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ZYslBuXQrjAWj1frApT6aoQJ6YJ%2BdWJmRW7uFg/iGLxyGxFm%2BaB3MREOZlSUr4hsckUc0AxYL5SQHHLSXqQiF4uF9QvEd/zAJJYIB8nFmpn9NpYWeehqORLBzI4SMSMq0Wr1qpVGpcnaQtpkb2Qyk7S3a4Lsh%2B8yaRMWJIB1dZEEwAUTdfbWIZZMkoxpWG6pKyg8eKBgretyEVI10aG3oJ0bsyF%2BmFpDRh3vzcJIQpKhggIW5kVwh6jP7IKnCAszMLg2ljX4OuzbbysrK8McQzUV4/h8vmKkG71kJHpsbHbWanQ0SJAmCHjl%2BeoGcOHqENuHeh%2BOcOKiDUYe8P2LSAYK4TlWASR%2BEni16gw2BjAGQ12jWhfqHYh8cIeH4FgIaIkambkiG94W5GNiLApJSYkWT9IX0I%2BNSAwBTGKBmbLLRdCRBYleWMhjYQeZmzwBJBGFajkwsZw0a/ntsr7lMGa1vFc/mh1GLq1WoY%2BrSVvQaHtye3t%2Bu1tye/4b24A1W4EsLa35XQ4DclyM1RdJiVkOp8wimD4VxQCLJdT5iGUA/qReQaf8ogvEhAMsQOAKE4oTwEZGBUb7Auy2kIqliwmZUEEXaQNc%2BaAyrNKg41qHQeXlc5cZP4YZFBUVaWr6FdmPVPH5kw7XHJwgltkFyWRv17j9nq8gjgl3ziCWWBKSqsdFElK2yBsUEF6wSIWzyHJRncaCrxjq6ur6qBWoQgEJCq0eAyAwzVzM5RGhkE6LWEJ9hfYNIpoTQfaMjRdMkDHAuVykin1wIayewSvnjlgbdQcs4tiWXzn9rZYjw%2By9b94PXkIfqTQiZLS9pKSEjnGczi9JdssPiVhLF8gwLU1rXmB3lZOM0wWbT3Nb6ouk6ULkAnkYBLKtRcBiIbbx3vz%2Be7B%2BmyNYsN1VMNGjIC5ncjIVzpxVzzFmIBrQCan9AUl51wTeChiXKysNekMNwi4zLl/%2B1sA3dK%2BoSGUI4PiN%2BE2Ghjp2OF1zcrazknULuGszj4ZPpfjr1J8h2RgZ1WAvpD9BTmQM9xwmu4AB2j7LYLAZmJKpZ8Kv1euOg1YACw7AgwlAdeLiFggGkEBWZiO2wZKf9CuQithFBG4iwnJfJKGaL2g5ENjQkIi2qOyLQ4p7sQvJyEhP7DdN5ci4dZTKYQesVciNEgje5AOSqipNuubIyEhVVRW/hA7CCQkx6bZ1XZPuCLIXjEksc8FWwxxPnUqR5TU%2B9l/UEUu5i%2BQja8QiER1guQJJGCiDWTjAxLZYvHeBOq2AxWBMkG%2BNWVhLUH0zYyb73NnLly%2BHGTiGXT53rrLyjkGdSpF9UVEccFEBKL2Or193EIMJEgCX6VMZL1ulOnBgdYPrSUSq7lkkNbCLmMrGyrvEYPJghVDQszEdp6lnJkLIOwNmhDjaTP7w3Xd/%2BEMbVf0kWkJVYkPjYTDDZiXGJspq4GhjdThnQ/VdsBcjsUFEJK0makEqGLWofpqYQ34idulp%2BY2i/n0shzW92WEAa%2BW6KkV057dH0kdwaI74%2BRWNjPiN0KtKSpLb30RMG7m/dC/blbo%2BXMRAJnZBLCL13EWKC9wgiIFcFi0hEyt3Gb%2B5BImby5Ge2ASTYFlUqAVtGDOFD9TZ5UxWeRernImuwsZcDLtmEMrYjAX9hcpzlyGUAZZziGXPvkhTcdtPxS80NLTX0aDX0cFhLMuuPT9IBlz83ZNapV619br1xCwwUR6f41h0cSCkQIDH7iSWrCARKPEZ6sCFUTFeXQ9Usv/w50%2B%2B/rT4cHz1ySffrSQuEsGAWCRzVDMMBMGD0hKiFo%2B4PDoJlJmYHEjmMGUW8UA88HSEAaklsa/EYZI0WYxq%2BVWtcqSSl2fOB10xCsrSUpnQVtAtAzfhV/kVARAyVCb9/PyqxqroJfkR6f0vhmMeqamltEp3jrO7OCx4u%2BVQnmwtHpgLyAXNJVPhwdLSJYVw0feYqRxiwWYXu2CiQupSMDHBYWu0jjNoxlC2YOBi0tD1sQ9QgG6co5%2B9k/YuDOJXZSWqxUCld68oDioXzZGiydA9x9BQlUkVlbGx5JKS/HzgwuVOl3l51dZi7QJiIfXLIml6g8XAay3AJPzs2bPqgIRxFhSjbjkOZhLx568PcHz46aeHdD795B88cnMxU0YgeOQhgwAKkAjP8cTYB3URYYST8CBtQ2LwiCmGmEUYHJaScGNSWH6hlpaWo0z2u5fvS%2BWqlj9XabV7HdJPepUfvGGV0CGVIfikAoT8/CCWJYcEnHoUExNTqOat9jLFf2eBR3PBHHCOtyX3fEsqiiGWWi04QIkiDOkuRxJkbBBjjxachc2cgNIeDhFDLGLQsN6HVJmyfUhdz/akue7oSH2ym0AsKJfK3pGqojjVEw3bfnCiFMHr8qMiLJ3uB2Vnt8DWdk0o9LpVq6OLuRUZ%2BokSTgEcICaYCjwPjcEAX1EHJjkV6hXqOZm6Eb%2BjMHz69SffhZigtcTWB7cdiuef/gFqY0inIUCBi8yJL5JZFzFPBDFszsImF1QkmRNh2xJKGMjbLEi3BdtoYiIQloRiRHWQxbEUEp1fmIrZAZWWW78oVbS0pgXdgeuRJXzNEQjgQ4AkdAhiBbCZJMOvip4c4T7sWVgYc/Jk4f2YjJTWbA0JBztjNlu5mCPnHKhFAwlJXCRbW2z4haNBDCc8sCfG5HQxGMYFcKTAfnkSOF4M0hKDjIAlZqtXjNfvuO7s1Pp4%2Bfs7e4QhGQMV%2BnYNv/TxYzegMjJiXzUyEkfXpPMj%2BfzI5PYQmUDw1ta11gv0QqmF6EW/Yo4lmYNKgoZZF54CjJyKs%2BMPdfV7xhc0/uFrCskfdup76inH14WgdgbuwfUhn3yFaD6EaKYBaHIh58KMCqc5bDBJA4nkSuC9z2EBYCPa4kGxSdqTc6S6ARRMiAIiCQvnaVxIXJNj0flNq5fPvOy3Jc0oKEIfQQgopQTOwCIUyZDh0B6M0L0hDBaEy9hsfvqw588xJwtPFhaejFFLSZFqiC1IE5kkYzlyuWAqZpk5viie26rYYkIUmTvMxLBrD1GMZSzuYjLKuwrgeDFoIgkNDxmGewj4oq1M/fodndodKRxkYdluupWjweswA4eRyPnTqqun5wFOHD8yrsrer2rET3OErwilTEl7yJsIWQSS9Ko9o0tKEHLryWWzOC5Ekznq6CZw8jSf0dHR2Tnzh68%2BhKP%2B9Vv4pj4YUoX6MwQMYDmjc6aeqO27T%2BFXiv9sFZvYo4Ep8/7ECm8L6k1qCsxGIsY8gJrE4JB5QeL5VOuYJhKR2TRsx8LPY/87Cdj7xT4ygQRsTRDi5lajCGG7aGjPcGjI0NAQqez5AhkimlAVP7%2BsZCV3Nc%2BTMArhY%2BqkWorQkkzCzOXmVizmUN6Ss2C5ML6AdaU6W2RZQcM08TCIgR6ghod0GDuSbAhmbDYcLZ6YgbGeIYJPltX69Wd2amtrvYRera277tNrtkqzlWF3Otafra4vn1DdXo%2BEUj%2BSD9kYBjJNPo4RutubN92CboEAwOhQVKieSqZIzGQhcXUUTA5g0T9Tq1Nb%2BxaV8uFf0Ix0kMMZCkh9vc4ZIhhqBNd/goL6Tj82tidxPDFzEZIzCYe3BXaKPTN455h/kb4msRUXyk3mcPoLGwNwxolY8ila%2BDb2PSq33pfKfrWPMyoolrJWbne%2BWxyU0PZF9iogEoByew9vvgTNXm8vATM5liUzejRFuAAWZQhmGWWJkNpaYHN/Ec7DHDkYnEIeX6ig0SpyKmiQDR1iMTZGLljps41pYPRsCXsL9DIhRizq6lsV1XjC7vhgNAIsuynuAoFSxGpq6urjZ51jdP62Ih2Y1PDpVZMqoUUYx%2Bh8IBPJj4xcD2wLEQi6d3bwVKegBNef0d/CKS91CJVwB79XH9/RAXJfgww%2B/cutWi8zYIT6IFDOUFI5oHImWLc%2BmIBpj61OBDQ9QAY8HuIX%2BokLUJlbtMTOmARrR/lcLAzwFBQPhBGIYsRqSC0TexDB9tvI%2B58Oesj7U5BmWj6CoPaaOH6c5nVNlSEQiu91w9u3gYrv7by9vLy8PV/fPF/f3tChycmx0fM3Hr3yjDkJaH5WBsnEqJW9Y0Ocwj5ThSXoBdBoZGaOjwMWjRx1xmJmBYNHk7gcSZCxgWxcwCrAhj6nS0xj8%2BA8FtFyFhYZ6lvqPfU7OxDAcClCq7C1LMMdHENpNXX%2B2fnzy/SsKjj6fL7itmLcSNGhVEgYi3Tj5%2Be/6e6WpaWd0SFtFKzZ4QBX8BgkQCISMPuKZp0onT9AcAKlmHkBFgz2lEL2megQMGfqEwmd4OA2BPNJT3WsPjbOxhd5VEufTB%2BD74vmbHDeD4KbhFT5pNCH94acJFukuoRSlACL3dfFvlKONMdabpm1HDr9Upm/ICSwJk5TU9P%2Buv11wz1DHLdv590GLKAXIPI0Dx5CQTGTWckBp155vlLzfOTp%2BfMUhLH7hRllz9mcLhdqLiyTBDIUC06JaVSoM3IyGVvqvMNyEidbIICx2MYMlpjG4jBFmCIxMnuqdd/hCg1dYFLr4wNCyWjVSknxl6bbrqUqubnlr7vxs5zGRsBOquL4kJPYV2lCEm8P1rJtXqMIVNzWS93yA7u702DskD4K0d0ZKG3PnmXvU1HPPKNT%2B68glX/1EQpbtbS0WqCUOFNLgUAWFBwMarGiWGzkoPLawPw//QfMuAmX3C1RLoHiIhLl5nJE5RYX0TpIhU/kgoaPbTCIWziZzxK7bIkwHUtsOYLkiE4OlEICGPa/dhPWAleX%2BZpFmvb2T64/ASLABNVCxt7Tp3lPnz6tAzoQy0L9Zu/1Dw8/gtoFsJw8qQyhLEZN2EPjUHLBBkxO5sKCxgKZ2F/IyYEk9KyIt7V1BAtO1DNZBUw2TcymGXeJ2GIaLRM7Hzu61RrjOjqQffl4CVu9lu6rZewK09dSbVPXR8bo7W4jY9euOTigRoqg2vezB70MhaqEjkTWLKuag9m4ReajwchksrQdHQpKPRzfakvIidlnGeoFIBqausZO1NckfrVqtRAsLa23bnnpkFIf7kimljL9TEvSIiPKC/4O/s53sbGx%2B/U/zh/Pbc3x1HPVwWjA6uckWOFTWhGTbBhzZPR7DrVUA2cYEs3klnJr//HoIiT5PD28qDL/mVSlx6dXwentn9hfByzXbxveptCQSLYHsgE0qJc9MJf2zqRTpxDMo0cQx5QLlSElyyg7LoZUHnMxS2Iv4PYLmePAJicHkzKGSLR1NIhN4CQhmScskLCg1mOy1KHW3oHkKzizB7SCAUyoleHtneG/tmYrUFJSWoVivoTv53DttW8v%2BBy2xVQwXQQqKnt%2BmormwCWST%2BfT3fLz20KCgoBLLWUOmHGhaM%2BeLYAaiQEPGvc%2BRancgiCJVMxQLl4tkL4FJ56hJJMZHIz%2BXx/cQ7k%2B1V/7w1cQyLCjiWs4FqGchxqTJ4aUTD0XsuOtrf1qHyf8qZqexWK6kGYyk1QyHCgVYvdXvRy0WvZD2tH5ey3IPlMbGk4/Xh4Z0iRYrl%2B/fZ1ohUiG0o0vUYxv3t7eZMnqTP/wqRfDLx7BgERZWRlS5YyUsswJMRtz5ByiFg0NEAzBUnEWtAOmLzqKBc0FA1lBAZaPYrYxM1MXgs2ZHR3dHl3QihCOmFeZt3fKLhTukIYpRSjRx0ZGSsZCHQ0M6urqfENViq4PDYF49yCR9/Oz1%2BSbm5uTpmpVsltIflBQUHN27Q4aCyZ0tT1ApUL9CmDB6vUfwCd%2B50W8y0zLC8F4AZoWMy%2BdenlGFpyZWB%2BLWIJJKhaMYPCOXMjKGnB/0i%2BzEXHmkIhNbi5gsZkjCy5ANCKWmAiGxWSSShI7MRzS3481O8jAfjmHfxRL69qbwIaGE49V/UAsT54gFRjXUSrUl4a3n94GtRC97IWquKWe7wexvHhBBANyUS68VAgHUHqWw4bzpoJKxjCIob8sUGrJqRAdTZCJVnDGFgIZlI4cMYOtgUdw5wykqhi/8DRuTclI8ff3n55OX7NdVVoNLF2Hg%2B7g%2BDos7E5dXe9Q0RN7lV5fEHCRil8VXzFOUbEmEsQyAvVLfn7%2BqJV%2BcxqxCyhivHR04WVVMHDJJoNx9v9Gr7/VilhwBoPCgi0Qr1s6tSRNrtcl4S%2BY5AtELPiAn8H5v6KwoL9AVS8qF0MlzZvjLebm8si8Phq/jToAk8iLexfS0SfrCaj5lpZbv8yJbx1Z54IZmJYXF9x%2BWVU10A0Cg729nArSOMQCXOCWlwcJwN5k5GNUy41hMiCMKU8VXjp53zsl5R0bTB%2Bx5BAsuAAGJEOwaORUqB/piV1hUsuzKM0UGHcxaQwNUAu4gNTHiwotZUsxGf6709MJCV98MZ2eqpSa2h24XlJSBVwM7oSBXPaG9lR86/L2hor8JkfMzWtqgAtQGcFet1tIu52dVTMUo1RArD2jsVhx9iyDBjny2f8LLEKvxQtnXgmSJYjk5ICQHmKtfNIZgxmU%2B7rYit4PZPWUwXyFszGQCGTm4uo9DhSWPBsLnEDewhJThHOXuZDjbNEkc6w5SiYS0t%2Bfk4CYCBa5rxxJyY5iwSY%2BFPbt6%2B1uJSMdRUNxB1CuIxQYhnIoIJfboJbboUN%2BpfP9/afIGB6%2B8QpqmCmoYLxfppTlsCRUpY9YFjQImwWEtDCeU7HIOGL5ZGnDFVyPxTJmGRe4TBizKzBlwnICohd4/RLYitA/fXfXCIwsYS21M3X%2BfGrg%2BnpkdPSYh8GPd%2Boce/PqQlUcgE2cZhW/BrnU8LHj7TdSBfXLenvyaLZMR0hRqa19V4ENSrR90MqnAfgcWhjCYFwlXKBOaGnRgqNTi7NoqJaHkEdakq4/BSa4mtRCn3xY/BVlNRoQt2wACxb42GTKRcHwJBYiHq7fwOQTcgBcESAS44z/Vm7uIi83N/jA798LYFcP1%2Bq1mAGVN%2BtuyWMlJfSOXt8he7k2bt8eIlSeDF033P8J%2BH7eUyj%2BR7Y75436k5KSTiU9O3UK/OWVJxT8ahkvT%2BkyROgtEMSABJHKwkKmB0JCOuoHWJgTTLlYCoAJjc1mi7vEltW6lA9gaEnx9l7yFwqF0wnTRkb9/TNrq/dSO%2BfnUwMDl9dBEY69Bo6Ovr11oVX0IhV7qGNq4sxPmNfExQGVscmREX7kemn7bPJoWpq0FmMYgHlYAaXk2bMVZx3B7dv0MAEDuWhpLQET7HFcBThXtcxqvVpadIgwqhcqGLQCY9q3mcFUGkCFMRAK6OUTkpzFVuRuzYksqAl%2ByJJxiOZcJIvqi4v4Nc9GpM7L5UlcLKDEsQQrQmq51WbvMfnlguOWq3B2CKGKbKdnOc3OjnV07BXJTZ7Er%2BvgM8Rr5FQwjEF9GaoZ6aY0PzPT34%2BaeTH86MUNKF9i1LxPvZxesKG4YKEPcmkiXJCRxoJlTsUhFjkXMn3PptGMWfD2IcE5Q2pIoVfKfW9voZArhBjmbjQtCBKs3bt3r7NT6XHq6vJqA9jMqJPT4LWsscmq7UC6Cr%2BmFJPj5WUsXUAq9Cp6ZLtbZGQ7GL8AUodaopb6HKSi/m0mmLZBDwKhBhRtAGQJBormKuTJZi1nqhPTnn9LK7hy7psPPjMu2ErUoZiQhCyW%2BMt31UQui5B2WUDlgn5PWmS5IJzcRUvUSu5WrmQRopalpeUiDFCKTe6WhGfz38VCfenvGtS%2Bnj/mlFUyBlgmi65DMZ9nuDdkaL93/QkkAPb2Q0%2BuHxQwJGMeqlmu4gcqdc4HdM70n7qRNPzoxiPPKc8YtQx3o%2BytAvUKissCYsHFMgs5JDGrOILlQCy4woHNprGMmTQNDOREKq0glT6p3tp0wu5ufxLXFkv8exDD5jtTlVZXGx6nds6kC7KDBK5psu7UzkB6VY35qqrq8okGYMOnV%2BEY4W%2B7ra/n54fIpP5aXl4%2BtTo79RpngUtFzj8VF//Xb3uITEj8QhofLS19dPWjj64umV31boF4pjOuP864wvwMxjfffHCxq8AymEqRcWlMLAjlqw%2BL2zCeJVriihioXSArBjQokUXeFjKQQNSCsh4YYesW/gCyAuzPzNnMVbccWfbS8hvLwLW8pLJ1t/WS6Cy7aKfoa34jmipQmqCZDg35olqePNFEvezXltcNwWoMn5DMZxui92p6f/8zNBiIZMPDL18a%2BVewGQeev9DUtNHUtJBTQeRSUfEeFrGx2JjIBbkYMwtydCGEUVpZSmlt5epxpyF89QVwbdfWOjtt5zs7O591pjYoNawClRsX4m9a/3ChMMNobTVidVl1eXVbdXm54YRqDeEC9lKVHBnptp2f3y0Q9i2R7Cq75%2BxZOEX%2BS3Hxf8mxrG5FLEQf%2BPgRjKsfYRQjNqNV%2B06DcXfis2/unvvT3b/%2BeO4KQz2z%2BgwpKoPrqSof7KmnJza2JxPni8l6MYmIQEHZ5ObikgvJlsiGCMVyEX%2B8yCPDhmcTfLTX8gso5FsvL1fIbvhO0c6z0bMlYxAAhnr39nxDcZJlT6VoCHNQ%2B%2BsYxgwpLhjasHu5h9NPRX780tT5/iTIx148Gn4x/DLJfVefwZZjIVQ2xpswhkHKDKnY2fca%2B2Ixk6ytZBcU0GhiRjUavg6pJFLKfPz90/0TZowS/APSA9LT09c658%2Bf7z%2Bfek/p8T2lzulT1g%2BsHzywvrl5QS09Lahb6XTq/PL2KoBR3TbfVqwaqcJpITo4Tnt7ULe0LMMLysl6XX14JQuDxcX/FJaTU92KUWsJmXz0EaGCXJYoNFpe2cdpd0Emd89ddnRwjJBZPX9YrQ8hLJbEsWpsV67Av0P6ybk46wWiIJmWWLRF0jFIkXmL4CWWmALkUndcDwvIRCJQy39zwwSmApCMuAogLKzTZ2et7EpKxqrofqG9oaRRrLIHtyGVIj8KC0nLQCrEbzBLhkIOFBXq57YKXCBZBskkvUhK2pWqs3CpBYCBWrJpvOk4sX1CqeIXli%2BmcmNj8BYGo6IZkjBsuQhbU5a4UKpAYmxklJAekJAwHQBkzt94BoJJTb33GKhoP3iAVKytN00zjLqDZN335lPX19dXV81rzLdBLyRJHuHz2%2Bkl7TJX4ZJ3LeHS5LHg9FXxhwZwkugDECCBUD7y/uhwQCxb0hLWPvz28rkPvvngXOW1/LEOg28Z39K%2BTewJrq%2BXh7JY4AK2/4fY2MQeS9zPgqvycI0YfMZqkgMpM3LAOzg%2BRQaKTAQGGUGs2ZHJll8uzIc6Uujjmpq6eno%2BNcIkJB8qsUi6CqEy6QiPKlBGF/lpQt1//TqFBmNaXNwT7GHu4fQYWFCoX81q5/lnz26AxyQlubsblS2wGZS5aIyPb4xvHG9C2yf%2Bn3P2iOUflC0sqPBoZyvGsTMIztIq7POf3p0OmJ4GIOnp3OmZBG56AOQXN84jFgAzf0r5gQLhAkNbuW8320Qm6%2B5UetOt1LBeur2Ny2DJPPKIG52eDMkYt8x7CbBk1x/P0YDq/r9mvj6bWU2w4N37oyXvI2TAa7x8sgdfv/YIO/djVoitksnKwmUa4zWDoWHZU01iGFlGWw/l/qf6sT09GjZYu7tge4Val2TjIrbB3Ui4F4aHaHBWBgMbCgksyMWm%2BmgH/1f7JbS8fKTp6amPU1PPP4uIyI/k80dCezv8cAoylEhGZaRoRNPevkiejxEs2Mk0RKnsYboGdOxrVE8DF6hhkvrcd92n39FoVI4MWIDL%2BPGNJkjDPEA0mUe8xZjJMhajZhAKiiUYZyJrvYRCf%2B6M0UzC9Mz0dGfE2zW9mfNGWFD233jWPz8Npt%2BZ7k6oUGDitbVNC0%2BB8wvSp6HiXF0tVVU1x1XjAAUTspLkdqsg192l%2Bz5gLmnVC05QCWa%2BznydUw1EljIAiveSdCfKHypLMzmWq16tUufBpsEwkxBZ8msPp43mbKuNQQ8PdcsKyx7K9qn%2BWBt2x2Jjx6nZSZutOWpxOMDIzZV/xcPIhcszoHjZwllNsrLfJrblV1I5sspCy6tWCu8ldT71fH9bcnIk36HDMXRyBCpmFQdg4hAK7jEyUlT0pIgUMHin0mbIzobIzCVJo%2B01S0/P99%2B40d/f94XRzHQao4AUlJkaTePHqbExvkBGzlG1gOFPcJhM7OczoMLPrsXyvhUKFSMwkZmEmYQApXtrAdMzM0buX7i7J/XPGBnNzMwEzM%2BoWcuhQBgb2ByIv6mcIBBwjfrUjDpTA1eXl0tVtyPpVagWXECVPCrrFqZkfFQLcWyn4j8XF7/OqRhcyNQFnRAqZVLXqOwoqbRW6IUB7SMtL62%2BtI0sp2/PvU128qis9Gh6/rzpefQCwyNnXF%2BXrIWlsFTHflL86UosmAsu5udtkU1huCEJChNERFghkznAISbb%2BVzIrj6xS6IZyY8PFxwf7lnFLEzHdXda0DmvtJqamjwLJ5cj%2BHiV34if35iDg8O1SSBEliNhXfmEAmM4ZAiCiSOtf7nZ3L7%2BJE51OXXmWf9Mf8JMQLrg2wIGegtkx8fHCZjnx5uwawlcDrCI0e%2BheMHlQWR66njtjo/UCwsVoxmgEhAwHTB/LyA9IcGo/5RnTMYw9hNQkFApmRKtKMCH9cAl7c3Nzc8909em1Twz%2BtKV3gQuB5Yur0fyAcvIJJYv7cn5Mmnfy/taPq0%2BQjjB//OCB7yQxNolCFzeoBVX1zSToDZZmr%2BPsJVQ8WrdDdpwfn05bNRpwWlUFqS/kUM7V/Da4/k7sguNzHdSpWTsh8WfQDaG/f05snES91fwsGOJE5YoFhuyxxInMF2O7hmDTMxsPwNrOSIU7Lq0aNWeKStzFax1dr9RigAq/MlJBz86Cctj18Ym/cbg5qeisre3B0nYdZIbY8EP8sCBgc2e6s3AF/yaVUiV5megDO/2uEKTO/7xDblcnpOycmHw7w6xUBtccJcRquWs/g5A4foTRZyfmUmfnwZhBAQkGH0x/KWpqalyzKNHnq8eIZr71KplIGNtPbAZbm1983PTKTXPC8oxL21t3wSWrkPiDmFs5Nq1kSyMYugu0xn3w5datcr%2BtfhTyNcXMjUOqAjXZFZWQUFWgul0IcS1lCVQrP/DLKfKbx%2BOejSlyZw3PL69zKzcsHLWt5KlZWdny5ofkkX9uHocXB/CmgYvl3TyqS2uW0QguAWZYoWfXWwsyO5k0FFmZr3XktatgzX5pNUi9/oWqmTR8Vnyd3XtTO1%2Bkx/Ij9yOHPEbKaGPjNGzxmD4XZu85je5j%2BU6iVeIxxBEYx%2BnCFzg48kQcsGwFqd6%2Bve/P93QsBq4Hn3ZGKq2zIXx/Rh2/Pm7cfQXjYX3sBgTW0EqZ9Vz3rlKudxdI6N%2BwAJs0tMxXoHpJ7xQjg8Pj48PPxnjOQW1UcaNcERCgYFMbPPmTetNbWVlU4V4b7VXM6uB3YEhgQTL2DUHh6qSEeCSH7KW4n3Je2nJ/cPif8KW9nGdpRQMYN7eXruCdqtRq5UgW9u3XCGYTavQR8h1dnp9xSmsaXDQZPTh4OvKHKvRNmfn0QiBoNvERCBI08VNGqTfD3KpDk6EJBiEgWYCVrJF9oZjIkYWwWI/GRe68niLUCq1kpzc26zlCJMWs6M7WMy0btUuCbm2nUrdbpH00sfLqm6ApIQePTsbXZI1O5sFWpmEjAzql6dQ2N8mOoHShXiLorliHGYBRdhhRlKacYonTp8%2Bbb4MZXa7x7mz3%2BZ4ECxIpuf5u57nkCcPajQdegskxwVkrzcGMfWzOWk7UjDthBkw%2BwBUTPp0wvx0wMxuSnj8QHx8/MDAgHLhzzGP1B55DlhTUB4o3Ny8%2BeCmNTpMY7zCg837Ma9mUpUC33Q2lG678Uf8rl0DzdOvtbe3vxHsZsRcWlr6XfGHzyEReUfaoN73ve8vtU4HWdnZ2Y3KZEEhMunLl0Khz46erfNg5bXBsG%2B/HRzNmrVzGlUKWtnIgl/p7u6OsLUVCATNpH6B8efiT4N1E6GEJ7ErF2p70EYuj/g8%2Bj4PM%2BNFjWrddztCYcpSWSuAz1jyurW/NbLlAMz%2BGnCtllqtMmF3eud6CQSuhoaG5ZoqejIdscza5efPZmVd61DBNb57oXt5gAUrSTJpaXh96ImiojmU/7i6D52fkIpTxFahomYc/GuV7DBQi4ZcLT097969Oz4OZ2nToVpYLIKFTdIw9bML2a5cqBqBTEBAwMz5L2am0wOm56eNHikDEYSyqa09EK8cE6P284MH8igGSLB0QSzh1qCcSzHDM53zqanPHq%2BrukVW%2BV1zdBi7BuJPdguRcVPuX0pJ%2BbT4a12NhfEdTIsByv37S0LBqJ3zbHKQzMrZ2cq1rxUcJkq65vw6zONyJaNyZdT5TUTnfLfV4HMrE1mQlZUsYu2tTCYD56eWxYBXfVcfa7lIIcH5Fghci6R8tAE244nBO61lS2VlPju1PrVSr9paCJRaZzSCD7Ovg10sLdRaPTOdWq3dnW6lNyNjmiP8htMnzLcjS9rp0TDs2kOAypjDZG%2Bob6jvHuTCeXu3bx/U%2BUNDwKAmzr7mOsECxEgCHacYF2f/RNN%2BhB/pcLniNTo%2BjPGeHoLlOXBZOFQLhyXGbaQIBVcJ5Qh2jd4K7tmmdqZD/Tgz88XMzDTafoYpoaKNxg5gtAHMlAIVxB482AQmWOtb34yPVwAul9SS%2Bs/PzytFBK5vu7nxQewOvWPolFBSCvrUCi/9pbi4v7X5eHAZxq/7OMpcu%2B3gLBx1HrWKdpYl9PX17epFCUyuhQ1WhoVVOjuvOKU/C7iX7%2BSxEWFiAlhCIBOPMAnKfqgr5/J18Vf1sZnYYKHaYcQ/cCxmBgcLl1LcM8rKWsuErrWQZbru6Gfm8MRQcyZefX9b95HtEl63tMq4sqD2khHNohrz06dPRLoll5TQZ6OjS5LtrGZnna51YPWy54utyzzsKBs%2BNcy7/fR2nq/hUJxmHDCwx3l0qGDknWbFOEWwnaKRqu2Sykri%2BMcTMYQRLMAF7OWItxiT3b2YHaurN9kmJc0oRaxG3AMuAenzM%2BcTpueBTp8yYhlALDdvIpjNgcZChQOxDDwgYKw3wwcwXY6PSR/uP5%2B6GvgGPR9SZCi//HCNDJ3fnm3k7R3%2Bj8Wfgqe3Lu1DuXTf1TbEzSp5PR93k49GJLzo%2B0JqEpHv/O1rj9evKzdWspqa2kzyV2abBtsiZKOjQTJZSESQbNSquTlNn1ob84fi4vpgXASLnRZqMiW3IjOxWte1dbe1zN29rIxbWyvdyT6eWcHCnSGcLryIQezVgy2rLXLP31/Wequ1tTWtvX1MBQ6w%2BYnTDapu7cnAZTbaGU6frKwsJ4cOh0nHXjInm%2Bd7m6yxgC%2Be5u357uHaBnuykh%2B4ECzXhyA/U1S0f6IS6hen6hZGYSHOcnwfy8YRbxEXsMgOfGL5zruQ%2BKZGBL4JxDmV9M4AqCeNZuaN3DMa45EJQrlpfRPHpna4NWUsDxRALVi7QE0ZH44/2FRzv/EMMkEKC7%2Bqyi90ErFU8fnJ%2BbYpMZc%2B/fDvP8IZAwrK/UuX7gtsuwPzQ0Lak0fzZSZp6Y%2BGIUaFjL1%2BndMBYWxlo%2Bna89EVp6yVEJOItvxkOwhfbXZ2EPCa09KycSYVuEAUCwZvQS65i5YI5Iy0VQhMdnexMt55eFyDwSQbqHDzHH5wOC7VV68e2dAiVwrB0uKl1bpjtZ48ogI%2BAVRObLcDE3D6LIhizmPR0U4ODr2hZMleXR5O4Rvi1CRZwZcHXFRCi1RUcOlcEcQ0gsXwib35k7jrk0WaiuZuvZdzFhZINfkc1XIgl0O1sKnLVeAylA33Gze%2BmIl4E1IaGNitlNqJWIyMzs8YeYYPDFBiAR7IBT42BzblaZiC9QN5TRkfHn8Tv0p5OfwMirDV7jfrbiAXelUorh73o0dGloy%2B2X30H4qL/0PGESiXLnmncZWUupFKSIggQrCW5Dm9FpHl6BE22BH22tnJycOjycnJqU1pplNgkt%2BWHzLaDQmzsyxNlpaWVq%2BLy8h0oKSs1lhczMxMjK2ux0UhQqGXUKu1Veiapq9xljnRhfs1cfsUgPkG0UyIWTbVLe9dmEK%2BBhydxcysVRhkBScVWvXpEye23ZKTgUq005hTFu7edbrmQJRSV5d3p%2B7pnWPHnuaR9Xt7uPSFrBMnC8VxPRDpzQxB7gxR7HrviKK5eY1fJXoLcIEU7DiFpQdc/xALi8GWU2G8271xY3hmvjs/f309cJVgmcdczOhloykqZQCMBSMYigV85KY2UrG%2BSfkL3K0HIIPWxm8y1G70zyspkbUY23w%2BHVdbQHlM50e6tb%2BZHv7H4g%2BPCAVulz5yTQi4Z5Kc7JwMpg9YEk7deDtrUBl2bXDQCS8C4OQR5jHYHjBvuxYhMzHpVkpuG81yfjhqlZ2WFrWTrVsPYCCK6dTX17aQ1Z9CGD61OvXVmSLOBAs3gU5McEAheL2hK10ToJkJ3Pw0F2z2nqmgWOQfZlqtaUFQDdeYo1aWt7fbk0ucS6LHBsdAL4AlOmty0q9IjqXu6cdPjz09dqwO0JD1yENkOTaOIpUislqGYFG0NxwCo6oxVzT4FtUyjhU%2B8RaSjB0/rPJpNB5bRLg8h2Mx3B8Q8CbfLd8tMFDpHmAJACoz7mqNmBlrE7%2B/SagQLpuUsRzmY4AlfgD10wipGGRiSqvLULm48fn7My98fmT%2Bum3Sfyr%2BeyDifYkIBR7CL90XvvhCaXS0fXZsVmYXZLI23e%2BZZBc2mDxmF7KysdGE1wEIm7XtXFvrtM02uXdvPjVkFACOQrUfJU2rPbPj09qHEoTsqrVVSyisda1/V8HGrXguLDauVSCRC%2BIWk6bONkalkLVi2NhvMTP7xcZI%2BUx%2BK9dq3a2mxvzEicenVdfb2/PBU6LB8OlZ0cBlw6kkMtJ8uaZoD8zDN%2B8pMDl27M6dvDpcv7e3h21M3O5TRbozmvb2I2gxYC3Xi0AsIBeHsP0oRhJkcoNa/%2B8OsbBFbLxI1cZ0ev/wsy8COlfb3SLdSgNXV1NTkcv0zCnlxvDwATkUuVqIx1hTm8rlalFAtcTHo9nET51Kn5%2BfX10uhbF90LDkV/HpbqURa58W//sYefS6hFDCw8NPPuoPyQ8pGesA5wDTsE14deGP/efTlSKCnAedN5o8BrPa9DohCYuKypbZRqSGdEe8kcmy0wBLlFRKtmuUFX/4uz4fHx3d8UWxMbaUOMZs7ImzyHWG8IpD3%2BCeEXJpoYkJlkSCF7mqJq2XWwclJFKhsGi1Cuy2VVEqj5fX85OtrJJnncFVxsY6HBzwCgTOJes1eHzti%2Bztr%2BNOiqfHPv74Th1wqcMkIBTcBcI2WWUCWKpGikL9NOOeaD6JM2%2BAvxY3YoBzxk3jz48fl2diCGbjAAuDRmOJWcbsnISEpOFnw/MB80pubu1u62Au95BLesCMZyNW9/Gb1NiXCwoGUFjvd2AUFEAt8eED%2BOXNxqT08/OglkBV1dLt9kg%2BcRYUC9/NLfAxnNfhRCpIBKHEh2e8mgnpDpk957QKZXz06HR639QfPZNSZaPOGxt2wKXNNiHNpM2qbdSqLS2iszsk4p4MBzh%2Bmqu0ViqV6vR9Xfz1Ik%2BCC8IkPDbHxYWF60VwhwjuXi//huzQxfXWExymmIXX9hFfdIltaTm6r8iM0gp%2Br%2BWTX7p84gSU5g2lIW7t7bPOWU5hYQYODg6hwGVsdpZfowhaqqkBKdhfVzE0zDv28bE7H9%2B5A2hQK%2BgtKBecOadrVmmCajTj7DXtAcsJRXNFTadBrPOJ55MBhT74zAEWNq3AWMwsYEecejE8fKM/oLOzMxBXdYNagAt81zmToQwHjqjlqFjkXBT2nQUsH8qZ%2BPibyKVxGNSSqrQcGKgKpUskmdQnmysiI7dLwQUaw%2BVKocZAeN%2BpBCWlkKyskM43o6OjK7KEXc8v1YzSIwSjzs6ylYcRb23TrFasrFZWVoKy27pt783cw8xAECWNSgMuUp9aH%2Bl3xcUi3AiGDywORyzCKzkyyeVRyMUFJ8jlOOC9MgEcm0dWLmFjv%2BWIp8ilYqalJRS8WT2Bo2EZgnp7ctZsyZhjh6MjCmBy0sGBzletqUG9xNlD6vtExTBvL%2B8pSKXuGHiNb29oaFERigVclQ8PcfwqzSp%2BnGZVFSQQBIuK00LmQtMvsDz/u8P9LSw2aLttePjRi%2BFnCalrnfPzkNeWriIWJVuoKmdSGsPjN7XfA7KPxVpuLBQdrP/jCSptNZyRedy9DHJxw70WfDxxCBg380%2BK/1Nj%2BJERj1jcZ2xT21baUr%2BIMAmRtWVL/WOU3d2TAowirARcEz1bk7Zm5xU4YZ1XVuwejoakB3zRLRAIgMcOhDD45OMjvVdczBBJ2LgFEK9tRQMTYVLXvyRXS4MIhnur8IpcIon6FkDZwqXhtw42e1H5F/WdlpY0aLX0RANSWQ/Jz5%2Btih6b9XMYwxkKOn2E7hA6EqmIcqmBQwyOYf9k7/YQtS/saR2GMt/Qokm/SQoLJKDwzqugUKiCI%2BG2XRMH3q8yNuhBFfo98jofotgRLHg5nNe2Sa9eDT9K6u%2B815nw7NWze91KZFoYsSQkTeGhi9ceoASzPzYp36eAQBUzoGC9Cb9DNcqsp6DMPw2Wv6yqul1TAyUlH%2BqWItxWGan6dfHfK5vev0TxQK0MhF/qM0oPgOTXduZZAGlCunIz%2Bvy/ePGFXoSJrW267du2h87Ozzecm5wfrjx3Xhk16b8hEERFuUZFgVZ2XKOgUqzVKy5uyxHhkm8WT8RmiTF44aQrYuEwIXDhlUwKaFvqi1s2kA3waGKLcsBidpgXHy461mp1lXU3NCwvY9KS3z5Kp4/R%2BUCFTi/yUwEVaNL9%2BJpQHipCqWked90QN1YMGV5XeQL%2BPwRyyfMlQcwPQwTkBtukegMy7VVVJZEgHoIFzGVcToXIBcgcBrHX0TJBev%2BNV69%2BfjQcoGS7NvPqj19%2B%2BerUM0hx06HSn94dVg6Xly0DJEXerydJ/ULyY%2B0BOMLK8Te1sS9DsDwwTZqBMh%2BwgF5wUwW%2BPjpeHaZme/2r4n%2BcUv4IPR/%2B4XiKTtmugCtYk%2BoFfCF4K0sTpKX1nVTbTf9Cj7uGG5YFbVbPn29sbIBWVlY2nJ2t2vQCXAVAJQ1uUh8pUNGRphYX/6U2rQL8Hq8lBEjI5R7I5h3cv4OXQ2XQtoAKuI%2BLBZuG%2B5ASzVrkFzW8ejg5iTW%2BUNbdnboauBr4JiTEarS9BM77EeThN4KuEeqg4hBq7xuH/Xs49Z9c3ztmuGeoMnQdm5OGT32hfoEw5jAySU%2BmJ/Mj2922I6F6Q2PNope08/macZqaY06DuGB/fL9uIeMAS5hsrTPA6NmNV3%2BcmnoUYGs7fWrqyy8v/HDhX/4I%2BknqT5ieftnYSFX4cKO4kGpSHsXgrg3Gsxkefyl%2BAPMBkphtmrrPn8c1S8toLmT1Ppwt5KI9FJbGQkiNCZkBtJZLKVwBHH//6fQEKFtcXdOEGRkvbfXWogQymR5SWcl6vtHkbGUFpj/alj06asuNEmRHQRoWhXuifKR6Pj6glk49H/9sjQJjY84EB1ViTK5ewyZ9WB5ji8FQ39pa5F204JSLORblUGAmXm3ZryD3m2PUPiPXoDfdUA4DlTYrq1Gl/JKabbqKQxG/qsjBwdHAsdegt27v2BDkWE%2BATdwTQzAX7H4ZFhnaF%2BEuSl/f3o5Qv2tZJSXJJSWR2OyAt79d6laVBdkoX1MxTtNvxMmDYOk5TikFHw6wlCh1puJE86s//stPf9udTnrkOfXlBe0Ln3/%2Bw%2Bf/AqCS/BPUwFri5TxublINGLlkyMNmPBb/8ZBaDZCfPbipHR9u6o49ZIgCqlBQ4uYwMBfcvAfesv5p8T%2BenALPLyTFJMawgfCTu/7%2B7sKEvr5dV2769K5/TEyM0DViJS1N8NbWJHsUfGXFqg2GiQmUkyZpJlFcn6i0nZ0onyihjx5w8REKActfuFwfPW5aRcEEE68ZTK5Vh3NJDMYWDrycnDoPN7ZctLDowis17WM5GsFwhZpXdvtoyJvuCLC5USuriHv5YJA1mFqpTPYa%2BBoYGISBg9yBPFgFkit7RfuhveuGT58%2B9cXOV5HhbUiRe3t7OyavQe1JT65KXg9UBSyRqvCYTI%2Bsopur1miqUHI5Pi5vium/0%2B859Jbl1YbU%2BWegFs%2B/fdn46JXnz1Nf/nQhXvuC9uefW39%2BQfmFf9IlUyha9sMXVpFHuFDhbABRxcP5T364eROi3VQK1C1Kq5Ahr69vb%2BNSPnrVSBxai9v2p8W/c1dWDsf8mErHAMyXjaam7mVJahnSaf9p/93dvpfCNFdA4o9XiDXRxxzMShZhEvH2LVBpy27LBiB4XVkQC1CBkh5GcfHvbIV6XB8uNzsHF%2B2SVaIMvLYjpF2irdxF9Qp1GlsM2fL35biNwuJiec/VlveQyItKrdrmdqs2mYkMTgQ4G0zA9OFkB6eg48RX7x2DO3cqL1/%2B8U6vb5E95L1xmvaGKk8/Pvb0dt4TQ/s4%2Bz2gYuAb2utw7doYnZ5ckrx%2BOnA7kr69vO0GUS2SHrncUBOn4hd9bYGac6Gw6B8NYqrLuIwJ1fK3mMYpT8%2Bff1b%2B8qefwk3jf4rX/txaO6Zv6icUAx7uzSNufzQr27R%2B8EDbOh5KkXCqyawd31h4ahqC2Gpp4DoKGLxFE7MS9JZIxDLtCYaljH7fiFw%2B%2BnLg8x8uTHmW7RqBgUt9hP6tZS%2B5rrYmrhDGBNmjVg/bVlZMoJo0ASqjbXC0stN8pAAlygdDmBA/hELAIpXq6ekJhVx/1%2BMMmohH423lira2WGwxUyziwfd4ZSEMXuTyexxOV%2Bwvrzwtbx%2Bn6duNmhAso83NbSazTiUlaI1%2Bjg5%2BDh2OdWGXL587d/fcuXN3HEfiIIqB8%2B99DHXLbTIDFofbFcFaOiY7QqHASaa3t59fXt6O215W3SZFwvLp0zWKcDyim1AuR8xF/wCLoupjqE7Oo7l4ejb%2B7Dk11fjlVGFjY2P4TwPaPzz4Sa3xgjZ6yIE4QDG/zJRJmakdTiISCOfCgOmlk2pGEMNWsW5xAyxukH4Qy69xQ7X8mXuqEJzeND7eFNF437/w%2BQXtkz9M%2Bfunu2KBKOxL8SkTZAfJZAKpIEo2OmrSZrIWERVhEgVkTCIiQC8oF8yLhUJ/f6G/UNiKQQywRHH1uLiUXejTs4jXyeCJaAwxRK0uYxZNLOYUMMil4Tnf4xVMOZzYg6vstBzZVrzk1Wy3AvBNMISttLWtXOtwgiA0Mtkb6uAX6lv3Y93ly5XnLp%2B7e/evf/1xTxMyZUVFladP944dG3piuHfdXlHVXJOsWeqAKIau3566WlqjuW2%2BXMMPXH18%2Bve//z3uWC6JdsJkbBwnXd716GMYO8ASV8OfHUvuPv/s1d/%2BqPylcuNPjSdjlO83YqF3YQAcZirmZCOIAHv3qJFfFy/7YKDChxM/fvPzTe0LpifLTs6kr95bxXqydJ0P%2BSEfcmR6JKknAYuSUcx9oqwBTMXuK5uapri7%2Bg%2B7Nj%2BEuj3btaxMCiazYCsTRNhmC2QR2dlEJyboLiF4tKyaQSh6PnrApNUf5CHU89ktAyxRPmtcoT/XlXCR9uB1MpjMrq6ui10WHImYySH/iQBkBOVd5RZ4vcKeI1du3Yfy0VWtnYcQMuFp4AkhyVhxcppdT/ab7O1wxLZx3WUDg8pzH9z97JsP7n7w2d0/%2BWpGQgWjWDT08dO9PfunQzgPCTWBH1T6wAVSL0i%2BSlNXVbfNS0tVT59//Ljh9Inf19hr0unRToODg1TDsgejmP4hFnuVUIOwjvz5Zze%2BnGqMv6CtrXxSGbUSHm4KZ/4PF9wTUgrJDP7mgYvc/IW3kPi2OUCsojHeWvtz7S8z%2BpRnUnGrxXJgaalbzXZNVdEIFlYg4W2CZTqmMJ5Mp2EJanrSsyw77eFD/TSpEffUS%2B4Od/fUrvuuQLDG5XLT9YIEbTJZNp66EFPAgZOtHq48RF9BtUAGpif0Aaff/QIsf01PqrcLIU2KgU3K1VlgIBWIVhwXvCpTedfElStXsP9CroN78WLs0dWUB5fWa81%2BuIJI2vAp85OvOWXlt3fgBSEdOsIu37lzx%2BDy3c8%2B%2BObu3St3v/nms88%2BVqHXRCoqatqrHKv7Z5W9vOtx5opxfE0/P4xjYC6YE7s9Xl0uXV5%2BfHr%2B8Tb2dH5v/sR%2BZGTEYdBhcAFX8WE29h6WUF94HqfAmWfg9l9i9/5SoXKjaXz4T6Q7qe2esOuu/BNaPnq%2B9ebAb8qFBDGQC4L5HJIFU3d/0/ROrFvA80u3S83pcVVkcjKyBhh9BVhmfi4Ml/9Nbe2MlAzXNCjW09UyTiUND6sZcdP9p3eTBAK9AG7AtK0AghYkxW2IpR37L1kbz1cQy06Ung%2BophZrfK5/AmZiEM/wf8wQ%2BpAkgOuzo0EuB8%2BB2oVc/pZcThDb%2BuVdF7//vjyx5Vdiwfni5ocPs/E5s%2BE0wGmv7uRBoNJxLezHsMqwO5V/vXv3g7vnKs/huHz5siNUJDWRVSOamnu%2BT68f28OGjKYK9sV8OzqulQCX9vbAhtXVBvPTgcul2%2BaqJ06cPnF9aNJhMrTDYXAQG8nPjz9/Hwske45jb1Jnnt3445dg8tqmoJZwgPITWr72i4SABPefTeOpxRVUonXQQbZ%2Br%2BInXBobLzX%2B8MPnpil9pjPp91YxEwO5bEM1hc4CEQyoAJZPGqY9LxVqb1KWtZkRE6P2Uu3kVEaZvz%2BX6woVjMBq2t1db5obkDCttwbBq3m0rRlT45C25BVnp8Gm5yZpaQBGD8sVggXiWQCpW4QY0sh0i48X0PKRZmeqsyfAWTh4eUJq/qtrAvSD133lxP7qEuD4pWuz1SjafXZzW1Dy4JhVfolHh8Fgh0GYQVhYZeXlP6HZg7EAnA8%2BQH%2B5XAeCwaxGJc8XbB/MxVyzyNdRxTHUsTfUr6RkNjn/zerjx6cbQDLr66rYAT1x3TfU0dERsuhBJ5wOO05FsQMs58JeD%2BYrzfTf%2BNu/XPjhhwumX07F/Dz185RyI%2BTJP00l%2Ba/pTb9ovBBPTbhQbg8Ry5rCYn1UMEQu4crK1j9om/ZlXDBKT8VpsECcCMOuGJ1PuNRsq35d/PVq5wvlxk2ypNzaOt7UtPGCaWGGd5l/mmtQM4QpOzuZYM3ISGDrD2KJkqW1rYyOgr1EdEe0JWc5NX3rYRVFhS89vTUqkMHXgCXAX0iyACEmAUKCBe7Z4xPl1ITL4SD/N4FFV6x8rd7RS4BDHmYF2V52W7MMJBoNEcxq0OCax9jrSmRyGT4un/vgsw9wfPYBGAyg%2BeuPdSO43FJlz/fYsWN5WMSH4vUKQkMdQ0Ov0WeT2/NXz58%2BfXr5cekqxDKgYv6EzADUGfR2OG2QjuX7WGxo6mFBAadeffkvUEJeaIR0zNNzeBgfXj6a8nwZsLaWngByMaX85b2%2B/n45uQ8G1QL1yA/Wn5uWvbyQNJP6GMIYYtmugUxMs4qiYm7%2B5%2BJPG%2B4lqCkPUAsArAdAlj%2BfzGhdEnKj0oKCmoPs7Gatgmyn3df0AvTSbdOghsxuE0RE2L6FmnvFKStrwwR0oucPN%2BIs4EB6elzuXxAL/JwUl7vUBCWM2tpa14fqzIM5fHjA2WMLnEQGLL%2BkAli8mq3QVrKDsmV2dtHRcPd47eHkEYZXUTtXWXnu7gfffLDPBTUDRgMZmeMIfcQvNE/l4zrfIZyd9PV19A0FOL4d9PbZ/NLl%2BdOnHzeoqq4HNgAWc0XDY8fu5OXV1Rk4OkU/l2M5konZiNi0ShnU%2BBcuXPib5/AL3Oc3PDx8yn0mIKF/OOmLtbcCrtGUKbVwb2B/yuWow8i/3oTi3lT50iXlS9oPLrxMMfU0Sr0H9SR2KyGI8fmaI%2Bgs24Dlu%2BLihlVu2UmCZXPzwYV45cKTfcLWlL6XSUlJ6Qnptt3dMkGnkbu7P9dWkAa1I%2BREJhG2ESH5ybNZThtZbVE%2BAQkIwEcqtV3TW4O0IJ3L/V1xsb%2B/P6lbfIR9Za2tIBkuUHGF246G8YFQyr/B1RUWeKcysfehmHnpoFhALjJcUBjtbOc86DGY5YHXtsOrdCINKnrtj8/ufvbZZ3f/emdsTMXg4966YzihXzRUd8cxdDJ0chI8iZ7sFriMYjFfVl1/s9wAWAyP/fOxO3W%2BeQQLLq/4pVokLOMCj5kbp27cGE56eWr4xvCppFOAIyGg861twBczAW8jBLYvG1EvVKvyF3Nh8jyMfB8fDsf3vvIlhQfWl0zVpnF7JWAJ3Aa5YHsOSknIw1RVVYuL/9Bgm/5ySuGBAiZvKY3Kha7ZZRl9Un84wtPTtp3pAiXbTqOkl0ZpWNM143lrIngbYgURzKmpYxR0A0z0MED5vF3T466BWNa4Xxd/KkQNARaoRvtSEAxO6Ovs7OhE7TxkU1IhYunC/x2DaVFuEXsIRd6uBCzZzXAmQMwUyKxm7XCJWpPHxmDT6zC4QV58F6ncPTogkuH47I6j459%2BvINXKYBbUV1vXijIJbSuLhQsPySw8/cNJ1TNVd8E4hZGxacf//OxOt9e37xeRwfQ47vjx989P4plTsLOeTuTkJDQ39%2Bf9GJ4OGnGyOjZs5mAzlSl7u6I1PmAexERgqSpRkgBBqjW2CaZe9l8TynU99qI5eT9S9ZwvG8Ov029R8RCmi%2BaRUVxfMhXQC2qgZAhN7zt5KpZa0PNcqmszLWaq5sN1SN3JcjKOcjOyq49qFtJkH5qePetjKRhaREmbyNMkmednJ06PFZMot7a%2Brz1eUuq/DVugj9e88RnDcoWoOKvBxFNWJbi7R3jnbGk5eOjA0x2dqJcdzLJOgu8jHwXufA9B4PY0hEkV6ky30u3LUhmAidEkB0csOSNrMFBJysnj0GPsMuYE8s/8P5XKF4%2BIHttybj74507l4FL3Z6KimZRr69BnkMoHPrejjG3kvVAUEsDhLB1pTery6qaT8GC8hwdfQ18HR0cZu3snI8/x1zscOULU7abkB7QOfNF/xfPhp/N3LuXOnN%2BJrXz3r3VN6X5pav3UlcjBEaejY0/EdsnibL2pvZhNCPr%2BShQm3IuhbhIqcxWrhZsISvG2Y9ojsTx0VtUl9Hzlbjpfdrx4fGXlnyWuK7N76yarZxHu9O605VsIyBVeGPXbdS3C64fIRCYRMjaIsBXIDUGMCvYGLNFJgLkYhswrUe85XFxsS0i0cNuZVnK/cL79y95e2uhXHR24BYlfcfG2WOkQq4u4tJlIa5eurokF8t%2B88WrVhfkIjNps1tx9sgatZt1GvQwcRq85lF594MrmBifu3Lur%2Bfuwo0Es2/kUC6CXD6o/PHjc5fz7vSq%2BC2DSvLqJh3QXHodStrzQxpST58uXVeCsRwItWdeHQglFK9p4OgwZgfBErC8e3iA5cqGbXrAdGqnbed8/7OZ1ZDS1fl5OM27A3HRSnKk2/qbwDfdti%2BnsI0s5yJv8u%2BbjHydJellDoSDu9wvDH%2BgYP0y4G0qwULt1tOMoytiggxYSsHzI5TuBZRNhWvfvFkmdXV9CD6f1gzZ19p0Z2p3RHdqZ2e60cuTGe4vbd9GjLatWK20v2mzWkkGv28T2L6FYZImiDJBMmvT4DL%2BAf4BYC2d6XrUAJ%2B6f7/wUiGuom2trY1CLrU70iAaJsldHCZeXAwvv8eqvrqkhddnkM/gIxevnezs7KCHz7Oa7OwGraw2sq4NzobMDpL4dffKucvnqEGC111UymcUFeTy2Y%2BXL//JYcRRZahBJXSvF5zF0bcDMmEwl3Vwl4bl1fn0TqX17SKVvbo61IljL05EOzmVgIu9O6qWHJytn7%2BnpHSvc74zJNmttGH%2BcQPUGqXr2Fej0%2BmR66XdSkkgFwpLvPYAxUWOZd9t5OqJV26Eo1EYrmDdt/ZW6d5j0hUzj8SLJ2jG8eXecgLMZfXeWoDaBUTq/VIq3N3dnbZ1XbNN61ZKX%2BsOikg9796XMVUYs2srGHXOcnZyyhpNTs4CubS1mUSQniXc02xhQAqd7q%2BXoJcO1rIGAzzH3x9i2H2y/qyw8H4GBLLaqFqoPV3TBDmgFo4LiwXWwppjieeql7S0DtRCXTyMYHnX1PTQGSJYyJjTNTun9uiSMKAAArksp/IBZSl3P/vmIIR98z18/dc7dX%2B6w%2BfvqWju7U2qYAcNYpmKHx9O79XHpx%2Bvds5Mz0Ssrw9BJl0HJY0DasUBPqJxddVDfecDLLYR3aupShGr3Uqdq8nt7W7bpaXLwGTbjUzB4xY7ANNte2Pqp3A5FgqE9oBcLfJvN%2BXxLL7w0skMb%2BX/h623gUv7Pvt/%2B2ot0ErXxCapNYdSqe1cyc2KCWJuoSYeMCVRKpW9EP2nuFsrXWRsvLBCV83kRqwyfM02OpM1HmbPbLShxopb5ohDJCbkvgN00bUIerOJ02nS%2BFA006j/c10/zMPOOV8f0ubJ%2BHtzPXy%2B3%2Bt7XZe/3mSzSRcx4jfFnwEqJ3p3CHcQTqzp5aaD5t8qFh0SV1cRoScryCnUgJ4qCOQUnQcxmsPSRXVUvp5MblZV9d3mro6sclcnbwOe26DzQevXJC%2BWJitqnCG3ShXcVAXzVSrJH3abv5PJBiWamN8c1t%2BjgkdtIn3P8NlSsMm7VZlVe796%2B9Lf/vKPd4h%2BlX/7x2m8%2Bk/sGeNRMbab2XnktaoqGyRGzPGMNMPtau5ktV2jGQGXhVCQCn4sQJIci/PbHzEun0E%2B1toaf66kFkL9ljV91AvmMjTa28vjrdw6UHlr0JGtIw0WrFOIItl0CgclJVDhjE76pD5w4/exLMlaLPaCQVkBacluL8HSVJQXhC4nGoLhvUfNukK9FgsuAObOtrXE/Ni2tSRc3uaCG8kulyglJ18CseUcOrF4osVoQwt2Fj1zZn2lSfaq%2BeCSokO3qU/YhxeWihIS9p1ntBed3wdMcr7ety%2BHTBVUdDGULq3ExrwNRDIymEzN7dtMps93IXYcVlW16HAbjWrVJl21aXKpvmPeDQ5vETIAl14JHqw%2BdpbTiWDqb%2B4cnj%2BbiWDuJj33DjZDxgkW//7VV6fv9TV5iehtAnR2nq2qqulLstmSuBlMn4VbxtXIZGWH762YtfwQM%2BTP/mWh1bwOnwtbQVnGn6kdaoWgkicexU0Y8N2GlYLKAwVLukrd4MrcOogakCwYW/Iw9qTLKf40g1TqS7uPZbCkxbu%2BVCArKODZS%2By9vffLH4HKCaLKqcUrLJFJIttYwFxikSQhVmaJB2RYB3s5YfvgsoIs6unRhts3ActFLLIA3YL5sbgXhMujgAX82BvgxS52OFQuBlD5AP5c0SOPMAQCco5Sr0whXwMb%2BjohoSJXr53AVN2UrVJIHA4J5GQxa0Ef5lxclLjHIu5N0ybdtKmiv2U%2BWBl16HRBdX/KNpJtLvgherb5yNldZ%2B8il6eee%2B49HKyJDSxPEzwe9JyBBcZSY7PVMLtXmUymvWxg0i6rphWeglAfE/iEyWAKFgsp933Ydpb8TCqNYrWKhyhy%2BCF9VDyaLm8AYWBYaTpXeavSQaKTllbWKbV51tbWOFotLhD7W2Au/4pFxrP0FiwtzRWs2wkULeL9ow0UgHGipXebSkuL0K6YwBQ5BobY9o0BuUPszScQ1RdgRsSp8eXm4WZWs4DugCQOraUgHk0Py0V24DEY7wxvZeUT8yekxaiueQL3xT64c56oYWrmk1PW6uvruxjXGNdwx/pOQs6aR%2B2ORNw6k9otSST29vG0MDl5Mepk60JjajciUSWqQOJ/p42EJSFhwTaVrm0unbH3Z3uOAJa7VVWnP/rLO38jur797asfEdNxiO5yO4nmTDuP7Ll7FzIx6Xh3hs0A4pVbnTFJK5759f/%2B7//%2BX//rv//718WApfCHC6heCBRvPmQwxKeF9PTawjirfCi9BSSMWJwu98L3b4es9hzJQQrRSaQCnjyvNi41NTXOimmyFeTnEMevkRp8DzKxFR6PV4DFBDx0WUIvzla4Ksf6zB0tJwALQUZYMqfGU8v7yVisDmbboYH4v1cZg47sEVAiVL4RsCwtXSRSsZexPHwHpQWDC25WrjT9zrz7DScowc21BAgusVJZhhabB9aLUupTAmTiaCH3OFkwwXerx9Qhk9qUGAUvtQH2kgwuLJrIloRAaan5m8EgZGJ/hYBPijqmQqrwWi4Z3o4fz/0Xm6nvFIGKASw1VUn//Mdz/070q/7bacJ99dwzFjCXXXsy79bs2cPcm1TOvL06yS353e9%2B/4n54fXJ73/y59pGIhd7E1wZZmOxt89QwrxJcMHiyqESDk0u9o5SvCU4CGmlaalS53C7nZWDvYDFmnoFuODCMv8hedmkz9D3wFrAp5Q03YKoTzJYSgyWFrwqc1V%2BtaFh/44dBBSsVxP2ylSeta52xjeEG4sxwethCdtnWZcJs9kuvDz/CEPP8oDI71jqOAf2AtZypmWHt0HcQJSyrQOWW7sh6HdEE/P7lcfvEFTOP5JA1jeL9K6wlhpWpoDNwLMk11PD%2BXS3SaeQqFSJHRcWFZCGbSQrFIuJEtWY2%2B0xskz5pvx8FQT8v15kO4CU2hPAbezc/%2B%2BC4H8TAkdVTc2f/vnVP77admL/r3UEpwJjaGFW92XI/s9X78/DOIjDMR6aXfL7P88UfryAb7HmTdtMcBum0VpMo7W20sTiIdqoGPwPjyc0YKUqyZ3NYlVWLglB3demNgKW69tYttLlXNSU97GAsZSsz3VI1Cw2Sadz2L37G7BP%2BVYD0dkYfJkQV69dEeoPwDeMYBIuV%2BRguTFhOdvvxM4MYTofJGBxeL5HBYr0YuXFi%2BcAS68wNukET1x60VrmfmM2Ly0uRk0TImVnRayIaV9CfbM289hwc9WmnprShT1qc3Hiq8Q0pXNGTRJHKehIxaIM4Dij2e6IccyIIV%2BiMvE3wVguVrIrHdks41o9UR8AZIjy5uO592s5gEtP6d3kqpo9X/4FRcvftp0YEV%2B2Y8yRPTWZe5aX91Qtp8XmMJh3H/zkJz8t8ZelFxfTBrKyBn7953vWc/DPcY2NjQuw3nwTDyrvrYVTEM6HaFY5B7B4IVpjPzW7oWmu0shiqR2Vc2JIBvJagUotXr8guvTK00fLy7tH7l%2BkQInHU0x5AoF%2BD3yXU/YdwAWvYlIaxF7vDizuQiy9vEGTcY3gklORw8ADmePHY8I/ZkD3wIBfw4dMDuP%2BDfgwPGMAAdQi9mKLrV6hBSvFQBaZd3/SUaoyufhavRILLPGickKXdnjeNb%2Bcr6WCuayRwXaaw3yVSQL6RJKY2JEMVAw%2BZ1QXynYb6yJ47yMU1E2pTVNm86uVYJ2S7Ihgrb6ri/ygvpkoPkcuRIDRD4N%2BKb1b873YMIS/nY5RiTGBGPPSrj0bybf/lCSdfNWMQxZ2/%2BTl0ZnDrQNlGlkad2SEO7nInj382TM3Gv8cQ/P7X7fCy34Bd8YWABD6tTdB4NBop2g0K0fOGeCIW4R%2Bix2sBbCQxuo81JBjBbAMbQEWKxiN9fp1YFO7JedwR7JO/h8PYSmxOyLtORXtgTVBxK2AnKmhYXtODHJpaSFOe4WaZLAXPIiB2M8gqKD/j4n/4xX3jIdYwCWBr9I5KjuImA/W0uv1DuGMJgDMAyyyJtnvzOaOKbpKpdqEhBYEeVfunfP7HrkTaG6er5oH6SHSK/XhsEuvZ5lCDrbuAgQiECvJso1kRwjrp76ti4zBL4VUwZsm02/Nu0mkyspKSbYxsrYGIR/82HHin7Rd5hwzFrzRfKT0bH7%2B3Zq//4NoH346JlsILj1HdvYM372wp2a878InBJOfMkfsvpHCw42HZ2bKZINp3Awf08la%2BOGbCx8f/uzN1N/HTKY1z9pY2LjQeLhxG8zHH8/QWmk4%2BAkUCR4agx60a3g8w6AxEDCqdXY/HsNYU1uxcfL21RjIkjkDJx%2B0EEXZaJ%2Bq68q5fJkRqBewFnnEvBgKhn7wY14MMXiC1SI0OIwCQQA9WReji1j1ufj5eAXSiRV542JU7PvgfI4LvM7Fi7hZ2bSONcgteAUH/iL452En%2BKYL8G07EhMlwXwTX79GyAy8GnP%2BuL4tf3jT5aKG%2BaX5Lq0%2BbFKxJSoJRBMHRJYLzGTFlHvMWFcXiUSMLHfIpKKb3JCG/aayckri0E2NefpjgSm3C7FcvofleEzD1AOXY9qJ4ZrTR9/B6HI6tvWCVD7veakHu53V9DEJS/iJcHmPLcNXlnVqoRAe%2BEwxybHh40qD1yoXiA3khY8/%2B/jX%2BDs/%2BXPqKVohkIF1eIH4lUYarVjMGfX6uUNl1ZN%2Bu91g0Bhksg16oD3goRsoHApigdAChgIfEPprgctI1oPGVSW8kl67I9AOciSBQRb0hwp4vSdadhD3ZJFNw35wZi0Y/jUktxE7%2BaPBdJHJgfpAVz2CASZdsXS0i1yBjMAhJTDCppCkspLYfEHZAlgoHKzZh6/H48E/Uwba5TcKdlQiUbnUIqVyrbM%2B9zhucV4O84PacLg/sQpw0F3NEDwkuugiO5rYoUje8CVXutFYjJGxSIRlCppMKv7YQfNblYmJIQmIG5Nb3R8AMYkvl1h3h4r7XDpjYf8IJBbHavb%2BBScgnCYUJLy9hJ3kIYX%2B9K4M5yoc/F3Nl1yUr2kjxacON1qthY00DVtHdwci7dcGFsB%2BFrAc6bM3f/17wpU9QUOLgbdCyAEWFg5bwVj8foufM8Ct1kxa7HNzdsQSBCwC%2BpwXyy9qtxOxVCJVvl5bm87dO3sfSy8m1R0BMuNywtfAJWB04FPsbfGK9yOYWJ92sBpgs%2BJQ4/ALBBNAKrn4GieeQFcu7guC5DjeDoy6ILcih92mKcdF0q0C4jZYS694dFTuJQ4osROfXVYwB57njcyORIdkkz%2Bh10PoTyF33XnkkQ/IZL3SxdexF9k6FX0zMboYhdiyGI12QMAHwTI1NjYG4R6XSZdvorvV3zeb/yDRgXyNVnZIQiYlMTUFvRgR8o4/5McILkeOubT5pVXTKF1OA5X/ILjs/PxIz5Ejn/74dwcJKJ8yM0C43GZmjMzONDY%2BseN6q3Ugbc7JjmYbuBYaSJcZ8FjEVmUMzEJra2Fr60xh4wwQa2xsTU/3%2Bzl2IWfAXz0ptBgAiwywhDxkamBqyUKhbCGWVAJK3JXUK3Fx1/NoI8sPMrFekKC8jrrA8YqED%2B5cbg9EpgwluNWLlSp4gRkWxBkcLSkWysB19yuVAYESVR9AIbDg1hNu58NzrSeDGeUGILgEqOps8GJ4TQ%2Bx9OJwMw5eNSZGVPHgpSNrgu9fsdgRzZfQXeqJCb1IpCR3VuyrT7iTom8OskvbdLpolD0I8kaxiFgWHWxQ94vZSCUCUNxuiWSMb%2BI/aTb/FWKM5CL8ro5KCV2PVMCMYy71wTUaAks9hJdjx/ITS0tr/klguXcn76WenS8dOduHz/g3p/fU7Fnd%2B/R4tc%2BX0V1cXNiYuiMudYbGnWRukLiFpzRCCugOeesQBhPIvNCVffLrVGvqTGvqDBBrJLBwuX7vqJ8DWDQaDXy7hguGZL5HmSLQDXopW0PPE1iQCQqYVAgztNmnH9Qgo1vhkSKBrorLKKvbBe6CXsRCXKcnPBn2x6AQzfNLHNnYm1yA7fxT6h9ayEQpQqcOUOrrE/adD3jUIQdmx02Yh%2BHlFq%2B4xRu7TWGx23kGcGPYwxjES1s%2BhH0%2B%2BC29vvM4PM19%2B3KU2rb5xcTEqNMJ4QSUPZ6wRBcTo8kbTjZCiUSQikniiahNY0A3WxKaujincC4qOhx0ljJFWQ%2BWh5GFyOMfRJftLPls6Xxp6dlxdGL3LrRgeDly5A0wld8uvtYHKXJN0tM%2B5kZyBjgxsIzU1qFW2ki5Rco8VXh4xtuLh62PPhrX%2BASAeeJK40/gz/2kNi9uxkqzWlsLU1MRS5nG4hWngxOzWywQWQw%2BmYI/ERapdXNe%2BVbtVm1cHBjJlSvwfgXdWW1x8ckv72MRYg09yUhmMIjq4ZyuCInY6T1T0lvSst3GjIICkyJvaOFdBBcCefSEsV8pSCFGkgETWEpY6IeU9QFySv3lffva%2B90hTJALmlZKSoTe0e2mYkQBjAW42PE6M3jx3yx2sKP5%2BZsml8ulFYk6u5T1kGKT9T3DeBLMdmJdEPMCm126WKpIXKxOTk40ReqQCpAImSIR%2BtRB8%2B4/BMFfFhQMziXPKTokfDCXzgDq/MuxDPFhJ4ZcwFxK4a3mKdAtsWOW7QwZxNTBn%2B7aVfNa0rjNtrfP5qvySbtnvwALyMujNAmzOBmTszO4lWyl0Frznj%2Bz/3kruqG8vLj/QYO5CmIE77NiTUs6p4yr4Xk5Yr/FYNFMTtplWA5Kn9Dq%2BWy7eMgat0UkYKnA5ApaDPw1xV8cetB9D2%2BNrZAiZDKjgtjoygkELRia19e3K7qJGNNAuDLQRisFHZXZKknIY%2ByPwKsSyQATxCLSh0VgMTjXL%2BH8ecACjyqGBf0htqom9gvww6IpsfMwPYFv5neZ7MR80OkAplmvf1aZK6pP%2BKAi0DOciNMv4PWffMGnSEzEupfFC8vJTgmrDpaRH9I5JKaIUQV/xXeijqmLWCkIJjinWIryIYGoJ5Mx5hNZMgFmGwqejOl7kMt86Z/%2BQmAhGu0hF5CPnxz%2B%2Bae7bLYk6fQyfE5jSm3ds7OnThW2Dl0sSM/iGsqKC3FTHxJkMJQn4p7fv//557coj64fGIMAd/B/rPK8qzh7ExanzK%2BxCCnearthcnISrMV%2BwS4Lhvl6%2BqBQjOMIapHLFWIREaa1%2BIunHnR2xROaORI1wGBgDUURuLGQvbeFqH/EDYBe4Q7Il72xBiYUnKpoEcp4siVJSO2hCpTKe6YCtoJhW0/Fn0rYt%2B9bdUiCaVgT3ssXtniFLbGhlAQWoaUXw36T7NbB3eY3StsSJYkqVf4mpMN6EeYNRUUV%2Bnxdmy4KGVjHoAIS48UqxbzTWTOfmK8m10GSXsfiB/Fapweexnempg44sDRuBXzFSsGgkw5OFgQWeVu2EPfN7jPBAxgXVvsfm7/7ETqxWEu3l3b2gFT5yb/93//89O6eJOmXI7bxjaq0jehgRhZimSkepflnuf50rEc6jFsuC8%2BkLoCCvBIHqeoWJT7%2BwGMQlX4qF6ePtnh3PNrbK5ZzLC0QWlosdkt1dZphzmCwG6rU2nBozttwPS5vC8eKAJcnniBcGfi9Lw4dfe4%2BFiFvPV6mi7RD1gtgci7nXFMXoMw4AVYEyg97Hexowbf9hD8bFQMZEEgGgyLq9vT3b0MBJshFr1ciljt3zgvUUw6S4lbBOm%2B9BG9Cyb3iUdQu2/NCsaOofUWWXIBjQqKOY/n58N4cRqq5x8kVXyco23RYAaNb1LGdbb7oolOxUbqZ7wr3C5AKRC56okKiMgGVvzogDz9QCVhKJiFo8ZoGJRPh/v5%2ByEqO3/dgx2NQYlyUrmNY7V86n/SXH928172iGaj8DtuP/eC15aq9e8dXbdI2KXuOlDaC5nIqvbi4eHY2HX84dfgwKJfDRPlL4zMQ9J9oTE0djT/xKPwN3ymIP1MSf%2BsWZLNejt0rTOdAaPFWg8nMGex2n6/NxafLCCy1MSoxLMil%2BNCho%2B89lCCvx885sFgf8t52xrUchmAqHl/fXiHkAuux8zBYJ1oADd59xgu0YnG10Gdn0z0T/coYlv4JhAL2gh6t4vy%2BAH2qcklBpGGwcNqvEPWkNwamWtiisV9YVCz2gBI0/2F4WOXaVG1qtVqqPqXr%2BDeQMxSF8yVRsJegmr4ZZUPsr3LOu8JUJZlBrmOAvmLpSp2qELqdjg4FbibEr99an5NZStZXZB0mdX8/jkojEyqXgZdouhBLjIroZg9xilxaevfkvZD/Uj78O954/9/%2B7W8//8Hpqr6948t7M9qcJNKSws4lqimLTwEV2iz8F6yZwwvE1v5nH78JmRjolFbr0FbeaC0E/p9aF96stW7toHDS0zlCeFAWTW919WSajATJmMZX1ewKasRyCD6EsVxHa3mCCC%2BFpw4deu7B/JYz600rTTpBgLy2lkKAqWNNnVspEe5v2I%2BeDEIMRP9HEc0J4Q7slUEMIoXHbKm2k0yY1kL0V%2Br1ExNhxEJVwgv%2BziNFntBUB/owpNIrFAvlaCk48BeW3%2B/1g79xgBak33wSvpfvNPP1WvBgWq0nN0UJD5NRtC8hsVSn2txMpPYrXfnHMsGFuagp2npGTjv8G9eoHlWpQgJUvj/lwJsBBU0lvFu3FCt2iFp2hcME1iIQCFICXQ/C/bYH6xRtH%2B4fAy4/OL1d8dKze7d56UffwwawP9pzdxmLHG3SaGiJVDAXK6eE91kAA4ZTjKdheEL55n8%2BA0IftAuo%2Biutca2trVvwvfwZOD3Rmto6Q0v32lt6veU8i98PsaWjAHIxqbPZpdOMXiWwxMWCC2IBOoXFh556CMt6Ezz5SqNgDatcwT0I1A7SuVsv94Jq8bacIErsQdkQh/FoMQAGoYxSxH4wTR0hBPuJeE9Yiz6GpaLdo3IsKmRN6APB9OQ4v5WY5oJ0/NV%2BcGIKFV8ddmlvPo5T9EDnQyjWavshsVsjdzFyis6vzSc2T4Sp9eS1%2BrBrc955jFpfryfnAJYAWaQW0BP/gDPFxsYSK50KDGGygqWLBrxs1WtQhCBVhDxeUE8%2BTtxr6oKIRSDBZllaNBaAAmjugpxE5ZIPf9UbP3ifaPJ%2B%2BvSe5aSkvr19VcEp0q1KWXnW7Gwxlu6hFysujBUi42Wwj585/ObHeJ8CTGbhiVQrnjfC3/NrsB54yoXp6cJ0b6/dvyKcrM5gGgYVBTLfYH7zpk5TBrJn63psLwytBcE0zhwCLA%2BG566vvFwiXJeAHumP9EcEkQmSYb0AnGPvDjGlQYzXgxEKMV0SqXjFsQUWU%2Ba3XEhU6/v7Rf39%2BgnwQGEML0BFmXA5oNaxFXM8nh23n4XY/URcJpfL/WKvH1sOYGd3CQ4E0E/oteq3zOa3Hj9e36kEpPUBSO8gKyzat48/rE4RgOm0d5HX9PltE4K1mk7AQg7gPNqI8TuA82cmd0RHUszNyVY0dtnS1ApSadHIdDhtoL%2BfKljL7cKrgFgBA9KqE%2BADFqIymUCz6wc7iUGfYHaSH/wYm/D%2B2/d22fpO25KS9uzJkJKWLpKWNNzZQ9tcZrNGRk59cYrwZIAFB243YvSHd1DqM6mtjQSXjxeeaCwE5eL1TsI3y7NYRrhMkJOKuQ0dX0vXpXEoW7W4pX/9PhaITqeOHj36z4ewrK/37hev0LGi0uNhjZnWhb1n4uPjzwjx8Jg4c8GD/RMtJ07g8Ys45sfEDThSuVqjME1MTHjgg%2B/CLXqRnormUlEkCDkW5wyQyVkwJyZAygc4gIVog9IrtCRL%2BCwMR1RgOgGBe/djKIDqlfVkSO0g/YDokrOpF8B/tjMY7V2CzU0lWemq78phMLoC9coJTMF2PxlyjxndlYMyCKdCu0xWwCuBdFwotCdXmtTEbA5AXI/73MgcbBp7mOm1RB3/WQj7u85%2BSkxW%2Biv40V0/ItqI//xHd0/vsfUlLSd9Ob4xGL%2B0FL/B/eLooWK8Q5E1mz77xWwxQaWwkHBmhXgU1ggZGSj7VDx8uXLQ/Am8%2BEF%2Bpqf3CjnVHMsKr7oMsBgsc7LkTX5YGy33U%2BR5RMjfjvmwCguPYgOxB5P01s88uuOq3Esa48PDdYcqb%2BFNbexlUtKCMrKhYf/%2Blv14ro%2Bf93u9MVOBuD9aNiqutrNNfP6EWqvG5pL3/VhCgjFISoaEsKTEgpsF8Ifwjg2HI/Zivw2IWb5Fd3iCSoXMTdQvWlM%2BBq/87z8OYgMcFQ6ah%2BT2zr5H%2BpUQ7BjEfnVAqwVg5PqchJwEBlmvfRIi9FtjY2OvwEd2h8JuL9FM%2BoXC9aZbgAXEWzLb7TFO4EBOEFJdYC0p8GoREVz0N4/FFpbK7sL94%2B%2BAM/z8tZixvL/r05o9ttM225%2BWl9MMJRC1BpmzhWAuI1nFsyMjWbNfFJ8szoqhOVV8%2BPBM4WFi6xi39nE98euD5t%2BDCqkdApUH2WeZxS6btDCZUm7a4GBUHdbzFVyxmIL5cdx9LAuNhUcL33vnHw9h4ZXsaNgaGuqdUk9MqE2DvTsarlKwMemZM4%2B2EPsuCAbItGAn7IYGPPoVxwbDj8qBC3OQHeSbVCYViHJXWDuhBRPw5DDcuiUZT1OCxtLi9wKTUfzgjBLdaUrshsGgegJ3BTo7U0S437sGjsz8s8Aa/L%2ByH/fWGAlF58lKFB9dZDAQcj2gCpArir5OyCGnPEn8bvdY9ivAJTI2pbDzIEkR8grOXWyC9Bsyn9sylRtvH/R7QMLgll0nVS%2BaEIHP1Gs3MTsm7veVnsUZpCqz%2Bbcvff4pxvt/%2B/uPXvu05vSepKQ/fbk8zjRYbp07F0%2BCkDJSzJ3kpq9ys2azprNOzk6PjBCz6U9ZZ2aQCNoLseCHP4P8Sb0%2BJB/1UoT%2BMj/qZibTsJHG3HDSIZbyfWWgNLYw5Mfd82KgTp97551//OMvD5xYSa/46lBenryA7ma5JSUUyrvPb11t2IETCk/AH996/uq77zb8EYfHoKD8o5iQLqOjFHzS8rIy/ySAibIXk33JbBWfr%2Ba7gG57IEia81likye9LfAbhzgczBT86MI0QEWn9kCSAEAgac0lTtPQYMw/i/SD91eurXXlMr4%2BT9YHunDvE8jk1ge6IBXI2bev6FodQnkr4hkzvoILzKVAtsLr5TUVnFu6%2BDJI4Wox2MuiSY2XQpANIXqpwETrwkJ%2BNBOiqhzTMcjCDpoPvvT5L34AWH7%2B4x9/uqdqj812enzv%2BJfjk4MFty6SSKBdVrO6y8vLR7pHRrqns7q7x5Ok0tURtBjaTGHhzExhY%2BECYS0QZFLxdOz/8o76QVH6/cJJu8GeptkwMDMypLowLNVkmb/FK8/75XXcEoth%2BfiHb//whXfe%2Bds/HmRiveJReZ7Vmuddyp7SzXkp2E55C2LKjhOQfDU0bGHHjHevvnsVyFwFPLi2jYUyikPIyyDC4KZP9aQsKpGETJt8t6rO6Bg0aCxY0AQObHR0iEOTDxCCR%2Bi1gFU7gyzwLqKU%2BtzO%2BlxGRSxXWvs%2BAeZxJUSE%2Bq5AV0JRPZWMBzvgwrpSlLldaynkoq9zvsXfdfBJo57Fco8hlsfrXskmza2XrBQ0Fdw6t95UYvGDqtLMJWJ4IQY/glsF1SsCKvl4b4xgchc/4TQUDCx/eOmlX2B2/OMf/%2BjTPTWnbePje1e/HJmeLFgnnTtAqhwcTCvvXh1ZncaJUaugNDP6NoKDzCxMzjD/QjCExYDhzMzkWT8xf0LxlvHghcjB16Bv0Jfmyyg/VRMMT7DczmqAJZTnXSeOWggsCx9fukG0CnpoSuuJhqtbW9bW63liHq/XS5EDFhz/frVhPzZnaCBmwwAZwp0hl3cRC/Yx41DkBJfRsrIyiDOj1UKeTMGO6nQqR52aJONZvKhQIJqMpmOtLTow3IMBKm0uzAzQVETE0e5xPOOFVInwZLt3PxlJyYUwcufrXBHjOHFUkNIFGe6akvztte8TRQ9PGo1Gj9sNdoLWUjdmHKtc4a0DlYsXbzXxvF6/twWEgso9hi3S0I/BourDLlVpMvbu2eaCgvIXO7HADHtRQ8T/%2Bd9/3Gez9Y0vg5gEw5hOK%2BDdOoBt0eyDgxtpGasZGavwMZ6WlMSU6pwZI1m09FkajTZEs7ZarYXWwlYiSc5r/R%2Bz%2BdWSOY3Q6xdzJw3SweAG05DmG6mih/mbQSZgsZdQ8ojDL0K4FP4w1lrr7a/%2B/cGU1h2U5/Nq41rj4rCoAjssXr26VZuHQ5QadjSA43qe6ImNzuwqFl68S2zz4xAm%2BZB8AN4INvAJnJpfmOZjypIVi%2B30QZ5mO5sGG5Gnc%2BQcbLnrx7vQhqgaokoKUokdNhOHm/jY%2B0Wen8WKTX72eGcno6he2VXxDRmIdKbo%2B0XKx94iqh7eekzwuCciMLLc2dljaC%2BPE35s/Qzu80BeibsJ/hahoQBPKt04XRBTC6pnIuyKJtfUEFdh768jhAv7DwgtP/759/7%2BdJIUk7Bx7sh0N8R3zUrvevzUgYuVBYbBMfeYU8r0%2BaRSm40ptfkyB/vKIQEYoA0MQc7FsdKstNpWoGMd8g%2BMvmo2N/EM5RyO31/udDrZGz6DBpxYczi8qUMsGrsw/TphLNdTUwsPv/3OC0DmxqVLv/r3B3tiFNzLxOIYbHxJNB8nOi9ev76F4R7M5fmrW7/c%2BmXeL9G9Eb9%2BVb69CCzEjwgHMjN/RrXGkBzNCW3YhTHhie%2Bj1gFiYwDULtjKoGpCqRRAUIlVp%2BBpVRdoSKWyX0%2BdUE8Q4RyN5q3vP/Zk3TcV4MIef%2Bxnbx3cHfvpx779NhARgVY0AoupV7ajy1j2LWKLSNxLHEeMYqcVe8eUyYT6JezBEXZqPj9RgXe6k6vQge1COVm66wgYyx%2BwF/WnP/7e%2B%2B9/abPtSRoHVzU9PZJVbufxVuJvxR/AEkRDwVhd3RgrVIn3Bzc2BqN1obSMkRHuwMjAAE4QGCiz9I7SrEPeUeGZXksvZMkai5dTbklTOKVRttQnS7udVrUZ5tOD9kk/d3KynILle3HXW5/4%2BJlLN4hOAb/CjtkPQr48D7FcATe2NbQlv0q0Hwe5UxuH25wEJPBpv8x7/pdEb7mtq3KgtzWQNzSwNRSDIsch4ITJDHC41ZN2GemazgAmfC9hg4APDgzcGWRI9o0oXa2HGIxqAg/aMbJ0daZ0AhT9xIR%2BwvSsPvLYz3ab///WW489VnTtWiRiNEYEgshYtgOQvPjigbGxx19xFLRYAMl603oTT8gZxd1QzXqHQxJSq4lZqXy%2BySQBKhdsYC/boQWCzK5jkIWhoDz7g%2B%2B9/%2BMv90ptSePT3VlAZaRcFr%2BC%2Bi0eAlbluTkhODNI/dyQ%2BI3ppuCHOraP6dNASJ3UGAYNHaGxscqlpQ5S5VIl/Cqk3G%2BsWybndCSdM%2BoclKb50tJ8mc1aV5BuqOaOZGWNYE1GYWrhwjOfffj6pRv/%2BTZw%2BRcsJH/6dSyIRSxybEhKoUCKjM39tgAmVjDVgh3l/RK7lG9hM9k8oqs8rbaWhmXngGQoD8CkE1zEfq5XYyC1Txks4MEgIS5DKhwaUPH7WyYnfQpMjKmieuwNn3DvqL0rt1OJuWt4IqzGBFu/pnz8yce%2B/9YDOAe//7MnnxzrF5Bzvq0TRAAKHrmEHAcuvvjyi9hB5eLcnKYabFFROXVxvRcM0%2BtvabE3LXVITKaQiu7mqySSxMUanw%2BwJFcl3717z4nB85Pgxv6u0%2B//eHk6qca29%2Bnp2ZNZgMViAEvB9XI8cSdnaYVnX1kincPhOA4daSq73ThFIjkcoeyxCBbiwL/oWuTatbprdQL4ibfMBzOdUueYLhqlMzekGdVpac7MzeZNfsjg585%2BcejQ0R/ivbJnPrv0%2BuufXSIamxK9Au5jCck4tXEQW3C%2BupwoDmugvIvD%2B2DVohXFXceS8tot%2BAEblcfVEsdvuGrzcCo70WAWUuwBMB5OmVjYy3Pm0A0WL4EFxQpW5nirWyBZZC4G%2BSwPVVl/HKlgY8uK48TerlYkCoe1sOBlHZ5Qgkerpx4/n%2BB6/PFvv7327bdrAo%2BRpVZNRAJ1eEEdbSViBB927tatWwSWEqbBzq22aAqmDjT1isGfiker/SW8piZFZeWigu1gK5IVVRtI5QJgKb3vx0pBSGJr/Z2A5Xsn99psy91ZIEuyQJxM2tfjbzUBlFvxvSVnbt06F88rgTR8JR50iLDXUlKZbYwACyP2lorUjdUZkQi8Axm%2BzvikefcfdJkb/DZIgaSDPmZatS%2Bamd/sCkfBh%2BE%2By3s3Lj1z45lLn73%2BGXHRFttm33gYi1pnl2PIj7VXRA1PIYr3CPcFEenKFUguCERxtdbaWuyPiTRarbHVGuMDpLDdnDx91NtiJ%2BUI5jReb8MoiBXMikf9FG/LpNDicwZdasiLyEQ7GWxsSfgwEI%2BdSqzV06ohAqgniDOcQP3xD7qo2vZvur65djnQ329Uu1R8cF6BAIHFaAxhA6ZzBw4glgMlGjAWjUGzBLbSMgr/jjK5uMXCW1%2Bfk83JLsiSZb4LPp%2BN6btQs4HWUno3edtYDppVRBeLs6fff/9kms02PjINXLKysmb9vSUvx8ffWr/Fg2Qi/tzL3t6Clfj4lfgd8Iwo2Jd%2BsBLsBMzk8bqxyFQwFEEqkQjWSrFCWtZb5rdy8qWJwWhb2%2BIGk%2BljJme2bW5S1YN%2BbtkpHMH29qXtTgGx%2B8/Y6/RX332ARct3WPKsqXgbeYvit8wZygEO2sxV7IYN6UJr65W82tZa%2BG/rdeQCn7HzHKQdrZgPthL5xwy6NPBnHHwc7K%2B/rsLYIo4dAYDV%2BDHaa6Rt/Am9IIBUiLLYigpGV66%2BHkxDKcIt6DAG5gk8KQnUk1MSEiq%2BmQiQu765nPPNWr%2BreTOab2IBFEF/BCC5pzqWlm5dPAALsKyXWCxCSMSaeLySEyBfRwcGRonzIoPBDjB82EKP6QNTubABMR%2BgJL9GYDmI%2Bh7PjY98ury8unq7b7X7/ZNoKyM0jtd74szL8TjezNobf6Y3Xe4vKVk/s2OHd8d%2Byn5v7w5L79K57OxXpgoGSYOZ7BDggP97ZSx7LJuV3ax9zGz%2BOkflZFdF2U7sspTmZAfzw56gptzffQin5bwQg/LZJXy7RPSiedhaXGH%2Bop%2BGd/zBWspXgroNPydWhnR163qtNQ4PEqx5qam1qcCFWNetMSgEm9YZ4JY6g7%2BHZq0dABnjtejOn6czhbHdM2KXEqtyLBrDRpsaD9nxFLTi8h2iOrYzt/M4OSW2WwUh3xMGa%2Br/tp1MJos%2BSOgqCgjI3wQYjGtd/R6Wuso3qDZivDca3ZWOc9i2ZBvLK%2Bea1uGZwfutAvgM9jIwJPZ6sSDN4MObSgQWomMIvFUl49vd5NfuvrHbnLh9lr9r%2Be5IX1oS5GBZT0MaNjubDk9hfy/8hekc2pBwyNqaDqR2IJKG50%2B8fObMCc6OXvBsdq/fbtgYZAfdiAhTw6lKRzad377b/P2ciMKZ7HQm%2B3zgxTYW8/ks/iBuFhQfBS5v34h100BziXWigejyAMtO/cTm4CgtDgL7ECVNF%2BLr7MgFDAadGHAhvJQ1Lq%2B19nosomxHFsJQZiCbQDCNxE8N5Q3JR/2awPlHijYsRCqG7yjuhdiNhk0H/0QmBxjE4CRs8UauF2F1WLOoE48EJsJ8SJo8AkFXO0OZu%2B9yRc43Eyl1ZEZ7e3vAyArKJjVL7jGW2509dqCg6eWmgqb4Wy9um8u5l18%2Bs17SIlxfv7Xu9cpHh%2BRir5DXa7fLFIpSZ/JiFTYGQyzEddjkGnh/Lfnuq%2BbdPbFWPEeSpiENQyxZ04hmepY2C8bfUFLAKyv3D5R7vbRiDsfbcqJh6/nn/4gzJfZTvC/fOiNM9/LmBkm6jaWp7KmpqQOvnDtwa31lhU1ngLlEQlKnb2MDsNhvb0gXN8NhHZMzOdk9e/S9994BHq9/uL1ic0sgE/vwPpZmqt4VlKbHxVm3trwyOl3L1zEny72ABhMyhIBbM9dx7DUxmsTaipEkhmUmdSa1sXHmykzqm62p4MvysM2sn5nzyCOPsNK84gZ57CRzFI0FXlOLfGq/ILCWQiYuLXceIYNO7OzUivS4NSYCGa7F5iKsfkF7Tj1Z9Mjl4znN%2BWHwWt8Evg30qx326mpDZciU7VjquNiElTl4qRq7rUOWfObR9TNnzpTgfVxeS8to2dAAfF270DC3GJWEJEHJ4sbtcaIBqXNRUYM9ZADMp2As3/n8CHZ92bWrxjbeV9W3F7CAtWR1g70Uz1hpFO/cANfv56aX005hPyNQDFvvvvvigRdPnHh0x5lzJ3Z4KcICB2ljDseq4JbDxXPn4sVneHZf8Guz%2Bcmoc8MnTb5wwcC0S506PktNKudayke6D73zzld4Ex1YxCzmXjuaB1i0orDW1ZYBHigv3Rvkh/l6bVDXRpKmCcWUqw1E61gr4hhqzbNuYWeG1rzY2BIAA86rsXChcaYR69vAl2ET8zL/MLYS3xfN8FIILDi5pbpFA1ycfKOAShUQRTZdueTO5mMiNJfOTqW2U4Qxn8/nAxYPS8Agd%2BZeTiCTXVqdUR3xgN9yhxygj%2B08hWPqlgGQ9JbwenkFS028JmzO9fKjj%2BKed3x8U9MKr0WcJ88Tiwe8FvtcVGJSq00mU1vyONO3kbyRvFiKbUEh7r8GWMy7z/7i889/8R87dz29d7xqb9LqyNPYdQ0nc4/gsT2Nkz7Jtc%2BVayyFh585NULLG4JcaP/1AwcePbH/5fgz3kfP9D5KqpyTzvmkMoN9BZzpgRdffHT/VfGO8upvd5s/YSdf2PDJfIYLMtmG002n6wzl5ZPckemTR1%2BAxPh1pII2cynWTQsEzAMsPVTIS/mLaSN5tUMlbhaoBhaVpaaHHEsrXsiVsdNPHGEqM1Zr%2BoI8jzaUnm6lDWGSDMFloTD1zQU8AYKUDcDk5VH80hxiQGiOdFLMwdEyxB5aWbXFPqiDeA5ZFLkrpSv3uFLbA1%2B4Gb1YSm6uqFOr1LMg5ONoeRaLwai/vK%2B%2BPixQ891syeKiTuJwKCzVuMnGWyEup/eWlGhKIM2yawpefBFcWMmj%2B3vPnAGJ34u7Cy3iMsuoRiNzqPkmvsIEYlKiqFp03muoh2K/qqrmVfPBY1iQtOvp732UlWTL2NvdDebyJWIBJ4ZYsjjlWeV%2BDlF0fIqWjgMNvC%2B/8uKjJ97d/%2BgOf235mfjBygLQTAY7iJr4c/Evnnvx5ROUrbzrck4HeLEOeB347EyNT%2BZ0toV00TmDQeOfnZ6dPvrCh/%2BFPeeI9w%2B/G3Nj%2BHEfyx5RuNnlak70gZH20ql6JRXcid7D59NDBS1YhDy01Qj6Pw87llGs6XKOnIZs0GysrY2NV2YWGq/AD40zM1fwviClPEhcOzr/yDUfOHk56lMQlSAsmQodP%2Bzpp1JTlCk3lfqUXD34r2Ftp/asCMxF1AlfWatWe4gZsO0MSMTIYT25ThVSzCXPzS11dCgM1S3VYksvL4alVygEoeK7YK8En36xqde7v/flc7eaeIClbKDaXy00LF1QqNTwFuXz3XxTMLFtsRRzImxxDW7sbnKy2fybXf/x0udnT//p5MnujOnxvd17AQvA6e6eLW49dao1K31kpGy23F6ePlJc2OrHIVo4/ojy7rvXt/IK0/12SMJurays2OeamlrEkLtSHj3TAFICkqNinmO3%2BY3kjQ2fBjv3gn6RqBwGjT3NX3zy5MlDL7z%2BX%2BDF4O278Om73yWsBQndxzJN1WsBiyvfns6xb7KoVJESq4khWeWHmsTYOJZi3ZLLrZic%2BeH/ORx41YCyp%2BH5z0Jj4ZUZZHJl5krqTFxrrXxUeo2YTXV%2B3746pl8%2BKr96lRjFxCljOoIqk3oi3Awx5GaPSAtRBd5E%2Bp2gJVNEZ2%2BidkEkkHSx6ORA0eWA1nPtmmlKUnnBh8WSiia70I%2B3a3nbTQMsk9VpUmycmD3mPscrORN/C8eOW8RltDKhZtKnmIomqtUo890qk0m1qHrudnQDWypizwUILclvmM01Z1868vmuL78YySrPOtk9vjcpabV7GahM4/lja/FI1sjILLd8kpOefgoyM965yoIVLyddnteamk4rt0sHAYk03rBiWCrp3b8/byvv%2Ba0GCqiJ1NS49EnSbvOrNUwmTjtTKPLzXSGdQ4YjrADKoUNf/dd/gbkAme8SgT%2BG5dJDWE6yBHowFxefxPEP8vE0Hk/UU5R6vdY96Ee7xZ1JSh5xhiX2p3OGwIelwxtkYQsLCxDzryCUGWJySR5nMlhETKk4v%2B/r8%2B1pfnFDbEKWuIwrc%2BpUKkniZni4efhm1c7XlPqenl1a7c1dPVqlqHPnWfjSLjUfrMVoVG%2ByGEUp/AnqtWt8vI%2BvATcAXOZ4YC5YCoD1nryVJsOkNCpht0EsNToKeCVL55ZW7MLqlslqi0zGnJsKmdQexTyem0ra2thO1XiyLpl5O4NoP46i8jfmg5%2Be3fn5kT17s6ZXR052dy8v9y3j2Ofx6VnCh40Up2WUj4ykpwmxfzvFTsqeOpfm90OmPFJenjYnHZRupNntOCvQO4q763nXf1m7dVWOW1lxVq8dfOSF20zIjpMXF9X9HpVuatDC5XCnDx1679A7aC24tlOxey217mM5GgbnAVT4Ou4IW03FImIyUVgs0qud3IH0UTk4L0DSImzxiikcCo1mLZyh0YaGAEPjzEIrOrJCNJbW1LhauX8wJ%2BGDbWsp%2BjoAXEYJa4FszBeV6CRR53xbc89wT89NvUj7bM9OiC7anfq7PZ0oKLVUPah8D4hFOp%2BcE2gOe9qvRaKLjg4FXkUoUBTI7C1%2BLIQSlqwsLZFI7MVoiA7eiWU0ZpOWCiqncOrb3AXD7eQO9mIoSHfT1TU6m6qtJrGUfQzUnCqafPt2RjVhLmAtvzX/tubsL44c%2BdPyZFZ54cnuL5PGbcvd493dqyBbaLTiWe5sVjl3styfxuVyOX5LgWMqm2RIKx/hcid9c1Lf3IZ9shwb8BIDWyBJ%2ByNxhPg8ccKV5ze8aDY33QYqPqeOWhcJqxxOe3m5P%2BvkR0%2B9d/Q5xIIG8xCWGzceCvlHbXplGLmEMrgkaifGXzImrPVUqic0yOWMyrcoxKVHoReyZrmcNpM%2B0wgvHisNicykpkK4B1sBKtbaLXEaK%2BfONpairxOKWBb/aANxkOmdBCxBdpBes6nv0TY3gzHePHv2iFZ7dheYy04RBhetfgKEiydiZNHpAUbYxPcE2nNCi0sdjiU7JHLIhWfxc7llYstKZSgUAjPgYwUCGBg9BBHGEcp2dEjY0WRHVAXZKIvOD%2BU7na7EKmdyab6Kb1KB3s6oXr2NwQUy5IPm3ySf/fwXe94/lEXLOjzdPZ7UZ0uCoD/SnYXVR1kc8F/pabOzGemr3AzpCmlqSkeK6jbSpFKwkxXfim9yhGY91YqXJ3B/6uofKc%2B/24Dz2PFAWC60GMzmNzRMH7NG52HRg/n5ixvMDO7IyY8OgWzBVk2vb/uxGBVi8s%2BDkP/Pk%2BA9EEs0bbXNQ8V%2BT1gnUp8LXML8xXI/WIgYp8OAC%2BPIh9KHaLR0YiQDmg3olpgHAyzYds7PvnwngRhIte%2BDon05CV/rJv1EQblYOEfSBUO6EN3Fas7X3hw%2Bou8BNje1zzbfPDa8c1irxyJUkFB8j1EQYYVUxgAEN4%2Bg/ZpRMbdUWakoEWoM63MFshXDJLesrFoz51arQ9FgGwQrD6RrU9gQaqzOaKKzVCF6VEdXe9Qsvsejk/L5UXabM7%2BNr4rmJ4ITq66%2BjY3AL9Qo4Kl9evbIrr0np/3c2UNZScu2pL1Pr%2B5d7e7Owoo9Lpc5MMLh%2BKR2bvEkU0PSZevYDncoM5rpJA3ObRgAyqlTM62FqaCiUR3EbnX98t13G/Ac8epSieWg%2BXeGCxt9mfywFjIoelsmW5oxMnLo0NHn3vnhpf/6MIYlJidvbEeXB9by1FkRIV1stnGdiKqMdXtKwYsgSiqVv8iDgCLc0SvcAXzSafKZVtyGAB%2BGWGZiWIBJHO5XysFY7s1v2ffBvqKEhISiJa%2B3gSJuaLFXqlQheGKb/LC%2B%2Bab2ZvNNl37Xs9rmu0e0N0U9Z7U9O3vOJjXXK8FYIhGWajEYMGI6HfimqHJOBomYwi7EO1Vzc00ySzWk23NEG56QaWLC0x%2BS0N1jRrypr3a7TXQ%2BXRXihzymILufHnVuBjNL2W0qZ1RVqspnX8hYrb7ddwF3kiHiv1Zz9shr0x%2BdGilfnYbE%2BE/d2CkavBjWt2ZBvPfbB0bG03zlGVLp3CA9qHPz3UE2Xu5wOjXdWV8Uf3EKcLTW1gKW1CsABctW434Jcf9dyhBPBlhe3bhAqoFXF1VAxS1wnWLDAK%2BAp46%2B9/aHRHD58EPi03ZoufGrB1jeO/q%2BFjcKN9vynWEqgSW3s15JxvLQFKo%2BnyREF7bDyxHnpeNuJPaIHSKwWFtn8FYaWooVW8lRxJN0RkJCbPzRvjtF2P8tJ8AT4uVL75IkGAqp6OCe%2BClaEVBp1g7r4T%2B0EGSab55tPtKjv3kzRXSMajT2R4wqqUwg4Oe7WYLAtyEZz4CBxY41MzwZXnebrGYq3EYPyw3BPiJQB1lGViTbEXKz3G4PxCWMT26PaTFfrauxBdltVZmZ%2BVXRGptzOHoBQkuSrQZW6XfMB%2B/ePXLs05MjX2SNzJ58%2BtDTe78ceXrv3tVVrDsq7mamc2fT7MXdq9w%2B0IROulEtYIEh4pyZqI8LcrP4KFbxtdJAZ1tTUxcWYlWrGFe2rl4d4nAh5v92o0qnJbcHyOQ6MjgBlps0aOeePHr0vV9te7CYF9veTL5x6cYDa3nvuXmRXhQOU5VYTyxKwR2R2HU7kN/65rY0HLmEEqQ1r7UWApwVHRlSAbeK25UzRAomF/sn06JkRsxYHtm3LwG8WMKdnJwxXgvIUm%2BBQ2WiQxjehC/S09wDruvs3mYRaBZYN3vAZppFSu3OeRFEtP5IJOQrZ9eBefHVkW%2BzO9Y1dkNTQYFd3FKt0QAYg8Hni04YIyD/%2BwXXruHBmHtqUEc3srDbCIsFVNRqdVTF5mcy2YmqqrZ56XTm3Rpn5mai9PZ4BrbnL50f/qv5rfyeIz2ffvGfs7SRo8XvHdr79PT0Xmzl2b06O5s10m0p5k4qfCPjGRlMnzN6rS4QDuW3RfMz2cnl01mzh44WPnf4hzgtZCtPDpG1sTFWTYzX7bYoV%2BWcagukeoNtrPZrOTnXcor2fV3EqGOFKje6s8CL/QpdGNoKapdL9xLkh5zYV/94D6ILyMiUFBFVhLUPKeDmU4gQ0ynqdOk0Xq93B4Vizasdwl2vvFYrLc96z1jAdKyteNXfm2YYJOnbK%2B7si806vJNw54MEbHFUFLKMev/Y0LIokYAP47PCVJcWYkrP3bs9zcfuzt/EyHZzpwhiPhhtj1JJ7Yfn7U4rkxrpOodDN1E3dXFdo8EjrZUSr7%2BlGjSk5kKyRK2OCCIeT39dzrVr30bUdHqQhTf1A0YPUbU7wfIsLjrpmez8xfk%2Btu39ZWdbTdvdoG6RmXS7dHizudmlBSzPancOJ02Xw0u/8P2j03tB3Y%2BDdtnGklVcTsuSbWRkpPX5pOw6coDFwqbm85m27unZL2AdxZEUhwtb82ohIb0Cqc/CEwsxLnEgXzh%2B4U/NZnbUKPAIAu2MioqcnBxGe10kNLj89EdH//3DD1FPfkiwufRdIuD/C5a33/7q6DEqeC9IiUUgIFKIyzn1kCNj81ylll0tr5Vv1eI%2BWB4N%2B5TiMQuNljdkBSqtGP7z8LKzJY2ZSWUwKogeVI%2Bc/4DoL4azkYquLWHXpVGZRKWCh8fne8L6m3rt2T3D853zOARcL7p5ZP7Izk4l6n2lgBoBJxZKGymvCyo2mDKV0XFxySAUWkqamngloN5B6t/G0ud%2B4oyyrr39W0DhMUaQSiTS7/GECSwet4KdH9zI99XopKXMCyedEPCjQVW0L8mWCLFNqxV93/x9rbbntafHM06Bv3/u8KHukyf3JmGT6L1EzM%2BaLOf6pL608QymtEqXA55IwHI1z%2B8Zz5rGc7KTxVmnTgGWGRoKbmsqUVT5JroxCP55lFFOC/MMds9kYebB6u8nMxjXYNVFglLb8vR7ly7FzIXAsr2v//Dmy1/eeeftvXoQkVg6jZcNUmJYCPmSQtU6aEONVuxGBmBoeYiBBlhqiawQqPixBAy0a7lvk5xQtD3eECJLAjIh%2BloV1a14G0bFmsopeojPd9Eh5ledvTm8fHP%2B5p/AjWlv3gQHhuPAm2%2BKhpXEhY6ILm1kRBfamKz2KUJTF5cgrlS3gLrnCf2j4urJas1iiBUREAttZmKCuDUREPQbjQQSWEbVRiK9rS9oYzshSXZ210RNJv40%2B5jNVtrjwuNp/Vvmv2qfPfaDjw4V02aLn5s9%2BhRoe5D5fUnLOBQ2Ix3EimxQmgbGwtxoC7SDuttsa6vCMd3T3ZisjZyaxYthxUMDvS2thY1vvolQCCxxqXFy8ajFLjWbp0x8o9poMpk8EUEdGU%2B8%2BeEQnRWsGnn7EmTI24lYLK78i7X88713XniqrUdLxYL22MUc4kY3OTc3JaVTpHXiDiRSwc3kWqKiApggGszY0/0gt8rLJ31OcgI2EN0OLR8QM9yJI8iEopwxC56FlQyCG1Ntbk6w%2BM2br/XsCYu0O8F7aXHzpVP0bEqKUqs/osS7QgKB2lnO2WDNcf2TFxSVSwVNPI1X3CLklZQIxVgoOCmTmIzg6wSR/n5BP6wA/KkAYOknyijRZtS6RZUquLEpya9h1szPs6tKTarE7vnEmhrsXI0LsNxs3mUbB3XIXZ19%2BuhJeN7LfbY9Scvj0yPd/nLNiH0QxHw5GMs8/2tGir6Zn2/r/rJ7%2Bum94xmruPNPoxUebiyeaR21toKhEFSIy12pcXFDo17Z3KTZfHHCrXarJSqTG/fGITVhgaAiNEDb%2BI3tPOx1HBaPxvLZQ3ISFOeNd8aHm6lUpFJPUOnESuzYnRCXrxgstDaOmGsdm6KMg6%2BsVmsxoknnWNIMkD06myuKLp%2B/XLE9q/2DO3dibeCwNV9OTmULHlOWkHSJKj5Yiza/Bzdgem42f9qsxSsnyk49hLGeTlFuClkZSEkJGOlSLnNMoeH6bxscS%2Bs8Hq8Fr/lhdw1xmXxUPGlwmMbAc3kmiFtfa2tKJd5GEkSI%2BtaIB3KeRLaEXbUa5Euczpq2zMwqlUmiyk8srTq76UIfpr0JWHY27/ryZBaXW1y8eujo7PtgLH02m215GXLjSZArsg3DakZamjTKb8cGH4K2vvG945BDLy/fXsWLrsWnZhpnChutQ40Lb2JLkTcXnrhCWEvc9SGvEBTWbvMf%2BFjZLVmMskN0N50OMdCt09GBD1UgyPzo0ofbcvJXN2I%2B7PUHseUvoG6emtdTCWNJiYUWYsgd1p9S1RnFtbWxllfbVLAsbAi8WGuxtZVG4/gtPtwcClZcrjgfm25IcKnAWZV4pxxi3TXjilfeIPbKHCp6MHFTre05thP8%2B7FPz/bM6/E2UCfay81dw1pyPVkAZiOoczvSMowqg7%2BszF55kdfbAjxGse9Vb4t3tGxAXlY9VwlSxWhiTXjA760JlAFyPWDxsCJqNZGNmaLRPrZzvC8oUWVmtiWVJoKdgr3MlyZuulzamy6XC7H0VH35Pt4lWv3i0MmT09NJ4MNsfUmr01ncjEkcRr4hzfD5nHTBeUYXuT/RNp4xDqqmu%2B/2be4IjgdrfebNQvnoQCNxgfIJIuDHsNRSLBaDVApYQm6Jith10qkIMKpQSBekg%2BUYBQFW0lfb1vL2jdjg5QdY/nn0qaPPHf0TXhfCeJ8SG2Ifa4wKz4sl5dKw7RWsrTxwZJD7pSMZcGPFrcXAZYRbXl6eYUupOF6xb9/58/eoYA%2BJy8e/qWAwLufkRKbs4lHKqKZSolLz%2BfwweJFntXp4ye6EV60IXgS5ejw81j6bQu7CdjJgLiFnGn2MNAnP3zFVgredsHAC74%2BLxaP45bk%2BhwmyYLcqv9SDt4vQxlJwZoMJ644njKbS0ipJpo3NLG2bvrt80ulsy980baoSE8GHgZR1NTcjluEfdH%2B5ehIvrhwCcb9s27sMXJa5I90Z5eX2NIMzGqRLdCp90T5GSkqbjdmXAaJmPAOxlIHEL3zz41RaPK1x4WOwkycaCSQI5ZdbW0I7b3DQbgYsUxJJJbtDIpFMBaewZ75EtahT8cGzGQUMcs1XseByI4bl9QdYnsKhjE99tEmF9Bj0SgrRbLv%2BfiOOsFPqxyOv2uvEYdhWrIAM4guGF4gvNOLFZtNe7jx%2B/M4j2xOO92HAR0dGdB3NyfE4SC2jEPbnHEHVZj5/U7t5RNtz9qyoZ/gIfM3O%2Bi4RyH7QMp2iteOMCka9MlBHV0xmS5YM/palqQNzYCnVLVgW4MW7m2I5vCgGqmUdKonaHUxMVPVP9KcE6lMgWfD04800I6vfqGaWBk0qaWJNsu2FkydXjzkTVfmbuHqam2MfhLXUfPnl00yIFLMnx/cuS8eRSk1G90h32UjaZHla2m1psk5NZSTkMKjzNcnMvurubty76WPeri6jtR4GHX2mgbg%2BAVAwBcNi7%2BvPg8xfscs2nHNm84EpB/bbWnQ4HFGHRDelUrGBUFsIj2E9VDLjLnGkfyk2dRmSswdYjj731EeH/l6DokW07cM6c7vAi5HJ4MTCQaeQRnQfJU7yt56nULaw/nWIMBgabTZ9hJtWpSVj464Pzm%2BPaP8gNjsUZ%2BpCzsxgeHSV51oa5GVCg5M9r%2BK77tqOgKh8bVOkVeo760XwpoQ8%2BezNntxv0O8xyJ6A0e1TuCvt1cKL2WO3NKNY90WUbeItQTAXK22g7MKixOSOZuaHEj0eagok9JjE9U/g%2BAajkV9Tmhg1JfJtL9Rc6nMmJiYGVYn5pk0XgGnu6QE6%2Bb/d/dsewPJ0H7N8pDure3Uco0pfn006vsplyiDiM8szym0%2BZ1vOBxUMcuaezBrf7YxqSJf70nxMTTWH1vpmrXzHLeKuUSPoyVSi/1Rc3lXKFqW3YFBmcKZByFcokpMNyR0dHYvYjxtWtE1Cp9P5EGMnlErggnr/wxsvvP32DUzNHmD56Km/H/roo6fD1E49gYWIK2SAknsc9KTeVZVhnSHaXGKKvLX17vNYcom7lbM0VF2raVXzPfV3sEnU9tjpRx5JwKY%2BkB9j20RG1/F26lTl1IoQD3OTo5JNNZ0vSlHqb0K413cS1xkh4YOMdaeyp3OtC9vEkakeo9ERzM5WtFQ3Xcx%2BBVzgwKi3ZXQgb5QoD5APDAAXjUISCgadbc5Nvr5/DRdmZRN4qc2oNjnZpUyTezOxKmk%2Bcdkmyd/Mzw/iENjNHkACH6DyAYvty/Huaa6PmwF6JnMDdytr0FNNbpC45ZyMNOmFjUzq1wkJDNfdY%2BxEBbN6tToDe2QbmBr/UGvhVkO8HC%2B1bLegiiMq7Clb%2B3fwSIOajY11s7lpw%2BCza%2BxzgzKZbK5DEoJkVBKNoq7mu8IT%2BhQy%2BVOgcenSCy%2B8cAmF/0NYYP39o5M2oKJXYr/tzu2ebfAGWMLzhlPWuC2gkopFrUSzRIqfw%2BVmSG1SqRPiaf4mGAt2I4rFe4gvKFvuYMQ/zgAqjC6qgwRcvGK53F4ZNfH5%2BVp9uOfY3ZtEIRJoWG39zZ6enmPgO8lkLIRlKMO4F04PTclGhQVTjxf0QlqMzXzktf9d1jA6ijc9rANlyYsKlTsYDNbACw%2BYrBGX8T1hjxo38dnOKryexn/qZM14UqkqMbi5qdp0mcBYNnt6VK7mHsByZHjPl2AgUtss01flzOxbXrb12ZKYGePcNIO9fJI5PZjsDOdAKhmYd%2BbTJQpmBiTT3Nu37fCoqznWVnnLkpXAEteKt%2ByJBgjwmvXyChw%2BZprhd2az1KeBZZcZeAaDjITmotK1QfQHae3STkxQUxiBu%2B%2Bhlnz7ErHV/xCWk0Dl7x9NazuJXmv1sWhPziUaEYNzaW7j0rAlLOWJrXQ5jiaheP1pg5mZKhfoj55h3OASEd0HE2KRBeCgYsG%2BlYxceMTwpNdC7CVSJQ9e536ZTgLPiq/dDA9DuNd2arEhSSdIyeHNZn19/VqAzMipyAlsTnjUQTVrSmYpEy6NZZeglTQ0iEfz8gasVxtG/zdeYBP7LiiwIp%2B%2BGUZLASwoLyHs03WmYCi/tCoTJOR81t7S0vkgCKa2xM3Yam52uSbC2u%2BYDx4Zrtl7uqbmdt%2BI1LaRf3ev1LanxmbrS6tmpml80nIpd9GpYzFyGAxBTSn8XQpfdRmonIzq2xqf/Ta2cDMUFJ4CKFbQ29eJS0TXa8HLlwwCFanU96r5E6kdueD9SbvGIlMAlxBbF1Lpgqr8/E21p18A4n/4uRuXcDbmjc8eCvkfHXrq5EdPgRs7Te10aUXE9GckQ8YrQbn1IqWenpa%2BtWXdGqrFgbAUyg5h70qIRaVq9bg/o%2B8EK8POShX3In4My%2BXYoE8GsV0QCM0NVjrg4ULQTtaF%2BGosHhhu7jmLbWJA5Wt7ds0PayeUKfVrkFB15RTlUF16V6bLqA4peH7DlPGiWL6FYMB/5cnlA1flA7hHyr2wqHKzPGrPprIfdOga7hAAFlYoKDHpJOy2%2BWSI88tV85Acq0Cz4KRkcF%2BgJif69R7Pk%2BaDw8N7/rRHasvI8G1Ih9uSlvdIa2psUltaXzl3UmqYzKhyO4OCohwGmZ9cKuGrFg3V3LKRsrLq2z5Z8sbcimalshr3aVFr5%2BW14ibl0FXxDm%2BBgzTp2xi88In5VYPBh62peTwkM7fUoZNIIGUPtQXpbYnN/LAyhdzOYLR99AIE/B%2B%2BcOkhJ3boJM7FhvBy0gXPKJYcxzwZdhJOSdFT1b70rXQQLzgm3rvDy%2BPN6cLkBAZoRwgfFcdzj98h5oJVxDYpMUfGYYfYfhevRKakpKx1sRSDtyqnpoRllNFJhdPE1/K1rrM9mT3HRBBVenq0w0nDw3q8S5cigGSQnFPE0IepLnokEpLI7BpHdnbTVcg3MK5cBTvB6s6ZGesMreyCQ2UCpwivfvBfEQEGF4%2BHpVK1RduC%2BW35VdHo8HRN9558oFLaVpoPER%2B4uOAr6fsn/mA2Jx6p6ftU2pfkc9qk%2BVKbDa%2BKobWk%2BTQ%2BQ9rgVFDtprcXgbG01STnT7g7LkxWlw1wb/subEBytTio6CANFeM5ByQj6WC%2BcbXy/6e9t49qOs3WBfva1YnnGFql22rApgMsVlm1wPRJPJAUIQetCVSDyglNakVgrOCqENKSyhwmVD7aoBUgWLJwVUqRlLeKoSma09CyQAl9uxFTIYl0hTOHxCsCMR%2BTBkq%2BLG2QgKBJ39n7DVV6Z80f88esmfvHecNHRA3we37Pfp79fuz90fj1cvMshcVhpdUK32z6DVYMyM5%2BpseiRtnJHcOoLUU%2Buho8MiSXDBq/kQp8Me7HFoxJn7wUxM4ePrx5bhNSF%2B0ZtENd28VRMKckCy%2B0rqBw5HjJFaIp4%2BN7mteLZ%2BnKFJz/AlMAhIi6rqcnT27nLMiW87HRouIpJ1M1qZ5KqqdmqfiPw/Wr4xMTEndyEc8IVzJiVxlB6G22Pltf7dt2G0TQxtRB3LAEfIml2oNKXv3aXL3aHBAP3/tjLpavwf1N/w1k5crrF65cuNJ%2BmR1ILoJkJKKI%2BBVO/9wg2TbudDhCK5BKywVFJnlcpLf3TK0RUpbl0HKEGLGIcnBQownybPuafvj2O3gMyapycQCQZeFzLvc5sCWNlcYOhF16JoXpVYzl5bXRrLUrAoWjSC/KyHQ/TtP3J4s7mDXM4Y5A2cjxzJJM3B%2BUOQJpnbu8edd68fD6wAZnwOXa1/SHNBaIyrr%2BIgAjEhWv1uA0utfnNTnUdJ6AFxzEsjQpKSmaBBlZEntJW7Sy1uimpVufppKj8o3flhJCdCor83nCxCtXMjN3Fu50jzePm/UWBi21KraqMV/5k2NVVU/TSSOKp%2BdPbsew85BUkr4IpKZqlyeVVknlh0TFlNm3ZovHS4ZK3GK50UCP1Apqe7l9SqM9Yl%2ButQNCldHqZDRgNrw8NTVoDLaNtTUwWWkds7PPPgI4/neQliGUlSvzwJYyiXm4psjpV/h5fgiLgygvfDxTaQgVxXnpGLjkcsN7vU/sRoUt8h6mLcSI%2BREVpc3226a/fH6/VvWvKtXAxhOuymhXqbimV1WqWiFkMlKXeZUiDFvobW0pAMtKSGDgzYqqWzJyRaSYPBOXwCmjQ0OZOyewjn4mXKCdzUtLxZal2WIhS7oB8tTU9CwQ0Osvii6uX8wWPXtmFnVgyUCfoShE93kjcRHFHN9D7U4BYCoHpjDdf6EtJPn/xa0pnC0zolvFyqCNZEIkv4vM9du4mVfgnihxu8cD481ml4mRB1cc52qOHTuJnQswTbkNik9i2HmIZem30R%2BfBNBOUrFEH5/vs8BN9Jaj5qL7o5IJXUhuGDZAfAVA%2Bkxcrv1VLgR8XIKrrORXAl2OVZViYURNvqd0bMxjDScP//H6R18hX4aOk8M07Zfny4aq%2B4sMdMfglhOSSKcfZWVuDoKYwyAvioPcwGCIGAxxdG%2BvSiC3xfWoBH1YaaMvYvBr8IS%2BAQvAJ%2ByvhajVW%2BsKmSIM7rK9j1v7vFZYmwx4cKqtSxZrqL4Boj8/pIZ8y%2BEIB9xskXilYwVSQ4hEvvDQqCR3vPk67j3JLHFnF1t2CddrKNnSUSmHJQUjVs1uFq3jY/0ZaEu5ealDDYm%2BAYyY2qr2KngMYAsV7GpKSmpvBW6v/A6WrIqKUxWn7k61TrVWXKLBpUBdiVZrPUZq13TR1BntiZmZGYV7AtJmlnCJkVJVdQwwgZSEWkX6goGy3K76XrSvxPn09Gu3yVRlVT5IPiRAcKGpvKUlPWX2Xk1N%2Bc6vhiYge5HDz6eO36/awOixbFNi5T2MX4BMML/yWFV6%2BjHNO/lbj6bz8rYEpqKaFuzG8DfSL7A9sawsUTLckSwuchgYHo9nzbPG53vmIILNYXl3ubrI6%2BXRAZVI5L2IzaSKA2puwDMjDKCM3wmo2PoEf2p6840vVarnz2tNKkGEZ%2BTajcZl7CRSa00bcImE5qUwwIKF1vi%2Bon5rnNxB0ZmzV8U1YHBB0eR0L2uU7W5uNjfnjmdk7ry%2Ba1VkDgQo6yx3rpDDSWB9se%2B3ZqletLS%2B9EyEbDE/A6cs7oDf3WCgD3tNXtxCmop1B052p1DzExZvvXTsSDaFalMxNXW3tSK%2BV6MkJAB/3BgVGbBi%2BaaM41cySsb3sJpzzRSfwkltBB9dVVXV2Nh97entp%2Bmk11H699Kjc8fXIIadj8UmeVXHquD7UYEulYyl7KXi2bm3/lgD2X6GW1xEDy17ubVHv77Vu8Gl2yG4AC5YXImP5RW7kIXXYgVwK4ErS/HwIo6aiVe%2B%2BurQoY%2Bu/x%2B6oaFEic5wr2MFT0Y61wCUtrG1rTm/06FgKBwG8GFFasiiI3IBsIVr4KmwLJkJQxjSxcYLgmopI6QH8n/brwI9WeaqTAKvYNmYD9wF9nJrVWEXq3ndbLEMN1A9Hr6nXpWWHGdwyB%2BzROIah8FhgMDJcDjYozpds1lvbmZnuNdXKRY9y0xhNo9fKWNvbHAgx/9DwALKAlTBhx5dstmcvBIXZ8AVQbm3iO5kBMHNHgNYutuUXya1vljLl0Hen5Q0JbsTr72l3Xxbg8Hk2PacGJmKya%2BUB0oyM6Qjzbms8LDPoahPpXVTU9qoXZ6qUhAQwgzchnT%2BGm7aQ3zOb3fb6QbhB4hxpp6iNy9RgC2zvxsvKZG0iOE6eL1PWnuF1hsqzCoiPBrIPfjcQQ0Nz7ymTKenp/bRPHnT6dOxHptcPls%2BMVIy0XL9YnHNcNFbaw0Ns8N42yn4wBY0xk6egWdwYOyCMCHnKUj5froCO%2BzCX0BEi9ge2sAbB5UKpZJn67MfPfpF03958t7z59w4SCXVkWU77aH97T47EIYrTEszm8fXlyyzDR4qRDFP8mNrCO5uj4npUxgiAoUtyAAHENbpAlg/P%2BDOCDSbzZaat3yzGRn63GbWxuj%2BFsjxA2wLRrD1ixex4TbY5OpqvYjJLPLKfWDG1HIFQ2nUUCsbsSAl1bb/7suLxkm37srqNgsmpyqSpuL7NA/JahgCg5OWGMjU0gm2W9rcvI4zqnRePZ1K29qqpDV2k7Kj5BDk06eQ2n8Pe%2BHGgrhAZIseVyUl7sHNUfnDSyw9paah%2BHeOiy1Dx0t0/ZYVZohTxwmZQmpMK%2BAmdoIyQPoxGC1%2BdfJpeilN2ZhSCmA3NkbiDPX3RO6hkSGdfngWT7quzaI5hmACwMw5GX4Gw8FTqOkOh8Hg8BkUCh%2BaLoWNBx/x3/GwoC/k1YNBm80Aocxuf/vL/63pzfufAwhcCFsC9TItaPz86F5s7Wbl3jen5Zqb9RZ1GwTJtrwxRVptqMjg57c1KBxqpiBSH6QPU4RiUXVasznQ7A5Ipc1my7DPNwt/yFjPYLE37v9D05tpEqEI9X79GbYmfHYxOzu7Wt8vjisCfVHH0XlFPi/EVdzH2o31uIy7X7AlKamu9ZNP7mq1M9qsJNniWYAFuwNGYenKBxHxW6TuDCluoQj5vF6mmu4cxH0SlV1YnRvye4Tg9vnvYSsp5MnT89dwvRirIGBB9ZPHwFx5PIxVfbbld/dm12f/MXuicETizqnuEIcX0lZCai%2BwBVJ/BgPrfnoqB/3OQXBjjSnnr1UpKxurpr%2BXfu1YqlEg4LfxKaKAztUxa6ifG1urGR4m8%2BQQCub8DAWIia9oxQew8DDKwB/lXrmNzrNhXsPDXdY2JQ%2BIAqmLQIBtj3/1xhBoMnKDu2xV0ZcFtIfGz4EtfT9Wce3McECfm62n0NtAtfh5Y22eOdy8McdvWKsPWUG51KFhKwUPMYn15kBus9Ts0lPemh02Z%2BQWZpqFUpY0t6npNwNs/dI6ogJ0ET0T4UmD6nJXP/YIAjLbvXI1zwuxu7GbSsW6mlTBizrI2rqKCvBiWVMzi1Mz2njtlxqb8iddZEEMYQEX7EuTjuc2Cy0Utdo7bMFARpfTjQwlSKiyEtdVID2pQlN87RrShIjNdicIrK0KiT6N6mnwWQDX2Xvr37z1zfVCyciRv57QBXSX01aGQ148NO8ANfDjhGMl1jQCmWk8lpJ%2B/qSmsfspGO70WKoyYuvOe%2BQZtNEhH7v3g7UxCpMJsKhDK1z8HX3yuOGVUNjk4GFJEQhuPLrNQMct7348%2B2c02HhEWrwCe5wdYPk84Y0HD75o%2BoKwhWuy%2BmrtEeXDt/v6ILotLx%2BNMAPScf16qH6sIZXvKW0Dp97G50VwY8faIC9iMq1YrdaVcLIl7GrGE1UioVDtmK0xg1vNcLOkCzmjO5qafhcYFYFlvri%2BC0OYCOjyLLscApkFeM7jGeIEdLqXzoNb0APAYP3GStOL5rlkVexAa%2Bvi4uRifOfk5EDlw3xNF6khiH1o8h9yWRA4XRYrpWaYYnGlucA9Wr0Kr9pkrY0MAl9OYhdqUOjYa%2BmoM1gUHtvgYY%2BhRuTMSUhFuvkM79LS6mr9N%2BWzs%2BUthSWJiRlDQ5IjEnFIDQodiivykV3hgx6qxwnXMRikpVKfpp9PzU9F9b92rZRK8zc%2BAv2HqMKfq69vWCtirsBdF1qxqlYgSDsccclMJhvbbTpIEOMJQhHEBEYQDx/xDDaQnSKTyUQauv/q0rkH5/7npqb3fsx9vhxnD6mFz202zdt9tod9b7%2B93BehW9PW11dn6fUemic1OOiZ87S1DXojCj/kPiam1apSha0ryeG0x9UuEaT7YrXvnq/GnOHemXmZzZLm5Ei/aHqzn2K2rC8V79pVTGKYCJHJflZenS0uwuAbATIDdWl42p1KxTl7Ku0FLK13W1s/OZA1lZU1Mzk52SnT1uYrH2q6tlP9fKVSJUzLFuotVguTEta7WGYWiyViUkJWPcflZUDuR005mXIb58EwX0EDhnstqqJ9oPDgajfC4uE7mNUWyr239JR/XM0tnEi8cKH9CgDT3FE0W1Q0DOHW4DUEByu3qFt8Z5AHSkOjpgC%2BjZpGgAdyoafdqZXd1LzYvKo2cu%2BOGdRWK3ZxsyZbmZBTxInFHZYwRe1lQvDyglWyvsfDco0MBS6I8tAQxBUxsQVfaDmksr9xDsYlCDTc59yjAhPXy7VHUpXLuA8XZ7ONQTmLtVQzrPbV19PocfS5QU9Dwxp/kKcAqrxHCvokq0Iha1hMOsfdm1M4vBS9NHNnprssUTo6OgqC/4eNsHlJhAeiv4H3JVF1oYjUazVX68Ha46JLBJxJHIPGx1Z13ViIOvUFLHUVM1MHDmRNAjAzWgBmMZ7r59k0P%2BlKbYxuGLMLhcL1sHBVuCQUuQKs5jTXkiUs1LOapawQHcMN9eTJp9eqqs6nn49m9pDJVJ3sIpOeJ2/fvt3dqMlPTfEwmKxiiqNBL0K6TJTMl1zBGj7XV4vICCEsCv8gjT84GETnpHCmdlddOx9bmQ85/3mIj7epjdiHHDxe3iPccuWUg6VRQxDDhmFW14ArWbxkoQxblkIKhw83Vjoh74dEk8fz0YE9uM6x4tI9xuP5A9y%2Bc2T8L0373nu%2BbBIIvFaeqTJotJO96n24qixkWVZrVmdrFHMNToeX55/zeODlcEJBEGeyqmpV2MiElPq5x3DQfZDy43m6KyOXr2dKM8%2BOwitvsNIoEMOKL64Wg77o9SK9uR80RvTMhXXu6IoIz2uLQKAN5qdi6Xl4S/H89D9twxJfsChbnLo1NYnaMjWpnVxcTLJD6qXZnn5JTVWqRC6IXGGWXp9mZlWn6cPhsFDECgQ40l6TTaPpAvalp0fjWNV3sDR2dYM2UdGQpSrzU9v4zmG9vkYxRmH9cRbUpaR9omQCt2maV4s6aoAxcrkXkjQ/zR/0Bxk8uYGu8NOO5YGoEFuBuJzEn70b2//EpjyC7F9hgOjHVDOtEEo2NsCT6C1LYsqSRY27LAadWPICMOYzFGp1kU/OHI5bEUlyhnJ6ehJMtH/aPHdu8uDMkaamf15etgsE9uXl5SCu8nc9fNu49yEwphdi9SqFMnyvoa2tgcYDYLHEop/n5EMcswlMavh56QZeUUjt83nVRWpKOIClxdzjLhb764Vvmpr%2B4YlYvLq0isXnLl5cN2dXN%2BsKq83YUgibClmG6aRWocCGCRuWnu9GJ/4dLDGbm9pJWeuMbLJVOzk1BbBM3apbjpCdQl1kg7At5BIK9UKzC6KXGUGxCLGhKIsVkAogCiuBUSfREaen41w%2B9VgVXLeTIEsnMQgifRo1lQBLPX14vWaufs4snq3JbilsLyG1k4ZKWkTFS2JABiJZyGtwOiHmwO3uczD8flpj3vkU7PmBfDkfS%2B6obmzXl1f6qG3MCdKuVr/XP5DG6WGx0oT6pSWLxSIWU4bpDFI/mL/lwTeeWCwKu1zi5DQ2Fs7NeWLPP7Z7cSar9ZN/%2B8UXTU2fM4/aBXbuUYbAGHyorNxr3PuTvfa99oRludCyVFPjY4y1pbS1zTkAENwi2AZ2OW96uqF%2BztnGZ5isVp/cNztcU2zOyMQNWuOUdYhhab9p2pe2tCS2iFbFF4uL9Rf11c2PdTpdS3WgOheLagEukAFBgLWRzIDPh1v7JNDlO1gmY2IexGunZmRarbZgcnFzs3NqcWYqwSSIaCrzUytpNruVqxeGhcI0VlqadDQNngJZsIoJi%2BPi0lVHlXDRq1Dp088TU9YNacxJKpnCAViqsFU7zZiaQnUGfWLxHL80zTw8fPF6y0T7RxNXrgBjJgqfXW%2BpXpqdLRouUssNCtzbbfBCUEdDtpVXhSsDqeDHvldaBckwNQWbweZB8j9WX6/wqcW9nLS0tLAFrsCSSL9UvCRaoojVvEHnnHOOzF165hzDlmo2W0Kqf5eV5fTaGrsaZ9DlZGVNfdnU9MPlo3H2SOSowKqkGfOV9r0PNQ%2BNe/tsGu6ANU0NYjVdOj1dOlbawPC0OXmDa3lj09emxxpoTvghpseYOGNZM7tqbpZmtl8ZKbucOCod5exq2vcPQqtYXE3YsnRRD3lks26oOleSW12diwdBIK1MLlIwHAyen6eon6PxSW8v6gu2QNzajJ%2Bc0W7GxBR0nuvc3JzszNLGb3CsQZwM4Zl6AQEzRDE9K83lCqQJhSIQFr1Qn1bNEoa8RoHJSEs9%2BfQkGKan3VVYzx4IknIsX5Pf%2BBAb4Z68fSw/SMunNeYHeSG9or4h1GyZXS0/PdFe0lIIifuHf/uqpTy7JXt1eBgIU4QmSqFwhJZM9MGtQZCHFCqk/1up1Nvp6U9PkgQ2r7QUUJleM3hBLWpdA/3JKysdWBuTNB8RiZYsKxFIfZzRgu6DTscspVqSk1M2f3n%2BRhn76FZlftf7WTMHD3ZC3E74bVNTx1E7hDETXWULGiuNb4O8PHy4F9I8rooRBrZQ5qaxKzl2jWlTqxRzc2PTDQ0MWt40wjI9zayhUCiW3OYMd%2BaJRPeuGqFUOiqFVFLISVhZ0ostFy%2BKL4qwW42uWgy0LS5eKhYBSIHqZpeI4oNbUOFkYC3tVPCgLwWxqc7OzRjEomBzM%2BZczLlNeD6zWFCwsSHkeX1Way%2BLJYR0S%2BUSwsM1ulAHQczFAmTSWHqh16s02m2a1JOQpzxNj%2B3GiHUM7BckPA8hFcVejycBoyAkOI2VSl6R3lvPZ2yYZ4efXf%2Bo/TiWrB45PvLVR6eflTcDMB2IjAEUxid%2BzEm2CurBwtFSPXw/n1ZJpcamT8eCt696VFWKG2iLmMwQOCthfzgZtF5U3aLLbQ40Q9SGSCbGWUCeQjGIE8pF6uHhZF1O2Y3LN27k9PsfPdLkH3vQCQMCQ%2BeT0L6mv3wOqEQiapU3EqT19Skf4ibcvcaHxtQEK8Xqc6gbgJn37jXUM%2Bp5oRW1j8FjcukMxlxD6Vhew9x6YLR63G3OHM/MyBxfl75F4WRs/Mu%2Bpt%2BEhawV19Kq2PJNsXhJj7WzxasdHasdlCVRtogcB6mu1odrIN5ieGD4sblHY/cLyQdMNh/EAFc64Q1%2B1E3IXbTa%2BBj2BkvKZkulAIvRb7R5VRC9XMI0jlDYy7EAQnqgjJWuNIIMgRVrhPBfRTDogsS%2BC343Zf4xkKZjwJ98jVFT6cn313uXvHzaWCB3dfgimLGvsOZryfHjf/uq8Hp5uW5ClyvKXgJkOsQr8qJIRGDT0DyVlfkNTvXyIPz/lKr00u5j3VV5Vbfz6r1McQfo7EoYe265qnVDiUMlhYWSbDOSBbQqTq4Gnyb3euWQh1NqVlwbOTlfP37vJ4%2Bexjbmd/3Tg0mIC5NwHw4c/U1T058giPUZIY0UBG1GW%2BXDh8aHe/vAKStNJhXceb65eod6Ra1wqHn1wl6T15pw36VSe%2BmMhvq3LGapVDqeOd887ob83mymWIRuNuvdpi/0FrGQIhKJi1eXilcBlVUK%2BJrZDgoQBjjdD7fP%2Bvo6fH1J7SAGHqt38CtfOLEYGA9gAC6ASieSZXFxCpTmcM5Gzih7VCodMOHuFJsJDRgqzECCUKXiAEJLYSbkfZrncanUY41V589jR1RqJc50Vj409ZElgofHTnYfo9mDGn5lpYAxvG6h8xpEkos1q9UtLdsFLz8cKvmq5SrgIpFI2BKWmcNJkw8OVvo1QTyLnhp0OkQulT9I86TkTT9qpLZV5Y0pQvDrrXbUdFiXsC4he6jsyvz8SGJJLsQxnBoUiZKT%2B0X98PP2h/vBCVCYXrlCU1lVem36aTcYmTcggiEu52I%2BjTv6ZtObRX19QJe%2Bo8aIwKhMtRG2gBtT5jOWmWp1cJDnBS%2BsoA/76MKEUOjJBkfFlQcZfMdbFqnUjcd7MzKbMwurc82u4TBrdOMfwN%2BxVK4VprCDYlm1mMXVLuuwwwEpbxETvmLBBjvm9WzABQ%2ByW4ocOGOEmup8kU4iKJcuXQJQABH40IlkmZyKL6grODvaM8ruYe9/NYhbuewQvQAXYW3CwDKkC2EQfxfXqQxqIrgzo7Hq6dNj2IXyGKhIvgYoRFOCvT7aCERS2p4rBytpPEVNYMl3r54ycZ1S02EunJj/aqLwq5Ir7ccnPmh59uy6ju3WPQ6EmVY5g4%2BVAZTBykpqI98/u6T3QUBKxWSyG/ck0JnFmJOZMRAEJCU5ifMn5q%2BMDI0UtlxvhlGebQY5TEOreJ/DcqHrsdLzcAon/dr5p8fyf/LluXMACmT5MefS3o7DLtVFEaM8EqELIIXh0TTAk4d7yTlCo31ZILDxB31qNR0zpCI1y7rCYal8DJqzXkGxulijzYFqM8tSTllqhghKCVmejP5hX9M/9KSFhSpruEZsWS02U/rFcmc9np504GQaJQxxDDuyrT/bhRU5sldnHdjLHIbzZbYUPLiEoMRsQ1MQP6md0hbEx8ef7dkYHd3YL%2BzD5oMPw6rwcmh52aRSCYwMLpfZy2JbvbygxhaxK5WpJ2MhVcF9/pp8Gg9CW1%2BlTdn1UNlF9TQKuAmRQafCS9fnNtfMDs%2B2TIiY9TXVEyWSv4ETG4Lk5aubLeXl1dXDXp%2BPrmBosEhyV2OlprLSk7o1N/yN2VLEYEAqTE0Zo9JS6WJLdq5uwq3LzdUVSoYS2wGV9hGsyFwyUZghKRxv0YGgNgcCLI50g80JVEPSZQ2WQuaDrqEr/9XOgwAKjs3NXpB7bHywVy6PGCFwmuwCjQ0S/b17%2B/r27lUalQKABRwdzxuyJgPWqmTggGmugT/HULvwzH6GlM1iFa8252Znp%2BktIa5Q6n6z6YsnaeFwrSUcplgoqyJ9B7PIOejh0zQ4rUT31lAsOJeMjVGfPXv2GjwXdcwCLA4H797LsGgRF0KVmAIYgItWJivY1NYlgfDvl%2BJCO7YxiiwD04MYfpXKoNUbcQl7wyp1UKO0BZXGrkZM/BqP4VYWpfF5xDhgNH5em6%2BspFYql1%2B1yQf9DJVVqsONb7O7hqot9feKqt0QdzDTP3685OOJlmwRXHsYfjCA2MYytTGfRtuqHKwXN5uFBluQwNKY0k1jUrJzJyQgJpKJiUzISBPJWcGREvR1I/BsaEjC1unw1A1nA8%2BuBFgsl9AahMzn/PnbJxs/PwcB7NyDB4BK5%2Bandnuc/bdN%2B/7UF4ngLxYRADTKn%2BztI42ngTHBCIRoagN1jueF1L5XpWKq59rG8tqcy9KF0YVAIMMtNVssAXeGO2AGVLjCL79o2vfPlt4wBaTFurJKsYhEYPb5HtylgBtzGD6gUHExlsF8dhWrbT2DT%2BuWWToSxvHTFwfA4%2BMLgDFa%2BAiYAEewYl8SLo7VVZyq23iyDMmvDaxUF1YD6XsY1GCtT8hN6cvWXqGQK%2BBFbH7lj/O7qlKxiE%2BlEejD49mMkYSj%2BbSufFpq0K4KBrGuHrOW7dKbM9zf/DFDF1bUK1aSA5KhEqzyXvJhyVcTzStOpyZIKvVgh74u%2BEjTaDROhjBgMp2JObv7n54n7N68s18oLm4pHMKzaCO4DWj%2B9RN4Tm1kIvd6bmHLROIQniUYKgNo2FIOeJZR%2BMThsNJUmqfXILvq2vvGgwdAF4AF7E3BgP1o0dGifU1vGnDrGq5dA8%2BVRiAK8ch7QW2cVLISlhcLN4WS5uEzhiGvf4vJGc1gZ2RmsqXmpdU0eCo1h30%2BFfdVEJZ/6e0Nq5kWEYvSQaEsLQl9Tk8qgYXh5wXrwTrUUIqLEZZnV18rx16SV3c901tqigyKF2yJx13JdfF1WoAjHnhSBy6sDsuLJ9XFn7qbpH1CV2Jhg678vfmp%2BX14lAouFs4/ROx4msfEE6gYTmQLJI1GgdK4TNZmMSwbNcGHlZX8oCAS9Cv8Tsayyboy68rIyP5HHdvsmwvSTR36gI6Utj7%2BYUmJLoxdk0iH1S78kFpZSfPblA4xS80rmOycLJg82LkYUxfTLy7fU5KIxRjbj7e/8ucLF0bKSSfs8uqWkusthdd17qGyxESgDACysdEzSk56gKFUDZberjr28Az4zs6DnZvAFXA4IPl2QdyfmgCXiA1EEu43jVLZB2F5Lx4e7LPL/WvdmOm1jT2dLr2WXkoHebWEVyksQD1jIXMho5myypJK2VK9xUvzqp6DsfvN/f0bYVOIIhQNDyNZhAo%2Bng/x4O4RGg2cu2%2BYsrr6TfE3oPjl69nYUerqs9ewpxn93k9frE5WnAIssAasdhsV7SmykCyrg4/xdbUYlvLzf6KkPczvMhrtpoiSlg/3FY9u56p5QaPJlKqx0fJPpgbB0woiRhtuklMGuXbcv6isrAyajE6/P%2Bj32%2BTLPIZamllYbC7h1CjoivfS1GK9W0LKwf9NIhH6cVNlYzepxQcBDBIdY1BVa%2BT1XZrE5G9zcnLzwYMnyebcnSNXTlyYf739w1dev/B3r4ONu44l3Fsm3BMSd65bklvIliTm5CyMsjfYgEsPewOGlGPl51GVb6DQnyOOMxrE4uLiBIIfNu1702bAw0jKhzYIy35434vHLSI8jwdwgcejWMiXrzkHwEro9Utp7oxMqbR5NBCmLLHMzQGW3lpzr977HOT%2Bi1ct94W94InCrHBRjTgctjq3HnVDBPZ4PKlGU%2B/AAGgeG/ujFWa2lxSOX8%2B9vuf6axjN1jt838GSVKetO1WHZKnDEV%2BgratLunUXvpaEA8Lal6lgrboe4tJLZapRgNshsFSeX2ADoy/gBv18uMUgskVqlRG7zW6LAHARgUYQWcZ9mjSll6chxdQVdC5vjhHIybhe7NZZHF4%2BXe5bKVpyS7AQa0lJAJwoWXfAOq80gFppsy/3cYlLPHjwIOS6mzEPLp2tFTWPF5Z8eGX%2BwokLr1/585/nfwZMKXyWC9EQxohkYggLlurcOYl4mojd04PdPUBiejY4TM1RiGCYogE0D4i/QVggl9z7w6am3wIoeHwPt2yTItnYQW5wawsx8cDbo6rY2GlvGkuoFwqBHazLCwujuAKF83AWa5FPQfP1wct8Uba/Nk3IXfEOsFwWn9oapvA8KbdTSvPyPB6avfdJ75ON%2BxtSiH94GDgx8UTiSGFhbsue6zuuXs3Wi3/60upkUl0S4AJsASxOwYCodrcO1WVKGxNfIGudsjdGDzuAyQr2aZRG0jIPxB/SLbuRRwtGlMrlGxGVIKikR6ygmhGTzRbk2t7jGREQiGF%2BP48HwAgUg/WW0cyWVbZE77Dy/F4vz6cOsyTuiaGSXIqCl9%2BIpXYbu/JBYpTPa1W9u9EixoMYAFHgWgIsCUJzdcv4xAhoyl9J56crEx%2BNTxRml5ccH4KccihxYiixjK3rT3vMTixLXMjJ6ekBj78BlmxDmlZ7CbnSiZgAPIBz56cCe5xALjBEfthE9AVg8cPvCT%2BwRoNnZbew%2Bi%2BgstW91QiE8ZjUVpYL0mww3uGQr2ZYXROCzKaoyOs18GhKfBHK1wMJJiEEMciYRBSfOJnrTKl6WjoNuASXa2ufq6yqXheHPQSgACqJiZkZGe7x3MLxPTvKr2c/%2Bw6Wuigr6uqOIE0QFzyYVFcnS5LFF2xieetPbk39GLdb4sk65XLtstIGFw0Pp2hsAruKrqQrBcHnNsiUbRE/z0unq%2B0RHj2ixJ3YiqDTGcSNWZDJ%2BsEb%2Bvk0pjTTvTo%2BVO1YUfkVJhsv4vWqTTq2JPAW9gojek%2BjgY14ruK%2BA/6QTJHgjFAnTsUvntnozzZfbxk5/uE8HrnGeozt7SNDubueTWToRhZAUwoT24ckEnO/67FuCJtF5gyNghvT3d/o2bg/cAmw3QRQQPEvAW06Jwf6BIBKpE9u%2BOG%2Bpnf/BKDYkCr%2Bn2gGERY%2BHszE9qPk%2BAw19piJHlGx2D0cTo9FDUQR9nJYQhXTGjKpTXEMcNpf6N/r6UnzLnNMTCvgkjZrUqn5VbexihdVs7y83Cegw2UwMS3m8ZKMjJLMkQ8zS0oySsY/2tmy42r5a89eYkvdKUSjLjqO1N29e%2BsuCIt2Ei9IvIzU5K/4EnsYQtztU/X2qoxgl7psmDDybCabgAeWMqLxC3CNFjc8yyPwrXm43RfLSjmDNgXYKS8dCGNzavxeaaZktTmDPWvi8IJ4e/KUDN5Kv04/TFfYgv78SprTb1cNDNTaVWcfEDDObeJbJ9Clc/NOmt58HbRl5Pg8nuwlfJlPTJzIzZ7IqAaulMF7e2KipLm/vz%2BtWYJ9PCGWSSB7ub9xn5PQA2whO%2BEBFcLBd3DHRUSOm8jwVv/7hwiJ4ifYhGEwOrYwjG1tDQIyjSmxjUqjaYVptYpZVgtk16wn958kCLkUE5dpNb3btO%2B34ee9T%2B5z6V5xKNQhdunFRd4QnfroaXrp05R8Yx%2BYICOkR3AjiiGhzC3MLMkYGSm8nluei31wT1%2B9Wv4CFiAKyAt5xJ8q0J4CVCpk2k6ApHNSO1NRkYWwLF6yV4J8PLRzl5d/vGykYSdjIDt8yW83mehweRkRAdgtB53u8HlDagGaZCBLMAiwKDUMhSXEUNgU8NuG2JmSdXMGW1yUZlVi/XY/lnAXdKSxdcL3ABd/UCkYGDCpEva/gaoCV%2B9czAOS/MGd/uBOWjUeOi6Jnrkmx64vXJhPHEkcL0wEkpSVlSVCJtMu0Zn7w8lLLnYZdru7vDDE1rEecx6nPTlDJppwWgPIMjnZOYCWUo4nkgw24Mu%2BX4PLxJ8SBtIFzwAgXQhZKrewSXpsWzBIp4OZClG4FItKKMSVDqHw%2BR%2Bxp7uaG%2B5lCRNMJmaIyRSLqsUhh3cwpQrPxjViY2FNowbX79VqSjHpyFn%2B7Oqub765eHXH9T17Du25uuP0S7AgLnVJWmTKqSNYzbqiDvkNhhlAwdIKrVNTUxVTd1RHNca%2Bo/Y%2BCF3K/MrGylRUxaCGF4FcOMJz4pYihw%2BSeIs1RI8YeEE5fAWuOnj1oIMiteKaul/DsIyOZDQvSdgienLvIDo0hULhVxh44YzRjX4GniKy3u9RXYrBKPPGmTNvwPulN/BKAkpvnPkaYMkdLxk5foI0rf3lBTy5OJ94uT13KFGi1y2UXU6UjBxPHBqtxv3byfoAIHXiyPzlsiF24HE1a2D/JYIKzgHCr9jZOSCIGAy4edBmMNj%2BtG9f089/kA%2BoIC6DTkIWQhdyArByq/tR3u3p0liPmqtWh9TDFjMLUtXeJ0%2BeJKT9AVD5zefPTb29%2B3tf5dqXTeIVZlgfFvNQ8NOfPn2K7R3y%2B/BuBbKEKOu7rgIKh4AhVyGthKc7Dp0%2BffUFLEnRUYGG7BQ446QKGSQwi7IZxKL1wCe3siqmkpKm6ipkhxOMysjbprcfKgUPbdiFHVDRQBKjhCxGwMOKrI4aS3lzM0utcPJsQZ5XjiW4GPd8s5Zi9mjA6zDw/H6FMGNkSLckHQ0w4nr9QWx54%2BcpgkpeKMC2%2BHzqJc5GT8/%2B3TFRGL7efWb3mUtnAJ0zu2GcOfM1qxlQaW%2Bf/yyqLKSN3Wfz84lsXW7/CtO1UDYakLQnDunSwiuh0Io42RVgj2LPuxuJOTpO4DHQBTGJIXo/eVA7EBHIcbcy9nex8RzvYoerQad/EB848AzANixIl63u7qrb0%2BlVpnAvzrmxcH6dPfqE5f4vEAH/uVdoUd3f3zugUvK42MbOJRRa6c42gOX87dh8zUOQASMGd1OIubr%2B2msIxp7TO3a8BmPH6dOHDp1%2BiS1JkDhGRT/pFB5DlsVgmq%2BVTVVUtMKokCWh0Mgg0Gm1%2ByPKV/uW347YIc8yKoNBTMoxR8LSsHS1XM6sznWPj7vVDDyG7VeEWDpzzazYnJuRmZHJ1oNZUYC0ZIwkupekkoAvZDBiL2S0omC3HS62RAfXkD06%2BjVI/YMzoCyADbKFwEKs7YOvOYHxiXZwx7//PcHlBAHmxJGyDF31SpFBzcrRNbshw3/sSmZCRrIiDutdroBkAYCZzymRSO/fuYTTLqgvgMuiDGGR24ArCkWEB07sL1HCaDROovmVKPqV0SiGpwABmGPdt8FUpaR4GLUcSFdHexZGM/6nJhB709jA/lrVbo5NZfdEBFa4KyDvTKbzcbfW7dinVEhPK/ONEMNA8SmWYqDJ1dN7gCWksPazHQDM6dM7XjgxMMIVdafAJd9NAlDi42PAfclkSeQ0H9ixirtTMtkiJplabdJupW1ZKYCckttL5mSCGqytBBeXpzRZw0KpFFHR07F7nbOS52t2Q4YNaVMGDLa7Rs3jqTmjQyOJGaJmidSi5tmxaRd27vIHGb5mdkaGhM0eXTh8OKYALlvnZnwB4HIG8OmcXIQ0H6TgzFlObksJ5JJ/BVR%2BT/iC7yfmTwAc4iI505XDrg5IdI/7k99jFhXFhVas4XC/SM%2BSYCg7UTbUs3EWiHLuAZGqc52dvRG5Vw7WBAIppC0KG%2B8HEIyavo%2B93ohB5vOJ6gMukKRXQkirHKxsRIl5mj49rU5w90gzz55%2BE5tjKWmxfb0qbm9tKUMZ5MVxsRqcJcxkeNpwJer8%2BaeavQBL0Bah4yTy0jdXsdI5sAWw2HG6/Gp5OfnD/yWIIWUAlAIsnoATlRWtAMrUVCsqCxiAeEg2ZXVTSRVaMF02wRPu8/sJkJvYI0FafipOKQAuXi4rABff3axm0Jx8%2BJpCrZPulGa4ERTgSwZL7VNz2ImjI0ND%2Bmo22%2BWjW%2B3KINyZWJPRJ5S6JWzJ6Ndlhx9EF%2Bbi6wpiQPO1IGtZU1MzizAmN8%2By3S07L/z1CMJC1OXC74EyR46UDTXjyTBx2gbHVR1guyCyF%2BFGWMKXNL3IpRu6PH/kwvwC%2B2uEBQDpJHr1KhixIjl4EdA9pRK7zSpI17hf0wbnfhANYxDIvh242onHPcjRB0hFYscaei8ijvvyU1KpKXkpkDPgWgTNSbcyKdbhFabXSW07WVUVm34%2BPb/PqAQtBmkJDVOKd52G4BWlCMSu0yj/5TtfgqWCDHDFmKfgXKV2UTaF5mtK1oo1lSCQTeF8GUS1qYq6irqzQbuq985ZiKHLQcjqg5U0kmkoeUFeiAUgSFlqHj04x%2BcHnTX6canbneFGYBIhe5Lq2YGMhUzJUEZ1M5tdrTAN2nDCGWyywH6fvdGD1efP4lz2OZzOhp8DYqlsUVYxhWNxchGwAVjGj1/ALvXYdhskH6PYkSMnLkvcOl3HcPJGz%2BP%2B/kBa/8p7cbghvEjNXBH3P%2BYEqqt1kpzL8/PzQxAhMQ8CVwfx8UEv5C1xcrnBSc7zgykMOv0/%2BDlp5lffhWqPXee3SO7CB22Jys7gFm6HSEnJG4sdw0ZZ%2B9baKmldqQBMCjXVk0/j850RNafWqvYWOQapj/JOnoyNLU1/qrT3CeyCiM8LPmzXjh0oK6dP34Q4dhqbwpSXPxv/6GVtwVFxCrQDUdHOLILSAyigLaRYH8CjncTrIwNCnTqlrYvfvwywFBze/YSrgXAWxJJ9oPxBmtNmxTnBAEXgxabVPAWFNZ5RiL0t3BmZWN0yc1QixfJjGUOsaoDPJ6fjdIESq7AYTaqer3OwREDMg2gKGS%2BDH6FOJpuSTS3KwIAgXSYXD4%2B6J45fIFVW/kqk5QQEsAtHLifmBIZy2BxdD8eV3J%2BWJsJdmga5PC7EFFuXHrvZumYzSycZAUs2erYA06AYBOVczDsCYAue5WPU%2B0nVq3uD/q6GNQLMu99PxYN/g9iuPppS4sT8IG0QW4tjoSwPaWD65vdPUlOOHUvV0IAnnnzNMh%2BLz9hUwrDVp3A4PdSqqu503EUVq8ENaQIvkyIuzsaQBRq/5xDS5dChj/acLn%2B2a89X38FCqsBMYezCx%2BLiDFAlC6NYK9iwA7eypkBu4mU4pmZkJJxptZcGnjw5vP/JE7jRucvoxuDBpwW5QvAmT55wvXY/gxGx0S3SgFs6Ho1hI8CWzAz3uDsxcyhjtNksdbPCXia2clcqjXtNy8%2B/PHv4wWHQY7LJoxO%2ByxR%2BT%2B0ikAa%2B84xs8SDCEjPK/uj466TMyl9/GdV7iGEn5sskoOuJOTk9j10ryS4X7k6GEbfC7BCLRWadhB2oZlWzStqvlOXkYI7/ADzEG6AvA3YyV4llMZ3kVP%2Bg0zk4tza2Rq74vnf/fs1DqLLVgB9AXQbrybZmv%2BYHP3%2BTdPf7%2B65jXZUpVd3URojnnsZULIbvgbs0ThVm%2BuYYzq02PNt7/nz609IUjcAUAtGxLGXv2YPtiG8SaIA02Cy6/Ppr5YdewAJqH49rxagfWtlMVhYypRUQIcIyhRzCq4QXZ3EyvjN%2BchFc2dnegTPxBXeeG4MCrhGSSpTu5YGBhIEngIvwVfTyX95PAO6wM9hkXSKTvEvdGQsjoxmSarMuwHKtWCNowyAZeufO2ZiCTbRHmISD5dDiyo9MVqddBK%2B%2BCN84Ojrjb2wUjswDHL%2BELBI7YZw4gQ1rLw%2BNNrMhx88Bse9YEYlC8iIQfOYKOOTkMMIyyuZwWJzCzLLLZTmACQ6cgrn0qf0owuKNGOQKZ/Rc/%2BDgnGdsrW3t%2B9EGmO/%2B/Nc/WGsk0PC3gAb19c4f/PAv7%2B7D1qT7fv0DiOBzfg2fRm2jUlMhnnfRUvNRbIPeuBA2RnEOdufdLoW8Jf1pXgo1aFJbxRY9Jo83d968efMQEXxCl8IWSC5fBLG7kLEUkLlu9FoQxGdkWQAK6ZIAqo/0iC6NQTBZjMc9yotaCPjxZ58k7N59vxZ%2BAq7q1YRPa5d/nPD%2B/jv7v/zyzu4779%2B5cweyjN27N/b34Ow64kJgAZnJzIFQxmrWBQCXcFBjUyqPJkDG%2BAC%2BPc62gymOwTskvkCrnYl6QKAM5LaT8A45bsFoRsmVCydexwlkfHyGPuxy4oK7Wje0sKDjuPprmGKsFgEuTCwWh13YHVI3moO4PHbjZrGzQEnMTx%2Bcg5DZazcdDQFbIKlU%2BOc8bWtYAHPQ0zb2aG3N0/Drb3ss7nv35z//%2Ba9//fNf//zn7%2B7b/tqbf/l7Z34%2BLX8rlV/vx93TVKoHUuxUaqXGr6T5wXnH0bFk41Zs6Xlcr06PbeRrvCHr0vp1QOEDLPx%2B8%2Bbpm0TyAaGPCnHd5cXWcGRDDNmFBMkJGOKpLAhe8AbCAglL1AYgLrIZGXHJuEsZxDgegQE4%2Bjw0%2Bz/966vvfPqr99/f/T4M%2BIy4kOzvzv6eHsi5IIhljmZA9HK72ThzKMXe1JAgm3iR%2Bwmf7r50CQCB674JhImBgI/bPA4iPaeizhzwwLAW31kAsJzdOdKOTPnzBdLcGQRmfv7KgiQXNX10A/KVmmGAZZgZ7WoUrn4c4HDYgNjoBkeK%2BcuJG1FMopMwvUdNR01xcswn/X4nfw0rknrmttbwNH7bWnd3w/d//R0OL8a%2Bd//ywz%2BBKsltQadmDiKbPwj5sxNFiKakeQadPCWkjaRuI/jqR6WASfr0%2BVgqjUefteqvt4xjm/Wfffy3n33wAYj%2BvxC6HPqo5WVYYjbJHrFJuO5JdXVEVA58QlqKVJDp/gKyNgZ41MHfIyqLgB%2BYAAz8u3v3JwwsN6YqH37%2BT59%2B%2BqtfvR99RMcZeOzefeeOkGvBtVswygCIG56SrnqBgJQjTPv60qXDMdrNg50YpeCyd%2BJPg7Nx8eQbyCa1hKAElknCoclLGSNXUFN%2BiSk%2Bqv78lStlmUOPzQH3qITzuH9FDbCIwRdj%2B5xw%2BDFZOM7BCcv7Xw8tzB85ceNSdNaT4PJp3NGjcQJAhWwnB1jGxgAY%2BJyXN9bW1r22hivGa9//PtIEB5Lm7x33FAqHzSdXx6nVdDDXMJx%2BA89HpytpfD8DoID0JEJXDHrqgXmpj0BY0kvTS6s8mqBcTVnPLj/90Qc/%2BxjGzwguO1BdQF4Kd7wEyybZU6mdxKtQp8Xeuq1YA7a1AufK4tEKIEVI4h9ly%2BRklDzgmLWySwmfPnm1951/ffXLX70YLyGz%2B/07wqCSy4JU0Y0q48YNgdKAFCi0MVpQJwNjB6%2BJOYlsEaGB619AZI7ETTzXsQ3L5rdfjBkaufJ6tAk6CD%2BC0t6emMFurq6Wjo7q0sLY%2BzPcH8YOba5%2BoYu1AcnQKBaWXAC1T7x84sjZw2S5uPMczsF8ia3aMYbxGM45vqeh4RHi4WnAE855bY/agDIgM9SGbSsGAY7GuOf3Owyk%2B6vcq/Z66VjehCf3eeVe8OMCHs0fpNGcRqASqWq6lUq9BmQ5H1uaAmSh16yuQ3Z/6NAHXwFbPv74A4hjO147/RoY5UMf5e56GZbNTrguspkZLUaNKSALsAXTlvhtUKKXCIDQRgHCP6A7m0qawlXl%2BwlPnnwKA8LXO0gZQOU7aM7A%2B3Olki5kQbLvdmMR2A0OJ7ABLjWprqKidZFAjajMzKDb0gJjkCrxnZ0FBQAHwYVMZhNUACNt/EJmO8Dy2YU/g9qTAtnH2xNHwUS4ABYOToUxRf3VaY9ZjzkDrrTHnPuS0ZwcyPFP3Lhxo6wMYLkBsEzimjFusvgSJB%2BjkQGPogEsQJe80rE1z9pY6XTe2BjiAqhQPZ7uta2tRkwonX4ng7QbA7ao5eoiPC9V5PMVhVas6DDCqlDEr1TweXSBbXANG8ymppReS79WmufZGuT5Zmu%2BycapsEMfYNvun/3s45sf3NzxL6j7h24earma/RIskyQtWUS5x2l8LDQKTJCR7HJ73wVuu8AIVodhTrYNlKziVtZdXPF/kPAlqMw7n34JwMDjBWtQaX71PKhh0B1pCImUwxl4snH21N0pWVJFlgztBRH1SZLHy1C1tIgIXH90f5NRbhJUNjcLJjsxtmnLFrD5FSST4MJOzGP1hPYRCafa9dhNYLGGOvof63QcyE43OPc3NkgEKzuCo2Aei%2BIfPoyLa2jDgTJfoj%2BOg9TTxnA65%2Bb4DZ61R0CUtrZHuJ4YCyHtUVt39xp88HR70KiBEQNUHHjeD49%2BDIdCWIwKYGGGsFmWSJ%2BcLF6JYFFdSEz5HsAltXv62rX00hTP9uaKZ1cBlZs3ARMIYR%2BQKEb82M09e8wv1lsmidij4UFUsMJFFmSTCEL8t8kMwlInq0N9AU%2BQJDv1bVTDKguQ%2B4NzvvSrgVc/JVz51Ts4ttF5/1effgqwBHlWVoDF2fhaO2pf/vruXbDdkB9OdoKjI7kioSnGMCBOfDReATiT5Avxk53f7uPehJ9VNnkYYPnzhb/7u8%2BwV9yV%2BStlHyYmsnXV5jQ2BLHHInFHh4jT0wMcGSXr%2BKO4Kfzykc8%2BO/XZZ3VHThwpOHEjpjOKCbxiwttxZI%2BFnId7TfGk0trYGPAEWIPHJ74lDKgMAAP5JPhnPyGLD1Bhgq8QvwdKRunoGB4eBip0iJeWsGUP1%2BfH2tmDfH63h7qVng6w5HkYPIdvuKb4OqQsH%2BxEJ/bxhxDDbhI7hobs9Pj1l2CZPAgiDsk9zq603voE6NLampSkLdhmCRm4sowzMNEV5lN1MrInA81AHYYyvNXjN7/%2BlAwgyTvb2CBIPzYqBabnvV8fTrr1%2B19U1EbsCQXarEVMQYg%2BTQE%2B8L1B3CfJbCQAsh2xOuMJLLj1lgQd3LQO/yK%2BoCzxFYhgpMrtLzFpSUxMxHRR1zMKeb4%2BWSzWS3KGRkHksbj3QhmiArD86LOkH2HT7VNHwOB0bkbpArAcJYmLAIyUgoEVrxva1vJKS8fGCCwoMMCXR49A/6lrmObPQRRjRNkyHNexsoLtRS2iZFGyRbzCJHWpIIGFUFY096gNT/UNerofoRFDWBx077BlV%2B5HO2/uJFRB2f8AEbmJHvn06T3lLS/Bsogn8%2BACZYGqtGaBrrROQbBCB6Yln%2BD61%2BHkfgFuioFnp8jCmTbqnLUzFYQwU4twx8smN8%2BBnAAyb7zxPqTRAMrnrz45G4/tSkip/8VX7UdfjYnHw7Nw6XHuOgsQnVnURvNF9GIvBuZIQCJI9AlbyJWEr22eTXz99b/%2BHWj%2B3/3yMzTJ7WWJQxIdR9pTBtnJY71IXz26sABg5GDbaAIKwnL3syM/Alw%2BSzoSQ3YIRNnypd1%2BFDNKgcGGnUjB0vIbGlBfyJGva9NgAMh4hLEsqvmQ5jt4JIgNhzo6xFYxILMUhoeYaTLFeb0gOpDHev1r8F%2BpZI3mGrJlDGDxeUHx93yEmvLxz6JmDPly%2Bl8IZ06fLs9%2BCRa4JoszZM0LXditrNaspPjdh4ELZCcfmW4Bemy7ZLiUp8iOjHiyK3YSp0ZIKJPNgEBA0tMKj5mZg1lZM1kwiNnGQlm/wD5YvzhwafntH5%2BNz8oiryrDKcgZ4sAIMCR2bQcsQg3tIskoAUMCC%2B7sOji5ebgMHfKF16/MEzt2Yh5367F1G8CMnCGsKy3NSSQMqfvRAop8ATyOnMIoduuXdz%2BrK4jZ1hXAHbTlqD0OVZ94ZEY90Zeo7pfioSLA5Vtg1khKA%2BLiv4ds8SEsGMWQHPCwWNUwcHrNgS1kwD%2B0gct%2BBLg0RrWlgQHObZiy6/rOr776%2BMOPP/73n32AuNzchuQmaEvzs/8OFrjTEZOsVvBhrVl3K2QkQQH7irv5SPBCJdFGUSEb%2BxCnqE/DO7oiK6tiZgY%2BtZJxAGj37cDqy6QLFo5/%2B0XWk7ftuyFlJbm7jLgvwhMiLJPEgnV%2BeytPHoTXjjJpW6KjM/IxN65ceL39eObIcWweA14M2DLK1rETcaPLqI7dg92hIFr94vd1EMFOEFyOgLhAHPvRZ6cKYr6Ve0Qb2BKdFBOQowzY2mIOs5c8PAYIlxP1JQrMIxQYDx9wuefHkw/bsGzjEk62MtVqr8CE9UHp9AiDOGwcJ7e2bl%2BLBjEw0cOUizs%2B%2BtnHQJR//zg6ovKC49DO8ZdhQapkHbgFt3Yrua5ZdSRXJFyREelHA0A2YmxrC7pl/AdEdyZnKrKALLjMDP/9wC0MhQgIPM/aRgVx%2Bbd/I8Xk3ugzPtGiz4P/AbYcsxVtdL4LJG5ycZsZ0Rh2MKotky%2Bk4BzZonrjxoX2v41klmQmXikZKsGCSUAWnSQRD%2BHlgPAv3JiHoPWLX/z%2BxsLZy5fBf5FOKzhOHQGOR2k3efDgS7DY4wzRIyYKbIK1Bll%2BKY5vcckj2r%2B25tmCIOZEtjh8oC01iEoyeK9k63vvhbwCrzdk8sZFIqZaOy0FuVZaGpv3qDsFgth06Rif5wMndvE0aP2/f/zK/w0uhePXX8BCUGnNwhiWhfPGcIFJho2gJEGKWUeMWJQ4dUTwiWdelEUhA1ggei3iDHNrdIKABEMUqk9acbrgAMEkissnBzaPPny1QHZrqk6GOctilCudhDBk7h6vFTmTBvEKn2OCGYUlepIe6VJwY779%2BPErx0tKCrG4sgTPK%2BnckqGyy5cXwHphO%2BIjp375ox8VLOQsEGk5QcgCeo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Anomalía gloso-mandibular congénita con hipoplasia mandibular severa en un cerdo/López-Idrogo y cols.
INTRODUCCIÓN
Las malformaciones congénitas en animales representan
un desafío tanto para la Medicina Veterinaria como para la
producción animal, debido a su impacto en la sobrevivencia
neonatal, el bienestar del animal y la eficiencia productiva [1].
En cerdos (Sus scrofa domesticus), los defectos congénitos
tienen baja incidencia, pero cuando ocurren pueden tener
implicancias relevantes en el crecimiento, la alimentación y la
viabilidad de las crías [2].
Dentro de las principales anomalías, las alteraciones
del complejo oral y maxilofacial, incluyendo mandibulares y
glosales, han sido poco reportadas en cerdos, lo que convierte
cada caso documentado en una contribución valiosa al
conocimiento veterinario. Las anomalías del desarrollo de la
cavidad oral pueden incluir fisuras oro nasales, malformaciones
dentales, displasias óseas o hipoplasias mandibulares, y suelen
manifestarse tempranamente en la vida del individuo afectado
[3].
La hipoplasia mandibular, entendida como un desarrollo
mandibular insuficiente, puede asociarse con una dimensión
reducida del arco mandibular, alteraciones de la oclusión dental,
dificultad para succionar o alimentarse, y compromiso secundario
en la deglución, cuando esta condición se presenta junto con
anomalías linguales (glosales) en un contexto congénito, el
cuadro adquiere mayor complejidad diagnóstica y terapéutica [4].
Desde el punto de vista etiológico, las malformaciones
orales congénitas pueden ser producto de factores genéticos,
teratogénicos, nutricionales o una combinación multifactorial,
en cerdos, los estudios de genética han identificado genes
que desde el punto de vista molecular son reguladores del
desarrollo craneofacial, entre ellos encontramos los genes
DLX5/6, HAND2, EDN1/EDNRA, MSX1, PAX9 y TBX22, que son
candidatos plausibles para explicar la asociación entre hipoplasia
mandibular y anomalías linguales, estudios genéticos dirigidos
(secuenciación dirigida o exómica) serían necesarios para
confirmar una etiología monogénica [5].
El diagnóstico de anomalías congénitas orales generalmente
se hace al nacimiento o poco después mediante examen clínico
de la cavidad oral, observación del comportamiento de succión/
dificultades alimentarias, investigación de complicaciones
respiratorias (aspiración), en algunos casos, el uso de técnicas
de imagen o estudios histológicos. Los tratamientos pueden
variar desde manejo paliativo (alimentación asistida) hasta
intervenciones quirúrgicas correctivas, aunque su éxito depende
de la severidad, la localización anatómica, y las condiciones
generales del animal afectado [6].
El presente trabajo describe un caso de anomalía gloso-
mandibular congénita con hipoplasia mandibular severa en un
cerdo.
MATERIALES Y MÉTODOS
El caso fue reportado en el distrito de Baños del Inca,
provincia y departamento de Cajamarca, Perú. El espécimen fue
remitido al Laboratorio de Patología Veterinaria de la Facultad de
Medicina Veterinaria de la Universidad Nacional de Cajamarca
(UNC). Se trató de un cerdo recién nacido, de crianza familiar
intensivo, cuya madre presentó un parto distócico. Nacieron siete
crías, una nació muerta.
La evaluación radiográfica se realizó utilizando un equipo de
rayos X digital portátil (XRAY Control, modelo TXR-325D, EUA); ,
acoplado a un sistema de detección digital tipo flat panel (modelo
MSLFP06, Corea). Las radiografías se obtuvieron en proyecciones
laterolateral y dorsoventral, con parámetros de exposición
ajustados al tamaño y condición del espécimen. El cerdo fue
examinado en el Laboratorio, sobre una superficie plana para la
inspección visual y la obtención de radiografías en posiciones
de decúbito lateral y decúbito supino. Se realizó una evaluación
descriptiva de las estructuras craneofaciales, considerando la
simetría de la cabeza, desarrollo mandibular, morfología lingual y
apertura oral.
Al examen macroscópico el cerdo presentó un tamaño
corporal de 26 cm y peso 1.3 kg, sin otras anomalías externas
evidentes en tronco o extremidades. A la inspección externa, se
observó una asimetría facial moderada, con acortamiento del
tercio rostral de la cabeza y retracción evidente de la mandíbula
inferior, que imposibilitaba el cierre oral. Lengua larga, delgada y
desviada ventralmente, permaneciendo expuesta en reposo. Los
labios incompletamente desarrollados en su margen inferior, sin
presencia de fisura labial ni palatina. Las narinas permeables y
el maxilar superior, pabellones auriculares mostraron desarrollo
anatómico normal (FIG. 1).
En la evaluación radiográfica, se evidenció un acortamiento
bilateral del cuerpo y las ramas mandibulares, acompañado de
disminución de la densidad ósea y desplazamiento dorsal de
la sínfisis mandibular. Las ramas ascendentes de la mandíbula
reducidas y con orientación más oblicua respecto al eje
normal (FIG. 2). No se observaron alteraciones en los huesos
nasales, maxilares, frontales ni parietales. Además, se confirmó
una hipoplasia simétrica de ambas ramas mandibulares,
con incremento del espacio intermandibular y ausencia de
mineralización completa en la región sinfisaria. Los huesos
RESULTADOS Y DISCUSIÓN
FIGURE 1. Cerdo con malformación craneofacial congénita, (A) Vista
lateral: acortamiento mandibular severa y deformación simétrica del
tercio rostral de la cabeza, compatible con hipoplasia mandibular
bilateral. (B) Vista frontal: protrusión lingual marcada, imposibilidad de
cierre oral y retracción mandibular evidente, hallazgos sugestivos de
anomalía gloso-mandibular congénita