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Ebf1rmqTlQ+N/gcUIe0bieO64uqa7qCXWs6ksqoQpmllZueBxzyec9a83+MnxF1zRLJdFOpz3VhC4uYw8zgOp3ZBGcDq3brXqvxv8d6lq9uXu7iL+z0B8lVhSJVbjLfKM84HUn9a+QfHXiiLxrqemE6pFYb0eC4uJ8lE2nJBwCe5xxXbQm+pkpJTtA6Twh8StOtdUutN8Q6ld2UdurSqtvAkvmIBuwjswI47V7b8Iv2h5tW8P6LoVyuLC3/ANGt7lwVcKWJG4c55OM8V8k6o9laIs4u1vobaQWb38QPlSNglDzhhlR1IxkHmtDS/En9kPbtDc+XE0yOeQR1HOSOB9OK9Gm4025QWpvVc6kbTd7H6gaB8M7nWNOtNTl1jTYbWYbgyyMW46jlV5Brg/iD8KtQ0WLzwi3lq5IW+gPmQj5huB7q3AGfr1zVn9l7xpp+qx2elavi6XU08y3lLlUR1DEjggZZVA4/uj1rN+KXxkl1nUdR8O6ZdSWuhRySW8UFm/lq4U8lmHzHJzxnGCBivPxlTniqknqtj3MnzJYGDhyc0JfEtr/Na/oeG+Nrqy0XxHHFNc2XnXGJnmdQFicYUqGbO3hRwfSvVv2cdcj0KDWNYtY7a4iI+xhoDjfgqxPyjBySoz9cV84eINJ1KPUne7t7O4tpCFMKRFQFzwcg9fw712fga01axupfsarZW0haUyR3ZiZRGudqqRh+n3TnJ7Gvn1UmqnOnqe39dwc1yzp+5/Ld6fM+qvG3j6e30W6ee2jSIQtueKYlwNvZSoyfbNfKHhz4qSR31zpl3OiSoyBJZhuycAc+oJXn611vif4jy6hpd7bapKWkLCBPJX5iSCVO0d8qen4DtXzVd34tPG96s8Mi+bb/ALszx5JPboevv+eOa9mhiZVY3fQ+dz3C4WnOnHDbSjzfe2rfKx9Yav8AELWNQ1vTfEEWqHTNQsoTaL9gAQFGByGDZ3de/QdOeazX1jTrSzWJp71ox0txdybCeuAu7H6V5toF/I+iwC6V5I2MbRMQcnDYzk9RkY/CrGqTvIszR7TKVKrnPA610Sm5bnyblO7beomu/F0614ofRkhlSSGMzRuZBtfGeMDpg46E5rux4tj8QfDrX9bmYQaroUAkldJC/mOpAyCSco2UOOnzeozXzfqdu+k+NtMurbfayTROss0y70jO5QCSOgycZ6cirXi7UvEeg6NqdnJGPsl7GiyvGTiZQykLjpjgZPOdo6Vz1LJXPQwU5Uq0ZU5NPutDk/GvxZvPEMkX2mRp5kDAEHnk555rl7TX73SL1Z5Y5IRKc4IIDD8Rz9a3viJ4Rk+FPgjwT4p029ktvEGttczSKpBMMA8vywM9DyTn/aHpXm+oeNdW18ifVL2e/ePobmUvt9cDt0H5V0Un+7Ueh6FTWTadz2TwvZ+KfGbXT6BoV9r0cO0zSWKNI0W7IG8AcZIPftXceDPiPq9ppFzMGuE06BHsl2uVPmeWRz6bWI+uMV5N8JPjtq/wz/tXT9M0mK+n1xYbZd0xXYQTjAA5yWHX0r3HT/h403gy1toNcsbIxqRJHcnczEklj8oIzlieveuDGVo0+VM68PTnJ81PdHg+ta5e3Fzcw3S/arpyBmJyrHJ9wRk1oTmWWwtpbhrjSL+FgY3uRtboDyehU5XDdiQCACDXc6V4N8F+GtfN/wCIdaudaQSpK9tZhYIsqejO24lT3+7XrnijQfgx4s8Iy6gW1TSfLjDwfZ7iNkLYyq7cHIPTqPqOomnmMLWlqZywVTyPnafWNYvgh1CS+uHQbUZ4yBj2wAPyortfCyJfaex8JeItK1vTVc/JevFBNbn0aOdhtJxnKlgcdaK7va0vI5fZ1Ox7XqXjuJTLpTNJdXLEM6feUd+hyBj6j2Ncj4g0ea+a0nisYYAdyvC7ou4kA4G3OTjP078CsnxbpOv6RqtwbbS5p7dnJSe1TfvBOSWx/LjpjpXKate+MbTTtR1GfSZXt7SAvE13Kqlc9TtHtzjGBj8/Ho16UYRSkjy2qkpNsoat+zh4ovJJdS0K2Wa7h/em3tJlZ1UnjjPzdOgzUen3moqmL+0ntdThJW6SdQpyOCdmMg5xnPXrxzWL4A/aT1vwrrpudRtJfIWMJstW5JB77s4B9uldtqvxQh+MTXviH91a6rppjWe3xs822bChsn7xVsqSefmXsBXp08RVVXklH3X1PXjSpyoc6l766HKQ+MYdD8V2ZmkdLe5nVZgTlSNw5/Dk17he+Jb7TvDOorasUNuu+3uSc4RmGTjPOA3H0/AfMfjLwm+k+J90sqJBG4bDHcQGBKg84wcEfgfw9T8KaVqum6lptoLlBZX5jS7trrJQKx52rtHHUY7dzU42zXM+mp5cl7ydzUsr/wAJXGnyvr1/dXt3jMjTXUhMrdwMdSOP6Vz39qfC+0s2+16TJcLDINsLTyhthb52yG64z19OPWvcbP4ReArGT7SNJS6ZcYEzl0JPQbTkHufw9xXxF8WtBttP+Ievw28DwWaXknkxEcIm75QOMAYrjw2Ijim4xdjdUo0ppqSZ7Z8XfD/hdLHTpfBUaJomoweTdSRzvIVmIDRCQMx4J5BHHDDqK+f7fz0byJUYqjD5R94c88VneGdRuLTWjFaXhhinjMcqs2FZc5AOeOCAfw4r3jwj8Adb8dB/E9tPp9lpMFykN80kh3xyEBvugchj05/KvQhelG038z06s41W5QVtNjvvh7481OW1vNPS8t9S0/TCyxXEcLwySorEh4/l5O3blPUd65Kx+KKHxbLDcaj/AKBIDcRzup3M3y8McHBIzz6jrXTeIvF2k/D7wnJpGmyWsd88RtREjfMzckM/GH6Hntnr8wrw660G80PxW/8AaEqGIhC00eWGHy24g+np9a469RNcpx4alNxdS2h9NJ4xtp2C2CXcV9GonWWWN1CjAYMC34EY60zUPGFh4eP2O7lmgYqGjk2tgjnOWAIz9a5LQb0WFk0FxOJV27d+c/LtwAD6Y9qk8R6t/aStHEY3cxhwDyWA4YDHfGMfjXi2szuvc868X+OLuHVpZbC9aaNJVljnWTeFwByDkg/eYc+tdR4L8f8Ah/xbqUEPiCylZk2wR3TzsWUHknc3A6f/AFsV55rnhy80u1uo2tYV00uH3qx8xd/OCPY1z+ma6unw32nwRIZJ1CCYAhkwwOR6dK9Og5ODUTOtBKcZ1FdLX5H1F8SrvSNIuLKPQb2RtOKYjtpWUtCAwOcq7A5z14PHSuTHiSQiSJQzHI+fDEZI9hzXmmlz3UsHmzXEkzKoALtnAFd9YR+Ro13fKBcSwxGSKMHh3xx9cdce1ehQi4xUZPU8XG1YVqrnBWXYmsILzVbLxJb3F0bdbjTykREewOVkVwnzc4JjHTHT6ipr+0nj8HRLMZHks2VVjdjlMsOD68fh+VfSXw0+HvhH4i/Bg/ZdPiGr3di8Vxf3UzN5JwGWReijOUI7jkZJGa+cda0FVsJLZdQ1BNV0yBzcw3aEuyqQGVsjIGcYz68cGu3GYV0IXb3ObB11UqR5U/dZ59+1FqqNaeCbYjEsdnI7rjOASgA/8drw6Mq8UnGOM44NexftKeH9UvtW0ZrWOS9httOjR/KUkRuWY4OM84wT9RXg/wBpvbYGMwgnlSDnIxXnYWVqKTZ70k+Z3NqLxBN4d1ix1K3wZbSVJlRuhIOcGvqP4daNffE/wlb+I59SaxspnkV7aGMEptJGclh25+6a+SRo2p607CKB2CnBEalq+jPg94hjsvgtNpNtO63zXE4uWyx8qMhPlXt83P6+tedmcXOKcN7/AIGtOdVe5Tdrnj/xV1mS+8b3sFk8p0qF9lvC8u4EDjcegJOM9O9YKJq81v5CSvHbA/6redoz7ZxWx8T/AA4/hzxT9mkut940KTTh4WRISwyEVs5fAxkgYzkdqzvD93L/AGhFaz3sIgdsuzMy8DsCccmvSw3s3SjZGE5tttM6Pwfot1HazPcmFA5GwtCGJAzzxjA6etFcn411+a61UwQXjw29tmNAnGT36fl+FFd3NBHH7x+nA0u3gTyriKObGDiRs45xx69DWB8QLJB4C1u2Uxw7rR1L7Nx24+bv3AIz24+lXklecyTxyx/IQS3VQp9fQdqz/EV1exeHtRaFkmYWsrBFQsxO04AHGc46d6/K6NVupFt9UVKtOVz4TvNGt7K4dDcowznG3OPwzW7pcOk+FFGoGZS8iY3ZwCp5xj/Jq7c+MllWTbok0irwzR569znHP0NeceJdaxc+YbN4nI+VZBz1r9OjNpbGEJSeh77ZandfFHStNudM0J7t9JjaK6uXTzN1uhUqzoBkBQQuSRkY4617H4P8LX99rb6k9tbQaZbReXbx8bJW5Bfyz9zggY68d+DXzp8B/jJqPw+sNU0vUnNrpl9FI6TxqH2Ergpt77wAuc8Zz2FfTvgXx1Ya1pcVuy5e3jAGQVM8fARsgc7VIT6KvoceJmdStKjKSW2j9Dsq0acYKSep0s2p20bStdpFaRRSbVZ3CLyFJYKM5+8vABwAPSvkf45afL4v+KmoJoumw6jEI4y7p8mPlwM8jPQ9ecAV9AfFjTZ9c8GSw6fCIruCQXCpkRzPwdyg9OQBjOf15+UbP+3brW9WutCn8qOMBGW7nAnYckc7V7E9hXPlMaUoOqn72zONK2pz2vWV54aubeCbTbazmYhkRIhufBHGQc9a6afx/q0WhtYwBtJlEkUk4hmJjePcQGx/s5Uck9KyPEOi67p0ltrAltr68Rcta3EhZkzxxzg49v1rFsr+91OdL2+EMdo+YCiNlircbj7Dg19FdSduh2wlGMbLfubf9l3EuvDfqh1DUYnLSW+xi6oASzZ6YA/Hvit/41alfWPjONrOXbEbSFcAblPy7un4jms3XtWttH1nT9T0wJFeyRm3nd1yvzAoc9s9ffg17F4l8NWt5Y+GtaFwXk+zi2uo4WIAYjCnI6ghCMH+7XkYl+zrKTWh72FvUwk0ltY8WtvGWsvYrGbreigKFCkqBjkDn9Knh1/xLcND9lkJIGVdBgoc/wB7PynjvXo2rXvhfw/bTyPbwedD8xjU7SCf4h2/EVJ/wnmjXlmkdmZj5qZZlZj5YPqd3P0rN1Y7qB5yWu5geHLTWNQ8L+KLPVJ2m1AlZmkaXzWU52ZJGfbFcJpmk3Wnatdwyx4ihk8szMf9Y2M5Gf8APIr1jwhpulzeEvG+55fOnciCdd20JGIXK7fXzGXOe4WvNYmeOWJvNkMZP3XbcuamlNe0sdGOnUhRgm91+p1sUptdKmOQBsxn3JrpvBPiRJrFPPYyr5QEaJxuY+1cJeXzyaU7FVQHJG3PIUHn8z+lbPw4J0hba2lQOTGgPmD5l3Acj88V7Kkr2PkmtLnqfww+N2oeEIbTwc0VzbWxunjiu7QIZAXP7sfMMYBIGdwIBq78VfEWoXnhHxV4lghNnePbrZyk7TJIMxlmYjIxjpz27Vy+oaRuWK8KDelwGT5QM4PHH4V7Rrug2fiPwnBoEtjFa2YhkSaaH78yyYO8nAwQMeuMVwZhiuSUajdrfjt+h72D5o4KpK14XS32e6fzszwDwvq0Op+FLe+uruK8vXjH2jZtUgqNoBz1OAOfesi78U6JZ3ZR7WB5JFwQ8QywyO4JGK47V/AWueG9U1HT7HNysM7ossJUNtRiM84I7cCuauPC3iW/0/U9VkS6VNL2by5YEl22qB3Pf8qhxhJcylox8/Vnqt3q1q2nSSWsC2MQHyrsCAe4Hf8AOuR1L4m6bo2jW1loxjEQdmM2MsSCGy3PU55/L3rhf7d1W402S0lldi2AVYNux3Hp+dbfgr4CeJfFHiC3W702/wBMsJY/N+1vAVVgULJtyMEE7enrSlCnSXNVkNV+RNW3K+s+M7n4k6lZyapbr5sduUaVlIMxDnDAjB6YXuMqTTZ/CNi7EiGdMcGOSZRz+IBrB003Wk3F+l/a30o03MDMhytqSxwGyCFBcnuOSe9Wz4ltr+DJL202MEKPvH6gfzzW7jKP8PY5dEi/beENKZWV4boMrEcsD/KisvVtMuvD14Ir93t3niS5jWcbMoy5BHqM5GfY0Viptq6kK6P0ei1mKJPMkR5ZX/eJ5jHYVI4yo/DnPTtXnPxZ+IcmhaViwBjWZHheQZIZyG25z16tzz0rv5NGihKh5BKSMbduCwPDKTx2rgfi54V/tzwdLBZwNJcj54h5oIVUDMFGe5PAx6mvh8FKMK0faJNeZi1Y+X9D+Jmt2NhLa2lsksQZtqKm5hnP14BJrmdZtdautQ+2ajDHdwxWxuHIYEouVzwOSRkZHYA+lbWieHtas9RvIvsF5bTM/KqCMeoP/wBevQvhH4autc13XrXXUCQmwkt1XOSd7AZGc/3TX6DWrKlT50ZJ66HnczQ+KNO0WKxDBYoWSbCYLDIZVHqdzOPy9q9Z8DTzeE7DTL5w72ZkaISPt24D8xux6AK2RnuxPOK4SyibT7xlJ8mSEtGSuQQw7+xzXsfw00qPxL4XvNNupokghu/NXzTko7KArAZ56GubF4lU6XM1eL39GEJObszs9e1R7+yWOEeZ50Cq0S5AUlOQ3bOAelfHep2mp+HfGE1uolF1G3GwH5h1U+4II619hRarLd24E32c3CMY5X28IwwCO2QccdsVwfxEkikiiWGBbiVZB++434weB/PFeDlteVKs6aWjNG1FXR4pe3Gu6ne2cVxpZit5ZY1kkEbLhdwzg5rhfFegyaF4uv7W3jc2Yl3w5yRsPIH4Zx+Fe061qiIkMSscqVZyc/KOp/QGs0n7ffR3MsTrC/yZYYyMnBr6fntVXoZxq8q2OKl0mXXbe3DRXaoUHms/ygEeg7k4HPvWxoXjnUrG7k0tp3gt0Ox4mwVlAOUyPUZbn/bPrXReISYLHCxMMYWVlbqckfgeVBFQaHbrHefaRHHIIlAfeeecjI9eVNc1er+895XVjvoYiorxWzOf8U+KpdauFgdEIGVLLgcY5Bz/AErB8O6JqOoqR9pDBVG3dx8uDjgD2611OvPa6nfS3EMKwCR9gdV3Mce/+e1UNFZdP1tre4kMdvMm0vGR8o9jWKqJfCrGyd5NCabBqejnUIFlJtZsZI4Z/b1AOBkd9qntUn2aWzgXdCqrxyDluTXTafoMUyxxgSMzjG8d+/XPGTwPrWre+GpdLEU00CyQtKEO4c9cYP5evpXJCt7Ssr9zgrVpS0l0MCeFLpra3XPllFQ4H97g10viidLCOxvLR2jZW8uVQeCOq5Hsc/nVubQUgurSCHMbSHep2g8Dvj+VWPE/hxYtCnjMZBVA+8SfewclsH8RiurE1XTxMFf+mcULSi7m/HqSX2gWrAkblDfUivWYbd57eJ7a9FuNqZQjcMHHfPpivnjw9H9mit4riZnSEbgsj4AYjpgAkjmvS7HX5Li3RYMRXEJVCMdU4weR+hrnzZScYtBTm46IzNe0yOHxNrEzyLIRJuD+uQCf8/rWHdwQr4C1S8LfvJ76GEDd1C5OcfifyrOvtcmuNY1NlaaS1klIMsrDGAf/AB3j1z9K3fFkAi+G1tElusFvK6XCyF+CWOFOT2IwPzrnbcVFPyPWb91HMaZoTarqVnZo4AuZFQnbuPWvpXSdGktwqx3RlgiQKsaD5UAHH6DHNfP/AMNLm5l8S6bmMqY2JIOOgQknrn8ga92sLvUrW/VmZni5I804Yj0A9R/hXn47WSVwmrnzp+0x8MI4Ft9TtBb2zT3Mkd08Me1pWb5syccnK+vU14snhi/02ykdbuN4VIyu35seoz9a+jv2jb5ZrHSYEZfJuLkvJIx5UqAOmM/xeteHX08Qga2gdpZHIXee9erg6tRUIpsyVrHRfG7TdN1ew8JXUaSo7WRXzH6lQEKr/wABJbn3orq/Hng+91Xw74SjSKQS29ltdSMkAqmPcZwaK5KddQjy3MLyPpq9uVST/S3QfNxsJOG5Bz/+vvWVewCe3MUV0qKoBOSOfz9+Kr3cVrNDFLMjGZwcRpwBge1ZRure1eSNsmJjkq7HkdemfU182km7ly3OP1yyFpeSypIjZkYAFsO+PSq3wjt18S6l4huEkdEjaKNWiGeMvk1X8eajdWtpPHDsiiuAyRuh5ZT3/AHGfXpnmqfwdml0uC+EcKNHMUDO7cDG7/H9K+zxl/qmnkclFrnszm/il4eXRvGNzHbT747kLOJGUgAnqDx1yDXR/CW9mFzc2pYNO4XCr/y0xn/PHpTfilZLqeqWrmNJwIim0Hdtweox9a5PQFuNM1i0lhdj5bhdp64OMj9aIx9vgrPXT8ht8tSx6hJLDZ67HdTBpbe4JE8ecFZADg/lxj2rN8WPHqluLdCpEbk7JCF47DHbufxrR0eBEu2upB/rBuNuR90/8C49KzPF1xp11HJDbqxu5HV2dTnGMjnHArxsJN+3h5aG84e4cLJbrZanaxyFZWDBjHE2/APrjueOPb3qW7vILiby1wVWMjDcHIP+FEUSeesjDeysNyDgkA8/0FT3Vsk5JhiMKxAsiscnaCf6V9RJfv4y8jlS9xmTdk3Aa5MjSRBlDxsBgDBG446ngflWHc3k7B7VbuSJHUP5WB8w54BI4HJ4OOtdRq1nBZWiSTqZVkwoj2kZbHTgivOPFWr6jo15E9miRRzJ8r+WCRjsD7DFZVE6lblO3DpqNzp0jIjtozF5KxozBW+8x6knHTP9KpWujXGpCGW6+zG3Q/IyE78f3e+fyq9a3Vxd2NvcyxidmiVmfk7jgHnNc54QgvL/AMXRtLMxhDPMIfMzGSTkLjp1PT2rjp+9zvsbxnq2ewaT4Z1Ga1gFkphtVjDB5iQBxgjGOcDHI68VZ8S2V3p2kEXUkLxko+6M5AYD0yR37Vp2Fvfm3iQXPmM2RhjwoOQO/wBfzqj4giEzfZby4jSOSQDDOCu72PbFcmF5JVl3uOoqbpuy1K2kQvruoW5uDKpK7crjeBg9PyrpNVs7YaRe29s/mv5Dqru5znryOnfqOuK5awdNLmMWmagly4VjvhlD4+hHTj+dSR+JX85kk2KzDb5jkLjg8k/1+tbY28sQpR6HmR0hY2PCmiQa3ZRTx/urvb8+77o7ZFdB9rtNAkiTcJwAAUKgFh2z9eK5PwXHq1vbRx21tPJIwYxZXAK5xnd6ZFWtQ1WG1vBBcnEiYEgUbgpGPxP+fWurMLVKceVkUU1JnGajdWep6xcmAyW8ZkbMYjB34PTOcfmBXoXxKtgnwwtLK3uFEcckKsoHygBSMEjpzj8q+e/Edi8/j+5mWOVLea+UoCCd2SMkdueT9K7b4qeJZrnwk9sQyrLLHtfJ+Uhs4J9eK56tJqdJdz0+bY2vhnY6ja6wtxal0uLcF3SGUMrjp0PQ17Fe63qDWxW8guiYiCpWMjbnAwR+v+FeMfAcrbaDqEl5eH+0DNtUytkogAxtzyM5P1wPSvXT4hltoY3S5SZoxtZmPyvxyPyrx8dd1nG2wOSe55l8boTrEWkAxSB38wskxCsT8vT14Fec6F4eittZsIJB++uZ0hijHXLMBk/TNeh/HC9i1DQrPVt84lgcRbEIUBD3x6g/zrmvg14bbWbiXWZrhlFjIGgSTOfMKcNk9hnI98elejQk44W5k5JLQ+hNQhvbBo4IYzdwou1GxyAOACcZorOF9cFVDXTzkDl+gz3x/wDXorwuSZHP5FG316eZtzRSSI75W4bI2YP3QOOwqtq2qeZPAXXftBQKpxnBB5rpIEtrOEBFQuijzNqZJrA1LSJpxuiiLOHJG44xn/IqIKO6CWuxxPiZVvp0ClUZkwOeAc5/AVBZX0Gg262zksrFWyh68nnj8q2hpUOpXSxalIliqHb+8+Uyew6HvVWWx0jVvEElhpy+fHaIqFjuQFiOR74wec+tfWTcamEV9rI54RfPoV9Q1BdeNqICIzE5KFcdDgYz9ak0+3jjvEe6RU+bIZEypb03Hgmumh8A3FpZu9oRDNFFmLagILggp/L9a5/T/C2t7oDq7idYZP3bZ425GCR+P6GuehiaPsXSc7G3I+fmOhu3muwhtIoPI55eLJzj1zXNakY4bOcvCsIxknGBnHb6+1eoRW0dlpEMk0MaXR+QlQMnnj15rI1rw/Ym3RLeJ3aaN1AZyQTg8gYPfP5fQV49CvH2yjfS5vNtnk0eqQ6lNp9pb6dPbTSK7tcOB5bADkD17fmKr63c33h3S7i4UiZihTeV4APHP4k16n4U8PRWtmJbuCVHzsWFxyp5yee5wv8A3ytdtdeHLGe0AktlmV0IljkQfOvTp0yB/OvSxGYxjWvDVIxiopWPAdMu5vF66UdUuoIrV18v93H8sbDoaofELwLALiDfcRJGoYwyPuCNx0BAOSSB7DuRXtH/AApyKIImnqltabjK8P3s9OnIwOo7/wCPTad4D0+DJZI/MRfKDOdylfTP5VNTNaXtI1YXvbY3WkbI8+8BeBLXT9MtY7y1SZZ4VSRn5H6cAH9Kf4h+CttZXUb6OAipGyRiRfmRiy4b0yDuP8vWvYIdEu4IOGjjjUYkbAbzB/dH5DrzweKSG7gvGkjnYSOnRwvOe+PQ4/CvGWKqRlzxe4nvocHpnh+6+yQrcqsUiMUDD5N6c4bbk4JHJGe/Wq2peDYdf1FJJFASFt3CgAnbg5X6/rXojaHJfqyRq/l7iPM+98pznOce/QmpYNISyu8S5SQknleRn+fr+VQ8RNPnhoxSXY4bT/CWkWTfYY7RAi7pA4TZlm+9nH86p698N7aSPdCi7ipzvTJJ6jP+c16jDpMEk8YMZJIxvyM55xn8v1pt7ollfGWVmIAUsuBleMY9j2/CohVmpXb1FGOup4LDoV1p+bQHa6AozbzgdDwvRiemD6cGrGv+DZb7wlYGFJ5L6NVgIZPn2A53YHXGTwM/jXpsPgfTopYr+e5kkVGLCExgA9eSc/d6jA59+c1KzkRXGZNnO45BUryOmcFRwR+NdzxM6Vr621KUVF6HiOn/AAdeX7BFes8SwNuaRWDByCdueOOB0Na3jj4Qx+IdJvoUEheMhoDHnGe2RyQP/wBdepxrHdNITJIsjgZVj2JBDf59KgtrW7S4eUOBEpbYE+bZjqOO+AKl42tWmqjexSVzwTwR8P8AUrH7RaXun3EWrR7V/dsDGy9T26genp9M9BfmOzCrOPKljI3KvC57Ee2PrXbzjUb6/kvYLaeHG795GcLyOuc+m7I461cu/DVvr8M81+qLI6hA6hUUuowG9RkY6ccfnvPEurLmqLUh03seDfE95JdHSBd5t5Zw2c+g5IGORnH496tfB+cWWgXcBClWudwLDDHAAB6e1dR4l+HV9r3ii+ed3/0dh9mjlYlWjZein1zn73HTtitnwp8PjpNosMsgkeZleZSoJyeqhuQOg/8Ar121KtKOGVOMtWZWs7Fd/EMTEQs0JMfJDdsntx7UVc1fwDPZzRrKisSmQYohIMe5BHP60V5dodx3PUrdLeLaZwsRdfmRONvrnH4Cqeo3P2iWOGwt03YwX4yAe5NSz2S3EMR80qGAJwcHbU8dvDo9s7R3TL5oORJgkcdOK8uyi9y4eZxPifwa+ouWOWdFxt2/d6E5/wBrgj3yKpeEtH0/wpcXEl7ZtJqTniWMb37Y749e9dpGJr5JX8wQwxMQcAhmJxg/hzV620+BoGZj5NvGNylmw8nrkDtg/oK7J4qq6SoN2iiox1uZ02oRG1eSIs/msqiPodpDZ6dxxzWmYFsdMluZIUV2ByGHC4Ge3Xt+lVI4ftsv+gwJujwAJEODgHv0PTHGam8uaZJo7w+W4DBQz/L83fHPH+fWvPs2ibNK6MW6TUdS1S1Z1ZIUUlmSMnAIJGfTtWlbafPHbkCWKeRRiIknK8HAPp2rRsIEt3kkGBK+GZnGFwMcc884q5bavb3F0yxp54bOWDY57HJ49f8AJqvs6GkbW1Zz0UKyyvc+Q0EiII3GwquDnJye+eaW+uHV1a3iVnQBN0RLfJjOD298/rW1fLfSR3SlEWJFG1UTfnnHXoM88mqFnZz3EjyxQxRELudG6MM8n+vPatVK0dTJ023YkttSfy0E8kCKx+aEDO7pkDjmrsVtaXSJLJMgVWIVlyoYcDnr/kGrsMdndyQLNEDEqFWVMq2cHn1xzwf8KnhS0itYljh/0VQC27Izgkbic5Pb61gmmbqFtBfMRSlomJAy8KfmKj2Xgf8A6h3FVBDY/a5otqSTFeikhj1wOQO5PTsauRaZE+GRjHJwoJGC54PBHXPPAqvPdTNcvDbkbVBLu5GSBzwehP8AQirej0KkrLQpM96kirC2xuMRKoZV6Zz3HboD/WpG1GYRxJOqSQkbTjOBjOMAjI/r2pb+6Zd/k3HlHCjeqbhgHocfgPX0rCur/UFhjImdw25irO3y9emOnQ9s8CtEzBuU9TQfxVaQXOZA6m2mBJONx4xt98mtq2vBFp8tw0LNyFG7kewCjn6nsP14ea3l1eZZJpEtZgdv7za2RjBz0z+P1q5oGuXWnsbbUrOXZG2wSLyNvOG5yCD2Oe5q1CW44wk9zVkvNQl1EPdeSkbjHkoS+wDoPLUdfu9SPQA1V1mze+kEEahCGAL7MkgjoenqeoFa93eKRFGkksIkJl3REIf7u07TnB2n/vrtVWWa7j8kJeOYjvVWmlYkEEYGT1JH8/rSnNLV7lR3MBrJrnToHWN7S7kA+ZFIGUYhgR1BK/kCD2rSy0sEMsYfzvJ2yBMcns3Xr60C1upZZIrqdIwrb4iFIbHDcdMHJI78gUy8nuNHfzjKbgSkxmLYMScc545I9vWsee70NLtosST3Nq7O1qzxSEFpW9wevtxTHit7q4P7uCWZQyAZ27XzxjHHUDmtTxP4rv8AW7VFuhat5SoIo44+WXZkA9+/61krFHcz+asLs7kBYiWLFs9sc5/TrWik7ORmmzLawjvbcgSm2uXAm8pjkEgkDkH2HSq9vavEXaJzJajePLmIYE884HJwcfrWtJHLZJlrV1WPAIlH3QMA/wAuv1qhqV3NaWkgKxIEbeJMckcYOMd/YV0xT3YWKAuZIQB5YV/4grALn2BHAopZJkl2z23moJRlgjYBI4yKK05IvdByNn//2Q==)
de volta ao comando do pelotão de Polícia Militar de Floresta do
Araguaia, o Sub- Tenente Mourão vem dando continuidade ao trabalho do
ex. comandante Sgto. Wedem. por já ser bastante conhecido pela
comunidade e por ela gozar de grande prestígio, já que comandou o
Pelotão por duas oportunidades ,de 2001 a 2005 e de 2006 a 2008, Mourão
há cerca de 20 dias no seu novo comando vem um trabalho de prevenção ao
crime e nos últimos dias recuperou duas motocicletas que haviam sidi
roubadas e fez uma prisão em flagrante delito por tentativa de roubo a
uma residencia e fuga espetacular pelas ruas da cidade, quando o acusado
saltou por vários muros de residencias e se escondendo dos policiais,
que com o apoio de vários populares conseguiram prender o meliante
debaixo de aplausos de todos.
Mourão ainda informou que Floresta
do Araguaia agora poderá contar com apoio aéreo ( Helicóptero ), em
ocorrência policial sempre que necessário, como em assaltos com fuga,
remoção de acidentados e outros.
O anúncio do apoio aéreo foi
informado nos últimos dias,quando o município recebeu a visita do Major
Mauéz do GRAEP, Grupamento Aéreo Especial da Policia Militar, sediado no
CPR 5 na cidade de Redenção, o qual abrange toda a área que cobre
desde Conceição do Araguaia até São Félix do Xingú.
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