz/w1/9Zdf4fd/9w/ZsmUjGzauIa5Lrtl7Ddt3bSOONJs2r2Pj5vV85zvfxmaO/d96gyPHD3LPvXczvzjLyy+/xLr1Y3zi47/I4beO8vQzP+Daa/dy8E3Fd771fTLTZX5+lvff9wHuuvsOBmp1WizQbi2CsCwuzPFnf/6nPPjAR9ixbRfOBiPgnmv3CgOvn+BenvRWAjK9y9H3nf5tLpvkAOc91juUDBw28AwqQYJFTsxTPdxGHXHIrkdvT5BrBhFCImLF6LZtTGyokqoWfkDihhVi2wYWnjxDtztOJi2tbIHxl9+k0f4QWb1CpWvCmlcWaWK56qRfBkwrpRT7Pyvei6JomYdZYdNRjpqtBtj6rTDK0a+Vvr+Stcpl3VMlpepK13mlcXEp5PsLgbByX/X/3b+dfqBzsfTrpQCbdzuFu9Kx9QP3fsUq0PN4e7c4e+GYPNZm4bmgNSfm3+TJE38CI+MQOV48cxjTSrl+4/14u8RTu+i2e3K8EMHRPuGG9R9gZ/UeklrE6OgalIqwJvdrfAcLsa9+jCoHWnn03YtQsipxmBQ066hwE9dtvoVdu3eS6ARrQm1ML0IKGCGDR5svjFa54old+ABbVX5tlJPUdIyXFuM7pN5ivEBGgjipIXwSFsF0EClYL5BaoIVCOI+VhjXVQUY2j6CdC4ICFcZdSlg8S6+Q1hFJgRcSmz+fhRNoLQmVGBQVFVPREZpKTruTOOtyWyKZi09k2D55qCrE8qAEYh3grevV75Ey563kz1FjsiW7IBGEeQJFs53x1vGzDIxtpVEbRpg2h06c4PZtDeprNK7ZIlEVUmtIpGTL8DCTrS5TaZv5xQWqKBpa05QCF0mklvimRQpNrBVdZ0CpPPrnQjCyV0EhFzL4UiWMqzxUf2pAW3GllxDvEqFdCoH1DokmijSvvvY83/jm17jtpn08+fjjHD16lF/91V9jw6aNSCl56cUX+ZM/+VOu27uPm269iYV2k8pQnddee5X//Ht/wH0feICxsXUcOvwWf/Bf/gtrxkb57b/3d9gyuj5IwRE89sQjvPzc80xMnuS1V5/nhptuQkjPqbMHefzxRzh+8jTtzjz/6B//Ax544H5OnzzOS68+z9jIRj724U+T0UYEvRELzXmq9Qq7d17LwsICX/mLv+QrX/kL6oNV6vUqv/b5X8OQsXHLJk7+5Un+6I//iH179zE1NcWB/W+wd+811OsNvv/QwyR1zb59ezlw4CDr12zkc5/9W3z3u49zYP9Bdu+6DpM5VC4YEJfwzF0JaFyq0evqERkJKGy+gsu8I7IevegQZ04xfegtWl99geyxwwjXonNWUBUbGWiMhIIssaC2bg16uEKWtUA7vHEMXb8Gezhl4uhZKiKhguTUgUPsPDNDbc+mcNzBxprC5TootleOfq1kZVH+vF8R2g/mhBA94FUQ+7XWPZBU/KbMiStvp5x2XQ34XUkKsx8IlCM6/edxoWt7OYBiJTB4se2vVJj9SlO2qwHD91or+qfgTBZj453fb1BNCulAGqzIONn6EX7jfqK1TRQeoRzHz77OrtFbqSWDeerv0s5JFHYfPpimap1QH4xpNAbCItIJVM8r493ks+VNkHvLLb0OhHlAOlrtNqkxbNmwmUgmYfaRKqQxfThmWQq/vG1/4Nz+QpCPUy+RXpBZgxcmgJjCT8RotI7JbIeKinAWTGbz6xl8yLqtDtl8l4H6MKoSLI+8C9yt4qiFCzYn0rlgveFd7vQfHGcFhkQqYlFBKoHQlSVvSR+87fAS5UNJLKUdNssXwNKHBEfZSiNfKEgEqCCWUzLGekdrsYVzljhOKAzhVaSxDqJKTGOgwVtTs8hU0Zqd5Jp1NWpxBZ910UrghSEWBtkBpSOGkzonJ08TVwdxKmHRWLoLHdoLLRojg9SqFTqLXRAy9KX3uYI4BDZkHjm1Mggj8DKvulOM2auH3H4qQNvK3bGUa/feoaNQgPjFF1/kq1/7Mrt376Qx2OCv/vor/PZv/xabt+wkzVp4B+PnJrj33nv51Kc+Q5LEODJuv+1W/uA//1cmxqc5eWKCt948zg+eeYrjR0/xa7/2eXaM7mLBTuDJiGTErbfdxMzkOXZs285rb7zMMy88xcjoMBPnpth33a1cs2cPf/iH/5Ebrr+ZajLAzl072bX3c3zjW9/gyLETDA3Vefb5H9BqzXPy+AkinfCJT3yKmekJTh4/zsiaYd5/370Ym/LCyy/w5S9/maztuOGGG7j9ztsYqA9w3XV7eXR4kOPHj/Lk4z9gcGQQP5Xy/HPP0e2kfPSBT3P21Dk2rtvI4kJQsUqhsDYvznwJk8Fq0aHLaf1gRIjAbZCAcybUIp6Z48wfPczhv3yE9tFxBqcX2UAG0jBjLMNZjcrgmpzu6hA1iR9SiJYk0jJfzTkGdo5x9mhC5qFGwvyhSdrHT9HYs5FUholf548p7+3SihjOK6t0pZGYMtjoL1lVNppdLZJXTr8WytR+UHcl12G161I2Fy7ev9oRnp8U0PTjbGXaQX+ljHe8+aAGFR6c8zgctUaCt12gi0Pju4KsHWwYgEC4vwyAVdz3gdeqcwNisSyq+m5wIS+5S/xSrd8zZ87gnGVoaKin6iwi4+/UMRegJmgzQu3lSIFFkpkuSgpUJHHekpkOmUsxzhBFceABC4eXGSazGJFi0lC6cTBqIJ3EZQ6HQTqHjAQWQ+Ydzlq09LmlhkRLibGWJEpwzoAIC4osE0g0MvhvoIhAK7QIPpwFfcRag5aq11/9dAtjDCZ1WA+dzjwqUszMzTA7O8vGjRsZHh4mcx5jBBpJJDQ3XLuTI0/+kLMnz7B5bISb9u4ijmt0MkOMwmPRIqMWVUitQ+oKGzZsY//ZcZpCMD7V4uW3jpFU66wdy9h940bUiGOh41EywZng7SZQSAFWm3CLOJAuwmfBj89793bKjK7YfipA22ot2HsF2XCztcBffumLvPLKq3zqM5/g/ffdy/jUKSYnz9EYHgydKxULc/McPXqMj/zCR4hiRccu4rAM1Yf42Cc+we//3n/l1dcO0um0yFJHNalRiypATsKVGus9cVIhjhKuu+46lNJ89Rt/zY0338Q9d97Hlg1bmJ6e5qknH6FWVVQSzRNPPc7eG67n1tvv4Et/8RW0hg2bRxhbO8DmzRs5eeoMzz3/NFOTU9x0y0186KMfwmNQCHZfs4c/+qP/yuJch9/8W79JpCOcs4yMbGRweIA/+sP/wuc+9zm2b98FdHjj8Gv82Z/+GQ898h3Wje7n1Ikp7rzrfZAruZSUq6qa+lOg/Z5hF0rHXSjltQQIAtlUSoFxFuk9FQfTP3iBl/63P2NgdoYxNFWRBeUoKrArFjwQIzxoIZidm6Epu0SxI8aDd3Q6Lcbu3Il4YRA7F6ID0bkWc/sPM/DgTWTaoLxCocmD8+eVXSqnKo0xxHF8XmSrfD4r9d3K5728okKx34JTttI2ltmk9BHXryaoKgPz4v8X28fbrcZwKQKWlaKJK6XfL+dY3i3/uCs9vqL128i888dLSO85cE4Ta02DbZw9aBncGlOPh8jGa+wdu5ZGZRRMHqmWHiGWlH4XbSXOZ5aZ3ttXe0xfvX4RveoWa9euPQ9YFynsq59qd8i8gLsQwRB2Ynwa4pThtQ10HPXUtsZnWAzOG6wzSBRREmGdxXiLVx5dlUElqcmfoRIVRdjMY7EIITGRCdE3F5HiigKDKBWHaqgOkBEeh7WgpMSY4G0S6whn8+oCwmJ8hsTn43hpsVp+/s3MzLCwsID0odB9gD8Ra8bW0GjUkEpQq1dRSpB5gfUhXRx5w661g9x1zQaee+MNbtszys6xBrF3RCpCWIkSFnyGNRKQSG+pJQnDgw0WZ1qcPXWWbRt2gIyZnZll/PQEI9tGyKSlKxxSC5SBKAfoXrigKs75ihIZamaTp4Cv4tj9iQVtxU3RI7yrpRRUuPgqFMJVEusyHnn0+zzzwyd58IEH+eAH70MIR71RozHYoN0OjslSeExqiJQOETZvC7kUDs/49BQHDr2J8MfpttpE2nHtdddy9twZjGlR1TW6tkNVjXD0zAHOnpzkyUee4fDRo3z2k7/KrbfcjbEdnDF0s0WkTJHKEiWSa67Zw4EDb3DLHXdQqVTZsm0Dv/TpjyHoIkk4fvowX/7LrzA3Pc9//0/+eySCzHo6pk0jGeS++z7AG6++Geqx4XKS5AKjo2sZGxtjfnEW57ukrs31u67jlttvorXQ4tOf/FX2v36MJKnhfAe0Cuqg3K18pTVCPzjrTwVerqloOVrgnO8B7Va3w1B9ADnX4tRTL6NmF1mnBmn6IP9v4+mQIfDMn5nBziwQb1mD8pbpk6fo2pRaLUFlHiEhTTtE24aI9o3gnuqSoLEtw9ybx9nSaWITjXeKyJE/YMI4KtuVFKbAZeuS4rP+diEj3ZXGc9nTrjCvLYsZVurfsoHvOzWpFedtjDnPsuRqTESriQD6z2e1RUEZTK5UAqtfeLBSv79TrXxuZR5kecxfTh8653p8tncrNQq5l1q++JFSYpxhcvY069ZsptWaZn7BUMlEIK3bLkoDPkYImZ/rpaXTi/5qt9tkWbpMYf1uAepL7pP8fmy321hrqdfrCLG85Fz5WXG1msgVnEGvpXL/MMns/DxGNqkOR1RqGoxcWoRLhXWGatQIdTudBQHWO5zwKC+Io2DVknkbIlFeoVRMJGJSn+GUQkQaR4R1eZGn1GCIEDoXQ1lHktTztKFBRkHZaZ1DE6GVx/kMqTzeONrtFB0pIqVxzlIOHEspqVYq1KtVpNYgFVFUI6pojE8ZHBrMn5e5l6cH6YJnnW83uX7DMGtqexkaqKCbsyRJlViFuQURPNa8F0gB+C6RFGweG6RrPbu2b+HYRItT0+Mk9YQ3XjzEnmwX1a0bmMw6aClpxApMcCLA5pVzpMB5SxRF+JbPrV2WFL5Xo/3EgjZYXpRaqUB27KH1LOTJjcl49LHv8dyPnmbHzu1s2rQBJaCbtfHGUK9V+f73v8+mTZsZaYwxODYKUcTZ8Um2bN4ZVHNJwv6D+3n91Vf4P//Tf8y1197A1PgMzz79NBXhSWfbPPSt73PPvfdSrVY5fu4Q3/jGN3nmhz/kyOZT7N69i+v33ARGoFVCmqU89/zzVGoDREmMF5ZTZ09x7txZ/u2/+d+54bqbuO++z+EghLlJ2bZpD3t27+Gb+7+FllGPFKGkxniD94J2u4W1YfXieqkzaHe7YYDiMTalIzLGxoY4ZzIqNcGdd93EQrtN5haIVR1jQzFkeYHAbv9DtqwCXcnGo/y7ohXgpPjcOheIpx6ksyRCkHiws1NMnz5BAgjrianSpsMCGbGPcMD8uWlaB48ycMNWfGeRmamzWBUeNNZD3BBkaZu0JkluXs/kK2doLEgUhvTwKdzMLH79GrwRgMUrC1KhpQ6FmV2wQjEmrDCVjAIRVQicM6Sp6T2wy1FIWF3lWP6s30KkbEZcSNwLT7Z+gFN872pOav1gp0hXFfu8WsXcLzW1vlqKuAy6VoqwrZaeWm2fVz/tK3Mv1JzErsgJ4SIHQheOLK50bP1j4F1pIq/foxxCGprZFDOdkwysi6lEdbKmIBFVOmaes+Mn2bRxM16EBacQchkv81LPtayGXima/eNq/YvVZrOJtZYkSZZFvt/J4/QFOT8XsiolGRppQKKJa4LUdDCZQSqBk8Go1gsHypIZi8kMtVqNSMrgGSDy57i1WJuhZYKzMoxfATOLbdpYvJQ4A9JHYTEnFd4bnHd005Q4jqlkhfre0FpYCNUXhCWONfV6DZWXvOqmbc6Nn2V4eIjRyihh/Rvu5yiKGV27Fus8WkhEnv3JnAsVjUx4nZosVA3xKuiKhSHSihHVpaZg3eBavPBUjKNCRmR9D6haPEJapFIon6GNo6oSdq0bIc0inn/5LYbWb+bafXvZ/8wPmT41zY7tm4gjiXcOIRWG4CUqECinlgzgsXgMsY5zLz3Zi7YVT5grHR0/8aBNSoksObHHOgLrMc7gMXzjG1/lW9/5GloJhoaHaHUWmJ2f4OkfPMHxk8dJjeXNNw/yv/yv/ys33nAjWime+cHTHD10iIZO2HXNbuam53n68ae46/bbuevWe2hj2Lh+HTu2beQ7f/VVhgbXMX1iki++8ieoSNPstNh36y1s2rid46dPMjE+x5/81y/ywfs/CNry9LOP0+ws8Lf/m7/L8OAYHlhotfjCn36BI0cOUavExFpifUakYrIsxXvD4MAQCwuLHDp0hDvuuAchMuIoRlHhzQNv8uabb9LtdKnXGoSlbsSBg88xMDTENddcS+YyEl1BS8fZc2eJoyrCe1puDuMCodJ6ixIaITQXAmwrtf7J80KTcTHZln3EvA++T5HUZN0uxhsUnnPHjrK4MMHawZg5Y6jvGEYax+ybJxkkUHy7sx3OvXmIgez9mPl52pOTJAgEFhUptJR0bEpHGob2beH0lv1kb4S0TzY9Q+vMOeSGNeBBSYFUGpuXTBGI3PjYYwuAmZeLkj1BwnKOUXl1faH0yGoq2+Kz/omumPyKvuufyK72RFHsq2wWfDX2VRZoXI1j7D+m/jRpfzr/QjVPr2pqWYL1obh1ER1TqB6R/WLn1d/6i8m/ewAmT3c6cN4S6xqVZJD51OKUY27KEU9Zbtu9G53WmZtsM7i23hPbhIj16ltfqc/L1IP3CmArH28RZSvscIqo97uw98AV9AG6SRksOCq1CBulGNchtV2kFsgoopt2A0dYSTrdFsbYsPAHcD5E4iLA5t6UMhe6oPEWMu+YWWjSzFKclGBhcWYRay07duxkdnaGhWaTuFrBO08cB0BnbIZ04E3G/Nwk6zesZVd9OwhQqjCIXhJ0Sany35mePUrmLMYGYCWVInOGRBURXBOqUriQGZIYnHB4axiualIkJlE471GZC+DJepwHqzROSSw6jGclUcKD7eCFYl2jwrb1oxydm+P00dPYjmFs6waE9XhncT5gDC2WOJvCgvQOKQQOSxJrBgfqPapRf7TtSisl/ESDtl7awdpQOBbBS8+/yMMPPcRCcx6k48UXfshd99zOPe+7i2eefZpvfufrvPL6c1yzZwcf+diHGVu7gYcfeZSv/NXXmJ6ZZnRwiA1rxzhx+Chf/tMvsm3bdk6dOYOqRuzbey1d1yTzXYwXjAwNsn37Jg48/wYf/cBH2P/iK7z++uv8xn/7dxjbtoWnnvsh33/4MSYmJvjuuYf41ve+y9333sW5idP8+ud/jYHBUZpZC5A0anU+8pEPYbIOzeY8ExOnuWZgN12XUYmrCOD0qTNUKzWefuopsrTD7mt2Y23KCy++yKlTJ9l73V6++tWvcN111zM8MsCpU6f43ve+w9atW2guzDOyZgjvLT98/lnOnhznE5/8BELQqxvovEOLGHL/mdDH5/f7xdJZ5Qmy/2Fc9iorO/oXN64vEjFKBoWT97TOTeJMG7lD0Ywtw3evRbQN/txZzJwjER6tLVPHTrKn2caOTyOn5qhKhc5dzJULoKvVaTKwbQPZxhr2REqsNO1Wi+b4OMPqJqxWoVCxlTjhQtkW57HGYNKUrjG5wjNC6XAbCiHRWiwTE5QrBxRE/tWiU5cyxsvpWCGCj1AxmZWB4juV7iuuUSHGuBoih6vN87nQYqK/yHu5Xmu4LoVq+eo24QTKaRwW6RTCRqCCfc2VAEUp5bvOZwsHmP/fSfAJ1ajK9uFbmZ4+wdzMBPXuGob1Lsx0g6g+wMS5s3RMl3Xr1qKUDN6Ped3J/mvTz5MtxnmSJKtGUX/crQD+rVYLKSWVSoVKpfKOjOuVLkUh8PC5qaz1BqE9UUViZZvMt3Nyf4aM8tShDH5ohTOAkOCMx5oMECRa56AmCE2syxCEBfzQwDCxTfFCUk8qyPUCkxoqtSqDjUpeFSek0I0L1BKlIrSKgplttoFqooiVwhmDcZauzeh0uxgbgBlCkFmLEwJjDUIoVF5SKnMWpQSomNR6sOG8lVT4zIfKOcIhnUc6G6rpaInwLq9VGuF8KDqfWUlXCZwMFibCplSEwzlPLDXeZehumz0bRxifOcqhV1/hmg0b2Lh2jJlOGtS1eLwpqnME3prH4YVHewcuy31hg2WJ+Ll6NDTvPaIwdvXwyEMP8we///tUkoR73ncXJ08f59Zbb+E3f+M3eO7FZ9mybQvDIwN0Oot89CMfoZYM8NaJI5w8dZL/8f/xP3LNjmtwztFebPLlP/szZs6Oc9dNd9CceoIOHbQESFHShdqYtEMk6PQZnvvRMyyemSLRiqnJcR579klm2gv8+uc/x8iaNbz+xut88Ytf5Mz4WXbs2MnwmlEyT7CosBanAjJfv26Yam0TTzz5EJH2bNq8mU67w8MPP8rDDz/KP/yH/4ihxiBPP/0UL734Is5brLcsNJt8+pOfYWGhycGDb/LDHx7h2R8+y65d29m4cT3f+sY3qFQT2u1F3nprP5/6zCfZs2UfHkfaXQxSbBEhvASn8EIg5KVH2i6kcOzn8pQJ9mUuUvDQC/sVkQrltToduuMTxM7h1gpMVRGvH0AspuhGhJ6zWO+pxRHd42exJ06Tjk8QtTtUAB9LjPJgFVWhWJibZeTGvdQ3rsGvmwzlsNI2MxNnGPIG4cMDQUqJ9uCylDTLaGcp3bRLLa7S7VparSb1ep1qtYr3IifcFpwzcK5QRjnAEEXRiiD2QhG4Mheq3+ohy7Iet6kAbVczelU+vmK/SinSNH1PKfhWav39We73frXl8vTp0lr4iideUdijh205G4xFhXJkWZtKVMurRdrz9nmxVk6br/TZOwpqBHgMQjuk15jMsWPwBnSsmJqbojI4wFhjE83Tnm7WoTYQMz5+DucMGzasR8kiddQfXwh91U+ncM6RJEnv3Ipr9V7itBX1hYsFTRRF7yK4LPoseJRJBXFVQwW6PsXSycsTBqGA8+E5EevgE4kPWZWgdUORPgAAgABJREFUzo3wwpEJgxCeiAouJ9tjg4XF8MAAdWEBRywV0jhULSazFhFJqFTwDoQUeOlRQoWKCl5jM4toJChyk3QRIExcqaCjCGuD+b2SwftNKF3kfPFCIJOEiNwDjWAEIEQULEJy6xGvPGnaRqugHpXOk1pHloFDkXmJlDEeRSYcmYoxEiLZQeJIiyxPVMFmgpiMPRvX0ky76LeOcdfNu7A1xWTWwld0rw5pMYQlIvi/C4ikJ/aSrN1mdrqDHNx4Va/8TwRo87nnmvPBc624qaNIM35unKNHj3D25Cm+9OdfYvu27fyTf/pPWL9xjO987xvoCF59/WWMyfiNX/9bPPLY91hcnKcSNzDO8cYbb3DNnp1cu2MX7axJHFWoD9bYu28vX3juR0xOT6GE4OAbBzh97Dg7r70WSRutNCbNOPzWUUbWrKUxUKczOcXUqTP87//uX7D52l38o//hnzK8dgyLZ98N1zG6fpR//c//NYcOHWLfjTeyffsuMpERxwlaRkxOjWNthwfu/xAvvvwSjzz6PdI05MNbzTY6VrTaTW697f1s2LKOqclJqvUKUzOT/Jt/82/53d/9XW679XZ0rKnV6/zqr3+OxcUFhBLcfNtNzEzP0G7XefW1V/jhM8/iffBCe/PgMXbtvJ4H3r8L52RYgbm8LMgKK+MwXleOtPWrK8uTZTm1U/5eD7zZYEwoCR430itot2hNT5DUJFKCqseI0QZet4hGK8jpDr4miCJFc3KaxbfeJOvOI0gRFfCxAKHxUUSEpLOwSKxihkdGsfE0Wih8bJibncSYDlI3yKQKkvT5NjZbJEskrqKoDAzS0Ak+zViYz2i3m6RZlyiKqFSqSKkwJkMIidIhjQAmiENyG4OV0nj9/bpSBKafJ1NE3MqgraxaW8kC5O20cnTqqt7bF+GjrTb2LqZQLv+mzLdcSRQQ/gXXf+9zU9jcPHW5x1Je99Cr/DuAcDiZE+2dRNoo1GYUWa/kjlBtjJxkunmWgWQdFbEOsiSvZ2ny7ZWYLivUXCyOu6iucbHzvvot9EPgP2WoSOMsbKley45qkscZHAObLGdPnWJwuMqutds5feIMh1tNNmxeF/hMhFJJ3hFUpXlZKO/Pv67lZ8VlRxZ73ZlbYhT9SglT93V0qKu5dB1kuYikWD5WpZSkabrs2Mr337vRwvGEcn+h7J6l2ZqnK+aRKnC3tE6wRUlCJzB5qj5JYhAhUiWEwAiLQZBlhpr0WGeD2a3wKDy4LAjzcEhp0N7jLWjvczulMISdCdZKTkic0wipwXtc6nHeBjNgGWqL6igiihMWmgsMjgwiZJyfjwelaHY7ZJkFJ+mmKeT8ukq1RpYafGapJwlxpIikROoE6yypd2gnEFKi4wTvwBnB4mLK3GyTrtC0I42samLfRONDnVWV4IXBGoFJHd7Ps3tdnc2je4Em480FfEXhnAgBDkcO3HzeL+EeUUrguoZqnDA0lOTVRJY8+or2U8tp84DxHu9MKHsRmLxoLTl0cD9PPPY41WoCqWXT6Ch/+1d/nbXDg9hui25rnuPTp/HC84u/+Em0ELTSJs1mG+njQCY0sHX3RrxbRCmL6aY8/NDDnDh+itvvvZOXj77OS/ufp91q8a2//DofuG+GXdfv5uTkOD944hkO7j/BRz/0i2wZG+NDH7iHx556hP/0p3/Kr3/0AYbXjrDgZjHOUJVV7rj1Zu686VYef+hx/uKP/pz1I6Ncc/0evPe8fvh1nnr6h9z//jtp1Kp84N57WDO2hi9+6et86MO/wJ2338Gbbx3g0UcfZs2mQXbu2MX6res4O3GOhx59iF/+7GeZnpjjlZde4oEPf5Dde97HNdfuYXZ+mn//H/4dh4+/xdjadbS7KbJaYcF0OXzyKD984ofcd++HuW73DaTdkPpz2BBlW2VUla0l+t8rP7zKAKJfQVUWIRSRN+dz6TSOyCpEpsnSRTrpDDQyYpMQxQ3kUI2002ZgR0LHLkCaICKJEF0W33gdERlE3eASAUYiswgjI4gsYn6RStsxtG6MU7WDDLZjxLAnnZ9FTk7TbMQ0paTaVgymimq1gR2AeW3p4uiSUteKNQMNUuFpZxmtVpN2t0WtWgspHQq1XFitRiLC2uBHVDh7lwFDOZq1Uj9fyCoFluwfgJ5goZz+e7ugrQwY+onh/UDrYqT/1bbfb87c//vV+JH9nLV+QcdKopDzwZ/vkbRD/cII7yXeOywZCBOiv96DtAhTQ9hQys5qj9EOnEJlEcokoFJs0gIVik1LfZaue5bx1luIofvQqgGdBKkMUneRWQ3vZdiPC675XuUAyS/1Qfk+ercjTqH+rw5lj/KmctWeD4gL4QWNgZj1m9cyPTtFnCRs2LCFU6dOMLVwhq6oo22dodoYWIFXDq8yvI/zcyynq5db4Fz28fbGjgMXahNT1BGW4GQQFkkP0qlA1pcOQ7CoKERY0oXovxce55b4pOXUaKfToV6vL7tO7/z1yYGAkAgRhEpZ1saoDlZ0QWuEsViColPjg59YHvywxiMVSB9q2WYCZKRJXUpKSi0eQGYWaV1uHCuQLoBaWfSjC8BWEKJrTrg88hU+Vs6BT0OFGSkRAqRxSCK8EFjnUDpmsb1A5g1aJAgRLJwAWp2Mg28dwjsYGhpiZmYBpRPWjo2yuLBIa77JQLVOra4ZG13DmrXDdNJmoEpJTaxCFSKsI9ZVZjuLzM7O0vWaM90mvq5JZKg33Wm2aVTrDA+M0Jxv0Wl10JFn09YxksEhjs0uYI1FVuJQos1pvNfgLUIFQ2OrDVII0o5lUCiGB2ooXdTyzhcA8nzwdrntPQ/a8nsMLwJnzWaGOImZOneWh7/3feq1KpGQnJk8hxaKifFz7Ll+NwvNBQ68eYCzkyfZvnsn9YE61qVct/d6vv+d73Pq1Ek2b90FAs6eHuf63dfhnOG7j36HqclpfvmX/wbrxjbQabd58ZabefrxH1CrD/DiC69w8OBhxifO8eLLL7N1207eOraf/ftfZP2aAXbu2sW+G24h1pVQSNYbYunxtPEyY8/2Ddzz3/0DHnv4cf7F//P/ze59e9GVGgiFiiJq8WbG52B6bpynnn6ZO2+/i/ffdQ/ee27ceyOTZyf4j//+d7n++uuoVqvMzE6z95rr+NCDv8B3v/0d7rrrbh588BNYt4iUgonxcTat38A977uLNLWsHV3Hy6+/gvEZv/TxTzI2uJb9rx7h7OkzrB3dRmmWyOvsXeT65PyTftf+laoFlCf58sTZS/8JeiVehACkYXFxhq5pkVQUiYmRw3XiWoLBUB8dwMwsks56EimpCcH8gWMwAlFV41VYsQkpEVrgNHRURlt0GNi+FjesSBOPqkbMj8/QPHSa2vVrMA1JfUhT9TWcU3iTMiCqNBxoB0WoQEeCoXqdVBlazRbtBUPagmotyet0muCOrZdz3sp1WZcKIq9cA7O/r8uRtuK3ZU5bUQPWGHNV+GdlcFZECq+Em3cp+7nYMRTjpgD5/a1fSXrpqaqCYF+whQJHxguRc3pkiAx5ifMGvMSrFKuCT6CwMcJJvDZ04y7KaSLTwPs2rjJFM3mJM4sPsdB1bG5/hCiuYoTBy/Bd3a1i8KHqk8wBJAUPSfaudzFe3jspwtJiQgqc9TiXMdAYQEWSqelpBvRatm7cxVT7BN46ummHs/NnGKwPU20kCB+8vJRUPaFGv+r3SsbbUhUhkSegPSIY1WOkx4nis9JC0ktU/rKI9he/dyUwppSi3W6TpinVahWtdS+V++75yYWZUXifKz99ABDOoYQAY/AInDFYIVBa5kXOJV560qyDdpq4WkciMe0OynuEh1bWYajiwVmkDdG4kBy3eRF5hZPhXpBCoMLARQgZRAEiz6rEQA7OEA6hNF4rMp8hpER6SbWeMDVjyToZ1SSkQHHhmTVUH+CGa68nNRlIycjaMZzS1GoDDI1kuE5OZ8EQ12ukeFRcoTvfotXpEFdjVCJR3oHvMjRQY2BgkGYmGXWeBTrYyKF87jcnNDGawSGDzzr47iINrahVFNHmMebOjDPdbFEbrJM6gZcC70KqN1WECkbWUdWatQODZM0FZmcXUI1NLNEgch702wBu73nQFoanwDuHNYakUqU1N8+TjzzGkYOH2Ll9OwPr1/P+e95Hd1+L559/jtcOvkKru0iSxPy9v/f3ePwHT3D6zGlG9t7CurXrGR0d5Q/+4D/z4AMfRDrJEw89xb5rbkJHknOnp/nYxz/O+vUbSbOMqBpx730f4Mzpc5w9foZPf+IzKA9PPf0U931wDR//zC8ysKaGMI4nvvc4Dz35FJPTc7z4/Gu8/wMPksgu+JSqrHHy5Ku0p+e4/1MfZWOtyh988U+Ju5aTx4+ybfde9u69ge9/7wlOTZxjdnGKD7zvdu5///3gHSazVKIGG8Y24Tqe555+gVtvvYVf+czn2LBhI1IokmrE8XOnsaaFcRlaK2anpwHH9ddfhyZBENNutfn2977FidMn+IUPfwrS7zJ+9hzqtgiT2XzyCia3l9qK6E45irQSf2i1VkQ8IKzYZQTOetrNWRCWqBFhu4La6ACiGmG9Ix6u4wfCilIaqEpJc3ycqFIjGklII0ljYIjOXBvTMaAlJoaZxVkaowOwJiad6wY+SDeDdpu6jkliRSosC6aLFnWkSIi6IDv5IWqPjwDhsd6itWJkZIgsdTQXWyzMtkkSSxRrdKzDhOaWT7r9IoJy/616H5QAb1ENoQyiyp8XHLSr6ZhfbDOoAeWK1/ftGNteqK2WVi7vZzX/uwu1XjSOIEAJGw/laZT3AbShwIXFhCPGeYGJF7FRB5XV0JkCnWKq82TCQmsE3RnGD7RoJYeZ4FnOpvvx8lqSdJgoiskkOCnxRiKMREmLlQIn8jhtX5Sw8Psq14F9rzQpZW8SKsZmHMesHR1lYdygVUI9HmFhZoLNG9fRUYZWu0XmUio1RRxXkLmfW1kd3R8dvVjasaATekEo5F4ENxSIvK6pR2CFxAGq+DJFJBG0z70pgzN7CBjkVXWKcVcY6hYl5+I4JoqiFcflO9GEEGE8uiLPHFJyKlZIGyOlwfguWmqsAicyrArRRm99zrkVZM6QxQoHmLRLrGPiqILpCExm0ESgRCgfJUCpDOPA+GAcS+QR0mCNx6PwXufgRyCERagc9Pp8Me4caRIWzUJIKj6mVquwZs0olWo9p4g5pNAI76hGmkZlABuCpQEkKYm1Eq8TVF0gnCPLOjRbi0zNd4gqNWwqmZ5s0xiWjKoasRIYF2pSzy20OXZqHK8VQoNIQmo+6zq6HUMtSRhqVBFZkzXVSgBfnZRG5LhmYIA0m2d8sYmMBGnAqnlU0aK9I8ExNjJElnZpLswxWosJBULye9bnlST4aU6Peo+zFiUkqcn44dNP88Izz3D6xElmp6a56ZOf5J73vx+8oDs7x+FDB/n6975OXIv5n/9f/zO7rtnDmcmzfPs73+bc+DmOHT/OxPg4Bw68wUPf+x4DA8NMnplh8vQiO3dvZ2TtEKMj68lshvEtlFdoVaE20GBuYZFz5yY5ffIUZ8an+I2//7cYWT9M28xQr1T4yGc+wfEzkyy8fojpyQW+/vVvctf7bqOWxLx6YD8vPvM8N117A7V6xMi6hDtuvJ5P/cqv0Rbwb/7j73Pm0VN8/rd/i/cPrOGhR77H3Xfdw2B9mK5phpWfkMxOznLnbXdTrVWoVhO2bN5DpzMHwnPjLddx5OibvPDij7j55htRUjA6OsLiwgKLC/MMDYzgnGDN8FrOnR7nL//iL3j/XfcxNDTEQGN9/kCQaAnW5/LvS7g+SqlehKecPii3lSby8oRUgLZQn04QFO1dOjNTSCyiGtEVnnVrh7DSY4VFVjV6MMEvBjQlNIjIIiOJjSLUQJ3N113HybeOMnf2LFEUpPGLM9Os2zpGPFKFbkqEJ1lMaT/7OvMHLNH2DdQ+cB2dgQpt7XoE2sQpsDqIUJTDi+AU7jDgg8t4Q9YxqaXb7TIzO01SjRgYGFgWISkra/vLV13IiLMMTMqE9NX6tgBYV6MVx1ZOxa4WybocsF4+7ovZnxT/vxTQctmcPhFK7ngfuDfCu5y7IhFEYdaQDuE00mp8LEF4pIPIAJVF5jhI21hGk+uw3QZZfYbJ+EUmzBvMmhY1KzEuw+guJqvjXC1YFOgULyzIwD4Kvu5LYL4YLwWf7b0E2IrWs1/KwbxznjhJGBiSzE928JGmqkdYnG8zNDhIoxqTmZROt0m3kwXj03i5sKZfVXrRlgcyHDloK0Bcrt4TwlPo/CSg8nqdTjhkXivS5zVQKbFDPMuBc5ZlpGlKpVKh3W4vA9LvmsLVEzizUoDwOCyZF6i4hlciZAhshvMGIww4i/cSaUEQapGa1LK4uIBHoKMYLQRRHm2SRuLRGClCBFICXpIJR9dJYq8Q2uBkBykN2AThq2Bz7ppwZFLjTDB6V0QYOizaedpxJw/CVGhEwyRRheZ8CzVcRyqBdyFD0GotopVGCo3JDC7LMN0undTSNh7XNZgspVaJcF7RVYqmqDGXKg6ea5Een+Sm3dvYvGGUJImRsWJaZGS1CgkOaVPqFnRUoSMMTWtRwqJVRiQVSSVBywTanrhr2TM8hPYxL5yeYNq18XVB2zuqSlAzECMYHR7EO8PswiyVSGBkXo/0Kl769zRo6+ex/OhHz/L6a6/x4Ec+TNbp8MOnf8C+fTfQbTYRSB5+/FEWO4vcctvNCC1Yt36M8fEznDt3jh8+80NmZqb59c//Tc6dG8dnGQ8++ACDA2t5a/9Rnv3hjzh0+DB33X03rWaL4dEaPlczLjQnmJg4x4YNG7n9zruYW2gTjU+zZmgdmV1AK0nqukQyZsuunQy9dpzhoY18/UsPc/ilEyjhOHbwMJ/66McZHRzm1VffYG7hJJValUq1ztDgIPd/4F7++C++wHe+9Vc0hkY4duwYf/mlCX77tz7PmuEhhE44dvggp46f4Bc+/FEy2+FrX/8akxPHWDu2Gcs8gwMVtm7dxH/6vX/LLTffzK5dezh+4hhnzp7mL774RX7hEx9l3dhW3njtVW6++QZuuuV6XnvpFU4dn+LBBz6N9xleSCxBtaO5cNSn//qUI0jFexe7tssBR7jBnfJ4DD5t05qZQQGVJKEdCfTYAK0UUjzpgEKMNJCLELUdwhtETeFjidMaNTxMY9cO1PQMZmacuvcYHL7bIlo7yMD6NXTOTVETgiSF+a+/zMQLP0IPDrP373+ayv/l4yw0FJnyDFYTaEF31pCMary0ON9E+kCADcDL4SXoJApph6YjNR0WmnPEukKSJMsibf0F3gvhRtmgd6V+W8l4dKVrUyh3327rV/0aY3r+em8XQFxorPQDrwuNsYtNlhcSNgBgA8HYC4uUIVXpPeg8AmN8UIE65bCyjcOhs5jYaJTIyJIzTM4/Q3dxhDXrdmGGJ5iN3mA8fY0p5pnIJGtthonboCyp83QT8KaFinLelIvC+Beh/BAsj6KWvfLeq81ZGYqBS4vpGHRSZWh9ldmZFBDMNWcxwrBuzRhJHKGzQdqdFgsL87mgp9KrvFFQL1a7vv3X1EmbB84EUuS8NAc9ziIWKzIUishGCCtyLqPHCxvKPglQhIWj8x5XcE9L++p2u3S7XQYHB5mfn6darfaO5x23+whOzT0eGcoBGUZktFyXbreDjDyVSpWuzctJeQVCkjmPtoLIB25ioiOUihBCkugawku0iNGVCrGs4A04H8zOrQgRSuE9Ggcyo9tZoJ1Ng3BE1KnHCq1rpMYicJALIILjG7jMkLXmWVCzSCHRfpCqiFhcmKHTsVQHt1GvVknbXaRSLCwsMDszGzwOvaAaB2Dp0TRqA1QbMcpbqkmElRpTH+LAuUl+8PzLzJkq1Vjx5P6D3BJpoiTi9OQ5hoaH2L55C4MK6sISZymRiIhUTNc6OraDEx2qiSJyim67hc48cS2i2W0zMlBj+6a1dKZnsd0WVR2juo4Iz/rGIKmHMwszeBUhrKPrgsMF/uqNifcMaOtXHhbvASipaLdaHHrrLT74wQ+ybft2Hn/4YdJuF5NmDAwO0ZyeodVaZGh0iJZpUmkkzMxO8ehjj2KF5+Zbbuazn/0l1oyO8fhjj/OZz/4S+/beDEQcefMtWq02L7zwAidOnODZZ57lwY/eh9SKp556kkNvvsXM9DyJqvG7f/CfOXroFOvHNmI7gjiK6bgWVkBFaEwGU+ML0DnD/bd9nKoO/Lts8iRf/8KjiErK0NqE2YVzjI1u4PHHX6Yx2EAYeP9ddzK8bpinnniKO+6+i8mJKf7NP/9XPPihB5mamuTJJ59k+/btnJk4wfr167jpphv45te+yS233sxs6wwHDx9gYabFzMw4J04e5drrrmXjpg3Mzk/y6hsv0/WLdBYt+185wh333ESnuxkpLdfs3cnasRGczxAyCREGuXJqdCUn+v6IWX9x8ZWu86rE8uJ3SqC8ozU3n/NFLKJRQ4w06M6leKnJag4Ga6SNLhVhEWkGUc5NkhE0GjA6gqtVQUkSYzFCkLWaZIuLJEpjlSRSAu090TwstBeQ7RbH/vlfsGVXg6Ff/wCn25bHfnCGo1+c5uwrc9z2C7u44zc2s+bGARxNummGkDp4BgmBkAakJK5oEgYw1tJqLplwFuCtGOcFl6dIsWRZdl6quQzysiwjy7JL4oG9HV+4AvSVo39aazqdznnX8UonqtWihGVOUzFxl7lNq6VHVzM0vmBf+GKfuemtyBAiVMQQNqRFMzKctlid4pUNdWs7UajYEZ+l6V9gsfM8yu3D60U6lTnOmJdpizYTizETpkKNKlLW8bZCq5oxUZ1g5s3XuKW2l7W1jeQZuFy1t3S+l5oe/HG20Le5AMmBV+C1oSNn6Ih59GjCwvQcbdPCLHqSakw9HkCKiIGBQSqVhLm5eRYWFlhYWOhxxYqFzGop02VjQcjA9PIC7QTYHNzkqkMnLc5bNAppJd75kHLzHkuGV46MNDgTqAjpNcJJlFc9kURhqFur1Xr7rlQq79q1ESIHbsKBcjhhCBVc8tRhJnMudYzzJniY2lDZRUpJLBVVkaCJ0VFCHCW5LU1QA3vrEUR4FzhnnsBzc7moOnD+smCzYTrYTgcrLEJFuMiR+RBhE1GEFhLpHN6AJ0M5T13FOFVFSEXFxCRKMTI4QKdikR6sCfQc6TyN2gBxlIAQVOIYLRSRVlgrkbJCpIAsRePpYEltl8X5KaztsvHaGxjbtJ7m3DRvTM9w5sw55lqLVGPJ7Xu2c8fuLdS0oBpplAPTbQXPUGmJEwmui009WmhURWF1h64xWO/ZvH6Alks5Pj2HMAYtNUNDQ9R8zNnpadqxRgqFEg4hcz6sunpObe8Z0NY/yUgpw4orL5Vx4ugxIqUZP3OWpx97HJxFWPjmV7/GrbfcTKQjOq0mIhFMzowzSIPf/b3/xL59+3jgg/fz0MMPsX3rDh5+9HHWr9/Avr03srAwxcMPPcr01BzXXr8HYw3TM5M88cSTnDh5gmo9Icu63P/Ag6zbOEanafnm177PzOIiSdLlRz96jfd/5GYSYQDJ8ZNneeGZ17hm641MH+liJjXVdaOMHz/EYLKebtoG6Wh3NYtNg3aDvPniAs3OceY7J9i8exDZMYzUBhitDPFb/+C3+Q+//+958aUXOXzkANVBzcZdQxw89iLPPD/LTTfcxsbNG/j//m+/w10fvJ4PPHAvI4PruO/Bu3nl5VdotmdZXGxy21038mvXfpYoUrz8o1d589X9HDn8Ott2jbJ1+3pmp1LGJ8+wdfteHCI4ZOfphQt5sq2UJrtYSaKV0lxZluVeRxphc9Cugheezjw6ikFabCNBDg1gzp1DqYRu1RKNrcHNdOiySL0a4yKbO17HNNZuhIERqmPrUFECtIkVtFttXvzuIzQPHmddNca4FCE8Q8qj0CTa0W2f5dy//yq7bt3GbBbzJ/+fx5l8PKHBRo48e5hXvnqaD/y9rdzwuY1UNufmu9YidW56WUiovCCJKyRxhU6n0/tXmHECpGmYKAoH+CLFVBYS9NsfXIqKsKxQvdRWgLSyZUs5RVX21lstwne5932x3/4xU973StU2ymbC/eCsPM4uekzBBTOkPwmVQSRhpnIeUmewCbSqLTrxAqlrkjjJaGWMWDna6iAz2bO0shPEcoxOZZbjZpyT5iQuiTiaVZhSjpG4jlFVUmKma1M8tfAD5iYPsmfbLkbROGGQhQghnM2yvn4vg7bQJAgXCPAe5v04B46/yHT7FBU1yI7RW2lUhmjOtxifmGZsRDNYjfDeoXXEyMgIWZYxPj5Oq9Wi1Wr1vAjLqtL+61u+kMF2hZA6LCqICyACK7JQfNwYEBqXe2s55ekIw5SZ4sCZA0y2pmkkda4d3cOuxnZUKkDJ3pyUpilDQ0MYY0iSBK31BSOCV6/lvN/cKgXhc56lwvkIbyqBmwl4F1GtDmKNoUJELGJioYiEJPERCkWaGXA6jyJKlA9iEuEV3iucVcG01nuEy4VTMnijSW8hSojjNXmt6wqRjul0JW2VkHmN7Fpq+ZgQrovUiqoeQKkEISUq0yhTYbiRgJRh3KQOjUR6qMYJ9Uq1d6875zDWIqQkcyFyK30w3XV4ZCypj45QGZqjKwWvnDyFTA21aJDRrWOsq0iyxWmOHj/KjZtHqQzXiNIMl1roGipxhIzA2DbGdlAiIopDDXKTNalXEzRtOm3P7qEqrrXIxMICI6PraIiIialZskSRuQB2qzrGCk9GqF1+tUbGewa0wVIapqyua7faPPTt7/D0Uz9gemKKm/bdwEc/+mF27dzJ3NQkf/C7v8epo0fZtWMXBw7sx6iU+z/2ARbbCzz8yCNs3PhhtFI44+h2MtJ2xpqxUTKT8tjjD9PJ2nz6lz/OYGOEtG14+pmn+fY3v8dLz7+GUoL/+//0P7Jh03o6zJPUNL/2238TJ2qcenOaJx99npOnjnDNzZs5eeYk3/3a40wdS7lmw21U0wqvPHUA9Kvsu303O6+7jYV0itPnznJg/yGGhtbzqQ/9CvWkweT0cb756H9lsb3IWG2Ya27cyTPPP41QVe77wAP8u//0r7j93uv55V//OCNDAzgcJ06c5fvffgLlKly3bzef/dyn2Lh2FE/Etk2bWLt+mP/wb/8PbrjxBh68/34soazXJz/2MUYHB3lt/wvc/8F7GYhG6GQO023gfajr5l0u4b8UGskFrBoutfUeyjYUEc6ERSsXvHNMSBeaSOAH6piBOmnboFTMnGqzddN6vI2Y2/86iSMURo4Uvl5nbOe1MDhKY806qCQY10RE4L1lcmIc7bp0KjoIC6TAbgN/IMZ3u9SFZPblA8x94SFu+c2/zT/7Z7/Mt8VRDjwxS9dlvPWq4cT/9WVu/PIE7/vvdrHnQ0Mkaxw262IlwVDVix4n03tPJUmoVCosLi7SbDaXqc/KgoL+CFuR6gR6D6/VTFaL++idStMUwC3LsguOhUsZN/0WMCtZfVzp2LoQaFsRyEkfxn0xGSJwXgZ7hLqkHbWZr81zxBzkTPs4UQr71lzLWDWh1X2OyfQtJrM2Omoi3WkOcYxm5DGdGi90BSe9ZFQJOkqQ1DJe6x7ly+deZW+k8JUq1sk8Jet7pPjyU76/fFX5HK/yFeZKGTjCiZCiRJE5ePnojzibvkB9fZeFdsTrpzvcvP1DNIYGGD81he0Kkm0VairGmCUD6oLcD7C4uIhSilqtdp7S+rz9e48QlqI8t4glFsicw8mMrmjR8rPIKGFQjBHJBGmCnce8bPKdQ0/wZuso1BV+osvk4iyj148yFo/ibTBfbTabeO+pVqvMzs6cJxQplLRXlcRUah6Xe9sFNXPurYAzEfOTGS5SGDxN6UE4EqVJqnUGG4MI6wPgMuBd4KoJHSJi1tkcDzoQEilU7kHmQho25wEKL4jQOOuJowZe1lBKYLoe6WOkrDE+l/HyyWN0W222jYxw49b1DAiNxuBtBF4ipQ7gUGisMEhJMCL3AuTSM9M7l1dUCL6HQudlK7PcfiRWeGcBiROKoZG1XLNvgMfeOM3U3CIRnkpSZcvW3cjUQtOyrj7EgJfIdieowa0jiTVEgtS1yWwLpQVxrDFdi3OeioqwaUpFe6zpoqI6u4eHGKxUoZbQ6nRIZUYTRSpilFa0u026OLwQPbeZq9F+LKCtZFW5XAhbWlF65zDW8Bdf/BKH9h/gIw9+mJeef4E7brudvTfexPzEOA8/9DA33Xwzd955J4P1Bo3Hq5yZO0OjUWN2cZrPfPYzdLpd1qxZQ7fT5bVXX2NoaIhOq8O5idOcOXeKX/6VX2J0uIEA4niIDz5wHwdefZOvfeVbfOazn2HDui10snm6ooMQmoqss33Pdly7Smu8y5/94Vepj3oW24sMVzbxCx/4JTYO7KJmBjl16hg/fOlRfKXLG6de4NziERqNBsObIo68cpiTkwdYu2aM147+iLs+cgO/8Ll7aIxGeASv7j/Il//kmzz2pKPb6nLnPbezbmgNTTdFJlJ2bN3AXffezO/8L/+az/3qr7J57QaadhrvIrRKWL9+jJ27t7F+0xjOZ7RtE60EHSxbtq3nraPQ7iygpcC7CkI5HAbpc3m7h57+vf/6lSbc/kjOhVJQy0Zt4edGqB7grEWoPLUhFRpJs9NGppZYJBiRURtZg0GRWQ9CkSGojI6gTMT00QPgQAlBV0DSGKS+dgMQEVWqkER4Hx4QRJL6YI1NmzeRLowz154BpVjwHrklpvNWk1FRodLtcPyPn2XuYMS2X/oYf/f/dxOvPz3J4//ydc68kZExyHOPz/PWM89z62fGuPcfbWPLHYOoBIw3ZDZDxRqhdTCHdg6sY3BwAGNrtFotms1FvIc4qdCo15b4akqipQ595PKyWHkUaAnArQzO3g7nqcyTK5zey9srKxiv+P7vU3qWo4b91IjLbauZEy/ffzEke38ElWH+XiCjKzwRPo5piRataodj2SGeb/6ICX0u0C+6p9kTxzTqbzLemWJeSrq+zenFVzlbm6KOxzQVx7oRJ4Rg1lWQSjNuTvDy9EFe7joa7QjrNF6LQnsQGEvC96y4YEm5ezUWSaXeyrcTvMmCW2huHkzplu271CuB4KXN5YvttMWpySNUrpukO3CWLIqJTYXZ9lmuXXc7ri1YmFnkzLnTbFm/iSSOe/SKbtplcGCQer2OUppOp0uz2SRJEqIoKl1fkWcDll9Yr8BJAyqibYBEMM88r088y5GzB9Gqwd71t3LN4LUMyypIx2Q6zSFzhuNjGbZmGKsnjM8uMpMtsCYZRhGKqbdaTarVKlIKOp2UaqWy5FNXgMnyBLdC/y19mOc6L/n+9Uugzavc2y+kf3EJth3TaTq6zhFHEmcdNhY0nMAnGuEMOJWrMxxKaqzLTaQdCBWGgLMOoelFsELa2+UKD4GUGmMcUlfopClCCbSQZJlibrHDcy8f5rWJeTJnOXFmGmMzbtuziYrUxEJhjcmNcnP4oQIXWPigNO3V6C0oN/hQuUGKwLEr3adZZhGRQsmIbteiKgNY54lJuGPXZgYbNQ4fOUxr4gym1aQ7eY4P3n876yoDxH4BJx1RopEIUtvFiiwo/pWia8EYT6IrSGUQaSuYD2uNNQavYhge4tDUBPPOkSYRqXfB+sSGakcUIoT/P3X/HWTZdd95gp9jrns+vamszPIWVfAEAQIgQW8kUmLLbEszPW1mNtZETO/fExsbPRsTMWZ3InZn2oy6W91qtdQi2ZRET4kgAZLwtrxH2az0/tnrzjn7x31ZKIAgRYLaYfSNqKisrHz5zLnnnN/5/r7mb7GI/xUhba5vMnfXe3EF+bawnZFo3+fq2UucPXWC/+Pf/68YHxnjzJsnmZycxDrDmbOn2Gq3+I3f+iJKSqSSNMYGiUZ9krjLnn37GJ2c5Nvf/A4HDx/hs5/9LD945kfkPcPm5gary3P4XkClVMG4jPnbs5w/c4lOt8PK8iKe8BGZJI0TRODhi4jM9UDkpM2YUy+cRbYCdg7uQlU7iFyyb8d+XGLoyE0apQGOHT1C4q3w4qln+NCv3ct/9tHfYGi4yuLtNf76z5/jrYXX8UpH2Ipn+Y2P/gb1IY8Nu0yK4NCh3Tz24Q/yh//jVzh4dBejo6N0bJOEHgJHZmMGRxqMT4wCloyMIs6kuLElkjRLMSZHisLY0DqDFhGZzcidLbyKRAH9Z1mC31eMKinveFb91BH8GXyh99zQ+55H2wsExtKXBWBsAXn7XgHbO+EQJLR7TVILoQxx/VMUqaSpDUoKQleiPDaG8RtwqkzWa6G8otgp1xqF/x0Cb6COX6qSZpvIUJKkXcamJ5g+8gTXX3mWJG/iPIlXcYw+NEy+Ad21DcoiR81brn7tNs//9Tc58uuP89j/6SDHvvoEr/3BDZ7/4xUWNwXdVPDCny9y4aVZjv/daT7we/uZOurjWwmxg2aO7baQDQlhDZuBFopKpYJJElrtHludDs7kVKJy8fnfFU4vhcDTitwZUCCsAZNjsO9IrPhpprS/6Ob+Xl5o20jgNsL301rfP8t2491Gwu/mn/0iPLT3eq73NPYFjNgW2fXNVCko0m47E0eKwrQbg8AgCg9dpBXkzpGHlvlsiUvNa9yMNuiEHaTqENt1Ammo2EXWE0NPhnSlYNMt0fQkUaLodhM20gC8BkuyRKfU40TnCi/Fa9g4AFtHaoGVCdJIhJMYZZF3URO2x+Ld+bXv3zi5KFGLhxqEdEincdJhSBGZ11dPbhcUBidsvyaT2wNw56B9Z847i7AKJwUqyCmXI+I4xRuISZOc7uoWnfoWDGRMDo/RDqvcun2N26ljz54921JPrHGEUXBHlFOr+qRZjziOyTOL0hLPkyilwW3fB6IoZACnMnISoLBVyYXg9MIlXrj9Oq5uyM0GN6+0kHsijo/sQyEw1vQtR3I63ZyqU8Quw0mLpChweialbWImh4ZIc4NJoFSv4KTBOYFxts8FLgpgux3svm0Z4lxhH6PACYvK+0UXP/sgfNdd37dWKR4j3LZhLijpMVKfRPgROSBUYS9hsi6lAJwRSOf1FacSoQrkrFBL9+dd/3dLwNkcUzACcX27274jB8ZZHD55XrRQTW5xxqBUQKvVYmF1i4ldR8lx9DbmuXhrjmMHpkDqor0pfKTURboRpuDPWYewpn+IL0RpQvTXCCmK+1DwjtQc5RxCCRJn6ebQzBznbs9zc80wOTSKj2X++luEWcJAvcHtzU2O7t/BzOgg0vT6bgMC6xR5arA2R3sKKxWpc1gCvKhCklhSZ/Gkjy8F0llcnFEuOVrdDjKLUZ4itRafENe3rdFYpBUoBwrLth+D5E6j+z+NwPifBb4LKSAv5NlJt82Pf/RDGgN19uydYW11jTjv0WpvIiUkecbuvXvQnkcax/hhhNGCF156jdSmPPXUR9g1uYcHH3iYb33tu+zbtx8pNM899xzzt+cIAvjox58i9Mc4fe51Xnn9JcbGRtlzaB9KV+gkhpMXT3Pm8hkefOABoERAj8X1RU6++Aaj7OCRD3yE0o4ep24+SzdZZfyAI/RWWJydZ3N1juN7HsKzHnv2TfC533yMakOQ0GL/wWEa/+dP8mf/23dZXLuNHxR+XrHt4WOABGl96kGdHWN7UDpkZW2LgfEJcBrlJFqGrM5fY+/MDK3WFksbi4wPDAMBHiGLKyvcemuZkjeIecKjpBoYEgQBl8/PUStPMlgZ7aM3Hpnw+jfSXRvne5wC3+u6m0d0d07mO/6/jzRZHM7YopWhC+K3lQIrKGTkThS+QvTYStZp1xzkCqcDpIhYaTdpBhbPaiphiXB4ElcxyEYNXBclDYHKsdkm1nSRwkdGZSjVSDY0oTX4zkFU4uTVDVZnoVwbQftbSAH5zChmXwW1donQbaJqLQ5qw+J6xktfuczZ7/W4/x+O8djfn+aeT0/z3L+f4+zX12l3K3TnE176n29w6ccrfPi/3sOxcZDPnsW8dIm4PYvb71P96OOUnvwwDFah4hA6oDEYEGQpaadHq9kk8ANkoBGBxont0rZwJtcocmvQvlcIBVxRuN2NVr27+PlFULGfpv69uy213cba9pZ7t7Hy3b8L3tn6fK/X+e6fv/s5/yZ7kZ/2/u6obAUY1T/FG4dvBcr2KU8SrOjr3KQhcSnKWSq5QFqwNkG6mNRrcX71Em+IdV5WmrLzOZw2UaFlBUc7idhIhkiJ2NQxaVhlFY1nIy51oG2GwMC1QPNdf42vLa9x3gno5JT8Op4sxlKi7nr9RZ7h9uX7/k+My8+yh/lZl7UOpfp2qaKHwdDppGjlFSiSyhEG1Pb2IAoD06IIUQihuWMS+m5+Kw5nDYGOODLzADfmFa3N65TTgAH/AMOlURaXFij5dWrVBjundnL75m3m5maZ2jGNzSDyKpT8Otg+ZUC7PrfNx+SGNEtITUoQeQQqwhlRBNmr4vBnSDFkyEwTOo8tMq5uLLE0oLk90SNEsONGl+trN7lnZA/aanaH0zxVeYja9dPkIieQPocn9jHiNTDC0DIxp+bPs9zcICnBkB5C64hA+QiXgDAYWXRJbL/NbmXRWvOdwhfBnV3aGIPBFhmarojne/f6ud0ufo+7HZCFYbgrCgCNwJic2flZMiSptZRrJSqliK3VJXaNDRJGETK3xWON6/8Wh5M5UEReWaPIbI5QxUEH1w8zcAK1bYdiLWiBlbLgeopivCsISJJiTQ4rXL2xQKY0oUnYu3ukWJcxCJsX79nmfVVqgsChZRHltr0HvX042ebTvf16CmRcYvo/56SmazSvnb/CmzeWyfxBJqd8qgM1Ni7Ms3Okwe4dDYYGHKP1Clu9VUpliSdyFGCypFC5+j6JzUiTFFMQWxFCkuMRAyoIEWmKlyZUlIdMDLUso9EtIrbyMCLWgo7M8KRGGYeQ2yEIhUWQeNdIvp9L/ZN/8k/+yft87M99bRsR3oH3txGed7yBfmtEQNzt8P2nv8fFC+ep1ao06jVefvkl5udus7a2ijUZC4sLSCU4cHA/SMHCyiJ/8pU/4dT50xw8coRekrBr926SLOPb3/4uJ06eZG7uNr6n2TWzi6SbsL7RpFSpcunSFR585CGefPRxhkeHOXLoGGNT47zw4ou8ceI1oqjM1lqLsxdP8K/+1T+ju9Ljkx/8AjuGp2nlCyy1L/Pb/+DTfORzxzj64E52HZji8vULbG1uobRj4nDEkQ/sILbrOGIyEvzQY2F2na2VHjZzHLx3PwPDZaztIqShIoe49PoSZ16dJQgjtjrr7D64m0pYxxMV5uc2+dH3XuKJJ5+iNlDnmWe+h/Z9FBEXL17mG1/7LocPHcMaOHf2HMrXNJtNnv7r5/jW139AqVzmwJEDSDRrq206bcdAfRwpfKyQOCdQ8id9m99NDk/T9F0ti3eeFLc5iia3BW+CAjnabvegJDmOTDg8qdEGhLBgWyy+dYneeguUj/LKjA1NsdhqshknWB1QGRplev8hhO+zevMtaK4RKkMuIItKDO7Zhy5VUQiaK8vE62t4SmBzC+EQIzNPEtiITm8VzzSpOsl6y+P2JaisBXg7u7C3TWnUIZIRFjtVVuIG515qcvpH8zTu9/ngf72Dez4wgFpokSxs4UxGd77D8gtXaX73DPm3XkTceIPq/E3SMxeYf/oysuMo3TODG4zoeZaeMDjlqAWVYgNPM3qdmNxkeFq9oy2AhU7SwwsDQt8HW4TS323JcXd02LbQIwiCn3uDvzvlYtvp/d08uTRN7wgl3p1CsP319uPeLV74aejQexUj71V4/qwi7d2PcbZo9Wu3Lbsrkg5M34C1yNR2/b6QKwon6ZFqQVIS9BqCk/YWX988z7OlHqvK0M1jDumcQVV4fcXNgPaGR6o91mSOCUp0XMBiXOHmClijwCk60uO8Z7iepchuitvM2S9H+fT4QSKnEfbtSCDRP+gIWYxjqVQqUFXxTvHGtpHtz3sVBUHRhvQDQeI2eePmM5yc/QG3Ny6SuB6VagktPEAhbR9RE7YAy12x3b/76F28psIzDOEQTlKPatTUDoLeBNP149yz537GGpP4XkS71aa91aUUlilXq8wtzJLLHkQJSxtzVGplonJUoDBC97NKJZ7voT0F0mJdjjEOm4PW25mmDisLp35PBOhYY6XjYucy59w1VgYNgRDUViVHov3sH9xVFFYodpYmqHci6u2QD+68j+NTh4h0QMf2eGnuVb638Cw31SxzazfoNnvMjO+l4vkI0kIti0Y4eaelLEVxUAhTn/UrK9w6cY10rUe5XMYLPWwfQLo72cQ5x9bWFjdv3mRkZOQnQugFd9lHOHFnH7VO0EkylNaE5ZDAU3iexvMklTCgrEMclpwEI3Jyl5KLjEymGJFhRI6TOcZlKCmLQqnvb0ffgebOfBICqySJswglEVh8LellCaZcpleqcuLGTZbbm0xNNnjkvj3UgpQgbVNRshAx2ML7UkhX7DP9+2d7vTDGolSxfqm75rO1fesdC85anFQI3+PmSpNXL15n9NBx/PoIs4uLtNurHNw5yoEdwwzVfUZrHkokRGWNDopqKjcCayye5/dTHhxGSHpOkssqtxabvHT5MmdWFmhpi18OqPgBKrOU+jQRzwsYr41QrjVophmdJENriW9zBpRgV61MpRiw/niJO0j1LzJvpZScOH3uf/+irXAE5ide9LYgVgrJCz/+Ebdu3WR4eIiXX3qR1dVljt9zjA8++kGWFhd49kc/YqvVZGFunqGhIQYHh/jSl/6Mr339L3joAw/yj/9v/5iF+SWe+eEz/OiHzxBVQ/Yd2MWx+45y6PB+pILhoUFu357jB997muP3HOOTn/gYue3hpEGhGB/dwdzNW5w/c4lzZy/y/PM/oGfWqNfK1KsVlpeXiRoBVxfPM31skA88dYiMTTI6VOtlRnZO8KMXfshbN88zuqfGoXt3g037XWEPLWq89ONTXDs/z+Zih27eYWr/KLVynYgBrpyf48dPn0F0q2jncfHieS6dv0Jzo8f5s9f48r//NqvLLR770BNUyw3OnjnD7VvznDlxgTiNWV/b4OGHH+YDD3+Ab3zjL+h1U86fucD5s5f4wue/yMW3LvKNr3+TG9duceH8VarVEXZNH8BYgXGgleqn7733dXfRFgTBO8xitzeUu+X6Usg7hZosrIIRFoy1uL5yCFkov2RuydZXWb78Fr2eJVMB4cAQE1M7Wbq9jMkdqZCMzcwwvmMKl6W0Z6+TLS9Q9hVG+XRUSHlsisrIBBtLy9y+egXRbBULTBQRxyGpm8AjJYlXiPKUUEFThywshjRLHtW9PgPdjHInJWgMkMQNVmMPxwjN1ZDz37vFzdvL1I+GPPbFneixLdpeG9HxSZcdYiugKiMiKfFkodwKM59bJ8+jhjKqx2ZwkYcVBfEhQKNReNpHK4WLc0w3RVqBrwqEVUhJhgUp8KRCCYXS6g4ZepsQvT3R30/Rtj1+2wXBeyFgxph3qFvfjZrdrfJ7NxrzXkrRd//+d//7vQ4FP02xfOf7gDKOSlasNZl0xNoR+4JEOXLZb6sJgcoEpUQhrGIj9LgZOf5y6zpfFUt8xSzwQrZG4huEyKjnPfZEHp4Q2NSw2XRstHzaSnNdC1q6zJJf4cYWmA0DKFABxvh08n7cz2Yb15Ycj8b5xI79+AaEKYo2K95uizsKlCkIgkIkdBe69X6KNiEgz/vB5n7O2auvcit9CTlzHVNZYK25gucHNMJRlPOLjFUj+3FeXlHUbner7iqyt1MRhOz/n/HQyqMWDTI5vJuB2hBKBgjnE+oSA41BSmGFXidFooltm6vLJ7m5cYLZrVOs9W4QVCTVqIbpRylJ+uZ5qtjQtQjBKfK8yNfMbA/lQ9uscmvtEqubc3heRjnyUb5kbXMFvdliYDHjmNjD4zseo6ZrhTmtcURegK804xPj7Noxgy8K64bbG0s8e/NF5kc3SXZYhM3oNrvsGt/FUFRDOANCoaxGWom0Eo1CpBY/C7jxxlt85X/8M370b37IyRdOE1UiduydInMpSdKj14tpt9u0Wi2azSZbW1v0ej3Gx8d/gqKwvSLbfru1yAWFLM0pRxUGBgZp1GtUyxVKQYlqrUYU+GTOYoQmdwonPZz0sHg4FYL077SZhXWEMkCJIldW5AX6JWU/2YDCgss6QWYtUvbTAIQgDAv1u18O6cVtoqzN48d3s7OqqZNSETnC5SAgN7afNc0deoLpJ1QoVD/toX9P9QUJd25g+oIKHEp7pCanmxqWOhkruebcjTmCWpk0bROvLLB7tEG1rAj8Eq1M8OqlG5y8tsR6z1KOSpSDCGG39ypJzxhsWOfGUsz3XzzPbE9wO825dvs2e4ZGGAwCfGHwPUnue2RhiSyM6ISSpTihaQqKkW8zBqVkplqm0lfhOorDB3eK8J/vurto+9+9Pbrdx91ukxaA7du8jeb6OpcuXaS5tcXE+DhHDh3micc/xGMfepwf/uAHlCsV/st/9I8oVSoszM3z+uuvc+LkCc6dP8s9R48yMDBAKYjYs3uGb379LyiXShzYv5vqQJlaI2RleZUPPflBtPU4fOQw3/z6twtTV6nQaJbXF2m3b1Et14kqGi09KlGZpz77EZ76zKNUSmXyTpcffv8Vzp1+nrSXc2T4EM7G5MQgLKnboDFaoTHh00kcl6+fY2HhELsmpsiwSAKuXV3k5AuX2Lqd8/EPf5L2yip/+gffZHJqmLybM3tlmfHaQR564gHQlh+9Ibl48gzjtQwZKFy7wbUb1/iX//QrJEmL//wf/R0qtZAXX3iB3/+9v8df/dVfc/PWDY7de4yZ6X18+uOf5/KlK+yZ7vKZz/wuB47s57/9f/43bG22+Ad///cYqE+R5TlSBUWL0tripPhzbPTvRlvuNse8YxUhJWhBRqFQkv05qPtZo7HJ6eQJvW5OlOe0NtpsGEm7UqNrUirDDTasodtOUF5AqDXDw+MIFbG8dI3F1VUa5YgsjRFegMOxuriIrs6xudUkCGvEoUZZg7UKUsXFM6ewacyOqkFGIUnaIwoF3ocm6PXKxBuriBXw51uMDjb54MMZw0nIyWtNVuc0dCtc/+MWK2+c4PrnNbuPV/iN33mct57r8sa/m2f15RTPDtNkkHGuMS1uYOU6o6bH8p9+k2h/ldpvfo48iLBWk1vXR9EdXlhI6G2S0Gt1ydpdwkoZF3qF47jWCKnu5PQBeF7RZsuy7H23zn7exUNr/Q4l6/Z98F7WFNvF/Pu1rngvNexPWMu4vrDAcWdz2bYVziWkSpBqyLYtIBx4gHbgWQiQeFbT04J13/Ens+f4o9unycYdTEqoaGRusUYQBj5GZazkFlJBN9W0CNjKBJdCjRMeVpagE0NGsSkaDc5DuAjXShG9Ipsn9Mv4wkdZd4cuJu8Q1Is34St9BwyUd1v1/xxjJcT2qrv9eSlsbpAawHL91jXk/jauMYdmkDTf5PbKFSrZJGWboZNKcaDu7zNSC1AG5wxv76Pi7TEQtnjpucIJiyFHCIXSAtH37dres6TTlMIyxkmCUsDG6hyZfxs5EZPoFmcWuoR+iWF9EJMIlHY4lRcZj8IvfNkEeFFAnHRIbcLW5hJnF15ggxvoPGF+dZAH936GI9W9VA4McXL+NTqtVR6ZfITp0jDWGQwCKRSZteRAKaqQ2T6lw1hcIhAuIvUjEAlWWUqDPn4IubBFaoYViH5P0bmiMPaUh900vPCnz3Pp65eo5zU217Z46TvPM7irQW1miFwapKfwPY9SqYTneQwPD9Pr9X5m5qoQEiHpI08S6RymF5MJSJxD+V5foACpEXjSJ8sMxgrCIAAcxlry2KC0R4CHlyf4GJSVd5SbOIknZZGxKUB5Bd9NSk1AkRYkXYxvDeQGH0sli3l4vMzxyhTj2jKQ9giUwWkw0qFwKC0xFIXjtlBVOHC24M8pz3/bp9BmRXuRIhPWWvAUCJdjRQ9pLcODJQ4f3cPy+SVMatixZx+0F1l/7Qa+g6qKWG9nPPfGBc4vNQmqw5y9PovoWupHZ9CejzQxwhl8FL1EsLDZ43orZmjPHnaMDXDt1AuszbcoDQ8hyYglLHS73GzHNH2ftvRZMw4ni6g71/ebEc4V9jMUFLC7xZfv5/qVCBHEO4J67+rzGkvo+8zdvs3o8DCPP/ooT3/vaY4cPMKZE6c4c/osv/u7v8vo1BRkGSODQ6RJwj//5/8cKwy/8du/zo25a8zN3+bZ7/+AeqnGyMgonc0e1VKZW9fn+NBjj7E8t8zF85cYbAwyOjbM2uoq7VaTC2+d5PkXf0SWJwgnWZhdY2y8wYHDe/n0rz2FDg2pbeNXMj7xhcf4jyvP8uqPTvNAvBstfaTxcBh8GbIVJyzOrRC3La3uFn/0L77Cpz/9ORqlMRaWFnnh2Vdhq8JDh49z36HHie0Wt5Yv0Z5tsrXVJFtvsGfXffhZjcDzeezIp8jWffbWH2Fm3wyHRpb4+re/zs1zN8hdlxsXN3j8qQfxRIUb1+Z55NHH+Mu//AqvvPIK5WiAK+dv0GlmDDVGSXpbnH79DPccO87o8DBTU9PYNEKg6bsNYaxF/w3Zo9sb5zbC8/aC8pO+YjhHbh2ZdPiqX1AYwDq67Q7tPEX6shCVDFTY2FIsegoVaGTuUa0PstJu09ES42kGB8cYH55iZXOducVlKiPDkLfJTAa+wpLT67XwAo+de/YzMTTE2eYtRDvFxiCUZGAwpJcGOFqk2hYZhSIlmqlRHz6Guniejewa5ZLEU6uMjJ6gtrPHPZ89wsaqormuuH5Zs3m7Q/4fVlh7Bkaf6PH4p+/l3v/5AV754RyX/2qN1mIFtaYZWEvxSfDFBsM3Yha+8n1KR44SHDhC4kAFEvoLG8YhPYnwIkqhj0kKMne71yFVKZ6v7zAM7g6M11rfQTnfPU6/8Dx9jxblNqK27Z91dzF295+/ia/2Nz3n3f9+L0TtPRaVYlWxxQZg+64LiefY9PsEcUs/dkoiLch+XqDEkUpByzdsDJd5evUyf3rzDbIhgRoNsLqNS7dwNi4QzjCkaWLyVEGvxOyaQbgqyyhMnEJQhm4ZNgx0NbgAtAbn47IA1jtF9ZhZfBUhrAKTI1VRzci71kVnDVrpPuKwvWL+otc7UzGkdP32oqVer7PWk0RUUck4vS2fshpjsDQGSVhYP8gcK3K2sYGiRacQ4m3+1TvHuogiKtp3Ducykl4fXe2jZRbTt53wiHPDfOs2RsWYoEdqt6hWS7TnN5lfmSOngUorqMAg/BQlFb4qWqd5ZlC64LPlKuH8tTe5Zk9RPdKmpFPas+vc3rjEkXAv0+ygMV5nUy5SNQF5J0WXon4bsFCHpr2cRi1EogrhlvSo6jKy6VHdqFAjImy2mRkapKGqBd+27/GHMIW9g7OYbVGYSekst6jlFfZMz7BRatPeaiGlZHh0BKvAD/Q7zKy3D1/bc+u9jJVFv3h30vUNdw1Li/MsrK2SS01UqyG1JOn1MEnOUH0Ahy0SE6QkSRLiOCbJM3bs2MG+XTN42qHyFIMj778OAThjkErjtCQ3CcalmLjH6maXUlijUY6wtmi5584SSc3ukSEYBF8LyqECl4HIkcqBsWitcFYWPnm5AZEjrOybqxcljSvK6YIU5raBHYF0qi+YK8LpPQWeM4xWA+6bmWR+rsWtK2/hJ+vMDA8yWK1Q0iGr2RaLK2sMju1ix6HjnHrheRZXNnFuBmPBcw4lHcYJytpjuFGl2ijTSzt05ztUwoiRkaHifaJwfsT6RsztZo9OJEiUJFG6P7cUxoq+oO+uA+adter9X786y487qhULUhXOzUJx/tx5VpaWefLRD+Erj7hbZLvNz89Tr9cZHh4mbbe5cOECL7/8MlmWMTU1xe25WebmblKpBPybf/uv2VjZYO/MfspRjfWNNWavLbH3wH4unbqGUvA7v/tFhBA8/IGHee3V1/nDf/0HVAdDPvXJj9IYrpMlGafeOM/X/vw7NEYCgtCR2jZKGmLboSJCqo0Kra2Y53/wJnuPzDC9YycCRzPu8My3X2Dhcof1xS6Do2U6eZmn//Q0JtaMjI/wwO5Pcu+oz8nnLzJ3sUltqMTOxn1UB8os3l7mxI0zdNY8GmM1yBxRNsKQ3cfWW4K4HlJVkxzd9QFG67u594EjvHnixwTqEkf3fYCnv/NjDt67m0CX+M63vocyAU9/64eUowq/+3d/h9OnThCnPX73d36PH3zvaU69eZZ7jz5WLMdCkuZ9v7C/Aal5t1v/u0PE36GGcq5A7ii4CFnPkPdyenmKkYJIayqVCBTkJmO92cI3PgM9wUDqMb4uuNZuEzuLP9xgaO8ekhTyVs703v0M7Jrgyg9aZN0eWumCD5GnVBtVRFjB5SmqHJK0MiK/Spo6JqcH2HPvvdw6/xxb15ZQniBmi2o9Zv8DkwQzik6wysapC9TTNbzKPCrdRCTXGd47jTdSpT3bZGI9Y6DZo3SzjXrlLRa++SIDv3ecT/7aY+z7zCivvrFM+9WcpR+vMnBpjWEXUslbxOeXWH32JcbHdpFXKyS2wGFzAcIvaODKgPYVSpSIJKS9Js21zeL7ZUEUle+IAbZbo3dHZb29kf5ivm13P/7dzvzbY7r9vNsbzvbP/lJrw09RwP78jy1ELabvoJErcFrgZY4gFXhGoY3GCUGsIA4hDgRdCU4rXk1u8y+uvUS31EHWNCZvQ6sFpBA4CDU9YCWWxGlIGpe4vplB7uOGaxB3odSANIStFuQhJB5YH3QELWArQ/gh5DnK6H7LMS+c4Cksd1Q/71L2RR/Fuune52ov6MfQF4WfKGA7LTyOHr6XE7eXaF61qGSMIbubg6OP0wgmsV4R/bSt3jNYlPPRIsKaQiF5N3r6dgHPnQSBu5FV5xwmt0V2Z94jjhO6rR69uEu9UWKtVUaWR0iFz9pch5oYYbg2Tl3WIPGRyhYRe85isWALBWmeZdg8w4WGOOugBh0r+SJdmTAyvJNeew3lEnQaASFCVBAiJ27H1MMyvucw1hUih7iHtAVXUfTbhdWozPHR/YjmGdaunmWwIpkYNNScxQPSfhsPUXxWuTBY4cjylKDscfTDR9i4ssrSW4t0GhmHPneEsX1T6LKHdfYOhWEbHX+HsOdvuPcFbx+UolLImB4htQVS5fkaVwoxaUYp9Ak8nyyPSJOULNCIehlrLbVyhLYGpyxdmRW8NS1wZPR6PZaWlihFFYyzdDpbjAxUCYSk3WoikAzUyhhj0UpQ8gKkUATCK1Jebd5PMTAkucUikU4XvDlMgW5t7yFimy8JQqg+Zw0ECucKZWnB73VkmcWoIjtWCUdgLF53i+lyjYf3jPKD0+dphIJHnriPaslDipx6pcLU2Dhn19dIb1/HepZyvcT8wizjlRK1WglcYRzs0g67Rut8YP8Uz5y8RCwMj927n5HBCkvLS9g8YXByGqtDrG9IvRDnhYWDg7DFHLACIyz9vPif9Dp7n9evCGnjzmIvhSBPM/zA58blK7z+yqvce+w4WinGRkfxtObEiRMkSVKo1jyPi2fP8sILL3D//fdz6NAhTG740pf+jNXubX77P/99/of//n8i7Wbs2jXDysI6aTfnxIkTbK33uOfoET712Y9w7vKrnD9/ltCromXA+sYSn/78b3Nw7x4SuigUE599isuXLrK0fLt/A/Y/d6FxQtFtZQxVpjBbAf/xXz3Lnv27qNXLXL1yncW3WvzGR/4hWdfygx/+NQdGj3P8yINsLHQZGKvheR49l+OSK2jlMzgwQitbZ2uzS9KGuJtRGy6jhgy9dozJHK20zajv6MY9nDLU64PkuWK8sYeH74Fnf/gddkyNcn1hjueee5EDB3dxz+H7WF/eouzVMVnOC8//GD+Cj336w8xM7mdy4hz/+l/9K/7e72see/LTJCZHKn3Hs+rddMn3ii7a3sC3TWDvXqTfRkkgN4aeSbDdBK9X+N+UayWEp7E2R1mDMxlBnDI216R8uUPtdBNzdpnVgTOoBwe479fvRxyeoT6+AxcLRkcnwM9RnQ1UdYjuyhpaCaR05EmPbrtJORxARmW8WoVsDcglVlpQbcqTJYKNBsw6HBLpelQ669RNSrD3ANVyg82xKZYuniHobZJ2UtZu+swudonTgJKqMbC7Q3ZpiVK8QlVu0r3UZPW/O4t5ZZbGf/ZZPvXgLrr7hskOCfIvrWBOzKEzQ3UTtl47S/eeU5Q++BCpdHRcTiolWgSFX5YUhc2CBkWRrlCPqpTCkDROieOCU1gqld6xcd6dFvCLFFLvJSwQQpDn+U8IBO4+/f9NKs9ftGB8v61de6f1Vtx0JSfxrUS2cyIRYKyg7Qx5zWc50ny/t8Jz87dJaiHjI4O8unKKeb2K2NHAVgWoDqSqQMm0BaVZTR29xCMxJZK2h+uG0NYgFQyWwNVhqQPtgsuGsdBJQWkgh6RwnCe1lIR/J9/UOUduTEEtkIUNRaD8n3D9/8Uvdwe7ePt3CASaodIkx3c+wcL6fsqVMXYM7KeuhshSCypDKte3RlFI6WENWGlxTrwD6b3b/Ll4Gts3mXWkaUKvF5OmKb1ejySN8SNNtVxhZLzBkKjhl0fx12OuLJzCk1Xy9SaNkT0MVnZQEmVEsG3/EHHHwM6pQoFoHVJbnCyzf+dx1tdWkamH6LZodmAoWOfa6tP0NiWjYzP45RoeVdrNHpFJEarw6cqyrODOCYkSEq0KUUEnbzNZ8ckDgSh7NFQXv3OB21erTE89BV6VXBQ2Pk5CjiHDEGifnk458ul7UaHm3I/PMH5gkqO//gBxyUDapuKV7tzv1hSfWZ7nNJtN6vU6/IzC7e45p5RkYmIUJyW5FeTWIRXgLFoUNkHbFKTCRLoYqwyDsAJlc4zJsFhsHwmz/Ra95xUtTIWkXqsSBT7VcpmgOoxQYYEJBx6GQshgMUgBykFucrK0bxbuFJkBLXWhGFUWzxM4WwhNrOwTpmyxh2hZWH9YoQpnHiXpJj2sgzCs0e11MXlGScPy/DI9ZwlKGcd2DLCyPsxILWSi4lNVBmxCpH3uP7SXWy+9yY3Tb3LfwX0c2buTmt1Eq0LMONKoIZTC5h1KMuDeHUOsLpZpmZwH9+5AdtfZWrlNvd5AYsmtITWGzBUK/yKIo7DcgqLIfDt21N3pK/6nh7TdtakYY9BS4ozllZdfYef0Tvbt2s2XvvRnLMzNsbm1xfe//32uXbvG6OgoT330Kc6ePctDDz/MBx59lKTbIShXeeyxRzl37XXCwGdsdJi4mxOGPkPDQ8zPLaCU5s3X3+DA/r389fe/SzSY8sgT9xFQ4+WXX6VcC5jYMUzHNpHCkdoevoy49/6jfPlPv8prr57kgQ8cR2BQ1Dl55gqXz9zmyN77qQ/UePPMK1x87QWmd+1kZnqGpx56ihFvL1p4COPx1rVLbI32CESdzkaKFxmckyT06LKJieokpsVae52zly+hhzUbYo7T567SbiU012LUkE9pl2DTzeMrj6XmbYSL6HR6VEtDDJQmuHFlDuFF7J08xmC5wuriFpVSicn9k4wOD3Hq3AmW12cJyz6vn3mOucVZqrUys/O3+ryBbXeen+9A8I4NVhQTy9m+QayQWFe06vI0I7E5mXSUg5ByOUChMLIw9RV5ikIic0Pv7GW6336F/K9mkTc7lGnSwiDemmT644/gT0yxaSwogfA1mbWosILfGMH5t7AqR2voZj1azU3K43tAhUT1BrH2wEikFLTjVTrZGtFwHeF5tK3F90Jcu0m2sUYwNAKTozQ+8zHSe++HxRbi+gbpBcFGN6CTBwxMS+S+dfx9g6w/dwK3nFNRBi/LmP/Ra1xWG0x86kOM3TNNeM8k9qMHWd96C3vJMeCVyZdbrL/4AmHFw58ewxsqk/k+zjis00hVeGZZXXD/TGrxfJ9yWCbyHZ2s2AjTNKVcLt+Jwrq7banV+zfDFUKwsbFBkiSMjo7eyUi9swHcldaw/fO/zHW3PcgvmmvquGMHiLIFSulZCK3CZRIZBHR86FQE8yXLv12+yh9fe51Ud6FpYVOAShC7a0WBZnvgZ+AJClMnAXFCnuds5R5C1HBrBtY8MGVY7EGWQ68LyymkA4VjaR5DCuQWpIRIF+3DHIa8EO0K137P84pED2v6RGxAvp2QgRB9Qvb7/Yy3N4xi484yh1QB49FexnYcweHjsqLw174gt8Up1RMheVaIxJC2QECw/RbpO9vhzjnipEdmUuIkJu4kOOcIggDf96nVqnj+IEGoi/ahLTSNAsuugSNU/RFSk7EsNzEdxeZyDz1YRqFQwsMZW5joURhpOyEoLGANmU3xRJkxeYSbF97CpG2Gd3t07SIb4W3EiMe5xZepqMMc2/dZXOpo9tYZCMbAQa/TJQpCJBD3YozJyU3GyvIi65tvocvXOH5E4JpNPBOwePsMXriT4cljpDlIzysKDqGQwrHRaWLTnJE9Q3xwx5Psf/QAtZEB1GTEUrLOVrcF2lKJKndQVK017XabXq/HwMDAe6+z7/qeEJDlGdYalPKxJsPlhRefwJLnKYGnQDpMmqF0ER3mbHG6EYDNDNJzlPyAjOyOuW2tXKZRq5OlWXEvSIfNYqT0kX5AjtfPcFUIcrAWIVVRuDmHJMcagfYDhPDQQhWIrXSYLEVKgbEOlI9TFmdStCgELTY3SKlxecF5UErR2WrT7nTxwoTl1TUCJdg1MYJSgorWVCoBppfw0JHdNLSg5FK8PMMIQaQcOwdLPLR/iqqe5YN7pxhvVGkoj42VBTa3NvEwVAYHqIYl1lrrqK7h0f3TpJ7Erc1TCmBsahQdheA5lDBUyz5erUTbQpzmpNbhFXTjIixeiLf7on8L1688xqo4rQvyJOHy5cscP3aU8+fOc+XcRSphxBNPPsErr7/Grr17GB0e5uvf+BpSKWb27CJJY1zfHLZci9hY2+LC6ctsrKzzxS/+DsuLawRewI6dw5y92EOVOjz/xnf4/G9/hk9+6hMoJD4NhC/5zre/RZJl1MOIrm0W5E4hyDNHZAf4wX98hetnFpk6XOP2rXme/cZp2BrFG1/h0vkbtFoZA4OTHNx7nMnJSfykzOb6FkqE+FHI7OoNZpJdTI8N0euliFLOtVtX2fLneP7KHCdWQuKsS2OizlVzmdWVTeLbtzl4zzS6K+hc75DlLU4uPQfG0e22Wbi6yhP3fZqgBlmsoFvh4O5jDM+U+PFLz6JkDz/MIWlSjULmlm/ygSce4PlXW3z7e9+iPljhI08+ha8rBGEE9H3A+jeY+zlhXEEBWTsc0tM4Y7FJTpbnJFla8Nh8j6pfKjhXUmD6BopGiGIclEDEbWZ/+AKXvvbXiDdWGL4NjhaRTAiFYn5piZv/9hn2P7CXcHQAYQWxswg8kB6VwXE2gwiXd1HKIYjpdDYwNsdIKFcnads6IlP4UtM0PTbSTQYHG4TBEN3WBp4MiF2XZjJHxZ8kEwIThHj7d6BmIDwmUY879HzG4rIl3kjQaQn/gQj/aEzzL2LcWUFFKEZ7GeGZU4jxW6xdH0Ysl1HzbfySxu2NkBWoVHPa6zewJ19ArIyTR2W8qd2IqSmcEpCBCSQphTQeJzBInJRIYaj4JfwwoNNXn2mtKZfKaE8X2Zm5+YWQtndnd24fsDY3N6lWq4UhcB8N2hYjbLdz/jaun9UKlbZQT7ptMEe8Hfl0h2bvitgYIwXagTQSYyEJNC2Z88zqLd5YbXGuInh2+SpOxshaBLaHy5swVMW5GJIWyBTytG9PUBRURbBtEcXjnA8bKXQHgArIJqyvwuY62AbkAdiMwk3VA3Txu5LtDElBqDXaFvm6aZZh++0uZx1WAX5hi1OQ/PtIIr9IcXw3d7jYPApnpUJk5ZBkRpFj8dAIJE7n5LRIVYcsSyl5g3hehEv6tiS+Q0kPa/utzjQFIElSOp0OxqR4kcLzPGr1GlFYwvcDpCyKRdu3fNjG/wQhzqX4osJkpYZAMUSPC2eukncEm2KLgcEqWqi+ga7tCx4KrqxzYHNJq9kj0mUeP/gkD2ePsrxxm+uLP6I+mTMyeB2BQ6YDLF7TzIULCFdnfXWB9khBwVleXiYMQ7I8voNexb2Y5bUl8B2lUILqUqklhLbL5npMO2kyJIq2c55lhBlI50htTjeLKdVKpJ4lzzK84RBbKjpLFV0mq2jSTkqr1aJcKSOVIslS2r0uYSkqRs++TWB/5/xwyD4SBRKtBGlqcEmMNH1CpzEoAdrXOJNjbI72PKxN79wbkQhwwmA1KKdxsUC7wvKDnMJTUzp0JvCFwinIpCCxiq70MNpHYzE5hEKgZSE86fZypFYEWpJbS2ZyEAqnHShJmoN2FTJhSLUC5ZGnMYGKyI0hchSornN99KoAE0rVCk4r4sQwObWDktb40jExPQUiIMk9up7BQ1IGKnTwRIrnLF4W047bHBwO2TV0kHqYkXdWkAM1Bgca6DyhUq/iBRGtTkwt8qhVIoasYmllka31ecpT44xUK2QIWs6iPUFgHD2bkGQ5SB8p/LdR6LvGa9sxZ5se9n7XzF9Ne/QuNZi1FuV73Lp+jWazycsvv8xQvcFHPvxhPvDoI7x+6gRPPPYhHrj/AZaXlvjLP/8L5heXyGND4IWst1Z58403ef6FH3Pqwsssrt2iVqmzvLjKgw8/wF9/75ssr8zxX/5ffxtDxrMvfI8DR0dQpMR5Ts8lTE6OMj4xyrkzp3jysUepyQoSwfz6POdPnmP3+FHaG44/+9ffoDptsKlkwN/Fpz/960RikMirc+Pqdb7/4je4dOk8i/MLTI/uY+/kMWwu6LQ3uLV2ib96YZnjRx6gWq0ze/oml26dZ721RH20xKc/8TEmpw+i65LDzWFe/PFrlIYSjj65g2tvzTJ95DBpbPjhs8/wO7/9W8zeuEVy716un75MeE2TtSUbq2scOvIwg+UyXh5x7fJN9h2eIMZwc/YmU7tGub10nUc+dJzv/NW3mJn+AId2H+PsG2/1R0biXAFt/yItKmEtShWhyb1OlyRNcbnB15ooCIsgd13IxyV9GbmDXBUnPWcyhE2ZO32CM9/4DuXFNnsfPcrQBwe4+ac/JOtlKBxa5Gy+coHWa6epfvpJElGIcrYZP7XhIVypTN5OkKLYGDtbW+RJFxlVqNaGWVUlsAYR+GQ2pb3VZmr3DkqNEdJmjjUZucxZaa4zkmd4fgVrIbMxVjlUXRI1NHtnPKaMJG5H2F4VaUcYYZL4cIWFf/Y09sUugy7Hu9HFfaOD3r9FrylYubyJ8mH0sTFsmBPWEsjWEXNXEK1VREvQ9i7AzE6ie46i9+/DWE2agecp4jzH7xuc5qp430rKOwHW3W6XVqeJVIooivACDxe7X4pHsbGxgVKKsB/Z8+4Q+e3rbyPv9G507e42O1CkaYi3EbUie7F4b31FfWEl1M8MzZ3ESUHqWTbLHn98+gR/cP0MmyUDjRACEL6H7SZgYxgtQZpBXpilkvSK7/tBwQPrmOJJdEHEpyNgU0JeAhOAikBXikLPRdAVBdLm7NttLukQWuLyIhi77odk1tJcWyeolNBBYdBaOP7aQjmKwFpTFI3vb8W960/BtZFS9HlDAiU0CFOkMQiDEW1We1e5tPAqvbjDaGU/Ryc+SC0cJ00NabuLyaGX9uj1eggh+sHpHtVKhagU4AW6EH/01eEAeW76u5YolJ99L0jjLNZKpNKY3CJRVPwBRgcnidsplUqVrc0mjarGk30OoHQYFyPQuFywtrpBZnJGRocJfEXZ11T8SZavh3h5k4h1PHpkUY3lxMN3ZaLqMIlJcdJQqddITY1KpUIUlPA9H6UUS0tLJFmD8b0zXFvbZG29iV+rkLQ1eVZhamoHQkiUByLroaQHiUPlkuHaANZzZC7HKUPLtKgZReQiXJwRSElsYbO5SafboVGr0+v1yLoxjUajmGfy559PguIQ4+mCm+ysAWdQRuKMIPDCwu9RFsh7HMf0kqTwtAt9cmPxVFC8H1FE6QkhChECFoFFaI88T2kbR6wCupnFRxKiCkWnMXhSUSr7YC1ZmqG1VyDE0mGFxaGIjSDBI7c+7QykF4JVhDbD79+pXhAWKJ41eFoX3qHCp1YOaNQ8fD8kibt4EnrW0eoZri6uc+72AonJODQ1xpHJAeqlEM85kjin7kmUCpC+BpNTCQJct4fLEyZHxxFKkKYZpcAnDEsgJLeXFrC9TXYMNxioldBSEOdFTyqzjm6W0pNgrEAoixSmSL4Q9G3R72hy3v8ifNf1K2uPbhMuPc+j1WzywgvPY62l2enw8P0PEinFzZs38bTHIw9/gBdfeIHzZ84zPjhOr5Vy5s2zBH7Ij557lktX3uLFV1/iI5+9F+1lhHmV8aFxvve975KywUd//T4efeheWnGLubVzCJEhXIoRCRpJuVTl4N59/Pmff4mtzWV27Z5ia2uTty7fYGtrhS9+6jc4d+otBg89xr2P7qcWTHDhxCyzVy9xYPI+KrUBVKPF7ocidh3xcHnMhWsv0HWbTI3v5sb6eQ4+NM3N+Qtc3GxSzWt0spRdxwcY6FiCiuITv/EQ0nd86atfotvsML1jkPOXznH91g6CUomkt8Xevfu5cL7M+UsvE/cSPnj/U0yMTvG//b//BGJFqCNOn4Xp5jR5nBF3Et54/SSp6aC1YGZuir/zd7/AYw88zPpCk/pAgyRtMTzaQIsGkPdl17bwk3Nv+8ncOeH1rQeE6KuaLORZTt6LSdKU1OQEoU+1Wi76+rJAPVIKc07lisJNSoERDkyGshnNpTkufv+H1DIY2LuToc8/SXRoH6Wkyfof/5iaEJScorWxxvLLr1N95F5kYwAPiRWOXBhkrQLlGknaRWlLbi3tdpe43aLsl/DDCKIScbuD8QS5g2wzBkK8xjBuYROrC/VPu90jjwWeKKFd0dZywhXGlKQIGVPWPpGWUPPJdQUrPCoDjzO4vsXWzecYnDVEyqcjE9xgxMBHDsAbs6ycXCXpCoIBSAcM+aAkN13kG2309Qhtm7TzWZqT5yl9+F4an30UvW8HXWlpipjIV5RlkQUopADVt2jRmnqjTpx26fS6NJMcaVTfU+sXm593f12tVt+RZPBuLuO2UvUXbmf+lJ//adYeFlMUZlLhKMZDbVt89En8Rea0RUufTEIsHN1qyF9cOMM/fesCnYEAWfLBU1jTw8Up2ByGykU/tduFO8JbVSicQ684HSSmKNakBhfChoCmxcsEeZbjhC3EBniQKEj0NiRIP7utWHG1hBSiIKBabbAYxzz73HN8+MNPMF4ZIc0StJT4UuIJihghUfBkfi4l7U9cEnlX1V6opAXOFK+t6N7IwtBUw1q6wpuzPyCvXsdVUi4tzNNr5RwefYysW6hBPRUgPcnAwMCdTNC3TZRtv/3WXzCKUe17ffULcbHdAi8+F1/6ONP3AhMFmjc8VuHGzWv4YYM0l6yurDM0MEJQ0ljnsKJIkWjHXdq9NhPjkyitMTbHmhTfK1Gqj7F4u0ylcpCS8mivVBmo76JaH6UyUEeFgk5zg0q5SpqklEolylEFZx1xHLOxsYHWHo3SGMPJ/Zw+tcC6V2VsYIyd049Rr0yS2MLbU2tN1s3AQikqkUlDSlakbvgCVQ1QgcbXRUKCzXO8sEwYRGxtbNLc2CRNEspRRKALCkIu+ubQP9dm75DCIvt5xVAcMvK8KNhzk5HlGVmWFp+xlMzfuE0YlZicnkLogExITGaR0sPT3h2zWTyHsTlOSDKvzNJWi9dOnmZ2eY2hepV79+1k/0SDMpK15SXiXkpjYABPK9bWl5kcH2VtbQXhB8RoElUhxefi9QXOXp1H6JBdUyNURMKeiQGmghJxd4s87lKqRDSbHaKgRNxNqNbrrC6tsLmxxtTOKbrGkqiAdRtypZ2zRIRfqvDGtVuE2pFFmrzVYnJslEapTMU6hMzx/Igss8RpQlSKyIwl6SV4WqOVIu32WF1ZJrMxOydGCXSxlnZ6KTaokKFopoaNJKOjFbn2MIJ+u9hi7oyKu2v2/ZIqBH6F7dG7VWEryyucOnkKrTX79++nXC7RWt1AB5pdu2Z447VXOfPmKT7zqc8xPb2b9laXp7//NH/wz/4l9z18nM989rOcuHSKfUenCcOc73/1JT751K+TyRYXZ29zz4PT9NwcyvNxieT8m9fZv2MfZVWcEcBx+/osDxx7kFq5zvnzF/C0x6OPPcZ99xj+/M/+hCMP7ON3/s4jNPxhoM6BI9N856s/4tKpV5mdryMHOvxf/psvMDIakTrH7M0tvvZnP+SH3/0WB44cYmZ6hAc/NslDjx0lCD1WFtp8769/xP6hexgaG+CrX/sSwssYa9TZf++95F1N1mmyvrDOvr3jTO+c5pXnn0fkXcKoRlDS/PCVbxFv+nzki/cwMjTIcz/6MT3/LdxQwNAeybJpMT0xwO25FlvNLbzKFOcvnGL29kXa7SZXLl9hfu4q3W7KsaMfBpcjhV94K92Ru/zkLXLH+qm/sFlXKGR06FMp1QtegzGFKWIfZcikw0qBshaUxG7n1UmDTGMWL12gZXrUDuxg5P57CT94P7Y2yMgXP8HNb11hc30BTQ9ZM6zdvMLU/Bx+fRCRWJJQkAuHVwrxB4fYaG7gK4GVjlY3o9vuUq2nEHrIwQqtTrsgO+WSeKuHTaE0Mkpy/a1+PIoi7aQkvQ5RdRCRFnt27vptJWVxZCgjUFYjrMPPUxKdk1aHGPzMx0neXKXzh2cphYp8l2St1mH8kd0MfPgDyO+foHfxBmk1pTfs6NUhz0LKvZjo9R4Cg08Hc3qJte+9Rfc/nGTwCx+k+lsP4U+W6HgZW3QJhcRzHtxFCnfCoX1FLajTyxM2ey0i572vhWIbSRsZGXmHoGG7eFOqaIH1er13ZIm+n+u9HmvtNve14EV6gSIzBvpRa0VCgL3TJnWm8LyyfSjOApQrvHr1Bj948wKJ8hGJwvkKRw4uLyC6MCoEH70YcgHG77vAG4gAHUB7vcjDciFYDbYCG46wo9iTGNpWcltLbK8/N7o5tUygXaGAC5QjlrCpgKwo+oLcx4YV/vqV17i4sMCHogqxEfjCJ89jIj+8k+SgtH6HIvMX+0y3VXn9f8viACVUUfAaaQoOkvRBOpbX5uhwm2BonnZvFX94P6uLc3Rdj4HaCNVyiKcD+rq4d3DaiginwqS02J/uUpNTRPncoWML2w8D7+dPun6UnrMgJNVaiaHRBsur80zt2EnPZqytrheHzEhgc0mn16bd6jI2MUKpFBVGu9LHKkXXpuzZ/QDqqmLr2joracLYyDij03tZi5t4rkrglejkLVpbPdKeoVry+8CoIE0TkiRhZmYXLlEkqw3K5oNUS1X27zuC7zXIc42vCmA2t5JuklGKSjjf4UxhEOskaKEROehQoPqFq/IDciyRlJT8kM21dXqtNvXBEaTS5FJgKBA0fden+F6mL4XyX6ClAJODs0UrXSnWNjaYX1wiiiK0p+h2OpTKJYaHhxkcHUFrTa4lXhiy0YnpxjFhEJCnPXJjyJOssNYINTqoYnSJk2/NstzNKY1M0s0yzt+ap1722FkPee65F2g1W3z+C7/J8soaP/j+X/HFX/s4N69d5fxb1xjZdRgxsJNgeJqT1+dJowbNTkrr9ipTNY0xGQO13bx14SJXzp/iN3/z8zz33I9JY8Po0ARSeaytLTEyVMOajNnFJQamD3K1LTi91GU1swzWyuye3M3V1XVW4xZsNZmdX+aJRx9D5zlaQdJukllHvV4nNpZumiN8jVGSPMlYW16mtbnF5K4pgkoVkPTSmCCIcH6ZjtXEMiT1IfE9UlvwCFXRT8KJwjzYvmPs/hNF2ravbUsJJSRLS0s8+oFHCIKAIAjZxLCxtkWpWmVpfo7Hnnic6XvuoXNrgbX1JgONAeJehyP3HMH6AidSWs0WjVqDe47v5/UTLzC3dIOBHdWiPy+K06EnPF577nUGhiL279uDoM3lczd44aUX+Af/6O9x9MghtrJVPE/hE7G80sIGhplD49T8Mm2zhhAxZa/O/Y/v5/TJr7O8fpvf+zu/zvhog7ZdxlrNvl0TPPSxQzzz42exN7o8PvMQn/jcE4R+SkbKYH0KJz/Mj595lcc/9CSvvvYKx+/fx+c/83EkFk3A/mMz/Js//jJ//P1/y9TEJHt2T/Jf/MPfoVLzkEjmVjf4D3/ydcrjNXJ/jsd/fYaPfeSTVMIGm80jPPtswLUblxnaO8kjj/4d7jlyECUdC7NLfOPPv4mymvsffJLG0DChmsRlGUIGaOlhydh2jOqvzGy3ou4awCJWphIhtEL1XTMza8hlcfJ0WKxwlHNFJh1NZVAIVObQscUXlubtRWYvX8ffM0nt2HHqR+7HRBWkEURH9+M/PkP3mTVElKKHNWtb6yxcusSuvUcR4bYro0P5AeXBBtwOMP30lTRz9OIYoUHrAK/RIF5aQUmBUwGdTkyv26M8NIosBdikV2xGcY/u4iz10RpShSjnFUHBmUVYh7QalC64ZUXdgEKROYfeOcbwpx9h4/mbBLEBT6CMY+PaTSY+f4T66FOUTlxh9dZJCCCyFl+EyMMl2stblBZD7GKPdtqkbhXmzEmWz1xm+GsnKf0fHiL4/XtJamXSPEeLAu43fVRDOIcVCoGgrEv4pYB0My4+DHW3evBnX+/Oky1ugXciYNt8tzvxdO/zctsZt3f4Htu33PZyJ9DaI8sztNSFC761CGlwIu/z2kRh3CklFkGcGHSlytXVdb770uts9HK8SkhuNeSm71Rri78Dv9joYlcIBfpxekgJgwNg25AacJoCvvMQMsStb6BiSSlxlKSgFRs2LIRCU40tDVMgMFI4hDRserCpFcQ5KIUTmkuXrnP+5DmqUhW5mU7gjEO6PodRyoK32zdtff8t6Ls3jG1bc9f3jHJ9tZvAOoOUETavgxmiXq2Stsaol8YYGx6mJGuYzJCbFKkLYYATd6Ov736uu77uz9M7Dsjb/383+tZvb+Ms2tM0KsPMrS2xtZwyMjKEzddZXl5maHSYXpazvrLByMhwYUmRWzxdZPPiJML5lHSDyeFj1BsBq1u3KVXq9GJVmHAbhxIepXKJzc0NTG5QSvcjlwWbm01836dcrtBrJ3g2ItAD+GEdqYbJjernhjryLKUd9wijAE8VFlZaSpTUOAwYh585VGzAAycLCxUrILUZUilyDWGlTG4NWTsmqlYLjFTczUm1b//dPz27fqi7tBapdNH2ltxZrwPfZ2CoQblSJgwC0jS9E3c3MDiAtY7UOuI8Y73X5fr1GzghqdXrdNs9TJpSrUQILemmSwyMTxLUqnjBIPObMSqBerWG8ks4Yxgbm2Jz5SKXLlxhq7lKt7XFyTdOU66UyFLD6TdPsPP+MkE4QBaFRBPTkCvWbl1k2BW00aWlZc6dv0TcjDl55gJBUGJlYZbVuWVmdk2jVcbBw7tZ22zSbHepRj5z88tUBncwPDrBxvoqnaTLqNCEUhGODLE4N0cnyyiHPs4mpGlMUBvASEiTDO1pjDWsra2xsbZGKYgYn95BWCkhnOgj0R6p8OjlDqNFEV9mDcJ5CKGx/YLNswIvl2jl+rmt/fvb/fxr8E+7fqVFm8WhhSjcoKOIoaEhdk5Nc+rEG7S21nn1tdcYHh7lvnvvY+eevVw9d45Xf/gCeW7pxT1KUYDnK+rjQzx03/1cOHkBl06xsrbA5JjHytIyUg+QNiX1gZDcWRSKew4dx8WCZ5/9McKG1MpDjE2M0klbGIoefNdskUtHN8uwAgK/Cq6EEBlaeKQ2I1UpW2wyODZGZbhCZgtiPUrQtTF+VXHvI4cYHZ5g9/6dBL5PbLcAixIJ0zt34uszPP2t5wjdAE8+8mkEksSu0GKFemWc+47fz62ri2w1N3jg4c8wXKvRtEtYLDuHR/jkZ57iv/t//Pc89NAh/vE//odEfkri5qg3NJ/9/GP8yz84x77dO/noYw+RsoXGsOPoftL4cd66eIWZPaMoXSKL+/wyJ7DGIVSxmLo7C3FxoznZd3wShVDBeQqhVCGVtw5pCmJsS0ushMBKKonAazqUL7ChpJXHZJ0Uu9EkXV0maa4wdeQ4QwcmCXdM0JUVtFNE1iEbEfqp3bQWzjHYFFRKmvXcsXD+MjOPbcDMRFFaGkAqqrUGUnuYvNgYTW7ZbDVJrSPwPMLqMKhbhXDCi+jkhq3WFuMTowRRnazXQ2mLl3cRy7cRW0O4HiTrXbxGHTU8Qi91KBsiS5KcgpuElOgizZJUOsIH9iO/sI/miZNEMqS8Idi6eIPkqQ2Cw0fxdgxTPx/QPPUyvkiwAuJdIV2Xoc/nlBp1/IUy3ZVVHDEhCdnZMyz8k1uoW5cY+S8+THBoDzYS5LnFqsIfyQqHUwplQWaOklFIY+4kBojtyuhvWDN+VkYovN2e2xYkZFn2E3Ywv0ghd4egW9xmxVbvJFlm0UKjtY8wCuUkNs8JlMO6HIQrOJhCYFEkucFFEakTXLg5y5dffZEzzRaL5YieFKAUJH1xgecg0uDJPpdNgTaQdcFPoBFApGAlLsQD0i+QNlPFdTSspQzkVbxcgMuY0FBKJV43o47XJ4RLhHKgFSWgBHS1hVxhMsuzT7+IXmsyPjmISGNkEBWWJQiU1n0RwnZX4pc5pb/bNqRvSdC/HxSazDikFEyM7GQ2nmZtoYv2BclqifHRaQLh46xlW6/J3X5iPzmi76GY2y4S3y7kBIAN+i+rKEicdAgs1iqioEyjMkrWzojLKQODdXoLXW5dnyMIQ0aqwzTKA0WaiCvijZRzyFwgpY9VktxukOSggxrdNCsKl65DG4VQjkq1zPLKUnH46Gf0JEnK+voGY2NjKKVo9ZoMDtVZXlksrDkQd5DCuJcSxz183yMIfVxicUriPEXWt9HwlcT3NE4VxZrRRQyUBaTSbMQdNuI2O0ZHC75vMwPr8Jx72+dr+zOkKAD6pTxg+xmmxSdr+/myup+aUK2UiaoRUik0EuuH5Hl2J7ZKClHwJo0lLJfZvWc/qbVI5TMypJGiOEBIIbDSYj2J38m5cHmBtq5TkT7e6haLQ46d00MMDg6we3qGqq+pTYxw5OBvsrnewgnBRz+6l4WVddToBEm1gp5d5vLsDZa6GftKkrInGW5UUCbhwePHKZdKbGytMTozwj2HjzB34yYz0zu5NX+dE+dOMbFrHzsOHkZ4Ib7wKYcVND45kpozHJsaZeXCbbpbMQ88/DCyWmW5tU49yAjrJWIHWa+LRKIk+EKhhUBLxeDwENValdzmuLwItReeox0bcj8o0umEQdu8iKHTmsQW97ay4OcCT28n9b49D8R/ij5t0OfDyMJ07+q1q4yNj7O1uUmtWueNN97AZDE7p3ZineDKtZtcvTnLGy+/xoGZPTz66COkScxXvvJnzN64xdSBA3zxC1/k//sv/1uee/7HLMze5lOf+HX+/j/8+3z1y/+Rb3z1aT7/dx/HVxHLC1tknRaPfuQ+7vvAcbSoY3PFxctv8cprr3H4+BGc9AjUEOBz8ew1Vq7mrN4y+EfHsCLCOIkvq2xsrLO+lZHETdqxQcgS2iTEIsOXId12j/pgjfEdYyRJgk+Z1LTQGnJyQNHc7HL+1GVmdu1EuQjhDEakKGfIXUIQegwONKhVA8qVkNwlOLIiS9EmBEGA7VrGahMM+HV6dg0lMqxV+KrE4b2HmNgxTm4TLG1SkSER7N41zrWrF2l1NqjVPKzNsM70F4IizNc5iRB3k58LJU8uimLbOofF4SFQhcQHCQROEeNoS4cTlsgKVFDkQPqrXbpryzTzlCgsEY4OM7xngsGBSkEuJijaT6afNxR5hI8dpX35TfzXbjFsFXWh2Jybpzl3nfLOQWxWmCw6JSlHQ3ilGs3WRnFqloK1zRadTkrQiKjUB9FRhW63i/ZD4tyy2mwyuWuaxugYy6tLBNbh2xSxPEv6ZoesFxNv9QhGJqjc9xBefQRrIbbFKHqA6gcpO8BKAVMDRB89xsriNco3N9AeJEmPlZs3mThyiGyoRrj3EN1bt4m35rFBDpFCTpXIm01cReHCHqXBYZA+3dVN4naG1gnBX10gXltHfO4Y/ofvxZ+cwGDIrUb4/YB3BNLRR09NEUN0N3L6t3Ddbar8s2Kmfs7fdufvftmHtZJAF7Fq5ArXy/ukZhAuxeKQykdJj8QVylLrh1y4cZuTZy5wfvYWZ13KjeEBukpC6EOvB1HhBYVUFH2SDDJTHPFtYSVDIKAaQpIgOxnYCEyItSGRGKA2F5Ose0wkIVFSIDyql1GyCUHmEeQKgS74lrpQN+I7xqxhwxZZuw2Tk3UtKvUpBxUqQQldVDHFBqv0O07mP71Ael+jd9fXEgx4WmIFhCLigZ0fZn5thjRLGNg9xmR1DyCxFKIjicbaX154UrwUcQc1KvLtiigjrET7gqguyLZiOuTkaIYmG6ycuoJLDfWxSUTm0B6gXJ8w349dsg6lNOWwQa/XxasMYOMmvorA5qRpTLlSwqEL1WiWAcVBZHV1FaUUQ0NDNJtNfK9A3CqVCqVS6Y7hdJIkhfqzVKZUqZLZHKEFHQ2zyQYvXzzDQnuLI6OT7KsMMdWoUNJFy9uJYjuXCPJujC8VQRgihSQzeaEet4WC1Hnv9MzcFuEU2hyBQNFq9ZBCEAUhShf5obnNyY0pDkX9vGClFB7Fum41ICWB1KysbrK00aTWGCJOUvKsg8sdURgSeBqTpcR5Cr5iY3mLSChmDuyjFEm2bp1ipb2AiOrsOjjFvt078LUitSB1wNSMIs1SfA3Tu3bTRNHTZRaHa5w+fRlVKjMzsIO9gyV2jQ1QkymNmaKAzewOjDUINDumZnDWMDgxgVGQaJ9Uh7RizY4tzUunL9HLBKWSz7337WZ0pMr+oSeQUtMLKqz3euggxPiClLRvk6JwFvLMoqVgYGCQWq1eKONzU9AtvIBcStIsoWMduclZ2Nqk1ckIlId1shAiIIugH+EQwr4Db3578H656fIrK9q2Mwvb7TZPf+9pjh45gssMf/AHf8Dk2CiHjx2hVqvTizMyJ/nKV/8jTzz6KE9+7Amkg2CoxpNPPsFLr75EEEacu3iKnRM7ueeBJ/nG177BPfcc48q1i+w5OMXq2m3+1//pj/BUQHs956mnPsoPnvkelYEKldIEN68vsLS0htdU/OU3v8vUzC6EECzPtTj1zG0+dM8XuH6iyWv1m9xz3wEchlOXr/HCD8/wySe/yNrWBi+/dJbBoSeZHNhFGZjbWuTS+XlmJo5Q0iXOvnGFh489xuDwXgxdPDxefessb127il/yWVxbYn1zneGhcXzqIAqrgNuzs1iTsbneo9Vs403twHMlpND4ooFpttCmjulFWBfgUDiXIIRCWI+VxRb12iieDMitRDiNlmWSdpvOlsGTZSyib5b5tkNbTo4vvJ9cX/trrHG2yBDdTk4wxQKCEqjYUE0yojIImeGbBCEteCEekulglFxpXBTi+QotLTZLEWmOzCSRX3j/SByJD2b/BNVHjpLcXCNtGcLII8h6tJZvUrGHUZQLOwEspdoA5YFR1jpdrPBwUtPu5bQ7GQN1j1J1CF2uk8cZWvhkeczWVgvnoDE2wtJFBamh5AuqWMziLDpuUbcerYUuvVqF6N4ama70eVOGXDiUs4V5vFYYZ4k9ReX4QTZf2UFnYYtSWaEUNK/NMtzqIhtlZGOMYOdhNjsJnoqJZY43LLF7LLQ1cjCgu7aGHgyojR7GbrVIVjcJ1g1Bb4P4zGk2xCrVew8Q7N6NrA4Qu5zM+gjnobXEmoQs7xIU5KztFf+XWjneXaDdbbL7i2zi70Tj7mqZ9YOknYIszVB4BFLz8o9fYGJonPuOHSVPenihj0kcvcwgg4BuEvP86dN8/7XXaOU5ebVEu16hKxQi8HB5WqA5plCy4QcU4Yy9ftFWZDVSlVAtFTf6ZopdcdCVBeoVlDkqqzRu9VjdCqg7TZhbpEkgaRHmKSVbQ8YG4SmMhjwHoxW+Ay+3DGUFSqiMoGJL2CSnrKuUlA95jnMW7WukeueB6W/L5+kdYykc0qoCYe+3hTU+A3IHQyMzFFq/wtbFOIcnxZ3w7u3W+S9dTG7bd4h+3qUojMwlkIkOor7J/NpJ5q/NE1QjRqJxdu7dS7IFi/MLTExOgge5zUA4lFQ4LXBOYYGgXGJjqUVUrZKLFCU8tND0Wi1KoQ+6aPF3Op3CcDbLWFtbo1wuA9BsNpmYmLiTOqJ1MY/SNKXb7d4p5LI0xQpBLgXrIuPfXXiVP71+ji3tmF56i98f38dvD9TZ4YWErii8BA6XpnjdjMHqAMo4rLJFl+DuM1Z/+N+eM0W7Tohi/uW5ZXlljSgICEdLCKFITQYIlCoi76wx5MYidZGy4awrkgZcIV5QWY5Kc7qbG/SSwnTYpZY0S8gc2DRFSEE3TxnQZRomZ/bESaKyohysMX5whM3uChhL5JfYMhHCq+HwUFgCX5JnCYG0VDB4IuH4rmEWt1ZxUYWdkWUkctRkRkRC1mujtHcnZix3hiRPi7B5Y1mcWydD0XWO2C9hpKE+6LN5a5ED04fI2wk35tsErkcnM2TSQymf4aEakfIgzxDOFfZIQO5swQ+mb6ws+obLfkBPShIk0ovY2FxlYXWOLoJch4Shh8kyepkF7SOURPXj6IqOwd3G1r/89Suz/IDiZmttNblx8waVUkiWpHi+x8DgIAhBVIqYntnNxSvXWF1cZHp6Ehlqbly4xMLcXCFV9ny++pUvM7t4gwP3TvDwQ4/w+iunePXlk9xzfB/VYU2r67F0vc3VK2c5fHwv1RHJ5574DJcvX0XLGr5fQxDw6c99hoWVRZ7/0UtIqbn38GNMj0SUvSrSWf7wX/w7yg2fciVkYWGF3/yt/4zP/toX6KYpX/7yl/hf/l9/zAcefJBOr8sbp9/gYx/5OJ/6+Od4+rtPM3flDf7iT77Hgw89wNDoAKfPvcJXv/kV2t02Tz71JIic73zv68jPfJyxsUG6Sc6Pnvse16/d4NEPPQaZ48wbFxgfGmZ8bASDZGm+y19/9UVGa3tZXejx5qtvce8j0zgkCsWNa/NcOn+dPIPj9x8iChsYDJohzr75BiU1Ri0a77emwkKa37fKkEU09TuuggVToGm6nxDhOYnNDULIAqFLLcoavDTGm1/Fzt1k49ZVVM2n/vCDyOldeF4JZfvO3S7D5ZbACXJPY4QqPH4FGOHoKUFeKjGwezfrYyexQYwMIFSwtTrPWNohCKtFq9YCnke5PgCLy4WfmfNIY8HWVo/JSYUIQsJqA7e2RZZZpFB0Wh26zTa1Wh0lfLpxRmghU4ZAGFQWo4XDxJbm7RsEuw8gB4fQUhWomjV9iolAWEGqJCkZ/lCd0rG9bFy/WaBdvsEub5DdWqZaG8YFAWL3LtpLcwTJOrmfEasMJhxe6hNNBZQXfHrzC/TiFRrHd5HpMbKlNVzsCMsBMmvibl6iSQs5sw/d2IlUHr1ODwIP62cYa+/iEL2/626bj3fP5SAI7lg/bP/sL7oWWNePyrprcTOyQAVsBp5fQlnFv/6nf8h/9ff+AfccOcyVk1d58bnXWd1qIwbrbAnHbKuJjSL80KNnJLnzikLNbqNrfQMopQsz6SwD07eiMLJon2oFpQJl003LtBphQpW5ncFiDOOdHtnNNo1YEwiLshmm1+K3vvhJhMn49p89TUmNkKcZNlBILTBG4oyhWpIom9HqtNAqwrMBvY6lGlbx+3PIIfvCjrv4fneNw98e2rb9Swv6HqIIdVf4CCvBCZRBjLDWAACAAElEQVTbXqvpc6uKQ5rjbaT1l70MWT8wXGFtoUiWTmLIcarH3OZZrjdfpKu7uNRnde0Gk/eOMDGzi4Wr6ywsLzM8OYLzBVYYUpFhPYd2IdYodFAUwL12r9jwPUHoBygpydMUrUI8zyMMQ3q9GHA0m0327dvH1tYWURQRBAGbm5skSVK8ZmNIkoQoigjDsPAuRKEEoCSLG4u8vjDLUqMEgWB2M+HKyjJZbvARqNgWXEIl6K61KCVQbgQ4K7bzHshxbzukvMfnJkWRwVkcuCUDjUGiMERJj7RPV9DeNhfZYR3kkkJJbIsC1NgcIR0Kw0CtykBjCDxF5gChkLafE24s2va960zOZu6T2lWW3zhJd6vNscf2USv7bLVXsTg6gSGTda5cW6S12WZ0IOL4zCSDnocvDdJkpL02oYt5fOc4xkq8wOG5GBsLgpLum7UD1iKVhxOaXmLxwpC41WVro4OQPigPmfZQacK+0Rp7hurUvYhkbYE8CMhcj5YpKCR5t4uvJOPRMAEOY+Kipa41ntJFKoMUdLtdTG6o1WpY6WGEpJPnrC+v4mufybEJZFBiPTUsbLTIHZT7mddWFKka2766dybZ39L1q1OP9t+EzQ0DjQFOnj5Np9NmbGSElZVFKqWQyTHJ9UuXObznICHQXFnjtRef440XX2akPojQHtcuX2Hn2CTjkyPMbZ3n5q0bbG02Wemtc/S+GZaWZmlt9ehuwPjgLh5/4kmu3bzCRrzEffc8grAlXnrhBCMjI+ya3s3MzAHuP/ZBrFVUozG+u/EsP3r6GRrjPgcP7UYGOTfn32J+8TatdovFtVusdjfZ6rVozqd84+IPqI02aG46bl3Y5DX/PGdeu87Hn/g8a+vz/NXXn6NRGWK1OUfaFnzui7/Gp37zSQLtc+7N8/z5176O2cool0tMHZ7ks7/1BWyq2dHYyR/8r/8L//dn/wc+/ZlPYp3HiVevQFyj5o/SXs35iy8/w9WbexkcL7G6usxz338VT4Rcv7zCf/jT73L/I0dwNufsa9/nh999maPHjvHKG6cZGBlmsDRDaXibE7xNCndFHBD9bHeK1qnnHMp4ZDhcLyuUYr5Hql2hpNpss/Hqm9g3LhEuLhO4LrmXsXpjDu+RBygfPYo3OIpBgypChqWA3BSsK2X69hLbikSriSbHCfbtIL50g7In8EqS5uYy+doa3vQYJndFK1dqaoPDqOAWSWxxziNPDVsbPWJjCfyQ4cY4i3KJHIPUPu1uh9W1FaKki7MJSgXkgaTtS1yxRpNmHXKn2VxdIppfoDq0Cy0LE0enJJm0qBx0WgRAGymIfUn1yH7W3jhFc2MZEQjIY5LLs1Rn9mGqEf7QMGpwjPaqRYkURYr0IxJf4QsPVa5Sbgxhl9dhoYV3YAfeh/fg8gS3skUgBLbk08ljmsvLiFaVqFYmKpfJdE4vc+RAWQj0XWFGv+i2f7dCsDjZ53c27G1PtV9GjCCdRNjCGsMYi1OAtBjt7iBgu2am6Gw1+cP/zx8xIkZorbRZb7YJxxqY4SZmoIwerCMij9harO8XqtA8KZSiGPAlBBH4DpKkML91AjxdVP3SQTlEZOA2Mz43doTfP/4Qo67Mq5ev88//8mtsLkWMLAXUhA+hJU7bHD0wxWceegApFVefv8jVc8tUysPEefGc0tdoLGmzxeTMEA9/7EM8890fs7XZRSeWsgrwpaKXxQjtikBtKYuDyPYh18pik/4lC/B3LcR3BCCiby8BEmcLcYlwoi8O2G713BXF87dUPEplMdahrEJa2deBOJwyOAxb2SL+UILzM+Ikw3Mlbs6/xcj+KXZMTzA/v8FSc43GaJXVeJWTi2dJbMaBsb3sLu/DyzSlcoM8buEJn3a7i5QOP4qwTpDlGUop6vU6m5sb5HlOpVLB932azSZDg0N3UEUpJWmaFnQX33+Hd6FQIDNLlCsasWB6K2PGWroq5FA3ZSITmNvrqLEKSvuYsqQtMrpZj6Hy25FVUqgiGUNQmC1zN5LZ9ya0xdrshCwE1MbSGKygtEee51hRiHKMMEjpiiQJHFpLhJBkWYpxRcGGAKssni4MuZEF6mlsjtIKZw3aqcLcWBpCD6Is49DOGqubdWIv5ND0CNrGKBkSeQrrAl49d5UTNxJc7ijduE2n1eOxQ7vopk20y1nf7JKnhp3Do+ROgdYEvo/C0s56hL5EajCxI7eQK0foCyQ5jXKFew4fAKMQVtID1kyLzHOoTOEllsrUHpRKUb6CMKCVZng6pGwlKu4ibY4n/eJQ6wRSF0V3s9Wk10upDzRwwid1gl4aM3v7FiWvSFzSTiCUT6OiqUYhWRCwkua8tb5OTxTCKeEybB/tdU5wd4zcLzN3fnWctv7ENxKO3nuMq1dDLpw9RxYnrC+voCw0yhUeeuBBmpstNhYX+eszp5kYH+Uzn/oEU1NTZFYUURfKZ3Z5kR0je3n+2VeYnt7J/MINbt66TuSV6Wy2md49Rb1RI8m7PP7Uh7hy9RI/+P4PqITDrC430dLHmBiHwfdEIbRzKc3NWeY3LvDIJz/NsaNHqNQ8rEr54z/6Gn/5zS9zZeUC3bTH4sUVDk8e4fCjx6kPjtCMc06fPcu/+8MvMzk1gQxLDI/vQPkVBsuD7GQSW22zc/cYvqcJhc/Re45jco+b5y5z7cYVPnrkGNWxKideO8cz336ZixfnCfwSX/7ydwiiMlOT+0hcTmwsH3zoYVrxKj/63ikWl2YRnqLVaiHEJtO7dtK9uM6Z83/F3r07uX7lFuXBCWaXl/m3//5PGBga5NMf+y0mx+/BGkFuLMLrk4X7i7rc9ppxrh+RAip3BAYUFpZXiTDIsQZOO4T0iKXBw1COLbJr6J6ZZWt2nc7JS5SPHqK8ey+l0SFsJcJKCHsFUdz4AisFTvQJ9ElOfWCQbNcUG0vzWO0IIkWr16Y5O0u083Bx+u8jNZXGEHgleq0OSvkkWcrqcotOO6HUiGgMNJC+Js4yAiVRTrJ06zbx5m2M6eBVStiBOviS7mpGN3GQ5WRa0o07rC0tUDuSoShOg5kseH5WCTwn0AbIDUlgKe2YQO0ap50sU9IORMrW/A2Gey1sPUJ4EeWBHbTWe2QuQ7qUUOZ4SrFWUpSVJmoMIceGsL0UmWt67Ry5a5pgdxm30qTXzUgCTS+p0V71SLMuYZQxPFWiMjaAs5t3FHrvpzV6d7G2ublJlmUMDQ29w7dNa02apn8rG/kdjaNzaO0hc0Gc9pjZsYMPP/IYr33rJBvXN5EuoO4PEg7X0OEQiR+wZjI6WYyslQuxZ94DXcxrPAmBBkWhFrWmn3bQN75VFsoB+EDcQXbhwandHDRj1Nua8bH7ucALzF1bZCiv4zyPbpbiq5zPfuxJStpSUgEPHDzIxVevocpDKJNhkwTpDEpYbNzmUw98jKc+/Bhrl27wwsIlSjKgGvqIPrFdi0LY45zrxzTdPRj//1iNt0Pr4A5t+k40XREA/8sitT/1mZ3DGo1SOUJkKAJcLsnIkUKRA3GcYZxHWA5IRMzqyhY7KgIhApxQjEyOsdhd4cr6Vc7PneZyeouWSLjSvMHH9jnuKR0gChRpq0gji0VG6gypCvGjiLgbkyQJg4ODdDodlpeXmZnZRa/XK9wMQh+AOI7vCG6iKLqjmt72KyzkHZJ4eZMoMXxweIp8+Tq23eVQFnHQb8Bam9XSJgtZi5tBTqIM+3XIcL3URzoFps8XFttmyj8RNH5XAeBs8W1VtEudywoLF1Hw2JQqoscKU136lizF/yFFn/dbCEoUIIUjNwlaqSLDmRxjHYFXJHfkpFiZ4XuWsu94+PAUXRETZDG1UkQkfEIdsbKeML+0zNj0EUZHhsk25rk2d5Xh6iqVfJMdgzWy3GCMw/d9olKd9W7KeifH15K6XwJp8VxO7gxOKYzN8WXRyVEWAl1Y/pjcoskpVXxyYch7OaXIR7ocL/QRgcfy1jol6VP1Q3SeFd0gUYhBhKexFO3RbqdHklsqAwMQ+MTG0Op22exuUQ88pkZHKImUPE1QLkT4EV7aobm5Spo5wjQHTyFEDLnBSb/wPH1vp5b3df3qzHW3bzsBnW6XuNtlcnScgeEBbty+yeL5M0ztnubytbcY1iV+7aMf45UXnmfv7l3sntpJp9sFFWBSx425W2z0Wni9jKFpn8//7sf58lf+iFs3rzI5dIDhgQnkEAyNllDlnBOvn+DBDzzCwT0em6ttVhde4+qVc1w88zoHju+n3etRDmrcvnyeZ57/Bofv3819Dx0m1B5Z2qbZ7PCRxz+KEw0WV1Y5c+Ecpgmj4TjXb95kuAkTu2Z44N6HWFpc5trsDVRFsr6+QKUSUg1qrG/MU5/SKE8wv7TAwfEDpFkLL1CMTA6wsKF5/qUfosshV88tcPal61S8Gh/9xKcYnx5iYWWBK9evsbC6hPIj3rj4BqMjw6SZh5QNHvjgcWYOTNCO1zh37jRbrS0+/NQTlGoBj33io/S6CV/76p+ze2aae++9l4N7jxUWEk6gRWFeWYzR2wRYReExJFxx2hcWvK2Y5LsvEz9zgfV8i6G/90HqH3qQ+pPHiPbWab96is0Tb1G6kREu5vhra/QaTZryEnF5gMq+CdT9u4ge3g0zO3AVjRGiiBc0xQQIc0kUlantnWHjxiXSrI3nCXxnaS7MMtxpI8NyX/ju0GGIH9bpJV08Lclzn63VmJWlTQYaEUE5pNqo0FvroZXCs5aNpSX8pEOgPaRXIqxMIHxB0unR2VhFYRFOkYaCjd4m03kLGfiY3GGtwEgQSoKT6NzhW0itw5Qiyof3sLZ6DS9tIZ2lk6zQaS4RjI+QO0ltZJqVlSYbyQZGR3RdQtVTeNWItoByJPBrNfI8RWqFkxqz6vAHyoQ7JrHOY3OpxdI89JYapE2fpJlws7zJ2EGf3ccqiEZfLPA+cLa7UYY4jmk2mwwPD9+Zy/8/7v7zybLkTPPEfi6Oujq0jkitMytLo6qAgmgADdEaGLTY6Znt5dhyuGZLI/+DodH4iUYuP6zRbM1o5BptuDM7s7PT3Rh0o6FF6aoskZVaRobWcfW9R7g7P5wbWVmFAqa7B0s0eMzCIuPmDXH9XHd//H0f8ajtx98GtD1akfv45x9UciRJmhCqEJcZpFL83td+m7V3N8j2FLIRkjlQaYGkDalMEUEe29MlJU4zKi4lsymbRQGBgoIF14PkgPQuGKA4KGiIfISJce2MahpxKh1mIokobRu8Ssjnps7wrd11Kihauk8aNPntP/4cZ07OomwPYsvRhSmGShHdZh0VhWjh46ymtbfD089e5IXzZ1DtJs+cOsZ7L10jNim1QgExqGVrcsuWg3XyZ4Sfv+zrUfsN4CDhWojcSds9Ehf2S//VCKTVeVtJxmgNUvj4Tg9y4avMV09TX9+iX+8SyhJpmuGnIXHbEUU+FkNxqMSr91/nenab9rykrh3t3TpXNq5x+tgcZb+MweKSFK+g6NmUvkkpa03cT+h2+0xOBGjlEfdTlNTESY/R0ZGBAfCgZTaIcHu0yiwGwLrT6dDbb6HaltHhGhcOHcMrhNhmlxkb4cWGfWLuxhv8dw8u80Z/jwDHn40coahD5os1PKXAC3N/tkF189Fs58EN+mAWH1TKREZq+iityGQKaqBszWJsmuEyCLwQITyMcSjto0WewZy/DgZWOA4l8+gqOxBJSC0Q5GpWrRxCGyKXokJJLQhwOsB5A/Wq0cjYJzCaoXCU9XafLXYw+w2GKsNUhkYY1UXKgaRQrKKkT+wEO60ur1y5ze21fbTWPHFqjsfmR6kpQZaBEoPEhayPxqHMoFolJEo4PJFiUwtKIwIwSQshBL6MSNMuQ6GXVwuzLsKB9CRSKpIsy026PY+9RgODoDQ0RGItPZOxV6+zvbnJ+Ngwhycn8a1Fk2BJ8iq4kZhuk7QbUy1UKRZKpAMHCWUzoqSHdLk45peF236l7VFBTjd55/U32V5f50uf/wLOGI5PzdOKGtx59yrPHD3D5198EZP0eTAxyvTMBCZLUdLj3uIad28tsbS2xbETJ+kldRo7dcbGRjh/8RT/n0v/isivMVU9zMjQCK3eGmdOHqfb6/DSj97A1xFvvfomxbDE7/zuV3jz9Z+y+OAGteEa2/sNvvvtl7m9tMHv/+NvcPjQSVxmESJlv7nLg3v7pJ2E9cVVRis1vviVzzFRqFALR3nnrVvsXF3j5OlzzC1Msnb5LpuNZcYWhnjxxWdZGJ/l+9/7K16/9BMOnZylMjyEEx5jlUk2og2+++qr/OZXvsCJi2d4/8ot5grnaC9+n/ffucZ/+Mtv8fiz50jocefeVbQfMH94jDAMKQWCaT3Mgp7g5BMLuKhJpRRx9MnP8oO/+SmNZItyeRZKlgvHz9M1bb7/o7/mDBAGZTD64RtLCpW3PQcFGslBewxQisw5PCVprK2z/t98i/Gr+5RI2bmzhfqzOqXf/wTBqUMEh2fIzq+QffcKjbduorY3kW+3qAKSOvGPr9ND406OEH3paYb/s8/inTqE0xJQeELlm14WU1mYQ40NEe/2wXcI4+h22vSbDYpBNDDuFA9VXw/ub5DGFowmji2b63scOjpJUAgYGx2hub+HkgLhS/r9DCk9KuWQyuQ8sajQFwZRHaW/s4GyFk8KpFC09/fYW11haMpDexXwNDEuB7o2T4koCh9hBU47StMzmFqZuN7Bl5KejNnb2GDmxGkyayhUSvjFGu1uQkdLjOkTOMFhNYGVgoYx9MiIfQg8xZQsoGLN+oaktQ2l0RK1uWHKqs/eZpfOtsBu5W2SjfsPmJg6ipz++8/VR9ufxWLxodHuo3ymvw236eOirz7+Fw6qe+RVHmcNTkhikVKYKPLk5x/jvfot3A2NF4XEEtLUYAzIFPQgjk1lGYE0CCmRysc6Df0kb5UKMfBqEzl40zqvstk+IjG4Vsq4HmVB1yg2c6uOJO7y7MXzvF17i/aDPZKy5cu//ym+8KUXcK6FcykJhplDU4yPDXPv7ia+l2+OrX6DyckCv/c7n0H7DkfKwswU0aDIVSsXBw5P4EmFVurjYyx+6QWvg7SGg4F/pCwgcvV3bm0hH6YZ/LJ/vRJgTU6V2EjXWFy7j4t9Ds+eoeaNUq2dpOY2ubdzg7HKKI8/do6wNczm8i7FUkZpooxWEAYak6X0exmZFJRdgczGGJMgPZAlj7RjSKzFCEmaZrldz8DuQghJp9NFK029XmdopIb2cq/JLHXEcfyheLWD93KWZdTrdRrNBuVimbHDU2y2G1TKNV4YGaO7ss2tV99htbHD8t0OPxjXXJuOYNgDk/Gvt+/xRDTK0LSPi2Pijo8qhBR0+LC78VG0noNo97ASaoWhZzuQWKxKUMqRktE3PRQCax1pWqCgaygpkWoA1rTEOovCYHMlGU4YjBS5YlPI3KYkyzNJbUrOdURTEnl1sRvHNOotvDAgLFTIMkclLHB2eoLrb1yh3ttnsujz3IvPMjFaomIgUo40lUBAkhmu37vN0l6boflTtLpNriyuMl70GZ8axZd9siTDDz20CnE2wSiLNQODbR+0VKhMYRKX+2L6mtgkOTcwcURKI5zN1wWpyIRH1xiEzMU4u/u7OAFRsUpsLVYrNvd3Wd3cYHJsnLGxUWQWI0yC5+XVUENO6xgdHSf0I1IrSA1EngKdg/j+bmdw/9wvber+akCbyLP0FIpWs0GtUka0uxRRtHfrfPbM48xOTfKTH/6Is7OHIbXYLMO6jJXNVRZOnqBbT7h06SqHj5yjUKqzt9Pg4lPPcHf7HRZvb7Kztc+nPvsJrr17k5CAoi4zPT/H/Tt3GR+dZW70NNeuXGNndY8Xv/4sTz55lqGhgHffvU635ZDhEMYN0TK73F3bwViNyBKcgKGhcdbKTa4uX6bbafJHv/c7/MYz52g3thgZipgcOcX//K2XWV4C67rE/Tal4jSddIefvPVtHjtzjk/95gssbS3x3/8//w1/8sd/xJieptfu8P0//y5X37rKuSPnWb/X4M7NJZKuZX9lmxMLCxiRcP/2XZa37lGZKHLq3Em+8IXPMD07xp//+V+yt/SAP/7jP6be3qaTtckSg1f2OXX6MK1Gwuz0HM1+iz4dyuMhfhTgrKbbSRkd8XEDio88ECUMeBZu4EPqgJ4wWAWeUBiT0e10EMJQEn302+s07n4T9/4K5f/q87izR5FPnsc/cRq9skF25Q7db12n/YNbyJUtqqpP2WbUb+6wdfMB7Xfus/B/+Mfw+ElEUaGsI5GCTpwwPFQhmJ6g0d5DaocNJJ1el1ajTnF8cuD+JJAKxkdGCP2ITsegjI+NHbtbdfq9PsVyyGhlmL2oSJZlpJnFKo+6hLHZBaZPn2NpZZtet02xPIosjZIlfRQpoXHQ67F/8yammRGOzlCZncXLXTVyxZcvcZnBs6CcTzg0QWF0mqS9g/QtVhla9W1oxnheCAWFPzpMb6VBvxmRxcPEukuvViELAnYajo5T7NsWJaWRUQnZl2y3Ha1mARMnDM0b5s6FnP9CwJ2owYMf7ZGtC7LQ4mI32Jo/OPH9Xa6H2Z/OPVTKHWxYBxU23/c/tJk9mnjywbT/MBfq4zhwYnD6FzgYBMTjHE4akiIkacbn/uQL2FbIj5Zfpxx5JFkuIDDCoYQkMIKgb8iUoyEMG2UPVJAb5CYDSw/P5u3QzELJh0oAIoM0y3k9sWQhrDDmh6SyRzu0JD6MzY7zxOcf5y/+h2/z6S99lt/6+mdQhTQPtJY+/Z4jqEVMHxnn7s1l/ARarU3K44I//dOvMTsb0k06WAKisEwlKCNaMQXfy1MJEEglkEoNwqYfESEI90tc+h/+VH62fHeg5B3MKCcH7fX/ZaptmUvJhGIjafLde99huX8HJyLG7j/gwqHn2Ms2ubR5g27a5vHaPOXKHJPRJPVui/Z+m7qI8SZ9jo8cYn3lHmp5hwkZEvYDjp88RCgjjLEElSLtXkK/n2Klyzm0DrIkpVau0drv0GulVApV+s0uldnZQTRaxtbAAqRSruZ52UqSZYZer0ez2QQHkxOTFIpFWs0OnW6bgqfxEuj3Mu6vrtFRjpbnMM2Y0swIbeWQ9EgCjZWKQPsIKelmCa1Gk2giyilmH3fXHrkVDoOTaf6hEzIVkwhDahMyESO8PDvXOgXK5KbNzoERWGOwNiVzNvchw5K6DGMt1lriLM2pnlYgrUe/HZOkDu0Utt2jVilgdMbO+ipDE+MUCqW8GpcaDo/VeOH4LG9d2eG5sydYGCnhpV2k7T3MpM20AKNJew4ZlgnHxxH9Mp0HDZI0IfAgcNBN8op4muRWPVbmf6dW+XphnUQJH2McGSmpB7HLH88BJ2iTW+kYT9EHUiAQin63T+AFBIUiPWNIbcba+hb77TYz8wvUaiNkSZcAga9DbBojhMZJH6t96q0+N1dWEChGvAA/CihUivkvcA49qLR9cL/yufX3nU3qX/yLf/Ev/heZiY9ccRyjtf7AOV0MFDLCsbq2wr1bt6gGIfPjk9S3d/nMp15gamyYvd1dDh86TCkqorSg2anz0muvMjE1i5Qhb7xxhUMLJylENd689DY7e1vcXbzHW++9zJETk3z9a79NGGpe+eHrtHZjGvsN/FBz9e1FXvvJFa5euU6/X+fZT55mcqaC9OHJp5/nwmOf4tyZF3n/nQe8fvkdemmX45MzzIwP0++0aLV7/ODNN1ht7LIwM8sffPFLjA6V0Z5laXWFyelZJiYmeffdy6ytbdFptxgZLXPu8RMUypLX33yVB3fXCYMy924+YG9tj/deu8TffPNbdPb2+fRzn2TjwTrvv/k+Z0+dJgg9VtfucvzUAucunkIXJInt8tkvfpKF43NMTAwRVSEoSqqVGvce3OHIyXlOnz9OL+lQG6phM0fSg3MnL7Kzv4WKFEtLi/RbCZ/71JfwKBAFEcoTuZJMDjT3A16bGEQnCgGJtvRERmAtfjMm3VulubyF30kpaoXr9Wm9vUpzdYvi1GheHYtC5OQ43rEFCp88TempI5iNHt17a4QyRUvwhGR7cZ32yja1iwuoqWGyzNAVlsQllMtF4m6L1vomWkuyMCDBR1RqjE3PgtBIJ3PQKQNWlrZpthLoFvFlicxkjI5UGR4u4ElF0k+IW13SnsM6DwpFxqcPMzV9mCAI6cV9hADT6ZJ0Gmhh0UqCFXhehI7K1Hs9gkKBUqGEEJJMOjKRW4F4UiCsQwUhabNOc20RIodVEigwPn4Sr1wj8SDxfDaXG/SWFKZZxSYx1VqB8vAoa4sJ6fYQadOjvtrHa4V4aZnmtqNVT8k2AupvWnZvdylUFYefKjIxV6DZ2md7b5Wzz08wMhNiydWyfxv7CGstxhh8P+fzfDRvFPgZkJam6cP0hIPHH/149PGPB2wfuBodKHHVQSUEh1UOKy2hXyBpOa5cuomTPllfkXoSKhpREmQ691HKBNQLmr3Iy/lBNss/gDxgNANfQzmCgoKkDy5DGIdr9vlUdYEvVmdxWYrxBZmX+5DMLMwyd3qeT3/xBXRkMKKLkCLn2FqF7wckScabr17CGQhKkj/7r/8RF54+Rs+00L7EphJPlLjz/n0aO7t87ivP45fyuRZGQZ4m4j7SPh6Igx4qbj9yj/621wEv68C64sOpBR9+a+SbjXzkP36ZwG2QUyocVnu8uvwul1rv0p/p0ytmtLuCt27cYjFdojHaIC1q1hd3CFOPw0NzlGSJKAhAWva7+9QKRYYLNfy+YiitMK5GOD55jFqhhkYi0fSTlFa7k6shPZ9ipUijsUelWmVnd5d2t8vIyBBCQbFcQGpBq92g1+/hqQDnBJ6vKRQidnd3aTQalMtlRkdGc6+3OGFnZ5dKVEA7QTkqsry4xMrKKr4OiApFwm7MsFM0oohuq82LXpUvThxjxHpkWUq926Wf9KnWaoRC56bB6sPj/oEYxSKFJbV9ulmbmC4xfeI0JjYJTtrBfFVYJ/G8MHfuNw5jMlKbkGYxmcuIkz79LCbJ0g/83wYWGFJLlIK0l2BjQ3e3T6ACgjCnmxQqFUq1IioQeWZuBv20TzEQTI9UmawGRKJPLZQUlENhMWYgcrGWBJ/7ux2WGz02trcZK3g8eWyaioiR1pA6hZEaZ1yee63AGIsc8P6MsUhyjJGKPPMV6RH4hVwwnmWIgfF74gSZAKklpBkmMRRLNYQf0LWWtZ192nHK1Mw85dIwJnUol6GEwBqFkR4pilgoEi9gu9tnud4gQSB6GZ1Wl75xSKUQZIxVy0RKIh5mWD88Dv2tZ8oBDeWdy1d/hYkIzmEtlEoVlFK0u12Wl5cJCyFBFOL5mk63y4PlJabm58FzeQxHFPDTn/4URYnd3V3q9TpvX3qfNO2z9GCXoKSIGOHQzFkiPYISRc4/cZZDkyd59aeXeOcvL+PwyTLB/NF5zpx7jqWlNZ587iKlWhVLhtSapbv32Fxf5fD0JCWR8s1/+z9w463D1Jst9hB0g4Dx2eMEWcbI3CGiQkBhZBJ/6BCba9v0bMbS6gMarYQ//uOvc+TkDPNnJ6lWCrxz/D3+8t99l1Z9nz/5+p9w6tBR/uJ/+h+pb+0zc/I4p46cZuaTU9x/sMibNy5RHS3zmd95ik6/i6r02HmwxMzhUX7rd75EPa6zsbVEc81QqpSYXyjyzjuX+fLvfoU46REnjunhQ7z208sEtspMcYFmpcXd9+5x//YSp0+cYaQ0RNwTWNHDDPzhpPDyJokbKDkPPNxcXs1QSIwz+GNVDv3vvs76VJm9//YN2O8RKh/fQvebd1m9+S+Z+N98gfAbn8KOOnoqRY4XCH7jPCOTo3T/TxV2/ue/oST6OCwTMmTr+++x9i+/xez8f4Y3PApKY3WEo8DwyBzbUZU0axF7iiQI2G7vkWZ9PM8jtRnGSTzfZ3Z+mq2NPp4ooEyI2S2wc18xveAIiwVGJuZZW94jSR3WSSpBFRKfpcV1aqM1wkKZJO1BFGH8MOesDxzK+0lC0O8TJ5bN1QcUSwVkEKJsruiyxoKX+1+hNLWxadajCqns4ISk141pt+qUp8ZJEJQqAcNDNTbiXUxHYtoR6w9aTM7NMFwOWbsbo/aqFEzIdtYiuGApT/js3NwhWxP4l2rsbbd45aV1Zj/v8cTXJ/jMPzvM3esQVA7Ugb+sqes+9vNBePyjbdCDfx+0VD9aZXsUDP4MkBOAlIhBALYc8LuSLGZ8fgQdSXq7PYIwwAiJEJrYZpgkxXomDzSXHpMI2mlGGzOoHh+Y6MqB8EBBP4UszU2lcWAk09URnMmjhpTIw8ytyyiWA1548VnanTZSSRyaLE5QUuc+X6bP4RMzTJ8YZmetzh/+s3/CuYuniJN2bhZqDJ7y8bVk4sgQW60AHebKbKnUIErJ/a05gr++V55RKpGkQD+xSFmiFyfE3R4kCWs7O8xNjyEKORAvjVe4vn6P5+Y/wXi1SLZlqUU1PBGwv7TNTGmSo+cOkwnH5u4Ozd0GLVFmrDyKBYphRFtrnGJwrzJcQdKnR+YluDAh0wm1WpW99j5+6uNpj+HaGGmc0uv1aDTqhGGIEILp6WmCIMCYPB681WhSCEKCKGJzdZUsNRR9n6lSlayfQCxRfc3CdsyJQolOZZxPTx3i/NFj+M0ei/fusddqURkdxnO5K83H1VYP+MYPgbTIDZu19jDC4KTIUyK0xqDIUod2Di/wEVbR68W5AlxYwKKVRkiQQhIIHyVUrsyUCheAlRnaOSpS4FlNOFEGEZAIQRIYQp0gZAwYsBlSC8pegldxjFYLKGfwfYvnEpyxGDTCacKOJvETRqYjZjvj7G9m6MoQhw8NE4YBcW8H6wX0LShnCVRu/I6BQOeHFWctSjlwKc4apMwoeD69XkLW7+GJXEZntcydCpwgtAKMIe3HFPyIzBiEDtnZ6tDuG8ZmF/CDkDhxaONw2qNjM6Ty8qQNkww8phRB4FOpFOhIn3bmE2cGax1Rp8uYL3KO2yAvmYM5/Z9gu/grq7Q5IMsyilHEa6+8wuKtO0iTmyueOnGCSqnI+1eucOPGLUKtiELNS6/+hOrIMJ/97OepVEZwzuO9d69hreDwiUNUKiW+/MWvoKVPsRwQRD5vv/UOv/f1LzG5UKNRb3Nk/gzCh+Kwx2e/8CJ/8LU/YHlxicU7awxVptnbb3L31hJ//u+/yerGMv/sz/6QL37qGWrlAqVyhTcvX6N66Ch/8E//S1J8bty4wckjR5gcmSBNJFGxyn6vzU9e+Sn3Vh4wc2iaf/ynf0QUCqRMCEKPhYmjtJpd3nr1bb7yG1+mvrWNifucO3OC0bFRLr1+iUqhTBCGrO+v8ZU/+E3OPXGKzCVYZ2k2OzineO65T1Gt1Gi06jy4v0itPE7a8njtp+9y4uh5Al1g6d4G62v7/M2f/5SdB312dpq8/85VXv7Ba2wub3Lx3FNsre+T9h0z4/PwkFkjkUJihRxsHAN3bikxubSWwFhEJ0FMDVE+fwyv5NF6bxPX6aOloyLA7DTZfvkuwnUpLAxjhiJ6wuZeNhMVgotz2O2MvaurFKREE1PCUl/bIThSIzy8gPA1jTimoEMCp2lu7FBPerQin54OiRPF6NAEpUqFTBqccijlIbXP0t1dVL+KZ2t4cZVe31Ga8CiPafZ2Yu7fX6LXSylXhhiujdGPU1r9LqkwFAsRoyNDFAoeu1vr+WlN5ye+VEisF5BaS7/TpVKuEJRKgxVVYrM0j/aS+WKqMsP++gqdtIfUHrH1CIbGKE6OkSmBJz2yjmXpRpPuTgHX9mnXO0wvVJk/UWbtTp3+ZQ93MyDZtez0t6mdDJg/NMreUpOtxU3wEuJ7KTs/7rN4e5Wg7HPuEzMUSgo/EoN4z4My/d+t0vYzm8ZHzHUPQMaBq/xHwcajIO2jVbePPu8XAbsDCpbnPC5fukKj3qM4WkUUNC6E2EvpK4PBIHwPU9Qo4SDLQZsbBMwTCigHEA6sPgb2H0I4XGKJXMCfHLvACVHIF1pkbkQrAWfpJh2CSJOZNN/wyBWf1loshqDgMX9olgtPn+XxZ87mbSvbRysvjxuzjkKxyMbWGstri7zwmWcQ2uHrkCD0Bq478mOB9i+/0varvFxebZOKtulzf3ORpN+lmPoU4xJlWSAIU1QxQ1mF2IV5f5rZyjSRCwhdAIkjKEaUgiJxO6Hb7qClYmh4hKSVsLW0QSEsUCyVkE7Qb/foZzHa9/Ajn8RmZCZjZ3sDIQzTUxNEUcTq8gqBHzFUGSHpGdI0ZWt7E5NZZmfnqNVqD6vOQkoazTrrK6sE2me/2aCV9hkaH8EB25ubuCSlqDVjtSqHa8Ocrg7xpVMXmI0q1Pd3Wd9Yx1nLmeMnGB0ezrNLtRqo9z/OrC1fh4VwxLZPM6ljZIKOFNKXCGnQWqGlRzEoEXoFPBEgnUY4ha8DwiDE0z6+8gm8ACU12gUIq3FOIZ0GLXAiA5lhVIZRCTawdIUlxuI8cCpDkKEQSKuwzkN7HlHkE/mKMNRoLTHW4pxCCA+butzGJoq4t9fhpasrrDYS0tTgJR0OVwMqMkMoEL6PsQbp8q4MB+a1Iq/KW2tRQqBVTpJ0zmLTjCyz+Eoj7CByTcqH0iOsxWUZWgcYJFZqVja32Gs2aLU61PeapO0u3cYe9foOnU6bje09Nnd2ydKMzdV1tra2iNOU2Fg6TpCgaWtNx8/54CUtmK8WKR3QjAQ5Ev+Yte8XzpJHKm2/ItCWD7oAWq0m3/nrv2b13iIvPPMJnLF0Oy1GR4d5//0rhFGEBN5+501WN1aIKkWeePIZpmcOs3h/lVdeepPHn3wK4cHExATFoMLbb71Ho7VHs1ln/tAUCydH+Oa3/xVHjx2jUhlnZLrM/KlxoprH8aNHWZhfYHezyaU3rnD7yjrf+Q8vs7Wxx4UnzvOZ55+iu7vB4aOHePzF32T00GFubexw+PRjTEzPs7K0yO2r7zM+NEq1Mkqj1eY7P/obGlmbx59/ila/wSdeeJrG/g7FyCOMQqTw2VjZYnt9m4IfoKTjt37zC9SGi7zwmeepFKu8/tpb3F96wDMvPA9a8Fff/hZLD5ZYWdqkEAyzeHsDX5c4fOg4t2/dYXtzn53VDu/89A4331uiud5nf73B5dev89LfvMn82Cn6dc33v/ljVpeWqO/UyfoZ7b0e3/z332Zy5BCPXXgaUoXCR6IBiRncp7xMLnDCYWS+QftO0L+/QXJ/C392iuD8HNH8CPvvr5DuN3EiwRcOE/fovHIVc3+P0ukZgslhwNGXjmy8RuXMLP131nDL20TC4pHgmpZ92gw9fgIxXKWTZRT9EE8W6NVbbDR3aUU+sSog04iiV2R8ahynskE1RaF8n25D0NoALxlC2pDUZqQixki4fv0m7VaT2blpxicm8FRIuVZmdHqEynCZSqVMsRARhh57m2v02y2QEutpUiSJVBjn6LbbWAd+ECIDP8+MtI+Q84VEI2lub9Bo7yOVIhUBJihSm50EJZHWI9ABG/d7bC+BaAek+wbnJZx6bohCzWPtWov2jT4sh7TvZ+yuNph5JuDsl6r0hvdYb66RrKTItqBxO+H2D1ZYWdvgyJNj1Mb8ASD65YC2g4XkoyDso7YfH1WKPvr8jz7vUZL3AQg8qM4ppQaO/RbhIJIRN6/eYX1tk1K1St+mZL4h0RmJyuN5ZOiTBpKUhL5JaQxSFnIvNm8gPLCQxAODXZMrJnsZw36JPzp8llnjHXiTYlyGIlfJeaEiM+nDqpwatJyUlghhMTZhbHKYyZkxjOyDMg/jRJTWZKlBivxn7ta3OXH6CGHo4ekQ7efq0Z8n7vj/L9BGrsRDUi3VcDalubHLbDjJkdIRnjn1OKtLd8mSLl7sMcEI54ZO4TUk8W4Pz3n04z4uEHhln6hUwBlLo9XAZJbx6ij9dp/6boNSqUwYhMS9PhtbG2jfxwt8nHH0O132d3aYmRinVqrSqbdxKZSDCsWwzNraOt1+hyTtUxsaYmpq+uH7s9Vssl+vs72zQ6A0tXKVVr9LbWaCWDu2mnvstPaojVQZnRhBlTQjpSKhdZSkptto8GB7jcpojXPHT1IOC6QD0YPwclCoxMcy2wZCBEdse7TMPjJw9E2XTr9JmvbApEjrCGWASyDpWDznEYoCnvOQVqGdh4eHtgplNBgPnELm2XfgUuK0R9e06douTduiF/YgChCeQpoYJSxK5u4CzgYYF5Hi5WAIiREeTiickBgr84gyqbCRoi1CfvDuIpsmYnj+KOUoIqtvsVDxmKr4YHpIpUiSGJMlCPJuzwGGcNaSxLm6FZf7fposB3FSKcIgwGYJnvDw1CBhQebgTkpJtx/TavcoFEqkziCkoxB4RFrjYRH0CX2BFiJ3TJCCSuhh4h4mTYiCiKhYJhUKdECiJbHM0C5lxJMcKpcoPrxf4uHf/esH2gAE1Pf3ufz2O4xWh7Amo1SMuHPnDu+8+y5bmxsUixGjYyOcP3eGylCFNy69TalcY2+7ydtvXaVQqDI2Ocbu/h4Lh06wvraLJ0Omx2d5+aUfce7xOaIhy73lm1x89jEuX73M0WPHkYHkzp2bHD93lGJUYu74Yc6eu8hwZZI7t9YpBeN8+tnPMD83SWZaGGepjI4SVie4ef8BQ0NjzE5ME/mC4UqBn/zoR/z0tVe4tnidlcYKX/76V5k+PsOdB7epRhGlIGB8egRfewgR8uorl7hx5TrVapHnP/U0b7/3Oq+/8zK77W16/Q4bm2tcv3UT5WmazT2e+/RTPPvCszz++BN02n3eevU91lbWuXr9PVbXFnGZY3t1j2uXblCUFS6ev0h9b4/93ToFv0A5Guaxk4+hRYwX9pmZH6NQ8Oj1uzz99Cd44ROfYWRkDOtAkCvXnHAPvc8kDKy5HakUuTWI1jReucrif/OXjAdVeGoWfX6KwoUJ9pa2SRb3KYqMQKSEpOzfWiN5aYPy3Cj65AiZgp7TFIplCuNFlt+7gb/ToUZKgKIh++ijIxROHiF1gkBptNLEcczq9i6pDkmkj8t8PBUyPTWN8PNSTJ476OGpIjtLMVnXy2OBioa9dJeNvWW0n3HmsaOcPH2E0dEhqkNFRsdrVCohQeCjpBgYL0Jrf4/W3h5CKxKhMTIgsQ6HIsscqQPheWTWEgS5hxNC5mMJSOnTb3bZ2l8n8yVGRCQuYHh6Cr9YwhgoSY/2vuXerT3EdgG3KekkPSbPFzhyIaKX9Vmpr9G5JRD7Eb17bVbf2WDseJlP/MEUxTHNXm+P/RttIjeGix1rVxe5+FsLjB6NBmvGh21cfu5G+nM4bVJKrLUfqogZYx4CjCRJPsRrO7h+nmrUPhKJ9HHP/+D3DsJs7MBXSgm0HzK7MMfilWXivsVGggxHhiUNFSry0RYSm6KcoONBLPKMV0pR3mbJTK4mtQZ6IH2Ja3W5UJnk9+ZOMpwqpM0Niq0QaARKWFKS3MBUKJyReSJH7nKaf1aOzPYxop8LHnBYk6szjckVf5lNKZULzC1MUSjk7TbP9/E8j18Eqn+dQdsBF0s4OQAceYVGItB4tHYbRCLks+c+zbSeYv/+DiOFIc4tnGZKj/PE+AWOVw5T6gXYZkYn7bLa2GI/bmE1eF5ApVQmCiO6nTY2sYxURug2u2xv7lCt1vCKATuNHdK4z1CxRtZJ6ey1iFTI0bmjdHfrEFtGauM06z1arR7tTofJyTES28cgiIKIdqvF3t4ecZLQ7/aIvIjZhQWKhSKZhJ20w5XFO7y/vshGv0GHFFn2kBMVqBZRCfR26mx3GsyePMrw8Ci1sIiWCmkMyoHwNSB+BrTldIeDio0jtX3acZ3E9chcDyNTpHZAhstSpBHITCIzRdErooyCzOEyi3QKaSQiBmU8pJUIq7BYjMhQEQht6NoWLVOno/v0RII0UFIhvpC5CbvVWDS4/MBvnSATuTGutBJP5uzULDEIBL6nMdbSVj639tosbraQMsCXFq9f5+R0jeGChzxIzBAyt+sYkMIeXWfcARAbxF1lOISU4ByhH+S2RVh04GGdHUTE5c/v9Hvs1vfxI4/aUI1iMWKsUmGoHFEtBozWStRqJcqlIsPVIUYrQwwXI8ZrJcZGhhkZHsGLCux3uvS1xhRD0syiM0tVC+YqRUqS/OT3CNj8NQNtg3KmzDO6rr1/hbs3bmKTlEqpxN7uLu9fvkzg+zz11JP4SrO7u8Pi0hLl6hDtdswbr7zL5MRhpPRRnkev28e5/ARbCCMOTR/h7t3reJUOk3ND7O03OHHqKDdv3mZiYprTJ89w5dp7LC8vMTo+gacKdNsJr7z0Mrs7TTpNw4XTT3H8yQvURj329/fpJgml6jB/9dd/Q7vZIu61uXzpNUJteO3Vl7j94B4nHztDYbhIUPJp97pcv3qDa29f5fjCYaLQp9Vo8PqPL/Fv/9Wf06w38SPNVn2D7dYmT7zwOCcvnqRvE67cuM7de/dBpPzhP/kqx05OoQoptVKJ4yeOE8d9NraWwevy+3/4RT754pN84pnHOX3mJHfv3ODu0jXOP3GMF3/jKb7w1U9SrgW8e/kNxqYV//S/+i2++rVP8uzz5+mk+5SHSjz2+EWiqIBSB0HQgLDYwRtM5rpywJFJh7a5YCG9tszG//k7ZK/dxxsN8U5PIE7PMPTYUcxql/jWJgEdNFCWmt72Bs1X1vDnS0QnJwkzD5Co6Rq9qEVjeZGhfYdvBVQV+xOWyrFDiKhI5iyB5yNQLG/s0IghMT62r8n6eaW1UIkG/kYSKwV+qLGZpNXtgh+jSjHVWcnh0+OcOjvP1MwIvi/x/bwF75zFugzhTK6swqGUIO602d7aACEwKKz0yKwiExKnPFAeXlQiSQ2ZyTcPzw+w5Cc/TytclrK+vURmHc4VSNKA2sQE1aEhrHOEQmNiye1r23RvCMKVCq12E30kYfpkmaHxABtZHry3g9lWSOVIt1OWvtsiqgQ89Y0x5i5U8QsB25ebtJMeUqQ89fUFRk9GH/Ap+I+TYD8KCD5aVcuyjH6//zOB8VmWYYx5+G8p5ccuTgcVuIPv/7jr0YqctW6galZYUpywTI3PMDs1zyvfeZNuN0WEmtQajC+Q1QjhDaphA7+rrrS0PAGlIDfaNQdJCXluLGm+MbhU8bnZ43x2fI5iN8stFZTMzUiNQzqLGSirDyrQyHzztCIbxD3ZPMZGDtSXViBRH4yhGCQQSCgWCw/HIYoKHxrPXzQuv46g7QO9gxiANgNkSCchE9y7doexaIQz0yfYvbZFfXmPQxMLnJ49wYQ3hqjDdDRJ1a9RKpTRZZ8sdLREj9X6Brt7uyT9PA5xeGSYtJ/m6sAgZL9ep9ltMzo1Qjtps7W7RblQIukmtPcazE/N5f5fBsKgwH67yU5rH1300SVFGHhsrK6RZBlBEOCMoVarUSqVSOKYWqVKVCyQ9vusbKyy2muw3NzjrXs3aWnHdhpzvVvnpf4uSy6mtbfHsaPH8EpFEJKk1yfpJ4jY0Ov2CQsRQmvcQWXpZ4bywPYjFyI0+3tkIkH6DuPyw4inXF7rEpLAC8AKlPAQRqKch5Iqb9kjkULlHnQKhAIrDU6lZF5M19TpmQZGp6DAxI6i8RlSRbxUoNJcOCSUwjmDdAPDXiWQ0uJL0NbikgQhIAhyY1ybpSROENVqrK+usXr/Pll7lyePTXJufhSddVFSkBqLM+QWTXxg9g089M7Tg6+tEniBTxiEKKnyZIgsV8RqrbGDVqmzDmMtyvNodtp0e10q1SrSWnwcoRJIm4HNqRMKgXQCaQyhdCiXoqTEITFW0+inrHa6tD1JahwBjqpyLFQKlHOC+AC08esF2nAD+uRAduxpzd1bt3n/7XdI+33Sfp9Ws0Gv0+XE6ZMUS0VGKjWmJifp9Ho88eQz1Grj/Oj7r3L8yDmiYoWVlTVmZ+e49+A+m9sblEpF2ntdrMmQQcLK8jo7G23OnT9Ls95je2uPx849yeGFE7z/9h1e/eFl3vzxNV76/iVe+eElhkfHWTg+TTve5tD8GIWhIbxI0417LK8u84Pvfo/333oT4jZlzyHpsr2zhjGO0xfOMn94HoPh5q0HlApj7G00ePkHr3D3xh1+/P2X+d5fvsLcxHGeePJZbt27g18N+NN//qdMHppiP2tTm5tGRgXuXLvDRK3Mk8+epjqiyFyLzCaEOmJra5PXXv8J/8X/+o+4eOY40uvjB4ZDM9PIwFFvrvPH//lvceLkJIWhjGPHZhkaC9hv3ePp549SKEChpDl+9ihvvn0JY+H4whkOUnPyIGLBQXiNHHg4CeEwUiCdQwpB//oSrW+9RXmvTuMnd/B6huDiAhyeovTMIex+RufyFimGCEFZamyjy/YbNynNlfCOTdMNNdoPKZQiGnv3sbaJnhYwp2l7Bm+kRnl0DBcqVFhA+gHr2012thJsUiDpe3QahrHxMcYmSg+jYIxLUVpQHQ7xy4qwZlk4XuXIyWHGJiMKBYWzKRKHrxTCgXMJ2BiXJmihcFLhez7CWlZXVkiTFKd8rApIhSYVGutpEgN+WAKhabb7BGFIVCxgcQglczKxcqxtLhPHAmkrZGlEoTbEyNQQSgq0gMjz2Fhvs3u5i7tVIN6ztEt1ps8WGRqzHDoxRho4Vt9bJ2n0CXSJrK+5+6NNqCvOfHGYM1+pMTxVoL7UYGX/Np/4J8cYO1LCuSyP+uLvBtoete84WGgajQYrKysEQUAURQ9BhrX2YYv0wMvtFy1Ov4jT9uHHDmwOJEJZUCY31nUe19+7xebSHtrzcb5ElkJk0SfDYrIkV6o5S08a6sUAV/Ty+CqT5B+ZASNz1agTqNTjD4+c5snKOGEvxWpBqgc2vMaikDgpsHZgnSBByJybNZDdDbg2ahDNpcDJnE/oBkBuMMceetJZh+8HFAqFD43Nz8t7/eg9+rtc/yBAm8jXEufySrZE09prs3x/hbmRWYKeT3t9j6KOiHSRieoEQRYQN2IiIrTnIQKJX/YJhwpEw0V0qMj6Md1Gh42tTRrtJuVShdAPsc4RlELqrX06pktQi9ja3wYpiLs9LI5KpYKxDuFrmmkHUxHYMcVyZ5VGUsdH09ppUa1VmZ+bpVKp4nke9XodrRXDQ0MICTubW9xfXkSPVXhQ32G70yKOfGJfs5gk/GhvnfeyDg3p2It7CKWJd1skuy32tnfZ39nHOqiNDuMH/geH5p8ZSpHnPQtLYnq04mZ+aMDlr8PlVj9KafwgQqBI4gzfKxCoIkqFD82b81SF3DbHYMgwGJFhZUqmYxr9HTJ6OOnAaUqywriqEqUe0mi0jGj3MxInsM6gZV4pdC5D2CRPMTAWTZ6HmmeqOpyUWOMoBiGRJ9nbXOLQaJlPXTzBkGeJlEUoiVQByvPRMuejCZV7GR68j6WU+Rg5iLOU1GSkSc4rDoMA5+ygI6AGc8fkYyfzilwYFvIxMJZ+q4WvJZ50eXvZGaQYjCUC7RwBFmFSHGBROBGynxnW05Sur3PgiKMqHYcqJcoDTtuvbXv0EWU/Wnsk3S4Fz0cYx+qDJaIwpFgpURseYmFhnqzb5+7du7zzzvtUh0bZ2qyTdkHJAqfPXGB9Y4O79+/QihtcvfE+9b092q06p0+c5NnHPsnyvW1ee+U9ei3Lkxef596dJe4/WKUSjeN6ERuLLe5dX6cajVEolviTP/sGX/6Dz7K8fZ23332bNIOdxg4vv/JTrl19h6rWHJ+Z5POffJoTCxMcOTzNybPHabe6BGHEsZPH6PQyjh19nPMnP8HavW0Wb6xw68pdVha3ODp1ka9+/hssLBxneX2D4dlRzj1zHjTIMODm1ja9GDburOP2+8zPj2GCFn6oCHVEKGpcu3yNd9++xO9/7bcolT1S10K4FO0UxliM7fL4UydJ3B7WdkhoMj5a4b1Lr1Gu+MyPHyHFEskK+40uWV9z6ujFnHZjc2NbKWXuzE0ez5LfskHFY+BL2r+2xM43X2MkTan1u5hXVpD7Au/cNO7oGOGz8ySxo/HuNoHRSKERMiHcb9K6/gDvzCjeoSlcJvCiCJn2aDZX8EYsqqxAe/RdRnl0DH+iRtvLK1vthmH7bgPT8OgmPnEPioUCs3NDKGFz0YTKPYy01hSqmvGJAkMjmkIEnkrRWHwUgdCQGWySIlSMHmSMK6cHHlUAjq21DeK4h1MeRvhYqTHKI5OSNAPfKxL4BVJjQEqiYoTSGoPDOJCeYLuxRWsvRWZlkiRARwGTsyN53IxNCQuKftdx791NuisWkUS0F1PkSMrZJ8cJi4bpM1XUqGDtlQ3SjgHtQRZw980Vtt/pMrFQ5eRvFTj54gSFI5KpM1WGpko4YQbt2v+42Pzj2qMHFSBrLd1ul0ajQaFQeKiky0+xljiOH6Yk/MeqRY9W3H7xcwdmuE7hpMGqBAcEusDG3S3uX14hKBQIKkVESdMThpS8WoozGAHdUNAoBxhNrhQ1NgdsmYBMIXT++8tG841jZzihyxQzR6otXWmQ1uEhc5PRPO47H0dl87EVeRVDcvC+GQC3A8D20DLDfhANJQ8MhMkjk4KQA2nZx3H/Hv361xG0OeEGVhKS3NTXYp0EqXmwvkaj12d8fIJOfZ9CxcMvaDLlKI/WEJ6kn/RRQhEUApx3ACwsHpKaLjMejTBWHaUQhuw191nf2KTdbAwAAqAcO41dEmnZ2Nlme2+XhJTKaBUZeRjh2M8a9EuGpXSdl1fe5J319xmu1HjyyEVkX1Ao5VF4vW6P/f19ms0mhSgijvssr66wsriI1ZKG6bO6tk6W5JFcQmq6NmMr8EiGa6xXQi519kmThDPBELOiiE4c9x+s0E1Tjp06kRPr7aDI8dF5Mai0CeGIsx7duIdQEqEESvv4qojSIU5o4kTQ6zskEZ4qAh4MvAAz50idI8WSyTxC0EpB6hJEIIiJ6aUttM7dBEJVZdyfpJR6+CbAipB6pkgLVRLPxzmLshmedUhpEc4ibUqoJdrXpJkhcWBQJGiE1PTbXXAZI+WIuZEqI0WNZxNCX2OdIrMuj+AyaZ7Iwwf0iYcpX4PDj/K9hz6HWZoOZl5e+ddafZACIXOxQGoMfhBQLBRYX1mjvrdP5Hl4SuMrDbi8pSpzVwVlc8uS3ElA0zOCOIh40GqxZQy9KMRICKxhSDkOVYqPgLaDSpv4O6n5f+Wg7aA86KxDSUUa99hZ38CXihtXrlGrVpmamWJiYoyknzBcGabX7dLtxsTG0qzHPHnxOba369x7sML69haLa4uEpTA3EbSOVrvO3NQcxyYusPmgjokFLtNsru6wu7nPGz++zOK1dR7cW2V1fYPJmTGkZzj92FFOPzmPV0w5duwYxmquXrnBt7/9V6RZj3NnT0C/y5PnTlHfXOHGlXe4cecqK5vrZH14993LrKxt4OkKkRzm5e9cwjQFn33+8+xvN6jv9ZiozaOSAl5YoN5ustuu49Ui1prbLO9vs7y9S6jLxNsp3dUW40M1jhydJe73CbwKnbrjB3/zMlnqeOHFT1CqBgiXkPu6Fllf22Jnd4Oz504ghUVKR0EEJGnK7Zt3mRqbo97scOnSFXZ329y/s0W1OM3xY+ewRg9sPuSgGnoA2lxuiDjgpCgrEdLRu/qA5r9/lfEsIVAxkYPupQ3ieg/11BRufIjixaP4fUPr7VUSaxFYalKS7cY0u00qc9OoqXFcJPA8SWttCdVr5yaNUa7QlJHGPzRJPwzIRIAwHpvXtuhsWzp42J4m68ccPjpGsaIHqQ4CS96uy2yGrxyhD0rlrQPlBDiJS10egeILtHS4ZgtTbw4sHDxwFikEO7ubtNpdQGOcwnk+qVSkVoJQSDwCr0CaWZqtFqVSmWK5QJolWGHxPEmz1WFnvUHS8Uj6CiNhamEcP5Qol5/kwihg8d4+G7dbiHYBF2s6G3WOfm6YkWkfFaQcOlOjNl5h5a1NGs0+KMhEwsb9Lve+u4HnZRx9dpjjn55ERYIg1A8ViQd82F90/SJAcMBrk1JSqVQeGus+2kLNstwP7aDi9vMA2QFY+3nebR/dpnKuZYaTBq00niuyt5ILbipDw4hIkUhL7CwZNleISUemBEnZp1FUJDZDYHJBgvsgkF6GuQ/UyUKVPzz5GJOZxMMSa0uqQRvwsnzjcmKg7NQuz8gVAikOwEgO0oTVAx7oo0kDOafwg3Uw/91hGA1ao+rhuD36+eEIPPL1rwdoe9TbQHxg7iwdltw3CxS9NGV5c5Ne2sfzFUHgiKoeqUwIqkU6JiWsFui6Ht24Q7lawmiDc7liUSMJEo8g1QRaUx6qMDQ+Qq1aRaJot1u0+02ss/RJuLf9gPvrS3SyHs2kDVoiAw/jQS+At5be583199guNelWE2wzodQrsb++w/bWBru7e6yurHL/zj3q+/vU6w1W19bY2NzAZBlKwuLKCp12F5U6ROZQTrDdqlPxI9q1CnHBYVVKKzb85vACpwsjeNZx9cZ1jIazF8+jZc7j+njQlrfYwZGahG7cwzjwvQgtfNJY0OtbEiNJjY9zIYoI4UK0iEhTg9CDQ6eSA8CmMVZgXV4N04GHyTJSY8jSjEAEVPxhIhMRZgrnNE0ZsInmTqPDWquLc5JqEKKdxRMOD4sSuT9ZP8vInMaoiFgFdASgAoT2sQpKlRKVKMIjoxB4aG+g7na5R6YSYpAAka8VWuk82ERLtJT5Wj/obnhKP6SEaK1J03TQUnUYk1v7CO3yaECTR2X5XoAUknKlghcEdHo9lNZ4ygMjcHmEAsEA/PWtwwQhdSdYbLRoeoos0LlZsbMMa8ehcvGR9ugHXoe/ZpW2AzCQZyH6nsdPf/RjVhaXOH38JMsrS0gpqFTKVMsl2s0W16/d4OlnnmN27jDvvHONEyfOkVjBD3/6U+q9JofPHadaG+LsmQuMDI3TqjfptzLqWz12Nhv8xuc+z8XHn8A5y/Ur1/BtyKef+QJhUCCqeXzjT3+XoZEiUzNVRiYFTjQIleDQzAIj1SHefO01Llx4jDOPnef+2iJrm8uUhwo88dyTPPns0xw7/gR37u+yU2+xv7rHO6++xbuvvMvKzRXmJ+fYbe0RR4LjT57j/HNPkWnFtVvXUL7PXr3J0y9+gsLQEKXKOOXiCPeurNLbFJw9/hTXr90F45GlEa+/fouXXroMskCSGXrdFudOn6LkBXgipNtxfPub32FzbY+nn3kOYxT7jR7WRuxs9bh1a5XtnTZr6zsUK8Ps1jt89zsvcWj+HOfPPI3JHMqTHOQRSiFywDYgrxshkfbgTSQw69s0f/A+lXoXT4AjwBMpO+/dxXS7lA9P4uZGCB6fxeqY3foqQTehEEOgPeJSTI8O/mwNNVpEhSGm0ae3u4FXNHjFEBmE9HSKf2iaoDxChsLTAWt39lhd65HaANfySPpdZk5WGJ0sYAykJsGKDKEtEp9ISRS5rYySmszlwcqKDG0zVHOb9PIVmj9+hZ233iFt7FEYqyIKPk5LdvYbbO63EDIgs2CUyhcgM4j8sh7WKrLE0mn08JRmamoMJUCTq5m6zYyV5V36HU1qfBJjmJmboFoN8yjMDKKaohtLbv94C7VbRklBe6eBP5dx7OkxrEwRyjF9tsTkyVE2rm6ysbmDooCvI7aaHe5/p8nWO31qs0WicYVfGMjd3aDK9p8A2gA8z6NUKn2omnYA5IIgwFpLlmU/IzR41LcNPgBtj3q+/fzFTD5s+UgAI/FcgcZuizdevwRS4gWaNDG5P57J420kFuNL4krAlm9J0ngQFJ+7wmMFDMKnSRy/MTLN7xw5TSnOyEhI/Pwpygr8LK9COKEQwoK0OVcN+UHwPAO7Disf5is/6mt/sABb6xBOEoQhxWLpZ0DUAfg9eP5HAfCvD2gbDII7oFhA6hJSkYGUaKmpN1psrG/hGUfJ8xkbHiZLUwqVKsVylXqjDkVJU3W4t7NIjz5+5ONLDZlDZAKNj5SCzMak0iA9TRBGDA+PMDkxSalUJPID6r197mzfRVc0MQkyUOxs5e11GQVs9Xa5sn6NbNLQHuuxX+nR7WaYRXDtDD8z+NKj6xKKQ1UmJyfptNp0nGFsZhqrJUkvob6xR2OrTpBK6KaETmG6PSaMZFwH9I3Bb8V8tjjORb9KZCzLW2usr68wNT/N8TOnUEIhxceA94fZtDkQSExKZg3FoIQni0jrIa2H0CFxpuh1BGlf02o5sr5PvyOo7/ZAeWzv79PodNnc2qOfOAySTj9hY2ObvXoTG1tqxSGU9Cj4BUIdkvT6aAmx0uwIj5fvr/Gdd25wdXGN5m6X0dIQ1aIPJsUTAuWFJHgk+FivwtJehxtb++w7yfJWndXNfVItKZZKjBTLlH0PlSUIckNs4SwKBy5fV1xmkELi+z7dbpd+HONJhcPliQ4mj6s6WCukEKRp+hCDWJu3Rp0yYBye9HHWEfohpVIp57ppjSEXOfhohBVkMk+KCFQOQnvOkgYhD5odNvoJ/SAk04LMgeccw9pxpFSkLAYHxIOD2kNu8d9yFv2DAG2DwXDO4XkeP/7+D+i3O/zuV3+Le/fusr25SafZotHYZ2dnnVaryYmTZxkamuTy+9dJrOXO4gP2200mFiaRBc3U9BzN/R5Khhw5eoT6fou7N5Z4/lMvMDM3S2b7rG0vMXtklMNnprhx6z2a3T2++o8+y+mzZ1hfv8f+7hpHj03RqW9RX9ugtblPa6/O+sY2KqzQyQQvvf82pqD4/O9/CV0OGR+ZYax2hrhU4u3338Nr93ni5FH+4Ctf5g9+97e5de8q7y1e5iv/5R8wemaSo0+d4vEXnqDTarGyskq1UmVnZ5fR4TEKXpHXf3KJH3/zp0xXZygFQyzdXcGlgvaO4VvffInVZpONepOh0WFGRipcff8yjW6LBw/WeeVH71AIh4iN5KcvvcqVa7e59NZVbt5Y5a//+ie8+e77lCZHePG3v8jUkSNkShEVhjh++CzzM4dAmnxjf3ggEDB46x7AtwNvQOcywtCnOl5l+50VbDNBCEsoDCWX0Lm8RqKbBAsjyLlZ1LPjEDYQ97YIEh/GLcGCTy9tQCHDPzyBiIZRJqS3u4wWLVQYkGpNHIA/OUZhZAznNGifze0+9+83MY0CIvXpJi0qEx5zh0Zyc1udIbVFC4W2Pi4BkUmUGyijXEqoDKK9Q/fuNVrf/T7pT94gvLVMYW2f7vY6lCze3BgmLNPeTVnZrmOUJmOw51uJNQqXObDgMoFIJVnfkMQpMzPTRIGHdgYpNFlf8+DePs22w2Yhac8wMVljaqqGsxYrE6yAYqXCxitN9m738FVIZlJWby+y8PQMlaM+SaqwyjBxVnLy0zNk646161u0bJeKqpGJkOX7u1z9wWVO/8Y0QwslrDMP29x/X9D2UUPdnZ0dtra2KBaLD4GFlPIhIHgUtD3K0fqPZZB+3P9JB9I6NBKdKUxsCcIScT/mytX3GZ0eIW71cLHL73HmUA6kBlPw2C8pVmSKszHSWKJEkBoJ2kMEXp49GBv+8+NnuTA0hpfm7+dEWxygnCJ0EqQacHsG4Az1EJA8nDNuEAenDh4bZKk+VLkxUIt6D8fuQMCRpilpmrK5uUmn06FcLv/sWAyqnb8WoO2g2ogYWKcYnDSkMmUvqbOxv8Pa9jpxv49nHLPjM1SLw2TdjGp1BE8FdEyPB50HvLF8ievbt7izc58eMRO1cSqqjCJAOEvqEnpZjySL6fW77LUadNpdOnsdRDtvatc7e6xsLdGzXQwZti8IZcj48DiV2hBBJKl3t0lLCe2gw7ZtoNKQ52vPcHb0OCdmZliYnUZXQiaPzqMyh633qI4Ok2aGVqvD0soajc0GFUI8I1CJYzgqM1WtEXqKUj/meDPhWVHkydIwsten3tyjUivRbDQplcucOnMqnyfOfXyl7RGaUZZlYECi8JSHpwI8GeDpAmnPkTQyQlkgjSW2D91mH2Msw7Vh9nZ2EQj6nZQkzmh3OnRbHbrtTk5/UAGj5SF8qdBa0kv6NHsNekmHWHksdWJevrlGOH6UmdkTpM2YdL/BkdkxPKVwQGoFmfPJRMjdzQbfffsai52M1abg3av3uHF7EaMCtI7Y2apjjSD0fcDl2EEI4l6Xne1t6vt1mrt1Gu0mTknqnTbLm1sgJEHg42mV80YHVUo3ED2mafoI/00OjLFdTmEYuBi7wSlLAGma728OgzEZaJF/jzHgLCmO2A+oW8GtnQZ1oYj9CKN9hHVExjKiYKFcyNujB+vawFvu7+Kt+6tPRHh4ylYYk6K1Yu7QApsPlrh55xaPXbyI9/hjvPbyy7TqDdrdJk8/8Qy7e3usrtd5/OknuX1vmZWNFWoTQySk+MKysbbJ7Pg8hWLE4oNb9GyXsYVhgpJH6iypzbh/7wFPfeYYz33+DDKMWV5fYfJYiYwNjp6b5Vv/9iqXXr/BU089hvID1tY2eO/GJRrdhN2lDcq9DOVX8Ydr7CMI8Cg7zZ21G9STFl7ZceHYaX7/C1+k4BcZmzvM/a1ZvClH3Flhnz5jsyW6TnDyiRkuvfEDvLTI9/7iO/zlv/t/URspUtQlnpo6yqiLWb70U9T2Nl/7028wMTdHY69PMl7g3dvvMTw3z+//o6/x3/23/xeWN9/j3NlzPHbxBc5cOMu/+p/+JXfeuc2nLnySoBAgRMD63jbpmuHk+TN04j5Lq2vsbO1w/OQJJicmSG2MEnkPPw+IHpCFB5mHDoskb4MpJSFxpAVN+PVPMjNSY+f/+k36r9+i4CymKNGHDY1330X/vyWVP47Qp8cZ/+wXaT+A1pUHVLXBiyyjOFq3F0muXCN4vExwZJzCyjzxrS3QBYzycVLS3tymMp+iQkDC+GQVTys69QwhNP3Msnh1h9YzxyiPSoRUqIExpXUDdwdh0dYglCH0HFt3brJy6RJmaY3x7Q6j3ZQotbjUYPqWnfffwTsxR3RigmKphHAhcWrydqixmAycUyBy+TwmI8vyjTG1GXv1BoXKCNbkQoNypYLnV4jjBjL2yWLL9noXk+Wv6YDzMzwhefz3J7n3vbeJE1CqQHe5wPf+j1f5+qEnqM1JjOjScS1qp4f4vf/bKY4+NcIP//v3WL69iBLjFPwKG2v3SDfNw3nn5C8niOgAXHQ6HTqdDr1ej+HhYZxzDy1ADsBIp9P52JSEn/dzH00D+FDrdCBicsagpST0FJ20QTCq+MN//jVEV/Ov/x//DqFDsr5FFkJS4/KWhtZIA1Hf0pYQuJxQjEduzWLBScWxsMTxUg3fGLS1WA9woFze+nRukB0o3GDRz3OUc4GB5OCAkw+y5aDuxoDILAagzjlHGIZEUfShw6wxJq8c9Pvs7e3heR6jo6MfAma/bikJ0omDIgNGgrEWIWGtucbr995mPa7T2GkwoYa4MHGK4miZTqcHvocTAiMsuqy5d/suS91FxFBAp9/ljaX3ULHieDiPbaTESUbqMvpxlzTt42mFF+aZkirTeB3JXr/OWmML2ZIUygG6GNBrxLikS0NukjZ6TM9OM2UnaNxvMjJZA2sp1zUjkxGZTtiyhqCfYISgtb5P/e462U6HqK+RZJRkgJ/l27KOwtyPr98jUJKx6ggBHUTWJgo8xqpDzE5NUXSasJdRcIrmzBTa93BpioxyI+afo68eVNtk7hVovcHXgwq2E0gnmYjGqY0M4SmBKzuEkTjj0L4gKPgUDy0gtcQ6SRpn2KSPtOArTSHyyESGTCEUIQmAzLCeJIl7eCImTiAIPIJiGS0DnB+SujbGCTInyDKD0orUQYLkzuomD3bajJ44zMp+n+HpE5QXAF/zvTduk/X7jJciPnH+CKfmhxGmRygStHAEgcbaDOWHEBYwuoCLIooTZVSxgJEghUNi8oOWVAM3BIHneR+sKSr/LA9UuU7kCgcr8pxtnUdtWpvh+x7NtI12Dm1VbvIbhWRCkHoBzRTaGjLp4ZTGZg7fKTxnHjIwnMyPdwN69H/SIvwrr7ThHEopRoeGuPL2u9y8doOLFy/Qb3eYm5piqFYjiAo89eRTKBVw7cYtTp09z/0HK+y3m3jFAKsszXqDolck8ALWNheZmB5mdnaCVqvB2OgIrXqTN155i729Oo3WPjv1NVJjeLC+ysVPnKfebfH+eze5c+cBP/zJSzxY3eHuvV2+/ZNX+ZtXXybB50u//Xt85tOfI/QCtuo7yCBiZ6PLg7UdekYyNzrH+so9Xvz0c9RGCjxYuUO5pLh2/xpeJJG+peVa3Fu5y9ryfbYX73L5zVe58vZrnDo6xTMXT3JibJpx6/PMzFE+cegYp2bGmR4q06jvMT4/x3u3bnLo5AlKY1Xevf4eke9z/fpVOkmH2vAkJ05dIHEZ3/vhD/jtP/gdnvrkU4xNj3Pi6Alq4zXa+x2ef+qTnD12mk5rj7FajWOHj+GpiMgv48kAULiHAdFuwJsYkCeRuQ2IAZFkpL0OolTCO7VAeLRMvbdGO+jgpiVFHyrWJ01j0s4Wfq2GmD+EmC7TjfcRLsELMmRZIooOkhQ1VsJNVvBdSn9jm1T4GD/EKE0rg+LILGF1FOugKCLuX95ifyXBdgyCjDjpMH9ymPHZIhaDsw6XKpxTOK1yd2/ZReuYvbUl3nvpZboPNpkrjzE5O0lvaw0RN5ElR1rStDAkWlKZWwAdsvpgm14vxaAwaZ4hKVA57cIInBE5vx1LL+tRrEWMz4yBEnmCptKsrjbYWGzjumEelBw5Fk5MEER5zJJJ8wV3ZKHI1o02Kzd28MUQCM3O/QZmO+X4i8MEvsRmErTFL8Pc0xXOfHYOeordK132szYhkud+/xjD50JwduDt9HcXInz0coN5a4zBWsvo6OjPzG/Io62klA9bpQcO8n+b66MVOYPIK1wDd3a0wUiLLniMjU8SEvL6pbdo97s4rcl8RVZQ2LJPUszFCSozVFOoGJE7uqs8HxYNmJTfnpjmCyfOUbQWP0kx0pBpcvWnU3gWnHQ4OZgX4gPVqHhYmT4YIzuoSB4cUj9oEUdRgUKh8KHxOHitufVH9LByWSqVBt5tH/bE+wdfaXtIgTkoNuYboVOQ2phLd9/mvc1rvO8vs8Eeu/s7zM3MMjU6ycb6GlZA38RstDbZaG1yffM6bb9L7DLSNCOJU/zYIySg12kTBSUqQyOMjY8zPTJBtVxFDRep06PnW/A90Jq4E6MzRSkoYXopkRFEqWYoqEAvpb6+C12Ll0jcrqXQ8HmsfJLGcp3X1i/z46073GjtkwlHa2WP3l6XXi+jvlLHWBChomN6NJr13H9OOHwpUBrw8zi0kWKF80dPMjcxRdkpDhVHaa7vsb23x8joCMPDw4yPjyO8nJ+rfh5Qd7lNjUlzIZVSEmsGlaEsQ1jQVuEjCJRAKx9PeehAogOJNAZPOKQweAJ8T+BHuQWSp0Fpg5UpWIO2AqcEIvTwIo9QWWxq0X6Fdtdx++Yim0tr+KbL02cXmKyGiIF6W6CIcRhPs1nvcnd9n9LIDM1OQpoljI6NsrGxS1SuUR0fxw8jNtcfcGh2nJKSyDRGy4xCqUipWqFUrRBWhjG6QipL6HIZqT2UkBiTPQz50krR7/aQA9B2MGgHLVJnHdYcREzlPPtH1zdnDVILUnIVqz+o+ikliRG0tc9ap89Gt00iPTKhkVIQAKExVJVjphxRGliVDGb6QwXp33oq/arao1rmYdVGgpGC1GUMeLjUhoZw1vL9H36PqYkJIukRKY9apUqtVEIJyXPPfZI7i0s8WN1kt9nEeZJKrcLa2irbu1uQKTQ+J0+epNvr0G502FjeYnVxjXa9zfjoHE899gmmRubZXNrj7Vev029Do9Xk1p279GLL0eMnaXTbXL1xi9GJWYpjI3iVIoVilU8+/wKPHb5AVJLcunmbanEYZz0cHhfOPcn+Upsf/tX3yWyHy++8xeLdexSKEfVmneUHK0yMTNFvtRFJj7MnZ5mqRqzeuIafJrzw+EX+6R/9Ix4/cYKF6gjXX30Luj0ef/wcM/OT/OTdt2gJwVavS2FkiHbc48atq+zsr3H4xBRj42O0uwlvvPk295eWaccdhieG2NjbpNlusFnfot3pU5AlIuERenDrzg2K5QhPaUpelXJQQwoPawcVAZWTUeWBTk4oskG3VFqB0ILG3XtsvX+XofFR1Klh/PPD1M0OXhpTbRXQzscflyRinyRN8IaH0IenoahJ65tERQsjFl2VKCVJFJixKn6tQrLfodHpQUHT9zWxjiAsURmdxsSSQCl2NrusvNbF9jJcmmHWLZXJkIWzIzjdR6YakXkILzdHFRI8PyVur3L1zVdpb9UZ8oc5fOYxCo8dR3Tb9Lc3CSKVg75A0Uz61Mbn0UOjLK2u06yneYCxUdjkINBckDlH5gTW5mDKZBkqUMzNT+eiCsAKRb1tuX9tF9soYPuKWHRZODFKqaZwMoOBuWWhqKiNlbnxnUVabUMoRkAIli7fRzYU889NUKhpkjgGo3EICjOWE5+bZGZ6DNOO2d5f5eLXDzF2ujgAFwctvV98/W0AgRCCQqHA0NDQwwXxYHE5qJYdHNYO+FgfNd79eZYfH/u4y5u7QlqEchhpMORG6Mp5+PhceuMddtcbFMIhMi2xZY+0rEmwOGsJrKVkBZ4TaClIlSBWQLfHJ2tD/OnzzzMdFij2YkJfkImcFZOfWyxW5K2qD5Zc8dDk9IOAd/HwcSnz1sujj4dh+BCwHRgVHwCxg9etlKJYLFIul/F9nyzLHgK6f6ictodJmAMzVWFF7sMmTA50BxuVlRmtrMvV+9d5wAYPphLCqSLDhRKqCaoryfopgYrIkhTjYkTo6NouW809SuUigfAIu4onj17kyeOPszB9mPHxSVQY5LFGmeXO3ip/ce8Vvr95k9imjFQqdPYbyHbC6VNnCUpF0l6P0aERymGZ2fFZpquTFPwilVKNsdIYURpSEzU0IVc2FnknSvhR6LjV2set7jDnD9FrG9589xora7vsNru0shbFoSLlqIzNUqqVClEYYLIMz9NUiiUCJ3CpYWFiEpUYbl27Thj6OeBKUwqFAmNTE+RI72NAm3WIwVRy1mLSjNRmefvZGJwZHBiExFmLcxYp9eA+5WHxwgmkAOtMroUWFneguB54CAIYZzHSkmmBlZLMWLSEAEXad2ivRKE8xuL9FdJmkydOzHPu0DglkeFLi1IC6xxG5M3IqFRlc6/B9u4ek2Pj3F18QKo1iTWkLqNQ8vFUQiC7HJ4bpaRSQpXgSYcRmsTlXZVMhtQTwZXFdV556yqLy2ukKqBSK1FQ+Wt2FtbW1uj3+0RhODhEDfztBvP3QEQk5aANMTiASZFbgwhJftKwDk8pJOR0GCQJ0Gi3IbM44bA4CkLhG4NvUoa1ZqYaUZCOR45nH7v2/cK59SvjtEn1sGGAeGSxE/mb0teataVlknaXrBszUhsi7vdZmJ/jxo0beH7EfqPDG2+/Q73VZmp+Fu35REGBzfUtGjsdji6coN+Lqe81WZg5xPT4HHeu3eXYsZM8fuEZvLRMKGuMDc+yem+XI4dP8e7773HkxBGefu5J6vEel69f5tlPPsf5py4Q1CIWjh6iEGp+/MPvsrxyh6zbolYsc+/ufXZ2d+i12ty+covvfvO71Hd3CQseT154jKHKELdu3GN++hgrd9e4efk6c2OjfOnFT1B0Xd76wQ/4xOOP8zu/+SXeeu0VZmenqVRKdJoNdne2uH77OqMzMzxo7vLq7SvYkSptBRMLs7z06k/o9Hf43d/7HJ/+3DM89th5jpw4Spz0+OZ/+EuGx6p8/kufY2p8imKxwurqOnE7ZfHGA9585VWGR8qcPncSP/C49Obb9LsZR+fPYAwg8o3GDe6TPPDJQmItaAfOOAQZ7QdL3PnmtxnRguDQKHp2lvL4BGazh98XyCKIQx56JsCIDGNSvIka/mwVqWNSU0dWQZQ8RFihl0p6UZVoZArbg/39JiZQ9KVHTETXCKpjE/h+iO9Lkhiu/WSTrG9wG4L0FjCZcvzpGcKyQzqJEoqDgoYjRoouK0vXWV1aQqkCpeoE02fPo6ZGINLs7a4h+x2Us1DS9DHIoExpZp7VjQbb231S6+NSjYt1nhohwFqBMSCMwhmFSS1CwcKRWQJfgTUIpeknltvvbRHvKFxHkboeC8dGGZ4OsSJBq0GbTRpG5gpEQcj1790js2oAoiPuXtqiebvH+IkalckiQjkykWBkhzRoM/FkgXO/OU31ombkvGZotAx8sOH/Xc11P3o9CqwejaA6aJtmWYbneQ8XG631z5jvHpx2H42u+rif/Wj1Tgzakzk3TOOExlqBtgE+Ae+8dpnd9RahruAVy1AO6PoZNsuQxubmuAOlmBUWP1R0kz5PVKr87z/7Bc6OjVHpGYrOkbh0IPrMV/AP+CgM+C8fn6f66EL76IeUkjAMKRaLDwHboxFdB+vkoz/34LU/Cnz/oVbaxMd8JYQbVEcFzuZrvhEWoxwbjXXu9R7gDgckcY8JXUVtW4pxkbMLZxkpjVD2I4YrFYaHaoyPTtJt9GltdalQ4uz0SZ6Yv0DY03R22uzv7dDrtcnSmCVT5y+2r/Hv5Q5vT3o86O1jVteYUwUeO3Sc2vgoO70WhajEUHEUhUcxKlKIIkqVEkILQj+gWq7iOY/NrR3uqIQfDHmsVgN0Akc2YqaSIisPttho9pBhBSs96p1tzp87xVMXnyDp9RgdGSaKQvq9HoHvMzw0RJqkxL0evVaH+ekZlJRsbWzgCUU/iXECZuZmkTqnq3wUtImH22gufjHGkJkUIcXDCq8Z7K0SiZASz/MHwGTQ4ZL5oUJJka+PwuBsjHApSri8ZSpc7t0pJU6JfP8WoHAokye9WOvhpE/kR4yVIk7OjFLzLaVQo2QuWHMDMYUUeRu2WK5x6/ZtRoZHCIshjU6DhUOzrC7fZ3t1GZl0eOb8caaHC/iui7R9MBmpUyB8DAIbFHnv7hpvXL1HC58Ezdr2PsOlEhPVEIUhS1N2trcJg4ChWu0RtfpgFXzkkPRoZf+gQ+BwaE8jlUYg8XSeMQzkdBalCKOAUrmEsRnddgcfSSQEoTPUPMl0pUBJPipF+k8Dbf8/5bS5AwNnRE4qJldhGWdwQqDDgNm5eap+xOvf/xFFL8CkCTPTEzz//PP8xbe+S6NrOHvuLDfvLYITlApV9jaanD/2OIEssnJnlfOPXeATz79AqVCi3WixNL/B1PQ8WSqxiY/WilvL1+iILpvtlAtPXuD842epx5u8+u6PMCrl/JPnmZ6cYcrCq6+/wc7+MoeOjDI6HtDc36DfS6kozWvvvAUCQlWiWW/x5DMXOXn+MDPHxjl8aJ7b1+/wvW/9CJtaVGq58tpbxDsPkKbJ9OgEzz52hsivoEPBf/+v/yXjEzN0t3eoFSqIqQL/92/+K+RojW3VZ2fjOg9WNrm2co1OY5djh6e4cOEYE9VhElKKQY3Pfu4FXn/jZXq9NljDaGkEhcY7qvnzf/MX3L1xg25rn3//b/5HnnjhcZwQ9PuCk4eLgMGhOGhef/Dm+uCtph9yrXNbwUBYJvd3Sb71PazXhxcexztyktqXQ1z1bVx9CTGeoEZSSjhcf4vu4mXUueP4zxxlL9yn0dqkgsBPNFIVaez28UYd4dwhst0tOs1d8DSx9XF9x/Zum7mFKgjL1KEKwyd87v9km3Crhh8X2fjJPpv3WozN1DAyy1V+OISwKGXptXtsLNfJXAHrRwSHFhBj42RaoI+dQpy8RbfeoJzFWGGIHLRW7zPSaTJcrWKzJpkNcbFEZTKXpHsZlrxViFUo4WFSS7cFzXrKUDXAuVwJWCgGhEWfRpwQdMskRrKz3OP400NYJI4M5Q388vyMx/7RLMuX93nlX94jy0qU9QyxLfLGX26xfKXFJ//sOKe+MkLluEAEMX0bozKLP+Z46o/maXV3sC5F4g9ua8bAovLvNY8/Gvh+0OI7ACedTod6vc7c3Fy+tg0qb0EQoJSi3W4/TEs4qL591Pbjo489arAr0bk6NJM4mUvvs8wSepJqrYxNM7TQKBnSTRJSHaNN/op9Ici0IBaWUqiIrGPU8/lfffZTnJscx+t3EUAi7EOQlrdOxMPh+iA++cNec4/+rY+qYw8W3AMj4gPumhCCfr8PQLvdZm9vjyNHjnwQQv4IWDu4fl56xD+oayBUekQwOlDx5eOZ4QhEwOnDp7mZ3MK29vGCMdjP6KYWV3H4lYBqVESmYrDWOApeld85+1Xeu3UNow2Rk3SXcyNU3wqEr4lND+tp9mTMd7w6N2YD8Po0FDzW7DJSLTE2VmOn38EoiRdViUSEwscKQ+pZwlBSKRZoNtvsbe7QT1I6vRgrBKOJR9ARHO5IhvqK5tYmWSulpAsIv0C728bKmIIXEngexqQUi8PIckSpXGBvr05rv8HQyDDGWeo7u9S3dxgdGsYlGbu7u1igVMrFJyZLc97VR1gFB0F0zjmEVmSdjHq9TrFUHPi3inwld2APDkk2t7mwxg5sNHIgbcl91RwJ0mW5Sa0wOJdnK+MGaR5WYFxuRutZgTWWwiBkPu70OTFawtWK+CSELsU5yAYVaiVFnuZmDSLpUxApz104RtdkTE8MsdfxqJQlamqI21fXOHnmAocmJghcipR5AD3Cx2Y5V9mSV9zWGx3SsMT0kVNEnmbp9k32WjHGFpEI4kGG61Ct9siBKDfRzg+NH85GPrgOOgL5cxhUzC3OuHwMyEVGysQUlUZKRxZqisNlrAzo9VKyJMW3OXf2A0+9R3htf8/rVxZjJQ8WQuTAYtFRCCO2d7fptjtIl7uuJ1nC22+8kZ8mpcfy2gYjY1MkqeXokVOsLW1T0BW++BtfZnp8lrtX7vPEY88wXBoj7YDJ4O6t+wyPjlKr1nAolhp3WJdXefJ35vjp5W+xcHKSz/3G89RGI+4s3aJWGeNLL36VyAuwWcq3v/kfOHJ0hq/89pc4euwox48fptVq8fKPXkJkMaEHgecYnihw9Pw08ycmMCrh/sYS3SxhZXmN4UqN06eOgnAcnZ/n6MICp46epLnXYGe/yVuXb/D+nSWefOEFnv3cc0wdncOWQnrlIjNPn2PhqZNMHJ4midu898pP6Tf3OX/+CJWRABVl7Ld32NvdYW9zm+X7iwRK88pPfsLq2n02tld46fs/YXVxma997bf42je+Spw2uHXjGo8//iSf/eSXmZ08jpYRSvk4q3KtiMrfxPLhO+wDg10jLZKMdGMNsXiNiWaC2drFWIcaGkPMTyCmhuiHBnyHLIEoFBBhlY71abmIoDKNqg2xnhmsLOD8IRI7Ts8Os5/6DE3OstPpsd/pgS5iZZVux6fvPEYnR/GFwy96rK81ufvWKnK9QMHWaO01KB9THHt6PFcJybxsbaVAItld32fx9ja9JMR6JWZOnyUYGaabZQRhCZUZ6quLaG3JREbge8RW4U3OkBVq3L5Tp5eEiL6P60uskDihyIzLgZbTWKMART9OGB2rMTZZxpFijEX6Pot399i620W1Q/rtLoUxwbFnxxAyJ68qyCsTg43u0DMTBEOO5bdWqPe7+C7A84o0dy23frjF7b+q07yVYYxCygLFSogMILU57yTyC3woLF78/Spt/7HToRyotNrtNtVq9WE159ETrNY6b+Ec8EY+RqTwsZWrvDdKfhc9nJNkwuWeTQ5Cz2djaZNb799Diwjje3REQuZl+KlDDzLbjYZYZRRKGtFr8HsvPsdnLpym1GoTDkLj1aCi4MhJxAfDZp1Ffkyd8gCoHYCsg1gqO4jOKRaLD3lqB0BVSkmz2aTZbLK9vU29XmdsbOxhhfLn8f/+obZHH45F/kfmgE1+kBKByWO/nHBIJOWgBAHUV7dQbYVOPQo6pNNt0+g10MpRLhTROsDGEO/HZPWUfjtGWEEkAsYLY1SiEmncJ0m6qMCjNDpELxRcbm9xy9XBlwRtyyfqis8ducj40BjtrIf1NdJKSlGJynCFRqdBUA6od5o0Oy1Sl7Db2GK3uc3YyDgFArxGm7Fmh4nYMmwUo2GJNDU013bxpaLbqBMWLZPTo/TTmI3dDWojNfpJHy/06MYJxlmCIKBULFEuldnb3yNNU4aGhxkZG6PRauGFPhOTk3iezoscH1dpO3hbCkHc79Nqt/D8XDkjpEBLlbeKrUMKOTCYTUnT5IPEG5cnJ2ibzw/tNEoHmEyAyQPgRQakLrckMg6RupxWagQmsSihyOIUlySUPMloyafgu5yTmKY5yHEZ1lma7Q579X3WN9dQ2uHZlOEQpkseZnuT0UBxeGKUwxOjlKRCO5BCIWWQ+2EqHyM0sZPE0qPtNHdWtmg0WzQbdbRQXDg5zVTRYtOY3Z1dwiBkbHT04UHwgF+bH6jycfh5ByPr7MCEV2OMzbdE53DOgLIIa5DGIMkoej7VsEjR81HW0N7bo6IVU0MVIvVBqoXgw1SIv9Wc+pVbfiAQ9oDYPjBsdaA8xdzcHG+99Sbbm5t84xvfYHdni8bmFkII1je3iSpVMqlpdmKGa5O0dmOOHzrN/MQhlBK0um1GKlOMVCdI+oYwLNJoNdhr7TI2PYZf9Lm8/BpTT3kceqJMJ92l3epy6uQxSmHA8toqjY0+F88/Q0H7XL3+PnG9x9GT88S2Sytus9No0mx2uH3jJpVigX/yJ3/I7OwIQcXy9IuPs9PZYWbhEFFxiLWVXbaW9zh97BRBoLl98zZf/upvM3fkFNoLSK1jfa/JW1fvUp2Y5Z//b/9rDs8f4u76PS5du8LX/os/RYyErNZXGB+q8OVPvUBZOCYrFbrtJqKg2W7vYfoxtbDI6p0HfP/b38XTghc//Rxxr02zscvKgxWOHpnj937vCwzVQi5ePIfAINE8fv4F+m3wdQWl/AGfYcDLYQDVBuVke7AgO4ckJdvdJNm8S9kjL+VnBhEomKnhJivIShHXE6ReERtVMNEIxpuj0x+m3gwpFecQVOi0JT1vjE46RD8ZYqeu6GUh5eoIjd0e3aYg6RaIE49Wy1KuVqhWC2QGklRw7Yf3EctlnAiIbY9WZ58Tn5+hMqxxFpCKVFqSWHD77RV2FmP6XZ/qxDRHLxzD+mnOuYktkZTs7a+QxB0ipRDW0jKKfnkIf3SWmw92abUlMvZxfYV1YnD6I7f5tB5Z7BBC0Y37FGshhw+N4okMK8H3PbY3e9x9ewNVD7BJgijFnPzEDKWixkPiTN6ScwJavQZBVXL8+WkWjk2T7HbZW94lMbk3lVIRnYbP4ru7XPnLe9x+eZPNH0B3JUIGEUHoUSh5DwUlD92tf8H1dwUEHxIYDapqQRA8BDAHjx8sigc8rSRJPtQ6/UWVpIctDSRCKIyDRGQgch8nT2k6u03efO0dpBchAo9YpgiREaR5yccoRc832JLEqoQnjszytU8+T6nTo5xl+C6/i1aIPGr3gOZCDkasO/BJ+7DP0qOv/WFrZfDvQqHwIQPiR58fRRHVahXf9ymXy1Sr1Q99/8ct7P9gQdsjQCITgky6AR08pymI7AO4KzKHh2KkNAxdR3evR6FYoC9iejqmntRZ31mj3+3Tb6XE9RibWLRUVIfL/H/Z++8gu7I7zxP7nHOue97kS59IeA8UUN6yaKrommx299hujdUqNma1mpCJCW3Mhia0+kOxEQqtdlcbO7Ea/SEz2u2eju6Znfbspi0Wy6JQBgUPJIBEevPyeXfvPefoj/teIgEW2SR7ekjOzonIyEwg8+W75pz7O9/f1zhBwo+OO2HyYHcVhVKOdDmLcR2kExB3WtxfWiUTB5zYNHyhcpwnDz6GHUSE0QCrBDqOMFGE40hq9R3iKCKONN1OH8d16AzazM7OcPLACTJGMWjUubd+j4EK2ZZ9qn7I5HiJ6VyOqNtlvJTj3PkTpLI+jWYNrQcIX1JvNxgMBjQbDUIMsdGMT1QYRAN6g5AglyGVy1BvNZN5oBRTk5Mo5Qzd88UnnGybEK+sQQ9RNKkEWsdDRXNiQyRHZk3WIqxJqAKAqxRiSE3CSpRIYYzLQCeCBYUEbfGlm+R6akvY71OvVllZWmJrq0q328NTDmGvR3VzjazvkEsPJddJ+G5iiCuHngTDSD8DZHJpJkoFxvMuOTRjfsB4kKKU8fE9l8DxUKEligWDyNILYyKrabc7GC2IhEIGGVrdHss3bxMPOjx+7ggn5wqk4z46GrC9tc1YuUwum92de6PNkJSJv2KSuZqY7iISDh+IYQ53IlYQUmLixN/TkiSZKEehZGKIjkhoQ1JrPClI+QE2jFBxxPRYkUDJ3TVkl/v5C1O0YXcNPpM4k+ENJWBgIzJ+FoPmnbff4lMvvkRzZ4eDMzN8+qWX2ak3GZud4+33PyCXH2NzrcXWSp3zp5+gkp+ka2vcWryBsh6z0/uRqMQgzx9w4fL36egm7W6d22uXiTMdnJwh7hmWbmzT3upweP8hsA6XLyywudJkYnaKrc1tBnHE7NFZPrp1ja12i35sKeTGWL2/xszUBF/+witk0i63Fq5z7sknsMrn0rUFiDMETPLO6x9z8fuX0C2BDi3STXHg6ClS5RLX7y/yJ999nVtL61gvTZDOMD89y9b2OluNLZ578VnWGssMdIPzxw6yr1AkG0smgiJ6AHdW1ihMTjNVniRu9li7v0o+V2Tf3Ay/9mtf5cnHz3Lq1BGefPIsK4s3yeUFpWIGKwy9Xo/799Y4fvxxpM3gyAxCOBgRJovBgz0BIz6UERZjZWKBICJ0bQM21kllgfEMspKnb7pYJ0YWfUShBJkx2n2Hlp+n5pWpd8t0mkVWNgWtHcVMboJ+6LLSV7TI0u4FNBoO61s9svk8RA61zR6Dro+OA/p1AUpQmc/hOJJUKeDWa2vUrygckUajqa3XmDie5shTFeQwwsQ4go2lPpe/v0pjRaAJOPnCSSozGYzpkEHghQIncIj6DVqb6/gWiDV916PtBLjF/dzbbNLdFDj9DGEsk0ntysTKAIdApIl6GmMtURSTyqQ4enSCTGAxIik4um3DtbeWMCsuhJrI73Lg9AQzs2mwGhNLpOOgrabVaeMHAZ7nUTkecPZXZpg7XULFMb12nW6zjYuPSwYbB7RWY6rXNDe/scbtu7c58uIkpakkf08I+fA2/YeMn7Qg2FV4DsObR9FWjxYpewu3kWdSGIY/lrJ0j59+0raQoJVGygglDI6V6EHE+tYWL33hVa7fvJU45luLHFp/RI6k58bEKRir5Pj1L3yWfY5DJo5xRZKeEEmBlgIzLNhGYJGRPBAViAfF3N7jA3YNcUcI26h43ZvPOuLWjPhsqVSKXC63+zo/unj9OS3a9tAohkDNrmJOIVBWDdt2Q08sLCkboBsgjGC9vcW2aCBmAnaCPrWwRaPRxA6SSLmJmUmyE1kiFbLWWGe7UUUoRWViimwhj0kpYimIjUCGMYWe5kmb4VV/hqcysxydPYoTpOl0e+h6B7fbp1PfIYwGeMrBxaG2WaeUKeMpD9/xcXDI+Fn2z+wnGvRRcYhT9ng70+Ot41muTLnEdDkwVeLUwUNMTVbYPzMLUlBv1HB9BxkoOv0ugZei2W4QSfClSy/sUu936HT6pHMZxifGWVldQ8eGXD7DxMQYjnST9WWvwa4QQ3Po4bZ6KD4AM/T7S1CthBSSFGXWWoRJjGSFNThC4g5D1oUUxELSsx4d62M8nwhJZEB6aawjiHWUFCoKhDAYDJl8kWyuQDoVkE2nyHgO2YyXbMhQWOEmc1YmLU0hBb7n0hn0WNvcoNVqMuh1CNtt+s028WBAt9OlMxiwXavR6Q2w1rBZ3WZ9e5N6u0WkY7rtNstLKyyvrtPq9JmqTKD7HfZN5Hnu5DxFGxII0Dqi026TCgLSqdSu0n0Ut7crItpDe3h0vUqKq6GITAuEdIfraPJ0tCaZz2iS6C4sUifnF6Mxgx6TY0W8YdFmksRTlPjJaA4/e6RNiCFiPlz2hu4SQgqMNfiez3vvvcf6+gbtVotKIU8uV2BlrUqzG9HsxCze22D//mOUimWsMczOz6HdPrfv3mDx3iJpL0vKTzGgxZXbH5AbDxgfL7N6d416fQfrhxw9fpRL71xjPDfDvdtLfPs7r3Ppo+vcu73Om69dZHFhhTs3l2g0uswe3MdKdYNMOYeODNcvLbC5vIOQmms3P6bT77K9VWVlaYN9UwfZWO4ynT3K+uUm29d7pPQ4i7fW+dyrv4R1Hf7om9/kj7/5GneXttl/7CwHTpxhev9BdqpV1tfvUx7Lcff+Hc48dprN7RXGymlKgUtBuSxevonuxTz/4kssrq2wcOsa7e11Nu4v8OILz/G5lz/H8o3bpHzN+EQGKXvkM4pOvUWtscHs/nEsDpvbHTY2O1iTo9GMmZyaTVRFw6gOKR62AEz68Ra0HW6kNP16jai5RbrsoXOKzlhAP68YmAgjXEQ6j87lEbbAUtthqZujXSvQWfNprmdYvdOlUQ9JlSfZ7CuqW4LutkvY9GnVY/rtiFy6THUjpN9y0J2AbjuiG3aZ3F8iV3RwfUFc97j+h6s4NoWSHn09oL1e5eyrB0iXDIaYOPK58maVhY+qdOqG8myJJz+zH5cBfizxlEDhgKdwlKSxuoYZtHF9iUl5tCw4uWm2qtBcFTj9HFEIhkRwoG2MQJAOMoT9mGigiWOD8hyOHp0kl008p5Ifdrh+YYXWLY1pW3penanTGQ4fH8dok2S0IrE6KQIEEsd1sNLiZAzT57Oc+FqFE69OsO9UiWzaQ4uIsBtCFOORRhHQWR5w+mtTjB/2STgVe1qkP2L8NAXB3p3sXlPdkeBgVJiN/m2EKI0W0z9v57m3bWqGYc84dqhuTh5sjuty/ORJDhw8xIcfXKJdaxLgYy2EDgwcMNkA5SpOH5zjpTPH8KMO6VEOpgCtSFDX0eZyj4mp2DMn9hZtIyuO0bG7rks+n8d13V3+2qgQi6LoIcuUvcKCUft0r6L0k87DT3uNRn//L1M9OjpZVsDwLk4Ct41AxGK4tsjdll1jscVOY4eW0yDMhfRzhrroYcOQg6VZXjz9LM2tKisr92j3aghPki8UCPw0WhgyxQx+4BGJZP6aWsjO4gq5WPDszHEOpyaYKU2SGRtjaXObjeV1Sl6atAXHWIyTFJLFbJleq4eUDpXxSpKaEmsE0GrWiNHk9o2zmor4V5kWrSlJlHdYlYrcdoPj5QqZwMcacFI+O3EfUi5Zz8doTU9rWiaimMqxPzNOGEU42YCoN2Bna4fN9S2stigJrq+oVMp47rDd+RBlIKEWCftApRyGIWEU4jhuwtOyD8jukkSssMsr5AFfMjFJN0Ra0TI+q92YhY11mv0YN51FOEPxoDQ4vkI5kiAdkC0WyRVLpNIZlCNwpCSXyQ4LE4F0/GGQOiR5m4lXplYwsDEEglQpRbqUIuXkSAdlVNpHFtOkymVK2QKZXBrta2QgKZXyZLNp0qkcmVweP+NRLJVIeR7EIfsPVDhYTFHRffJpiRUJNy+dSoFNrD9Gm8QH3FMzfGuJj6A1IrlHzZACFMfoOE4iEaVKNuWj9dMI7PCYrAVlDS4WZSxCG6SRuMJBCSjkszgqAUCGEqpdvuGPSyv+2Zrr7ooRHpBUk12rQFlBFGvGxif5m3/77/Av/offZPnOAqmnn2JKHOTavXusVTscO3WeXk9RHCtS32mwsHaD0lqeidk8sRhQmsxTa21yf/ku2h2w1V7jzBMnODJznMP5MzT7dT7a/D43Li5S3WwwyMZkSi4rC5usrW9w/MhpSoUy9+8t8txjLxE2Il7/nTd4/ktn2Ld/kj/4k2+ipMeznznH4SMHwca8/b038dwSg7rDf/9Pfxfd8dnMNXG6eb54+hUyYwWuLV3h5q1lXv6lF/ij1yDhT9gAAHc7SURBVF5nvVrnP/3P/gmZSo4792+hPE1Khdx8/z3ctQhrFN/7zjtoJ2ZmNk+pkmdrZY2bty5z8vBjjI/n2DdR5MBMhqfPH0aaDvsPTaHDkJSvGYQ1YJzI1nApYK2LI3MEIkefgIXbO3znWx9y/UqPX/1rv0Esh2xto5IFdQ/5enTjWGwSq4IgFgqTLeEcPUC7s0qoHLqZEnGQoW98dNXFa4dMTPjk8gUy7RTd1TrhXYuz6tOteXT7eW7cqbKx1sGdKRHWQmwddFugI8vaSg/mQcYzdNdrOFIw0CG9qM/KzZDSRJrAjTn1qQneOXWTzWtNAsqkRI7V9ze59JvrfO4fzyGA+prh5jtVmjshrh9y5swMZV9ADFL6iZBACSIh8MpTOOP7aHcbCNUnUuC4hkGzSloWkF2DaUustInlRCSwVhHGBtIOQruYvkGYFJ1tS6MeMTXpgrC4WAp5l8p0hrV2Da+Rop+HlRs7hJ0kWD7R6iZRSEoIPFcSmwEWizIexhocVzD7dIbZpzM8/Q9gezXm3pUGC9/fZPn1Ft2PFTJ2cazzSU/Vf/NTWzysxtqrmux0OmxsbFCpVHYd/keFSzabpdfr0ev1dl8jQQ5+MJs0Ke4eFFJKM8z7BCs0Ki2ppPPELZgZL7F5c5WAHO3AEkpD5DkEqQAT99ifr5BGoJQlSmTTiWmyJQmlHsZ/2NH6mjzhHizyQ7PfvWIMY8yuae6Iuzcq2AaDAQA7OwmHaXp6+qGHyOg19go7fhGHGIrMHAuOFYkHCAYrDEINz93wHEoEPdNBepbx8hgr9VWy6TQpncGzlsemDuN1NTP5EpHr02236WqH/YePkSmludK9wu1mm1lvkrzK093WbN/fQaQV5bkxtrsDthfXyJZKmEHExEDSwsPxXboW2rFA4iBQOI7C813CuE82l6Xf79Fo1XEcF5Vx2KxuU5rLMyDAvR/iiTJWW04ay0zKpdlpUMlmaO406LUl9bDHbKqEbMWkrI8qBBRyadqbDXoiYqY0QVMOGMgBy/c3kbLJ+GSZbDEglQmGhY5mr+o7uTES9Ae1h5YgDFboxJxpNA9HZHtrUfLBpoEEGCIWFm0MFstAelzZ2uFPL97AxC08LM+cOMzzpw/hqaRw1dYyiCOUEASORz+MEFLhComwGhMn8XFRnBSIyk3QJiFGm59EvOBaKAZphCvxSnkYBChydI3GuJJue0DsCrJpl4wT4llLRglMFCEIEFIwlvMRKuG1trs9hAuZ2CGjBzhS07OWkWVAv9/HGkM+lyMIAvr9Pq7rYJHExiJkgklaYbEySU9Q0gVtQEvi0CDkUMAghsTYoVVuUoQNQ+CNxZoIXzmENsZ3fSw+1hgkDiOz7Z/Moe0Hx8+O0zbKQ9qzXRXWYmyiBJvdN8exEyf4+Mpl3r3wFq6fZnF5k5uLq0xPzxPFhp1WjZm5CULT4crCxyxvLLK2sk7Gy3HkyBGm9o0xd3iaftSlVqtxcPogWTdHOuuz3r3PH37995mcnORv/s/+CkYNwI359Ksv8td/41c4euwAC7dvstNoEGQyNBt1Bs0e1y5cIeMq/s7f/jV0qsdOr81jJ55j/9GjLFxf5tPPfp7L79/g4/ev89JTL3P+zBNUm1tcW/yYgeiwsbPKR9c+IjSWs88+zvOff5FbG7fpiCpT+wp0Wk3uXL7FjQ8XML0UFy9ep9no0G+2qa1u88E7lxirTPPCs5+hulnjje9+h1df/Qz7D07RGzRwMwERLtc+vsGhk4fJl/JYCV0s3/6zS6ScEn42xTe//j7vvnGLUmEfJ04/waHjxyjkc8lkwxvKxB9IoHcXDWuRQ0J4jMVKRa5UITIu3XgMzQEG7SnatVk2a0WWFi3tNfDzLqXZABNJ1q+FhPdS9G8aBosQ7mhWr9fprg3wdjzcpk+8ZYmqmk5tQLs6wMYutusw6IRoJyZsC9r1HpPzBXIZSb7k0bjb4frbq3gijyNSxNZj6+Y2R1+cIjsf8OH3N/nwm4t0wm2Ov1Dm+c8fx/EFxpOETkJKNUKilcBzFGYQUd3ZQqoY4TtE0iEyAfV2QG3ZQbd8ImvQQmOVxQqII0upVIJY0q2HCOMQxZq5gwVmZn20CZFW4PsO6/cG3PzTDUxNEfYHUAg5+fQ+ShU/IcxrQ7PZQHqWTDZIUCotMAOFNJJdA34zwAYhftlh7FiGQ58e58irFYrnFJzZZN/jeSrTWcD8pSJtP2xYa4njmHa7ncTiBMFD/793bdibTToqdh78+/CYsViRtIekcRJyOwmFxorE5Dgb5Ln5wQJLV5bx3RQdxxCWfeJSGscVqG6H58+c5ODsONr2wLEYXDAOasi3lcOCbXS6xJ7j2Vts7f3adV1yuRyu6+4iZyNxRrVapdls7qKKuVzugTiLH5/j8vOKtO2+P/vgPUrDEAW1u/QK6yRRVihBDNyp3melscn8gUOMZSfQO4Z0L+BQ4SAz3jR+16dSnGBqZoqx8QkGA8HGTottp8WFzUu8v/EhS4NVqq0qUV/DQJDLZmj3W9TqNZx8mmKlxHixhOtAt9em2+/S6XQoFceQjp/wyrIp8uUc2sYYEyUPaimwscaJLeOlCv0oRI5lGOzsoKtt5nqSExt9np45wqTI0N9s0an3uL2xTDca4DX6pDsxhVKRrq/YSQlubq/TaLfQccTOdo2tlRqNzS5hNybsR/gpn6npiUSUolw+0SJCmqQYFomPWKQHxKaPxRDF0VBokMx1JSRq+LV2BMJ1QEqEo8BRSNelrzz++MNbfFyLOPTEi1TbEUv373PswBxjvsHRA7S2IFykdHEtMEKljMFJCJ9J0oByQTm4QiOMRliNI4dFvAZPOKSER1oEpGOFYwyxMUSxx5WbG3zz/dt87/oi9zbqjOeKTHgSL+7hxH2wBhUbVBihjEHakJQnyEgH37VIL/FzdPAwIhFg6EhT26nSarUIhjQTsEO010sKY2kQjiFWEZGIks34sCAzoU0EHpLk+CRJbqkYInVKolG7JRwCQkcwEJYwCslmUvhD5aoZUlMU4ifaQP/sY6xI+CG7M3z0pZSgY5QUhGHIgQMHePKpp1m6c5vqoMehx05RD+HC5Q+w1mFuao5YxyilUBbefusdKuUJyofHuHf3Dl7gYYXl5u1bdAZNDkwe5NjB09zfWKQV9ilPz3Dg6HEyuTIrGxtMzk9x+PRhdtrLXL77Pi9/5TSl8jTXrqzQvOJiozKb63VO75ukHdcRqR7tjR0ufHyBfeUj9Fqaf/E//B43Pl5mIr+P8lSZtxa+jXEj9j19gK7p89G3Flm/20xMfFvbvHfldepmEydtub/VwulLWtWYzmrAwSOnmTr8BPXBNrcv3OTNtQ84e+IEB4rzfPjuEpc+eJ92VbB+r0exFDE2tQ+Lx3e++zbvfHSTA4+fJOiFtLpdvv/9C7z22gcc2z+guhPyzd9/i0YHnnzpMOvb21y7fZMD++aTouxHQDKj2A9LYu5orAKnQnaiSF/X2Vi2dGtjtBsurW0Y9DU3TIPFO5s89UuT7D+TpbMqufxui2jJob8cEhGhrKD10Q4D0WAqP0fsOQwUmECyY1vUs20ylRwi66K7HpHWrPTr3L1aZyybxy8qHvsrc7z7W/dobrQIZIminGRjZYE//N9f45V/coa3vvExy91lTj81w/NfPo87JolNnKiHsEgzTJKMEw+w3PwccnGMwU4PT0iMdIljiwpjrBcT+Q6i5yO1TtRaZijc0ILA99FRhCd9BmFMbbuHlUWkhiiOSHke+4+VCMYE/U2D1/TZ/E6T5V9pMj2fptlrEvYHCR8jHezaTHiuRywEOtTISCAcEJ6DGZKPbaRxEczsd5k9NMOpehphzcgffLQE8JcKuT0yhBB0u13iON4VHXxSckIul6Pb7dJut3cLuTAM9xRyhhG/cpT7+cBdXBDFMYEfYK1LrDWpnJ+Q32OFKxVZP41UDoO4i6c0xXwaG0eIWOIobxhRpTHDcyOFQOz+zT1zYE8hubeFObL02Ou1NvrsOA5jY2NEUcTS0hLZbPYhhO0XFVV76DoPPyeKUT3kKiemz9jhQ8sIYhVj3Zhw0OPS6i3e37nGZmOboFHi7JEzlNQEjoHJbJmpdAU/F6AM6DDGTaWYOpxH9Fp8++7rXO7ewZQNTbHJ8vY2B9nh+amnENaiOzETlQkmpibRRtOo11hZWyObzZLyA5aXllhfWyNIpUmlAgq5POlMGh3FdLs9hJBkMxl2en0atQ4H8xWk52Gk5uWpQxzY2SKDx+nz+yj2wO/32Ii6rG5tM4hC4q0+dd3Az+ToOYLbQZe3bZPbjkG5iufqTQ53XDrNEC+TRhpBv9uj3+yTctIoLRPFrRT8AAXKJtzUEWqJFQiTtACtlBhtEEIhnaQpFxmNEs7QeyxRRFspQCbuDdpCOgjIOJowlEQihedniIkwWmMJscIDERDaGK1jXCFRQ5wSm4h3YmswJIiTlslGdqRQHXFDfcfDMSYRIVqD0BrrWjY6Xa7eWSZy8uTGZ2i2q3x04w6Hnj9OgEboGI0HxKBMosEgQbggeXGLm6RSYBLEHDEEIyzb29t0u11SqVRiYjzMdBXKwSpNN27T7rZQ0iET5JHGB+NgHYF1JCbWiCGfzWIeRIgBkBj5GusMve0SZW5s9APLLCNwpAWhGZrf/VTL8M+maPsh7VxjEsM/Y0yyy7WW+f0HyE9M8Zlf+grbGw3c9BjrGzvUa02i1oClpSUy6YBWrYXnBhSLJRxXsX/fAeLY0Gg3SQUpDp04wMrGKncW76MDzWf/+qdJXfMIdY/f/de/x83b1/nSV16m0Wpy584lnjp/gidOPk6IJFUssG/MsHKzxsTYEZRyhvYQCmk0q/eWqd3tsLy0gm64RB1FR0S899F77H+8whe/9gX8lMdGd52B+xh/9FtvYdp9OtUB925cZfb0BPvnp+nstKnda5IaZDh+4CmOTT1BO9Lk51J0pp/id377n7P8YZugvoG1Gxw6eJq0Gee3/1+/x6FzWYrjDtXtJpevL1Ctd/hv/5v/J489cwI3cNk/fYynHk9x+vCTZLM58oVlthtrfONbrzF1cJpTT5wBxJD0uodRvPey7dnhCyFwRELCt9ZF+D6Z6QBdbbFys8tgI0O87BE3Fd1eQDVTp72+yAt/fZrTL6YJGx3evroGtgQiRtPDaEOHAes7G2Qo7T6ULZYeA/AVmbksJucmZrLFHqvXqvBEka2tHWbPlvjcf3iW3/0/XyQWAS55MmqSi28usPgfL8MTPZ7/wjyv/sazVKYDJBGpuAP9OCFbeBmM7zEQgtCCk8mRmZqi3toZmkr6COnhBi4y0yfs9FA9iR1YcATKTVIUwv6AdCqLtSbxSIqhsdMiYgrPU4l7eaQZn8kxcbDAnWtNfCdDf63Pje8uc+zlArGnyWXzpFNBkp039EWKhUY4QwJxZDAxmIFB+i5CysSKRSlCo1EyIl1y6LSbGBsjhcsnXti/5GGMoVwu78Yxje6fUaEyaoUKIfB9H2st/X6fMAx/wArkwRIyillj2C5K1F5xFGFiie9L8uUs2mpEpEirgL5x6PVDtO5QLKUp5DOYOMIxyWYkaXeaXSPQUVfgB5avPX5so+G6SfD7qCUKPKQWhQcGnnNzc7sI3Cjia2/Swb8Lw47s+keilyEXRoiE+6lFxM2Nm7y5/C5rmSbWtVzbukE8GHBi4gRTmQo56ULb0oqaEMeJqjMOCV1DO+jToYUqOwzKmtgY4mYIacnU/DTxRp+UzJDN59ja3CQe8iY9x2XfzBytdotBGKK1Jpd3KBaLSSsbQTqdodPp0e10qYxXSGUziMjSqjYo75vAdeBwmOaxubO4KA6WZ4m2GiyuLtBqdKhXGxQqE0RW0dmq4pXHaZmY1bDD3aLDtVTSpZjt9piMEpQpDvsQW+KoB7aEjuKhl5h4EGX70JBDKeKQ22YVWAdpfRxp6IchxAIvcEBFQzHAUL0rBXJIxtcmaWXqsMehyQoLy03uffAWEsNLTx5lLBsgTBtUYtJrhhz0SMmEFmIMsQFHJhsUbS0aPTSkdpLLbgVWjjJ7SSyYhga/dmjZY1xJK26jPcv4zARupkRrwxBFW/SkIR622IXRCUtSmOFmYDQn2T0fo6RsSWJ5JIWgVCrh+z7NZpPV1VVmZ2exccKzNVZjrEYbQ6x1wrkcCgd0qIdBbEPx05DusPs9ScqMtQZjbcJ9kxDbhLvmSheV9LGTa5X84l9obv3MkLYftdnfVW4IgXRd6v2IVLnMfHGSW4vrZEp5Jqan+fjCJXZqVZQo4yuHbDpLpTIOLnx89RITlSkinUR7HD1yDC/w+OZ3vo12NAfO7efi8rvoruTU0fN0ui2KuVmufvw+Uhr2HThMmx71qMPC2l12NiQLt7do7nQ45U1yrnmEnoW0k+e5l1/kw/evUm1vUvCmKI0VqW81WK+v8MUnnqQh79Nu1/G9DHNzZb700st88PoViqUCzYV1Sr7k5v0Nok6Pq69fo7PQZ2K6SIMl0uUCO0srXL1xkWLWYdDvEEct5vfPs7l1n9WN+/R6VT589xrlSg4nyPBLv/RVCpVxXn/7uzx26hkeO/sEY4UZvt75Lu9c/BhEwE4Ykp7Ic+bUed6/9D7bmxuooWeeHcVY/RiXEAHWjdFCItOKybMF1rebbC000EtZzLs+cd9nMA73v10nutjhl/6Px3jha+OYzZi3/tMtBn2LlR7SeBigJdr0icjZAmDxcUEYBoMuckGSFmmUddCZmMVwk7XnJjlwPk1oujz59+a5c3WFd//VPSI0EJJPpTjzxSme+1sHmTuRxy1ZTKeOWl6h/d7HtG6soFSK/LlzBE+expsqMbAW6fnkJmfZWFnDxIk4wFgPPxfgFiLC7S6OcRBdmSyQKiHexr0IvyQRwqB7MYSSxlaX3iDGyYByBCbU5MseUycz3P7jbZQp4lHk1uuLNDbn2Xe2hI4lUZxEykirEEKBFIngQZKEnSuHKLZJm1QK+rEkGliUULieIFJmmCNrSX7opzfV/amm+R7fNc/zdpVbjxrSwoPNQDqdRkpJr9f7xIJmt4AbLtIMLTiEHZ4bLNrGFCtZVApMFCNjiW5HCAZI3Wd8fpxS1scVGinUcJc8RCdGCMYPsdzQWu+SmrXWD8VS7VXHjpSie9c1pRS+7++2Jn+UL90v9hg9RYfXDHaNXYUjGNiQ29U7dHMdapMNZFeTqmt6UY6MY9GNNjuDENe1WDfGWIXvpgmUi+cYnDQUsz5BJ1H09fshvnHJOmlqOzVsR+Mpj83NTYIgIJ/PE8cxAN1el9XVVSYnJymXy9y4cYNer8f8/Dy5XG7YwvfZ2mom11opyuMVbDumW2uRVlkOuWM42me7vkOPBlNj4zQKDXrdBQbdPnF/gJsNsLJEvG+MajrkdtdyzRUMnKSlGPuSoJCIYqqrdVJBQK5YIJNPEekBYjdN4BMe8qM4phFaYyXWSLRhyGtTiWekSVTojpegb4nIKcknDcMQKxSB6+FEA/ZlXT51fJbXL1zkwIF5Hj8wSZoQYXWSsiAMxsQYadGOADP0TrSJ/AD0UARhQEisSHhwkGgNjUjs25P5ZdFDgYVyFb2oy1gpy8R4nqt3rtGJwGPApx8/SmwiYkcglYNCDp9T4iFbnAdAw8MijJEwaKRW73Q65HK5XZ9IQ9LydJSbUC2MTNKArB0ieOwmIzw69qLsEoF1FJFQxI6DdVTSidL9oZnucKNnzC7t6KcdP7ui7YeMXRtXpWg2m9y7t0iuVKLRabN//0Hurd3n2pXrnDt+DuUoOu0W+XSKUrFIupAn5aeQvmRm/zSDVkSj2aBWrWMNDBhQmM4iyoKmbEFOsbq0zS996avUq3U+vHiD8ckp6rU1lhY6iJTmwuX32VrvUVDzZCdyOGmfjfUW/99/+oekSjFnzhzj7bXv8q3vvUZftpEI+kLj5SxOqo+f1ghHE7gOmyubOBYef+wQ7dV7+BmXm3du8eaVizRbG2TSLi8//yJPf+lJVq5tcv/uN6iuNdhubVAcT/H8l05w63aVix/8S2riIM8//zTP/tI56vVZLl9+j0NHjvPsC69Smp3EcVIERcnq+hal4hSOCdiorvLN73+D88++TOlYgZXVJT7/V16muC9FbPqJ67VMnK+TYdgbvjEaD3YayRUzwiQh0AwoFH3OPF+gV2uzcHUJ2iW0VZhVi0uK9W90+b07V/nyf36Ml359mva9Ft//r+8jbAEpHKR1cK1HTMwO2/h4uKjEX4iIJjWkteQoYDohnbcVV/94jaNPnAZPE2V7vPqPz+AWBKvvNxmfyPPc3z7Lma+OoYpAa0D8wT16H35A8zsXUBdWsBtdGlbSOH6Z8S8/TfGvvYI6Og1CUi5MERSn6NSauNZBGB/peKSLWYy7Q6QjvL6PDB2MI4gdTTQI8Xw34VhpsE1Ja2NAqx2RyTiJcauVOFk48ESJt7zbRGEfT2TYvr7D4ts19p+doB8N8AKBlRGxASVSyfJgLdpYtPSQStLrCzZXWtQ2u3TqBhN6SK0IUpJ0GWb355FZd88M+7dTIOxdTHfVansKNCllQhIe+rrtbTuOeG/dbvchZemoJWmsGVqAyKQdM3xWOH6i8tImpDSWJzcW0N1pQl/BwEN5GjXoM5FNk3aBOERaCSbx/RJq7yr0sE3JXruOURZoOp3eTXoYec0ppYjjmMFgQCaT+cRW6d7xC5Fy8Bcewxa3EJihqXouk4OeRqQ0nqOwjQFTY0Wmx0oEGQ9lFLga7Q7QCJwwwNEBkQqJ3QHPpU9Tv7XJnZvLVFSBA6lZZvUki+/fJZfKkclnKRYKVCoVXNdlaWmJarW6e3+NjY0hpaRcLtPv96nVapTLZTzPI5PJsLW1RbPZZKe2w8zULDJw6IURtZUNxqfHKZWK6L6m2+wS5w0icJnYN8VOp0NoB8TGEk/l+IP+fS5bw23dIWwYpuMMhTBmIrKMTeYpp8aY2zdHfXuHfC7Ngf1T+GmJIQTlJd2PRyIRRs76SeqxAGmwTozwHDDgSIEyDlKBlXqI/iYq2SiMMFgcpdDWwVoo+B46jJBlH/fUPJWJcVKDJr6feJElFiIaPczidJEJlSY2CMMQ+bJgTOLLJpJiMyl8kpwdKQXEBjUs6MQwlcG1loyQWEdxet80K4srNDc2eeyJs5yYmSRj+zhDr01jLBa9m2jwQJwkdufn3o7QXuW6MYZut0uxWEwoMVImLLRR6oNQeG4Kx1FIoRBSJkWzFcOOUuLNBo9kLJuE/WYE9I2l2u7SjkKUckhLSSSG3WyTtLof2c/8xONnZvkxuvF+4EYc3lxCCD6+dIl6q8Xjzz3Ld7/3GouLS4xPTtIbhDSqdcbLY8zPzXH/zj0yfgovlSaXLxD2+3QaLfRAU682cH2fyMYs7SzxqS+/SGrC58NbHzE+WSHtp7l76x5bq1ssL64TdTXS+Bw5eIZ3L1zi449u87Wv/U2+9IVfZu7APMXxPFtrVd576yNU7LK2dJ/V1QU+84Xn+fyvvsLBQ/P0mx3q9Q2U32f+8ARBoFhZWeX+vWUquSL19SWK+ZC/8etfY2K8wIH9Y5TzDo+dPcCv/OqnmZl2OXykyKFTFe6tXWP+SJ7/4H/5q5x6fI7Dp6YpVHxUKuLTX3ia8dk0R0/vY2punEsffEw6l2ezsc77d97n2s1r3LmzxAvPfIYbV27z2//qtzjz7Dk++6tf5InPneXQsTnevPAaG+vrvPDMSxyePjJU4u3m9PzQTEUxxKPDMAl2VsLBWo0yNgk6n0rTrjVZubCOjQS+zBPTR8uIrZ0W975Xo1DK8+zfmSElA25cWCDG4Iks0jpoYjQRMQm51jCMicIwoJeo06Qg0gMaWy2mny5Smk2hVYRfdDnx0jzP/uphnvz1eeaeT2FTfZrNTRo3brHx5hvUv/Uu3rdXGVvpkQ4tmcgjtdpn68pdwkGV3IEpRCmLK106/Yhaq4u1PjbyCUWAURlaWyFR1WKbEtuSuIGHURocw8yhCWpbO4R1i2gpYnfA4acnKI4rMDEKhygW2Mjj2rfu0aoZXJlBa4jXY459bpp02SU0PSLZw8oo8b8KSeaH9Whsae593OfSmyssXN5h+y70Nj10N8C0fOzAZdCPKFV8cmPDZIIfs2j7NyVE+KT25l4Cf7VaZXV1ddfPbIRMjewz9lpgjLyqRtEzQwbiA76bHDlTSaRwsDG8985FQtvj0InjbFUbuJ5DHLZ44uxRThzdh41DpB0WbJI9HFvxA2jz3geDlJJUKrWbcjA6Z6Od/fLyMrVabddkePT7/yYKtJ93IcJIiSdgaEsxvFZD9/l4SBBPZ9JstDZYrK7hNxxOZ47yzOxTlEQJFbso6yOkm5ixGJAqwBqB6zsoYVCxJafSzAYzHHUPcCJ3BKehSNuAysQkuVIOMWy1r62t0Wg0qFQqjI+PE4bhrn+e1prJyUmqO1WUSrz14jim0WwSpFJ02m0yxQK4Cj+TptFukUtnyaWzBI7HzvYWrXYb67tMTE5SLBcZn5rApBQ3afNHQY/bBUHowFi9zUsDh+eCIvvTaSZyGTzlUC6WGK8UUZ6hO6jjpxXjU5WhkljuERA9OMcj1y8rDJHuEzNAOqBtBMoiXYtQyZqZqJjV0OItUTHKoQpy6JyDCUOkHjBRzpNPeaQcyPlOogzVGisUUjhDUYFExgbXJK4Pyib2LkKDa2Vie4HCRSITyA1lQSERsQVtcBInVWQc4yEJezGecAgQFDyXMwfnqLiCrIlJk2yA9fDIMQ8Qtr3qbaXUQ+rrvZnIvV6PMAxJpVJks9kEBZRy95xICa7n4LguSjqgk6xtbTRKSVzXeYjasbdLYDEYoeghaVrDerPBdqOOchSVYoFAyl0FrR11Bn5hzHV/SNG2yxHRwzBb1+HCe+9ipSBC8Ed//HXOPf4kxlhefOlT7JubY9DqcfrwCZbvLLG9WsUJfPphD9dxGPS7LN+5T9w2fOaVz1JtVlmsLjJzapK19iqXPvqIbrNHOpXGxppvf+M7tBtdpHSoNTr4QY5BL2J2/2G8fAa36DA9Nc3Bw4eZnZ7lvTffZXJijFOnDvNX/+oXePyJ4wTZgBP7juMF0GhucvjoPq5e+hBXecR9mKns5/bVGyzdvcKzT5+gPFVm//GjHDt5mNb2Gtmiy8zBPI5q0e5s4qV8PC9F2O9y+Nh+YmlJ5/PMzx/k46s3KE+MMz+/n1a/Q2VyhqWlDf7su6+xsrNN3TbZbDbZaYSs3m/wm7/5r8gWM/yD/+Q/prh/hlTGZ3x6jHQuy8fvXeXZ8y8wP3EAtMUQJy05+clmp3uvYRiF+J6HMUCsEgshZcgWXOYOFWlWO9y/uJGY9hIzsD08maHR1tz+9hqFCZ/n/jfTeNZh4Y1qQuSUA4yNUEOUzRm6/0REGKHRxPToJYuTdNjebtEKa5x8ZQ43q5CBJgpruF6fdM6CM2Dl/hWuv3mB1uoWR557komTR5B2wOBuHbevCaRAYvBDSWtpjYFtkD04DZk8wkmxVq1heh7GZBloASZNv2lprrSgKbGbAtfzUClJaPvMPVai3tyhudRHWgcj4NDj00zMS3TcJx5oOu0BuXKa1mrM3XfqeMJDCsX2SpesybL/pTxOWhPSH2KeCsekCAewfLPGwvtbdDYtKT9NeazEWKVMtpjCzwmUHyJzXUy6wfhMinzBg9Gu/BErl08a/ybVo4/O9dH3Ukq63S6tVotyubwb37T3/0cfIwWqtXu80owk8T0gUdIpjbYkSjlrUMrh9p1bfP7LL3P07Ane+vb7uNbBERGfeuEJ9s2VMHGUcGTUSNYPe0/O3oV/9L1SilQqtdsSHb3fUdEWRRE7OzsYY8hkMgRB8CNjqX7ac/nzXbQN3+vwC4kEM+QtC4uRFs/xmC3MUfKKnC+f5YXpZ5mQk3ihh8JJLBiwGBSxClixMVfWl9jaqaKVxnT7FMhTyU6TiX1sU5P1Mxw+dgirkpKmkMtTr9fY2dnBWksul8NxHMIwJJ1OI4QgCiOy+RxaG8LBIEGCLNQbNTzPQ2vNIIrw0gGaGF9K+q0uURwiHUmr26La2KEZdshlMwy6bYK0x3Jzm4udLW5MZ4jTAtdLc2ZgedrmOZ2pMFnIEna7EGoyfgZhNHNzk/hZl06/w8TEJEr5QyXzw0WbEYl6UaOTos0MaHebSY6oK5GOwMiI2ETo2KLkkMNmE87rMDoaBThDw2hHQCbjk0m7pD2flHJQyiK0RRuJlRJXCjwtsGEiWBt5vQkDnvBAW1zHQVqFtcmmymqbFOxCDXNMHayxmDi5L9whN85FYqOYTOAyUcxTch2yUpMZmhFLQCgHIZxd0+ZHN4KjOboXfYOkmBshqOl0evhzJEXb7mZNYBnya62TrC82KcikSnwyR6+7tzUrhcARAisVsXIgCOjrKDFU9lNMFopkpBqyOGTCU4Rf/KLtAfGXIWwJFy5c5KNLl2i0G8zOTHP86DGWl+/zysuvcP2Dq2wvb5KWKVTkcPbkY9y+c4dW1Kba3uH2jZuIPuybPcjZ84+RrxS4cOtd6rrGcy8/w4vPvcSHly7z/TffYn11jUKhwPknzrO+uc7S8irvXnifMDQ8/vLTLHaWaYVtNmrrbG6uceWjq1y/dpm19Ts8/exJPv2pJ9FigCtTdOIWze4avX6To0cOcv7s46zc32B1cZMrl66xubZCPuvz5OPnQATEfc07r73B69/+Np/+zKcoj43Ta/cxsYOXqrC9VmPp/jKnzp4jXRzn9uI633/9ApvVFtvVNkGQpzw2jhGCD65eoWMVX/n13+D4s2eZP3GS3MQ8b759jet3FvnSr32Jw+dOUzMh2mp6NqQyNk1jvU3Zm+DI/sNYG4/Mr4YLxY9C2iAKQ5QjiIdO+MpLPN6k1aSzhgPnJhjU+tz6cJFIKlwKCKsQElpxn+vfv4dfcPnMPzxEyk1x8/0FumGXlCwjSeHg4iLIkCZFFo1NijeZ4HCQhIav3tmicmKMg+eyKCHIpn20HtDptdhcW+HWhY/o9CNOPPMM5cPH4OA0qSeOEgXQvLyF14EYi2dj8i1J7e4KURCROXoCUSqy3unR2jGIyCeOXKzOIGSa+koLu2FhXYKxuOOSnt9i6lSeMApZu7uDZ1PELU3lSIrZEyk6rR086xMUBKmcIaMq3Pwfa4TDoPNIOGx92KM0lWf6sSxpL4OnswzqHrXVDpubW1hh2HdwggPni+x/PMXUMY/iPIzvl0zMeQT5GD/Tw0sPKBV8crnUAzPrH2Ox+DddtD06RvM9jmOCICA7jJnZa58BDxC3BBGJd41rRzyRYQLe0J4h8VkSUgzVc5LDR/Zz9NRBmu0+b732EY508ITlC59/iXzBAfpD+f7DRtKj+3xvnujovt+LsD2am2qM2eXuiSEBeu969+OYCP845+4vco3+8os2MTQnlnvOqNj115MIpE1a21mV50jmKAdS86R1GleroRGsxToC7QoiR7DcqfHPLnyP37p0kevXrtJvtCkHZVTkorUgly4S6QGV6TKpVECQCegNutxdXMRxXSqVyq66t1arsbW1tduCb7ab+J6H1RqJJNKa6k4VVzq0Gs2kjd9pYk1EvV5FSvB8l62dLVDgpwM0mnavzdraCtXaFt1+i3a/zd2oxc1yQBz4uG3Nk03NvHbJxZLxdD6xwPBSBCrNoB+Sz+dRjoM1gsnxaTwn2DU6f+j8JhjbEL2RRHFEtb5FOBRX9Pt9+r0BVoOSKjGKHhrBimSqJPf1qHhTKikEMShhcbA4wx8cYt8oJZPXIlFsSikxSIwU4HhEqOSzlmjpgBDDVJek2EI4xMYilYNULlI5SQSgTZTGYljY5NI++VRAxleklEWaJODemCSwfSQY2ruO7G2Vjubuo/MF2BULjZTsZleVnhh2W5tox6VwkgixPUkvI1R2tCaM5rJSiXnwKJ9LWYFU4AhBzvMZz+ZIjZC2vcbcv+hF2+h7Pcz208byrW+/xne/9z2ef+k5stksmXQmUZi5PvfuLIK2XL1ynWNHTzI/c4DtRo3jp08mrs8RnD11HildZKBo6ia2aCEb8/gz52judHnvzYvsn5tjdnqaI0cO4qVczj9xnsceP095vMLm9hYqJRmbLHHnzh2+/qd/wseXP2RtZQnXt7Ram5SLAQcOz2KFpd5sc+3aVfKFHI1qjcCm+PTTrzCem6bX6bG4dJu/+/d+g7TKcOmtm9y8scT3v3eB9ZUq3TBiYnIfbpzjzsI6VmdIp2a5dec2Y3NjjO2b4uO7N/j+xfeYOniUY4+fI1+Z5O333qePQfoBb1y8xJOfe4nCgQqrvW0i5XJw3zky/gQffHCNE6ePc/jkMUIrie0ADxdX+lz8/vv4JsXjpx/DWpNwD4YGuuITOG17r+FgMMD1JY7jJuRXEqsEawbEsk0qpzj49AThdsy9j9ZRsojCZWBbKAn9WHDv7U388YDn/9ezjO3Ls3GxT79pUUh84eOLFGkKZClSTI2hraFj2nj4pEWWjC1C7NIptCjvD1BSg45ICUNnc4ebF6/Rbwr2nTjB7JnjGEeAcCBXJnXiMOGEZHFrhcwOZLXGESHptqIabWOzktz+/cSFHPe22gwGDjJOI3ppfJMlasfU7jYxOwKUxZmQhLLN1OEivgxYu1nFbfvE65rUnOXAE3myOUE2FSCUQduIfCnP4JbixpUVUArf+jR0kztvrtBaG1Crdrn78Tb9msEPXCqzeaYP5smUBSqI0fQxdPF9SAcKL4BSxadcDigXA5S0+EGyY/+xFCb8xYq2R1sHnzTXRz8TBAGZTOah+Ka9/LVRQSTlKB8QoigeqrDAmqFdpUwMRoVKuG3YxCYhlXERnqDdCvnwzevEnZBCOuCVL7yAkwrBiXYzYz9pEX00rWDUxt3b5tz73vcWbvl8/iEi9Ce1iD/p3Px54+e/aGPIUH9QBguRGJMKkbS50AIXD/qgYpJWGxalDEIOr6PQRFhiafn4yhX+6ysX+SDn4flp1E4Txzgcmz2E5/ns1OvEviaVTROHIdvb27TaHVTgIwQ0G00yqRS5fB4hBb1uD2MMg8GAne0qru/RjyMGJgZXUq/uYPphgsIVsvSiHpGOKZfLTI5XmKiMk83k6Pf6CClp1Jq0mh0GUYjyFI4ALS1tDHd6Lbq9AfvqIV+YmOf05AzWRBTHy+RSWeobDVq1LnEUs7m9Sb83oJAvMlYu4zrerur2gV/bnrkxpAL0B322d7bod/so6eI4Lp6bIuVnEpRNmxGZAKsNjky82+TI4X4YHo8UKGFwhz5vMYJ4iJh5QqGGFh4IiXBculbTs5pQSLqRoa8trV6IlooIg3UcOlEEjoOREi2gG0aJClgbjFIIYRBorATXESR/VaOkwXGS5Iwksg6UTczGrfxBzuzo8yetH6PvR5+TFrFAKDVyzcYOfSylTIpmKdTuRmuEoo+4rHv5uaMsVRlbXGNxopi071FMZ8jikPODJMZK211bWjG6kD/udPp58Gn7YW9MyES6f/nSZRZu32VqcobS2Di1WoO1jS2Ucrl66xrpSopXX32V/8d/+c/oi5BLt65THp+iGIwxUH3yB0rkyxXKpTJvffR9wkzEC197nkGqwe//4e+xdGOT+bF9zO2bZHp6kg/ev8jc/jkmJstcvnyVUiWNuDfgowvvIqPHaXYafOa5TzM1M47QA1JC8t0//GOuXrnCh++dYGbfDCurCxgrGM8eZOGDBndbPdYv/D6FXIFsucxM7gCuSTExMY3TS7GxWqNfb/DLf/WvkhrP8P/7F/9vpPsxhbEcQbDD5mvvsnjjDv/B/+JvsTPQvPneBZ757MtMHj7B+tYOB8cPUzg8wR/+yz/kd/7HNxA6xZOfLnJv6z5BOUfOLaKsYKY0weHZw2yt1Ok3I7L5LBKJj2J5dYmN5RXOzJ9Kbj7Nrv/Nrvnxj7xmw91z0pHCGJu0MI1FCJ9QR6RmXb78XxxHaoc3fmuNhtBkRRpMgCez2I7gm//kPrFVvPi3phk/VuCP//MFtr9vSHd80pQRaQf5uEWdkhyQ84x9lKZ5dQfVhHTap/i5CYIzDe6t3MNptZCigenWcattDtyrY/qS+dP7cbt9jEohXEXbhXiqROnXv0Db7dD+r75L6WYi1RYVn/F2SOtffpOBm+XAlz7L7UKaxc6AQuTitxVe12e8MMlapUbnzgA8xcBoaIFpaEqFCl7Dxa7G0ND06n0810O5XQwdRJwH4+PlY577305y5aMUd2/U0aSxxKw3mvzRf3eHc5v7ePqvHWXfmQzFWQehLNqG6FARRy6xSXICu/0IYWP8tEcmE6CkwAsy9Lqtod+Y+kvTIDxapI0WudEOde//7S149hYue5GovR5oo6+DwEcIidaGKIxQykVJhYmH7RAEVicfido2afUr4ZHP5RkfK7O4eZ/px+bxsh5W9YlIEi2kfbjtsTcfdLQr38u7G/HsXNfdfY+jYx0d9973/nCiw8MPkUfP4y/u2GPvsXscCffVYpAyEYwYNczrxeI6EiOH2Y7GJC00abDSYEKNlA5pq9BhTNUT2JziQ6MQA8PBuEPb9unX2lgPpqan0LFha32TQLnMTM4isx6Dbo/VxaUEIRGSYqGI0YZcPk/YH9BrdWh3u7RsyEBaDk9XmDRQXVqlkM2SyeZYbe2gY82x8UnG0gUG7S6ecejVuuw06nTaPar1JplSFteX9Bs1yn6WU7Hm11ohLV9yvDjO6fIE+1Jptk2PereBHyqyqSytwYB+L8JLS1zHBQHaxMQ2QqJgjxDBjhbd3TMskLiUshWEkDjOg8gma0A5EukmDv/CCKQzDC+3FneoSO/rmJjhvSkTyoGxEKGIEHhD6pK1BulI+lFivVHrd1lYWaE/iChkizTrbXw3YHZ6llptE9dxqNfr5PI5spks0SCkWttJEC/lMD+/D6UcdNRHSou0AkOMdBKFaN/aYe5vUsgLA9LaRIhkH9AW9vLbRuvIo/Pt0fm4K+YQSRSYGRaw0ioiHWF0uJvisHcOPypIsiZJnXBjCKzEiWMcLL50MQOLH1mkIjmhQ6743unyk45/y0ib2OWkPGjTPLIbswmc+85773P15i2efPoZolhz7vx5rl+/zv3Fu3x06UNKpSLHjh/n2s0b1LttcB2mxicYNAZU8hNYLYj6IeeeeoyO7bBcX2b+5DRHTh7h3QsXMSGcPHEKoxMCZa/dJh+kuXjxfUqVMmMTZR47f4ZyJsfFNy5w7rHzPPf8C2QLWbq9NsV0mgMTc1z7cAE9SAEpMrkC/YHDN7/+HoGY5PTsc0wHB2lst3nzwtvIvMPOYIfL1z/i+uWrrG80aHYtxfE5spUxLi/c4PHPPsO+Z05QODhNZWaO5btVPv7gBiv317A4nHrqSXZsm75jWK3tEKTzrN7vcP9aH6UzTB2aYP/RWbJBjpTIkBEFbl+6R2ujjWsll69eojiWIw5jbt+5xbf+9BuYQcznX/k85WIRRyQLxGiX8UkIyV4kJYoifC/A2oQgnkyUZEK7wk9sKgAvB/ufH8N2JavvbyCshy8LBKaAJ9OYUHB7eYk443D8M2Xmv1AhLCniTkS2kiL7hI94EuyJDulnNEc+k2L+kEtmGrLPSMY/FXDouGI+02C8dYf00nX8WzdRt++TWm3gLW3SvLGAubODn8kjSyVi6dASGpVyqFSKmHoVPt7Ajkmo+KRuWVIDQ6+7hV9Jo2bmWNjuEfeLiHoat+WilE9Px1QXGthYoiYMxgkZK5SolAvcvbyIqXrYhsAfhzOfnyLIJXw9pX0ck3DNsrMuU+cn6FQ79Bsd0j6cfHaGL/zDJ/niP3ic4y9WcAsRse0lO83Yo9dxWVttce/uOpurNWo7TXqdLoGnSPk+jlIIBP2ojx8k8S8/7vhJUZwfIOZaS6/X232dvYjVaOxdZPe2Q/e+1t52R7ILlkMejUWbGGNikBYhzG7LVA5jZRJxQkKCt52AG+8tsHTvLk++cJaTTxxCOx2MNUjr7nLn9rY/RijZqGAbtdP2Zqx2Op2HCrxPOrZHj++BsEI85FG393d/1Pj5RtpGG72RWGQ0RlyeEXKa+H2hGDrMC6Qa2dGIXe7PKD2nPuhwfW2N+50eDGLmYslXD59kxgloN7fJjecR1qFVbVPKFJgcn8BPeaAk/f4A3w8oZAs0t6qE4YBWv4caFtyulFTGxhGey3qrjuO62M6AdATSl1yo3uXK+jKNTgM/n0ZIxerqCnfv3kV3NDJ2WVreYmFxnfp2B0dYHCRbqzv0qh2ybcNM5HByfJqjMzNkUx7FYpa5yRniXszmWpU7t+6zdn8dhcPc3Ayu6zA2VsZ1hm3GRzhtD6KqhhsmY5BDYr/QFmEMNrbY2OyGJ2DBkWo3QF5KiXSStmiyZoONNQxbmEmbVmNNhIPBHdqPCKkQOCCS9UUYi6dccn4aByhmMxSyGVxh8V0H33VwBJg4QmIJXIdSPk8+mybluzjaDFNIkirGkQnnDStQcigSIqkLLIlFh9wjQPiB1J4952c030YbqiAIEh5jFKEcZ7cW1tpgtN1F7pPfiRFSJga5jkT4Dl0dgqMwgiQNR4KWAi1IeG8KFBrlyqSFazR+4KNcZwg+D42SfwxAZO/4mSFt4of+ix29sz0BCYL+IOL0Y49Rq1V54/U3WLh9i+WlZXzP48qHl+jWuhw/cRQTC/70979B+VyKfDpLp9liem6Sq5c/ZnFxgbPnTtNw6rTbTe7euUevM2Bubh+9Xhcdxwy6LQI/IBxE/NrXfpXtTp3rt2/gu4pe2MdJuUxMTiGFR6/bpdPWhNUGphZSzB3C1VN89M596nqbO4uLhH2HX/78X6MwNk9J5vGLGVb1GnW5Tnb/NEeeP019ucob33qfqKm4eOMGf/DGN3nlq5/i3DPPcaN/ByNiTkwfx5UBv/1Pf4f33lrl7FNnkGIC5TVpheuQ8tE6jegUefzgi0DMlXdvcPDYHGOzk0gTsHqzysXvf8ShqcM0uzt8/fU/4O7GHdKlFL1uh8limbl9c2ysr3P+8NlElbPbEv3RuuQHDw8SN/49DzNHOWijdx9mUTjAm3H53P9lDjFmeOP/fgfaBVzhJ3YW6QzpUoarvz9AOFXO/EaZp//hONuPtai+18HHoqbBm49gskHB2WFsMqbzomT1hqRxpY2+bNGFDm360GuT21jBvRsS3s8y6Ocw7g5rg2/S+Nf3mPiNz5D56hM4cyWUsMjJKUp//4vsiAF8cIviukbPOdiKh7tdp/VnrzP16TSn5BTXa5q+9jBao2LBvrl9tA9GbNxYx2y7yFlLc6eOSI/DhCXcjGHFoXGvT6saMTUzho40QitMZMC3hKLDwRc9/t7h56gtdFFGUjiUIjsFWhg6YQ/leDgqRdSE6naPxZVl6r0mxmpSvkexmGdyskCpmMJVDmbkrwQ/ERT/U83tR1oSSikajQbb29tUKhUmJiZ2//3haKpP5reGwxbX2NgYvu8/ZFjrui5KKdrtNr1+D2ENjqPYDQkl2QAKBAaItSbwfbKFgE6vwdTsBMqBvomThVY4GGt2/8aomBkhbCNbj73HNyooa7UaYRiyf//+HzgHe4/n0WONoojl5WVyuRyVSgU95IT+Yg/xyFePCjvEn/ObdlhsWzBJSPcIVDo9M88/OvwsZ5dXiIXh+ROHeO7ICfzFNfKFcTZrLbb6O1QyY3ieg+1G2EhgpKVdbaC1Jp13SQUBm40d2iakMFnB9wLQMWnlks2OYzohRZHl/uY6xBGrcY8/rS2w4fSYQbF66y0O5yaZUllcLBNBnqXra9y+ssggggEhy/02s/sm6bY0UgTkA49Ot0ljo0np/BheRrK5vU4uX2Qt2uHOzSV0T2J6krvX73P02BGOnziOMEnegB3FoTx0vvb6kllMbDBD2oAamqSPYlR0GKNF0mJ1PInZg0AZa9BGDyOYQA0V2mKYlKCwBK5KsnjjpIUZRzHCuEhlybkB6cnpIYiUWPEgk2K7lB1P+M0q8YWzdlQQ6WGKCeg4RsGDuC6RcPSMTsxxJUk7VgqBNILY6iQXmwc8M3i4FTra6I02YKN5PWpvRlGE1hozGKBHcazGYEziiydGwowh4hmaiIzysGGEj8QVKllXbWJNJkQS52UxdE2EDJKgeB1rjMOuNeYPKoB/uvFz0B7dU7CJkUkfjI+P02g22NrYZGp8gv/+//PPKZYKfO7lz4JJyIJXr9zgpWee5/z5J7h9/QaXrl7kzJHT1Nstpo5MMH9inss3L5NrZak3t+mqHTaubKJNlFw8HbO5scrinQUkluPHjpK/W+Dqwk1OPHaafC7LrVs3iDzIVkocnzvD27ff4c79dTKODzWL40zw+MlPs1Zd5TtXv82pZ1/m4PxJmptd/uzC2zw2f5RUVlIzES9/5cscffowPQbMHPZxJg/yjX/5GsXxadZbOxSnZukg6FoQrkPVtpAVD78wwemJp6hu7nDzoyapUxFdNSCfydFeh+q1Hoey+zhyfD9ff3eR3/5v/oAz58/j6jTvv3WJdq3LuJrg1uJNnjj/BJdXLrHd1RyaP0CxWIQQ8rl84tzMA/7Og+vz8ANoL2qitd5FUkYfCew8mkTJ77iOz8B0kXmXF/+TeWTe44P/dptotYuiQGpmDC8vSeGx9X7I9ak2R18JOPhqjvJhn/bqBq7aoZDXOFQJ9Ca+6JD2u2THYem+4KPf6/MWaY6+Ms7zXziHajThwztkegFZ0nh08OkRv3uLrQ9WKb92k8z/7vPw1BzaU6gTh8j+h1+l+V/9LuHOfZwJFykEaaORd1cY8CZzhz/FVttnJ4SWI/FDS0Z67D93kHjZ0F7YxM1qOlELvyQIJgK2giapYpqu6FNvtjDkMBFgJVJZcAzYGIkkM6bIjWfAB6MHhMRoDCoVEIeC2maPXsMQGU1hPE3O8UFbfNdlolIgk/UQQ45GEnqe+Cc90lH5Sxt7kaR8Ps/du3eZmprCdd1do9y97ceHVoI9yFqj0WBlZYV8Pk86nf4Br7NR0PzIhFfrH0S7EMkGxFpwAvCyQBBTmS4mCJxOHOL3kpr3ZqAqpUin07tI1if5xe0iFj+BlceICL25uYmUkqmpqd0Hy78fyXjQxkosFzJ+is+ffZz900f53uIC66Hm3es3eVplyCjBdKHM5EyGXjNkY20Nzwqsgh6GUMccPLiftOvhFnNoX9HeXKEdd7EphXDARjGqD/mewCfCNQLG8ny8epeP/ZCVnEqQvGYL2bWMTR0j52eRoc/9lTV01zKZHyeMQuo76zTzXVwZEPaTiD5HBIR9w7WPF7AypN1tcEeuUN9qQ+SQSxXwRMhOc5P11U16nT6ZbBlr5IPIpE+cwA+vzWpIrNcj790RyjssmPa25B9N9RAjngvsrula66GgJOG8WSGTosyO1hgz9CqLUUoyAvOTliGJt1qcBNPvWnPYUYRVoiQWo+6MtMk8FnaXt6eN2a0NxBCcHS1mozm3t0UK7M7hXq+3e3xhGNLv9xFCMBgMEgWplERW47ruQ88qPUzPcBwHozVubEkbRdjukZUeaEFkEpWsjUkQzMS2mw4OA0cRW42SDhKIBbjip+yFfsL4t9welXvao+w+RUakPIFNql2lWLy/jFAu7Vabr//+H6EQHDl8mGK+wKFjhzEKeuGAVDZNJ+pipOb02ZNsbm9x695t7i3fozJZQhPxre99i1PnT/DVr32Rdy6+w+rmBvP7DrC9sUmrWWNrp8qtO7dwfIet6hannzxPeXaKW0uLNDotmu0OfW1p0+eP/vRPiDBki0U2NncIW5pSaoy7K4uceuUxvvi3fpUjj5/k5PlzWMfw8bWPqEU1/IkMh585wYaqsU2L7X4bQYr711eRfUXg+lTGyxQniqzVtjFSkPZ9qitVLnz9CqcmnsUJ03z48cfYtCZfyNNa7fHRH98k1chxet8Z0o5Pr9OiuxNRUuPENcHSjRUG3R5KaVJ5xee+8jILa3eYP7SPfDbHvVsLbK5uMD8zz6lDJ4eXRQ0nA/AjhAjWWgaDAZ7n7SIoD7lE70LTBsc6xCIiFjGu6zB3Po+Z1zRUFzWewZkJyMy7BNOWQt7Dj/s4qk1q3CeYcSjMajJ+g6C5SaXRItNooJo7+GtNcquK2XQeNzWg8OkxnvhHrzDx6uO4xw4x0A71hSr062RUjwAJMsLVTfrX7xJeXCV1aBx5cAwrXUS+QLo8RrO9TRS2SDkG6Ua4CGwIUb0NgU/seMTSw0qPQRgh8x6pcp7QRkS2h073Of7cPNXVHqs3azjSZRA0mX8+z4FjE0ijUUOytnWHBYz2MFYM3ZdCRJK2jbEuUehx58oOS3eqZMZyFOcylCppKuN5SqUsxUKGlKewNsaIYdSxAms1g/6A1NDe4McdP23rbe+Ot9lsEgQBExMTP9BC/KT3spfQL6XE930ymcxDthqj9wZJ8TNSae7dOCTvw+yyqRACz0lz/ep16s0qX/zlV/HSEkOElAIdJ/w713V3NyGe55HNZncRttHf3NvqjOOYjY0N8vn8rvr1Rynj954jgHw+v8uTe5TH96PGz3d79C8+9ra6jE6KglhItgcR/+zSe/wXdz/iXzdWuLJ+n/IgZP/kOJm0T7+fGITnS2X88SKDrMdGr81AaNzAQ8cxrnII+z2kK3HzPhuNbbrNNnk8HCNp6IjNfoueE5OZKLPUrnK3X8eTgvFQE/QjJtwc05kxck4K09UMWgN2ajsoHOrNBjJj+PyXPkcca27evMnW1iZhPOD842c5e+YM5UoRpKVQKJHyMizfX6HVaCEUFMpZxqcrCMdSmSgPEeSk9fZJ98DoaxNrhNY4ykk4ybumr+ya3co9fmbAJ7b0d0n6w01LwotLcjylUsQYjBJJ8svQbDfWcVLE2QRdGk45bBxhTTzk0+rEBltHCZdRJYoUa3UiejB2pF1JjncP70wIgZLyoZJnL3iw15dtr5EugOd5tNtt1tfXGXm1NRoN0kOvtl44eCip5SEvRqXQcYyHixQuoQaZyhJi0SJRyGopMUJihIN2A2IV0Mclli5WOsRRYuTsOc6DvuIPLcB/+PgZqkd/RNEGu0WbkJI/++a3yOaLuI7L22+8ybETJzDGkM/mqXUbzO7fx/79+/nGd77JzYWb/NIvf5nPfPZFSpUK1xdusbqxRj6bw0jN6uYKJ8+d4NkXn+Te0j3GJifI5vNkU2lcR9LqNukOOgglmJyfxcmmuPDRh8jAI5sv0OvFvP76G3x8/Qqf/fxn+MpXf4kDJw5z4PBBTKR541uvkS47fO7vf5Z+ENLRXYxn2Dc/zeLibRaWbzO2b5wzL5ynKboMZIQ0CtFVLF1ZIhX6bCytcn/xDrlClvJYBR3G1LdrvPGHb1K91uTczBMc3X8MxxFcu36V29dv8cH3LlEIyzx99AnyXhZh4coHVyn4JSZKU2zc38aVDl5KcPDkDMYdUOvtcOLxU3z1a1/l1s1bnDx2lOnKFIETcO7oY8OW5ogn8Mm7g4csP6Jol5z9SfYHUibqHyssUgmksEihcX3D9LEi3rhHSwzw8g6pikN2tkdlLmSqEpESDYwzwMmFZD1F2angNgR2aQdZ7yC7dcROF5YjaK6Qn21QOaMpn8ig50oMZufIPHEMb86jcWWBuLaFkDHCiCTsWPYwG5vsvH6PdCWPOjaHdVOouTJUPNo7K0jRw7ERIrS4WhG4HaSNQMVYN8VAp4nSgkiByDvkDxdxpUOzUeXIuXkGdcviaxsEGzmiTsT4uRTHn5zFcaLEzdy1aCI0Gi00VgqM0sRECGGJY0m/7nPrnQY33txGmoBm3GZtZ4nAkWTSLo6bpCQkhdow+mYYO4O1RLHG94MfWOx/1PiLWn4YY3bjg0bcsL2Kqx9m2gzJgu15Hrlc7geUmZ+k2hwVH6Md8vDVMMN7GQOBl2ZhYQGD5qVPv4AVEUize49LMUIIDalUmlwu95Da/VHBxOhvVyqVXZ7MT8pLS+KSgh947T9v/LtetI3G3vOiHIcL6+v8ZzcvsFUCVfLYsDF+p8OTMzMUMmk8xyEI0jilHLfaO3z76oe8c+MqHRszPlHBEVDf2KKxs8Ng0ANP0R30aO3UERHowGdZd/lo8z7VqEMpl8P3HKqr65R6mnwjZkrmOD4+z2yuQlp45L00lbEKm7UqfTsgW8ny9IuP8+TT5ymW8riBIlfI8NRzj3P0+CEmJisUylm8wGFmdoZ983PoWLOyvkLMgJNnj/LyKy9RHi+gHPBc94eanD/Ubg+jhKelhpxQHigbeeT+3VvUPErSH3E5dws6kShOpRCJxbmA2BriEYI/yhNFooSDQKCETGxdhMFRKlGpMtr+W6QAJUWS4wl4jjsMpU8yfAUPv9+9hWbS0rUPuK177D5G/z/6GLVBrbU4jkMqlSIIAlKpFJ7vo62B4Vozel6NRESjNSiOY2Qqy71Gg+U4pJdPMUh5dF2HBoae59B0YDnsstbtUQ1Dqt0B3X5Eo94EIyhms7jOcI1+qPT5d0A9CiCkIIpilpeXWdvcIUilESmP+xur+J5Hs9vjM698BhELbt1bYO7AfmKjmZyZwgADJyI/XuDF+U8Rd0PqtR1e+PSn2Khuc+HD97lz7x5nn3yMIJfj9u1bRLbH9MFJvvSrn6fXH/DOxfeIliyfe/WLnDx7BqECuvUmvvznDHSf559/Bu0a+jYiO53nU195jve//Rom1SJ06/SJcWQaY2O0m6Y0lWfnrS0W7ztsblQpz07SsVWiVp9eY0CvO2AiPUar0aS+to38E8X0oWlkoLh3fwXbUEwG4/jWknMVx2cOMr9/hoXqbb535dtMjJUIBDTqG9y+eZ87H98DYek3B+zff4Ann3mMi9ff4ObiNU48dZT7tWU+99QXWLhzlyiKeOmlT/GtP/wz0qn0bvhtHOtkV+YMtz2P3FyPutz/qAWF0b0pEm8mZQV66FqfduDkszmCks/qtT6x02EiD7lMh6zfJkOXqLWEWhR4E7OQmsM9cBhjJPpiA7nYgn6dUFucQUTqnkV/Z4f6n+5Q+I023pefIy6lCf7mZ5mcmaLzf/o9ah9+hCs1gQXfKDyp6S3fY+Uf/SaTWwOC//krxBOS9OPHUf0+W3/0TVQkSakQ6+zgpAMqcRa3GeNnBMZx2PHzCJsmckFah5kzB8hVfXQjILA+QdcnjDS24VF9P2IQRijfYlQIIkqY2MKFxPQAELgowtAQdT1uXaixeLFFQBkRgRwMmDk0x3glg4NFarNHlSSGi0NiDBmPLDF+zILgLzx/97Qo9hY7owLhR72HT5LnjxbRR5G6EVdlhK6lUikgib2yu4v6MJBda6yMKU/n2C/mcFOKfpR4q0uhkEoQxxEAqVR613R1b0v2UcuO0TE9iqL9eeflk77/xVaM/uWNvahHDEjXknYF6AgdJb6IypMMhGaj0cRaTdpNs1nf4bcuvcPV1WXSfsDq4gKuFDx35CS63SRstJDAII4ZOJZ+s0NvrMhGa5t/fe1DrtY2OFwoMzMxRS4UnI0DBjZFJTfBXHmaQCrCzRZjc/sYK1Ro1Dt85a9+mTurS4yVC5SLeazSFCppvvTLrwBJ/FF1u0pED1elEAIi0yOTD3jx1Wc4dvYwQgjKY0XSOY9Ot4UQZhd5+qSx13LCkuR8ilE7UUrs0J5ib2GzV829l+ayVxG5l+JgARPrJMbKkQglUdYmy5Z4gHJhLUoOUT0LEkucOImMlqUh92uo7NR6WMQNqTSOhGE26ui9jt7HyGZj94MHEVWj9//o2mCt3e0ApVIp8vn8bhE2GAxgeL4c+TByH4Yhy8vLFItFxspjGGvoxSELOw2qscEfdAlcDxsnRedYpYK2hurONoNOH1dLlBnmUA96yEoZIypDrn5iLvTwM/Unn/s/d0ibEJI41nx06TK379xjY2ODickKnW6XGzdukcnlmZ3bR7XZ4LOvvsog1qxsrHH+6ad4//Il/uTrf5o8xF2fq9euM4hCjpw4wtvvv0O1vQ2OZbO2SXGsxOkzJ7izeJsvfeXzvPSp55mem+St995l/9GDvPq5LxKhCU1MNp2lU6+TDhwOHtmPcAVdO0CjyXoO969cZ6exydFnj2E88IQLxhB3Qt5/7QK2Z2lUGyzfX8ELPHrdFq3NOu+/fpGNxXW217ZRjsKRAh+PrM1i64qsKdNZjejVugx6DTLZDHFsqNUaXHrvJvWNBsR9Fm7dZmV1A0d4nDx1Eqkkvutz/LFjpMddFtaukZ3I8MRzT3Bn9Q4vvPQCN+/cBGs5dfw4Vy9doZAucvrwqWFAckIKFT+EPLl3pz9C2h4YoD4gjO9dLKw0CbJkFVI7yFhgtAUX8hMOuQmN425QTNXJZxsoZ4uM3qbYXiO9tYpqVrGeRlQyiHIGmfJgqYm4XMdsD+j1B+jtmMxFg3ejR//bSwQbA5zjkwymMqj9k6ReOEJvrYu+sUpWRMTCYK2HlA702tTfuIVjJMG5CWzaxylOo/w8vfUNnLCOkwqxyhL6mmI7Itfv0S9btDf0IzY+RitipSlUcoRRjO27pFMllHXohHXimRrnXj1AKuui4xhHBSiZptP02Vo0bK1FVNcMnZqg33K59d4OK1ebTExPkC5LJo+kOfxEkYnZgMBTOEIR6wgT62RH+8iu2tokamyEBv244y/bXPfHHY+S+LXWD9lsjFC8kTfa6L3v3qeWIXqf5CcWSwVK5QLaJKkfI+7MKP80m809tNvei/Dtjdj6WZ+T0XH+u4y0jUaC5liKwsGtt7m9vUPUiXkqdPh7B0/x/OmzZPIZ0tkM2XSOtX6HP719lS1hCDIBgefQ36nhRhrd6kAYk/UDUqkA5TjE2tCPNBeX7/OdnTWuF1zCwYD4/hrFbsSRbIWzU0c5UthHVG1TSWVRVlDK5dDxAE3E+OwErU6DmdkKYdhhEHYQ0pLNpnHchLbQ7XVwPYnve7Q6TaSEVJCsnYVijnw+i3IkRsREZpDEKin3oWv+Q24IdJQgbdYm6PFe5fMn/e6jm6FR0bN3PkkpcR0HbQxmmH7AkB9nTOK557oOCFDa4iISvvnIFgPz0N8c/Y29/Oc9B5Fc60cSSEZZvnspEnv/fy8S91A7dfg7o+cSsNsCjYeFa8Lhe4BW7lWP6+E5yBcKhEoi/RzpdAFXS+LuACJDoDzyqSw+irwKqGSKjOeLTJTGGC8VKRVyZAOfXCaF56jEQPgh+sSuY9ufPwd+npG20QFNTU/x/PMvcOnyx1QmS4xPT9HqD7h+Z4Hix1O88vlX+e4bb1FrN+jEmn/+O7+DkoLnPvMZDh48TNSJub+2yubKKneX72MdgZdL06g3OXnyGDcXrvON73yds+dPcuz0IdpRA5WC00+eYnxyhtiG9E2ElZLQDHB8QatRo99qIL002kkUPFEc0Wm3WF9Y48KfXODUi+fxiinMQPPO19+iv97kUGGe8oESIuPy9u+/SS1ep7a1hU+Kg3NHaO90aTXaDPohU+TQ6y5ZVWSrViPrjtGjy2ZtjRt3r9LqaJa3N2i1I44dP0O/v8Xqzgpf+cKLnDp4hrAdcerkad67eIGLH1zgxa8+jQwUmzsbvP/xJVrtDtduXqda3aG2UyPvFjh08BBOnNwKahhdJcUPZi/+ODfWXrXOo8iJxcEYgY0ihAXheiggcCwzMz6VTJnu/TvQ38S3DVLtNm6rC60WemuF+vYCmbNP4M+fhGNzSPNV9EYB+Zvfx5mKqBZqRJOa/GZEqnaP8L9bI65ukPnHv0x0aJLwiTmm/m9/l36qRON3voOgTyxiHKPJSB/b26L+f/1tnJ11gv/Dl9ClWTKPPYujFO13/oxUYxnHOigbI2WbrFllrt0nR52GOMSWgZ5foRdIYiAKLdliirkXs8x9aoK5jSw78hbtRszETIZYp6mtKO5f7rJyuUd1KSSMLUI6+CmHIKtotBtMHPQ59JmAVMEQpBVeMCAJd3OSLEAr0NZiTJwES4sRH2TkofeLG0i+NzZmVEg1m03iOKZYLD7U/rDW7nLgut3uUPiQLNzaREzOjGGNIbJ9pCMQwiGOI5QDmUx26AMnHkpBGN3HrVaLIAgeavH++/FvawiEMVQ8j79//gnmCkXWOl2emtrH45Mz+MqhK8G3HinjUPQzZKzCjS1ubBm0OmRzRc6ffYxJL2D73jI5L8DNBfQdMCjajT7LKxuYfJr1QBGYPrVBTCqTo5IvEdvE4kEEHl4+w+TYDPfu3CJXyjK1fw4jNTYKGXS6lMsllpcXmZyYRKqhWlKCISYMw2GCx5DwjiHWURKbhEAIk6BTu/Ca/ESk7SHVJCM+lx7WICJBvoZtztE9u7ct+igvdK8QZu96YUySMCJsUpAx/HvOKPnXWqQdBqKPlJjDdcfooWXL0N7LIoZZn8P3bkZZwQ8XY6P/HwmXPM/bbXeOftYyQg3Zw2N9OGt07zGPAIUoipKgeykTZPKRYs33fSYmJqjVaqysrNBptxkfn+ZItkisXXSqgLEabQ1KKjzfI9YxNkhjhcDKxGtWmwhXeZgwTLohe67ZXxRZ/zlA2sSDHDESnxQpFfcWl1heXac36FKZqiRxGEaw/9Bh1je3CaOYk4+d5dUvf5HiWIVvv/F9vvIrX+HcmfM4qYBMPsf2Zo1Ou81HH3/E+OwEf+Pv/w1u37vJhQ/e5djxw0zNjBPbkPNPniHWIZ7ncnv5LtVGnWPHTiKlT4QhkC79VoO3XnuNifESOqNoOjGtMOT9b77NjW9eQTYc1peqdGsxC5cXufLGFRY/uEN2kKJ1v05GZUBLarUGYdTh8Nw8/9F/9L/i7JNPINIpxiYn0Npy5vB5joydJhUXOHbyJFOHplm8f5fHHjtPupTjzuYSfc9w7NmTxL4FqQicgLhnSHtZsm4BEQtyxSwr28s0ojqhiHn1y1/gxu0bvPfRB9RaTdbXNtnaXMd1BSuLy4wVxjh24GhCXhXO7kP/R+0ERkjbCPnYnVB77Bx2CaVaoo1kgMUIg/VDjBNilUDgoLQk8D3SQiPqK/itNfxOHdotqHeRWxrvfgjXtlGxj5iaxU6PIU9OEvsh9Y/uI5YtsgZe7OFID0vE+pUVwmtV8sdnEHNl4kyA//IRjCNYee82eR2RlhHKWFLCxbNd6pfu0W93yB7cj5icwJmdQnsOzZ06TqNBugsmEJDV5KI2+W4X25V0YpeutpD2UWkPm7YQWKQrSKUlpek85bEC1lgc67N5p8/bf3iXy39Uo3ZTobs+RBkgjTBpOu0u6TnJ4788xcQhgUp1UE4fV7uo0MXEAqmSGJUEVTJDkdhocZAPvPSGZPcfd/w8IW3wQM1mrWVpaYlOp0OxWHxodz3ipOz9XscjjziDcCzSMVihwcrE9VwJgpRPKkjhOAqtH/DqIHkQrK+vs7W1RbFY3C0Of5Ytzf+pIW0AWEGsB7i5gIPTczwxt59DhSKBlmhp0Qo0hmi7zaDeR7gevVodtztgzAl4/MBhDo1PkRYOKddlanaGzHgRL59FWMlUtkK9NeDaxjph4JOONKVIM53Pks4GmJRicn4fQSHHen2D4kSZVq9NGEWUixWsVqwvb1AulimVymxv75DyUmQzuSGx3qHdbIOR5LI5Wq12YvCbyyU8MOUNn4QWoZLUD4nCU37yzHzEY/HR9noURcRRhOu4OEruIsiPolKjz67r7t43CUK3p6gbdlhGbUjYg5KJJBxeSIGjEr6yFEkElHEEWli0HAZi6EfoM48IiZLrah9qc47Go/Y7o/c9KkTjOB6igeqhbtCj7eC9PNkRsrg7f4ZRYHvV4qP1Q0pJOp2m1+9T36niKkE5HaCiLr60+ApkHKJMjGdjAhOjTIiwfSQDbNxFmQhlYlKui/eJc+2nQ9r+rRZtUqlHijabtMyGFy+Rd1uU69Lp9fjd3/0dwnDAkeMnub5wl+c/+1m+/Ctf5XvvvMHB40f58i9/EelIau0mOtY8+cQT4CiiKJE8X7txnWPHjrC9s0GjWeXTn36ejc11ltfu87f/7q/T6TW5v3iHx8+fIxNkUMLhzt37vPbd15mYGCeXTeEKqG6ucendi1x86wKNnQY9YVndqvHB2x+z8dESQUcwN36Ax8+/wNL9Nd6+8DZryyscmTvMM6eeJmwMuPbxVbycw9yRSTbqqxw9dpTzjz/J9Y9vsnx9ibir6TdDdpZqnDx0ismZSQYq5NKd96k1tjCDkK2NbUpjY3TCkFqrxdmT5zh7/BxHJg9BA+5+uMj4+BhO2mC8PgtrNzDpkK/9za/iZ31u3bvF5774WT7/pVc5fuoY9+7e59a1BY4fPMGh+cNUihM40h3yCkaWDD+cMA6JlHpvQbD3ITvavRhrMFagdUKSd3ywMsYMiRHSJMRVYS0q5aJSBlNdxW5vIdoxYqMPqxa5aJELAxpr2+i0gzczRjSZwT2xD2V9wu/s4HcsnkwTGkUkHIRU7NxbJrpaJTNfRM0WCcdSBM/MUfQzmHfWSUcDfJkYP8fDe7BzsUq4vEPqWAWdTaPGx8iOVbDVHWy3hUxJiDWyHuFEfZygS0f1uXd3me0bNbLROOlMmiiriXJRglwOBJ4v6fRCmvWQ6lqPdjNm6kiF8pEM1gdhXVwbMDBNatzn3BcrHDufQjHAteAZhaMdhHGG8vsHk18MzScfVVFF0S9ue3R0Tz2kKDSGer1OOp3eE/78wKkc2I2aSnbnevh7Q2UbztC4FdLpNKlglCP6wKNp73m4f/8+rVaLycnJf1+0/ayOGZCuS2iSa+lakMYgZKKs1GFIbXOLqNtjYqzCwQP7mCmPsb9Y4dljJzgyOU3eT9HY2abR7eAFKbwgoC8EnThEaEFprMLq+ipep80+C6dyJfaPTzA1O4Wb8inmc/iBy8b2Gr1el4nKBGEY0W51yWSy1Os1stk0qXSKbqdLFMVDMU2S2dnt9oh1ovzvtDvEcUwhXwQzQqOG9zqSONJIoXZzdn+gaBsR2WziR6jjGK3jpJBSchf12qtYfJCVqXbbozrWWGOwguE6DY5VScINJkHXpEQ4ctfQVlvNyCB5t7NiQAmJHhVCiSwKKyRWCIwAK1SSVYpIrECGETxSkHDw9nBI4zjeLaQST7TkvccmJIxDlFCJWb8wQ0HRcO5amRgJQ7I2Dh9Vo7VgdPy7Hm/qwd8dIZJhGOI4DtlsllQ6RV+HWAz1RhVDRJBxEEonojalUUqjxQArBhgzwMR9HCyeVGAMge8N59roefqTtUZH5+TnJHv0gcpFDF20DUnO4NLyMh9+8D65fJ77m1v0reCzX/4y4zOTLFY32X/iGPNzc8TWsrNdZeXeEqdOn0Z5HqHRuK7D3bt3kMLywvPP8NZbr+P5go3tNaZmKmTyKe4tLlAul7l9+w5jlXE8L+Denbu06g3q1So3b1xn6eYCNz+4QmurTipI89Vf+Suk02PoyGMqPcULx54k56RQnofwXbJTGZ559Tyv/PLL5DIp3nrtLe7cvsfsgVmy02mWm/eI/Zh7K4ssXLnN5Tc+on2vTtkWODgxT7vd4u7Kba6uXOIP3vx9Fjfv4CpBa6PB9Pg8MxP7cWIH3Y2ZyE9SCQrk3TyzY/PUN2ssrS0wdijPws4NLi9+yDOvPsnpp07yJ9/+EwrjRT73+c/xwZX3eefiu1S3qkyUxjl36hwHZg+Q9jIo3F2y5w9rq+0lZodh+BDHaC+6NtrZjCaf6ya8PSGGiwc+jlWo4YNSGoUWLjKXw3F9thbXGVS7uPUItdHHLrUR2xGm06a2sIzsRKQmJqE8hnd8P8FUip0Pl2i1tvFkhG8jhI3wpaK9skr1jQUK5QL+wXHiYoD/5GGcSonND9bptjsgBdbG5IRPSghqt9ao312luK+Ce3wfzJZwpip0Oi2irT5B24e2gFSIl98iCJpUstC90OHaNxdgC/Y9VcaMx1gpca2DCGJkGqKgh0xDabrA3JkcE4dTrC5vs7PawLQNS5tXmH3c4TO/fIB0EOFacK2LsomazDpDG4AhGvrgvCft7ZFyalTIjFoMP+74eSnaHm1Fjox3HcehVCr9QGj73g/XfZB04LouruPhuT5KJmHQ6Ux6t+X56CK69zVzuRz5fH7Pz/5sxQP/UyzaILkmjnKSZ4VN8jOttNRqNZq1Bn7gUSqXSQUpfE8xli+QUw6HZ2cgDrEmYqxcptnrEPZCjJDUrOa9q1d5/+plvJTP2UOHmI9inhmrcDhboFjIkC0WiDsD8qk0mSCg3mhQ3djmyMFDpNLp/397Z/Zcx5Gl919m1no3XBBcRHDfRFIr1S11z0g9ojTT6rC63R1ewg+2ww9+c4T/J7/Mm8OeiAmHIzweezxtS2qNtbRaErVQpEgCIEgCJPa7VVVm+iGr7q17AVIi3S0R0fVFgACBqrpZuX558pzvsLa+RpINWFm9R7vdolavOSKT991CZ9BaS7fbpdlsYoyh1+vRarVyY0Y5qlrmzvcyb6OdNwkid2oXQqCzFKxG5ETK5MYQiRPQNWakJ1j0G2MtCoEnFUZIEB4C35EslWG8FK001rdomZHZhNQkTgnACpdFoLDE2ZE1TQo5FM8V2GGZRCHlAcM1But8cQuUdRzLli8rDJns02OdjeQeA9HBBilGpVhPgwdWWrTRgBPGtXmSeSnkUDx7LPhCuRRexVgo5hZwFr4iqGlqagpPSu7dW6bb7eL7nvMfVgIlhUt5pSwoNwf7ysMaSFNHiOM4dkK920jbw/X9x4S0bYtLxObh93Nz8yzeXGTxzh2mZw/R2rOXY6efpL13D9eX7zAwhnOnTiENBPhc/vwyVmiOHDqMVIpACGpRxH/567/GmoxaK+Lv/vffEkY+nmdZXVni4sWLbGx0+eLzy8xdX+Ctt9/h3Xfepd1q8ouf/yOmp5qEIuBHz7/IkUNHuLe+ziuvXeS5J1/i8IljPHvqPGQDOmvrvPXu28yeneWNf/Ea0ycazJ7Yz74DMwy2EtLE8pPXL7KuN1jT6zz7yg84+8x5tjb7fHnpKu1ohna8h6+/usG9zQ1ud5bp1VPYI9kYbJH2NU+deo4XX3yFg0eOkwjN17evc/PuTeYXroMQ1KeapDJhYe0aW8Ea1zpXqR+qsWHXeO/T97h+Z4GXX3uFDz95n8tfX+bCC8/yZ3/yp+xtT/PBu+/RrNU4c+Rkrk8jnVQCOwuyTlraism/PCDKfkFO9kO59pbkqWkU0vi5HR2KLZGWYIRA1Vv4jRk6y+tsLqwQL/dQdxPs1Q38exr5RZfVj+exMiU+eYzsQA35zAHC4w3ufHaDdHmDpkwJrZtQAqnRa+tsvD1PsK9GfHIWqwLk808QHWmx9btFstUtWlJhbQIC2kJgri/R/+Q2wWwNdWYfenaa8MA0Zi3DrnQRTYtubKHCLmEyYG8mOTFzANUzXLv6BU/9+RHqT/jcu7lGI2ohA4tCI5RAiwxrNemW5u7cFp+9f5lkPePuzVvIdodf/rsLzB7zkDrBt+FQKNYogZFgzfYUSGUfjnLuzN1saSuXqdBTazabw2OSsk7TZJSsuz7E9wPCMCQI3PcoisactCetecUxi9aaOI6J4/gbJUu+K/xRkjZR8t8yjrwlvQHLS8skacJUe4rm9DTK80aWlkzTX1+jVYsJAo+1tVV86REFAc16g8X1Nf7qg3f5H19f4epgk8u3btA08PzRE5ydPU5kPXQ/Y6oxjUlTYi8kED5bG1ukaUqtVqPVarnN6yBhZWWFdnuaqdYUSZIQRRFbW1vEcYyUbjwWvpFCCDqdDrVabVs7SOmimcttNHkcWljaCo1TnaWgXeBBESwgEbkF6/7+VM7pXjgrmBEYJFplpHJAonqOuHkZXb1FJ9nECGdUEakjIFJJR5CECxiROWlzGQwMwlg8KZAWlLA4QYIMYTVKlKJfS0eZxWZzeCSLwIiMLb3Khl6iI1bpmA0GdElFQl/36CUDUpO5dGie73zqsvEj1rH6pIi4NU7bTo382mA8ItVp3UnarSkkgvm5ecIwollvYLQlTTJHVI0gSw1BGCOUQhuDNoYoquF74agjPwK+d9I26nyTr+DyjQkh6Q8GfPq7T+kNEs48/TxzN29Tn2pz7txJ5m7e4a233uHo7BGemJmmXov46our/MO776D1AJOk3Lh6ja8ufc7C9essLtzg0MED9AZdXn/tVRYX5jmwbwZpJat313jh2ee58uVV3v+/H9Jd2eD86SfpdfucPnGSE6dP0kn7/J/fvM3l61fZe2g/rdkpBrbHem8FYwZcu/4Vl658xi/+5c+pH4758vZlrt6+hsDn9JHz3F64y9pGl7nl27zw2o/Ze2wWozyOHT9DGDbZ6qT8+LWLrPQ79E3Ciz97mZfffJ03f/UrZp44xKVPrhAQc+z0CT5fuMz17k1e/1c/5dyfnSfaG3Lz7jyL9+bRccq7X7wNM4Zf/us3+ek/fp1TT5+gbwZcufYVvi+ZW7jGz9/8GeePPkmtHnLwwAGOHJglUj779s7kjqwmp887R4/upNNW3sEVg65YFIuBJzAIaRHGmbFdF3Y7MGEFRjptMTchKYL2AaJoD907a3Ru3MVb06hVy2AzQSXgrViWf3sNfzMlfvoQ5kCD8OwszTNPsPrxCt07a9SkwsNHIKkrie52ufnuAoSWxvnDpFMx/tlZ4if30v1omcHyGlYKEpEQC0tLQXJnhXufLRLMBkTH98O+JuHho6TKcEffJoss3sDH74SIjsAXaxw6FTN9THF9/muWr67w5X+9THZXsffgDHXfQyQSZZw/4tay5sO//YzBSobupKx3bvMX/+ZZLrx6EEGPQPkI7eWilZJUgRYWJRwhnTwSLSa8YoIqFpDdSNrK1tud9MzK/mvF/8sojpvEcOef3ysY5sp9UL0UhLA4rtmWdeF7wB8laSve2zrr0ebGBmtra4RRyL59+4jjGJ2mKCExubeSktDZ3CIMAupxHWElS8t3UQL27z/A/MYaf/nR+7wd+3SmGvT6fcwg4fjREygvohG3qPt1Bt0+eIJ9M/tYWlrG5GK3vW6X6enpYXqkbrfLYDAYjrVGo0G/3yfLMhqNkXWtVqsN89YWG4ntbZTdl7S5xmdoyQPQaereXwqXvq4knVHorRV5Sotk8kIKBMpt0D0BngVl0GJA32zSSdZJTI8k7dHrb5JlA0IvIpARvg1cyidKPqe5j5sT483tbMa1l83FdwWi9L2Qvx6NwXLwgSqEhbUiSQds9Nbp2R5e4BF6EdZIdGIxGdhEIq1H5McEKsCkZmTZKwdtyDyi3Bqn9+aroU+g1npISIaR6Nq4tFXG4klFs9Gk2WgSBzGe8hE2lzgRjhyrwMMI0Mbgez5CSMIwwvfyNF2PiO+VtBUdsAh5HTq7i1E4Aghq9TrXr93gtx/9Dq/WZM/MPj69dIkwjLk5v8DijXmSrS6LNxa5fvUGX176jJd/9BK9jU2uf/4Vujeg3WihjOWf/dNf8cwz57g+d4OLr16kPd3i6pWvSAcJZ06c5sqXV0i6CbcWbuHLgNcuvsYT+w/w6Sef8skXn3FlYQ6lJF989SWt6Razp46w3ttidWWNuWvzvPW/fk0/3eLkMyfZsJts9jep1abwspCluRUWb9xhcXGJM+ef4uU3LlKbbhHVGqzfWce3Pv1+Qr3VZD3Z4Ce/+Ak//IuXmFuap93ew7PPXcDqkHd+/RuCusfyYIk3/vlPOfuDMyxsXMfQ59DxA3z0xUd8dvUSS907vPyzH/PK6z8iI0F6klPHTiE9wV/9p//Ms0+f409f+BGDrEumM5QRzLSmadabhKo4viyaROR5SLfvzoqBUByPlsV1y0r1w/BumycbFiBwVjenk1FaSJFIK1FaIVMPkyq8RpvW1F7M8ib3Lt/Gv5UhczUzj4Swn9B77xp6q0/t7CzZ/im8UwfZ8+Qs6aVNuot3kfQIMIQ2IyDD9Pvc+s011EAz9dRRbOwj9jWJz+yDuT6dhVUimyCsJjOKCJ/O3U2WP76Gn1mi44dh7wG8wwfxAkUyv4G65xMMFNgthFlHqTX2zijirseJ+Enm3lnhnfc/YfN6lz1xk6l2THtPTKBCPvifn7P4yT1kR7K0dJOn3pjll//2BcKa2y3bDJTyQLo0Mlo6J1o/b6iCrJUJTuGw6xaAh/dpK462i8lrp+PHP+TXTv1tkqyV/7az1QzKGnXF4iWGfW78nSefXdRlQYSLBXQy88F3XS9jgRaPSNqKPrIjyX2MvraVPUm5t3yXfr9He3qa6enpkRagVNjM5Ak03btsdLZQnk8UxERByMb6JmnSZ3pPm4WNDf7b9at8rjxiK5nSgrofcbg5zcFGi1AK9uybomt6dPt96vUam5ub7DuwnzRN6G5tUW80qNfrdDod1tfXhynKgiCg1WqRJAlbW1s0m02stfT7/aGVt9vtOrX8IBhL61ZYkO9H2twGRQytRUIKspy0IUTJWlQ44TuBad9zSeB1ZkY5eo0C5TbMwgerMlAp2g5IdI8scwEOoPGkRGhFKOoEIoR8K14QQiU9Z9kzBokAkUfEymHyTfezxfmPytzpzDprWCFw7XleTnhygmcl2hpSa/CjmHo8RT1oE8gagagTB03qQZtI1fFEgDBOE9TLReKNMVjj/PW0NujMIHJ/QSElg/4ArfOoWm3wvQDf8zDaYLQeCuF5yrVtFMYEfpS3gKsDdyTsxpTR7p2UH2CsJfDDnLQ9Or5z0tbv94cTRLG4DMX7LHkCWyc4l2aGTFuiyOfu3Xt88NsPaTRbHDl0AGUzfvfeP/Dpxx/SrsW88coryGTA6u1b6N46P331VV5+8SXOnTnNDy9cwGYZt28t8OabP2NtdZVf//3fcfL4UZ44eIC/+e9/w3SjTSQjIi9m0BmQ9VKeOvs0Co/nnn2OHzx3geOzR3nh3HMsXltg5dZd6iKis7JJuzENieGDv3+XZHmDSDpV5cOHZnn6yac4OnWE4zPH2VzaYP7LGzSiiKeeOcvZs6dzJ8caU3Gb3maXzfU1GnFMliQ898PnabUj7q0uYbFMTbUJUVy79AVxrDh57jgvvnyBmxvzfH3tMoGFJ4+eQCGxynDwyH7OP3ua/U/MuKikTOJLH1LL3JV5Th0/ycnjJ9CZJrQBynjYxEJqadVa+CLAWoHEQwrFTmmsikWsmIQKbZ/JSL6y9Udb50Nh812XxgUnGDuK4DFWj4IWcKHjBosIY+K9e+glG6z1u+hGjI4j0ijGhiE0Am4s3GZNDdhz+jjEMfLwPmoXDnFvfo31pS7SBGhRI5Ux2ovBD7m5vMxKa0DwxBQ69IjPHCO8cIiNtVU63Yy03abbatFrxZiZOkYolu4s0Yl9ojNHSGshtakZYq/F1npCgkZMBdipgHRK0Y0E0dQMoR+xaSQLvS7Lq4ssXZujdlJy/qWj3Jyb5+MPPqbWDBl0uuw9FvJP/v2fcPB4hDUDhIBUa6ywgCIzlszqPAVMhskMWabHcmAW/oRF/T8saSvuKxKmj8bqd/tVWM/KMjJlWRld0lsqZ0OYfEahuTQityOSW76+6Nvl950U8SxHuH2X9bJTuYo2fljSliTJkCR8X237KO/d6XRYWVlBeYrp6T1DsdQCOneodzqm7t6tzU3CMMAPPAwanRiW7y7RmmriNRvcXFvFbnQ46Ps0s4xze/dztNXi6N4Z6HVpRCGekqzcXabX7bJnzx7q9RhjzDCXpTv+dFI0MzMzpGlKr9ej3W4Pj0TTNKXZbNLpdIYSNb1ebyyFUrnPJ0kyZi3fNnYFzgc3F9VO05QkSfP51QUBIBSg8nmW4e+du50Y/t6dn7qABmu0s1Nal8xdSPBk4MiQUJjMRxEjCYY6H8a6IC5thVMFQaLzEwDyjZI2ef4E6drJiDyZvbUY61QQsjxpu5IexthcYURghEB4EuV7REFMICOUCFFEhF6dyG8QyMBlZBAyP63zwCoyrdE6D7QwIi+rqweR50W1GoRVCCux2pEzm4HJLMJKlPSR0nOBdMrDKY66gLVMa1cHouirdngioqRHlmSEQTimsFDMOQ+ziS6TNmG/A9GhkWbSuJ7KTjC28CeBfr9Hp9MFIZGeh/J9trodulmK53vMtNrUohiTZXT7HXzPd4w278jJICFJBtSbNZJ0wNrqOs1mDRXAysY9Qj8gkD5SKJI0Q+eWBWMMXqCI6iGeVOjMsLKyihJuxzCwGWGrQZYZBqtbNLwQrMF4UGs3IFSu8a2H7mRkWykSiRf7+LWARBgy4cyuWT9l0OkT+xE6M4SNCK1SBiZByQDheYieJVvpIxXISOI3AjrWWcoaKsYXHoN+AkaiTR8VQhgGw8VMKfd+3V4Xz5PEtQiwSCuRSEgtnpDU6w2U9MCWdlAP6ETFRLrTpLJTt/rmTmqx1pnNRU4WjTRIbYgyjdjcIks7CG0RA4vMXD0LzzJQFu351Kan0bWARLmJSN7bRC718AeZIz4y1z1SiiySdCOQMw1EHDorWiawG5uk3R7CWmRqERqsAgJJJi39MIS902S+xbcpcWaQ6wNs2kN5GkhBOfJp0ymsDkh0yGbXwwrDQCaoWDG9d4qtXpdeN0MIH5MaQs9nar+HVX2kKWQ7wGU6cOnAMneejMIgjNyxfosxVnyv1+sPRdq01vR6ve/9KHDyfe73u0lBYfENfXeyvnb6+2S9ft9Ro5PvbYzB9/1hNohvi8FgwGAw2DWac2XSXFgWi7mtIO1jbVqQcUZSMUOxbw2DbEDkexg/4JbRrA8SUKCMpoaiJRVN6SOzDJnLWKSJOx4vctGWNxKFQaI4di7KWpDpwmrm+/6QZBbtVy7bpDWtsMLdr9+VNxvdTodBt48qS2QU1+X/WlssjTmhchYT5y8oDVY4OSbHewzaJljhtA6ddcwibYA0AUrn2UBKzy10/svtUVi2rbHO9UWOj9dhWYXbwGNBCoXJk8oX1wophimz8ggGyMmilMrFrFqLEMo59hSFMsYFaACY3CKGMxQVZSXvM+U8Bbb0/6K+Cv/Boi4LyLweyKVQTL55kPmxeb1e37Zpfti5pFjH/8Nf/sfvhrT9QTGRZckOlQhFqdOaIQl4uEeb0fn75IIx/rHjf3P96YExIg+8H01xt8U4YjV2tYFHeJ/xOrKIcglH1fb4IDdLW2lzD7ud33qsLq2rHitBC0o57xjWqtzhnmKHLh/UMOX7bO5WIqxTui6VzF2TFwRFbi8s9cjyldsr3aIn+utYB8fk/929krkVKnx/sIwkM4y8zzgaXlTg8ZkYy0t2lmVj8kpl389vg3z/hxU2t9rl747N3TGME9YdQrpKewiMiKzODW9irLzF6UBx7GvFSFDYWovNJ2WRGxmkkK7M1pAmCcpXJIEg0TqXF5FOakO4WdQzFqszyKNxh5ZcY5FqPFq1KEfxxgW5MznJ8n2XycYy7ltrtJO2GmVQcfmfYRRQUWw2ytpx3xZl0vbYe6JaW6i+lH9Z+MMVTBxc6PP2oeUYbWHh00OiUtzjBqbctn4O/bmEHYmWlkjOaJcxThKHXzlrs5RY/WjvkBtYHRkbcXqXgkSUyjO0ONlSstliZFkxnFjK49SFSG+ryfyiwpdnFLXpXs2VZ5xYfAOD+cO2vKsbYRHoPGpMYfNqK169yGlfkC4jLEq5+veKiTl/orQWYV3dWDEiPwIX3SQK31gzFEFiMtzeWjmsElk8qNhpDduevF2VK781Tp9IgGe1M/fjIqwY7pZLdS0LdfKdB/UYQX181pIKFR5/5FqMCpC5Tuho7hz5ZxVKBg8vzvAHLv4EIfN9f0xQ+mFtMAUvtYUFLA8Me7C54eEmntE6rYfPMKYc6Z0/T+B222akLmEFpPku2W24ndyI0G69jCJnZYuU744shVtZ81UdD/C0y8mqsQg18lEt3Hp2quOyFbpcp9bakXYeI4mSoZXG5m8jHHcp2qTsPvT/i8eetI2pHW/7oXTdfTrReKi0HL96+I94cB8UZStJ6Xn538ZLsPOx4PbHlwjgUK2uZAMSjBHJbW1ty48oiFip8+zwaTyww4jHanJyRRoODYYkPTedDYX/LSUyO/nClAJc7DByqQh+kBSyqxOQJTtkKcOA+1NBiO3wMyYM/Tvs0BXKFmmlFGqiccWoM+ZE/8E7sAeNgwoVKjwYCkbzJjIfzyPH/tJQfOyG2OQRG4xbbB6JFJSWGxegU5q/duRnj1ozo/VNSsbJMqUVVNgREYKJM4z8aFLYkoyvRBmLEgIvPxa1QqCNcXOtyEmpHYnoluuv+HlbvuwxpYvx91UT0ezuaDcPBMsNMeV7yq5hj9xOOR570gbf3D0egvNP/Pht7nxQB70fGfumu8WO1+1cxvu8444rtxibcL5dLYnhkOFb3/NdoFyqkrz35NHgRBHlDmVW5QsnOK26z6eKnS4e+5XYds9OZR+SZVGUeYL870iwHzAsH7dVpEKF3QQxab8WO4zc3YHfi3/ljmvMt1p4HrG8ZSPKzuUpG9/A5Tkd+2xRkB+VJ4QR2wiWwPmaFR9iEcXVO9Zh2cdsMqr6fkea46Rs4t0QO173+8CuIG0VKlSoUKFChT8OfBPRKQec3PcUSexIQx/4eZNk7duW59vg9yXMXZG2ChUqVKhQocKuwuMQyf19lLcKQKtQoUKFChUqVNgFqEhbhQoVKlSoUKHCLkBF2ipUqFChQoUKFXYBKtJWoUKFChUqVKiwC1CRtgoVKlSoUKFChV2AirRVqFChQoUKFSrsAlSkrUKFChUqVKhQYRegIm0VKlSoUKFChQq7ABVpq1ChQoUKFSpU2AWoSFuFChUqVKhQocIuQEXaKlSoUKFChQoVdgH+H7mXq3wWlwnKAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTAyLTI2VDEzOjMyOjI4LTA4OjAwIHAgTAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0wMi0yNlQxMzozMjoyOC0wODowMFEtmPAAAAAZdEVYdFNvZnR3YXJlAGdub21lLXNjcmVlbnNob3TvA78+AAAAAElFTkSuQmCC" } }, "cell_type": "markdown", "metadata": {}, "source": [ "### Галерея\n", "\n", "С более продвинутыми визуализациями можно ознакомиться [в официальной галерее](https://plot.ly/python/).\n", "\n", "![rsz_plotly_gallery.png](attachment:rsz_plotly_gallery.png)" ] } ], "metadata": { "kernelspec": { "display_name": "Python 3", "language": "python", "name": "python3" }, "language_info": { "codemirror_mode": { "name": "ipython", "version": 3 }, "file_extension": ".py", "mimetype": "text/x-python", "name": "python", "nbconvert_exporter": "python", "pygments_lexer": "ipython3", "version": "3.8.5" }, "widgets": { "application/vnd.jupyter.widget-state+json": { "state": {}, "version_major": 2, "version_minor": 0 } } }, "nbformat": 4, "nbformat_minor": 2 }