{"metadata":{"kernelspec":{"language":"python","display_name":"Python 3","name":"python3"},"language_info":{"pygments_lexer":"ipython3","nbconvert_exporter":"python","version":"3.6.4","file_extension":".py","codemirror_mode":{"name":"ipython","version":3},"name":"python","mimetype":"text/x-python"}},"nbformat_minor":4,"nbformat":4,"cells":[{"cell_type":"markdown","source":"<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:rgb(0, 0, 128);\n           font-size:300%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 5px;\n              color:white;\n          text-align:center;\">\nComputer Learning to See and Detect Numbers using CNN\n</p>\n</div>\n","metadata":{}},{"cell_type":"markdown","source":"![Samples-from-the-MNIST-digit-recognition-data-set-Here-a-black-pixel-corresponds-to-an.png](attachment:d23482d3-9faa-45dd-bdd8-3abde4b833c4.png)","metadata":{},"attachments":{"d23482d3-9faa-45dd-bdd8-3abde4b833c4.png":{"image/png":"iVBORw0KGgoAAAANSUhEUgAAA1IAAAHICAMAAABzmis5AAAABGdBTUEAALGPC/xhBQAAAAFzUkdCAK7OHOkAAAAJdnBBZwAABN8AAAZPAHGZGJgAAAJzUExURQAAAAICAu3t7a2trRoaGuvr62BgYP////v7+/39/ff39/n5+VxcXPX19QYGBhYWFggICKmpqVpaWg4ODuHh4RAQEO/v793d3QQEBOnp6c/Pz0ZGRiQkJNPT0ygoKMHBwTQ0NL29va+vrzg4OPPz80pKSvHx8R4eHgoKCqenpwwMDLGxseXl5ePj4+fn5xQUFBISEt/f39fX19vb29XV1cvLy9HR0RgYGBwcHNnZ2SYmJsnJySAgIM3Nzbm5ucfHx8XFxSwsLL+/vy4uLiIiIjY2NjAwMD4+PioqKsPDw7W1tTo6OrOzs6Ojo0JCQqGhobu7uzIyMre3tzw8PGRkZKWlpWJiYlhYWKurq5WVlWhoaFJSUkRERGZmZpubm05OTpGRkYGBgX5+fpmZmV5eXpOTk2pqakBAQI2NjVRUVHx8fI+Pj3h4eExMTJ+fn1BQUHp6enBwcGxsbFZWVomJiZeXl4WFhUhISIODg3Z2dm5uboeHh3R0dIuLi3Jycp2dnbe5t7W3tbGzsa+xr7O1s72/vZOVk7/Bv7m7ucPFw4OFg8vNy6utq+Xn5bu9u9HT0ZGTkcXHxamrqdXX1aWnpdnb2ZmbmXZ4dtPV05udm5WXlcfJx4eJh+vt68/Rz62vraepp6Gjoenr6Y2PjfHz8Xh6eI+Rj8HDwWxubMnLyZ+hn0pMSnx+fC4wLkRGRO/x7+Hj4WhqaFpcWn6BfkxOTPf59zAyMCIkIs3PzVRWVDg6OGpsaqOlo1xeXE5QTkBCQDI0Mp2fnVZYVkhKSPn3+fP183p8eiwuLNfZ15eZl1BSUBASEO3v7TQ2NN/h3yYoJlJUUmq5sowAACAASURBVHgB7P3nbzPN2ieIkZSoZrNFihIpJomiKFEUJTEniaIYlEWJyjmLyjnnOHj3HewYMzsfxvbuwruwdwEbsNcJsD94AA8MLPzFgGHYf5KvbrLJ7q5qKrz3ec5zzrlLgLq6WVdVdXX96nfVVUki+b6rMFX9QIho+4OEJB1l309JskRUfl+qXP4jIXn5t5Mql/9ASFIp+35KkhriB+VXSSx9+50kkjai4vtSPxKqMv0gpSqPrPX7+fuJxG9IsaX2G1JsSfzpISX/CaRMfxykOtmS/Pq14jdL5QsLCKfr6+VWFPoB4fxmKbag/+FYSqpWOzXs23OuP8Lhb8WvUIJ/dUhJjU6NUVrIj9DzIx3uR0JV/2AsJe1cf63e06JF//cKqX8UlpJOH8y8nXULkVS4/xE6fiT0j8ZSxoHtw1iT9y8NKalUrWGc2lj4qAXPb/MEWxS/0DxhHL4IzFdOS9Evm0vsR+j4kdA/GksNZXUme/Sglv2ohesvZSnpbMvWVCQSSTZtP3f5hF/5D4XUPwpLae7P5f92crtmqPBF+Z4foeNHQn9tlpIaaScVa1x+scVPKhm+oxQK/4OPX95w9yshJVVv7na4CZJwBDZuu8v/qpASWhqkRrWaLnCkAAoP/jaN6M67Uf3/NLP3Plx4D74Hiw669kFpiJYHVogfL3r312Wp8pG5vcnxpb2Js81ObNeywvRLLX5Dix8eSr60VYWqY78QUuqj9VRUplIoFJTd46++GxDw1F+VpWoOM7aN25qzAY1EBFd/m5BqD8sou9ylm7lSo7UcnqDokBq7Vp+2y2bKlrdfVx66yqvQZgYVwsbNf/jXZan65qwtbg5O3Sys92jQag7cgR/qBVbjOP4blSKc4fcZhdK1fKwRipQSQsMWn2CHejXXjx6Ak5J2ClU80dvJ/1gikGIC0a9VjJ7j+1XjUu8dOn267HWuXwt0hU2rJKTyxc7JWN5b2uKHTUjyyVBv4RPzU8OPS2mjpAL+iOiJhh88f4eiQ6rp3r8bD5qCtsm9+8ru+h60AqJCTGx0xgqqFfK5/gIsxZYE9s24D43SbDIq1zvs8lAgMNWx0oIyEo6l1Jrmxf378fml6snxpvnJ98oebqTgFyOchrU7g8l1/tLdhRSDuJAgbsEtDlLes1RQRbmrn+bOzhbPy0yutyctTwwPqYFr6OBJF7PLF7zA7M1PISXsS+3uWSi9KRgIp61W614WYyIrASlj12u2euvl+LTRyeaLveIg5Wttp382VjWOto3xyyAnVtI84d1/utvZOX5+vuplE2GuOEgZR2b9JKgFCoU9XjeIYgNlKam0ca8t6nbZVcBtbn8olkrUPGh4CaFCuZ87Fx8PZ9Lpjkl6PkvrhVaQ3C9nKaN38ep2b7TpcFeQPfTWaPxQQc8GHEGSMs/tghAbUNExLKVpP3t9awpE3X5LwBO1LF+OCKIWg1RjTYZQGLIrgiLISYsJCeIW3OIg1bXgpijKcHg27fV2Py7b7dXLPp4YHlK9JzD3SvpendrnBWZvfgopYV9q8SUOdY8kCdpZlxrZ+ItXcUhJ1d071f6+f/pPH3UIQHCQ6mxgzEDqrjp9cNNbTKHgKwmp8sONZCw2v7W3PFYQoD1YSDW36EgFFDtFuisfcKqfkHCkxrq+CEkyOAR2I0nK9FTBtACcxIRCuZ96XpcSDoIwhS4lUknDvk+Q3C9nKXXX0/JoWuaZOuZkDe81Gt+CEWtbR9hskDkc+ri1TpA5GlJC5pJ6r8atAYPLo4vH4+ao3x2MHjf6eF9YDB2LG/+RNHV0d2FzIyaEDVx4iEKq8+A5bldGUrsjXi2MKg8MneyUTfKrEw5SGu9qoK5BI71KmB6xQ9FfhFR7be/0YGW2snlwGt4T0CF826qB3eXR0dG+oEmmd5hcz2gzJgKp4df7t48lnS4YToXNqb06gWkNB6nr0Tq6pDQNm3bTBp9qciUoDqnm6+NJg04mk7n9ft3lILcW4CDlfDmXKdzjVydtZlW4YwAzSCJER+/Th1wP6rkl3Dc1lQ7rFApVJF3z4Cx8WtojFKKfdT9thVwmJYR3hDfee69jzQNG+nnB4VlKqvFOT0/no+/ef+zIPo2UFwXF5vh5N3dP7mZCfo9c6XDvaBCAFFLNeYzG+0i67PYuYbV4ZHalx32kEYTAsJS06y6oJ0hK70ol4+aA26QkNh7KfVxBMXSs//P/nHSfF1+DKyOqLfICITcopHoWD1WU0trRn3/79pXTprbPIeXsqrAvDjqlV32qw1phY0kn+0VI+aqG61qyHdtnLXUNDKSELCWRND5/bGy0md0emYwiH9GaLgKpm/OZvoBfoQxG4kG3KlUxwS8MHKQOc1N9nb1HKkeikR+euROH1NlymQX6RjSfksTe2QBHGAep9vk+BxV9nJ27tSlU0X6MZi9Ex+xkHx09lUpUz483JULgVXlOF3htMxZSjeNTOdVKQcoDG8Mv+rpefkXHs5SxvXxtbS0ffeNWRpWZbB4oClaJzPEr38+mzSq6l6hQ2ufbNZxywHu7Z5unG3oHm4c3bzYyOtW9oOXDsVTtlsVuCO2sL16Mjc3ODm+uZtyW+d0Dbvx4SI1VlJksqe1eTD+KFsYJSWs7a/Y/2to+lq8HO/mwyKeHQmq4I6l0BysPavPpGFvrx8aKRUfL4VjK2/zquAFIPVuJ+bH6fOzcyxcgpa2fvR5fsqaSIXcomYy9Y1lKIqnt6e/vn56dWHt9DJLVm9xEGD8WUlrvm9vlcfgnT86GZ8+O5uOxjwne10IhZexdom6HWyUSZ++qyp5uRhISM0/0DF5mkkG3Pl9z3YEFX751Z6LAQUrbFAuEKkd8A/3bfkr3gOlNCSFV29/ccnZx9XowOD00ND14UBkOqFQWazevxRUKSST995M6jyrcN//xMeV3OZIvGfmaEFLYmehdK9lUKn1yzGgFa1aL0hWsqCu2nXiWal15jIdMctAm/pepKTMV2MtuFkUw5cl91F77eucnNya4z2g/2peqSunJaPqquyo3WuvU3gX05uMbriAOHRLJ0VuYiDQdcQNy/TghaVXP453brteFNjYHkOElWhqF1FlARwXj/dwpTxoNNyE8pDrXju00pK7TRNNZPz88c/cFSHmnjz50egX0kZiu0p4ISxUiHz6Kk4nKwi3rwULK2zpOAGPoLhfapZJa76NFmapYYyXoKwop9UGCOK8cyUMqxu8Q5UTxLNV/1gFvwPRy6I52NMmHPRZSM2ZzCloio7oiRLmODvhtGJ0Yig54aGwcY8HaORoDZU42zZNEhSagA6ZQjc5nX18nQy7C0BZDIYWd49dwUkYSZHKU+bZQSRSk6vUmV4fp7OFZauSugwJ+crgNtqb/wUbKzZmroggtVsIZNUdXFiKzKAwi7EtJtQ3BaPxptl6bVyuN6sc+j3VzkCuIRUf9VsAvvx3s4gbk+lEhadVAdisetStVDn3Q2vHRP4ASnBBSPZu3eodse4U38GXktXx4SNU/79AsJZkdJ2zvvLqaz+QnkKrtrnu9LZsKOnIGH6XKHXkSYal8hGrn45JbsTzLLQTGj4dU1yShkFknR2hTs1ozeKiIbjxzRTGQGp4h+nagldTUn+n1X4aUsfc2BaYGhUI/msnMhPoy+8PcnhTePKHeXGyhtSqpdPpRpT+/RdtyFB2Qe6mv0OvSrmzrFZTjtZv7UohQ15XH5be+HwyOdHcfVJ5TsqAHhRSGpZw9q7EA6JbJGYDUwM2J3qFQOFq6NYXEsCxVdxfwKx3R9P7qw3Dz2TKpkutSB/U80BciwHgmFuNE35zwByFLSauG5PEM0+llg57+k8vW3MDe0VcUHdAeDXYQJt06NxjfjwoZe4ZGw0q6vQRHKPxr0wJoQARCSA2dtpEK+ea0hh85/w6n+I08ttEsJanfI5L3/FY5J/wJpDoH9ztScke+aSeV9oANLIdYdOQzo9GOh/RU9ot9KS9AinTNZ/NFoN0nXIlH7mthIHUwQ0RmLgBSAw96ffKrLGUEMfo1SNPeyclyevJkmpsM+HEsJe0sV+cavPIauz1VhrblCDoEsWoOFmVggr9r5j5HhHpfCL1lfkhDB9J2XVIqJYVCCsNStUPrJoheEZ4Cbbnxvol+Qccg2zmAyLAsdR2nFJQ+1lZPp9ezTXeo7IvNTrj5glM7t9vcZOxaGFTIUpqxVXl6ntNzau1tc/ubPu9LOY/NZKQDvq+YQyCl7vlo8rvTie3j+73JpIqSVe91IpgSQuphxkwa9rp9KJ9x0sVBaiwTcxyBQQgglfoapKTF6SY9I68fHWm/xw6qCzSF8qm9w/uVCWhvAVJdnIRZr9E32Dx2+haSRZIX0LQLHBaHzvY3GRmqrMu/WO014ZrJcgUxkAKWioxCkUud0wb/lyHVPu+GCmcKbqw2NjYO1o01+rjJgB8HKYnTmS8OTbND6Y8JjHAghaBDEKtxYNakUCitZ9zniNDZuT5xNpv7vGrNuttEqQyNHMMdLYyz+I3cVttVYGB4p6fCDX+AZQR6B9x+G4alNi9nTA7D0l7LLPQiGgZv49DM+PcafEgl5Oa46Ne0Twb0ZOS9+CTnE7KUc3VFb9uZLQYbWksTwepXHlYQdEBwLXwo6zJOo8rHhQhphmAKhKpteXroYPF6ya5QeuLo+LoQUjd+DxFeQNWOYobBh4PUWsTgWAVy6wZIPW7yguduEJaSFot26CAho3XuvHPdHW3WMQoMFh1QxzuPbiqnQnbSujSNJoUVMkq33WS4n7W81V6TrplHriwGUixLgeHZEvgypHyM1uePiWoUWEgVs9KtpxzRXk3xQc6HoEMQALoUACkqyOt7IEIVTa6NouBiyK1QBkY4ZEP/hrP4zdrM8HGU9lka+GtlMfDHEtzWDsNSx0kXpY9sVzCt2PBNCr4vYa5Em8Bifjg+dev7oUUul73xukR0ACFLGVub5YbworOgT75PpgPbZ2eNnNhwil97a8xOJG6HucH4fgRSDacyR9l5y1iVt7x+ZD2hpByuPZ6Ni5ZHIGVwEclVJz9q4R0KKbXzRi53N0IDBCwV36gRSsC9AFLDi6cvK7SSom79v/zfz5v8doqxj0GnPmp+Hhvo6WJUHwxLSaWzV4c7icSUzqQzPFZwP2s+VSykpJL3EBm9umG+r0TSdUpED3lqOgZSwFIzL0zz1x2KfhFSmrMFD9Qdcmqbo4rwi+MTSNWbVEr3RRVf5nOWch5dg2ammuF1KhBI7XbI2/KGMUigwiMjg1tVhcqYSxPDUs23OhNM+Kzeq4fy084F3JDSPD20X3AISz1cz7g84ez+NN021k9vJVygCqf3vtaTUnf1r5hlSkUsU6cpJJH3CFkK2oCwXLW12mBkAmiaZ0xLe0PqAW7uMJAy9k+Y7LK7mwZh/MV7BFIPtmCkZk2TC9H9bHKARvXc6ytK0D4+pNTOBZectI1p+IGEdyiknFVzhCPeAwGr7pWhUegFIY4PKel2U0iefBzpn564SoTtBMNPlFLvD6feLr0FYQw6fOXZiF1FWwUBfDcNGELFCNERroQVnrbHXLlLhg/9TZs0ogsOAylgqfmVfjpEfTL+RUhp96qh564g9obKC1ELPJ9Aqsfsp+T7dFnyHIIO3q8SY+vdEmhmev5UHETopsyerngAoyc4X/22SkVYzzT8mFCWMhrf6Rkr9sDiIF3c/Ycw9ROyeMEte4SlsikPETocoEtB6lt5CRIKvc56XylIS+S2fP1Rp4JZpttnnUgIIUsBxu8DhMfwnOt/tibkitdpn0AMQYfEOXcpC8ZEDei0vEBIKqlwnb8Ve7n1AReoVokdXjUSQqpqKKtQqcq68vVOkK3CLQopjXeBlNsYxth3RWGiC+p4kDKq5012BRm8G0+E2XFHkqD0lrvVNSdHFsNSjZsJBoDAZ+7oTT33s+YFRSC1H1fIbcv5V9sue6vgz3PGQApYanydgVRrW0fqa+YJXyZGT+EnTjlvIfB+AqnyyVGlfKVVIPRZX0o7m7YowVo9wvt2CKTqzkm7u6yb4aWJLRtFEU1IbwBhqXbtnhyI1zOZy9RiB+BLaeCDHmGpN4ucnH9g3sI5G1PAVw7tPC4OC18Ld+/sGT4c96iUkXRFsw8JgLKUc8Emc7lOmmG5rLp+LRYI7tZrBWICdMCv2u09fd/OgSAc71YgpKnd9xxeFmNunUlC3z/WtMYTErBU1TQNqeqCYZYftnCHQqp25ArmdXTSIa49weh2IWjRw4OUU1tNQ8rdkQiDaRac3WOwJK2Jyath3sAKBh3DFVYC2i+HXwfuFTNTWcxMeNOhlJsnmRrX1X03ml3kjw1gIEWzVA5SXZNLX4KUtLbeGvgXQqrq9kP1XUj5GmavI36VPZCkNbOiQyA1eKJ0mKxHnU6pxLlYFlbYZZOCZQaYvlT94LxeoXRYTnO6VEUCIOWIdxWTAR/CUtATIqfWQck0+gYWLFCtDGXvCxNMA8UTxNyMvLXBXEe7vqK/WH+LwVCWkkiepnSkrLrTJ2ndKVPOZ1FlToAOOsMxHfVahWmROSnxt1UqH3uRV3JmJtdWPtmh5uoFbTNf8escvCfsso9ipHgfCqnulR0ifMTk79nkMt1yTA9sFDxIdXVn9LR1D6aJMohS+JseK3obunxs6PwVw1IVeyHQ+RxRmI3qImKjs7wqxIhhcEg/71oxycgk0z5fTerC67xOB3aodzjBKn70DNivsJSmrtLEvNC/gKWcB5X670KqZTwNer3MfXhZ1Evod0Yg1b4g05P2wEODRjK4AfVWNwWjfwKHsNTzfJBUyMw7eQI8BUsFqTsvque0PMJShyG5wt53NCypbVmPOxRyz20zjLqhX0uQONx2XsxPUUp5JLk54ER/xcyegI+3FXPIp+pmW8eapky3C62ImBBSUu+Ixe1fqNWwIaW1XQOdggnEAqGeuhP5ZjNTgRip9roKuUrh0O/y22YEUiQLKWl71UB/f29DQ2/vSEM5791QSI08TSrSB0yg9ahBfyKcbwFZ4EGqqrUJcsM6yuSeeZl76OnyClslDDpa3juCAXOi7fnqfSqSTO92IZ8JI0QXgfcmFiDCnbUSX/nLTHieP7qOhdTsDNFxOUjLAqTMOJ1FOHsCIAUqErh/CaSGa74HqfKR/udEBLoenuj7Lr/ZRSDlvLBGlHbd1eL0yM2SQkmZt3bp9+M5xOJ3OqojSXlqL4+HLMwnJP07AkgJ5/jdhz2kKn66UD94dR/VKy3JqxHoVfESErm5DkNDKxutqPNhA+BYSq3ZjntUwdjJpMyFnYwpQIekffdVr3/hcKbz7OX8+YavzAqEht6X3K08ILRGdAqHXGCMQyBVYCn12MpGyGJOTFki1sRlL/ftUEiNnc/I5nPltTkfIya7+OVNC/MgJZGc++lePO2gU1S9NaRBkJETQsalpNLhipsDZgFd75hNH3tHZjeLQErStfCiiFbWGW+eLMR2PfeFaD9G8WseJcyZCyYfh5P6TUwO/zKQ+h5LGS9tfjnN9qrIVJXgrRBISbyDV3I9pbLHbDDFwyHf0/LqCCOOsNSyywFK+tJ2HhAbdMcq+uLjpYWw1PuSAWbK6g3/7t9Aeib3fQW/uvKE+TdXFqgVnsnNRmEDmwuG9qVgIoRxvS1scofmMw7XOK+u5qMWoAOslsd6x30hpNTXc30++vb00N3KKUKBUO/6pGeit9gDh6VCFn/QYt7kZx+BFKnSj2voKTsju/dNhmhkJhGOh5PLZz2c90MhNdzUJxvPxXx2nvwKpJYt9GA8jHTI3Jb4y3u9kZ+v/B0WHUNn+QmvPb3zlvBLD6cQGDGsEPzSWflI+S9Xuq9OYq59xB6HQsrY20RaEqt0nOWH554HTBsrhBQMO+ZZ6mSE36AxOcv9w5onjOr2do2zHdQK5/dYSus9iYM1ly7LaKq3Kl/t88mhkNI21CRDsGA7FLd4SFfyGGmQMH2pOxpS/p13aXutz+v1QsdKQQayfBUT6UvV3CbldsrussXsdkUodoXr9XIKhePNuun4L/jxF3/HsRTMcHHuwgR7JUUaVr3FsAWfAB2S2ssTh+OtMKZUu35sgvUXSpll/rQgI7T4efuzVMQ2UrA0aPpbgpaFygpB64xAiqAUU80ayUD/lAyWybuS45OT1TIVFc9wsIhC6kKnM03m8lK3ZyUmW9HXErDU6zyzilVmTmx3+4rIL74P4wN0dAkegfZQUMmldRXm8CknZ6wQAhj6B2/Lk13l8PQZTHevaAcWhZREsucIhBdpUVD8vmSeqH28y5OvUjnZzK/edDyMw0FKWt46PNE7PQu9gO9BSvpQGaXNabSjHG9P/IqIQgps583XMK5Or3YkqpsF1YHJH8JSdy4wJYWPhqUTq+vX+/sw71ZBxNc5bSyIISwllc59BMCQRPMn9TaHdm9yhYH5f2kASAVXGqrw1QLHUjRPnY3Tk29If00VJk4EUtllB4elqo73YN2AyuEwJO6L0gKh2vonhyF+1txTXquRGjXO8rM5f6Dy7ExQQ/mQqpp+VFCkbbZdM3wW1ttdoXTby/39ocWgDPRxLPhCSEklRx4XC6m1vT5iHGEORPGruLVAYZOupZ31cjA/iTgxwmGDN29a4ye7Ao1MTKh2GCbgqPRxg/u+Ev3CIpCKs5BKf8U8UXu/U9BnM4sN9VU+NqecKwZSWl/zwe7C2WrlbFd5z9Gz4+vjUgCpIAkGUGa2sf3jlt+W4SClHbmJQSMJrEadj+DaHqQvRbMUEVk5aq24yt7fv0RBoVNZj/gaI8JSEslqNgGWcAbrt7gheU6R8LyVCbp50FfvDXqLtoBiCDxLAagOQn54K9NJdzFswSdAh8S7U6aSred1Uammn1adqZAVZhxkCjJClpJIzmIq0GEzbftDmtahtdegW+Gp6RJWXj6kagdeHXbC+tA90udX6WLZ6R6NWq3WXsy5XIaKYlJCSGm066SdhdTB7RRRPZTPbFFG2Jdytk967AoiAzuIcQIJvViW4gSSGrfDng3BkkcxSMG8op0yilImR8cwOhweUpbUDZ1c+eHOFyG1wUIKdFqH7uRUw8lt3otCSrO4nwzAqiK5zDI6fpcyU7JThD5w6IAIpWMtoMfpUlHa2kO5IwO89LBCUnXnKB1cHj3mBWZvUJbywHRmIOz/4FLRjq63sVtBTUJYCuq4uv/JD5PiIF8vuzjssgkKrpvzDjtoSFNtF9NVmNYWz1LQV1mLuiFr8snBdrRKIZA677CbavKZMnYOe/QOl26qzeIgZ4q5EQpJDspMeoc+nXg8657drLh1yRSeSuTF+JDSdl3JHETyZngibrLHl/YHmDZPPbwa0Pk/hdQ4oM8olUy8TBEddb3FjOV9AsXPaFwOyigi0drlRQugICyODjbI1X/umB/oZO+Yq7hQ/XIZFLptvqBDc+TwkArE52p9Ws3A1nnszNvZ2VXF73sI+1La4y3oaBScbPywoQdcp0/DTQk5DEd7lQ24VUq7XelPji5ZopTsfoQjwHix6ABITR9MGYKpNlsQprVSpih/DQFeSKptsthhwYEhq8bRAMJShyETpbC7o/++8G4ua1aQPwxLweTzlZCfKYzlqwZnic/Mj0s6a0u65JRK5Q6+P6BanBhLjRzTlAjL5Q9Z9uFEK0RHZ4fVFejKB6h6PVTpR9cnRspP3CUhZey6g8mylNJu8gMG6Tl0JnRMng8piWTR7yH947aUgwqtODX5lshYe5j+BFKESp5p7B0pr+q6eJwh3OlLzuvkvAJIwQShjbBe4TCE9+rZdBAZetSWfW/0R+ZJ7xsRyTLKWSGAOKQa2qALSz0eIS0LyOIhZaesW/fXdYv/4V/prUtLS+G2WV5dF0JK07Igh54G68CyJgcna3rhao0ISzmHQnIlYB0cdJFhvYVCZWkpvE7eg0cHYErd39xc7+w6iwVgmpD9bZorKCKkuUuAcYgiyzBNH3SLhOulWq5m4K2A39n3IqPn+9xkwI9hKXg6dD7DvJcueowtdEEk+dv+8aZ4AOT0ppeKBgT0Yiw1fa9UyU0ek/38uD+/UKYYPQKpmZgrxLbEnZfLSn1TxVh//bJbWUrxk9Rml/0mh8MhM+lVdgZS+63FRHI+IaRWQzrSnTFbZPo+RuPJhXLept1zRWUJp/ipZLbNurXGocG5kz7SZLlHSgKBVM19wq1Q6YNtza0aYbbYe3F0sCEGsorICYdB4bmYkFTa32EFSB1vsmXJRkJfcZA6MTnIeNvGY8XzP1vtZltfX2CJv7INgdTwEexCp3fQWhjrYJXQ1MkwJykEUrXDfr1cDpNB3C74VLSc0lDDIzaQFkEH/NLa3e2VaMcS9Ewo+2EjJyUxIc1Hn550qIjE7ix/mJKRRVhqePc8RDcN4OxMn40MLc9xkwE/lqUkvZMzlFJGG9EPV9C+gCCKwq0RDIstgF+Kknnu1gqP8x4xllotUwb2546u5DJZ9kLYEAsh1RqUmziQ2lPKPvaPzlMueXivmJ5QCH5x+mAfvurqjM3W92/6dB6FaUGYkmBCkkQyuzMF24Io7TNt7HYudArtO/+147SzYOLBQApMOyq5x+M36ORQn8BqiEzGRCClcZ6dwxdSOpKJfjGeAnQgWS6+MuM7Ciar33nPxCClnd41gepC4eZi4iF1NWqAxZAOvUwGPQilSqU0X/K7fkJISYza1YqtjTszh6pAGUmUhlTjXTB6ut7j89YPVWxZGVEqnGnhW13EIUXvcglz1havgHkcV7xOGF5I6jUrKWopTU9H6kdaWZSl1Jr2/qv3U9rNxOkSVNiOmnlFLsZSg9a4LJRd1iupQOxAIFHqViodhMVzYBRXVV8Iw+FZSiqtnNGHjzYPKsHEsDfHKwWIQYiOrqiJA6njPaV+/nSuI2jScVf8CIXonBgH126X9wBV1f9pKaqjPJ9DqvGliTbJKps2uEXdfh61H+eWW9DRCiGlc6tgpwAAIABJREFUbl9Q0Y0rRTn0TCsGZf45pCSSsTe/S0VR0fiEmNFPiA6ps9ZI54DjNiPpjlPOvThL1c6uQOfSoXy8+aritzAZYg3UUCZKmYleacx1CKQk6uGW48fslMnjgn3oYAoY7T5jqebxaGidntetLd/MzgCkQEkPxiqhD8d5WQw68np5LkPOszkaUnwywAhBaGNriFDZdzIOO9kx0ct9H8aPsBQ87aqpXAA315FkhhNnhFu2ibBUc8zsiu1nYVa5LnrGeRkkTeRBbUsTjV6F51b4E56luno/dNX3sP1E57NZZfIIdopCIFU1mXFzWUpFgTJnp2LH3L3KcJCCEVttba0PXG3v/6pPaULtLkLFD1ZpeKDQVMvb3H5hbUxPPYJ2kXdCSAE4PqaYykMPQoCTR28/V/zARtM5vZAMQVMU78NuPMmgg8tSUu9xGbdXQuenea/Mc84zDAlxyGa79X1Poctumaaqef2N/M84xc+pXVbZVXT3BlrMSN9Co3D4FoUUXeRarbe8vGrxY6M61/v4jKUmEpF0D11gUmnP2B4QvsMBnBhuepzrZ/OOU/w0MLmq6NTTZzDKLOMvQ8dDyndmUPSV9W+epxUey62mGEfOh/Sl4LHUyTjtpFkPu8HYP/hkDQHwfakDeRTqedecBRqkjkVhQqXundMfNg9UJwdHEcuFx7NUz2Cba+OJYes0bAB47eNHLkSHd6PMHRigT2jQOJ31jxvACGB1cCTWuYqwUIgfpaTrv/s3Sg86OiCElFF9Y3ABpHayPcUNx41VEYcyW1/IJQqpoZcl2AXSYYeOmx56AyZLVpA8jY5K5JmmvGWKXtyhi1a08tWcfFABOoydh6kHwddsfFvSz+cWAOGFCqkObG+oAvvb7vToYOFZ0YODlETy6Ib+jdwF9h0qvXTGn+oIshhIFWKcuL1fdsGgKs1Se8OFx6BiCi1+a7ZIupX+vGr1wOwyqJo6nR14KrlxyZkULESHVF1b31mM1eiDLRgUKs8Qry0TCuXCVy36qY6dntnbGZXMs6OFeshzOJbKBzCOW4A6gOF4AvQNvi+1pg+eX0q1mzGHUpEWXebMjayQGXVr905ariDbhBM/8SzVcNAUujmAmKTt13tR4kTwiYXoAEjJ5P9pfe2h5WnjPAPbalB2S/J+YZo3RVIoxM0n+AFSlHwbGQUTQgrGbtaX4Xua3EsLvfkvpl67cZt0JcwTwDe+1sGxh8e3/YXhs7k2wvNFSEmk5RfHUOuAp7KDPYIc07cAKS5LGXsyypk7dlllLnzjWwc508pVKgQ4LEQ7bU18bGt7R1Ox2cKzogcPKV9ra+vgROtQds9140XtwKUgpfH5vF1jjJ4UsDLTmvKJoZDq08uyz2PTD7v7OzG/KpaZHvwIQtdNJp/fLFQxITpGro7vCpXU6V1dCluUqkxugU3hrYRCuR8aNlyOA69Ro620BhR9LZpC8JwHx1L5IEYbbZnEQgp3onzXs9KwdSWVts89Rgn5smD8UJAsfSvVtGs00LjQ5wX6qrZsJgVRXVyEnBPAs9TIWkekrpEJUbltIXe4bRg8FaIDhnr1/2fb8U1l5eHMVJyugZ7U6HMdv0cgFMqlX/hPs5T8saFwn/egkOrazIJFV2lPn84O0P1eqbH9aMUD+yAWRVGWAlBVdY3sv17U9QydbRCeyNdYCmbHzO67ae3Iv3WAwB0SFKDDOJAgwh03Pro7zrrmkwwxw1tGJxBiA0rGIrbbfUlrWTJygKFEPKRo4c56iXf/UbdWiKjoKQUpJlQrM+XPEL4pyqAsNWFT2e9eztYqX7MdOrk+MentvI2D9qIgErmNG2hhPjqMzrGXvaZTRpNQa5xVPetJt0fpmHzzcRISCrE/9bZ59IxK2dIRJ1I1TvZ5/lqKpax031KlvxOIiLBU/RNlOHmGj3VxbVbYP4TgQCIxlp/EJg9PFzbXx+fbEjYXcJtjT/it8Cy1djU1k9/LttY77onxu9cIpGpPDx2wSM/tdssdoNrLE/N1sLRI0GZ+Aqnyjw6lDF2bhULK6Bx5jUA1h6G9jdWHIV/nWWUyoGR2CmKLAAcpmGSlrvW1O409Y1vfgJRUPfBKbyhEja7gqEPIUuUdYAGx3A0zFYLJznQ2FJTNf6UvNXhrTzd2A6TcquMHjsqUfytxSBnVkvaJXVdLcRSBLYiSih8TKAcpJbVSEMEoftN7DkoOKzd1Lo9MqWvqLjfCWSFrtzN+Qt5WGGHhQ2ozbTZ55KnXsX6N8bk6GYsb4AQPmDZbmNOZS48vxOah0SbPQaq8+VHpr/axz/PXUixlJWEWmaHjSiAi0pc62FHogKXAZOxbDsuTzy2IGP+B8yit1AXCfaNW0LfB9k4C7y7ygwDhYE7uoDeOzWwUGtq9oHuD3z8QokM92BIxmONm2s3c3V9uTiB2L5TaBDnxHu+pZIe9gqeIEZ3+3dkwd9Vkg43ogzMd88t3mSm9PnXJ3dUbCyk2Zl9PVmnSvbG3hSuuLwUsNbyboXUjMrzFmUTIEZJzuVjqfGoDs3aw7Hx7+3h38XV7e3sy7Agm2GUHOTkRllpcCs3XOiU9ZSZy/Biha+y4VCEfzrFF+SaXG/O/fMJS7Q8LtNVKEUiXVPy8a20zMGubglUA8aX7OkaJdWoHW7ZiulDFWb6i8NBR+2qH6Q+UPLY0fnKY9MD0HUplSa8L5t2JsdTIhsc+d6AF1cI5J/NEGnyFusi81mcsRYY+5golw3qwfam6c4Vn6ZGJvWY75LIds6FFrrXZALPnZG4fRDicRanMIlUWz1KVG0vFOVInFkdZO498hZCCTbYSyaW2tuqlpbLLg4EubIYQIX6o2opLu355iP9QuPcE+6vW+37rh4VM9Hkz4BT2jWb2J/paElIa7bte7ljmfyUQwkNq4GkD1ksBpAJl6GdC+lKw39VCjN7dmZLJ5JnxIJhElCQR2OOLikBqP5F5gVy1AqQSH430e/CcOEtBMOdYjX2V3+4xwp9Ail7zDu9GTG1xVXukLyVxXmf9Mti42uGp3udYNBc/LPqOQwZhAnTU38OOKnSx0Z+HGcgi7ZkPAInA8XBY+K3n2K3aO2XaqkWX3DUm2DTwU5ay7HB6AflYsRa/ukmFvC+3crF/wko5zgtZwHt89zAll3X+UNvy7eMa1/LMSOFZqnLHtjQ44mz3eTsb+stMgVuu6Q5DONL2moqj1dXVo9Wj2R7+wTmFvH0GqYVjlewNgTyq+NERatqb167O4TwSelxPL0+P8meTlIQUrAbzu6hzng2OjhMDqc7hue1EmClCMrz3BZaCvYOnt6vDctrM7AiZTWBhVJoi86s8wAs7YHTitNvvM4/DopOeMp397ro+94zz/zNIOVa60SpbClJD+8e31jjU/PTkfl0rNyWhxU+iHjy4fr08Pn69Wm3kNJi9Z+uvRxP5xomHDu27kh4I5DhP33OlhpNIzssTKvxatWhQJBOXi2ctEy8wXfSAu8UlBBJnKakmDX0pEgsp4apeOrX+rNJh6FuoaXl4yN4F5eGXQhbwHt+JHxpMaClolxpd7W/FzEUXYamdcHzlqNbXM9C7WRkm0lxNGxL7BB347HwiVLtwbP+SeYKN3dhy2xQ1AUXJ/XvbtexT5loSUmBZjuiINoFSj4XU0GU8mOMokkhdPvDSyN0I+lL0w8GjSR19DgE4uuwJw9KrwJIkxlIpz1RjA7CUQfZ6gLR9nyl+lY7jCVSoFKQWArAtP8xGIt4eODCBN0BZKveypf/z0TFXnHDH1EDYlXCkFdEMBDYNNgHndBByFs3c7d2OKpUm5DAc4Rw/Vk5iBEhBclhI4Sx+3jmYsCjrG93a2oq7VIal90JMeI+z5bAsGfX7g8FgpPq5srfcJzyhEeTwLHXxmHY3TV4e37+cTLZFPG/8VvYvBinZVyx+7MsaGx5qrk7v7x8vX88mNOxT5voJpFqqY0RmKK+vFAQFLNXV8HDzOAobLoKjLLGZ4+EvWPzoyFr7V7dhWqXFBZNEKX8oc784W9xolElNBFI1GVPkLVvxHjNHbnraC/liPSVZSjO9qj8/RTtg4pAafqqGXd7gYOWp6ptufov0KyA1e5dx6wzMygmFLBrruLts6RRsGku/GB+H7KuqW/9V0A6jvKl0HxwT0jFSxceiKEtJ+2fpmVZ4SOFYyrlpcFH2YAjOgNXJlJYtVF9ks8ReBy9ORq2pqSnb+Bm/0NgANKQ6izcF38RzHzT/MHxIgSrsjxQHH3IhPiGcQjQ8zydCDEt9xeLHixR/8wmkmrMdRN+mRiArgNTs0c6Um27ygGjItpMVpJfHiGNYCp77Dmo2qiMqaGlTZRUDgnSYDhjTTxD80DKp18s85pA89Y2h3nwcmoYHeQyWWQmdOKTuIXcESSjjrw/CzPwKSPlGVsJJa4jpSulGt3Z7fMKsMfd4SEnU/4sZmARBEz1BRF6FzYtoX0q6ewr7SYhACsdSkmaYHJP7yJBa7PQCm0nuw9b+i7n955WVlRp0C+t8ODxLjazdBeEgK1hopQgk946H+K3EX4qlVPqPaW72aT++LyUMJbj/BFK9C5NE5FL4oXiQ6m683EmHYCm+3h8Ml80vXIzxdSM2QTzhOLunb3Zfbw8P364rBr1s2MIVLyRpWJhsCgR1/tAeur4PZEuylNHb7E7OzBaSYD1ikBqYnST0/nh66/Z9YkTY3P4KSDnLx66e958OaXc8tzroFRZ3LocikDL+/1bSBnoPOlMwtiFQQUr0paSNE/QieTKyV8kWQOGKtfhJet63XIwiAsPDfdsTvYXg/wIPnqWctQsdAegRgKt+GdSqBQl8QjiC0PnbT4RolrL3cQ1PjNxfAlJds4eELOETZJMHqZrLuAMYGga/rJmTOjhDR8ThWUokMPtYBFJAbjCjkLBbj3pRO8MnkAK7iCFuRUpPdFzq6C5OuPqWj4Vflsnir4AU+66fXEUgBTNnt2ZkBCELjb7cIFGIshSIpWlImd8WUSEsS0nVY+EoY5ZUOd57EKEfPcCzlNo5u5J9XL4DN3cxIBiz/QuZJ2BrzD8IUrX1Rztv+0KY8CD1sLAUS3R0LE1uXe0f9TJTRrHFK4YObGD2oZiQs3vs9Xj55H26XMMG5VxLshTsBZM95a+bYETFWGro5nTn5WqxRdihZIT+DJCS3lwf3t29be9fNHLKIOcV7UsBpMBcqqBmKlEVGM9SUnX9aZap5yeHa6g+gST9lQd4lvpE8hPCwUt/IqS9ebfbrQdC2b8ESwnTyN3zINVYt31XeTAxO4LX9wox/FKWKsSK9XwCKayMKEvhQ+ef/hkgVSqDJVhKejIlI5Q7mJlF2HGpUqn8+Dc8S30S3SfowEt/IgTj/w5lqE4o+1eCVE/vxe7YSG83smOzIH9ihCMIxr/9kVDpvhQ/geKdGEsVQ2B8f3pIYU5BzL+GdPF173ynArufpqwV865/gUd/GpaSOvsdBIkozn8lSH21pH+zVKGkRLtFhRAYz4+ESrAUJon8o39AloKj0c7b5puFZfLnh5TQBC18A/T+N0sVyuRnkBJnqULEiAffl0KC/YIHfxqWEnmXPz+kPultYd7rN6QKhfIzSInOnijEi3p+yFIt33Z1J/rKHwgR1j9GqKUlmfp2Si0tKeKt7ttilY4fCO06HLvfTulHQnVvP0ip7o34fvn9SKilxUqcfL/QfyRU4/hBSpV6e8W3v1SLhBlI+v3vdwn8LoFfVAKSqe+7EGX9gRDh+YOEpuSm76c0ZSIs35dKUz8SotLfTipN/UBoyvIjIeIH5Wf5idAUnHz77ZL4mZCV+kFKsEHi97/UFKpAfv6kQt75eSBhiAqiWvjo83swogvmNX0uQ09I+oFQGYFOSPk0sXL57qdhkAA/svh18TesQCLFP/jRuFQlUYaPrdTTHwnBDNiFUpHif/tRX6rT9IOUOj2yXzQ7Av8mxad/mnGpYpZ4vj/OPNGF2SGJlxXczY8sDT8S+quOS0lbB7pFTtgqlMqP0PEjoRKzJwq5QTy/LX5skfxxkOLNnmCT/+z6I5b624NU++PW+Ae6GotXOj9Cx4+Efo9L5Qv+k9kTvM9TvPnzQ+ofYVxKuzc+Wsbb5an4hVjfj9DxI6HfLJUv879XSP0jjEt5k36Z60B89jD9iX+Ejh8J/Wapv3NI/SOwlDemU8mOGjX5T4m9/AgdPxL6zVJ/55D6h2CpmE7pWBxzYrGUf/gjdPxI6K/NUle2mZmpE1FLNM7i19r/Ol6WmJlJVF8vGnGlWEqHG1g8n8+0oZubiy8FrmoYapl7Pj7ObpxPdiROLwa4Sf5N9qV6dzbms+KHJ/4a84TmbPGtGr4S7RJl2WvsakL8THRf6/7S9mIvt5y5fnQmelVMR30fUr7mh+u3vQ4mj4m2t+tdDTcVxv8zSP36OX5XO7t1n5hfinnfoMeRk1hk0IFwc/wahifdDlpMfneJ/VClINV/afBQpvvuYg7yPjEhaevg2srbTtlSBlaJq4i2q36u6J8fUhiWGrYEXJku0TL/NZBqX7m0yumvRDvH6LKGW2ysHw+p8oZlfdPlMBtIeEUhBYrfD1iq/Gxh2RpW5XJost49oovlfwapXz7HT/oRelz44rDVVYbe30IhL0OreK4gcSw1vJCgTxWFpf+BDqewvOl7HDqMXTeXbxvHu4dJOCPUHlkf9AkksUK9zdtv1VNpc9Tg1rn1sOud4o23pdxfZO8JQcbytxgjet3KLrImki+MR8dsPKAyV/r4QYt3eKHi707MTlbChfKaxpaUxVTYK0/pMtfgxuzxkKo8jyvj1bcVsEN8F29r6VweUEgBS30bUt7GmvFM0CRjahKzjUQgMz8xzW+jfwapX85S0g79/O1I8QuU8o3ntvpUKAZFQuFY6uEqRdCIgoMDw2jDAhFh0dGw3RHWZW4T9O4YlOpxU9h644TUBxczMZMSNuuhHS2oyA7yCPivylJzd7efzKgAdAjfE8pnNh4lDKe4Ks58hc8gpfXx613u0/FnTzjP1uEUddrlSo40Zetz4Xj/8ZA6tnjIoHXp5H29vxsDXxRSP2GprpanJGx3zOQxn0/CUfHAb6N/BqlfzlLGKXJ0A78HFq846ZvB1QSDDpU4pHg1mIngdcafKwlKGeIfaJOPH0WHc3GlLAJndupCbqblVMan3s/4lQ0VgtM0zmGnPDjahnFKl87c9FFXq8mnwlz+ipDq6T8PBj66vNzsCP14dHRvw17bH6KKBF4oF3X74MHcTtnG3naLMCkBpFrm9ApVeHTvcv3oqOLtnHJYkbVmEAMOUtKuO5NDoXcZIrFUpmx5ddonSAqFFLCUSr/6PYvfAxw0oKcMgURmNJNJBZgt/VTJUX5D8zNIYVnKqO2/nWx7X+AnUHi1UrMn1A0p8uNJTJErRMF67j6DFJqFN9j/mmn94AyEBx8bEeeKokN7v2Evcg1IK1WTr/z+Lyok0XRF4IAetrGlgqGpl+cGTjrg/StCavoBNjPs6xdFBp1RPEuVHz0q5B041mBerhSkalcX7tyE3JW+YoJy/gkgdTbnIO2jW5WN8P1qN69UStcEJzDrxUHKODKf0+uhKSOV/uMWftOH220WWEolu5jWsNHirkJ07NL1QWFO352cnBxWJw1MPST0/OIUCuEiRp7hLX5qb51FSTYtiyCj1Hop52yYOJnjmcWQRDkPcpCiOjbwSaF9KXVjk0NFytOv2/Mb+zXlOB1EiA5jfXM6ZDfPZMpCKspujsPhXJQyGr7gZAOnLWqPt3Sew0db1BNIJc5XFlY316YbtDwhcUhJJ57uds43Di8mjHwJuMPt46eunb2rkkys7mf3Fn04dRbpSzUfWQnC1luoA9r64ev9uVbeMRJ4dPhmrxSOSHM7mjMmq3ghOCtgpLnidcZmNugS1Xs3wrfiQ8rY1fB6WjkxOOB1wlEug5Uqpe6LkHJ23kUpu8N2+LpYUzn3GrcmshX8uoFjKb8nOITZLZaTST46vL3HpD6YqTl7aG4EN/xwceWgdRF5oTgZUb4Q/cjZOnF78rGx83Q9MaBZu7ua5eeNDoIZl5L23Fx/dMgphSF0+7/9v9UvjmmE9bYUSxk7Yd3WV80TEkkOUqBxD9O5QRzal3LeQE+KdE/2TL9XYOseig4NfWakcubwJWuzK2Uzmf9sim4AiXWe6V6IQyiadEDv2RzbiPmt83vr7cJCYPIqylLG/T4lRShc2X0N8lI4SDnLK+zd0v3HJbP+hHuEcEEYgdTsYpoHqarmubKlySHhgYbCNh4i1PbOKZTuiSrsG4nuNgv7+C1uNFGUyh8afzv+RPGD/bUaGljIaurP7JBe4VWKHpSlpLUDQThhVnZ31kAfctkddhB9H/y6gULKG/P7I63FaHE+Pjp6Wk5IU/iWE7BHRqsjgungfCE6tG9oxW+C44BtZfuNzmfV6O4sJ46cF8NSxsa3aoeK6Vem/mmw+bAShRR2H7983FIbcVjxyfsVs5GHlILiFxsbAGWp9qs44Q9nTmur+huQjOXEhOjQ7mf1KvPV4MTaOLSWp9cPN2Uu2H+3epNNhb4KheD0voAnNtXbOXxRswnbe2GOcgEpEUipK98TOvq8FX2sYwA5MQAHqd77atXh8VQ46lGlX/j8mcslAqnrc9g0kcNSjY/jwWiKfzILnnDU3k2PXH96I9INwwr5usaem2Zi6Y62092jg+Zp5APzWQrg4CvwZWfFtlIVxX1gFFLqgyO3grQuL7bWwnurvbsJVzSwyDvJD4VUVcxv+B6khl7bCHOWS7WdTVboZn/GUlWr81MyBxz1rAtaq5f7VMGZ7U5eywyZxrBUc9YcVdlN1oRM4QpOjptHT/YFgxilWEoibZLtXKJ0mKsYyP9PIdUpENE+hohwGWYL3GI4ITp8J+N2VWZCUlt1oqKCZ2NS33EAVOdAtiiCg1S5R9nxIVLtWEkRSGnO+2A/JfroIsI1jZwIgYPUWsRABZh9yklP6JiNnnNFIHVoliuIvqLi1zITISn3RAOXewAdGJaSSoejOuXHIwKLXHJYSHX1zpXBsVSh7LXIVDohpDhZb32ZVKosaHOOM084F57gtcZrenPyUt9dUE/s8w47QiEFLGWwiLwNmw8+4czuTRHWs0b2R7j6HndA9fuMpeq3lWAAZrrlhAK6fEpVWYGM2cgwLFUzCh03lX/jEE6sJGUOQiVr4p+zLXKifD5KaZtuHD2IiU1PeC1Aqu0WB0OUpXxLLuK8ogXUAlGHQOpw0q5/rZcM788oojv15RLN4HlcTsrbGjifQSgk0Q7L9e817aKpMD9gIaVenYv5qfDHyXGTQyHPXkN3gudQSKnbbzwyyuSRyaIuhUPOVUhYSQGkOnvaTHa7e5w9L1zt3LXoSP/OAK9HgUUHxNhsDiqrt0Q6vBghtXP9vMNs91iXFla2Xh4vn1oGhKyNh5RU2jq9+pKMKD17uC+GspT2rsyhsj82VOXf23l2nSR2Frl1A4XU91mqfPg5fdvDJkKn5bvfAEiVZimNc26G8iRnthJWN30gM334SbpS+HkRluoZ2jKQcFDU+tpBHI6/tqsUSnvfBV8MYanuscXrkXwhSM+jSztfNKIX+lJ03wbZdxIiRPtSVXEHcTlAawWiTogO39uk3TSslVQshYi+OYanX6v9JJF8aCzGIRSSlFfKTLOfLWzDQsq5V+YgifmL5qp3E6XqqxZmFoWUs2oOaJMgZZ6+ADSCy8VsFXwCSI3M9hGkPH7C/u70Xcv1RKxCyz5grniWkkgaYyFl5pxbTzliGEg5tecKu8Punzx8mJOpVC7Dy6xQ6cZDSiKZXlyOkqTSUFHOSYL1opDyWqNKh2xfUtCmtN5qom/ngJWAKwqp77MUjN8sV3Di/BpLtdcuewj/ZHbs/s7ipphBLTL0yC9yUPyE41JjN1Y4Ziy2bJTkTpSHPhthXuGLIRa/uv3J1Fk+h9Idc8d8Iy+7JW5YloJk8JDitiSgodc2hOzkVsvEwdHRzVlvvaZQ9Jw0hOiomsyoTL1qyUJZiEi+GumQg5sZk8ryxDk5UCgk6X10yFsaBwcnNhc36/r5BVBIDAcpZ+9MxK4gD+u7nA9tdlVkylcInvOgkGrcGoWDxnfur/YXt5fMRNME2z4VJYWQGusjFB7rCxug++ZOZVfa1jTsA+aKQQfzvDEZor4OKXXj+naSarp83189m66b375aWZ9buVrlHyeJQkratVZ5tb3TFDMplPJ4I47vUUhVWeRUwHpThJTG+RYIxyo4bToKKWApd+CT1o+v+IERpi6vW+YLrHOKPnGxNEs1tmRMrtGW4a7huoX9w9EInEZEmqZmebo2pi91k43DCW/3C0aJ9C5FDwCBWPDEl084d0FY6np8lAOpiNU2xgtf4uZTSHXyhI0DYwYlOb//fDw+Pr+3uoacv0mHFqKjsyOlNEEjOdcUgD4pAymJ5C2q93+8FyMXCklm2+zyzdmFlexd9fL9Da6NBWEcpLwtBhWYFE/h554VvcodF/bHUEhV0qNf9tlOyFv/7jwRy14UM5b3YSBFuhNZNtzBlo1U2stG8m9XEML1pfIs9VHPCvOvCA7bFxIuB3mqlUg12tbelS4I3rIc2RngfRoUUurB+46QA7oe0Fr4bU5+Irk7FFKdLpK0fqxxA191BJTbnJYVhRSwlCc4gpm7xIlGCCnOT4z3Kxa/xaxFbz7MS/a+N0Xg3Uj9CqLD8flPclUdJIkwrRJJX3d0uXFOU4ZXemhf6iQYjm3mk5JuRMwRLlHnn+Mvn0KKU5YQg3rowU0pzJnMVDweT81vXA8OoN9KgI7aiYjBH4d41kcDiqaLPK89jerkyb3i7tQCIan0LKW0z2+UdUzFzMm+tmzlJo4RcZCqv4zKlQo7DdfaOpNK75/7f/DzKIRUe9czfBpXdYMW8tYzvEcYRp+R0sJBynJfyYZb+0iTev+OwLqIoCMfvL8jTSVy7xEFAAAgAElEQVRnRlhh/lUg1N5S0xaQBS0VaolUramtaqQJu341e/y0Psx5LyGkpL6e45mQy87MoVOaYv2csIX0MJACe9/8fn8hBHgmVqaUt5yeGAZSYbfeNTGg5koJ/Z9CSk6zR2mWutmOyGO3+Zg7Z3ezTTG7ynH7ytfsBX0pqfQ+ZrIb2rq7AFL7b4YcpDwdAkgJT0Hc08WTBUjdZ8xBXjMjfDvu/aeQ4qesOVgE5qTnjdGOUEauJ7zc6Bi/AB31V3ZlMgPBVhIB5clAPnjFnoWyzxSHgARCak2Fh4JDynMJkQp93ySOEXGQau4wuJSUnEFFj9uhUP37/46fRyGkyocfwTRormSUS215lrDLt5CXwkCKSG8OsuHgNFLSFL9nb/NXQAd8SNQ17HRQwYhIh1cAqaodumcYXuLr5b6hOctUlvNeQkgZu8dScFQgreSQJKUPHVWh2cBMSOp0k+QLPeWi6Hzl54q7woti+1JxN+WomcWBthDNlyBFlp49cXMckacLZWzU9FfcOez2pg1OMUB6gr6UUX0uU3mmGDFpxXFumobiU5baMUUKLCV5Xo57Hgqv8onnU0jxv4Sxe9jPtHv0t4J5Re6yu5pZ/hshil//vd0+M+nzDrwFgq5jtkVp3JyhKGvzCJs/AaSk0s1kYSI1pOSIphZWq4xsaPaKg1T/4cmdSeFfocN0e+wKx/yWjw3PXIWQGnzLgEFoKTehRtN+SjhMJzwB+gYHqeTuBBOuobHxNGzAQwqrsQ7cT1Im3Vot8j65lORFIe3RSjruspZdVnYzSbH/nOWz9yfja/0a9oEQUurGlhAcFKiwy4LxqF/l2pitKoRlZTCQKgeWEkDKqc1Gyq4LMjjzRNhdnImuGZuoqBzzFcPnfJ9AqrxGD9XJbCu+OS0mEFpZDgY39tmYperyxrmymDLSxxteF45LqTXzSspwfsWITa9Vx5npdDrB8AzSlwJIFVhKcr1ncSxq2IQ/uX4KKV6DJZE6Bywqmp8Y+oAvRhJlLzw1AdIToGP2XOWYP9EObTYp/JH1Yn6WKTJSWaBTgRDM127LJcSspwHFzJ5qQpUXHKQG9hsHo1RkF1KSjnhUCv3WMcM/hZSFkKqRy0hXsVv0/FVIkeH9FjpS6eLVUxOYZk3xgrUin5YYS3Vdn8A0iJpubLvOY6keW1xB+bfPWgu5Zz21QxWW4/VCcyaElOZhV05/KJluZmM0DW3Sfj/bmrEx4MalaJa6n+Z/dEnFeJizXyJG8aMXd9w0597Gm90KRbIjxURyPgE6hD/PnoNFyf5x6+P9IBD6P4z+F+FrpsjZUN0VOwSh7+d14wQspWkvI0jL8WJe5HqPVv3AWsFPCbH48SC1chIkngWFwmYBue4w0xUBG1+z+EnU5aMBXSRlSySTyTicY0oqwqNHgm8lQMdEk0oPg0MX9ymFueOmmIOsmwxdX7D3AiGwE9z7PQFLpgncaCIiUyiD4f0eNjR7xUHKO9vTHZa5Dw8Gu5v39UqFfF3QfxVCatdhJyKnBevjMyHz37IJFK4YliL981sV4BY2lsoiYBHBKn78ZjcfXfncLUUpryZ8heg5Hi6kuhYtQZP/raUfDensmpgcP59mVwcjkJq48cMwW3hye2Vx/dhicJxfcvpD+eTQvhSwFLXdUABqLlzz7lJHaxWbRRRSVemg0v5UyVSDrqOOPrcuc/3QxYbPXQXo4P+o7apIKilPcGGT38gIhJ7/B394/4EVVbf/f1vWmhfK0lP80W9BX4qBVPSEbcuf7xhIWZ74lbY0S62/BcnrQgGwGRC53psYOIlDSojN9tPlyez+zcX+/v7T0qjLoVJSy7P8yAXo2EwpPauzxu2IiUg8HhSDrqdIw+1K3lohpDZQiVvayg4fJ5rBrW1uW2EaiipVZ2SD56PBQQp+0izFVaGm5de7mJKSBRp8fCkhpCrlHtN4p4/N2TNhCjyyN4WrAFLdgzPw5kqVTC/T63NDJApXMlsInvOIsZS35QmGKbeeWwXhmdsipDTam1G9aeZcYPRghbyrAcfcQZ6BhZBST0802WxwDCkdupMeGXQdOYUGBBRSnW6F46qqnU0id5VKslMtzewzFFK+TEylGj+EqqJ2HsEETpWKitg2eVMuhDocG1nuOlIzCQcf29p8/MdCocrHQPyZHSySdE4/py9ruwbn5vJFkBfGsZS7YztfB/KQit3w3xHDUpb4Kpudyu0A8d4F5iEj+6TE1bj6CaQQbGqc7U6NWq0B116+kIjqFa43fgJCSCUpz+qw8d4vI6fuc50PJvxKSuGZeWNru0AI1Cl1e7vTaWScWtPw0QHTT7IHAoSLQEo9d+ymVDA4qlToN+75JY7ORB+5WlgdZPMhkTwTFLnBfyO4E0DK2/U4CrNbYPgeXK4IydDdgkCsiA7+DzAlSUVR1Yf8/lE+TFFo4jEhs85X4ewydFhNt1l/+J6nQSGkJEZju1br1DCVwOhttDgUO/vC9DCQclGGRX5m6bvjqZsJtoRQSMHaHb1q/AS+zfR6G0xPSCb1dtX9LI+gBYTDT2KxL6Ag5QubGv5jIaQWty3BZZZuJGvLfQrrdZ1UI5BCWGqJVDh04+25YE/nsNqPUjRVsa+TSxLDUi7TNctkgy0xYgNm1E0PCDKIva37BFKCOsyPo31zPilXyHa0PL4WoGMzqfQcDRuzARM5ejlbjAAgZbIdsm8mECoGy/k6Xz5Ah7vdbOX/IAIp49F+yKECGlEoTbev/PYIhdRAzeYwRykCSCk+hVRt1ftHxGEHdQ/+VHYPzI8hQxuFz53PpRhLwZQkPXzWZU6qxfcqQqplL6Vv2uOVbTEYQKrB7CjMFEQgxQ0p1XRbZWTbcT/3IfgxkHJTwYIKXAx9bKtZY78UCqn27I5eWb0MEBo7zZAqeVOH267YOuPVvxKQctauxHWUPLo6rC6myPgEQjegwJ4/s2HO2mJE7PiCvS1chSzlHIcpVp6lTp9Uamz3ZdugJVTp5+kBE45DWOrO45Edd9dqmVkqjXVJYvJMXb4mLEBODEXvZ5BCWKooCj6YuNxnV5oveV9BgI6zNMNSN1sp+/0IJzoaUlNfhZS0tjdtoWb2BnnJY4d66RCa9srlfxXWyZWGVG85v/BQSEmBdDmMDopf6JGfDNwJWEoqdWpXDzNJOzhHbGr22uAhPTGhWBEdwvj6Uw5FJN0ofEzfF4Xmkv7g5hgna/zgVTcGSuaZzj0sCSlYZ3SQInShgtKUjwiFVLmbshT0nWJyx7YVdkARY/Frf9zRwzgb9HQrrUF7qqy8dStKxjO81AToKEYtkSzOWKAjtb6qFSJKyFKrT2ZHdKc210RKr+R6Umd74sbE+AUsBeayEwupCJ1W+loHLpdjBoeCDGysCMQQlnqzmBSu1M79BU0Cwzdhwpqtu05sC8Swt59BqiRLSSRDEzCzKHDI03iEkIK+1MWs8Wy7w/DELBnI5+NbkJIYW2eSyr5zDsvR0YiwFKiND9n/3maASU+JHt5EVlpI2Jein3HcM+ExZzn3Oa8AUvTD4dOPDgPtMm0NCwykhGLiLNXbp1eEko25uPn/i5BaiehCs/3CFiEfWqruWfdTKke+kfkEUup+m8Lj5rV8EA8KqU63Mo42/JJL6/simw8MS11uyZTxvnqpZD2uc8xsOLUvATJg5UFTDFJGteY6rlModChHIUb0luukQzdf36qlXdW23U66kmglF7CURHJxGYMZSG/vDdPNJ2WwVQNFme9r+GWOzp7IpnVKfbRpY27VV1u7OWcmY1uVx1ZmdEsgitx+BikOreRknbxWU61eOAzpQ3vceIWQssqCww1GjdZbruWaF74HKYl28UqvC60WZ5/RSYpCSqLRaleApg6f0J7Ip5DyJ96578P4MZBSa73ectp5oWeloEiLYCYol3CE8XXPmxShWKPwMX1fhNQx6R/H7KeSE2rdPQ7DwBO7bcgnkJIYlwMm5TZPF8NBqtyt2mlGc3UaSu6w3x2FlHFoIqCXu1r6G5cpSnc0YWx/N5MeQyU3HhFISZsfdiwwpdyU8SIchUBK48xawNwUXqqurl4KyaATq9KfC2xPmDl+Gm02Sillcp0bdtmCtFypR35PBfKJsFT94JvNoHLoTbq0dRRW0UFS8sjkFfeVxPwTchhjY1wdJggyE11qrGrn4kIiObo0q3QbXFkhpNLy4LBg8hsdfCWpMCXEzRPcGGm/s25X7vHX8O1I4pAC6FWE/Z7jdY0wotIsJZVcEYYMWnQYSHEi7nmDpc6RW2HbJ85S9ZMmMhQTqLG5CIuQ2iYMO5iKBsFgtl//+1YQlimUYikpUEDhYx2GPYqXEU6ewYtjKTt3pgQb/DRgmSwBqfrBiMkhX5w9+CBIQ92g0/cUAUjtstL0FQ8po6alMgOzXyn/pLDHixW6iilVDnc6nUozU0NgfUcbugRROBNdIrmK09tpwOAmXdFBWzzl5ozxI32pqp5TWOGtVMIyq6BZT5ugKJVlT6gvIvHQDzStNxCcdnhI8VlK2tlbttLMe9bam1HKq6tqi7EjkFLJj1fQEsvqSMPWNatOCISKsRV8mp6UnHrlryspAamBgzulzNqlLcgXPCVZqqv5hAi/CDUkpC9ViIzxSPetMKWpr3KY/5hDOIIfJN2TJoXBMiZ8TN9zIRV7xUOq9yke8shVlGpmvD4XB46l+s8q3ida8yVQeW8hMov8BDGQclERnsKWE7iMFLckRllKYvS19TmU6fNbK0kGp4cq3g0qMrb0wE0MCynjWEvM5aAUrkgWO1CACA2s28yUku7AwsZZpB16U7Y6DTcZ8CN9Kdh94yIWyu1RA/WcDMyjyEBYSmqsrTp4haXGKjtthAIxc7aSXR0nSBG5Hc5DalPNVu9iECFLGQeaY8drXcUAEom3a0klK+NuviVAx5lVqX97EkLKKL2F3eJuCxtQCISkhda1mFaVTU5cNviKD0opfpKRi3FCPipMlhYuCamBujsiebzJTYTxl2Qp6WkYmkDbqpB1SrKUQhcQ9AxziXIhlbpiuaGYITBcqZsP9bBPH6xsmmcnTeIgNbv7dHvUW65mmH311UxMzRWjoX0YSLmxRvTLyGhBn8BAStK+k9FT0cxOGCA1OPj6AvZM68cENzEEHfSPxodKZma4Lv3MDVvwI0Le1aU0GHJzpGGXwzYUVsTyjvSlILqxREwuc8DeqmAEJkMfvK4/kxrCUvTT+pqPDpNcr88BOL2+xgT9wj8WUgYLrwwYSeGqXt/LhmxjvYEbq9T4nFRYh3uLzwToaNyyK4MpHrNB2LprK/Q+5lpYMYFQz2Y/+0vhWjUlJ7e+vCd6zWiImNlEa+QnkDqbjxFtva2FRFlPaUg9xUiH6WNA+JJFdLDRsFdgKVgMsluPgXxR6MqdekFZqqd34bI6BDqPK/Fe0c3Oe0QhZezecLs9wcjSduWZViMZmE4QrhM2/dwVhVR51KE6Fs6ekEgu421ZtsHFQco4exHS2/VyunMXDLo8lEP2MsErRAQddA7arW56xiiR2W3mZyx/hwhJteUTO9UhN8yLjizv3qy9Ka27ToEohqVgY6WGg7Wzs82lpF5BTNWg2gHCUnSkam15V0N3Q+PC1atFoXvTYj6WIO38LQspkjhChoeFLOXdaFKNvwtq+4KNSNVNFyMXoAOmzVLyQHnxd8a3eG8mCfNiAcUCoe6KMfYTFgSrEnLybjGv6OSellD8VsJ+Ymnw25C6SYSIyeIE+ULin0AqTOpdy1ztlxEszVIKagW3tLIIqZWQ9cTJLwZgqN7Zy2WrC2x9hv/Z0UHhK2Mg1d8BHTylKrzzWlHlU7c2zBCyncL7MB4UUlXQ67/nz0SnQ17GJ4/ZjOAgJW1ojpvy86lhZiFsIuE57fdyE0PQAR1CqTdIz4ejqLaHESZsblwfhjTygxoYIUlDdjkZCOrt6ePhwYEnVXq9UAT55HAsBR2crtbu7pENG+ysMdoyxM0Z48eyVD5U+8TFTUwRzCJCog9YSCkUwXDklh8MYamTeXs0eVuRK4F82OsUkVqbLgoK0fEKW9qYdruKASSS1pGNgEzpyBS3LRMIjR2+XDm5EuD3TuqI5S9CSjo2qZJ77jWCKJjbkorfld1O3EmNiNwnkIqR8uALbyMhOoYiOoTx9dzCiCN1+iDkNZ6Qt/4y+bpQnrdpqb1VXSM3c5PJkM7jCSXGXyt7aovmTBRS6tkZqLAUZffoguH0eGbKRaom+flAIVW7VW2fXOjlB6utOkzNtZSClERTe7nH7BgLEKFdOHPGHevDmSe8s/tmerEBOXo9kZvaoFl5en19HzefH0/m2BkHKU1nV/d04+ZFb2e7U3oTCCWFRYhjKXoyDkz4cZ7ABuLKyW5h+46x+HFKQNpeW5tRWlCbBicM31uEFExcXuL/JmQp3+25w2SYPB6EJqYQ8jkGkOIAX4CO+mfYp0P/3l0ID56G5jLYQ0HPSU0gdLCzc1LLSYMW9m4ApG6+xlLSsw5CrrukxRBXElKnhOIre0/wI5U+hUl5AB20EGep1kcaUtmLTn5E9B0XhyuWk+N6ujMkhbHl1p6G5utsDIzHlDw+/3Y0y5XFQGo4tzs3VFoF5QgHdXYFNc4VwfWl2reX9UvvjfxgVT17qYth9hmOpUBJmrv0F+ZmKRTp8QM2fO6KoqNr856Zs02Ot4xIpDRB1d4v7y1vxYnkTnJeQ4uhQrnINM6BbibAhTnoFxYhnqUYQelhwkSqcLtul2IpWrRMFUEHlZk4cf+KkAKttpofQshSsFAelG1dYPS28mJkgAlrNG65ZNVcW4gAHVUXOhnsLrt8XdAX1SN7aZdS4W7ijNMJhAYu3nTjd2cHVYVxGWP5dFJPbg/xGiVRxU+9HCT6tuv4b5O/KwUp7T1hlwmomhErzVK3ATFIoQ0iE13tQwgIZP6e1y3N5Y8Lqe65/7TUZ2ubb7t/PmmypsLmoMEUm9peqJuuby0yPC2HgRTDUgxnwMZ3MOsOpmd9CinjyKzBZTju59TTdt/raGy++IHxkJJUdbWcpP9r2E4dHOXYWRnJvQ37X4iOqrGrEIzwQthgdfbyKjtpTaWSMHIEY0dE6n7lhtEThEJsZFKY2Mc06Rdmg0tYwniWYkSNMzCrzbDNH4hhfsH2pdjk4LoVT32HpRgbIf12OEhxypZOQVputsOeTYbM6UpzP912AqF+6E2TXJYXoMNXFzXBRLiZk2GgNqYgnM2jetj707BxVcy0QKh87IWKpOeOWr1qOhGQU9fPWuzkaTfHWl/C4qdZMhEdu0ILXC65UpCquiX0JpRuPjOinwTFINVVfEWur33QDLMDM3e93Ic5PxdS3onqfyWXRQOBspMpnZ1eQEbpp6oXG72IGAZSY6PFlTu5z6uc58uhih/sNhtSknvDPcWAvvItd3SD+XDMQxFISaStz01JnRyoilLKD29yDW4hGiE6Ws/eYOcIcFRkaWtvqzoCS7ih60c/UKSzZ8NMekKhQmysByDlQSCFjkuxwY30mTOBV/aWc/2MpW6t1m9ASju2Xlio+xlLgdI57yZBPzdFA7GkbWbnJTue0el1H8USR5YgGr1nCzo9ZfLP7Gy9bV9dPR3eJU0wy1T3UdxXEhHS1K7DrnqhSLqvbfn27fBwa+e8L+kwuXb5CxREWEo6dGDWy++LLSun8Epa/KTP0C983OQFz92UYimjZhSWZeEVP+EHz0ct9WX8KkUgxlPe2JSKq3qNtSPTu/sfyaA5FtRFbKenp6+VzSNV6Gw4DEtJtYeG3H5AOTzB/89ZSmLUPqdgadrO82p/Dyxn0A62LKct7r3hYpGIQQosAL3TY2PDtBsbEK4h5qOj93rL7M9ny+Hx+/0eMLsrVJnqpevZ4eGhHm+u4eQLFbNQ8AGkZMITdEqxVBoglagsiBc9n7HUYwLZBaEojPENloCUgKUktcvMhhjMyl5CaZ5pCuqVDj/PkiQgHImxczoqg40k3ObUVPUOYCPMFGb0njv2JBCSShZ1MIQAG4vqYlO2PmvKHIIhBVeQsx0W/SIikDJOHBn0LjHltwRLGU+ixExFM6aMSkFK7YRPJY+i5Cbel5IYqwMOeJ8DNCkuS8Gv6v7ZW2vQ4Pfokm0tLS1rDU5UBJ6gLCWRZM1ciwENqU9ZCtJrydiVZGr5ebi3Wyr1tcylCLn7srWYqCikikEwPj466N1mGY5iagJjIwSfY+fwhNfG8IUwsQKk9KcLfJtfib6UkYZUGWYoG53jJ0gsOxN5EzwqectCikjUcawMtIiwLwWjc/2PTVF2JBomQrscSpOt5Ex0MGB61y+DdoVKJje5/X6dSUbZZcnMOkyzLDoBpCSSkVMD6IuweQIsEDTRA24wvtf00liUoH0ikNLsZfSj77yvw5ErBakZsPd15ppIjgR4S0PKChNxZq74EoxQkXAEPwKk7AqZaU3wGBWSan3dzcPDB2sTzUNVVVXeopGPJ4qD1OZ2rFhvYfadxfRpXwpUe+/awnzQYLCkEqOTk0vpeED30tKgKSb2CyD1sGPggp0MlDVNntXVrfU2NPDK/lNITWfLPtshqZhxqLw0pJqwkBLukMQVA392hk8bgp+R2wKkJoU/CS1+8Lu08iSc28qKbmHoMQhXW3GnIDoCBB0S9eADdMGY4LkWSW/qWOZzASJUtWlxMfM66KlZuZpB7szx7IaikHKORlUfa/XCt8nfl4JUjCDwrdGnkIou7SPpfcJSpEOPMaAIWKoQKbcBKjwseHCQGqtkbX5Q9BQVSLu/ACnQ7esfzR7YXURld7th0pMuVMnTtn8BpPZh+9eiI4nY4cm2pvAqRc+nkOrevbNvXfJgKNwhqRhbSUiVOrkDosjOeM65MX3mr72IMpumIBuzYFgKeqG9lcfVwdypxYRJF09dzvKHRhF0wDESnWtbfbBTj06uIih36H69ZliwnQIipC6vu8je2lJhUy4phSu6U9fK53g8Sxkb60L6wBXfIsYpA1FISesWo/6+FU7Qorc0pNIEmbo8K4bO+8TQAT8bd/4nesJaPY3I8IzonF8FIwqcXxgvDlK+rvUdK1jRAqF/+9/MvB/VDXMH5Gkp1DxBP9W0jxxcL5eFo36lSmcre7+o52romPVStNBnjoeOunnmm3pGRzOH94ubFwe9/Q24FoMnhEuhtvtdEQhXtHCrhXhfSqqmzRN3GGUbnYkuSO3iKoLwjSAI/1a6PT4JDv2+GJYCyc6Gi206PLjDx/cV4SxzBB1MYrML78fZ+8O7yY+X014vcl4ZTsjYMF2xf/WWS+nj5XjYx8+2CEtpt5c99q0xYdjCvSik1CcZ/cw1Xl8sBSkwT9gVmQu0+EqwlLTm/W5y5UjYVYVMlsBh4RVQDw5SsOnawdzjy/3l6dV1Dc70iIcUHXnP7OpV9n7y/Hb9qF4w9/MXsFTPLl3fxt9qahYbezXoy7BPPoWUVFpjV9hv332sBFzF+1ID/XFQd7ZHOIFZ72cWv4Ghyzk27L/sivalvhAfDh2fiv1ICMtS0s6YR+8ZQyfHsXkQhZTGTBB7fMZlZUr2pSTSSRc13ygwG4Poj9DxIyGseaKQeTGPOKTEJOD5L4BUidh5P30KKVhf6Fba3159HDFRlpLePAcBUitVnMCs9zOLHxvuX37Fs9Qn8f4IHT8SwkLKVxeS+0PTRtFcikFK44uQsqyIvliKpWBj4J35Z2TSLAMpHDmI5oz54TekCuXzBUi1hJSqj1suSkRZSnqwGtN7XDfaQvxFz2csVQz5L/X9LbLU9Lxekc70iL+6GKTKuy2K2K6IXElIicj8ZqliwXwBHcXArO8LQgd9KmU6w224RFlK4m1ti/RNDbKxc6+/WYotDdSIblRP2EzyjzdMJ4UVEoGUtHcsoBjHmOAYuZ9Civux2QyUvv5mqUL5fAFSvW8eR3KGW8qiLCXRel+37h8FRuNcYr9Zii10FFLtPdek31LHHUhhA7NXEUgZb67d5CZOK6AFfwopkdkTbF4w19+QKhTKFyAl8cVdliRXJxFnqUK8qOc3S7FlgkLK2bmZmN+ZbhW3Toit6jUOb7Ylxpxs1ILrTyHFbT8FUYrc/oZUoWC+AintcvXG1pf6UoVoMZ7fLMUWCgop9pcSVxGWKiEBP/0UUr9ZKleuX0EH8gV+JPRHshS9vfj3XOOjvuV7EhC68ZGYGvyu1I+EmpvTfd9Oqbm5j8g2fjd/zWf6HwnpN3+Qkv7s20KNWcdPhIi+H6T0A6HmwSni8duF/iOh5hb991NqbpE5Lr5dFM2S/ISH35ffJfC7BH5JCUjgLNDvOr8i8l2ReNxPyP4gobhe//2U4nrC/30pi+JHQgrLt5OyKH4gFPf/SIj4Qfn5fyIUlxG6b5cECP2g0COKH6QU+VGhS9TfdpI5edcPhIhq43elJHM/EFIbM03fTkltLCMqvl0Wxh7ZT4Tk8p7vZtDY8wMhtaRC9u2U1JJd4vvlB7Oiy777TrBBSzUx9/1C/4mQpkv+/ZTUrR59/fffCun8feHB3+JQ76ev9YeaJ35b/HLf40eWhh8JiY9LlagZvy1+bOH8tvixJYGfNsv+KnL9O5jjh77ZH2nxQ1P/9Mmvm+On9pW3DoiNo0I+ft0cv09f6q/MUhpfq7dUHn+PSxVK5zdL5YsChw7jSHbUbMIvRWLEcEKFohX1/C2y1Ox9eE/0heCH35AqlM7PICWvKETwZc/f4OwJ9exeLCpD170W3vnvFVJoX6puzzDJnK1XeHe+5zekCuXxM0iJ75BUiBjx/A32pbRtOip9/oC8SuHB3yuk0NkT62kqdSDY46NQDOD5DalCafwMUn8OltL6cuckF14m7xHtS0mdsKut1wv7i2hzmxRyJDHocJbPuKiZ22FOKIEXI1QIoW6vrfL62p2C5aXw+59f8UNZaj+pCDPHVRbej+9BIaXWOGu9Pq2TcUhx56R/rXlCqnZqfe3tmD0k/9g/O2gAACAASURBVMpLEI1OLdS5WjgFEa0M+WL8c1j8pIejF73c9fvsRxY1one9H/+P1ZYAbA56WzHAhs5fUXS072+bokn+riCfCrEBpNK1xyZ/2HZ8tcadHcn8/OeHFMpSz3GFZ/QFt9VC7o0RSKlnF+cmY6N7c7RbWEQKgRH7pZBy1s7O7SXuX/u7Mdn8q67q7X7ec7sN51tbW3Viy3f+HBY/40dsd4y/z0zu84qxlHHkZW/0P6cPUCQ/3oWbEKOQ0h5v6UN9F7k48f9RoXw4o9a3uJNS6SyH2RukfpaAlFED28o727W14Pg7XfyVLX5XZlKe3sPU1fwLCyAldXo3ry8TuvDSJe1Or7vb1bztVXJivxBSUqO35+KyOrLxNtFci5IBDlKgtOQdXd7crYfZry2uw0k19CcC4kHfChXqfayGA+FH26rbahq0TuwWN38OljKem9t2Rti351zFWGqzDU7AgoPoYNOxUHqCI0B7UXRUmd2U+Z/RHYQ4gqhQ7kdpf9YWsJvcetdS9QyiOJaA1NDCyvvp/XxZ1GCIVh9wUhJb3MENgvp/3Uz0F5NC5Wn6MqS8W5Nmt9yhcsg8Ho9JbnJNlR0Jdpeic/sLIdV9cBiOyh1Kh94dbHoQbhuL23tC2wkHBDBua9QQhSMJ0KU1KDrYMu58T5r9/qC1qbHeyD7LX1GhMz+9AaAdTl/zpM+vG3BM9SdhqUlzZgnXYxZjqaEszVAOecQ6FZRdCfoLQnSoGybcKsXoi/ieRVCCPCFjoWdXW76Vjjbdvu+evphD0RZBkYv3paRrh+lUOG5xewD1yr4HriCOpXzNR4dDXcJPypH6BFL1q3PH98tPjfy6BIQjKBtJV8M8pZDFN74IKfXI2r+NwubGFH30HzjYMRZAVX3PeyE6m78MUsaR9ds07Der61uacdjdHXfZ1+f9i5FiUaAspam5jgdzjt7+XracRTsRKDpyMXq77lNyXSDeF05ObvXU8osFFbqQ6RVKOe0ova6tsrmYrYIPw1K+hrGJmsrdo9W6A5wuBqK/3OJnnDSPikAKr7l7F3VyUqF3zewcRonD6cLrMB4eOuCJ82FXTpHj+/38YPw7npA6d94QfapBQ8RjeGnsMtaveeyeTb5MCfOEEY76hN2f6Z07oRbaeDUQB6mehS376pBGGH/x/hNIDR8uRT1EuNJZlACfQIejfxt6mCFIz8wtv+5wpXhC7S1zsJ8vswMp/SZkbit+MnTKlaD9vwxS6paTUQOcCGRefr+X2ymVPRrrm7nlNGYopLQnbQ4oanCQPaXC3teGVlwUHcwbSGEjMJUjaqteTodNQfjOvPdChS5kDoXKrQOnUhDJLE7xwbBU68TC+8f5/Nbb07Owicun96vHpaTOMsNM2XdYSjPyfDk+uXN4tP8aIfiHsgoIB7KsfX7UU/LLaTw68+/Eg1RtfZePqZzqxWvDzP1mZ7u0dshgkt8ItXQRxc+4dgPnlDN71TKQCi6vNxaID6v41V/t2F+evbwPyrspBamG6bmNcMCkJ83v/PkhGJaarewjSHfb9hchpV18N9kpS9/ddpZ18xm30tNUscYvCzykvAN1C0+PcxUXD+V8/sy9G2ZCUnvnSSrokhkiJxONw6fbW0mdzh0MjC8WCwOFVPvTm0yhVAUDgXRTh1XpaNrhFwMti6KDiVH9tOUOTr2ttqzdrLh1R7Ma5in7DxVqMbjIwNP6wtycWUWmjrGQQseldsdnbOaIJRzrm1p+ea9YHGQTKFwxLKWme+DOhub999vt0xERQ2shAoFHWjvqmfoWS8EBDz01NTd1xoOaGLG0yo+Phw74yXc4aaf8ggMC+CICHHY29w8w1dv5Nm7Kn8zSGnXpd4VHVohASr29Y6KxlHeUymLdZYkPf3JHw/G4MjMp0oTReS0BKWldJRx5CoRIBh75zTOPcHJv/ABng5C6jdcvQsq3ktWrqI7Dus7yvOta2LZQCl3HMX+4GA+p+tntfw46Ek172X5UF8PtNiv11sfshN4V66iBHXHLe4bbgg5CqUqsF78XCinn+rEMTh5OJ6burk73VPq2EzQxFB1MjJqEThHbYrSPTp3peZEviAo9WPyErRPqurHDQYhACh2X2rIToLIwS6RIwpI5nyu+Td6HYSmnD1oh38N6OkJ6/C3tuCYJiabwwDmddNhEINVZCMXzgJmmt7dhZPBx0kB+ovhpx/rMSnvZAU8eueHhsL3cW6uBIIB1s22ulamn5Ymw/bpH0PxhIaWpfE6EmaPDWEwpPYbzq8JmmTjFb7CtjwqFby/fK1sakLzRD3CQkqpr6wfn3p/uxuEUDnCkrq25m1v0GJaqu04pVPHisd9oYjwcaobO/HJldXasHYZiGFc7NHvX55IFOirWuLI4SA00v3/8+4DJDgcXTW3Xc0Pn/UKWkrZ3Xt37ZbKyy/WjXih+ra/1YiW7Z3Und24m2EYAhZRxaHg+4fJcLS4+NM4tyf3XixokMRQdEMR4VmH2pLfXuung5Tr5yzu/SUKFGp7OFeEjqAXS96QYpFCWOgESlblioSgcBEnB7i97Y0yKnExiWGpst3J34XU+43dRevnjYonmlhMP6/WtBsg+EUiV1NZqF/rcDvJdEIaHDjiXtwIsGXrstrlsBuAqEMr9YqzyU+xxBFUbTcrLaYa7imJYSLVnIiqmD8Uiiq7t/vCKJi+Hg9SEOahQKu123egh02QWk8j78JAqn1hP+l0eT/40IVlsYZPbzvLQkYsIIEXpE0O4Cl5IiXfcR0/Aozx/HuFmqOItRBKuDOcMSXxfauLaBmcQ0Y5UJXHGIQRS3oakgZK5Xjs5b9E1shWIfnKivHP9MuCnq6n0wuaOD/LOZMnlHEUHPHfeZTx6dqvtTp1+/NCXC53/jwq1ty5QUWYnzMEPIrWNVfywLKX0WD5Gp/RQFKRS33clFMSw1PpkWcIaYbiNVCQ+pnk5++ym6jooCikcS1V19w+CG3uoWQrK4tYLJz8BATpaF+BwKf0xvvEvSAqEmOfS8hFL4dzs8qm4Y72c86npIDhI+R7ibqaKO1y6oJ0+YJl2Mt34ar6dRSElNZ4F3QAplV0eSr/M4uo7BlLq3uvjjyYDmLZNcuZcEoWnY+wLLKVyL3X5mBfE/hPg0AsnjsdHrw84Y3LTdeNuUh7b4oqjLCUtf2qK6EPWsvFkhFIZHoqdyYKcAFLqrqtHg8e8/Dqr1RTCSGo7W66Xp+JtDa25ZyhLAd00Tix/QA69DaeBvrYeL8toxVhQdEAne3DKovNX5Nv/KrOh+o7fZKJCau1FMEVDSrreR9iuJ4oJFHwYi99m9uXx9PmismL7tsMacauCox/rA7xMIixVP7gcjwSCfnl0fLzabw+Eb/gEWkgO72l90Sm+w1K9Z7tXz8/PpxtLFElWP/YLYhWgo3UOtCL96Q8gZRw6CAcG8rH3GEyyI4ngW+Eg1XAPxkhwpMmSsunttCGKuXWfG3NRoZBSaxdNMjCr0Y5IYe1IGEg5jwJuaPXsDrvdJWeS0H34eGUhQAf9W91zyh784IUS3AiEnHW7epIYfWnmBntOKuyuce4TFFLGxialXtbxuLi21UaRqkWfhhue8Qsg5Wy0uOCkxFkknOSijIpc5A77xI1LgYDxogbUsZGbcf1OVoNGgDVPdK24KH+IJWDvVKxjHMDCcSikJJKxvswhtPPSOx0xU8MrlLwgxuIHh8nD+bTwu1qz8DhvAdpWRtcauCo6wlItVzEgNEJlSKytXaTlSjL7SQXmZBu8PXsuhVVE8UNZanb3cWO+qaypLJOKU3LPJTIzBIEUrfhxIaWZ3lwEt9lIqwp5JxBinhqHJlhItU/semQGIV1jWMroHC6D9OhBs5ns6/XH/FRfnxUOPVYo5NWikGrvWXfYlW5DIOSyk4Gm66Ipg80e2pdqPlr5cMkph6Fs8vD2xAqwpRQxwYF8gI58E1yIp+466enIFm4xHgGk1L0TYbnKnLhu4OTqKqZQyTNcRkQh1f4aVqbH3x+GujdXIkHV/aowK4h5ovtKZ4qkKnrQTA1lHdGX/Vz54VgKqnjvtMY3sLuTch2va9AIsJAaOHXb9y7ZGlYVD1bvfMZSEklD9vG+wdt4MCMj5ofyxMlLD8NS9BJ4Zm6GWjP4sPiWCgd1rpPjbm++QoA4wlL751EYJYrPXM51d/d/pOTkFg6+vIS5NwPnHoVVxIjObzZoqZeAjNZIGacIxg+4MTF+ATpa54SQqr1qioFrej0qygqEmB/goKiYJcdS5XdLSlUY4XmUpZydNX4aQKTJsF1eqxl+uHp9PTbQ6p9yKl+CKEt5G09JhTLZt1RtlhF2E+70DoSlsjaDklRQ8r7FA6+m4YQ+g4wsK+ezqAAd9EsBpKLZyuJ7oz6BkNTZOh7V26mmyqqi6gEspVTFaF5gHQopb1qmWD5jlNjW8Rkq8dHIhi1cBSxVl1DaJwXdmVxYdYvDFB7PNet4SNHhGs42ZProYl2xphZSwkJqZMsjGyyc6gh9KWHiOJbyNW8ej/U+velIYqsYPceHYSnOr+Cdzu6NxgmZrmVEU/gBYamTKKgthrtnJsTVnZ+o3iwE/oKnYVSmmH/hUEZBBp09IS3/cIEixzrrUmMhMOsRoIMPKWNVz1llW9xgCBriZVtnw2w9EQgxcUl7ps26Tbrh0kxPhSnZbS+bBHtFITVQ+UafR0rpYTir1mnsHplYW9ucMkF+VeKQ6lk8IR2W7eu5haePPoujaRFtkQSQqmrdCJn07kjZx3Njt1bTfQiQcqXuBaP/OJZ6Tgazu2z+cVcBpCRq3+5Gwk/FP54XO32MgFObDYEJa2ZaU5QXQsrY02ixxJ57mWbft57VR5CJYwKWKm9+ipgMz4vOYqQFn7GxYyY5WQpS0q76i8tlq0NvnsAemoJDR3mFQT7mywFQ6ut1y4QHGuKEnD3Nr9n7soRcQWQumjHnrGBYqvAejKfr7Gbl1iw3PVUW2ygBSxnLxz0OBRnZz+FoYtEqy5RsB/kpSCT9ITu1vcoSMPdXdI6fZs3GPRRy44lpBrkyQuMdH1LO6bOZFGOGAk3VNHPXmFdRcZCSGKsMysNGiNx7ZKdIdz/ytVFITSTiDNzd70U9yfkWAL2sBKSm3zpI9zx0r6EJW28jo2XoWkkBpAbPUgQhT32s5QbIu25hvkHsVNiQCdEB8dftA0t9C1Ig1HKVgsminqmxXJtS1XPnIlWmeTq/rBNCyrm5rs+8DOZ+lmqnXUrFDTLLlMdSB1tTymCqXtAq5OOvqnktDSnj2lGKVrgd1lYfmyfuFYcOY2vE1JyHlLr/wSN7quCbn3BCYG1fd4GWBGm5k7e9XdxEGP+nLEWHGjmRKUfHi3qjgKU0B32gdBDp3p589DvRvqu89wsXo/ZAp6JOW6owYVGWclbShzOCo+x6k1yVwB2dSLRxo+JBqnsxe2IOeWKJmVGLTKGPjM5t5nQlPKRqy1JLizCRYvrFrtIlB3LNJCdyIaQ03pqIgeYo08cDe8Cs1NfT5v4EUocdpH+PKYDW4VuTxfbKSSPnFUCqp3fLmmw6rRjJfZWWapKipipnBWIYlqq5jXAhJa0d6J0dG6riVGQMDoceJmFGg9y8fTUx1jo9tvs85fFYli65qSGQqnzXzz/354JInQ0pOfUJpFqWYvKd+06k2WKi0DYvWs9zmcQqfrWdx1tRB8xBVIX2dwf7c8zDzR8OHcaqTPh1NzcJqX3xWSa7vvkcUkbn9DKtdICTRZuu0ZNWPmUpOlv1xyZFvG+6UKEELNW+GyPl7th9lzf3DtKTcOp/w32d0v72kRolpbqe9WGCoSylvadbfICw0uQ2W/QuHfpOAnTwILUShD6YKvK0+XCwbACvqeMtV/wCoXxe1OuXusPpcslCUOHIbPDLmw4ihFTnWJaeh0QF4/05pEIYY/+B5ZO+VONWhgg9+egYJZLFcDx6n/Ny/gsgJZEcVLwXZo1ItwykSjXfIGwyMeg4nXJzIWVsqHkd39luHil8XNzEQKNxpS0sp1R6f8fG5v1GSK+Uh8c3edqpEFLa9xfHW12hGe7c0RGfQGo3oAtO9xSKjfPujLdhZmNAQ/twkJI2NAdUFD2GQyp1ocNTFJc4SEk0L5OW6ATzWb0bTSpZzQSTAp0K43BCztYbZoyE6cvLQy9s2ML1SyzVWQO2Tf1RHjH0aaSyQllBTL4tAxHqu8714+mYszPm20IKn3q8Z68wObKyG62wMABr6hTIt6/EoNIq9TrL+Mf9ic0v3+8vaqS5sAJ0cCDV1Xjrspv6Rm83G4dGFs6BUOR9y6UgZaxbtCy97k6cuBSm23eNIC8opHouDmlIKWOJkULd0KyuG2iDhb4plxJmjt9sdYqIzOXfY+1jxnNXVRDPp4lAamS4Ja9WSVobqj2kPHqCjDYhLKVWv1lkgYLi1zlQd7U3bk20rXOO5sPgEFZhXh/a7Ha9J2a7LZtKp2JNj/vTPJUbgdTTm+up18eWmHbhHJbGCF+Ko/hp2q9dhr5u5L3ZCCTdo+djWvoOByn1WYVfpYr2jbalPB5/h2AsgZbCoUOiXtxPhd5H4Gd1dyalMm0OFlsWMaGqhyeTUqGyh8Jhg0quaytMiqEFaPcllho4NUElXujKiSAWP9+92VH9+FBU3LIzkUNEb2aFkevAyzjlkI0hz+kHKEupGzMUjHIYMlvdXZLaOQsxujUtEBWH1NF5nDLFjyaYum0cehxXOoJLuYouEGKjdFbZwHgedpOEbhCzxFTIUv2v8zSFKpfuCoUl0S4v0fYU0v2RSwkDqbOom0hNOHOJtq6dEFN1/G+Ln5CUz6R08R24N7q0wma6cEXQ4etsIsgipOoW0vQ8D1I5M1/MLyKUz9a+XK+kGZiixrefEN1ACKnax73wZiEj4OnpZwDBfcQ9Ub6q940I3eaLgBcof9PdMb7OtK84SLVvVTtI/c5Fv3E3rFIqDa1C8OIhBXanjlB4AVKordPpla7BT2eiQ8d/OaMA87bp8Pl5Xu4gPU0Fpsln9EssNdjkICnVdi/7pgKW0r7adDXc8e7sTGDZqWFDf3ZtmJyhdAG2xeWHRlnKOPDSFw4l7i4XYDe69rVRXaJaiEYBOgos5ax9tgUdqaXZnFJmHFi8t8sMHTkrKk/I2O7M94Q0tXchhysqVwX7GgQWajqnfEhpfC0f0K0ES8TtVaGgnV1laZjboLLbrvPfGTWin0X9yqnePIp61raI9I2GXxDouFTxd+nzoZ8kk9u8Gsz8jLBUe+24nWIhpfVen0SY2R3KsK27sHxWDFIL5mgeUicVRzmrSDEPyOIO7es9F1LGzunhQpEUxDgsVdV7S6QXNIWfEM9IX9kNEwMOUs7sncVQtj/YYxw+iVlU7jqfUB7LUsBOx3d9l/XlzulLk94Q6+XNaMBT2/TkFOXRjbYtnLVkU1FSbm1szTeV+SQ/ZSlnZ/fsihVmcod2C8qeoC/lvMjeDTs58WZnDOedQnVM+I6F+8GAjrItjRTuuR6UpWDFT8tKdpZtxK/OYzrhACwPHTDHjx2XGmgeJwj35UIxp8Mmk2cqd7oaT6i2e4C1GxnXmmhziOnkVMPNWN7Ph1Tr2i0zAYl0HHSxGTS2Nuromihzv7Pp4iAVlE+y0dOQilwK1WBE8WODQ2dtIyUjiXG2K1v8AdcteovqA/lxqf7hPju9FIqAOeyO2cK4oxikLg6r4T1ot9up4SSS8wpZynmzkuZ8mPaWxcpC/SkICyD1gfJYIai0MWhrZAoFBynN3NPORm5Rrvf5RWXfEWouYiwlcfqWqrdvep5MlKNtS1hncTgc64sobEtj9AduPC0jFKbjdX62P2Wp1rPjSFSuoNr2GBsv84oCliq8NuvJzphGG3maNvsLenXW3+hMVOajG/0JnqAsJZEMNLZU9rLVc+EtZlrgv5KIEX3IWfc8Rcisiw+sUtDeUKGXeWw9TO3nQco3MjSW7xoaWzI0pOQf2GkufEjVr+6poNWnPMHBfAU1tnavrntoSBmSC2y6KKRaLJbgHVsA34VUa0NTyKF3nXgFxQDxISwlkdxaZOwA4upz3E453AFb2KO0VzazIMZCStM+cVzWp1LZVaD4Zc+Q/ivCUgAp835x4r7vffsRbTW/Dim1d8LfN+SkywgHKfXD0fNzToto35yLhJrWNGwNyRcrDh30TxrtYdt5tmZHT8kOL4UliBMaeVnOvFyO0B+4/ujN75Ht3PPp9xOWkvomLj+COlkw9FhUZdDZE/lss5fvQKrhcAmsDctPaBNGx4ZjKTYV5jp7lCI+1niPEEgtMLMnWqYnHXZF30qxqBvHp2CwxZY7VpcHqc7Gi+OHXKTGyikSVonrpz60LCQ4qfEhNf20RFsjVU0bnfkwvtcX4GBAmSJzXNBPUUitTc1kjtlovwkp4/ObmyTNO7C+CHEYdGRjHn3kjn4VY5lLpaAsH1flZx0O6P2xXwAjJJV2j33IlQ6dP2BwKJXB+EmdsK+MsNTRinz0bZg5jQI2thmxuF0c0srnlAOpzv43ogRL+er23X31GloOB6l8fLmL7/TN81q0jOQe4tBB/yI1tozLPR49zOw6Exgn8IpfLrr8/7HDUaXbUs+qJMzTUiwlNbZrLyZhsT0le3tqoNdd5d0XWGpmEE87bBSFa+/HKAzjVDQKG4hcABxLFURpj7P93GV95z0SQso5GARWv3266iM9we0i1/Zvyx0KT/Wjk5EWg5RmL0r4UxYXPdGFV3KMFB9Si2Y/IIqS1wzn4pS0D1rNoFvBxIbAU3ehLUMhVV63ut/CvgQNqeiWsDxEFT/1h1Wv0B8i1j46OgxLHVtdsJkLKImdAzaHiuq7LvdJmjv0lLUjT8s4bbFn6DCpc7isRw/dE0kZZXeYyjYH2fzmrkJISdt7RoOe9NLG4eHW/FIyYpfJN/kScMeB1NBcWylI9VZPPuZXx3wKKU3zhStz2MxPTQRS0t7meT80mUrT8rZXwxf5AqRquyv7HLKjZq6kOEtp2usWdzosMDHTHZ0Z8XGXRQv6UsKMgBHdEz+9QB5jH/RPJiilfLU+XwkFYT5lKYlk2ZAsNPA5aR46oAfaH/JQjpPHbIzQmZ/ZdKTS2T2o67rl/PpWnhCHpZyTfkUgk/IrXNeLn0FqwU1PCKdcdewoT+2aheYohSIYW/eyihXG4lfbO7Y4y746Dang8pchpak2OxTybcRATUeHIZxLm1spGwVrac9IWqVSldHTHJszDiqVYTV1jNDI8LxHrw92wFSTnikPmNTI1Nwan6eEkAIj2rxOoTPblsoysYhDBdOIS0Jq8KqsFKQarU3XNzk14VNIqUcm3Nb5A7Y8c1cRSBmbH2zMR9Mdr7NVoygoIlQMoNY+ZOyOhbrCt4WfRFhKKoUVlYvPiRCY+mSw/quqGAstxB+X4v1G3wCkIi84RQQJCZ8zHCBlM0PoHmpM2E9ZSiK5nrTe8uPloQN+ag0blJQ/GJQrquca2aCr201+hdz6wS7G4wkVICWtb4wEk689QzVBf2hKWM0FFr+DcyXNSJ6m/HHy2vKKNNQlAJn/eKyr+IYoS0k17cXJYjSkLNvcj0TnWYylatcisPmaQUDU+bfEsNTFcZikXKO3xtXrgCI81VLlm72fl1GqkydWWcVA6j7uVsmmjg7AjKtpvFyOKpXyQNniMFuW9BWFlHqsWi4DcpLLYYsuh+oTlnrYSZeA1PCWPLZ68EVISTTlZUF9JTd3YoRT1ZMJyeCjkZaXVoG1jxb/FFJgotjRw8yiou6DH5eSOqumpwcfd8w6mV3liu8Mg22Sl78vsFR0Z50nInozHNApTNVsCykMhrAUv2mkgy9s9R3yxXjogJ+6kmD9tdvtKnLnIZcQtBj7k2a7wtX037Kdep4QQOrygY5UOnTgD8wsSjSD5qA+5OWnA3c8xW+1ie5JkbrzXDjYRuHUxXCU0lKR2x0mJ49CihdvTx1Y/E6/CinvkR/moweeeVGwNxh0rO2nSYUjOK9Z2DaQ1uppTflZdRr6f9k59u0wQh92O2Va6qdVQ6mv8tIMPKWKvV+wydBXFFLSrg0XdBqgRaGUMr1DJtvkhmf8HMXvbDxG5GccIcGkktUyVbyl+auQkvy//0cdQY82cRwWHdLW3hBMYqIUZPJZwwnMerFC7I+5a/+WXhmeauU8xLGUUds1MVE3b9NDDVEFbdkqYev8BZaKbqxwUhH3DryD2dlzx+rxwoBClvLu7a2xnz4fdvM98wmkfI879Jp/SqlYHqaXUBtrz06WIh6He2pvpMeYby0EkJo4mqbjV1c8map3h6AiXVzL3dc9wvzxIHVRxkAqdMrYYmefPmB4HTCmNMTPyoschd/OhRPx7MsMEUO0EDGW6i2TKUy6Z3ybhGGp2qo56LzC/ngWv12ROD+8yyQ9Mlibvpozp0E+EEg5V60KvWxnIjfUaPR2nU4GKcoUPuFkGgMpiXr6LFtd1tHR9nY88fAeUSyyZV2QE0AqflyPGfuD0dWz8cjJO8vjnyp+YMZ7sBHZ3CR4Ni0sOpzLGbnSEHSbqHPM2vovsZS3xUNZ0jxIoXtPSFoXspFIxAOEaLBsHY10cbtRTA4/YykYHbUuFgxc7Ethr/2P9LyCLW6WuOGELFVutdZ0cQNIJA8rHZ9ASnv9SM9RVlDk8mw9rK7UVM1N6Rykwj9/WoxKAKnZhxH6N837i3xnAgCvbngweW6ZZ0UZAUvlIWXeZ5qgzQ1Ylkknq7T08WeufcJSax9pIlXh5CYDfjFINcYcCne0RUhqOWkEHfTjunMoCZWLXmw181GddslIkjL5J3JjCUxKvL0nYD35NazuMR0X25Pdl4iCtHvGc4nk/qMsBTPVyitO9nZ2DteP2n0tMaJGaNjmmic2J2OE4XxowMiNNO8fnuszXOV7Ul+w+EGj2Zshbme7uFFhIdU+ZbArLZGoW7mHLUCsUI4r2bjbB11UwsXKyQAAIABJREFUKFUsG3xfCjbAgjmBdB20JPn7eOTj+YylPvyqxEQvm2jJ61EHQMpw1SkSSMhS5dZ4areex5pXbalDvjQPHfCTsbwRprrTtVsXS89Mwjpbi8nuDs6v56dxM9I8IbW2NqepOTdGwyv0xBCpc6B6NLbGT0gAKXoFhEJpnznQSAZ6t5J+utsLznTEGgDz0p9A6n//78JE/F34ifGQ8s1ey5VUumOI/53ZbGJYCswGE1tlCoopEJPbJaMtko775/LCRnECHGoaW+J6cv6ZY2GeruvQf75QHgpe01nf3d1QX14lbZ9Nl4ZUfcsOYQ/MXUBZC1xv3UbA1MfuPCECqfbakd6iqHEkQ5wvjHAjwqFDXW/We3RHK20pxx52ciEqJJVOb9xWcipgz4pcmc5w0Yux+I28W2B9gkJm6pjcXRtwcvOV93/GUltmUzUyKxoTDzyaSwOkogsCZa4QFmGptEV2Os0LnbXF3wrhGQ8PHcyTTgO9fzqkBIv+g7AckwAYm+95PIoK0ZLtSylrfumv92RSh/QGeIrfZRySUOmb+tXS/tkk6Jp0kgrS1S0Y0foEUpv/ZP7y7Inym6xSQY1OdjOvifwToCP/e8/+Vi5rkDmGRykZ12YlEHI+LMBiuNsJTq3p6R+XfQVSnPxomq2lIVU18kKQ8tMFtL7NVvQR1Ghx9RlW8fNVjXEaLhpSbVe8SVMoOmAEpjegdEUb1vYSsr1OXKOECsEEYsvUMacCNlzKlLYlnnkC3SFp7ISZVePR3W0PeVG7MZTTZyx1GHOPlz4PtlDY6ymF3Z8pKB2F53kPwlJpc3y1uEugsepipU8ee+KLoeiovVuCXdEZRzkcCsqxdLg41s10eVhRVIj+xXm/kbjJBdEunBpKQko6aYIKSindo+OTmYSJnjKhUOoC4yeFqT75tEpCqnMo+1+49EscTshJ4VlqqM1Gyd3vq5xvnE+EuWBZSuJsfSizOVhUKVQm8yF3GwQhpA5qPJTCel5XrHPO9m3LNyElrV3SryNnJXP6UmpnBXQ9U4n9Gj6oLk6rkzpVR2WxM4qDVPvW/Eym2HugITX//CmkhsZN+tfF3stA0nZl5JYb60ch1bWZdaRXGZZyVo2szS1Xh5SOp10ObQlnohuNm69tAUqplJlXzvrrRc6l+pSl4rZX/l6kbB6R63pSobeMY9+HDouylNnK0b6Mre97QSJ5zY8WRYf28iSY25YrByvZ2y5X+2VS4q9bzMeoeXqbyUPKuTkXLA2pDtqEDjCSeVwy2JmfdqpA7HifX0c+MU8M1N2RDs8O0mjiITUbjlLu6M2QUE3MZ1+AjkIx1b+B3ZzJIPyzu228KV0CIc3wIqzIjSYXuR/pKzskFVLLeSZN+8IZDdy+lERyMRqhPIa9LK+lk7wvRVUOxx5nYBkHqdqkW+YqUrWxoYNo+xxSEyGHbK21f08Vb9sV5DZ3i0Kq+2qDiB0wX1TbOjt3EnITCn1haJ+RElj8jMb3tgCoEkqTbbqwzwWS2mcstRVfqkCE8A+yLtI1eVxsAAWhhCxVNT/jbjq5fN4cqS1vrMu+LcWjOk+2ny+FQsrY0H/xVpY0eByhRCKRaVuYbhXWc1SIjhT2RLe0XVXWPWyuv472uUtDajLXeYLFX3YV3VVRqlx9lRcjSI+7JEs1Xi/BbmUviHaAgxRMppHT8x6mtdzqzikMPEuBPtvbvHu4oQP7sSyU2Nk94w2SCCAl9Q5kQ6TM03G8u7tbsXAE80VnF8+D5KebjnHyAX1Rb5n9uZePFt7sCTDANK8k5LJQfP58cn924mD/7u5woWI9oQtGU7ZdjiQWUiFY4z03wA6xaI8txPgKr1qg6HCWV8qtmYb2zTJFbDnfbvLyjLP4DZ7bSM/oxvLd3fJ59UwsIHMozX1DnJlFyLjU7q3VLzMsTb68DtciX7WQ3icsJa3WL+GzWIih4DlRkYa3lRKQqioEpT3euyWVJ5CYfx/urN9cT8ftCtJjqNDywggnJOV+bK+5bTL79emdjZ2t7cI88aIgHlLGll13ZOl2ff91A8YtS5/cId2gjx7iOKU9ON/qQ9+tJKRmszOEK3ZczFjeh4OUUbMKwG3aEDJuQViAjsJzsBxU1VwHYDzGlL67FsxlQoScF/TeBIbE4cnhyd52t0ZS85hwf1PxM7ZmlJ9ACob9YdhUCcdK2c9rKhbO3e7Q1smdgfCHM+N1nKzjIOXzk3Z5dpqFlG/eTUyu93KEMKO22oZrZfVyuWQ3QcQOL7hhC34UhwdTZug3uHRut86kV0GnHLYUqeavshKw1FsMtnW0PL5e8LruhSTyns9YapRYQtpzYRz5+y0wFNyWghTfFgjTtwwymS4Ym1lqsqVccqXMdFvJ22MQ4sWiQ90zNPywebQGu9Q29mMIGCskkXY12PwGSyoZDhjs8rJm4VvwzBMLCfr8JdY5TNHwSXOxV10ULQUp39yohYgso3oIDlLtA3PQeZuqBiM/3omxFG3B7Gk4W1ysWa0b7BYsbUMgZex6/4jY5X4LDK2EwvPLJ1NxHcyBMu9xE8UZ0Tm/S53z8vujYm8n9xOnL0U/8B20jfpdQPEB29RoxOGQhywBPRlrWmnm1gIcpGrNMpXSvLT3lt0+fTp9PIx6ZO89HGbDEY6zc1d2/jZQO6kjP/q7OHktelFIdV99gLWUPrLNYVcpFUqHK7U55uQ1mzyLn7bC5rGTttf+kS4+ORQTYXylWWpoIvn1TceWSdJfElKCjEjLLSp61T+90Ta9mZ/Hf4TsYopHh+AdhLdiQpolE33mAp2m45DX7tEx8CA1kZuQlMMUKdOFuedNcNIrBamuSwss8H1q4QTPeXGQqh16Bkj1NdUjofMPEHSIBeQ+xwhNrNtgVQf9YiRYgukJ7BQcTsoztH4CKYnk3LV3Xezt5BIUQEriy+6FdBQMmFF6DwwcKujzLkjr+TA3e9iZ6LUx6O8RsFY0nuybsplDCplrkSeEYSm19sZ0d19flVQq7vlhC3copMofsjkrKfOVYXvzYLWvEDzn4bFU1R1skkBs8N9AIEDflmaplvUIUY0nUjSuy0i0bLABfZ5/IuxLwVkaT9V97lytVZp0U9vr3YUBFTYWMXSwv2OvYkLqmvmA3+RQ6qKjk7O8do+OhgepqlddfigKulG2+93VB2EVyqVcAlLS9RlYfN2H2WsbB6mBlT2AVNwmWn7iLIUtg9xDDKTKG1bgHDVQymDyjkOvVymp4PzbZ3P8BEmcu+6YXR64j4WQUk/P1ixMpuBgA0MyYIKvrAq37ayctXJlsJByvpwb5KAzwrmncJqayaT/uBY0fyg6pNKHaF9i+cTtjgvsW4XkUCEnrIRJQeticikdppDt43lhQthB4rAUnHsSN9nDM7tcI3shdq6nNEtd3RnIjQlu+BL+lUR6i0eb/LBCix8YDMYu70IMRxGUO7Q3SB/CI3Bi6BAE49+KCUkHjvvMOofSkr6/0vBF4I4HKUlNCFYuMXBX2veGkUknrHQJSBl3YMaeYmoObdVwkOp/KwNIBWIjbMzCKwYdwiDoPVZo6OLNDBSV52uSiF1v1rZzZb/AUjuvwowKIQURqn0r41a/IjoTo8cP7WXvN/2C03pxip9m9z3iVtKqRM7JVrp4ucMpfhLJcMRg8PupQAeqZ+deDYUUvYHzOOhJuqhS77ctz8HSGKHjsJT24tmuVJa9DQrDIPclWUp6mzB9fQPn3s3V4ZKQ6hSkLi1vPKi53qfdSsXicCdfj2UCi6FDEBP/VlSotvFicXduZXG1eQi1q/Eh1f/8NpN0yaBxbdur40w956eEWdyRDwAjxDa9Qm7Ya0BbNRykpjcSYJ44f8F3BCDSX8VSoJgMzN4whZ7/d9M/wB8m+QKkkjbO+AfzyhhIGTW9dau7+zWbR7uQ1DrsqO7l7sEAYjhISRuGalYS4ZgBZv4rHfH01lhx8DJXuDh0dFUsTelM8ReRI73wOKxtXlvf39+tXJnbvRjuxfSVOSzVutSRyK63jAkrcS5L3P8lWUq6ldLp9z+PhBuhqB9lKdGgxR9E0VEMgvp+JCRgKW3Pw+N40AVTNFZaBFZIboKiLCU9uvbDqZ+xV27ovB8HqealtIKkno58mPDMIyzhiAVmn/9ICDdtlo0wdz2HuU9COzAGUnwh3B0OUhBOqnmrno/JVDBOVPaB7rOKg5TEeTsvpzrETWlYIVyeuM84LDVil2+JauVcmdJ9KelGxOBCu9e8CL58g/SlviL5I3T8SEgAKXXtwGzL3Mrr69UQujFtMefikOqebjLI22pwegIOUq272WhschjM2iLu17GUSALFx5+y1E5QrhSuofulkFIfbJ5VXj+/vl9vPqArWrHoUB+07F9diFp3MDaN4guL+jgs1ZNYevCKBuT+UJqlPkJB96+DlMDix82GmP9H6PiRkABSYhkSPBeFFAwX3aYMp4LguVscpJzlLbZJzqaWiOCPCOdHQp+z1DIcuPKXhBTy8vwHWEjxg6B3PxLisFTn4THa1UeTgSel+1LngSBmV2VsRJ8+/NtiqU9fJxegBKSkaxXX+CFBHKSM2u7KTc4EbCT9PxNLHV2aiWeBOvwrWQp5ef6DH6HjR0Iclmqvm0X73/x85e9KsZRUW+aJ9c1i5b7/8G+rL/XF9ysBKfEYcJASD53/5UeE8yOhz1mq1vsWW2/lZ/nvE1LoTHT+W+PuSrGUsWo5DQe84cR+8OwfjaXEi+inkBK1Boom9ReCFBgQkBb77xNSmFW9ooXN/lCKpeiSY6daseHz14Zvu4FT2Wz3d6UGTonRP0aooduW+HZKDd0J4mnguy/VPaz/iZBMP/zdDHYPy2TfFmoYePp+Sg0Dr8T3y2/g6QdCDd2jxOX3C32UOP2+0KzsBynNyh0H3/1SDQ0S2OPquw52wP+uCOz3SsDshe+6HwnBHv3fTQfCKwjq+1JK2JX+2w4GP79fEko4UObbKcFJND8Q+lGhU8QfVugkQX3/rf64L6WSGL7vTArdD4QI+x8kZFCpvp+SwU6Yvi+lg8N/v+105A/KTwebPH07JYPpR0J/3Jf6UaH/SAj2svt+8f2s0CXabzvNvrz++0IrRFn7d6U0PxHSto92fDslbXsHMaf5bv603bL1HwjJZQ3fzmCDXN7w7exp5mTdPxAivl9+mrkfCGnbl4j9b5dfexmx8m0hbb38+ylp6036kW9/KYH9VNDPErn9bfFjC+an5gl0ahMbo9j1L2aeQBP8bZ5gy6S0eYIN9Suuvy1+bCn+FFJ/Iosf+yrF698ppBaKb/hVX5VHLxhg+Krkd8P9Zim2xH4Kqd8slSvBH43a/kio8ydG9E4P76xe9qv/Ba6/WYot1J9C6jdL/dGQqjL9ZimmzH/1HD+pRlsLTqt1wulKLC5y13/M2RP8MsjdlVT8jBqnVlvbLljagVvcIdVq2zF7H/BS/BHh/EjoN0vlC/5XQ6rqNWY2BKPmVPbyaoW/HO4PhdTfLEtph57u+1LBtsNpHjRwkOpMxJY+Pplf/SN0/Ejob5ylNM52ZJYLfjsXwXdBbkUhBQfVaIr7Mgrk+EsQuT+W37v0sMRX797Zetku16g5UfyFICWVGtUaNez5XsxGCeOdFA74RouOFi0hVIwZ8eEWd0iNmnbaacQKUJyljOrOicOPqE5pbRuWcN4I0kXWSxnrA6bk6Cedxh+hQ1xIanQ6mS3ejaCF8PNXmqXUyMbwTFGW6kvBp2oX+VbIZ/j8wSd9qfJza3gYiUUUHUhIzgMxIenQVnBnV9hSsoLikGp9oZf3wo6Icjhi27z8fNFY+OZ/GUjVNszWvH+8r/RzlmoBOkRYyjlUHTutxC4U/XWQGlwcj4ZCgXDb3kEjv9rly08cUgeXbX6T25YYDToObwbY4mauCKSa/3u9PcXblpwXPncjjg5MYPaRqJC0+aFsdGNR4uw8mvovD7t4oCrNUqfjZzg+LWXxG5gJR64ncFJsPjlXul0Fx2tZOT+ju83yfpRIemwuO7o0SwwdHGFIWM0HvpiQdGyJmLkSm1lfAlL3BlNuDzLYTMKeeVlYK1SMXw4pI7yNsXzw7Opw6i07268pvKg4OrTDMf3hM9ZuKy4kMRo5ZFtIhfHgWGrtOk3vceQIdxytFTPFkROH1OZyCrbl7ygb9xMf6/yFsQJISSX/J5tKmcwUWixO/ByvKDqKYYDmmaOFoWowzii6BNGofqiJBBIrEm3Pij/xHxpquXxfkqWkJ2nh0TNMBkqx1EjQrnxc/eT92NdY299Im2O2+dXuTvxSrdIsJW0IyhxnbGSFqxg6CgEkkpvtneo73o64YkLGxSki84xfwyTczoWTAJzHsvn4r/9fzN4uwFUyj7Vtn52e/4shpWmvON37+Ki2hXUevcedWCoCRZyleq0y5cl1MSQn6+KQat0+XdjE0g2oYzL0m2cj9C5HsKmSzBA+LbQonKTEIFVbvg078TXdddfXWT+DlLf3yUEpU/9ySKmnh1+3306KbluDx6G69fkx7LcbbPuSsb0Zld6UmW/h8H1JlpJm7I9DnBJgvaVYqldPUbb5RjZoqatUenPfpycoeXhlur4dO3+95LiUVN2rk+l/BKn9D5tl6onb7RCFFJwbMfoDlpJUjaz8u38Lky5hpy7YAY+M9m2zRSkCKTiaEUoL5vFjy0zUiC7Vei/vEmlrHKbZ0fU3lCwu/BZHB3080NZ3IVW/sXy6wG2QOTnFQWoLzheHo/Lo15ct93JLOy8oBqmq+jeTw7SRVav7ZxQ7cyVZqnPsHqYh/0shBQzVPnGx9QEnzDXRrqxsqWzHiYeUs+FtHHaQDQKk1jrCUOSB2C6ncSrNUjbiBLcPQimW6oft/MMJsVad8w0kktVjm1tPb8DuCEbiZZPrZxyo5wOWZKn2iQqZtamy0ceLVWS3WX6Y27Db7qj21hafikFKvW0mUnsobnOS4oofHK5UVf9/HJ59uL2LwraNcEhOZjcPFhyk1L6Gyrm5/p7y/eQ7Ztcd8SPbaieaYn6XXK930AdFUXr3E2f/cHGWGnQpqW+zVP3Ox9IhXp3AsJR6NgP7/gX/9UwfYIo+z2QC2SBODFJrx1OUJ9MNvOfsHe4WnPQuUPweOsL2ePpw21f8ljgfHh35kLU9s89NM+aQ2yN3G6D7l1x+OXsYHpTihervA3AuS+plcaLnygU7N1J2WdNDMc1SLOXtShNlq8WwBV8plmIgNfMlSO2fB2FPacaRZND8ONdTSIH1lGSp2tUrWWZnd0KIRDF0sJHCdS+qJ4kEdxM2MSH1i4WIfeBKgY6uBKTon40ajXfl0hykj/Qg0/vikJI6ywdPs9nZ3vpbYou/QR4dDzgxlqo6MsBpWfBdGaf0GCpz50rkhQQHGjJP6X+DUCm2rrG2C3Fqq7+bnNr5MqQ0ZzY4Ysu8NFlG8xRliCx2Ogvp5zxikDq6CxPucSYltVPI2gJI3YT8eltm+5nTPApSYW7x6GB+kho7ey8OdSbIJZxeZ9IFDfHDy6GR1nKRvlTvpAw2xIXeQHPvMSzVAUfF8oeQ0fGVYqny+hQxI9yBgxEqMXviG5Ba+YjSqopCoU9aAua4JXqHmBpKspT3ejt8NDDSK5yQK4YOpvyYf8YPl0OhrOZuBi4mZDzLEInLg6Isz/cJpCRSqbqzZ7OCOX9AvpTXmVCWGnrZscaCBkPa1hYn2g7YThc3KRykpOrprfOkA0pQZj15fKZdRU1XbbEOlmApj5I63cRakUpBqlqX0HBzVfSjip+zIkWYM+vd3cOTGTucP663JBf5A3T8w3AKcTVMbMDpjG0PzHug6iIPUt7ebbspOQv1X0QhZWMVhZS0JTs/Gov44bgVR9h6Mtcy3Ng4NNDa7oR9CnFCrbv3tNahfO9t7z1azp3LRznuzgofrQRLSTfXQyQWUr+IpQqQkmeS4XhYT/QhMzlKslTV633foKSzXvCdvjAupT432Un7ONfmJwYpaXP1j8wT7KcEqqpvZnacpqyikDr45/8d7DIOu67L4Lyijgu201WMA89SRueENU4fFAXHvV/XHBxMHAxP93NZRBwdNEtdrfm4KbB+caH6uyVHSsOG418xkFqJEdadNYmk634DdqyEExeJdx9fCM9SgzUZUu86GSk2DTwpHqS6Zg8J+ZQgWl7w/A0OHcxPxrmyoByO4FAqVfpE2XWjl0OlOCHYbRbaMEpZ6ZWMLJznOEFBlK00sqmWYCnp7nEQD6lP+1JfVPwmgaXsOtvu6lDj4GBzmtCfsNliryhLSb217Ohu195G2ZAE1Qyw6Gjf3dq7OypnGM3Y2QSnLgQeud8MKwTZkI5VE6HRXTZDgutnLEUHl5b3wlJA2DM/KQKp/qdzuUzlkMNqX8phJ1OPuJ4bhqUGr++a5HpYuWtJ7Y50eplRVS1vYk5plnpZQI10kN9SkGpSxjX0O6EOhVTth5/o2G6GM8Trm9/Oad1XkXzlK7V4SDVXjhIzp3Wcqs1Ljgepoes2Iv4qbFR54XM3OHTAL8az3T6PXUX6y+Yq1w6m+1t5pxSiQu2ti2aDwi7LzsHJnYPZDviw9Ik4ioCtkk20FEtlq12KvyRL1e0nSTJwuQvFrIbBslFCscFmi72iLOVceGj05n4eGM1g9/LEocPYPO4OBq9yh1pLfdV6FTlaKAQ6OpwQ/ZyGlD+5Qnsx7iuQMo4MMyxlasNDqvU5bDak7vZeyjLmABh3dOkn/t7ITLoIpBrG7q1uORgkZtr+q5XynofNxZubxVX+MSbi6GD6Ut8dl6q/K1NEfNyGqFgkQkhJtfVJt+n+oJUO4mzenKGVX/tMC8/chYfU0UmY2JjAGd2Z5HiQmlj+14TtgcvMdBipr6qzfqSnnAM1FB10uM6BvSYZZQ+fZy+qMJ0xVGjk9BwOWUgmmqvgYz60JRVKU2JUpgSQ7Q3nc1yKpXZiMjykxFlKamykLX5fYylv1xJBjDLFVN6jAUjZl5kbzj+Upbx9b3PduRAN5vQpatHAo8N5HSbk7nU26juDnlyGBrToSkEqakM00rzgVyClrqukqxMZPs1XRkFfanVJESy7rPKpZ1u2xsEQThEfPmH3EKP4LWyF6CZS6V6dbpdoKqeS9Jb5Ef6BfCVYCg6i/77F765JERI5V1kIKWP3rDsYL5h1tAtmyC0Z3eI1TnhIXUY8xPIgg8Xi9yn6eJDa7PiPxGizEFLGhsGxo5XN2a6iFIoO+M04dhY2wcE7t+UYPMHvqNCZDr6lcuuUMYkdxYIKh+XmIgoHH5Px87yJogRLGecDDjykxPtSRu3s1yGl9Y0ryRkwGWsPWr0NQ1bCVlEsgpwPYSl1V/itsp7+UappNES+DKn22xAZsuVf2li/JLcTtyPc1EpBKnxeqBpcEfB/BVLtz/e0pVXRx55MJ4DU9ZRp6hnOwVB3D9WsN/kVFDlVMStIB4FUfeNJQgeGHUvyvLlnpP/hzRL1uHSWsm6OcaKUDpez+GGrrTi10SwV6nUieaMfCCGlnn5whYu2ZefBedikIN2Zey4b4CAlLT/xy74MqcX/JqBs4x3dahxomHh4zd7vnZ/cL0wXKBVFh7a7cTV7aDa4zX1XfH208IKI0Mi2SUY6AnO5Le+PkkHSVTY2aAtBVxGGqTSMoDhLGTVLBhFIibOUdmIdYv8iS0kky3DAfZdX0tDRIKnIBok5pHEWspS0dsS1dcQwrLqrRen6MqRqZ0xEx3Gel7RzZkJBPOX1x1wBloJURmQH2K9ByteRhDKhyKYzPEstWyIvrF1LejNKwgG6hpfCV2U9AsVv7jAKKjxh2Luc1kgX35sMYNxQ2sOnXl6DXYKlPBS19X3Fr0kRnUA+EpNFIaQ0a5Wypmwjm30YhXw1k6RKPjPGaclwkFKfjVIUsdyMhTsdHY+lVvQe12ExEfBpK68zfQ4whoA5JPDfloBU/cpbQEVFLdbzxzpeDMUbBFJPEYjYNZnvgwJLEfGrds1hG31ai/0k91icpZy1HS77d1mq564M+qFfhtTKfDCycDNd99bc87LUF9tEGkAhSxlbG0NPg4ztV931oPoqpIyt00kZNT7Xnyst30uUtDv2eXWjFKT67sXKHGUpTXl5l5fT3wDjRDoKZeIJvrGGPB5L9fSWhfouC5Bq3vLLFQ7PSfGz5n08SHV132bcpMIUL6u4GGjXvG+lPQq7ydKxtck/CFuccAbBiH5fka8a/MTEhWiWio5xOigcQSGk2hee9DuVeRWdDjexm6JgVD+1yylLHKQ0VzEaUl9U/FYcHtMetxkp/3+ebMTgmFF61orC3dbYkM8jHx1SdflYzV2ZTm4qO39cucnXC87r5Lx8IQn0vPwKlSfGNsZ11TEytu7UbC+bQBtULvcwABZnqaoeG3S7MotIOjCYJTouVT+fAJtuqonXCcXEkH/k7ZpXeCIbLxM1C1HipAJtmIQspW6sG13LCQOkvsxSzt1Xk93+MpivQl1hvcIVvOHlqxSkQv/Es2Rw5FBIlbecXYw1agphNA+7oPYpyNRGC/uMB6m5l2Dgg9NVWy0zA/ucs2ELVx6kjq4ioElSsfcL+F1bNR7XKxSu+HIzpwYzgqVZ6mrCV4ie4ykBqR3oS41oOGGLXiGkfMvVqmeuQXpgqEOphP3M5i8LzIEdl9KOQv0k7r7MUnL9h7cYo+TiX8MEMPqoRjgJlSTde6/GXB756FC3n40m9SqFIVJ5gG8iGCm+kGRtIUmQnr69+jyG+/fHSeuqRl3xqoNaT5znzP6iLCXtH45Ah7KJMyxcKD/xvtRI0gKRJz6mC2FLerytey65YWp+5WXLFt/HzF8XspRm7ajpIBclw1JPKApx5on2q3u53/xc76NFjVWNITsZ6+C0lvC0FKSi/55T5+koCo4HKXXr2OzsUfbx/v16bXa4+f9TD/ZFTdXTG9R3SmG7nWCleJBaeTPwIDV2mSE/g5R0/yQIUfonN+n7/vloAAAgAElEQVSma6B/NGiXRRNv68hJb+LooFnq8oKhezZb7FVcqPXxXBHc9LEBeVchpLzjM0oepDp7bm1uBenK3BcBgGMpbUJO2vUv3di80UkKFD+Zar61EOPAxP/1P7p0UzPz8+NLTRaH0tT0hoVU/c1jzOLxmz9ODkod08CDlNa7vxWAo6XHLzvzcY5U7CgzzWrjxBE93k7O3DDPRVkqD6mdQkXgFKA4S42kLNBGzD+OcEKX8Hp79qcAt/JRmeJtoQsTUMhS2pXXjeZcOJql3O9fg1Tt3ZK9I5unTu3mvl1BnhzxjYWlIOWyPGPyRj/iQap2LpUKB8HGKjNFwnFbx+lYD5zZGGTGYhXzC6zexz8F8X1HF/iYK0avVp/CgojSLGXcMOtBp19iZoVLWyqCJBne45NuLsLSLHXy3b6U9+ZSKT9vKGaW4xNCqqrPQvEgJZH0r83AmkzLRgEAWJaqTTpIf3wO3UCdTUwAKQcx2qhmf1sJeFTJpsZuqNvttfdwfK++L/8bDx2SdWiR9NHEt2YxTa9ZYWYVEa/Iq0mwtujsVs8YqTVb9DwgR25mSQmWmqVZCnucYQmWYiC1zZ3rzr4t7qqtOlv2yBSOpM5zVefFhBCylHadD6kVXG9AiA5pVcNSn2pyLo9z3/M9HKCaHe7kpScUYn+kx6W+BKmu+rVbSyjqBh0eFjNEo/8xtfHcMnCw6AYLq8Ju36obYKPksdT7hs6yvMv+BBxqrExaZFvFB3kfV/FTz4PhyOO/pRsXo/f91k0S6e2CXskRFSccmqW+bUT3rp4q5eP45lIAKfVA2K8QQGpgaIkiHf75zyFlSFZIiqE4L0R7eZBaN8kI0L1yQbz1WZ0utLXd3QXCmvb9jiglE4EUSVH+pr2LEkofHSUPh81nadAo/WV107nUoAM0uD7zTt+os/QQgX5GQ9+Is9TsBT3ugYWUOEv1hwNg+rhGJofTSeHddEcS9KJ0Ry/2ZyFLtVdcc1nKsInFIdHGi8x5sa7TE09d2tzT1kRMqZcvChYsl4aU2JHjRZaSzj2m6E4T4+CcaLiq7KPv4x1g7QPjhKGimCU+pHZ08e3V4o8Sibd3YRRlRQ6kpNo+sPZltphPWzthgX440XTWz40j7y/BUrA+8tss5Xu4UsqW8F+KDylYEClXkAJISSQnoAMTNmkhpzjFj2ap0NRiIQzi4UGqIugidZO1uUBnWyki9KZhJepn5xViLEUoVaMHuCJjhZkrD1J1C3GCtLxxPiT0YxuYhtl4AfMUFLJRJmlxllrYpg8338fRgBhLSTXNUTflkBeYkZc//M2gLWaS6WO2m2mvuljWbFiUpd4/6LYZnKZ+U6lbxGncAnQYu15fPA7TCttX7ukzU/7QphGUA44TCBV+oVnKFHziBy78WoCUUbM9aYEKA07pYJyKgrWmy4k0A6lwGWeSEQ9S13v+wMf7yECt1km/fru3c/piO5nlzSuik+NBygofsG+cOTe8ajcIkLKfD3cXMlX0iLPUdMj+fZb6OqTU02cyBbXPn8shkTzCUBrRp3WyORSFVOKrkFoMG0hPU94+UVMdVtnWC1pg/ey4QoSlKhwOVep5sTtX6Gx2kCsPUpXZEAmTny64oZxdPvrWeDQDX8S/wSQtylLG9y03WJorGBFajOPEWEpdVQdT5P2hWU7Yz7wH7mjCFtG5dLqjcg0SWMhStaf342O5UNqxha9Z/Ko2DXKFqmyYjXwgHqRG96bZ2/y1FKRUqrsBFO60YAFSvvIUqOe0Ix3RkAWcG6YR0gsu4BFlf2rVFtPjQWo3a1Gqgh1vB2Mj9AeZvrk+mQoRM7OFipGXQyDlDi744LfeJRlQouXJh9NhxFlq4M6j+D5LtXyVpWqfDh2UaVegCUgqEwCp2GBD/p1E+1KhxA0bBL3yWKpuMkUqA60aOpgzKzcE3osCAClShKUuYkFa9RsfZgq9KCLw8SB1F5GRxMxQQX/nhDXu2sCmNLrKNLyiLKUeB0uzP1SoiJwIJGIsVTtxDdWo426EG7iU36j21rjMJ3vj1rDO9DzmQ8IiLHV92VGXm0CuPVjPQ0rAN0LjXWuFW693waiQRuvzeqvKZ0M6qm27V5CWKKSGxhUq5V13aUhJG9doszZMULbLA0tt823z830BehoS4yg9TwXiQaplLmVXutPzK3M3jf1D05WXb21hP2E90gjyx4VUewLgatJlp5215XU2vcIha6rRCgVoeXGWGtgBSH13VW/t2r5S/iXFz3d66AAdgjvVn87PWRtAKjxWKHssS6X1ZDB9NTBQji9yfl9q+C2hUPrX6Pn30u49h8U2R6eTcw0TbUp/R75t4qFDcrCRgEWb/szc0UgPfyiPFWauHKGq1jbowFJl9LpIgZNWtZ7GYIR+aY3JsRhLGb1NMB3JksprWfxIxFiqszILkGra+zKkfOVPaVOZ2qi+WAmRuNEsIUtpDm507w2M6uw7OlW6XlshZ15Bh0qAjsE9uypdBmHqD1bnFq5vP0AVe2oWyAhxWHxh35vMQZz34r8vy1LqsiBMxKLX7gYyx7CbF2x7MvueAWWAcZSOp8fwICWVLrsgEJxjpNf5dW4wnAAySXdbvntQyAcHUhLjR4jWMWXz/We3bTA+FbdNF8LxPOIsVf9BQ6qLFzp/I45DZ/+i6suQsqusSAfAuw+QitcNssniIEWPS+k98ZnqYyHH5aV4LNXzsAWlHp6pAhsBLBbtmCvELZE01mTkk1mGOQSWBrB9tFhTlqBc7in7eOhks4Nci5CSrr8Eocg9hxizieY6G1Qp7Pq3XERiLFXbEoDvXLaFRYcYS/UnYvCBy7DTw5Hs0g9GJrY7UltSiXR1P0BG+s6cwlBCllIPbupuz3q9sL6jquZY6XqqN1a1NtC44jgBpGYnVark6HR379ncazZ7f94EsH+f9nEEaK9AqPir9sX0BUhldEyfSR6a2srvztB83UTbKMDBzgicnpSEb0SXSI7DelihB6FMHjlMZlX9r2V20rVUClLSxw4diDhmLvbPYWidsi0VVKlivmmfODq6l+TUDnY6VwkhTf2Fw/RllsJAyrcCVB4rzVLt89DhkAeSU3u99bVaTEvGg1R58z2UXiDV2Kr1LQeJpopGtgRqOy9Obf9/9v70N5mlfRfFABtDdxsMNmY0HjEGGzCzwTbGs40NHvA8G8/zPI9n//bZyd7STs7wIVFOpHOUD4minUQ6kaJIiRRl+BCd5EP+ptzV0NBDNbb5Pe+71nrfp5613EV33VXV1XXVddddk+9hFQspiWTyc3o52e/TzXSsztWV12oYMc6VBambUwN8TsMT5zn6IS2ve9iFr6+LPXvph2Is5T0OwJzo3Wec5ig6e2I0EYYPrH0X+cB0gpw/R+77tfoIZGs+YwDddoFT81BIPktJvQMGj/vibapTGvk4pVwnLW1XTv6aWx46jq0k6YvO+GV2mKRih6kq0LepiPDRyxNiZfNMJ/+apQZhEw1gl8TNI6OGjlY6syxF2VzHnIaQw1KwQm++KSazw/eiEShzx/4lTJgmvKwcIC+bpSSR7ouwx0bq/T604QSZ2YNGGufEWQrtPfE//o9DIkJC5SYXcFSu0w7ghHjTZkHxs6kGBSxVM68kZR3GPE5wLKWpSEDNg26ovqG5upX/mSBtDqQkkq2GIHzQPu3WekKv0B7nX+n2NK6SJWuZCAroyGZfCvuKOdr+n/+Zyab3xe6XGrEvVRCSnqRgBphSuEhW0n664IEtmlT3zOIOMZaKvOngJEsLxggHaYuxVAuMMYniUJhnb9eF7PQQps1KpBU7AUJlLxN0SvksJa3pDrnkyaPFlu6x1wvKdLo0dbf8wSJ7lAoPHUtRinL7etwqGczV9of1oBHrK6s0vPzwhFhPr8MuxUJjvhqwnhTME+qkDil+isGNw9xz9dg1TINADiBVzamjPEh1rn02h4IuF1hofDpDrOk/7g8S8qYqXoIcSHVGnprDbptNB2tzAVI71eKQ4qRcyDvaIWlwOV//Cg+KUZtEMmpyN2OFhJCyqxLc+SmQRuQDlpw6C2+GhVT1IJSbTS5zmQfPNuoYSBRyyIPUuhZGYcj4zM2i2a5o3puEfdSrqsrbIi+pMGnYzSuPBXQUYpJ6n/5nVp3eFVh+22JPasqHKAhJT4A8KUo4mchRn0rDxD2Z524oV9RiLNX7ADGopjCaI6SH70sZHRa5HirQ+0Ykn6eino8yg2KDTkG6BX2pULonww/PZymwMr/EVTaVTaZz2W2gLNntg845nhQHHWr1qhzaPJK02cvONm6HBmZCFOkWfGw+DllRtt4lFE17RtadgpfpSxmfV1Ajppi5bck+lI7uu9Fus7SzrzQWRASKH2z6Uhtpub5+WTvfOreMOxzSA4XSXc9ZpcFjKVjZ4ljd9yuQORHq0wl2LAGSFGepgQa9smMXq06Ia4sIUp4Q513y78Udl0IsRQa38k9znvkGwq09KQ4p9doMTNvv2V1J2W0203/Hay4hIh6kyscyMJgOdiE7SRHx7Z35xY33/Y6GHhfp0T3V5XNQQEf+Fng07XtvMEHSpjcfCbHL7oDRkLLbV6H9ZzupxJKAdGEK5+45gxU8S0mlLUFUYcfY4gU/nqXK915VMELinypiQinEAdSUaTDY9ug7sM2FWZW+iL+ynyM/n6XAUlrZ4TNBJ16P3oRSyUxl2SFPliQHUkZ1pdUk1+l00eDK/Np6Wx3096gfQcryNKhIMCo5KxnkzUPq45SGVPqykQ5R431Myex0hYc/NmZ4mn7G70vBTXVtfWV19eHk3CQ9s3dDQbiKQwpkbjMJ2DKRhtT7wZC3XcPMZs8mQv8VR8c4zAHruP8xpIZ07rCwkqO0uJCq/Xi1k4FjfpauY4Tv8+0LSFmSFEmELk63DS5S/+/OeVuOCSDVOfoSReovckR4evvkKnPhTISjHls0fl3gaDyk0EL5pEFuVxmm62HjelbR0d6CkPSp2QVbgyzWsINIjbWRyjDqRJMTGUY9EZk9YaxZN6jANstv/3Px4Vmq92Ufark9PqkplBk7Azy/sbwZhiuzGZGez6dm1uqbUrwwgr4UPFePXG7P+O10bVIF727G89zOCHMgJZHUNmZ2HqcsjfVVaM/musEYRZouvxJi4oLr+kmTwvcpKG46BB9S2nGaodUvDyFZtr6jL63qmGLFh4EUtC+g2oOdMLtBMoLUeFGWguiqhs/vgajBUT5/aKV6Lt9tKKQlzlKRK51yeRs3PFzEPAFG02SDCd/OciHlmKoEm+TbMM/IsksRwTfWRGyc4ieRPuhkSrnudGrvw2pQNQiUEB5LSaXlMMqUwxRps8E4uw3mWSpjzQeFbejZhFMoHuRTa+puMxMqm83QMzbAV0VYkErKVEqZicu7tXXzcT9q1SjzXmG8AM9S5XsPYBZraB7gJs/8wrPUbEcCGFB3RVcqJmiRqyZlW37NNnnSs821lsfznmX+CnEhS6HFDAOT68fzz2VNSvd1Y5uQsHmQkrZ3d3trUTMOmSmvhM0MScNPFL+pkxlC1aDBvgkPUkR0emdu6+bmusmMJssqSTCIwMV2z2nZeX0pYcTnM1b57SE3RU5fComoNZ2HTws21EZCPTKEOravjjnJQBhxlqqaDyh70vmZvChCxokLwax3Z/pbkJJ2DgVkyoaL1sJwmVpT+WDWB1Ns+ywWUpLV5ihBkj2ZttHTlEru2lnn1igepKAkqg5bX/fNAR8aWVBSco8/rL0/rR5pa2e1gwV0MO/JXNVd3Yd7p1HYu3S6nteDLQhJ0Z6EetklIwRDN5bn7XRMD40a2dTM3rEc35fqfkXDHdsf3HfJR4dlKWMrbC4Cs8rLKg+9+ZBFPbvy1MksHUJ62jcgedwIN7dVcSWEfancc3VXI5gnDGMcIs4940GKE+P4GdRxlT/P0vmH4kLAUrAJkRC5SLQAKZhrAm+v13VUvy0sON00opSkjd460f7KqbtfQmpst0l2c8tNUQApSL28dSfLU6DyKOThDu5cQRRA9OSOzsoAEQ3xIYheqQgOAVKpCfl3WApisZoojyE/Cwy6LY67Hrkp8c5YRFFSeEgt3cMkVMLjVNe+PNgJ4mJ1HIXNOwGk4In6fG8mZoWNO6CC6wz9M5n5peG8AO0poIN7n/7l8Fb2wAKCwCRnyT2b2qRoDphdv1YQjhz851YFSpBQXbyzqy2epcZ3kwCpk2N2yEJkeIuf5haihxYztINdpsESZ7xXff3hLOylU7edkuNnv1OjYR5mrziWop9IHb0bD1SgBTcNRxwdMPx3B5DSdzRyk4Ff4kLdlpRCEeZWcEacgZS0dS8MHUklqffBHpeBAOroKe3yjrOGGKRnfxpiBND1S0gNvTlVE9OdbBmo6JWc3+iHo/zYr6NLHf6o5L5Q+nXum/v41UwFCZ3/sGDPLkRelKVSE99iKdAlYJ2YTe98XpvtQlGrB55XQh5bz805u3+Fh9TopVNmU9qsz2e7TiDhf78yWcgc+HCQkkaG11sf99GEFVusafF2tK6XVzOKQsqo6d3TK1Wu88IyETrJgpD0AmZwkmTzR6tlzLJ0trOz85n4/yEKIT0Xp1OzGlYO8Sw1vttBKcmbqVpWSJYXy1LqY/rjkqbNnYKdhSUk9K5+wnYT2dtVEbWkMhP9Tl+Kice79kZFZ3E1XRwdMMK3D1Vc9smp4nSM4kJV3fsK4itIzU712JCqB3SBdj2gfWgW1MIEVAr7E0eD/hJS3dX3MHJY6FqjDOIgBa/TAyPyKNXsH1tgj7P9nThLOWbDhMe3juv2FoXUwnchpRm7he1bzM1Xl3SHzTGVNqkIZV9LPfP90BUPqa7ubQ8cd6fvm/i3fVB6sX/hquk4SGUjnU/ATG9bg7aOp7+hpwV0ZMPy//YCPmRLPG27ICQ96kMcaEq/vSy+vA+GekJyChU6QfoObrnoFWOpDsDf/AhOrYK8YPtSOUjBQuDvTkhquWxSpA/G2yBGR7tU8joom+a/qChLgTV9tpr03eJ4VBwdMDA4AYu1TQ/0Z+YkJi6kaX9VEIbHFiMnfPYHw1KSzvLLCkRIjKPkseT+9XrX0rWM0vvWOW3Tl5Aqn3sCoVlm8SidFB5S3ScXAGSKbOo3gX0RzofrSM3VF3oQ4uhwNFph7exZK6b8xIXQxrG732QptEMSVMFAPL2bWVlZ2W02gNWgY5G9P5IYpBy1jx8dMhvp8xnQAnRD7JJT8uKQqm99jQdULv/rG7TQPFdAR/ZB98H8nsWLute0G15FLPU4ypUrCIERXQf2JruvP9HUENPBKCK0oKQt0Le5N8DTFsVZSmVfGsdxAOSgKEu5nyoiuXx+cemMlClUfevZ7pREsiBXYiBFqw24iNTlsJ3LCy4pcXSA1tADH8nz1iuIsZhQRkG43/a4pZ2NIA8p+ClN0u0WDSpC6Wp+OO71GusO5ZQnyCWcLyFV2/0Mx8ess7AhxlJVj2eQHqU6nXbLEDdSMl3lVKHRLMJSACmlcvMZo1AUg1TVy6vne30pYzdsCApdIoXCA4uOEXETpIq/2hvPUtBm192ZoBeFpKB37lrifC1xSEkkl6kQ9G3iHcKd0QroyEY2ldRePJfnm8mWXZVS5T7s5n7kgpD0496ATLiQJQXSQ5BeAC/Uc1TJlYDIxVnKbroc1nDeJf+jGEvZghvfNU9o2udXYoHpDNiAaryXqyGb7iGfRM5ThKXQ3hOeV0yVKNItgi4TTJlSuva4dRwlVgxSVyrSdTIvKDuQYkNK0no3YYYp4sjm1JDeOW7prtVIa+tWprWfnbnXyV6+hJSmfZVSyqc43xfPUo62LTMMIFLJ1+tXZ5PPhM7cSSHazzpxdKh7G+ykMtHcyAQtXMWFwMy1mNFX9+JaWq4RHRqY2t77sBwZ+e1yqIsUFMrCA38TdjFIOWrnFh/6TMjGo7I5czYsJofFIDVsWbyHhULBzDgTmrkW0JG989gftzbcr+5VLx22Vm587Jpt8t3XXt7IBUto9PC+L7+0gG42fYOfH3tz9XlUMimJs5Q7MAeTU7GuGEt59icx656w0cC02cMkYWpab4Tp8dt9HsL8wQ8navGDDi/s4yfHjv8XQ8c8jCMQOsxi4GJCzzKbK3PwJaQkIztlJAWNmDu68jSa4wrHccXZB1eB/hJSoBF9E1KwXqoMTQILXXtHFt9jaGYnpS90FMVZSlqbdqmUHt0Uv8SLW/y8S2eqjzGvUIg31IsCaCqTLjR1kXaEwhVdHeULikEKiTc+6EzACCr78xC3RSoGKQD9edhHUCFu9wuiY6EDxS65jLoUCiqtnf68fkj1hd2ESnc8xv/EHKH5uwBt4YP3QfypCG1XY08CE2UpOA+o8GnoTBT+YFlKc4zKTuGrqCoE/MrX2XYSsxucuy/vKz2wOuJeoFMUYSlj7aROF8eZgcXRUVuegRFYVXSkoBsxWRQXkkjme3z6jvsqoRCXpSTlc5cfH8/Pb6vzljHmpFRj/VDLCPdTfQNSS3pKv8rZGQHPUjSkoNq6mp+vVzcq7mDIkwcpIR9n39jxGffYLjLdzPsXrsVYylt9Zl8c57YQWUk+S8FS1/Gll920Hx3aYfObmx9g/0VNIRXaVwxSXWOrB2/Pz9cvLVVcViwOKUfd4sbzR2WBqXNJctAB94aetxNWVdQaNvfBVAu3yfX5PtDGpxCO0KzlZKUBLcSx+0M9ZQsrN+vjwvkWELMoS5HL+8IORy57WJaSnsv0Ks/g9Ci3AHIiYpdWpwJaIqsK/iq+sdssOxrjUNhgW2ffyfnF0dHb8qmAo2PDmH29xYVg7k+ZFTb/7+7Kd2bziXIUv/zdLzzfgNQt7I/5/sY2aohCqtmOis5kdh6sSw4bSCjNwiCYOEtJjHfNPvv8EAYdRSFVeaVfimgwLyiEFIBK3XrWp4dva+9bPpjFKC/FIIVJI3urOKTExDjogEDtbY/70PlFZQd6BVTBSwFH8ahNCjutHwUhtLwv9blxm92gFZMcnqUGNico0RUDIhY/ybrLpAq83vCRjkmUdat76WjaH3VH/bHQ/g7HvE8HKsJSEmnV6g128Yk4Oobn9mUwcsbsVcDKR9G+1Pjt6snLHm4p+t8KUi0puyp5kd29NJtLMUhV3T7DIMnOx/xl47BkuOJqZ+eqK/9eRdAhXb99eZ7t0uTD5j1FhOCczy3fI7Y/gIdU91zlM2TprPJ4pBwz9fMPhJTa2/1YcZ9aoN30xdHqOLu0c4XBwaHUWBWxHEBZv1WubTUORDBKCy2GZ6mq8+qTQ3G6wbKUZPj64+xmfUTYlOc/Fs6j6ZpK9ivjE6nNAczjIn0pTOjcLXFIda8f+RR67ZFGKCwuJAxbuPO3glR5pVwZiLGHbcUgVcgLxleEpTChc7eKQUoi6fZzB16ZeHCQYp6JXv9ASKE81TQ+ttLOso5RgCEAB1Kib8F7gGcpXiD+T2xfih/om7+NtXUVBw+rFbdruD5YMZYSTUAcHZ11rc+vmepzDJOKC4mmAw/+VpCqmdPZTIZDllpWKqTE+lLib1UcUp3Xgm4KHdVfEVKaSP047bq7uRYQpnBKghSepZgoRa54lhIJ/K+6/YtZqkhe/lyQklRFbYRqqaDCicyeKPJC6NHfgKXEUvwrQkrsXfL3S4LUH85S+exjPb+YpbBpZG/+ySDVfnV3+j76J2QpsSL8DSmmZH6zVK4k/mSQYr5P/lqq4hfJx/BdT3HFTyyW35BiSuY3S+VK4h8VUr+6L8VUHP71N6SYEvnNUv/gkPrNUtkPXFK3qCShvydLVf/Y3d7bV5d+KnV7r4j/fYSql2I9P06peqlHsXL705daOrCVImS3H/w0g0sHJQhV367YfpwSCCl+Xn4lCVUv9St2f17occX9z4VW7SWkdKC33fz0S1VXS+iB6t9/fpfA7xL4RSUgKfuxWw6REyUIKdx/H6GyMpfrxymBkCK0/GOxCaokIern5QenT/9caDlUkpDi5+W3HCpBqKzMrYj9vNDdJX0psoSUJkgq/eM6UcZ0335y/ac1ogsKqVSL32/zxN+/L1Uh+Hpf3viVsyeKJ/YbUkz5/IYUUxK/ZtosE1vRa2nmCXkJkPo9e4L5EH+rCUlM/IVrqZD6E1n8pFKNhr0/kthC+cJLY32/GlJGjcPhwC7TKHWOXwmQ+s1SzLf+80PqT6T41c9tNs9z1gb+wdNm6a8obb0P9/QvHODm1/9mqVxFL2nUtiShv9m0WQayhetfnqWMxpGtmfDVbeGV/hQsJVVXTlB6V8NJLXedKJ3N0iBl+s1SdOn9o0LqT8JS0pq9zExU70pn/lyQMp5XxM2DT2OHc12dwmVJpUHqL9qXkkrpHcQxqzSK78zC/qAc/z8qpH5hX4ouc2G9yxbjFxOSpFXP03CMoKf/nV3qf7ziZ6w40wWbV729A+UlbP7Hfpe8v+qvyVK9l0+nzRP9TSuNGBW4JHSUJPQXUPx+HUvVjh1vfk4/YfQjVJu+gJT3LG6yEeHNP1dfSto7MBOIrqyNGtVwGmweFHnPPw9LSSUDq8t9bpNClVj3Cj9xSegoSUgcUuxtivNfKOfB7D0hRY4fjvO7eF+KlhfG8Z31UnlRJgNiM9G71l7iPWatsLzpfH4Bqa4VHew60/9kmWW/1R/NUtLxST/pz4zgV1UWX9WbLzf2CyE/nqXywfGf+QuLHy3NT6i037hxqd7Zk7LBoMcEh1ZQ8pUP4U5+JaGjJCExSKkPMtrVYa/IOwshNXq3O9icwa8szUVSDFKjY0/Lg03g0gt7vG2V5KIsNTQ5h9ztzt2nE8k2zey/0GvgsZCCczeWzX6Z3h6HLRdaLqstXey9ZiCPRSFV0zoPG2D5rBsR7gYefzSk1Ks7blJ76dCIfCkxltK0V78879JF3pTcmuOKV2H6UpHKM7qMm5cz15WNGIt9sXEpY2Tv+XS3LFPHWpEqkuFv3Mat6h1YdzlA0cQAACAASURBVKLdirM7xHXsDwmiKQkdJQmJQUpzWuY+ZQ6aFORPCKmptFlhahat/SiGIpCCQxo6PPSsMdKXOWBX9SIsJR27XAN3+aFNW3W0MBHf38qmhMGhxrFjoDeVC8Puka03V3u9vH0NikLKO5+BDdGDcY4FHdL6oyGl2bk3Ubtj6K2xTgxS7d6rlQtzdqKeffXSwRHGsVT3yTQdWuYpu995xGz/V4yl1N2Zi8GYaXlUdMsyTvpf/MCwlCOT8KlIlS460xDQUb7guoRPpSWhAydkHGjceLk6OVkpc37unO2tCffEERmX0mhD+jT/VO78q2Ig1WdWqqLD+RCS8avphdQme7tZAaRa1lYPluYkRm/1SzqkM8lo5/HH3ioKoMISDqTiqJvM9PWEYvAv6PagM5Lo7en6V1EOsEKjW8sqtIGxUlamhTMGg6HkLrdbVARSUnX9RD8pM51Y+I2GOKSk0vrK16OLVPKk4vlpa4BN4IKh3trRubG8W799OEpOpF8sPLsMFh01gz6Pa8uL3hrrsEKwTdRuMmiAc+VoR5oH19n77khwLDX+4KQDq2wun7+nKdPGfiGUtBhLqbtmH7b7/Lqo3785WY/N5A9vCllKWjuNNkm2+UPT2liQsum3mD5APmocOvIPxTw4IfVc6+lmWXNzWCULJLUPbzV88IqxlGPCT4Z2L0XSEkJqvSkMlZWlws6VuU2ewAir+RNAautte+XkVmLs2tn1EHC0t8lk8phkSurztcAfYixVM7uWhD3U0Z6p8H+2asDZWIE3lGMspKZWB+GAJXAkQBdOaqDs5qN59vsVg5RjNKhTmnRLgjNCi0DKOJlpiOtcyuZXZ9/1GBsfAkh1TR3f5l3F1UxcqVBsLvL2PMKiozZAmAyj7Nfg+rFCkpo5qwo2nM0VG+xDX3nI+lDYvtT43XI2eLbQk9nDMlmJibGUZtgyA9v4E66A9f5wnCUg9DrG1peu7i64k29vBEocn6WkVfWfAaW/IfU8NTb6ON1BkuSxwFTDQ0fjq7asTPs0j/ScY1Gg84TgPNKW7YuZhqhB59bJSJXerQuaF9bqCwxAv5M4S9lMgWvha9N3hJCqmqtYGLQfN+a+DHRcDElndWvhYAmB4tfVe9RgNTfvzp+VWQM2arvS8vj4aLk9McgD4bk8m2LRITHWjM38V24gHcqul+llrmD/xdnHx0fF1hTNkxih82dnHO2zCo5SqRBdwSEhwWR1TeENi0Cq6uBVZidTO6OC06zEIDV6u5PqiyWaFpz/YWI57FnZY1cmHqTgBOqZ/p448y9kdZmATRtyR9bmM4hDR82Yj9y/4lNnXkTMPFH36iLlpmisX/u04HfD9r4f7ILAsVRkw+qDk6j6yhZSPjiGjHDPnPJ2IMazlHfsdnfZZZJNTFdMTcF5zKysCb011fNPyZA8q44yfy/4urbgrF7j8KQOjht3ns1BlOV3F8BXt18du7uFWi0qsX92dnV2guSwTgCpqkt0ABjdqkCLhK5K+dkcr4coBqmFfjtFPGETwh/ZNn4ybTs4z1VRTc2Bavqd2QI6GwuPpYZHlz0qebxvv0ylVBDUYjZfnY9WD6UqaDJ4ltJU3QI7ATooGVCb3NC//DE5OjpangM0BlLXzVF0IB04pjyQdPShwIfFzBO9u2WUUvV0Kay7YpCy7KT1pCo+c/de1tfkUmiv2UzCh5R0z5bbNJauR+hDKZX+xDm39HGQqlpzqw5aWe0CV0QMUkPLMthNPtTX/PB40h8FjWlng93SYvpS4xk4YFbl27zbuQrSBamI8ztgHn0bP3Wo4ZVX4QAY4e7P6MZOGKBwp6a1YiYR1pmySjz9rdCf0Ae/48ZnKfWQxeOOno2MI120/H0aVJAvIDWwuItaLTiRJgbOXPZ+hNxxyxCPcASQWp+RwUnKdru1oa8vHXLBCZ6ULZ6cKrwE8olAytGkI93hG27Y/C8hS0kk9R+bKud+rtI1Zprtd29sjuKxlFpz5oRj1FUmt99HenTa+9w+verIy5PLXp2vuxh0QC40VccIH1Tyc37r8vKydX2yvtPr9TqM2RwKhDRjCwE5SbnL0v7+DO127hNwdK28Ydabkylm8eudD/qU9nQrA9l8OYiZJ6auF8I98emX9cPR0cnXMqtsp5HdkvEgBQbIzeYJg0sFnQCZXaU36e3wdhOnLax0wIuD1NCnzvXYreEGZP/iCdV2Le6sbnXOTQdcO4utY3NDXY93SdgjnQcpocWv5VRJEa6L9aGB8fmrGXQAiO9zbpw9HIFlqdm3mR653BR+nqsvTlCQ5863I2jF89ooghNy7iPh8dfswoTjOka25IH4Vva1vwUpy2Y/3QmAxgu2vlbI4NRPcJnbxzFWEwvxCSC1h7bHt9tlTamV+5VkAH0oQqWqZpe4OKRCNqU/vccNm/+Fg1TdzS4Zmsm1RVsNQf3JBrcUOSzlqNHCwGmWMpS+4EmOpGAX8slzg34x396JshQqberoIJLPE8sjgFR7RQI1rf7Mdr92bJJ2FQtQqKTrsHA0mrji13gHn1p+P85KgvHiWWqjLKqITrx10z3Xm1SPh3XiL0gKINV98LodDgCkZCa9Ta6T6yGzzuchJpHslYcO+uZc3GdorM23ClwB9IsnVF63m0hd9a5/WqPr2Tev39gkBJASzp443AV+N5ygulzf8glHNSplPbdjDlaC2L7UltMOuzn6mjCnYrBEs962VDqnSKBvm3eBjJqNXAgrYKnZVvfuRq5DFDldIN1RS3GL39DikVlvyzlSactaxmJNyebVXDTZLAkgVUHJDdeLixWtYy0tLVPVd5sAMZKq5L6LCEtp3rVyveuZGzb/CwepgVctGU/TkDJKK1wy+fwWu8R5LFVblQQbjUcnsyvt1tWt0XxLK62q6/etzDFJCdBBP5CqR5L90B16e0RcL3A8Ic3cVtJN6eUdL7MtrYddWVdfOT1js+l3FvMxiEFKKqlMUCpDwyFbN2LSxEFKfan1NZQ9Tw0gAWPvhaFs5ZDTXRZAqqa+cWTr+GrnenX+5nljsWwGjAc7/FMAeOiAuGvq53XJ1DCvxjFZo688oZa1tCeauF851S5fZk+JPtTGv8NSY/fAUqE59EVrq8Yy8Sg0R84VNltgWGp2azNAyoJ9t49VCPX8Y6w5GZVI6vqtSPVgq+boV/CKF07Ql1KPPvo+GJUtsr1AWvvz9Scvy0FH29TLRFaDAyWORMSITrAjFCS5OZWXAA9HCD1YJHShiJEZlWu3LMJYmFLBYx4RSKnnr9yE4oEdP8uPg9ToSpKK99GQUmteFITpeEzDEuFBytvVBCwRDbtNhKwpR2250O0T1olLRhLPUlD+DymA1CJ7601GBKXEGZeqqTgzUYTc9TBQCCIxDqzu6+3kwmmEuSkOqTeP0h7SchuInBQOUo6HoGLiih50Bq2ksUnxyTShOSEBpOj70vHR3s6a8vrOzodNm5LYaOdBhYcOkOmy7NjuM1xdJZcEc+EJbV3HFITK3fPw/n6cPSv2MmwQQkrIUmP3BKUczM3LlVqc/aAjBGLsYSYMS61lIDVZwwrCE7h2bAlmn8Hf3mQ/fa6tP7Gwv7+ynYKhdVTXewS9Dz5LSTt7n9dacsVQ1xSjwg1fQKo9MtRasTgP/xZvrj8bfNCFRWnB6eDB/TlWLRFA6nHQFd1qyU0hNA6/TwNL+fsf8+9Ae0QgZay+9ikVC1Pd3NC5XzhItXT0MyyldrwolK7ZclrvyUfAUfymlmLQOCQGQS8IXHErRXs6mNxipHjoYG5LBpYHKbnbgpnMBUE4QprGx+ZBu0lX9t7qzYvDGYfe8b1YgAon8m8oBqnZJaddHz3Z4NXwbFxCSBkbLQ3h8NlotgWXVt3FXTfdXILDQ0rirapxaNq9mnJnn4rUHfOHVnjogPQja6/669sa1lsJvDyhxtYmqDh6FwznvZ+VQy0vX/WhM+yvFtk5xIxLXS5DjZtxZL+otO3wAZmGfJa8coEZlxqy7PZ4bNGZjS1aauAw87p4KMhg4UbX3Sc6f524OHgcGh0d2pqRQQ3Ryze/tPjBx4zUZw/TM9ZMuuVUomykEG3OJ0BH7r6m/fDgPtEQN8lpilSEjscKsgKhutXl5Zs9uv9tVHfPm6Ngc969qS9IIJ8IpKSTrSEVkXht5YbO/cJBat0cYFiqczxDEG4uUHgsdXCKzjvsQGcuhjhjIvCZ08G+YyZZPEtJpXNWAxVrGmKCca8cSFVl7u0k1bBQMcvPUEsyDseYHnbmGlE8pOCI1KTfZm4ereM2ELkUhZBqPzvylJ3kvqlm9NHat8BvM0UglYvSOGQ2ULY+1pfNPuChA24OL27L1tFoentXpA5/tA1PqKt3kz5bFAbz4sjcMlqxa1dRevfeOptBMBa/iibAUF+hCJZgGEIl3xsrdJd5LCVtf/kMKFSxu4Nyr0TqqJ+92vV50le5d8RdHC23JsAUkevsd/93ckCxeVBQDoK+FCuymqkNOApWezfOupf1CtDBCuEd7m3paKApUjHT21V4IhSSdkZWb+rQse41XW9uQCEZFEBeBFKgsSy4iHCKZ8zIpSaElFF9LNeTPVnFb+SqmVC6WVmjxdgsJX2eRpNQtdMyu6Kfc0g2DalQXjvloCP/rupOsPiR069sxSP/kMdS3QYTjF9lpqBN5rmRMrD62Z6Pvdn7eEj1jmzKVJ7dqxzueFFgJiR5m8zBamkueNf9snxnil8SxSFVXg0KuuxVUCt46ICc1D9/emilefz25X1jqFDhC7kUCC2Cwg0lD45KH4x/xEDtI81N3MLBsNQqFBUHUiAv9z3Wa/JJ8fpS6qEymYrwZ7sO6vqVJoCy3MpZGJMXzXo09Y9RF0Bq1QuRSo1D/xma3BFK5xRoVmDh7In8w87KE72N3F4VVgwhOvJCwNXDczM9NKTsTmgB8k4oJK3p3DqOeKUO7+jjNlQsuW5BwIjFIKUIp3jGjFxiQkg5yhehZ9JURr/L3GsaDqTnVyQBpEhq8zQKu2KxDpBH8QNL+TeYOolnKUdbJUDq7oCfRC57bBwaG3Vy+Pofo525h4XLwFEZnNGaYc6RxUNqCBmtDE83XV4NrsoKWcrbYG24zBqcjJ1DZX1h4QG/xSFV/wyjHZ4DQa0QoEMydLdMQ8p7njl1vlcOdXsFs2MEQo+bzPwtKn66tx91wdyJ1Km3UCrgw7DURgMXUscyPeWJjrUVtGEeSznOwfpDNhxAdOqu7tuymExJyINHnHT4P5DGqyQ+50GR0kQeo9BPUc5Mz/JDFWOp7rJBqOaPghF5jKWBHa1m/DzgAcqhlIkX9n0hpNBTVA8G1laiHoKw9/0nL7rFccUg9QOW6q3ehubu85Wu5P+nfxuD8QR+fedA6gxYSi/7OL6YIXTb3DayfcJPPXXmNAo2Ogr57hz7AL1jvTCmVHiEfGyhtkWYoazqWeeGoH/VjG8AMD+f2rLP8JCq3jQT9sGpqerLXg0mDiGkOs2G91w18Fac2OQPPE0bIikOqSUzKOh+vpYqsIdDPFP9VgQpaTW0YICMPm3rZKGKZzMrgJSkcX/BjJRukKBINOnRFuaWP0BKOC4Fih/U70Kjst5gpaI9bNjzWKpqwU3o5c8o6q4bmKyBRtjl1uKQ6nxaseo822gmlmZ4S4cghZ1UbuJXrey7ArWNgnFCZTjMtmi5u9kLHh25IO2HezrUl5J5nPkuB3okIqTWlG+9Lbv1lEy3/78vqL65yMT6UrTi9wOWqltcUSpVOfPTZTr8BUtJru8NhMxzMHVyIbO+c0qovXzQQD2wIBVhslq4dp3vAKSmsgMy6pqaGkfhGfjYkKp7kauUtqYxToDsD0fbkoksDql270tzlJAPVlacvD2WqwtViokOA6lQ9LQx+7jqZNtkOMghlpGAazFIaWpWoxSpi3tZ4bNeITqm4kETgtRjyuNymTzxvtXqLh5PCYXq355SSZgBhkAFDtJa5qeFYanqCWjC+8drNBooBDCcTPWZeZDisVRVmYswuXdmh7sHpt4vTL6oz22TfQEpibTm9uRoYw2QWjOySCti73vC4uNb/PIlpWm7VFGEzInrYougIysbOVpA+CUGL7j1BC8kjXTfhWwkpdTPfPKKm47uF7HU0I4T2runVfrrVJt9wFL8dpbNUpK1ayuh84Pxo7Hs4pmtkxmnjn2U4qGqKEt170wXIFXearFwC5ENqZZt0CX029wAzEcY7dBTF8VYamxjBozHvoaGkErlq27jIhfFIoSUt6/HeZhNoN5gaErVMIkVrsUgNX58AXauhVNh4ydEB0CKVvyM5/unpws9Nnuwv/qRm0ehELTlxrYNP5qggZzefVFnLGSN9mFYCg31KmVNj+N1QNZgDZ+cbuJBisdSXQ0ywp/YfS9r8sgpUpVZes4Ev4SURDM1/3GMur01I/M0pHbOu3iZQ0O9wnt0oNq5VXgr0z6wnMDh0ZENph6dnoDU9KZUhj1vDM9SUm/X1NaFHxBFmZxHmOObi7DUru8HLJWF1MdtLcpkdRiG1z0jw3XDGla7zoGUpcJMWBumoIt9lGGt5QByXF/SUbaT2lzNAHREBMUjGT8tU1L2w9qqqkjb8OHB6sZlL5tB2JCaSpGUXXdWJ4wE7ow2y6iiil/rcwJ0JHco5qdI00uLVxCLEFK1Fx3JtRoNhNSMuXRl+9wqTkdQDFIjN2UwPfX9TSgmRAcDKenc89vHg9Pqh4Uxi1wIC4VQDqoue9yoWUYwia7wBjuwfamRI5WK0IcOLh8t9W2jA5G1jh4q2N9Gv072D4+lugZlhCG0nBoMQR/b5rt+3FkxyL7oS0FEaEMWVGcYSJ3jukUmfmudywZS+yjSP8ctguzDYpBqfLWj0kiujPAGLnBCjoMdN6IoGM0LLZ3XtbFqeC4boixlBNvQ9y1+QztagPlQFkKVQTdogfGEtadRk0sGLhxIdUaaFLsHUNGlas7EAom6dc9NDa4xYmx0MPckkjGrAVZnjTg2nlIdYY/dbnP31eXGTFAgttCLTWkfXPAWZNm+0Q5ZcZa6TqNuB1gMoQipplQjW5j2CyFlHLW4U/MD8HQqRbkPbvm9G3hQDFLzZphc2Y+ZTcifW4QSyLEUXRGNtZbqoM4X5rZAeEhJHEdlyEQNuo6h45p+EfYfDEvV3Pp1UAQqm8nVkAzFO0IkRcaT7LR4LFWeNhFQv6G3RlB6/8lQZ1JFfdWXYuWBgVQrr5KjIKIsNdnjh9GyEPbUexw6mPRaTlXo+y7soK/GdkIhGFbOrOTWmdnNL4tTk1WCDywOqaW0wqqtYKeQ9wstfqNPy2CmqkeQlUrnDWAxJYPm0OCoJi/DhdTwUINiZR7DHe1LNy4qnZ+EjWepx4BbqTJs1e/sphsMduhly3oa0VhBzhUgZTQ+k0o7VvtCYb9iKcdOAhoHcAhSynjHnKDfi4FUXUug7GRSojZeduj9S5ZCtpjsFYGUWv0S9aiCfTjDixAdCFLd+fjVI63xoCuanVjIpCUUop+oHxZM0FaIQUo4e8Lx2NcDc3copV1vTkSDiSi0mX1Otl2Dx1KdFwEbCT01ld3lM89sjLb1QW3/qi/F5LrAUq2CEkeQwrNU2wHMDJf1/X8chWgKPiE6Cs8sC6D2UfK9CF9SKNR59+nJ90NJm95gfufjUFzxk45vKtyhNwEGUU6EkJpcGCTkfRH0sLP+FfofkEc9d0yew1Ifuz5iuwL61jznGLhI2lV3s8ztAjqYO3Atf4EqTuqjVpmKtlnx0yoItbXsQy0QhdQQKH5F+lKa2yaK1ugpmR5eyKSraON3cYSQgj72fwp73rrGZ490E/eY7a+KsVS35QJW4Nzv8L8tenkhOgBSsvW6/BeS1u5sy2UV9EdgSksoRD8xbuygcUGAlG/ijQmbv2JYStLee55O6Oj5cMDZSPHhTV/nsZSx/D3hJu2uYN/LXnebZms1rFB+ZUTPZwAmEk5u0CVfWd5Vw1VjxFlq4AQUMs/Ca75AWPGJGe/oIFsd0DFS+S/RgBjHCSDlGPhsRnOaacUFlYPHcDHJ7nMgcVGWknZvKlzWE34dopMUQmpuuZ8wTfQaa2o7Bw5X0NeCMflVzsJ8NqTood77VSFL1YwsN9jJnbw1ActSkWsUv92lUxEUqZfBrjhKW2bDS2cN/SlAanjsXhxSUslI2l6sL+Wo6Ac7F1QeV9jvMqnknutGtiUFJYWBlMRxF/c8zR6u7+ou8BuciSt+s3vLMJXr6UaD4uY5IToOG8KyLZYi0P78LtNfcwpVKETHqn55dWUh5R48QaoFx2EsfhJ159ynNm5wI+fRw+IppZ3bYvJYSlrzrO3R+XtmLpYeu7zStRcrQZhCr5x0ivzoqszQkArGm68meeYGMZY60ylVrobJAcH7oHQE6GAlfgWIsgWOhUYPgZBlUI90RKhvMjks1IPFHZQ9s84ma4i2KKQo5TSty7GSp71CSLXGAoSnY332+bUjhBY+Qsfq846rZgog1TTdwo9YUr7nhsn2a/maW0AHKygNKdRQwE6Vut3ttFkUUgO3Kfj2IizVXrenp8giLNW+Y4V6R5Ide3Xja6tmvdI8M8XKBvLiICVxnMVj/oZlc6ibV9g5YXFIPcO4tL2hHNe/xrDU7MqE6vXam4sVBslXT2Rk/1b+N3hEIFUDk6zQR4KWSdlc0B1zkjiWgv5au3e45XBs7HBs794KHSsepHgsBdaZ9oHDoUhNuxq14rdvQYII7i+y8ybuN9bU3xzRVdcdTRyd53WWrAS+L6VxvMqUtujEQO8PIeWoeVWARSg2RZvWOJkSQGorDECnbHaZL2i1hoM+mJJEHSGjP9sVhRRMnB3HZVAIqXOrjzCllx7fP/sNHqQlka67N27N4ELqQkcklvmTTaTSuheTUiVrzb+dOEvBq8G7BUN377CTDCV7rszLsFiq/hJM0mCe4OYk9/41Axsqqti4VHuGhhTVvBQZXq+M6ZXBfgu77MCPhZRkNRnzhJusg13YdMX7Uo4nvZ2QpfELoIToGD1qVq3sFDoWjg2AlDlv2kFZFQqhu+q2JhhIJW0yG0Up0rN8TQnHUkjM6O0eR+7xLgyjJPqPJfbr8VgKhS8fyE88rNzxEwpz5hbd/tIZGzfLfDA3CSGeJH1NJ1wJPEvdbofA2HJVwVfDcrICdOTuqzWrfVGCcF1ttAtrukCoAmWKnHDejHSC661+g7ljDQtj3Px9ASnnrDAhYV9KKjnWeQC9cliQmu3eEIEVvtWKDSnJy74hOy7FyU3n6EGApEJNBWoswlJKlX0i1Vq/fgqdUn2ijmWvLwgZpWCesJknBHZilGzk9gG6ZMVYKhMElqKo+Pv8nqUyZlfGl3mlJwKpyMAKzHgcXBX5vGIsZTyeICgieKfhFArzQ4iO4YptKhobyL85ghRl5oz/C4WQ/WhWi+YK6LTXTpmNCGbYyECpYVkKPcjtOS6tdEPD5+/OJ4yeCVgKBWcqj/Ro0KRULEfy2geSEHWaw44GOWqXwVGULpHhhsSxlFS64fQThOFssbadPhmISZkRFaAj96Cm6ioMk7J8q8dGJmjhKhCqtOv1JtfF/i1NTO3nByVAqmwOk5LAPGE0LrlooyzdiUIKGRF85X8oDqQ27gJKl2+N9+KR9RMTRQ6WFcwWWJYqP4CVY3YwJWn31+se78FS6+HYcwuQkkiuVUqVdYa1CKFQYG2LR/DJNjO5/rxwQlL7A0AKuuKx3bOPY1D8qKYLPq/iWaq2/AjmAw/O48oO0heDlHq+AQw7oRM+a2SzLERH2/Ed5fbP5kfw21d3ZGTosvCGeJaSqucG7fBewfvqTbme8N8V+D0rKsZS+Yir4WvbY+xRKcAhdu+JnIjxPgRz/BZqsT3zfLSMZzSDOik0olT24GflHPMge8WxVO/sAhpbUrn9zc73u7uDSp4yJtqXqkyZScrmnxBsoobSEkCqruJmoy7SmduSoXbxxKYkf9aXAoPQhYP7PvQvvuJXM/yRKwIoB7sLGhiif48vyIFU+fCE3UYVVu+iaDXeyrABrAmL64WSZ6OjkJHxzNPR6fv67NKGc9AvV9o8HZz9UtlC8zqwy8iaDzXC6k3PRFc9rOa6pUJIeZs9QIV6k0wvh+3QVB7dTXZVTiEjIiwllZzo5ERgH48NMUg5vGUeQuZ6x1IqDh3q9mMZqa+cZIqr5u7CbjuaZWUPq/jVDMyDwqfzX7Z5DwIeIiqElHCOHztOSe8OLHOznnGRiGGpvJBmKAE2QkMGYxHPh2F5Zh/0NrQvHziZKf7+yJ3SgB2XGj/sQGZmymbqaUhNT2euRzXcES0BOuj0pJKDmQBsFGBe9vKrK3ouECq3rJ1raEn4I+16ebBR5PMsj3uLKH67kElPM/O9mIjQlQ+p2ro32jQGE7tVelfUBIuHE0satgT4OZCq8S7LVUSqlR0G1sN5YBRNv8YaIMaylKRt9ebs7Gy293ajLyojSXlgmrOzCBtSFVEoaVX/Fj2fgZ2aVDI3E4PdHk72ciWCgVQSdexM7pwO4rNWfseIDokgSJlIwyfWhC7KUrXlM3ql3IC1oEOkQpaSSh7dJOyQVGWkdxxXV+079XbueKVQSCLxToLFFDTGuVrvasCltD7x9QkcS7Er6PirTUXE5rlixVjKMRmCZbP+K3b5F/Grh64eUmmapvZXG70OXsuEY6nnPujdgaNIsB3IZCZP6K4+wk5CgA76YV3LLvq6hh38AlOBkNHBWpo8+2RwwWCbYK2oKKQkkVeTHkbOejGnFvEhZVRXe0Dxo3TR5c/1EWRE/wpSUmlmwk34d9hv3V19D1Y8u+uRhQ82OgphjbW1tVXjO/dmnV5lj868j7B3tWUb0WEO4TuMzFG2+40hLk9Je7d23CZ76rSe6ZYKIVVz5ycMPekFZKRQku6bEai7hUzQPrziN/Copcxl8fjeuZAbQQyv+Kkrnn0UEXbil6jhIAXdrGixBgAAIABJREFUwQOX0h3YXWvr7W0bf7tzy3TWcU6SOEi1TMB2E+TRS9dlR4yU6zZ7ORKQP0xfyhuJVDEbr0s/4mAG1eb1zWyRFGOprgyahBJ7yYb8+m9k8WVbS0Mqs5XTIVhCmL6U8TUM7XjWoW0klIQp1djNkhESDv1wfH1BBrqb/+aWXwb0YwGkWDFKpYebdhJMhflpCcxDcUhBOchhY4i6Ln41ErKUVLIWcKlUNmvs/q67qu5B8SWkJJKrZR2huys0flLp6E0Kui4mwxQLIHyWyk0BkxrV7XXbzS4Y6ZXFnG9VXB2EjcPxMz2oEIT2ZI4zkCfVDCyeymX67bP8JxNCCix+ikCi49MM3wj07bUuDVNq+SseUiPVHcr4/WDsrZLXwGbl8JDSfLx7CGXPPacvlE8ID6nOLR80zMmN8YGBgcmjCxsZjXPt9kJIwSzyWBRGNk+qOyvMOkLuP+JhAzPHz6iJ1NcPd2ZLWa15CIK1MMXKGvIWY6nyUzSw3H/AExH9aaxts1zTmt8x5mhHIUs55hM5RZHBlZLyT1+z48ejY24xDdvU+E+ruIzLCOKFsk+nnjrkwACye55aWmRcSiId2JpW6BOzw19DCtZs773s373N1pV3qb11T9+FlH1ia4TJ/ujNp1sGtver+U5WPWSjA0LWvmxU9EqMdRUf02VBE+zD7I+tDkU6eeTBFlKPxq0wM0bm6rtYiuTaWaO6rf6lQ+eh7OHGwtQfLKQIlV0GS69hUVHfFD8ZlHM8pDaa0/GDzmqtuQNrD8dCqiYyE4U9/N4HuJhgigcPKWNXn1+llOn84AKwA3ag0uIoSIBPCKnI5ZNNRRnC673nKdJGxXf4NiIMS1Xf9UX9sYlXqAldvc8rQZJw/zuOggEpFWOp+n6kOz8McbJW9EdNY3ZxB35CUr4ZzMYhrT2hFQmwuMNOwrB/M3TsCXeak0M8OqZu0CJn8w6WozB9qXyewcadiimgZXJl6vM3cx5xlpJ0DZ0S+v4R7qQxWoyv+MFXOFw7ezmm+13eXhpS1RpeUpy+lERypvUpVQ2L60yosbs0yqJvj7M8gctSsDnKzvO4xDH6fNRPDxmpQk2c4NnI2JCStKXjerSlgX/wpd5bQ5886WivH7kD6qFkcZZhCAOpHVj3hdQIMHD0O3tZSGcyLQKp60Rf361k6tPVj91vBgcpaedwTA471JwwK8XySTAeITrgSftySI8qEHJKUhce4+06IBQaXtyHF/L3TFZVJhWkamZ1ikkgfxX0pV60BgVhC6RgqVTvwHYayNTX/JYPnvUUY6l6KyxUVj638USK/KxpmacVv0dMGB5LqTs3rvx2UPdUAed749zG9ely0qUgwhmOBo2H1FUMdvVWNGz8EFLSgYqntNxO2d37GeHK1CKQMqrnewy6+UthVRJCythe21UFp8yAoyFFRI/4XMqDVMvWjF3lGnzNboomrdD6XYQsMLFaztFDOOjw3mR80zvP186wz6W3Ebroyd5IHSd49gNwhNR1I7taGaW06X1x58UdcpupfqtLpfB07LNsi5gNnKWR/YAeNqQyxe8z4/jt8rAs5TiVLVyPSBxTsiCuQcL2pTQfdx6KMGuXCqowrzYJ0QEBpHVDRymzDG38TFkTi2sc7RaeC4VG38sAUr5octkqU4Tv5zv53wnDUpkE1DzSlpTWdn3GdTKKtHdY/g+87ImzlKZuC8o/YH4Uqju8OAo/1eWWKJrfcfLIYyQIwu1LOdaX6H0jXNHlt8cRGMWua2m9XDD7F1o49IGFlHQbWltDz9OQSM6wQhLj4dbrRNhD2PxHJ3OjQjQWgZRE8rjbb/qo1BTeNOcTQooVpLYtQ5sKvax7yMuDlLfr4DSml8+0Wkbqhi2XHToVSQR3P4a5WWSxVO3a6mCIsg4m+mHRP6X3dZxtDHB3XWcS5EAKjPOH55m4nO5K6vxBcDqXjYommi4qWrONQFZOyFISyeHBM+z3/FE5NypS6DhISTs/FXdDUBXqA/GxIe770EkJWUraWZeE/X1t09XiypEQHXRk0hZLxRvalPpkcalNcFqvUOhwxgyQ0oNRDGZhfk6NM4XGugpY6irtBk5XBlefT2AoXhkte6jk76pcpC/VWX0F/aIGbV7HZyUl7q2fQWso8Avlq1hinZldFdIlwunFwu2biwmO2ieiwxnvSdgfYwVHhXQKeEg5Hj79dtj4WTZRH8FVi6KQanlOmq5/DKlIBl5Rn8jZpvNvz4MU9L8anbCL39HDy+PU6QIoE4SiX7DRGwsdw//x38HnBAUHdsxSkK74Bj8BVkqcrTGhLS+/hz3Rs+oRUpEUFDnxerVXx+m24CCVj1LMg4VU17TiAw3B1PVPzOEaQCGkjONzURjdlF/hp/fRqQvRIZYp1n2h0FZ2UB6qK+HueWY2TmWJYFjqZQEGb2DE0RoN2KD4+jbY2wjlRMVZqu0BHabRLLKympMy60fkAZk0Qn1TgjaJy1IwcgBjvLrg6SJrl+jJ24p8jyIbJwYdxpqlJjinYmWLQ2esLAjNhI66io2D6764R2+39t1XlHPNYjnRopBqvFn2/BhSmvYNWIKoso7zrO8CSHVGPhKEabCv7H5/MASrnqLNmZY69huBn8VS9aEofBkSBoqCM9P3OzfZDYh54emfLBxmH0tr1p4zd2XhXG3yhz7v5lunGrk6zy+F1JvRKDE2GoClMO2YEFKa6hd0to95XjB8Vng/IToKz0R9QqH1uB/QgZy8+Xodsil0Apa6zcQQpFRuD9Qlc//bCLPomiUr3peKPH3Ch5u+4hi1WZJ4b40lCGNZMlO1g/+c25eKdDTAuTZxrbBLyJHDQErT1Scn3P4KTjjOD4FQ1ZbfBQt9YGskuXNDjHWLQmp03un6MaQkklZtCGbyP/KmYwogBYNGp6gTQKhgv2Iovo6tWc4LoR8sdIzS/E7adFHty2y3aJeDK1SIUK1euzAH0KEzRPP+LGb23S+EVEqBIOVYJ32H31P8ava1dmguOkRVEHgPIToKLyfqEwpNahM0oGBC3Ad/A/9cNIJxqcnbBvg+4AiFXX7xhMVGUZYCU8NRRZtoLnEPNOMdATsck5EZ4D/lslTt/Mvp9v5HBTZTBVEBOiSa1r2wXen6EaRmt90ymPVDuSe2N+ZYpq1COuArCqnykbOml58qfhLJwOL/yGDyTHEHHfl9KZSLtmpn2ucC5qGo/unT1SFhobNYasAEMxZD06dPJxWHbV08uznnnVg4LNw3qkcrn3f2t8FtHLf9TSHlvae214e8kye6fqy2LWSp2tQMdMbJsr8DpGjzBPSmQk13U/zFfbnSErDU8OgmOu+OIsPx+7vK80KfpVC8RfpSVYs70LS/TWHFWDHwvMaHZQ8AeYJjuENhuCzFkxL7KYSU19kEGqMruigmgumAVcJXAs1X2b9YREMvCinY5eH1Zk8jSLOoeQK6LpL/3X/+38onBZaGSkFEtbPVfTGaqU7wCi0LHQM+NyzlGMWAgR8tS4j/qMjvX8ZSEs2RvGlzfvwqlFgQaC0oA0JIeZvgpM+/D6TAiI4KXPnKzG0UFomApSSSgziid9tmRqxpLjIu5ZhdM+s8a4JDWYUJc+5IL1cTsOnMoKDKc1mKIyP+AwspmKHX49z6gdB6n4106eKDO3PYOYHZmL6AVN3aVItQ3f4KUtKh/+3O6fBXfSnIgKOt5fpkE9zuOcdUkH9LFkuVv95lrrD8kg+d8/zRkDLubWrTuzupmYcXNT9v6LcQUp0hWMwG8w0FSg5LXKjDsR6KeYVCnXPVdIEfYw/3oeMRsBSYPs/QR9rf2+J91EK64n0pddvszuv7bI2wHhWksT7je5OJCH/wn/0qllpuUNnsm5Xj/PgLvwU4bJuXqfr7zjhnRhaC53xfQEoQnr7xBaTwQpi+FD4g+25J6ChJCDMuxc6IiB9n8YPtN3q35TaFS8s1KeajEEKq3AMcIPOJmeppSSE68hGKe0oSwrCUeArME/G+FBPi59ebfbM8KdBtfglLSWvr+mIqT3RnLiKeLwGkOg/vP3fOzqcc4jJf9KXEBP+ukCryyiL5+8MhVVNVufK5sA8bqWNzKIRUzcpCKnV/il/jnYujJHSUJIRhKex7cG6KsxQn2I9+NFoWYpkWvsgvYSn17GPURJg7Wvmxs38LIMV+KOr/zVJM0fy6vhQTo9hVCCmxkOz7JaGjJKE/DUsNj77c3QpMeb+EpYzDo9ufy+9nQiMzq8z/USH1F2Qp1lfBef/0kBLu44d7De69vwVLcVNgfv0SlmIiK3r9R4UU3m5RrCj+cMWvWObg2Z8eUl+s6sW+Xol9KcuP3dS7fqkEIcXg+k+lpt5LELJY4okfp2SxJBR3Uz/Nn2XJXoJQtd5e/eOUqu0lCE3dlSSkSPw4e1N3JQhZ1gcVRz8udBB6/7GQ5Vb/85QsSzJb5Y+LwiJBBv3f7ncJ/C6BX1UCksGfOz/VX4KQwvR3EhqUy3+e0qBc4f+5VJwqSYiK/zipOOwT9mOhQX9JQooSys9fitCgqZRCL0mov5Qv1U8pSyh02AHtp06yKO/6sRjMgNX+XGixBCGpJFn245SkkjJF5Y+lJBH5XilCcBjODwsdUvq5kBTGpX6cEggpfl5+JQlJYY7f4k9LQirRliJUbiohpXKPrPfH+ZNiu2Vf3PwlFr8v0sg+/kc1T/y2+GW/b0n28JKE/jTjUvh6/9vix5TLP9HsCeaVRa6/LX4iBfO9279ZiimnUiH1m6WyJVgS4ZQk9JulcnX2H1Xx+z0u9XeH1N9xXIppcH9w/TUsJVX31gl2OuXl4q8Mqc6uum5ww4KVxzBq+5ulikOqtrMNFV4ddt/nL1lKUxXphjOVjezK9M/AUtLa+ligodj6NCiRvzCkjGebAZvebremDtifFvwlTYQoSehXzkTnvQT/5y/tS8GBhk0+u94eWGjnpwO/v4RU48OyzBeerWJj6k8zxw/zQnDrC5aqWdrXarWtvNLgo0NzuORRuW/xKTB3+ULM/ey17ba54+Kdlw48+hNMmzUuXsUNaIcpwrB8zc01e+8J3pMiP38NpBzHex/F1i/RGcAv7iiSN/Tol0JKvZ+EU+5U+sFvHp3IyptRvX7fEfBQpGmdtcEvbOeCmePn6G2cP7jaqBDdQ+dPM8ev8yQMzfMqb6cVPjraj29klEywYphVOuDlC3Gfjp9QSnc/Lx0I8ieAlPq9zEMf/EEEcJD6o/pSNWcPqTFuIQp//fGQ0qTisC+kXd6xhlvuWJSl1JqKIOwmBttZtQ6whXEsVTPUenTfvP0q3MsgVyglzvETFumXd4qwVM3Y1vtuWEaqyHfeFHM+OmpP9u3Kfx2kRk5VpCHxt4GUZvaGdi/3F9rlspWrj9UxzG4rYha/tud4IHtINxEo+wlLjY9UXH+8HU0vL5dt3rDf7FewlHr8MB5OT2G+b9VW5dNHoyP7pBik1u+XP7cO2RpVLrZfyFLS+pEQ2k4t/lr9877U//XkP+rRlheGWP6sBTqHOJbqvlrxR3XR4O7DMKZM4NafgqU6q9/MAWgjlMQn79PxIdW5vWD7V7LU3CZJGhrYFS9bMr+CpRytcKTP9PRFSieD/Z8ME9rNyh9AaqAMdqpExaD8GUtJ57ZOF7TLVrQfrGuavVfIr4CU5rDaTjasY6pP79trQruVK8likNrQKUzPFezmPxfbL4SUcfIcHYqhaL7ltcq5pIqy1NoE2qBaSZmbuJoAjqVmp2egnOG83Tg+oSJ7T2DKUPyWpv04Mybsn7AFRFmq6va6ISRHO2oqleardg1HSOFk/5T8CkjtAqS+Yqnh1pubg52LixRynxsjEU4uCj94q3oXywJR5Ax62JNEqdf5ohM7lW3SQnjaJ8ZSQ0kZbHmJ3HdZqtdy8Ly/vzIxGDQYfNBGwykAwUrW4uVikJK2l68tLR0tbFfzd4XkLkGsvcnYKddqG397Y6Njrq/fY2aOTiwGqYogJd+/0vCKAX6KQErtmITjooXBc3ew6FCvZuBoeEq50ubFCrKEumfPb7tYgaS3zv9eTpCq0M7NIrcO41jK2zJVfXDvUco9O0tcAOai/EUs1V771LMo2mGj0xKdPTH8mkLbF9FOtuvlvNTfgqUQpL5iqdkPrdbZD40ecqrp4wHWF2B7eZDad8GbIJd9G9jN1dV/NMDXeMQgNdqXOxLt2yw1euPsM5ng8NdCoqrMqjefw2KQMtZ2Z+7uAgrXO3NcEiPGhZT3aRe2xt+ZZbMfCqmu2dKZCNNFTv0pBqm9MCVLvec0RCYVdBWBlKOm+nGcn15BjoWOwk3N0ycc7EUqHwq3OD6W0Nza1V0966H03Q97epG25pbZIS6V4lgKCVbtIUbUvrNjyUf4i/pSiytp6xKn6qhrRj+WIqxbYiw19BG3ZttmqIeqhlWOhRwLKc9SPvtYD1+IG+g4QX3JUtJMAugGTnYDB4Xtnzmt4BzYmY+RB6ldE7wDLUWa43CQBBwO6oo/8Nvb70DqO32pyaX9/qgOzupVwdEnHnfM7IZKZXu68eazJw4pY039034oZpbBMfPXvLO2uJDq0s4A5R4Idn8tP87AUaPWh0g2tWKQ2pqg7IMpTluZFcJDyni8kdx9ow8Dbr+ttgz00m78cm3teA0BjYWO/JtKHGUx6A3pQjeFWxwfS6iqbWC28E2kS9f/AVQkwrqyWtXp5WoUOJaCWKVei9kO882TWNWPxVKa8caKg/vdzePx4apvHs+bz/Sm3Ge4zf9CHk3V1uA+23wixlLnTnRcb84RhosXdjR8dNCKn4ubEjs87ecLcQPAmbWkr7jiJzVOZLcNR7kCyiEU1ukKTI0QHNk2DTulZimKSjvlNFcRskEvNwO4rTHpECyWMuAgxVczKlaCND0p0DGmvmBH0qoDSL1eF9IrAqnOOei+Ij4ldMkrbga5kIokrNDr3+MGgV/1OymlzRA/y+WqGKSmpklbOIkpQDykgHD0Vi19Hrx3e/ftcXQWufWnh7u7925ImYWOQq7ae+CQLSKsFbMGY4WQuHE7LYMvpWhaainElvOJsVR7Yz+o2QEz/wxwWozFUu3rxxfNlALWqTYOdwm774L0CjekVU79diWXBTtHrt3p7DlL2YB4luptfI+yz22Th3aHWXouHx0IUqq+qULSyNc22s3REvhC7NBq9YtHae+7EH5flnlCauxDYPIkktvv79Nav17pCXa8dQs6RQJIHW7rzMnd1YPVg41zOEZipwPsSKrA/CVX5/mSpeTB5flDdq7BD+jI8UH+wdlM1OMPD6anPzY2NiqXLFdBHZz6WcE610YMUsb28Z0V2Bdd5lEBpCau8lHSHg6kNI1+F5xpIITU3KCZ8DTvf8fiN5UiSXd/gRjyyeEh5egwu0+nhlGo9vm3iWanU+t0Opt7Eh3ahzq4iUVHexzZ+6zLgp25colhhQBQ/5eDfhgKJKLNZ3WsepcTEmEpibE8GbBBb2peKMKx+HXd7YbREcmhMu3n9t319fXq1Egj7QbaBi7n5yMOLivmkoWLsbuDWir8pH2RrTtF9M1buItnqZbKPtBjmc4HaH76dMs4SwhjnrDvNhYCIF/j2hRqvPKuGKQ0NWdw7u7mA7eSI1EWpCRSOBIOivkzs97SsncAa94UCn3DIeYEHZ7iJ7k0l52sMRnpHL5Cp1jbUkde5hZ9/QJShEI38zDQxhHBzp44Cviig8n9V2bUcQsgZQvwTiPNkQg3NnUnOlMTNu1FtcmdPuE+5UCq1uJB57wJIdUKh6n7jm6YOlGUpVIknLOIaaXxkGoPkoHczqqOxz36yCi6T0sG+385pNT/TVqPOKrhw8ItBPqXGEtJ1AtmO2j4T0MYIRZLDTeY0UF3oOYoKJk7Ho+nP/aWkKs+Hz1/b+4YxZ4NieJsX0yo+JAaykx7+rZYZIBjKbVm1RkklPqGEN2b0ptUlCr4Pl/IJx8diKXsGRbm1EOV1/fNC/tXFW15puILFaKTSMYv4fAE+f5JUUi11fcrlDKD0zLZW14+MHr8lOpI9CdSm2cvY43c/isfUmPTT7d5bUBTW5m2QisRT+azRmelKKSoQNPC6ccW9ywNEMOw1HVZg/P2cn1sQENHO7dtkhHywQHWUVFiLNX7vA/9LtK98mwlvoDU8AEoVBhIRa7hGCzf6ct3IUUGGlmVgc4w3jyhfqzUkQ202geNde/QQ0ciHgqF+hag7ViaQ7jEEY5jyAq9GyK0mW/QckkwF5wQ1NzGf/8/QBfMJvuc7WVCsq5iLAWQgo35KephlBWY8bL6UlVnpzIV6lxDD9sm0+l00ZlkB+20m864P3jMcDwjm7927gdt/P7NWHOfNTWryYfB7onuaN/22MEstp2CROGMC4ONUMrM9ywhDEvJDmidIBuofQ2NxyhtrmTh3OxikLLcNRBK+dFzUUiNPMagpiWumHwMLL3tO0NgKAx/7HHrBR9SoycVjazcjZ3OgGHXEyxnYqKvopBKI4vf4Gtla6Pw+2LQsfTuzLAiPgtRFOHRsnURjBAtMBJC58DYwpdtM4ovIDV7B1VOqdhjJUR7W7bhi/m2r78JKSXhOuY2LCgWHEs5Xi9kVPMjk5569GPlM5VaeKpuGcilhUOH9xEdoUb0H/FMLUw0WByCklZtQEMPMje7IPMyuBPlsw9pSCmVd7OFsHkfi6XaxypN6Bwq1GeF4kJ9V5pvYSd2aJAI8vnYmxfjerqSg/yxQOmavyf92mUsBMSx1NJ7XK9yld1fvpj0VH9z5kAbIGyejro8FfDRgVhKP59VitSdo5MbH06ry61ze/Thh3nm6/KFCnmQSLY244CWvdZ8CvmHLMXv8DhMEOajfE+3amDy8fIlFDS509pLDjz4kKqaG2If4jVyVoYgZeXIiJgnOg83kM2K6tgY6BbMQ8ey1PrBc6Eh6xre1UFz6H/y5t8Iqy3ST1uCPkjJc99YM6EgfB3PLBHwchS/9TIwHpG+S24QUC8aoI4EF1uZQv9C8QMls4JbCihCHKRqnAm9LZPXqKTlLY/nl5eXh0MRBpI4SPVew17qSmVZxQg3o/lfOCG1d84Jh6ErbTNPrfmAbE9xllIqN3m9elqWxVKwCfrdfcPFuzPdA2dbQv7yjlKhrd8rWYersdOVSCLB5e1G7i31qsLw+cK+h+tLpRSA3vDeeW0LzFk8XeyVLDZBixiz5KmAjw4EKVll9ts46vbezFHAvSEUdBF2/zSDX74QOxdLZYAWwyjG0lCAlPR8PqhQ9B1zv06Xs0+lVKhWOC/KhxQ7KfCP7118G1LdT586KHUqhVPqsegYarXka55kdGoGfbOeyhpWHsRYas5tAnUksFcl6QBILb+xRMDLgdQt2PuUqsF1bpD22l0wbip6RuqZ+19BivCsZltCRgBdcZCqDXlsMgyjFeRw6Bi4p+cK7I4IE8kK4oTa6yqgZgNJHdUxcC2kgnzifSmnFd5fucxraWhpFkvB6N3Q2Lul7fZts0dFZkcPs4wFwpTetR4RNu0oDk3jluHpMkJHl/8z9K6IvXESFLKUugWZJgybs/WaoUSYymx1SW47UNtXGFnhowNBSr5ei1Jtn8pok24P5Y5ur75s2vSeJGOm5AvlMwWeg6CLNPW0oRh4rgApSX1jj4Iw3y1xQnj/39tQiqo+To3/AlItmQ443twX6uLEhFf8hi4m4GzkYpDiFbGkqztvpOrqfV7xU4SraX+U/ZFEIaUzKfX9zsbR0UEFET945GSPB6kwQMrWMcYNMjy7DLcVPY1DkfoBB3rGh5Sxu45p4iRg8YOjBjPd3DjgFwZS7W1hucw1RscpCJ+9gUPHrBMpzfYHDL+LC3W/7QKk7LLUce70ev7sMVGWMoKlANggdM0fJofEWCwFncHy4cdu79DY5fXuhXYiGqAd6p0C9Q82D2GOLEfZ9V6/mo75Z14tdcD+lJzOm5Claq6sBIwHzEMcvdoZ8ma2VtKaAkjp7vMqAh8dCFKecVRrarp2TAB4goil4XM/yvWK0NAwyk7xmegZ6HeZO3AfjAUp2uLnHjzLRpf762hdhK9GefLqILr/BaQs0zADgwz0fwdSkwkwZRSFVL5UOPmif8xOJUA5V4R3Cpogul8MUu73a+P5qplQNLNHLZAUl6UQpOwLLehBwbUcD0JrqIgPDIzcAteB40PKsXWuYcLDuBRMz/rkVAf6mRBS0shQ1O4KCNHHxAVXHKRamqC9o1wcvYglgheaQjNLKY9vzcsEZdTY3G9RlpIe36BDe2X7VcLGmcNSTMSSmpGx842+GeT66AU8SvLoozP/mOuJTJclLHx8P8f1y90RdkA+SxmHG8tchMn3jvQrb+WV7XSjV9KdgVplWm5jBHGQko84JLXlrW/NeqVKZz29ngckPYKx6xuQiozuKpT2uPZLSF2YCFlgJcJ+ZUfrPIKU6yeQuu2PEkpbOsWOB1X0Sub9WNeWhvAXkOIUJ0tSerj2tB+F0d7BfQu32haBFOF7q9S83BsI9ynfusiBVHUQ4CA749Xx6js0z5Tw3d29npzRX4sHKXXv/sqaRZPN5boT4vgeSxnrWgykpwRIocMTKc9PINW1/qzzwIGGE9MtDkl7+fj61uLqxmFLLs90zkVZSjp7mJCrlKoFwZnKPJbKFgD81fTWDUxurIL7eOtHFh+7ufqwPf+Y6+nWue8LOn3u2afLsM0Nxmcpx9Y8jAhYZy6zwepVgwuNEskafCl7qI4RxUIKFL/hyXsPHL5rG5zOomP9e5A6PAMLnL3p4itISU7MwJ99hwNMPuDqeFwEdf1nkDqwQeHpT6/Y/ZvSISXGUsb9JpiJRJCDNxylFPJcDFLR23X1ZlBPJDZYL0l7OZCqNIA2apriNcYPIQ/CP0wutE1c0P0pHqRqDmVQV3NNiUULkHJVc7kaJSVkKePouktZEqQQS/0IUo2b9IC+6g2RVNdkxWbSJ3ftZ9jNnyhLSYwrsufwAAAgAElEQVSalFUPw1mCIXmIyiPLUwJdnrw/3nIn1ArClRKWRzakY+TYY3jp5YpJpQuG9BX3HpelpLXDd592kly+aswGizgzN8MS9R5AylSWzxIOUrKNufHFuyaZyhZseMsuGZBumb6l+K3thsCEPv2q4WaN/sVW/CSWC72diF1VV+U1AWn5zj5qCH1LbNmiip+j9lkF5jL51Qa3NcKxVE19JT34Cn2pR3YCeT+gA8tSUk2VZSKoV5JkInM4ng+e9YhCyu2xxdanWvvcNmVilSfEVvw0NS9gErP5JguNgtQx0HrcbIAaDDqtXDf4VklXDR6kNENRl7lhrRz2iByeO0HDjvLnnF7OSq4YpGqHu4fGDg/nIhqWAO3FKX5zcfRxAoJ3ycsKhIyPM2YQMVjXhjrrDivuLhrMJr28qYw9iU6UpSRSzYVZTygGFw/zKTAeTl+Kucm6Tq41weJjeWKe10zlg3S9ftoMh8PlVTDnsLYm11vzlk+E3ngjBFyW0kweu+2Uyb1RlWMMzVBvuUYyfAX4jb7lWwocpGyp90wPAR86+HBjzOajah4Q0DOQAzZfKJ9XybXVBbMFnvfYXXjmKQdSkrWEn5JbtVtdte20c5Q/WnVQMchwjlWzYkUh1TZ5SkHhGdbGNEwi9BUHqfqrXdBCkFsQhRSGpaSazqGtCRmUhjtwwGvXIC0xSE0afL6ZxsekiaDI9B4nc/CDxVKRkVOFknLHxh1Go1HTXuOt6uoeeUoY7NDyKUm9Lr1wQwNK2JfqXB5UqfrO1VVtG1qkJCr1F1ylFKWKgdTQlFvpMTR6qw4P3l6Xy5oXKgUtiQAdENN6ABovKrEE9NHu9XaWo/rYzt6bRSDU9oZUCLJjc7Rz9CNpRbZncIRqY7jQiRFnKYl0swfWxDVgIFWcpRw1J1odofQ03GlQCeBc5KLDLkubDYnkf735fnJ8SDfr1Rmrkz0+gwS5LNW1WQbGlonTyXycRvQma8ugcM0UZj7x0YHME0qbzU4q7SbtcX529Ng9zBxNMKdX8oXySdS+mqBxDazhFphyJiQBezeemGSkPrpyt7qIXMWRmba32j45HfWikJo7mYDRPd9FZw74TD5wkJrq8aMxdqgW4kZ0Qd2CbF5+xPzIaqXfWcM8FoPU7GBDPLmxA7Pi3IFKQWPJgtRcBl5BFZvwlg8MjJ+v7nz2JTwmmPkOWaXIwOazt0aT43EeS0mM9YduUn9f/d5szY7IfM88YRwYc1N608VyIqrX21XwqV2cNgyVoQAdsNBkCRUe+XkoaTtc3N5M+aMzE6mXVhYvCoSurLC6Sql6uO5oMMgKg0aU56ou36KLsxSCFCh+P2eptesYlJ4ixF1xwVQN+hq5aJZ7IFPW/v9p8/T+wW2XF9r1m31/ylvQFeiAHJaSDi8D+ymdV5yWS+OoSCtJVUchAT46aEihike5/CtTea3sMaUkZTO9VVlBvhATnbR8W2YjyOAj5hxr7hw/iaR2+CDoo1Qe7Wfm7Ar+nU376BpvP5plokPXopCynDYBpKLbvILAmidawwYEqKKQErKUsXvjzofIzWU4GPOyM5b1i0FqaLl5puzsCKbwBPu3NHw5FqTW9wcBUqF079DU1OHiyX4yhqZd0E4ljz0s5r+AwOInLR+ymmzOj4uEL9v+f5Oluid9pF7WMRj1UCq0xpmy5+YmFXIpQAdAqhrlibw4r5ldOnM2p+Uyc09fpnpcVMiovoPRboDU0VUiqKc/LfoJ6dkeBnL1qMi4FCzwKJGlFh/AYkWRDbdzhbzxfFUnD9POhnhPMGBw2e0yj7+v+emj32VfYCo4E57DUnU3bhlFum/Z1CyRHJ806Anf5wcjIrSHM5CS6/bXWMvFdnyEq+zJmPvAYpBSv/QrKcJ/1I7T+3gsJZV2Nb655JTNLss6IEbk5JOOQu6KQ6rtwaSHDvygoM5iWKrxyeCi4/8ZS80dAZWievd8Xs68PTt7YpDSREZfXnWwdQy1Wi8gKbbi94E6g6Q/rDWbPB65Xm/LN+eEdWevhlUWfJaSSNv33kw2GVBa9sX0KU5jRGdTqPhJpJ0xE0nZVJQnOrPgkVGU51ssVY1wS8US/UGTzG6zoeUuqlhyrVAYPBzOPsKkAiRiB4ZiIQpUv+m1PBJ/PUtJF3RopvJghr+UupBTSefL2dFKsi8dN1sDUPnkrp7BlYew3bY8y2JdFJ7DUkM7cht8qlZWRBK1ZmM/TFLBu8XCXT46spCilDpzZq6NCaZxHHmUvt03psnkCzHh1DtgxyPCT1hE8SAFMyrbKoIGu0pF62MUCb0i5OQsIEO8RVhKOr5PqsBqMDHFTw8DqcNtmmzQN144N6rVagFAMOhQO86nc9rihyWvrDBvi64YIfqx1DF88KpXQYNx69XQd9h/WCz1DKNPMLDmH4RF6DTZ0HUVVUFFbJXz9QSQkmha93zZ2kqRJKnUaxvZidB+DKQktU1Rvcpm1xtiHRcePaWK8vrkeMWPZinKHzTIoXuoAnnIYjTBGvDgQeqwMo5eLedIlV2ml+ntKLtEammAyegv70tJ25Mwj5YwaK+ZJDBXaU2N11tVVdVVXl6/vj619bIyHYcFRpQssM8dWeawVKUf6qjnqp4d4e1Vjx5mNmyzlz/y0ZGFlF3/MNJWGFyuvovZPGWF0RW+EJOIAw0HEg0bRuYG58o1TwCzSztHLW8LzQYP9FV0PaEg3ZZ9G1KamnsDcGJUe8NHFE7xe8hVPoBUUwaWr1rYk2/pbAI6Ipz8SiR723FUc8BRUfN5l4b3GH6KQ2q2eRC+QIdw9AOk+JACXdyWoxpS5mpqajJBkoqOdhZHCc0TEI+mM9PgBqJW+vqDAUrlXxdkEAcpY+PUrvPzpOLg49NPkib/Ws7+URDmoQMegOJHA14F65ttvkRfR+YVBjxIkrWTCU/o3oAylnNEtOMVphEuvgdcsOZqgQUpzD5+uXyU1peKrOigB6fQdgp1g8L7sXwO2D13dulhv8dnV9rknk8+pPIqqkSyAYvQbe6NPNFALJrV7ShB6foyrBgFW/JlISVzvRWmFEmlB6mAzTddEBOBlLG2h4T3man8HqQgR1UDlduf5oBJpg+mZ3po88R3ISWt7VqGmkeE7wUGNRykTmFgKecSp/Mbq0tTA1IjbbBhXguDjhsnjOAjBqCUctfSMKeGZ8UwQvQDmC/aFIJuwzRmkhAGUnTOKNT663XBsuUOoCylYpnJWfYqZCkowJsOqwtMDNaJkBWWUvNHzXAWP4lU3QZL+N9vLituLnykytDDst/nUuShA+7m+lIonzaTtWPh8+MMIKUkTgqqKU/IaQONFjkScVrP53XjSMtWxg+QUl6wFD/RPdGl6s9QCRa/4TLUHBGf3LIT/yUFhUVT09m1+hBVPM3VdTGKWFaCxVKdda/QMYw2tLEqd9dRCAZJ/EeMJTwnhFncAe3IzWzB0Dk+VyZX+Z9YNRcPKfVWBYxayg2csTzWy/BZCh4Z1TVVXW29448VY+XlI6EAlPc3IVXTebUP9gxKmV4aYaWR9WIUPxakbHK3y2Uuez2cOmxp1OSFAR2R/I+s56PDoCRd6aaQHSoGFh1ikBqfnrDDqlTnZK2AQiFqAUvRdc8ThYVcG+N1XUPTaBdJ2wU3NzhIwSSXtuq7k4/10YskLI155EqglPjAlBgbR2rb2+qq9/tiHpk+3LQ21c6tRiDFQwfcYVhKSVLJeUt5V/eKE/hb7l6V5IV5Qs0ErXRQttDg5/7tUFWtevj8uR86zGTDUqGbI96XqhttMsEs6p9Z/DTd5zqEZOFQoKBkeDeWzoLEi4CuWX2p8lkY7SCtM3n2k0qNw8s6G0mFzthqn9A84T1K2Slit7q7kOTIZROlNN9sFe6IQKri2Q2mMesHrhaBMAZSuSjV3WjVNr0Hw3chVdW23Yw27FGVPQ4VMpbzFYcUNGIE4en/hL1LLMX3D7sui6pkgYXlJqTDdKwMCBISVfwam2Ig4llhFSNLmAMpuuYhLjSElk/PWkHdLr9AkNJvsiTAi4UU3B/7qLgdL79fhgi+ZimpsX1q3dvurVr6jLkJStawPFLPanZzKfLQAXfzLKWypSzjEmPVZxLGnDyG+ZwEXDhCUmlHtidF6meaX09GaiVSY/dtxgpajK2wVKuIxU86MJnQkz8dl2pvrIaZ0RQ1werjFXJYxCc9AguooE/JHpdaSgeBpQqQcgxZUkmYMqXzH0QK9IOS4KOjvfom3a8KLecbPHV9CrTiwBHbZM8XovOq6ZrxQ8ewKSPU6LPvIg4pqRrZCMvLGr7NUuqHCwNMN1akFw+5+xLSSX0FKajtpN1kMAT6CtNIEDr4LNXZVr0x3t3W1g1WF6VHN5V9D/ZfEZYafvHAml5PD3+aUU6UBalVmLKOsqObPmmtayuH/qpUUw8DMjAJ+4OdkDikHDADQJ2FVP6j5SV5LNV7fq1dmD45mekJyG1yV3NFfa8DSp7vOOigHzIsRXbcHLarOy860AYFyujgUkGUI9SyRRsnSFtgt7Gtq0rTWbfnbDLAxqQwOxxmkOadKEtJJ8/DqFP0E5YyesdCfqhCviB7S5Z8WsU80l1zVCdskVgstREEi7Eq3JdjKWntXHUP6v0HQvztrPnocJxXatM2/2DeOqoZGYSpA+ETdob4QvQzR3kYhh+I5M0kOyjLLw6pbKDs5lvfU/zaLwbR/AKFdqq+cGprPq1vQAoqBCwEDfYDO+YcFh1zdPugRvVDZRfWWDGWGtoBtc/maxpi1R4mHbiyILUYdKPOhj14t5djNJiPFAQGUDYcwMHBLCExlqKDlN9rv2YpqWR88d3clL7fdaNF6J7A7piQoVB0HHTQ8TMspbpoHYftfRJoqi8sxJvIVxOekGUxBp8Htu4LPtAHSJfPPpt9aOWtrXmzi44x+0fU4gczlf3oA+MgJTZ7QlN+Tu+YGu05ZCXxHa9Rk7Rbe8YEQVl9qQ0rqGCyi9d2OlD5QabfDFsJeXQvIywLBv2Mjw7o9d8emGz2p9ncm3d1eJQJ5zxHg+ELoZiktb0BAK3iXnSN2teQagI9+BuQkmqG3hFHASp6XjNvWfd83FJOvxH8+R6k4ItbuZCKMBHkr+1oFLlmHbbvgO16MPSLxWH33Iqbsrn6t8YcbEzkI2VDqnN862Rjb2R2INKpyQZQd1vkUJDE5s3TyxRroL4opGrWXuyqr/pSLTupgNsmk7lcKpX7c/FxoDdbPwoZy/mEkJJKHt1Q4JQc2SNGtuX0GLH8rLuzIMsRWrpCRaZUmXp2PlMr+86+fj/a+U7V0NzSy4axKEsZP7aR9kvMVApbaPwcP2P7CCxgArWPXHgC2P/IqR0zlLlBODbMZik01U5+dAZFBi1d3d20HFQJSuffEgzCCtGhHjt2KRX7673ZTPVabUTydB1VrbwTCkE63jp6y+ztej5qGbGvIYW2iJRzlvhhx6WM7WPNaDEhlHh4c3PlPutuCrNjSoVUHpNMlrPXzlsYj1eavq34zV4mYesD3wR37Q0rThZLwXZ9S3ON7FqmGdiCnr+S2H9xnt6ymtuikII9GPSqryx+luk4TLRDVZ1URTMtbawccb0cdOQeTdFz/EwfYI+wJOE7QdV17xWMEzyW2ssgjoEdS+InifDgjN8Ds2qAGO1lmywQQsyiLGV8StEzMvswm//hWUrtXQ+jSf0kef9Sx32fL381WmLE5zOHNmgZPkt5qs+HhkaXrj9DPhep0hteH2e9ggFOITqkNb1pExFNPG11t49d7mr1Lt18L3fvJqEQ2HOPV1EZEH1nrGrAeZcvIbWQhk8l4+6DLRzqVbePTadNtOIBy1RcbsZN7FuY5EqFlJClIEbYPwwsfkqqeVtoB8ErfhtOP0H4N9Zw3RQ6ixxIOTprOGSRg5TSHfUE+vdZg4OKMub9hFdj1aSMtFd0OXiPOH2pCjTaTcldM8n3zGFbDaYTlZPGQaruxAUUQA4+PF0tuKHmqnr+fUVBawZBjtBkti9FQbWDIV452q5Xby1bWR0trESm0xJnqYs46lC67rj7jWeFPHpMc1C1dQaamJLq77DgRhBzr4a9SNerrcT7njBSNkuhw3zcrWNzY4dv92FYkg8laa3owsSHQ0eN1k3YZQsHjbXHNyE/kNsjTxAn5DjYMSFI9e8LDSdZ8S8hlZoASOlhnSTLCSGlqT220rPHIDVIL+vAEyvsU1AqpLAspWlbg6l6SmrzGdP2YRW/s363kjCPsZQ21gshLwdSvGcSBlLw0VSm5oK9uShLSR2jMpJc7eUoEyglthEdLS6jSJfB+bkqnMrLzgYHHbkHXZVosJzw/0tZKo4GEG3/ZoG7yRlHaGAskZs7gciKJix5fPttkg9jUZZSa4OIq31X7HwxWcGul4os3kG2lFRyF2OZxcTCuiU923Qr0Zp3vuOzlCrUE+/p8fsA7fpQsvq8nP8+KAIcOowtZTCa77b2N8WsMpnpndsaiQjVbCaRwQB2+F3iZyz3+ytI1SxeQVbt75yqyIdU52z1Zhq1RixH2fSD6czaSB4RGEjdubMziwpiFGnXxwYL+AV0CFmqpttScTEBdckXXOrmkEn2pYSQMv6/nhIy0v9ciWlemYL5FqQow/JKxWOhM1YUUt6KK+je3NQVhdT44tt2puJwbmA8wt5Zi8lV4cpBR+62urcvKLNRdo/LLSdVpu1My0ANW1/lslR77Sd79oTdXPawdtjdy9oBMRutGEvVrMdQO6a8yGsehdxx955g7tee0+MWNv/SAOY7MaHwV+n7hElZ0cuneM4cvw3oS0H1RluaITMLIZ/Z7cVxFB5SkvZ7mB9DKEAetkJzHzR6eTnB4bC2owdVdCKY/L/xQjM/v4JUdu8J2z1n6JYPqYjlKlzgqBxA7HLt5hrrYGUMpF51gAuuI/XyWBMHUnlMMlmWeBsXM2G0f0IwPqcuVO/8cwykzv6NjlCEpmbzYYSeb0FKaX2/Zjb7QFEUhVRX5h4Y/qWb39ByWKpzYH31spuDA2He0B0cpCQObY8JWSVALaBsutU1DU+WJ3QKByzknazptDq3oQtXSoylOqtRx1ypfMUVI7YvVVUBm1JBi9zTyE3hO7+k78n+0CHm+7JYqiJuyL+OUp7YeWkZ4k5eyieEQ4fEeH6VatChGGyhvqU6wQwAnFBtExoScAWf/h/Ctj6b2teQQntP2D45Jh4epIav41YZ0giUVDhetp85aD1vbW19tMwOdTkK/UQMpOo+mJnoSBg5ecPt+lxLoWXisVR79dP+yr22KRbU26lgT8VYJwZRwr6UtOs/mWCb9glmaVm+oNmeopCS1o76IQabdnF8uDDd5wtIlZ8uqCjZksD6xIGUuqazt0s4V4Kds6yfh47sTens3OJNvwxqut1/dMKfuiPA4fjcvh8VM9XTtP86PzUeKfQKWQmKsVRnNdrMRWRrTKzF77YDZkDBHGBs94aVIs4rff+XiTQOvKy+1F4imyOUK1iVYeE0/JxIceiA7fHWd7T0oRX29CdGR8AJdfb7gNkM/RWc6Nk/voTUOQ2p6WKQalzJLQ5VUg0d7/Ot9ewE8n4MpCRgDsr1u3IXl5ZrfOIRjjfTFIwGYPsN9Gn7JwbykXM8PCG0ITJY+5R21hxjTvjsj6KQkhjrYjbCZn/lWUOKslQEzZ7wbLEtcHRSHEhhcoK/hYUUGHXrZptNsK2jPlSxJexECIRuYI9UYLTk9MZxXaHl4qYozlI5SDVyw9O/sCz1hgBM2WKzYklhImJuGVPW/ROOrSX3hMVS3efPE9CYq8z9gx3O56kuLyMsuOLQgTYcG2+xHMNxQ1tzI5ixFZxQ++unjDK8Zs+DECSDbnwFKc3kGpxzQVo5hwbyWOrcSTdeNh+cTTs5NFzO7ztkE8ZBqmr9cY3tjs9buNWCw1Lq7sOQSyaD5RmkzDr41DrJ16hybyiAVPtiCOCwcIltk3NCxc0TsDqz+uVtdb6Rl+QXkCoj9U5hy/lLISVp906eH0OlmOrFnNYrgFTdFNSgtbW5keEIt9fFFANcxViqZgwdvaOX8/dcoUUxLDV7rgUNB86ASFYZWdF/02vscGf2hFo/py+lqZna9ugJcsY5fXfF25iBmwwOHdwQmF84Ic3GiUwZLja36itIqUdb3bC0Tc85vIwHqWpYVg7Ea7M+3XA5hpNLHKQ4AXA/OOhwzFXDQApiKMozOM0dlWMLc4TQg9oHP2HTZwpdNHZoxl+cpYDp6gd6I/zW9gtILZOyVyFn/1pIMfnHXgWQwobi3RRjKcdQwkQRclcFbpATw1Ktz2iCC2EPO7ntJC85/E9jpMF2toVLicVSRnXXyPFt5dL62GTjEEZzK0SNQ0fhqYgPJ2TsHrqtPMexJxPJV5CS1tZddKgI8mKRpWXxIFW3I7crZPGFy9H6ImVXKqQiTFYl6nqL26aK9oQmnj4sk+WiLZ8AUt5PA+k8++JU5S8gJW2v9da089MsDqnNZV+sVdjK/OkhJbJeyui1HFdX3h4Pa/KfpODBsNRZkw61tbqja36xFcREfeq2hO1EuGoMwrP6UqLSggc4dAgC8W+UJPSl4gc7+V3OW90wgX6tkCAPUpKxlc/m3eutQgCcr1RIFbhf6q3fn049fLzt1RdwhkmKDyl1JJmeWIp8Ycb9AlKYdOBWUUh5Dz6OdjBt558eUqLrpfCFQN/FsNQ+rGGHDaV6pmZxRqQicdGPjEnPyhmODVgs9VUchecloaMkoW9ASuIo322Gzds+CvnjQ6rwpIivVEgVRQ82PR6kjF1DTauzQrLgyf56SPESyP/800NKhKXyL4DzYFiKhpQtoC2BoyAFaWYBtknCJPXXZylY+f1ysjzRV4SlMO8tvFUqpAosJYwTf4cHKZg7fNcqGG8ViP6GFFMkYn0p5jn2imGpp7AJZlUuZErhKGwa2Zv/ACwlfLu/FksJ84+98xtSTLGIWfyY59grhqUq7oOUK1l0MBAb1Rc3/wFYSviGf1dI/atZSph/7J3fkGKK5Vex1OPHxczyA3+zWCaVkq+/WYopulIVv391X4rJwBfX35BiCuhXsRQTX7Fr9qT5n/wdzegtPwlPhx3NKPpmfypVklBjY0PTj1NqbGxS7Iz+NH+Nj/oShFr1+tYfp1SS0OhOCSmNniiafpy90Z0ShBpn+xSZHxd6SUKNFv3PU2q0yOznPy6KRklu1syPLjDJ9efu7ycE83BLcH9HoVKSQjOLf+7+5EL/kF9KEv6xM7uVwRKEFPq/j1A4bP95SuGwXqH7cf7CQWVJQiWUX1BZglBYV5JQCV8qrCtFCArdbf5xqZckFFSWkBIUuv/H2QtLND920nl5m/qnUtJ5xXIpQtofC2nUyeYShJoVFdKfvpS6V7ZYgpBcXvfTDKqH5fLhnwpppBWyUoQUPy8/aUUJQhq1VrHx8/LTKuZ/LtQmLyGlNpP+x19KoynWzRJ79tvix5RMBHuwKPNU5MobYhIJxbtdktBX02Z5aeR+Fp09gRfhreoVCyS4X9J0vZKESjRPFD8FUfA+Jd/4bfFjiu63xY8piT//7IlFJqvfv2LGpb4v/KOQv56lpLWdbZFvLu74OqtfTZvFxvAXHZcy1njbIlVe7Ct9sfeEiEzxOX5iQr8WUlJjV1ubcEugbOIlsVRXKROSMLMnxN7/X3n/17NUeWbFE7wUznr/m83xE5bA3xVSv25cKrLxpAsuPIjMlv+rjkt1Dad9uody3kKu3EcrCVJVpn8yloqsLFOuVWFF+0eF1K+bPdH7vGJ3Nx/9Y0FKWjcal8mOIl5hywd3SoLUPx1LDcGUeUrP33JMZA8YbDmzb/75FT9h48HOP84vZp5o6bdSrt0TI07mL6v4GT9OXa7wzq+E1J+ApYwOR3tNTbujtla4s+Ev70sZ52DXHdJkEdSLPw9LGeFsoFoHP4OlmiewLKXu9Hoxm+dk0xSBlMZiDdgD72Lr4UQVPykc194Ox8p3wtEBDh4eMRY/OBkJgkL+8seU80viV/aljO1PF27/zMdPFD+putYr2GmMlck/nKWMtQMnmffU8utJc//uJStntPeX96WWErAXoqFbw08Iu/mfIJDgxt+CpYYONt2DaJ9qjisVUhiWMtZYDIHQepuGk0D+hwikqtOkq/lddCc/MUjVRibnT7dPN/0+XajhhLeThBBS6selsrDOpwtEy+Z5+GMy+AshZRx5tOqbl7ztnMMPmITwip+m67EvnuguBOL7/miWkra3zW3fT88kLuAcxLJKfvbEWcqohqYPkZvDwT0Ou7gOt+GH45uDmB1T/iQsJVVrxjJJRfSI3w6WCikMS6lrtlQ211q9gAmzpY+FlFSy2kPpNq9EqjlW8ZMa1RpH28D5ldOphaObCFdge537gfmQkjo6K9EmYLDVoqr/SkjVtLQIpKRQdFAZUKUAp+GTMLZbZFy/NVAXU9xMsX7hhBy9x1adgbXvASs87f2jWar+piEmhzOEbTK5jRyc52dPlKXaZ9dmEtFo9L/+b/a3r+e4YsXQcQVbzgSTfAoA+WJC3OjZv345S3VWphrkdsJmHhnm1t5SIRVhZ5fxNzaFVNMPIvuzYCFVXn8hCy+0CS2lTJRCljKOW9aeFprCBrndbrcBTOCY0DsmePbKg5RjKJVEBzbBjguwQbm7bxO7C5EIpDrLt97e3++aA1Ar/P1Pe3XcpHDokDjuO/yBOQ03JOsXTqj8+ElF2kf4kC1I/bEsVdfy1JPduZg+fWGhtZCxrE+MpYwDp06ZHT7T/wRKsGf64JK9B5k4OgYunQrCV/nIra10UqJCXSPnS/P/67uNvZZRoRgDKeljdeZ97/FwBE4e7i6Aob2te1i4VZe4Eb287mrG7dH/9+b/tqmOR1OlQgrDUkbHesBFBcyWLqz1DguppdOwe/dNWAD5D8aHlObwcjM5E3bJVSZ/U5924bNswk2omrknf3AgVTVanXKbAJO8xiQAACAASURBVE9wGobMnByM931iTq7HzZ5Qt0wdfJyupEP+YNCDpu8qbeHB+XpvPnPgwaGjai3m9pvr2cG4fpxQbeOBnVIdMxyvrrI8RjhbjBZjKW/52sbT6fbbOm9DQ4nYuFSt5fFyvcrrLVLy3CwfzjegfZXoPduhYXpv5D5G27ngls/DmRr5XSGhBBWeptPxtoKoKDokW9txQmF1FIIWfGJC0vqKh//Fv/htaeci/2g4EGYgZcxMe5Taneu9wyk4LVfDRNs5ejgpbM5EISUdmouThM0U7pjQ8gdKSoVUhMlL4aqpuoVaRyj3xjFsLXKi/FNU5n9eKrJmmw+pmo9XWXb2t27m6GF1/vh6J0wQDeuc3eE5kKpbW2H2o9Z7mk+2Uwun2A2ShSzlWPyY6THZlaguAKDQvmpKYruVw8I4dHTfyZX+0A8hpelck1GqjcNc58HRfbUzxDtfSnxcqnf8fzNhUijMJ6x9E+gPIzZ7ou0qc3RV1xbRFD5fcd/eSphQknK5nD4HhtBizBN4VaP9sKy5LElPLfbAPvGGmReWqBg6urozIbe9fxqbPZyQtDNyO7/d0R/7H1z6qLVjU1gD85BamTFR1oaZjgVwF1e5I9fennYXpneu+WJikCofPjsyyN19Dx/H1dX8TIpBSto+aZm/yby+vu1NCgobSzgSo2Yq4AYyeK3AUJgYpPyykKVRkEDhBhdSmkZLut+msrkD6d2r46mx0aH6yjczQfQscmytLEgZ1VvOOKoGlKxv5WT1cnLq/Pyw0Et2DIwcW7IbNfMg1Tl6eZecMejsNkpld0VD6b6mYADOX5i445QHDlKzZXoqneIgr/BCyIcTgtIL28j951zZDbw2DZ7csBtAcZbqjHyc9kftcFbI7io3IRGWKq9+G2yID+6u7D+vHhTc/KJgS/98dGeDcMCNzWAwwPZK4BIb+Sc5jxhL1Y7t3228lTWDC8CJ3gq39qogikMHejpwXqYgXPtnWHUHJyQdHl2Ygd2NFArSDpssG7yFNHI+BlLqMj/0FtARCLDYiHL7fGC0gn8mUqE0hTt5YiKQko6OpYM2V+x1KCJRe/mEIAYpY+fNU5PZplD4ki+8dGh0YFhKIpltMMPRetrTboEE3MDi8CFgbyi6ZpsLqZr5E8gSnL+UOGHOyXvc6FEQwQxno1EWpNSODzuqBfCFMmPCTHeuzV88dBpRfnmQ6t7bzRW8QiULDk7v7LxODMJISTRxzH47HDrGYjZy8wnbrmRFcUJQemk71beQK7tz2Kk/0cHOsHhfCk6U95BAoYQufcXOG/jxLDValkDEC9TrhwNr8q6pT3DwTC46jWMfnWpDymT0iZpwlCsGUniWUte/VDROHt+Cu3kb1Ctl4ftCHnHoQE8PX/oIwvdWSX+YQvCsTyjkuKzOHMWiNpNhcPr0yOqPNrHboqwUAynjKuxnE9DJs6cFyIB3aQfnh1N6Q2sjF8QikFJf3wU9qp7dl5Gtmw3BIRJ4SEk1dW/NgwE3VCFdwzP/nfDogFDjqT7QsTp2sToPBlLe8k+ZPck+IECQFBdSjq15f+Dz/fWlYmw4V2rzp3DoW0iUpcaekioVpfcsXzwf8o+UUmtGN5wdsZlnuuYKIQV9r/igM7Wwnbneuxw7tBzsQLXyJzjKFQ4d63Ds3/OSV/Au+Rs4IYlkBM5z6ZkZR6Ei6xlPqGH1mG1CFmEpaefj630AagS8pizafOnIp4I82L6U+hGdsAIODiHWFZwv4P9s5Ujnf3i7lqEnxXI4SOH7UhLvY0s+nle3kiIm8j9FjXdr2z0KRWDtkE8AtKQQUt7pJJxFQigMiaf18fHmib4Uu+CyyTGQktSNJgMNIbeMpimGrmilXqnP3HAFRSDlSAbhnIaOjeOWK3/DKVcEcUdl4Q3zPqNjyqqCzgMkKw9m8rcZD6CDroXMb+Za95AClppxDjA32FcMpLpbkgqblh1I4OdCSjN5mWiYG2bvp5lJuwlF4rGRLcliqTclaH2UJ7i0rmGHoP2OmgpoDAnS34h+8iBVX7Gp1Lv2H9Zaz4c66XpqjDTCd4v2fwmpc4JQXQ5oUKR4h4fUpF8Fxp0hJNKynVZdvHPVEDGWqjsyKZDVACAFAwoLXK7AspS3IneAGEPDqHYhR+je8Bl2tH+i84MLDgcpbsrG+oFJ+gUc3W15ZGQCcBBespCGEB3ZZ4vLQcKtHRrOCxZEMEb0utW4Va7Xy9MPG5burvKbt6OdyORl5QanZc9DqjOy97Zx8Hy3oG2eSPQnaBcLulDnwLTF2/wfD6mq2xgcc9nw1mhZ2vcEBjduazj5xEHK0Tu3swtHOLuju/cd/Sbn1AD7jcCPQQcdoqvyCSDVgz0sBSc0tZFQBJ94kXN/ciFlbBvfmO/tZB05JD0KyZWqMlGLH4IU5dl9ne3mUjq8RP3ayzQ6w4LUtaA0+ZBa3NV/nl5ahurHy7PTbxyXq3AO1JeQqqm/oXzhlmJ7+OMgZdRYdCScckz31CzJmG36yMspCjxLdR1fgzZFkSbXRZlHRrh5kMKyVN0zDSmVYcLZEGJcT7Lsc/dpipMk68eRDp1NkHdf96Xabyt26OaBFYnkzApDHt+A1EePWxEXMwQLcLhlJoFlPIbVYZSWsa1+7bJ+p6zHx+kM5CGVy0/5VOvSxkPWPe02x1CL4eK2ChLs8dcSyeiyHoZuHkYlLTsd0CLH+rj8jINU1dQJbeTqSY93V18ogtt77GIBvxhLtY9XQgX2h0Z44emfGBzO7wYVSc6LCwS5kBI8lhgv3Hal/J77gMVSZ6CwkP7DISM3BPwaOV4woCOgwJA1hh7yIVWxq1sfYuPQ+7oJJoAvIdVbfUQ2LbMsxYKUseYJTdUasqZRjyjJY4NHACk8S/2f/20/vAFF+mOHt0Ed4XZyawWWpVpOaWjYm+bXd1b2c267Ym20m03/3GxfN2d1xRyotFvcx8iIzk25cyWVvFpqqcvp5yh4efeuR6kP7hZEBeigH3XP7fpkCucYp+0XFWqzZHwU5Q58Ho11okCOlvWrnZ2OWMDEqbZ8SNV2j89OwoFrtLutWPFBl8XNxQYeUrVDezEbHKMGB2XXV19A7dFZF7faC9nDKX7S0cwC2EuTC8+rVVWzV7rw4D1Pa8Kgg46yfaACaoXHV/29g0Ul12UGxbLYecXZTH4BKWNbM3Qj5CusNwIvC1IfKhXhXh7nnUgjrWnZynz2eMBwYTOEU/VIXACp++goR6xz3wnhv4TU6FEz2fxZxDiBt/i1D+/B+aA2+aFRUjv8IdcLIIVjKXXNeuK/oGz20ODrx+QLHNkt6+/mHDSHZanLMhoYnvv17sdjxq2NjLZ11WpQSeDc4zVYNJDLYop/opdwXKpXThA668NaXSG2uaUE6Jbak8IdPKSWtmMKpYIVrCCAfDyh9VQ/HNXckx7L6SE1a4vOCT0FwzkcEwofUtw4JVsNcOSb5zuQqrvehDbMuQ2NZtXoKzrDjWxoZn9uDEupL8MGpc1/20j3IFonwgr3NI3/fC5EWWpgD6mkytfqSD5s3oPBYSbuUmxybNL50IznC0g5xvqBhmTiLHVj0it6XjRMdLmrse0h7aZPtFPo+y5G6DaGD6n5lTC33a1KpUE7CMS/sPhZrD7oB/E/DicDOMWvdvYGOMplAIbvvt0lCFvq1MsRwrFUe121zwRnS61ctUkGXtGZl/q5CJuQsSz1YUUfSeHeKJpJTuKSgfWHBrBkBGK0pUz5NM59LGSpiFlHyXXJ+2qoejlXcRQklNYdllrCQ0cu3EeTj/g+pNb6o3Dw3/ZJd3ndwNDI2GPF/UWPGVonk7uSSRhdi0LKKF0MUKShn1vN8Sw1Mj1DmXwft144Wy6yio6XJ/097JNgMJCqe3N7lO6FyV6NxNvb/WLVEaZ0L2fBMgYddO6zLKWkdt+G6d+cPxihd7+8AKnaqrrxAQEUv4BU7YsVmonwFSclNktZ7gepwMLaeier8TZG6g86wtAvghpo7rveyx4jw4NU1+RNGUtpkWgaWxP/BUlRfdtj7MSE6LCEDbbMqpcdiO8XCsFpW6MHoHoEwrNgTT9bJpT2uw928mC8w6zqbat4lctkzv3Kx+HO+SQ6LtTUwjmOCMNSXcOnLjgDUd5Txgwr87OH/z1wMzMz0/xAn6RDnLDIJxucPy5V1dwAhn1CUXaZj24FTspUDk6y0IiH1C6yLn6bpQ4IKDfTZK/RuPby/P7Z50PDAxBBsImj/xSFlKYdOgj2sntuieMhtWXSk7HBXAWf3O5DaZH3dHc8+6YYSF0uExRlrkTRD1yuLoCIyjDCafu+YqmJXUHHFGvT+LSRxOdcrsjrR6oPbiz58s95voBUZEIOpb9c+Gy0GEvxq+m6UpFkf3K0rdB4O9YrAypag1Hojm4YjZ0HKeiFPrM15KrXC+Aokro75MBeiA6AlH6tUcN/EfZvoRANKWCp2CBUuMflHmDexVYHWwZOQRTOnmhJh5SqwBgMrHXPppGCQHlGOOf8YFhqrKJJAXp9+ERsSj4n1cKPiOX5+fksgyAlM21wCRxC8ftSNS+ZGLRaRP9VXbbARqc6PDZP/343S0kSh5TLv1pImuvjCW2Q8F30mevq6tNpZ3PfYE8oFkUdo8Q0x9ZSFFLls0cKpez0iv3BUaJCi1/V2JneTn6+5l6iu/oOnbtNpm+9+a+FgVT1hNLm6pvyalosH6ef/QiEukOOwQxDOPRb51hKmfw2pGzUa7a9M5bP76xcTD/cTlVxmoqikHI0boVg8NADxheOY0HKUbs3Y5b5Q8+rc11GGj3tU1uvK3AsK7yWyldWvS4Kqd5WlnFCM6TtQ59O/vzVHD8EqeMRDZMhtWN8aHJubpzd88dBqnPuDaylg8vdEsl50kwIIYVhKWOrOQAqekvNwEjlQQ+ClKe5m2PRxbBU42UaWmR/+lKs+8/kHHftejYApPwhDlPTAfksBWrRa1BJKe2JxXO6iJ/SLhhAPGhlR8tDR+4RsJQisf/IDsj284Tm9UgXJUmSgkEfGJVfvsp8amGBQuqF064XhdTIWzNBufZaNex0wC+E1Jw2AbNItgpDJI27NiAd211jvqXAQOqgnzANntbUeDcTYCyE7CoJ/VqhjkBKX7HU9yGlt+ea3vZHaJnBNGnrm4N2uuCKQiqy7wSl2drA5zYWpGD8uXIfvqXedXFoNKJ4h/viJDRikJrNvszqFwlYqpAJ8HXdulGb64qyJFAAITq4kJLWlL9lphecb1ssVUkoBGV6mYGKMX0HXQ+6d/AdlvKuwvexx+olHyt9cTl8KkX8ON9Y0tnHsFRdS5lCKU+fMk0JHe67f3p3XZBMfwdLz8mJ8lkKTG/VaZMNFmisZA5npY7DBbNc6U5ZZtlJ8dBBPzJ2Lyvs8osKaCaNXZGBycPGIS9bhm+eaO0IIfVBZbfLoj3phe2Ptb3lGbizuwetU8EVhdTkWYfSHl0XTGDnQ0pds5YIKu3mubZ8azt80ACTZVQX1QNMWjhIxcHSmazYq5gJZvuiSlliso6ujjmpX8dSMnsFitMxepgJ2mCxht0WeuZU2iKQktYMJRM2ikjfjzBvk7tyIBUZm0/1mOWmpqu19ZbR7saKmJ+GlN7TX3bGqhrFIFXba3k32SlKnrznWVOE6OBAyju7tje9PNjQtPl0HqlhsikUkkjqXu6hYtwddGUhRchW17jowLCUdxVaBpt/73AzbfbDt1Lpk5MaJhH6imGp7slmmJ21sFMSpEYNiN5TO7SNlJOSkKUkkpOEC2xAhGxwV9obhwEIopnzbQXGOzrC9p2wwtBD2zDaLWvvE/HUKff78nDYNbIDa0fAQiEL3M+PdYHuFolHgbIe5vK8geItCqmxTB9lSHDUIzovfEhVzZ5QFGE4Yqu9juoXmGUUcm7REvAHA6mbOGQw+x9qzKHtix1wlcxfx1JyPQ2pthWtza53uXUmymZaYPKGrkUgpam/hO+rUGQOoRpyHAdSANjhjSs5RdhNPc3bH053lqIU/sQGR4crBqnZ+WmgQ6UqtMZfZy9EBwdSLfsGF8xRIGwy/UV1XhERCkmlI85BSOB2AHBEs5T+bJFb6Ji+FA0pUmbut8PnAmcyv7NbPigTDEvVzwGkAjuLJUBK3dUKMwCUyv3soCqnzIUsJZGsLjT4XSqlPZx8rAjaQEM/4jVIPHTQEdZsGghrGrDnGFk/eVju8c80czpFfJbydu9N9MT6E8vO+wPLgFdj7B0LuimT7oXzdYtDqvUzThoavoZU/eImdKfN8+yQsNyoIajyzywxxYGB1K1TZ6K/UO4PqWrizRz7RSylnrbRkNL0HiYbZImO1OfmhNsla2bP7RWHlKNu7wpMXP6exQH2G6IX40FK3fV4O9Gv85iC/R2bg/TSKZt5ZvP1kd2/4Y9LMQUkkbTXNc5vN6EVjLaOdUee8bMBhOjIQ6q9a2DqpcMfNYcmOpw9nrKdMSZOoZCja2swDHa4VrTNAIIUITtYa5ewF9pjWKp2noShdXsAqis4itQ17fAghWGpocekgoieVQKk2mtra4cHhsbZFgMmj7hrV2UGzXoirlu8gsc4lpqs/NjpgGl9JImmLhPhmUOeGA5SnTol0XQKKKobjNGtn5LY44gJhGpHl6pb80OnnW/vkFhDao4jVBxSqwYT+R2WWgv7QMVc5tUBx/O73C5/YdLDQKpuL9WESIoZ2NO7dwXrFvFz/Npz41Lf60sZI1pShliq/GObJF2V9dAqT5YllP2HLI1HHFLD81YDFPnTJYff6ffiQQruqScftX49UlpoR7oWh7kcIBjqZQpIIu2+aopmxeRnrA5RNoAQHQAp+/EIvEL95b3MRoYbVpfgx1nQHMwPPQqFys+foMhJPXQgciwlt8DUjcIqFCAcocWvvZLumudeSqWPrSzms531YFhqbq8Jpu7PI5tB/cjIyPPu5/5DJU+M+1PqqCofrm+rqhl6mAaScvnoT5UN09VWXk7XMBxLja+vVe+HEdjBvi8zOQUDxAJ0SKS13e4spNr2zNEspBRfQKq97nBqZJap513bC/CdO/iLJIsofjXlJx4Z6Y4dZk+gqm/LV3e+4rcGE1Rk/nteu6XZODEVh1T549O0x6R36cKxgBxsNr6OM9agDirJX8NS0s4FFQ2p4VMnZY+fo/Vwk84GIm5h1XYxSEmlLQ8Gl5J0vbR0Zj8u668QUsbxxqsOsydX+ZSkr7qLhVtaFK/4SbtHqzdjblqQ0N+vc4gN5ITosIQDHku9WlJ7nknaXbHplfND+NpfQGp4cRtqniswjrKSZambpbkWdncAw1Ka1gaz3m7Xy1Sod+jpWbh5pF+l8AfDUo1raVD8ruaH61r2bm4ONpMTzQtPs9lpjAVBts9Yv7bxsPt8O/eiAkRRy6f1+afGvY+NxS70E8dS6P76RRYXyp40T+tDQgonCsNymvVqUxZSO2jAJ1vuX0CKJQ7ebgPoWMTdeRv3dhFItdw0Q3um0ofioVA83rP7PMVUQD6kbnUeIvjKzQ5YUcYudTbZC5MehqUktUO3zX1h52b1404DDFGVjfYyoXNX0b7UeHb2xMRmvttQkMTg8NMmlwFLzUbdhOuZLoLG3T5FjL2mQQxSjpqPAHwr+0RjIYW8Twgp9OjxqgFKjnaq8Ho+MOPBQ0qz8i+eXJ2A2qT/vB5gwmevOEhZw1BgUguM1yoa9uqz87CfreHCSItQaHY/CSTVpB1Gsa4l/PDDHAoGQ6yZBhiWklQ9XluD0ViPS08pFU0VY9y8wS8MS7UNwUINU9J5cmQFg0v23WSJRrFpvlJN/Wj11V2q4/7k4BSQS5GbV3Qu6bSMb6d3r3T1wLEUCpKDFGVz3vGKDh5iIHW8KlcSic2KupU8pL5iKTonzB/HmFsGWyKctbBNCPAQD6nOrrru0cVTqBjApP6g3x+MhZzvt+W52HiQcqx65ETs45JJK3s1ti/deEy+VeYuDlLtw1MPR9M7z1tTp2ZCZZ+uo5shRgKuGHTQT2snV1HvlZre6WaFznkxQp82vf2m3XGoc8nDlXQRtCwMEj2PTCMBkmKQahs5AiXd5n7HpMTvS2Uz4Ni7jyFIkSYTaYsezEZ4DTMWUt427X+Q5SGltCW3t7irroToeAybG2Cxp2N+hnCZdy2RKtCwJO0PvnhfHh8CIbWlrB/eZuG0TVLTVX4Ap2opyYDfHNM+5goPLhiWktSOHE+nli8+oyaVUtF3O1IInfNhWGq4EYzosv6ZTafBBuVBqWAekz7EnXRRiEdaM97RYINZI+BoQ6nNvjGS77tKHYMmlYpmHzxLSSWtKbr4bOFJVA48J4RUzdO9Xqk09PcnYKZP1lFUJUdMKMR+3HJqg7VjPVPse8iPhZS68uZiOaqnGxZ4P5IiVdH+/vipJZdXHqTWpwmSTI4WWhQUsbS8vrlfFStMN8BBCoVDrn4kBHPmwxkkyHFiLBX5Px6h8qP2hvlaFYhjILVpUynuLZOrKtPEvoZOwRIKqtJ1jFoMt/CQkkrmJ6Alt0Un8oZpWjz3B8dSxhFnti9lmta6TSq3/2S9sI4HyeEgpT6voHU+VNzIgRo8uMv5WgJ0SCzWhv0qSVt9Qq/aHaWpF1SD1gnFQmWeugVCA68QM2mat0S86zevffADMGWb0c7lKy+2LwW5hh1Cq2o7tWBCVzS3CJsXDEsNWZLQ/mcxQsJwTqDJSpCeR8welKhUIrvLMHqgRxOMaUfdX9XnJ6cZz/dAVSBzkOLRApKWHK4um2g5mTb/9vSD7B8hOmqedunRAH2h43vxQqvDeTGhUP4ReGCyHkzvyBR009xDHKSMkYTPIweLCzjSZShbTqfv17rHx9uYWsWD1Lab8PS8aljVE3rpvZl9t16WGc+/vgikUD6kb/du0lZ2OZvLVOGCQQf9cPzi30D2KHLNy0k1K4gRugvKFZ9TjkN3tCy7J3rngcwd3NUUUhKB1OV7A/Qf5OHVYyMrbN6Lg5TjOUTXVFNHd3fj4Uk6bPV/nrFfDQcp49BYzESq9D2pu5ub68wpfG1DrFqSa8NQegJ0SCzhnubJ8c+0TLvUyJR+e0fU9VFYvSwQqga1D1gq1t8wGDagMWXYKmM7MzvM7sPiWIp+Y2NX74QOWKq5pS5fAowHw1ID6810HVKqdJ8Pa3NjH6EozGN6rNcwMpxrXUMYlD0TrKDJOnKnOl93JOrFMzdBqeaQBJ6l1u56ssq2/JOLi2wiQnQApICloDOUSw8ur5YIJ0tCocJjqeQajXaYbmhltHAfz1LqYV9eu1QZwivbqekzDvJ5kHKqCF3fFTtWMPWPX8BmkqbV7DwC9KwIpIzvSZNKtjnOfaGsEN7iN/RvE/A+pOqSp1PRmcBA6inmUcBMrEZfsOydBmHbM+WJbdPBc3/wLLWaDMCEfle/ZYRVuwtiOEi13/npz+S+UEukNUvamFzRsDlVkMGylLSusV9n05v6Xg+m1h/3rmVoI84KtmlbgA5gqVDa0tKgo1bq8wpzrdkdmC+kJRDaaICqQ1EyWNMBllZUmyjTWyVL/wVZXF8qG2V5dxpGf4gyDKQwLDU+tayiOcrmzyzWadpvYVKTGEt1zu/I9TAcly6DueFZN1hWPdelUTu8kaGps3jURiU/aXLE9aXm9spg5SKtVsk3vw0pBr3Z9HzWY15tKgap7tZNKDt9kDN/ji4lHEup69D0KtgDC3itYWy2bni8u81R+EyCCUlOmyJRccgOoKm1LOjA3PfAapzFIdXeCXvJmO/3mJaWFRMGHfBUXXvugQaW6plpZIXNezFCrR9xhW+3d6o57Z8YVkuqel+DhPljLS8CHgykNFvPaZOdkIUyB50MQ7NFBONS8NA4OkUvS9B7PtHUNmPn/J2VkOvYey3gWEqiaR9tORwbG+0tr/W2raK9Jzy+efYWigJ0SKYSZk9q12WfqUYlJ63xDsxuVcefDnM6IMqpQOjKiuoPaPKgW6roJen6+ADdCSu8mDhLvbwboJvTXF2gwbwUhqUcNefvfc33RzcVI71de1f3CUhP5R9iE2JePPJwAZ1j28zCZjQHKSoYur7sbdfUlHePVV+YoPexu0O/GY6lLjMhBbwV6l/Ld78NKZqlUHnQLtjPbvdQzopBanYejEKkKcZSmHMvg4XUsAEAT2sFnmYOlnJCfJayKfoOB3LP6IujqtJMKm2eRdbXFYdUbXnaRTVcPbJjyPkBHRHhbdjHDxUCNbPASZUJiIHUyNqMQpUet3w2uxJDDknvwLIKZqnRegQjhYGUY/UCzcc0Ne1l52MyQQtXIUupp25dKHNy3UM251tvPQRFNOWHivB9KTpK1K1EntqbJz0BS9k32I2MAB2Sw8EwlWiyUwsWJCT1ls+tr771L7Zr0M+sEwjBngx5Z4MzYCCjM51M6NxVlKWM780mqPArnHJjhDx61sfO3RzYuFh5Ppgbhbf6mI6jkQW7tdvIS47+OeDXIU3e5NblqcMuC8Y6nAvajpm4WUdSOv/iIV1/cSz13KQj9CGYwk8qfRVdmASE6Mj2pfKFAVP1bvg9RKEQE7O398rshk/0IFggh1f8pO0V11c77zBbiAg/aZhYWFchpNKH48xzjXfo8iodknkMmZvs+qDsE1FIweZMAZXrro3/ZZEYBh1wV1N1TCvp39/OpabzyG/SXWweTbuimztvyw0uQ/POFzPRNZ3/80E3asjk6cOWOq6FIftKOJZqPztCBKqceaKnl6uHjmag7JWxExostByWpdATGlG1I68r4ShYKDqeJov3pYY3Vii5SSZfRNjtnFqZ7o83Tdz2ZqfB0ykJWeo6hCoRZXL1NOx/VE7DJ/a/8glYjKWkNSmYjq+LsocessnAXwFLqTWTt0PlA/W9vcONJ/ubMZ1cRfgWHiYdeRG2pxHtZQYuq4zSXvRD7oK9i22wmQJMXom1dtOyOJZ6DcoJed/SiR32qWn1siPO+YXoN7oEkgAAIABJREFUYPpSubSUyswjY9Fm5IVCzJPygRX4xoS7kr2GIPcQx1IS6WiLpXU1DeXd80H3PJiYclcMpMbykGrvOrx2gpVQZ13jbNYtCin1e5lc6fvgpZH9KcJSnceoIH6wQ5JEctXjsseaXjddunjZgk5B+E954/8ClnJE/lc61Kck5MnZodH6AiRYORWyVM1RCmBIKbV79PwEzZgziowA/teCvCik6Iirzmd6KFhnRG7u1bNSEqJD0jV1AjHLXOuoK9RWGfLDngbhcWNRoYMEiChhA4UJ7cFhbwZ2PDJ/cHtS4n0pqbfZb1NGQ7TdjZ0K8gv6Upr2y6sh9MRY1bgMW98BLAjrE9dKjR5nXeTuAkzSWUe60zMNMfqXyma3oVFfsk97DBNV6TIUslT7TT/sKzpzdJciSVusMHebiRyuQnQY6+fyA/JKFWya2F2lYQkgr1AoF6D99rQfrCWGhiFMS4uFlKTGWxW5CxOgNk9xvlAuxiKQkh5mmpvQyuWe+eMIewqduHlC3QFdz/RtLm7uBc9SkerXH7IULPPbmnbLPX4DHPnhg3MDmp4HeHoKH1K1mf1A1qCrcjU1DU5sV5wLNQohpNrPTgFCMtdFxfH6+tbO+6AOtqxQEjMsAItCSl2/vne1MuiSw9sFQovlnLou0OFg+9HLAAkm8EQSdi5Ox/3W5umtMc4iJiEOR1fv7++PPlqnWhp7I+UnCFJvnGSg/MVYyjHaA9Ve5tnzcj8S/YvDUtLO3opt7cXn1uzHznSqLO0Ga4jNlXxZqo9gRNEt7+2zPQ+p6O6nE+3TiBwAEf6Smw/5wheylHdaB8M4C8+fSYqyxR24JHDo6KTXDdOJ2HqWMWI4ITpy73UTslqFk1UYKTykQE59byBIKjVQaFwLOcVAill7JN2bUJFA1J7kQBdXVJSlNAmodAuPhehZPjxL1Z3Qc09+xFI1nRkfzCUE2oEOtk0/3cpKhfbyIVWVDuW+KpqEriCtR9dC07EQUo7rB4CUybC5tzi/eD0TzxppiQ7WYgNRSGkm59+TYdjtA2qSuY9XIkJISSRjsIMVzJygndJnPb3i63ACoao52Ea5MrsUuL0TFm0TYQGkxPpSNWPIlEmqXnC44LCUMTJwFLb3l1W2OvvkMpjJCvXPbthn7/vPK35120DFy0WqI9mx8Hl22TjSMrVxv9Dc4feYDP2DyemzycJSPD5LGXtHwCDkDg7OBHSEvGMbp1dhCcdxBgswEWpd7yeWSSMvR/BTDFLSlk+PHrbcXdxiT41k5MUgVdOVlMOYvGBBLy0ngBQR3N65vV2aX31faXCTckPT0ccc/3AlMUhV7QVIu+yZo+QwuRPpS42fLqPaTi1vd+dDsjxYajNqxhfLkomYTE82lGVuBMs0eBa/mtUTQ2F+EEpMbu15buVXJiGkjN2NzS6YCRKIgwu5URykKq5l796OgVR77WhL9fx9Om7VAUXBgoFmWJDDeiXwCtAB98r3nGmP3RcNxBpSb1uPo1ytDyek6ayrq+vNqg9ZSH2fpaoqwBJMhfqmcJWWxVK1SxufTquc9Oj6B+FoIDAuUsH/5d318Si/SnBe0Ng5/PJ89/7+fEAD3li1ePbw3u9zx7QXRx/s7QD4LKUefXRRhH8wpIMm03P6hssdFh3qwz5o/KGZDYisOxaDlPF8Appmwl/HY43s+4hBqrM3oSICfauct2Z+CCHlGlx+eHjdvfC7YRGxJ/y51siEzV/FIFV3BFuumbKzhPKBGQ+epYZ2J2hIpR6EvAGSWEjB/bqHU+2ESUY4H6bq+MoO34jelZrIjnWjZizniOmPcSZjuasQUjAlaDuKaAZRB3wvkFXZlndGWIJCSElrqx6P33ddQDhIFKxbgqnUWEhphjP7Blk4FEqn3oa4SkE2PRwO8zn5KUtF3kBToiY2B/IxsDwsluq623TB9Dm0woCusrCEOtH8/x3nMyhLGHmlmprxgcbGxoF6eud4qaNuYLaxde34fGyucbyT9XJ8lurcdoKVUOYy6WGRZLoFq1dhISXtWt+j3WUbr/nKZU0MUponOFxEqYp3YV9JBFLGy/koRZhT+clinPfnQWrFo7S5DTGzORg16WWx5afLuV6h+Q4PKU15a4+dmn4d0nBSYH7g0TG0m6QhdbYlTAYk8UJQ12dHxtZvlyrHZssxR6lxFb+uhT765DXYzDsKJ4D5QHmhqGjPFW1zYHKHs/iBPXKvKd/TholtLt/y6e0QO6McSKkd9Zfzd/eb6aZwEA3Hw1SDsouK20bBeAcOHcaa0Za1pa3Wc8vcAKfjyuQQJ8Q8k/yUpdoyyHZ5NM+najpCFku1Lc/o4RQSm9zk8kVjWufF/t7j/72NtXFvPgclefgshTYdyzZ6hD6xidHfUCpi6CiaAzEhxwIaJ7E18UaGc3GJQEr9duqBk1/2OYOh+eR5kDpCnRTkFECHsuQJPUySD8x48JCqGZi3K8lrrOETJEVYanMClSH1k/OlmGyIXnmQWm6CtTDwTkof0uDMMNkAMU8Zq0uEYsKxlPGwzA77/NIEBQUfMGfWuJNWOJDS1I5lUgZ59igrlKLNf7KK+1ZF0SH2VkWF2juvftSX6r2D7SCot3V285BPmMVSdf1BeA+V3aMLhPs7zj5W11gckxco2cNnqYgBZseDg3HX5tspkaTE0FE0F3gh4+hhjx0a2P5rDTYxEUhpdvug//VNSI08NyfcctheKt608r76ONvGnkeTzzMeUrWzqyq96XjckQ/H8eAJp+rxDaxi8YnJWmybhBfixIv5wYUUbPiqonQdK3eZ+cu1y8ult4coWn99xp0bjIWUtPz85rQstZtEm4AntjfWGoe5CgIHUgOLRz1BmY2mRLvO2uR8OG4cwPV6i6ID8z70raJCRvWGS/5ti59U05iUKV2BrXINLjUWS3U9naaTp88383vVx5ePo6PjvELDif/gHp+l2mA3OHAE6St7EB4vmIsYj44vUsULqddWoWkhqQXcjHeIUQRSjgmoQUTP/bdYSjJ6tel3K0h3an9tTNhJyeVbDFIHsKPmGB4bYixlbLf43cpUdvmMsFh+BaS8D5uk0npyPtJNa2DqtsmEXuEK3PLaJRxLgepXY3meP84sa7XLn+dVggxyIGW56Kf7T4jW9OGZ/QPsqA/EURQdgjRyN74QWgq6FVbOJoJIDm/xM9ZOmW3KYM8sPi0WS9UeV9xlpmBJC6+w8II/vstnqa50DygUOrP2bGuSPczNiRiPDk4Q4Q+8kHr+Cga0bPojfAdMDFKa5ZBNqejYaxSmA3d4ip+kqmV9b/76Zv5xqi6CtbegWPCQGt8ug63yx8VKH48Oqbp3b/HlcY7b+OezihfKPxbxcFlKM7l+81LZMlzu1aDwsKPX7er1fEU3r5bgIWXU9DYOdbecn0MnB7P6hAOpkbNpA9hn5LG4dnpnce1wlD+Ez2T3C3QwwbjXL4S69+Y/Khv5nww/LuUYvoWDWaZfRSiHxVLq7vG5ybYajRGrrXAzWMIvPkt5t52kQhFrPsCaf3MJ4NHxRep4Ic3zkQl2YJNfiUiLsJQm1Q/rYj5HsT1RAaRE4ubexkPq0Ocqdo4foAOfBW7c3F+/AlLcGEV/4SElGjz7gAOp8b27/gAhdy9fbCyx528J4vgCHYLw9I2ShPAsVTO7Ad3Xs0tsTwozewKfoV9wl89SmvWtt7OzxbVGkZzRSeLR8UVu8ELG1kq/TTV4KhjZzMUmAin1/ElA7rqrE2otSI7PUl/kLPsYBylN561cT+6fibXMosa7oin+pSDVOXC4t3p2fXB5Pjvg5fMF+zVLQkdJQiIs1btlNsnnW0RUAxZLsXP9N/DzWepbSeDR8YUoXkhaNxvS21YmuTanQlQikJKOT8Z84bMqfPn9MkjVDr3ASVRH1yJaqVhfqpB9rO8vBSnsG+BuloSOkoTwLGWsbXEaXJdwJATWsfpS2Oe/7iafpb4VMx4dX4iKCHnLN86uztsEwxy52EQgJalqW70+mGOvE2Al/8sgpencCgcNFVN45EKKJaGjJCHe7AnW2xbz/usVv2Kxc56VhI6ShPAsJdVEbq/f6sUMSf88LMX5KpgfYpDCBC3c+mWQgtmsqeb4rNhn+s1ShTL/m1j8WNGzvHiWYgXAef+JWAr3+qx7fzSkum4rV8vF7H2/WYr1pUoinJKE8CzFygrOWyJLwYzDH7reZ1nLD0VgVuOzYmL4p1IglPyxUF1dU18JQmnFR+9P81c3qX/DCQ0P4+4ysU/K9HOM/9vXSZls8tuBmYC9H/pShBR9TATfvvZ+KNLfDpwPOJxUnPXmf33TA0LPPxaqa5H9PKW6Frl97OdVSaKy/fQfnBT2UxGVzUYqlCWkpID5mT/9B9NsbCUIKWCf3B/+s6kInJCNdmKRgRCU349TUpRU6CUJlfilfvhKqHyUUOg/FkNCYoUrdl/kS4kFz94v6UupbBI4QvSHzgen2f9QRKeDQ65Vfx8hnU7185RASCH/cf50bkLm+7GUmyih/EoS+vN/qVIKvcQvVdLnLeFL6SRw/MAPXfuBvPuHIrW17QeKspqfSpUkVFub7vhxSrW1HYoNdBTDz9y4rBQhuWz8Z8lA6HFZCULtG7L6H6fUvqHo+PsI1daUKQ5+XOglCdV2y29+nFJtt0k/8OOiELND4zpr+XuljkvxJr7k4xP3gBH950JiE5LEk0FPfqHFr3hCv43ohfIpydJQklAV5vjrQj5EfFUeWZvIo198+w8fl/riff5oi98X2StpiKkkod/jUvlPUSWvyPu/7aky/f0gJTozgMmt1Nhe661lb9kmMmrLCOCvJQn9BVjqrzvHT+pw1OAm5nPm+OE/JuZuSYRTVMjoqPG2Y+Zu//VZqnfovcfQd7NVKMaS0FGS0F8AUqLz/wrlxfP9WViq6+pBu4LB1J8FUi1n077dWeFUtb86SxnVQ4cpt8p8tlSoGCWhoyShPwWk1BrUnDs0mLUAgI6/LEsZ67YvEmXsXRNyX/jPAqn10z5ieUS4fcdfnaVgC0qDzBPXLj7+s0LKWHF2UWZOLJ8xB7oUCuIvbJ6QSi87TDKbblXYaf+TQGpuxaVzvxfOgcgX+1+cpYyVmTDsP963WTmVfyXRvSekRrXDoVGDw9j2fjFLSYE61BjeQLn8lRY/6Ek+bzeFbK6eoznhGrK/LksZ1RUhCg7NehMu2ROHlFQKHxichn2+QK5eFO0WFeoO1ycuJDWeO1UewxM3PP3r17OUUQO1yQFrEjGp/fjWFxa/9vWkT09F33vL2YchiKGjsXqlJ9539P6+MyRU0cWEimdZxOInrerVxsLvU8JKjqL7hZCqGdpaCJhgQx1S1bd6KMhrSd2ikoR+tcWvbuoezqkwJGaFX0ocUsNjr8Fw2Br63L7s4peFODr4IVm/RYWko4czMiLaccAKzHh/OUvVLk33haxB7d4Yk8SXVynQB+2EMCw+LiX1LvWoVKrYMzcJMXQcvkzY9Lpl7fIu+9C6nKyYEDdq/i8spIxqTe9AiFQuH/P22MpJi0NKajTSRQEXPsPhliDCxr0tFXF06iRsx9Hwss7PHVL8/qJ9qYE1J8wQs/YJzx/Cni+VffPxLacC9r5TNXTMC8hNFB2CQmPdEBWCg5StBBF0zrMCM95fzVLSrpeET0UoYs+XTBJfXauWKt7KmuKhdMe1oAoWZanOm4zfTsWTx7wlvmLoWPqMwdalcrnc1XBZ7uBlS0yIF4z3Ewep4euydHJCZ1MGmlZ5wbM/xSBVFZl/fko19MeSR0dPlWu9XUaWOB5S5UuZ7JZRMt/uiKAa/WX7Umr1YoeVULqeK4QkJQ6pqtUy6AXAOUkyU/BtrJxVeOAVRQc3GPeXiJC0bmghoVcqZuZxvPGLWar8484vQ/uM6gMLk/Xc/OF+oSOBej+uVqIySuExnApyWJSlIu/TkNLM5wgvZjw6pJLF5SCcu44K3VUxzP9WXCEgTj5N8BLJ/hRCSiodOo26A1GXXWkKnGGFRCAlbavPrCzEYNavL9nhfD4Y6GUv/MZDqm3xHVEUvJH1vZ5XiSDtr1gKSh/xIVdH/57ih74c++2427mwnxTxiy1B1LRfh3RKylf5yG5VchGJKX7StpO4D74uOhzZ9r7Ga2BE0EEfdgxKgaAU6MREhKRDc4NuFUUk12YxL/eLWWp4X5s9roEkm1obMelxb40cX98negIGNxyFrbTZ3dvcM4tgl0sTfvsGiKZmrjLgpjy+vd7i6GBSXHsdhNOE4hfbKSjyneKH4YxXvvZPL5ZjdyBl4qOvQki1XEzoTKamjsq7ngCZmuVUu5woHlKO+ou+gNtjh5JQmUweQzTRx95xCwOp2rmz94k4AEov36we6mWPdudS+godlsWj5v7UKnczzq+E6LhHj95PWceo8TdwzqX/1UUMUtXTITvpW1zjVwc6PjykpF11ywYZKj34vCQ5OH3z2MZOHocOdVXLYevW1efETP/E7svikOA4NJwQRGqc3zGolLHdilp+1UMp/lKWKt940uU2l6eUBudOL6aNYb+mxHK935/b+hrYgySW23gIKsJS3ssPoENfkGXqy8XNJRwmwRs4NtbuST9d38G2ZXfHnPKGMByhlrMORTiD3wadiY++CiHVGvbBHuUTztnVtF/RsY4rATyk2kd6PHCeCX06K8CE+PoUxKqtz7IYOpZP7toRqMx09oqxFKKZvUyfRxF8reS807cgddiXnnlgi7FZCtoRFDuuOWGL4HebBVnJW9hFEP5G/h5lWWERSA2P+gmKpFkK/pr7nirG2Ynh0KFpOz9eXL0wy20KWc9pZmyWrRYgYZwQ3FY/78NmwoNn3KaISe2XstTwawo+MKoW8MeTWBnXMMlgr2OVy1EfvdclpYsub77uOHeEkOJhjInI2N440U9R9qvWLuZW/spBR+6utGrF4zF9Vo61rGhJSvUxwut/cSEVmbuzyaPJ1FCEDQn16PX2zttQPh3w8CFVv7Fr94QqzkfH24cn96nYjoYdOufHQ2rg0y1Lbe+cXZ2dvS80w3aFcGLFYle+GRSwlLc80+N26WGLeCqdEjkcTwwdRm/3xv7FcnMsalIRhoVrTibFhNiBRh9MJlkZ+zAmFqQs9+936ZmZPu371cnJxtrUXMUGeJDb2RjpZkeDZ6nZNS0cSyvv6My/PFsG25fSVN5o0zJET6gvBVe9xx/7GGBVHj462ocP3+7SyWTZ8vb25ueF9t83JPoHTzPdGnZafKHss861OBwMrz/qFlY9FOAXslRk8cngRt0oeXIXjv1QyXSJzEdv9ug1dj7z/uOMGY4moDEYNZ+e7a09vAghhc+2xFh7aHDB0d63XZp8fIwHC6m2BaXJnanvbJueICn7wTh/YjxHyNt9Ahvje4Jj9ax2S+qY2u1fvuCwIh9SLUcTcELjABrz17RfkcEVYe7EjOgtCZn94eDysbX1cfFh5d+A/kzJroa9zEsJIFVep4Wtw+nSS733MsG4VzGWUnc1vsejJvqUL0LXwe3yfQdS6xdwLtMMe2oDC1IVsaYZdIiGZ1Cr1b5/VK89HDnBB275ndsbwENq/WMQdod3LWi4L8P8wrGUY2c/YFIBlrIsBRdKRR7NsVQRPjq8Q7cXM/ZoMNR/tLOzc/JfTgQDKlVDspEDY75QNguRaxccFm06UbMqB5M5uP5Clup+dYK6AmqIZ/cZnXYBp5I0bw542e08K2HQSJ8SHhAg7b7wdOXjwHB51UA9e3gJBRbtS7U979vtNndqFjNsy0EHk2T7zfJ2ZsoROYbNSe3JMQc/WxwhtWbL2UOo9P0zrzvZ9vVk56Fjot8nd7tPRlgo50JK077n96maLPQpC47aHTIw7WDSZ13xLHUYPVscaOuqAhfpHh/Ze3GryM21ekZOAKm1sx6EJyU12LE0JrJHEh4dbYtnZX0Bk7xhIupReeIrXOb4hplw1nLhI0yDd+wqxYJUdYPZBE0r9f9v78t+W+fZ/Cwnji0r8pJ4z544tuPYjvfYcRI7zr46++oszr4nzursM+0M5qJoMRgM0MteFCjQq972Yu6LAv2j+lBeJFFSct5vDvC9mJbnIKYoPSRF8ccf+fAhabcavN54UyQRDIEHOU/iaLP8QuhXHFLnQSvsn77RKtFxFIOUscVsQuNxOMoANFDMaEpNDX6csInx0TFydrs4GWqav5nu6GhGy+YnWpeyuQuzd3acFZHq+C3Mw4b3qscT6KGKuZ9YyrWwnJuZ6c4cXC2xtUPUEr3/OG6AL6xWvK2ONr6kmK/tNX99xMSShTBNa7ucVnlS1xv7+QYtIKPHeVP7jI0JpMZSzsNEWGW3LYoe58JDBxzi0rcFJ+BYxm7GF7SyhTek8NsUZgoT6qs7BcZVquJN0aJrisPJGtAAqHPDnO4EH1LGxlvKoci4mKLWaN4Vhim20NhiEIfUuG2B0/wQxpGwQ6XfXCiLYZDSOj/SPtRuqRUva/1SeySJslTz8XyEtsvT3ReFAYXa9rZWTqL0K45D9qGJ6cKKWUVGarJsGE890Xo3W9Tso6M70IEkzA/zx9O9zxUShZTuCw7EMKeWuQ9y/QJIEcbnOivS5XptUxsraZj4ZhxpThyznMOBVL1/+qW9xZDaeFvlNkW6qxqFylzLBQpHqJIDf8edlaICQXzqpvJAhaUIl64SyHh0ronRhqvNvfkmKBOT7+mVHX2IrpdaOmK6IYrZJa1GdrOOIAU8lZGEVP0nUBmZvKz09Tp20/H1T34mpFhqqxsiV6y8cdvJiiSGjpHtUNPudOnJzio4njXYKJTDhFzaszaKqQvFF4EKwXgUvsNKOuDhQ6p6+o10eA7KD2yHvAPsNy2HSnX8Rmf4ODfa5Cr9dqWJwSA1fdNWPJyVDozpxFtLSFAUHXcReBl7+O5mrRYOSR68qqC2lENRITb3steDALQtynZOEHg5LAXsEywe18liqVh8pLf9nCsmBimiehYgNdCFnZvDigkgpWmet4HKSaVMHXXKnDXoIETGOUwfzRUxDjpGxnYCSmvkCdOf6BpqrZR1k6s45QhVIho7gKOEqMGVxkoI5qmwlKXHz7/l7319mErJi02MSt21x057iLJUJ6OaUAaZjRq3qoo1kD6cFqtUkBLRe2QmaXrlrKc4qtHGjh+agrPH/ExIsdR2RKU2hY/vLfzHi1cYOnp3B+cf9pd6gQiNseU2Su1JOoVymJCmfvR8cDIeQMN/cA6vx2dHn03hqeUmyYdU3/2j0tz1Wn5g0+z5FUjp/DFUBCOf/rIg/Fr6OuDwD2lI3XwmmKPC7eadEZG+bykmEZYaez4IqWiP7aKhdfslTCm+xvo5ySLv95ByjR+0wckLptAGX4wHqemLqnZwbQlbMFxyA1bQz5Len1lK07CopB3rx/hsYyU5AaScqwNmNWglDI+1Y7Ke54E4GkoBrOyOTLbS2nDQMbc2FR5oz51hxjru9wc5ZT7kGsJyhCrJd7SnKJOvsMnp/lfuMZ4iS/WMNVzV3A83VjIA58Pdr153DwQdapMnGoJD2Va4kBKu6u3t+2xBdY8MMhja7WK0fir72oJY1wcQ5eqLOqCC3pXVBNM3k3ZV8BGjeymWOgUds7lbyDXMO+HoaPz4Uquv59wa2djaUUjl+MXjr3W7h9dVMPJCR1wa2tIp5qRyq/cbSE2/TSmnOvrKJbxp8NnEGhSs46dduOJpERlx13FOriL12xUKwVjqtoo5z9vu6Z6QKAUUjQg6HsIKUqlIb/RYiMuMlxyoNADlXIsJVe7JZM4qK+gOlPEdrPHjQcpSjzbQGtk9LmyU3N5t0gpnTXv/LseJS3Qs5T4KkdbAHbf/xRUBPlSu8wMakuh4KdrR3onCq9vTNBpOQQdflXyp1GgWHcTLlyf58syPA660k3G1eoB3fhErxD6dDRqoYISlP/ZOyVdkqem3gag3mjsufx1C0/cW9aqBaUiHIZ2b9VBqHqSEq3obXtPMIfHKMKM5f86omUu6U2ITaKJ+KA6KUk++l6Hf+p7tp4jCt7id5edQnKX6lrpUlK/9Q8g1jDQGKUtv7V1LcuZlt7V690Xvoaw7OR0/FXSFCUGIZnT87n3jq31mZmZqZz93Gg7Ah4snb7iyfJZCkGovGzH0NBYUwV9RT4wfP+U7s628eUbgcDhBVblSUwEbDql1BlKm8CxPz8/NG/gFLNU/nDE4HOaW3HI9Qex3eckkhoyiENshwSJ0DT2nDD4YrKSw+WF+x8/i6kVu9HltueRWt+atcOSW4Z8uuTGKdPzcsXUvaRhY/WVIuXpqm+AkUsphzTG9ZP/lh8Fa1KZT8b3KHtoVdFQ3bsyHunYrbVUxPxrt3H2Tl3bs8M6nqghVMm2cWPZa1ampRpkuNjbRGOvxc2cSmMeKLHXWHjJbgw8vcJqedqRx4bnzZrPKbFWraDo0+Ph0eGqlaF7HT8hSy19RhCG1fJIxoxl+KvaY7J0SJ5RYekflKpXV8NLPQGpoetLuCaQ+K1kvecRZ6r3FoKJtW+OVJogvJkSH6/7Yawhf3H/MBFVUcFzsqGOhEBOpRaOtru6tBrKpnklBz29wb4mbGAaphyllpnx76WVK2T0nhnqMpT7MpNoRnn3XlSXh1zWGpiOUmbOJcqAopMj/+HeF8gNivwKW2j4IkqT5kaEm4mHRR7bxhoZMHAIhTsyx0xX1QJuHpisDxvJNHkuVA7m/GQSp0OMdN0wIKcvEUkhNRrp4DRdXRMBSzuc3B7TflCfeyDwHBz/PR0D7hyaoVInGcutQRgdx/xpURTb5UcpkxmwTHFlr94zquHfKQmzYxPkK1PJZ0BBozzZyr3XTHUP4Jy6y1Ck6NN16cPHeL8tufn55fD7odYCuRu47eLa4ew7xjp+QpTIQA+K0gZXiRNSN14oC7M/OMvOx2UI+wjgUtFOhyMf99OhQn7+zdqYp1bIjGJKKsZSr/qnJag81biMgAAAfbklEQVTOTA/9MqQ0S1dVNvP623rSq/a2DPeLCEpCyugH55IR/ZNhtYrsemeawvLL8CE19tml1JfGhrKrjTSdEQMvvrjjwaxS2wNtO8+t5UOsCcvIMhQfFd+fjpVTEoeU4V/+c/kBsV+cpYjzRQNpT76vwSv192UScpXtttqPSUpDyj12VTWvWMyYKccjJsRnKfwm6uh3KWCqbeCF94mFkNJM7wYosuVR3DCBiRfr+E0s79gRpEK2IqRkOqe+zQE9PwlI1ZyHVAkMUu7ejncz6PF8wWFedRVCavRrHvqYp+9aWcPTzMrjw/vndscYT6Y0L5U3Q5tommrfqcleHu0MKhRyE63wRSbXZ+8WCLe2BhT937JUvR9M8RFHBfdKje3c4gCCFP16VR4s4cXcO2tQte20RNNTO4XpC/3F2/mL8PAdMZbqH1tXkoaNTxFcFNMQQ4dmQc+oF+B86SN+CZTyJSbEyTKhmQBWVSlzoIjnOD6kqpcelPO7rcX7+UAw+MJ5lPViLPUA8+Lg7Ob2jLP4kMZdFwLOp3NDrJA4pMK5WvYRoQ9DB+Hqhs8UP401Tk8v5XMwjFdRbasnmBwmxLk7sf73FN2Uq7GRDkw5gWn8ODIlr6ZvBjSUVHtfmTWYcCGkXKsvChW5ftwqjKIcgkEq25UCawmVOjHYX3rCXzgwIf2EOEtdHnhVuIZ+Ym0DWfHQicXecirMrxBSNwoTKKsOl9zEFNJWodm3wS5elShZT4wVmEla5hn0hyQpRWrwvljFXdXbgBb9RqXBBBxiOyQNZwcRpOSRrzILOs9AgwAJRgb7eJlkL4yXM5Gjz1N9en5m9i4zs/f09NbhYm8XfWIstVTbplQFbw8JmUbjcrtjjdX1fDExdFgaC+kA5Egdenst55EnJSbEeUC3cAO6P4c838hrIviQ6pm4tafOV4dAESLrf/AFDBcTzX09Rhz7GKSOBz0IrbSnrX0YdcwJi3PpFixDFIHNETYH4pCK3qEeUqxxeKgxZhSUHj6WKkIqsLJV9/r6upExoLnR1PsVmwjjk4JUfevaP/wHkyHzsm1Thm8xoZ9YyjWXBg2l9au6hysoASklAynCVR+rrne78c/Fg5RxZLWtCVESXXVQRmv9awEGU5KQ2vGSkbuK5QNh0U6M1j3N2rxWSv0jpFyrYFVjj18N6YhBKDxUw+nIfLbcvWDerTiWGtmMB+DZorOb5J5wpH3v7aR4UDkDKVp/VM4x6EbwsVR2OYUgZV08LVcf7fglY36WkISUjGi9islko2kbvHxT8ii38ncd3OJm/GIs9RZUqOj51j6ZRVvdNzGUP8L1reLocA6vQB6t66IcJaae4GUm9s9/A7wRbcM6JHxIyWRbYYPKsz7RQ1huI6SajndnNq7G8RQxSPWs6ZMw0QNrGcK1S24YR/lrJ8Nwwvd/+qdGTm0ShZSyZXoCMJjfW6zay58083KMLjB0FCHlAPO8oj4WEiXjK7iCAhOqRNqaalLRwW5t7WWT8nShElzy/DCW0u4BF5OTvJGUmPUEh6V0E6Ovm6NjC34sKR6kxk8HkWWfWmVfzULZMU4zemMGpZ8ES91+echQob8MbZ27bjboU0YeZtvtP0Nq+giKLHAEXGaZRDWecerkIlTkiivNS/Wf75lhL2zGeW2Jqs0bdkK+CKkuLqRwlrodRPon0pxbLUNKJptLhqGaJBelWEom65uG9xrKTNntlLmpa+O//df/VclW2SPCUpoLs1zlnW2OyVwL0/d1tXvrH/f+cmkycuKQijGQMg0OiY2kfoIU0byYBEgNTM2Vc1b8xSF1om8xGdrqnqenQQ+gtpvTi1X5ZSfXFg7kMEjVz+WuwwEHTXnMuc1mrXZi7twWoLzxjUKMLU1AB6+Ld8to/JTJq5P+hY4LfaJFf3F33zpUzZGAlAAd3I9NuNpJGIPLYQ0ErfCCkRCotZuOavivhOOweFfjch42hRRm/Yf28zFInwu+6g+Qqu7yQA1ZPOSnJc1S435n69rqxcdqTc3JcDWPqXiQyn61ION9eJ+6inmPpnk8iRoN+C+inji8jJoCX7tLsV5jT2yhY3wuVzUQsWVe1xdpenFFy8ugoOPXkIGGIZSDemtJlxGlUodTXB1FyXqi9zC/PhNtQi4883VQ2F0qWtWgBIqQ2thnU8NYiqj/SFgBPlTT8Rb7SU+gUfseUkzujdOrUTPIGoKdjGkc75VEbPyI2Irdruq+h+eq375gYAoGkvNnPNWnBKQmYFYe5mqrTnHWYJIUFyrnpmdLAV1ncv6AlxBuPQG2sj33yTi8Dep3kLTCagXzytDdmqscD/OLQQrCRrb2g9AoUbTjabnmMe4BPc/FrZ8tS3hEFFJk/OHhIiSHQQqqViZPywu/D4wRDuGuQvQE3Xq7d3Hv7WgjQCrb7rFXEodUbOLRRCoWj3r81W2kIYiRNeTve0hZmpFJA3mxwBRA5Y8EpGA+bnXtI4Gs9oCA4ol8K3eIw4PUfRKtblFR3nCWY+Jcn4M1weCUEYHGD/rVjym53dd2fne1dg79a0o9sHLXrI3B8jbT+Ta//ASQ+kxApIksfE9Ld7lXB6MJ06qz8k4VS3TCYqxueGZcDFvqwkDKzvRJSnLYWEq31IZegPZNVV4AHhxP234JUq01QTTh4wusDvHfByUmZClNRzdtV19ndfX9S9fdwByQSOqYmeQr5U5kigndGb7qVkKnW54GguNV1qLY95Dqy5ug3poyl8PlRIq/OEtp3HNfMwGvx2Gn5AHb/HxbMKQwPOX5LyaEVO/J8noaWVLTX4VclcFKmcKf2BpxcUgZMpkuD7QrajXYJtBy295Yv4vTYmAsJdOdDgTkcl8gmFrc+zz+2DAgSHXwX0kMUjp3x02V3Bf9x3e3cWJSaZsfx2R+gBRRvwDDRTVVwPqmUpBazO1fZoLIPAScN/h002xhE+RBag0gBc0E4G6aswjafxFnIEWnnUAojGPRAVO9UZ8ndfSWv90wKwyBaNfTWcxYHQlRpttl/pdihZg4COI2Cn2PtlYd9LZPm2CohCAPFdBxOVFMBf0tsRTScvpHGddRzkT5IQQph2d3TFcOwMdSrrMkav9hJj/Gkf1FSLknDhUOaDjBorqrtZJC2SMcS/mvDaTcuqppbJiZBCpAjvQu8owxxdFxmfCSDqvCRCnaj/iswSQmLlTOxzJCvb1NYHyMQwrKkWg8fjpNBNUzd0sajTFb65WbI+wwFEUohBRasTd2bVaA4gp9I9o0eYfPIOKQKlpPFD+pSS63MgvPKHtb1UI1W/0wloLP3b8/NbNzvNVjhH1jbqEofw1SQ9kVgyOwkQf7N/92WPmwxmmUS0X0LUu5OtZAuSP3rZXLs/QrDilSpQh55DCLhRz6wNFB7nZ+fEgl4tBOqh0zmV42bl2/zcF0/KJPFWMtDjo0uuP2YMAKWkG6e/b8c6jeAk1szGagTOffQ8rt35GrrIkLpkUmDlMhpiMCNUOd4MwNVGz8IEOIncCxWSv6AFJUaopbiBhLadvB6AtqnIF39sUvQqpn7lUBSya8dlAOngjSFrJUT5VH5QltVzcsT9potV3hU8jV1uQH1+hXFB1ELmwlFaFgnDL9wz836vCXlKC24mMWyytareBoxxt0zGy2+HT12fF7OupYuR+GjmDrlS3kbWItvdAjIpCC0MYCslQDR1HWsP5eh57kOAxS+S9ondHT0DugzXFbajCKJgnUkbYGjvoJZykZWKkcHe2fnaDiInJ6WDs7hRv/C1mK0HYuTykUkcs6wuJynofp2yyn/pby+C2k6nfvoJtkCN9wXgh5xSEF8zlehd1uigeDwbhPAdOXSe6qZSGk1Gp797W2ErfF2RpGKz3UVPKl0rxwICUjzvZm5hO2UCi48bRdy7Ab0Rf2/MhSRm3GQfpaHoopdWbmDeHU5KSJptSR+0rqLEuxQbjPP/aunuyOcYKxsZS2m4GUIrHBQoIg5iZ/aSw12p2W2+4+36MwPj/mkFwxOQFLWWJBmmrZyT0EPGraZxg4KFzrA8Bwc5wZWDFIETEwkSIHVvYvobAVXZynS+8lJlR+5djCEWotFZelycRyuHAsxdyxWOp3FqPHjEkNYXx/MMn5a1DEISVzP6wwS5ztivbaJbYkS4lhkBq/T4MVDuMCwb3zzhHNWgSNKijHQYGtXAKWgjEAbO+GWmWAVCZsUtFHAssfgZDxDeBKtdzBhpP1J4fxJttJKU/cn+8gZWnsnoTMrhfwYheD1CUUAqgWVPL51iFn/+j5V1Rup6I5tkAEkAKacnAhZTzfMyHrCbvpkW0DuZCCQtD5R4ZOxqfrNbCRC3qN3jM5pXL8wFLO5iklGVgpzTZaNBO141pjdVuYpqJrbFlwWYoN5flaN6bUbevcvgvGUr3dVviYpO0wy8q5nYdxL5RNZF6gG2IfAp8um074kmu1h2nYpeulPFlXeQRnKcLYDPrRlq+La6tcZQ/bpj5uD2Dxjmoyu1CRESUcorFLRZGpx9dts0flWFwqFiQrIypUvt28C8YhFG3Y5lI1c1PY8WOCXZl0sqRIcx/nTKY6bulJsBRh3KtiIOXwrXQCwWEOg9RCQ7eHGR+r5anFy+0OrexmMogQBvbNLIUIWIoTqc7dFbKrHBecoKIXgxTR07djpqwePao1xps7w8AkrtBAct9AinCPpW3AGpn3iWIKlb9CSOnONj3oNWAItdLn9Pf0bRfSXgcZ//gGUtBXdsyUWcri7m2+mDUh/ZAv/jZUSYoHKQjVaZ3Dw6zJsXMVpnBN+Tqe6hjfe8I5AZAydF2WI3U+D7vc/S0w6Ev8MZbq+JpXD+q5lUKUpciB+5NyWjJCO3wcAO5Sz+sFLXvlIeTpOKUUkS/YVbkmF1dO1fHuwQXOUq7dbVCP2mbA5JYiDS/bY7u1p11mkpxs+AFSmrlFWIWjr1nQ3r3RKkdeMNshzVIE8RqEV7FHurXsdy1lVBxSGn8TvbFUfMR1s62w8zVd4izl7xwAq0pUlyKXwt43rvEjNPnZEFAn6VtpRhsWE7KG9QSSplgrAsG8FLd0idGGCKg0gpX6UbmJQUq7oTc5HI+rw6gP5XysorveMCUDI/kNpOpPVsFygra/CDb8EEIKJhsTTFOh1DP2kYRGl18PkfZ1tuhFWaoCKeda1aBHgRTBypVlTqXAIVUc51ReeikD3WbrKGaDjAk5J6AS+dreylKwM51sBFZfU2p9thwG49Wfz5ca/y9JWr/BNn1Ip8GzniixVGSrVIsg9tjz5SzS16q3meVTbHq4L/sFNhc78LXu3wfsi6WWnX0IZyn3/StAKtzGTIMZbl/HD+8O2gO0Ymp8iCOk7GIvSj7dVptSTV1vNRvrXqAIXtCUGM9JQ8pVf47MGxxts/U8CXQhBakgtddRfBgaAYX9aJQrKQYpQte/GgStImpcbefcNTslSYylZLLVozCClCdT6pJn9Wj/MZU6mmL7Bd+wFDF3b4Mv1PTOzRnj50OKqF4ZdHhDhd1+uEn0dQ3Sj58jAplvWcrYeQf11aS4E2z4IQIpWf08FDaoqtt3jW7opOp0n91m0l71DaQQS3VtQHcXHTXWmm+JyIGkwB2ccbCPoQN/g/EVaKQ9w9gMIiYU6+smVdbUXtkehtC5ezqQpYbjgK36vzKWmhv8n/T1A9tBB0jxrSeKYylgqXEmoxaNsWfh8KMdlHgK7/0on0r5r+I2PsGxzgkEqYVs4Uv/yr8tZKn6/BsQNNIYg3OkIla5CY78TuVvuJVQDB31sJDBG1yGrSCN06B8erspVcRKgmJCxZsd290oNd9rna7ydNkjBakwB1LLAKnWsgD6FYNU9c0+6v+rA1YYRqyLnhhQy40D5shP5kHPSnquS2/SoGdYCiZJOis2U3x08OQtBT0aAadXeaHogidEuIbiHvNtgxP1lF1DayaHNVvRonFFv2Gp6v1HoN//PlWsHlwhMUjptlNo4Kqi4/uvrWNjDVszYG9Lt38HKUqtOGxwQb2cWN1pMdmZSQUqEN3Wcuoehg5uLpD/ZAWm2qNc3kChmJBGdwRDHHVwv9QeO7N3+hbQLRrCJ5zW9hdY6h62cKpBOa44cZaKlo5Naxz7mEmEwJZdZb891FoqUiIet7EQUMlbjqC8JqZf9lYwexXhvFQRUqjEwdmbggAtMIabqeN9LTF0GGespDkCtZJwLQCkHrZKFbGSKTEh5iaRvZ2Hb0wZDq84Mz4lOSlIAUuVBhy/xFKged8GUxeVXDEAuhblzPNwJV9lj4ClGlurkNWNr6tZx1S3UscPimXXzwrxrCfKwejXcjoD1UM1f8gNZPwYpJqbzMnlBaYS1XesqtUGsZHUtyzl/JgFSP39v/ComklKDFKaMzDhBEf6jgqdDQ2122lQXMk5ymR+xy8JSnRQOG3vOnt6hk4uYd9nNLFA0bRtsK5ex74chg72RtF3oqfV3gEub6BwTMhiOQX9AJhsN/uNsEDBuFBXaAvDIDvagmaqyq4yL1UOwH8tlhqSNNWN8yAlylLB2zrQCRHu0WwGNrQClS4l3+7koBePmbnuOCWD+XuoExbd7t0+R7tffBofS0HHD1iq5KDs4AUVnrcO7n4BgEORjp8/rCZnclAbCN3YH4IUMXoEG/ao1N7JHp3wDcQh5erldvyApR55tUnIUj0LebBwpuiH144Hu51Mnu8KkhJAyqJpeAQzSkq+v8rU992iegKHFHcMzI3UMmuDclCtdHIDGT8PUqCRuNt0uhBHwUiq8EUpViYEEijgG5YaDqD9Ui/HmWzyhMUgJbPsMJCCmXW5D/ZeVNCk3DfF2dmWD6lE0XpCYfUaDB6fvKIGbTo0uphMlxLE0MHLBlzcDKjV4ZYfICWTbbZA66o2DSTb9S3JZNgqh+l5bxi0FJz4fmSp5u0vUmWqO+EJ8cdSWqa9U9m9gydjMu3tfFQBCYFBjnXqm20RSnmoXvYOZlvhwqh96q66w8fl+FhKN71lYMbwRVRR8uTiy/0whlsxSBnXPWTLRlbmmni5gI79r7OU5i5Ng4D3dlnIUVJjKV0Py1L1n28O+wdPeyyE1PR1Guxku6+fWz/boFe7LmoBi3X84NiOs/kBoM9ocuPh4eOh28c0NpTcyzZ/gI4Y52NzvZZ5GLk55HdoiMR3GKQsIxWjyGZ9Gx2vw+tdUVoaUo15pp4vC7ahF5uXQpFtfaRh9h8c2NPBfG908G35mTN840MqGULGWABZpHlnfPCHNj/dcyRQpD9AqtZL2dPrfvQkxwmERvIh4CnY1cLnlTscNDLj7D7c7eGB90eWGrvVw5jorEPHSQkbS/mRlTHqgfkWu3dWbFa0EwCoTxIZHg458hxv/VZYv9AIAbDTo2FAMC7HWUozNIeWdhUd2Kr5ui6EfSQxSLkv4sqIfldmnGuLQAQ/bODMyaDmDWkBVPHpCW6bV35AnKU0fpaljG9fDvsbL5NCSN0g7Sid22zsnfWSMK7uwRoJVD58s1kmA61fg2BeQJI+sID1mFA24St44qMV8GPoKOca/WoSwAVWb6fwraSFhuYTdtsYt3FlY5SG1DgaSalUNYLDUqQg1Td+4DWVTCdgHezgXoNfxybE33tiDVlPgAPugO4e+gceyh65QQtsuE6ADu5NUPaYKPvMl58fKILDbAKWRaPXYQqeBMIq4N/qR5Za2F+Hot/iLSDGxlLGfabWQTpo55NiiiqlQV+aEsOyyb/UjNQ+w4qi8Zu3nbAJDorCvjDOUoTfmR8MIf1bU1MkVTX7cjWNKWkgejFI6VZTSm/4LXt4GoCNNDyrzXhBiAlBd/RkK62AIvRVxfz8jBevxCFFuNOBqnu0fkm3dDNpCzRlecI4pKrHc9CDM0XPXwsfUQcZSL/zO7JMUmKQ6jmpWUeb6DhM4IBKkQP7CXYrcWmW8t8E4bVMCmwiBiUlBSmdczcUj+h5R/QwWWP+SEOqc51pBGtiQiyKdvxgH6u5mof2xZZ0KhSf/DqtW4KOJ5uQCKQQkIqnCwCcYBOKtvZDQf/oW0hpXHcOgNS1n5MM8gqFYjf5qZZiR8kXTa/svdewDVhJ+EeWWtivIh3RsR7uS2EspZtbLH/Q4meFj2yePOBOFWFZxS+Ju484aPGin/gNnKWgko+cJq1KpXx+cf36fVvEskgcUprsolJNz1wewJ6dJB1+hlEf34lDSpd/Q4gigxdYo1cSFoeUzAWH5x6jlZHGzZxD3ZTma5JwSA29oiUDvqn3u6QZjuayHQim5yA1MUiBCXv+kWnOS+0YgtS8PlZ5Myl0wLDozQvvRduXhQMcKaH60WXa2i1REN+Mpc7m/yCkUPbHL98eH6+TkztrgukOfscPrF3LLFUkKZXJcLSPN5hi6KiUEuyeqn2HlYW/AimZrLlwEFUj7jBPHW13CrYZ+IV5KWApUoHVCYyliJ6Mj7V0Z1AlTx5wBpSczPO9GtdwdmnB2Pc+A1tSUeTXHP+2UOMH6gXjydr25+fx1tYVbNbA2Z+VFRVDBxE7gv1p4ukBA6X2Ru8ai+NtVkaU2kBtfFSFRijkoPiOgRLzUjLdRVVw6jS/u/a62OILfFzyvzAOqc75KKQBi6vmYVdHj+3gfoGTr7JXHFL1C7uPgy3plpao1wv6d1i6M/CPfIMkFl/lmJjfvll4WhUfeBY2FVKQim0/qEP5NbwtKkUrxVIW4jiMOMS3y6OaopQ4S8FHJpyjS9lsw9p9Q7OA3HiQWniflZtYljJ5wlPn+TneMKWYlJBwShlHP7r611+GlH86W/v6mc9/rm5lh0e4SsVShD+yVMfeIilP8/VGGEvJXHW5ZFnVAr15OIUus5kd5mRZyuv2359vnlVnwwiRpPJT8P2FLCUVFSdcDFIy2UuqtMaSbpoSdhYlIOXutqGsKb/YzhQnISn1hExzeaSAzaL2Zidhu/ymmyUdTwiH1HJRwwXDBtjENbh+J9rHFIcU8OBcYQ9cezgaCSiV1KL+c7kyLSXZh4NZrTRqKlL/vpWXM+ZCClJ9F+tkU4fokBLkpCCl0dyC9RzMMp0IUxIxmxV5CA/iQapn4tKnYFS/aCwFi9MGz0WIA6L4FlIWzfEvQwrPjuD6x7HUyWyLEFJ8jR90I4a6TDR0JBgHQ5XANr+rI0i2FFDf8z4zo//I+NDc7cD8FWdqrvgEPpaSiogXLg6p8c0ZWDCgsgcn87XFXZx+FCJGFhJeGPkaIi9+3sOVC4mOHzH93BWnzYmWwcHu89dmbHNbHFI3A+ZS0dlNi+dbrSItn1THDxrYkZMGcGfby6vHt7cvdVujnFU4gA5BK1XM+9iAAyZwNl4xvRi6KQWp5g29gl1/VCmCkkcKUmNnK7CsiPK99eEScC3FUiKPskE8SLl6Gj660Q5JaCxlsnafLy/Vu9hnWd+3kNIOFcDK9tc6fmyUEr4fWSpblRBCij8vhTTgq6czzASBSm1tq9o/FjkIXCwDxt4N0JYiFSiMCGb3mwXP/EaWcrnfvCal8n/87aNRJ0hHagC25oXJADJxcCMigYIkIAVDvmM4i07pGczle/m9PhDCIXUyW9zHAOb/rALL0nLCUixVvi/6K4UOmaw1hA6w2h4TZE4aUhNfVfF1iW6fNEutXdvAjIaKL4mk9BsgBUOX1nM7EDyoxZSKQM7pFy2IH1iqcfcAti+e+gX1hETs3OAfWep5PiqEFM5SsCHQwksajdmUsAURd70YNy2hX+femlWAIY7KoZicWT0RDpV/I0tpdA3v54XC+eEud91rJU9i1OZ6+YD13XLv49VE5Tm+RxJSxOj2U6Hwcjg3LeQcHFLNm3tBr4r2Ng1cnJ+Iz/pIsxQ/P9iVFEsRxBKY6PoCNyKnc0myVP/LRfAvhJQ9OCiqSPrXsxSoFmIn57lcoZAr5C4/52DHRXH3LUuNvsMe/o7MKdtlLkbyrZB4OoBxq8BUlf/o+FdaCCmcpWDasXpptYBcLt8wiueMHyPvyn1mAP0daTU8Lcd4N4oXv5GlRGLnBolBytiehLWlgYjQDq4sKQmp8gNivzikjH11/y6idNjWvxpFzeeYOH4rS1l0WZgYDSZGxbInRW09V69h/R9nqQyw1P/52/+tE0vqd0BKLF6RsG/R8ZxJgj3DxS3OpN8KiSTCBP3IUkWNH6aeELKUVPw/hevGbnMfpx/7t50dYkD8jSz1Q07EIOW+WHHAWt7bJUnZ3wIpnXZhOX/6lD+8h2OEpNxfCimxhgo0atMeNdW+IexpQ/KSkNq9S1z/YUi9JgwqtUHc9uS3dPykCgwL/xYdJx+DoNp4XXP9ESHs2crljyyFIOUYGCrbszOCuMavEttv9/x1Wcp1V5ArFe/8Lc147/hbIMWLUeriL4UUvzGsxD4WpcncvagSSQpS2q3jto0/DKkHJUWBycUINodfzMifhaWYjp8vO4a/3bc4rJQl5vmZpXLrJB2Y4+zohHqLvPVSWJS/8/Kvy1Kak6uPjYds5fQH4Zv9+SEVE2YahcRuL46uWvGODvOsFKTcw+OvyMBZ3Elp/G4DCrW3rV98iPhngZQzu3y09yTcOesvg9RPYynEUmrPFUczC5ASjqXEy/lfHfrXZamfs//nh5QES33zalKQ+kYEbklBanvQrG7SS3Ro/yyQknq1vwxSP63qXchVgX1RLc8C9v8VlpIqaTb8zw8pCZZiX0Hg+72QGv98e8xt4j2qUqL/NiH1E0tNbH6RDttJH7ed+f8sVa6Hf35I/bVZqlxSor//NiH1E0vFsm9K8wZ/xugvY6n/C3VoUE0ZzMGaAAAAAElFTkSuQmCC"}}},{"cell_type":"markdown","source":"<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:rgb(31, 81, 255);\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n\n<p style=\"padding: 10px;\n              color:white;\">\nThis notebook represents an introductory approach for solving image classification problem. \n</p>\n</div>\n\n\n\n\n","metadata":{}},{"cell_type":"markdown","source":"# Table of Contents\n\n* [Importing Necessary Libraries](#1)\n* [Reading The Data](#2)\n    \n* [Value Counts of Each Label](#3)\n    \n* [Feature Data Reshaping from (1,784) to (20,20)](#4)\n    \n* [Convert a Class Vector (integers) to Binary Class Matrix](#5)\n* [Splitting training data into train and validation set](#6)\n   \n* [CNN Model Design](#7)\n* [Visualizing Model Architecture](#8)\n* [Setting Optimizer](#9)\n* [Model Summary](#10)\n* [Data Augmentation](#11)\n* [Epochs and Batch size](#12)\n* [Model Compilation and Fitting it with Feature Data](#13)\n    \n* [Plotting the Results](#14)\n    \n* [Convert Binary Class Matrix to Class Vector (integers)](#15)\n    \n* [Result Submission](#16)\n   ","metadata":{}},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"1\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nImporting Necessary Libraries\n</p>\n</div>\n\n\n\n\n\n\n\n\n\n","metadata":{}},{"cell_type":"markdown","source":"<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:rgb(31, 81, 255);\n           font-size:140%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n\n<p style=\"padding: 10px;\n              color:white;\">\nBasically the task required 4 common python libraries: <list> <ol>\n    <li>Numpy</li>\n     <li>Pandas</li>\n    <li>Tensorflow </li>\n    <li>Scikit-learn </li>\n    <li>Seaborn </li>\n       <li>Matplotlib</li></ol></list>\n</p>\n</div>","metadata":{}},{"cell_type":"code","source":"## Import Numpy and Pandas\nimport numpy as np\nimport pandas as pd\n\n## The Scikit-Learn Library for train test split and accuracy evaluation\nimport sklearn\nfrom sklearn.model_selection import train_test_split as tts\nfrom sklearn.metrics import accuracy_score as acc\n\n\n## The tensorflow library for modeling the CNN and Data augmentation\nimport tensorflow as tf\nfrom tensorflow.keras import layers\nfrom tensorflow.keras.preprocessing.image import ImageDataGenerator\n\n\n## The matplotlib and seaborn library for result visualization and analysis\nimport matplotlib.pyplot as plt\nimport seaborn as sns\n","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:42.327701Z","iopub.execute_input":"2022-10-20T05:40:42.328326Z","iopub.status.idle":"2022-10-20T05:40:44.640348Z","shell.execute_reply.started":"2022-10-20T05:40:42.328202Z","shell.execute_reply":"2022-10-20T05:40:44.639390Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"2\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nReading The Data\n</p>\n</div>","metadata":{}},{"cell_type":"markdown","source":"<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:rgb(31, 81, 255);\n           font-size:140%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n\n<p style=\"padding: 10px;\n              color:white;\">\nThis task is then followed by 2 additional tasks: <list> <ol><li>Feature and Label extraction </li>\n    <li>Normalizing the Features</li>\n       </ol></list>\n</p>\n</div>\n\n","metadata":{}},{"cell_type":"code","source":"dftrain = pd.read_csv('/kaggle/input/digit-recognizer/train.csv')\ndftest = pd.read_csv('/kaggle/input/digit-recognizer/test.csv')\n\n## Feature and label extraction\ndftrain_labels=dftrain.iloc[:,0]\ndftrain_features  = dftrain.iloc[:,1:785]\n\n## Normalizing the Features\ndftrain_features= dftrain_features/255\ndftest=dftest/255","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:44.642639Z","iopub.execute_input":"2022-10-20T05:40:44.643371Z","iopub.status.idle":"2022-10-20T05:40:48.111806Z","shell.execute_reply.started":"2022-10-20T05:40:44.643330Z","shell.execute_reply":"2022-10-20T05:40:48.110796Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"3\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nValue Counts of Each Label\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"## Getting the value counts for each labels\nval_cnt=dftrain_labels.value_counts()\n\n## plotting the results\nval_cnt.plot(kind='bar')","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:48.114009Z","iopub.execute_input":"2022-10-20T05:40:48.114852Z","iopub.status.idle":"2022-10-20T05:40:48.347097Z","shell.execute_reply.started":"2022-10-20T05:40:48.114813Z","shell.execute_reply":"2022-10-20T05:40:48.346057Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"4\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nFeature Data Reshaping from (1,784) to (20,20)\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"train = dftrain_features.values.reshape(-1,28,28,1)\ntest = dftest.values.reshape(-1,28,28,1)\n\ntrain=train[:,4:24,4:24]\ntest =test[:,4:24,4:24]","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:48.348754Z","iopub.execute_input":"2022-10-20T05:40:48.349893Z","iopub.status.idle":"2022-10-20T05:40:48.356956Z","shell.execute_reply.started":"2022-10-20T05:40:48.349855Z","shell.execute_reply":"2022-10-20T05:40:48.355804Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"5\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nConvert a Class Vector (integers) to Binary Class Matrix\n</p>\n</div>\n\n\n","metadata":{}},{"cell_type":"code","source":"Labels = tf.keras.utils.to_categorical(dftrain_labels, num_classes=10)\n\n## EXAMPLE : [2] ---> [0,0,1,0,0,0,0,0,0,0]","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:48.360334Z","iopub.execute_input":"2022-10-20T05:40:48.361247Z","iopub.status.idle":"2022-10-20T05:40:48.368468Z","shell.execute_reply.started":"2022-10-20T05:40:48.361218Z","shell.execute_reply":"2022-10-20T05:40:48.367592Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"6\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nSplitting training data into train and validation set\n</p>\n</div>\n\n","metadata":{}},{"cell_type":"code","source":"random_seed =1\n\nX_train,X_val,Y_train,Y_val = tts(train,Labels,test_size=0.2,\n                                                random_state = random_seed)","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:48.369995Z","iopub.execute_input":"2022-10-20T05:40:48.371170Z","iopub.status.idle":"2022-10-20T05:40:48.572146Z","shell.execute_reply.started":"2022-10-20T05:40:48.371106Z","shell.execute_reply":"2022-10-20T05:40:48.571160Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"7\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nCNN Model Design\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"model = tf.keras.Sequential()\n\nmodel.add(layers.Conv2D(filters=32, kernel_size=(5,5), padding='Same', \n                       activation=tf.nn.relu, input_shape = (20,20,1)))\nmodel.add(layers.Conv2D(filters=32, kernel_size=(5,5), padding='Same', \n                       activation=tf.nn.relu))\nmodel.add(layers.MaxPool2D(pool_size=(2,2)))\n\n\nmodel.add(layers.Conv2D(filters=32, kernel_size=(3,3), padding='Same', \n                       activation=tf.nn.relu))\nmodel.add(layers.Conv2D(filters=32, kernel_size=(3,3), padding='Same', \n                       activation=tf.nn.relu))\nmodel.add(layers.MaxPool2D(pool_size=(2,2),strides=(2,2)))\n\nmodel.add(layers.Flatten())\nmodel.add(layers.Dropout(0.2))\nmodel.add(layers.Dense(64,activation=tf.nn.relu))\nmodel.add(layers.Dropout(0.2))\nmodel.add(layers.Dense(10,activation=tf.nn.sigmoid))","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:48.573596Z","iopub.execute_input":"2022-10-20T05:40:48.574189Z","iopub.status.idle":"2022-10-20T05:40:51.324903Z","shell.execute_reply.started":"2022-10-20T05:40:48.574153Z","shell.execute_reply":"2022-10-20T05:40:51.323790Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"8\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nVisualizing Model Architecture\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"tf.keras.utils.plot_model(model,show_shapes=True,show_layer_names=True,)","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:51.326130Z","iopub.execute_input":"2022-10-20T05:40:51.326775Z","iopub.status.idle":"2022-10-20T05:40:52.350440Z","shell.execute_reply.started":"2022-10-20T05:40:51.326745Z","shell.execute_reply":"2022-10-20T05:40:52.349272Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"9\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nModel Summary\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"model.summary()","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:52.351935Z","iopub.execute_input":"2022-10-20T05:40:52.352317Z","iopub.status.idle":"2022-10-20T05:40:52.360973Z","shell.execute_reply.started":"2022-10-20T05:40:52.352275Z","shell.execute_reply":"2022-10-20T05:40:52.359797Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"10\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nSetting Optimizer\n</p>\n</div>\n\n","metadata":{}},{"cell_type":"code","source":"#optimizer = tf.keras.optimizers.RMSprop(learning_rate=0.001, rho=0.9, epsilon=1e-08, decay=0.0)\noptimizer = tf.keras.optimizers.Adam(learning_rate=0.01)","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:52.362643Z","iopub.execute_input":"2022-10-20T05:40:52.363320Z","iopub.status.idle":"2022-10-20T05:40:52.372344Z","shell.execute_reply.started":"2022-10-20T05:40:52.363279Z","shell.execute_reply":"2022-10-20T05:40:52.371307Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"11\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nData Augmentation\n</p>\n</div>","metadata":{}},{"cell_type":"code","source":"datagen = ImageDataGenerator(\n        featurewise_center=False,  # set input mean to 0 over the dataset\n        samplewise_center=False,  # set each sample mean to 0\n        featurewise_std_normalization=False,  # divide inputs by std of the dataset\n        samplewise_std_normalization=False,  # divide each input by its std\n        zca_whitening=False,  # apply ZCA whitening\n        rotation_range=5,  # randomly rotate images in the range (degrees, 0 to 180)\n        zoom_range = 0.05, # Randomly zoom image \n        width_shift_range=0.05,  # randomly shift images horizontally (fraction of total width)\n        height_shift_range=0.05,  # randomly shift images vertically (fraction of total height)\n        horizontal_flip=False,  # randomly flip images\n        vertical_flip=False)  # randomly flip images\n\n\ndatagen.fit(X_train)","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:52.373974Z","iopub.execute_input":"2022-10-20T05:40:52.374665Z","iopub.status.idle":"2022-10-20T05:40:52.425190Z","shell.execute_reply.started":"2022-10-20T05:40:52.374631Z","shell.execute_reply":"2022-10-20T05:40:52.424160Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"12\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nEpochs and Batch size\n</p>\n</div>","metadata":{}},{"cell_type":"code","source":"epochs=100\nbatch_size=1500","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:52.426566Z","iopub.execute_input":"2022-10-20T05:40:52.426933Z","iopub.status.idle":"2022-10-20T05:40:52.432295Z","shell.execute_reply.started":"2022-10-20T05:40:52.426897Z","shell.execute_reply":"2022-10-20T05:40:52.431300Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"13\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nModel Compilation and Fitting it with Feature Data\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"model.compile(optimizer = optimizer, loss='categorical_crossentropy', \n             metrics=[\"accuracy\"])\n\n\n\nhistory = model.fit(datagen.flow(X_train,Y_train, batch_size=batch_size),\n                              epochs = epochs, validation_data = (X_val,Y_val),\n                              verbose = 2, steps_per_epoch=X_train.shape[0] // batch_size)","metadata":{"execution":{"iopub.status.busy":"2022-10-20T05:40:52.433808Z","iopub.execute_input":"2022-10-20T05:40:52.434767Z"},"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"14\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nPlotting the Results\n</p>\n</div>","metadata":{}},{"cell_type":"code","source":"# The history.history[\"loss\"] entry is a dictionary with as many values as epochs that the\n# model was trained on. \ndf_loss_acc = pd.DataFrame(history.history)\ndf_loss= df_loss_acc[['loss','val_loss']]\ndf_loss.rename(columns={'loss':'train','val_loss':'validation'},inplace=True)\ndf_acc= df_loss_acc[['accuracy','val_accuracy']]\ndf_acc.rename(columns={'accuracy':'train','val_accuracy':'validation'},inplace=True)\ndf_loss.plot(title='Model loss',figsize=(5,5)).set(xlabel='Epoch',ylabel='Loss')\ndf_acc.plot(title='Model Accuracy',figsize=(5,5)).set(xlabel='Epoch',ylabel='Accuracy')","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"15\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nConvert Binary Class Matrix to Class Vector (integers)\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"results = model.predict(test)\nresults = np.argmax(results,axis = 1)","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<a class=\"anchor\"  id=\"16\"></a>\n<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nResult Submission\n</p>\n</div>\n","metadata":{}},{"cell_type":"code","source":"results = pd.Series(results,name=\"Label\")\nsubmission = pd.concat([pd.Series(range(1,28001),name = \"ImageId\"),results],axis = 1)\n\nsubmission.to_csv(\"cnn_mnist_datagen_1.csv\",index=False)","metadata":{"trusted":true},"execution_count":null,"outputs":[]},{"cell_type":"markdown","source":"<div style=\"color:white;\n           display:fill;\n           border-radius:5px;\n           background-color:#5D3FD3;\n           font-size:180%;\n           font-family:Verdana;\n           letter-spacing:0.5px\">\n<p style=\"padding: 10px;\n              color:white;\n          text-align:center;\">\nThank You !!!!\n</p>\n</div>","metadata":{}}]}