assets/min/Min_DeveloperGuide.htm
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<!doctype html>
<html lang="en">
<head>
<title>min Language Developer Guide</title>
<meta charset="utf-8">
<meta name="viewport" content="width=device-width, initial-scale=1.0">
<meta name="author" content="Fabio Cevasco">
<meta name="generator" content="HastyScribe">
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font-weight:400;
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) format('woff');
font-style:normal;
font-weight:900;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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font-family:"Font Awesome 5 Brands";
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) 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) 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) 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) 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font-style:italic;
font-weight:700;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
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f5mkL0Yzjr+Zmf+IXf+JU/5Vq5XW6TO+QueU1eldflTSkkJaWElJIyUlp6Sg/pJX18ZIyOSTHOR3svHyMdfL7P9QXp8nRD7OIzpsS+yIucyI3xsT8OxNE4ptXiYBSN4vqDXCE1vYk3ir1xKCbHnjjs7b2DN0hdeYGXGcZUqeWdvYu39Fbe3FvE9mQyjcOxOCZ6W2+Xeqc+Psp7emtvE8t5icK8SFEK0pBGNKEBQxgKDGYNa1ktH6Yr0vXpxnRTujXdnG5Lt6Tb05X4FXNBdgkkdvEkb1GcpixjIzs5LU2luXSTXjJCpstKyZG9clCOynn5WX7XW/VFfVe/1vxaWMtrRa2qdbWRNtXW2lP76AAdosN0pE7XWbpAF+syXaFrdKPm6V67zK60a+0ue8Qes6ftOXvd3rH3rYTVsYbW1DpaZ+tuI2ySTbeVts422lbbbpmWbbm225P/RTY9MFiuREEcv+mcsc10nWQ2d9a2bdu2bdu2bdu2bb+1bfUar77C71/e5EehFElJKDWlpzJUkapQDdXaCKU6gxbQClpDG2g7HaNz9B/dpcf03Mhh5DMKGUWN4kZZo4Ix0ZhqbJBu0k+GSVPaMoHMIPPJErKGbCJ7ySFyjJws30KDBwIQgggYMBEPyZAO2ZAL+VAIxVAG5VABlVAN9dAJ3dAHwzAG0zAHK7ETJ3ABV/AYL/CJ3TiUI1myxU5Oyik4FafnLJyT83EzbsdduB8P5pE8jWfyHJ7HC3kxL+dVvJ43mUFmmMmmZTrNxGZxs7xZ2exnjrCE5Wr5WYFWiBVpSSuBldeqatWKgT3VXmGvsTfZ2+zd9n77oDPAWT82KLZ47O3EduIM7+nT58+fVQ2sfpDNUU3VvtVxXIk/+yY8XJuqLVHCh7Tr2i3tnvZCe6N9EOHfhIuK4qKcqKyEG4omoq3oJLqKvmKkGCsmKuFpSni5WCM2iM1KeLc4Ks6Kq7pDCQfo4XqMEk6shNP9EG75TbinEh6sD9Nn6Av1ZfoO/ehfwg5yJx/ypzCKoqSUhjJQWapE1ak5DaXRNJXm02L1sfW0lY7QSbpOt+gRPVPCeZRwESVc+pewq/SWoZJlHBlfJpeZZXFZVjaUXeVgOVwJT4UDAp4IRDgiwbAQH8mRHtmRF/lRFMV/CFdBddRHV3RHXwzHWEzHXKzGbpzGJVzFM7xSwoEcztHMSjgJJ1fC6TijEs7DTbkld+KuPOiH8GwlvEAJL+OVvPabcOgv4aJmCbOCEh76QzhACUf8Eq4ZE62El9ur7Y32ViW8Twn7/xC+ldhKnP6945vw//aF2nIAliMIAmj/u57ZH6cQ27Zt27Zt27Zt27ZtczO7+y+2k+v0bX27XHlXrzl1xZ1dmkFtfcuiIXZj3NE5dqFuHLvyrxvbhTpTB2pv74tSE+dNYLAKVnbexvLOs2CD2disHjELZsJ0mApTokZf6DP5ALivs1vBF/cG91qaQONpHI2lUbSZttA26k8DaTDtpN20l/bRAYiAl/nZ3Gw+No9Ldz13PYBweJEWQPkAoyw1SA1Rj8EX9UB1UJ3UDXVLtVAtVQvf6RF1jOMhdh8Ew2c8+GLUArBuWjeMKpz7A2PuZXebOyxvK7oV1YpiefMmmuWwvHjuNh8CqIVqnnnaPM59D7OnWdFsZhiGMp4AGOvZs8ZhY6Ex3OivT9dr6WX0UnoxvYieFUCv+fz98/nP3j1b/fji3el3a4MHL76p3Y6kfOPOddx2fHPGduYEBstieazIuSK2x47YGbtid+yJvYHBvsBwHQzsjwN9q77YP9C8Jw7F0ZwXsoshFHAuu5xdiTvxID6GSIBX8Trexcdo4Rt8hz/wF/4RIFDEFLFFXBEfwDahrS+euUgqkouUIrVIK/KLqqK6aCs6i76iP2+HA8jssij4IkvLmrK57ArBkJ1ldznUrpaz29nj8r78wm/D+PwWLKjxP2iVtdpafa0xV03BRmvoqbWWHNnAaPV9c+2AaFdVg50rbRsGWtYQk+Ra+v/9e0qbioM8X0NyjVyPy3G1Fhf3yqY4XiqchPu1eHK1/MdiPSgKYgNAFJ2bpEltrG3btm3bts23tm3btl3btt1m8Q+D867P5DOHJ/wnbp2bHZL5jL6Vm+xP+dP+jBuuAiqoQip8T2XVVFtN1FTN1EKDH5jmJy3Q0nuuWaGV/lVt05V7urmhz/Qzk6Pe/tCfUW9/R789yXMkI/k9wRWl2D3BHaIprWlDW9rR3r9GH2Yxm+g4tnGYHSqqf1RM/6oqT6gOz6suL6g+L6keL6oBidSYpGpJarUijVqTVl3IpuakVHdyqge51JPc6kUe9aeABlFEwyihEZTSOCpoLOU0kor6jWMaTyVNoDLVNJnqmkItJVBDU6mpmdTTXBppIc00nya00q8c0So6aAu9tJqOiirUfobqEMN0gOE6xhgdZ6xOMl4nGKfzTNE5EnSZmbrOXN1kvm6xQLdZqDss0lus0sds1uds1xf6lr36nv36jn1+q/ppB/30NqtVAmkUpbWGTnqZxXqFJXqVpXqNZXqd5arB0+pNXu1jiLqRQ/NorOo8pVNM0AWmcpzzXOUa17nBTW5xmzu8zCu8ZuACr/KGH+en+ll+TggPRJo86jSJX+gX+Ql+mp8dUoY0IX3IGDKHrCF7yB3yhvyhYCgcioZSoUwoF2qGWqF2qBOb2yB2t7HtYruZhrZD9Ghj08Q0Ny3N+GiX2lEvdU09U980ME2jYoZFv4wwI80E08q0Nm1MW9POtDcdTMdo2M7ROF2jcrpHy/Y0vaJ1eps+pq/pZ/pH2w6M7hlrRpsxZpw94RLbky6JPeWS2tMumT3jktuzLoW94FLbiy6NveLS2+suk73hMtubLou95bLa2y6bveOy25ddjuidV6Nf89g3XF77pstn33L57duugH3HFbTvukL2PVfYvu+KRA0V9cP8CD/Sj/cTfYKf7meoFs+qIYnViCTqSnb1IZ8GUFADKayJVNEkqmoatTWdOppBXc2ivmbTQHNoqEU012JaaAkttZXeOsgIHWakjjBKRxmt00zUGSbpItN0ien6kI36iE36hC36kp36gQNRjAcpxAyVBJXCqDRWZXAqy0Mqh1d5girwsCryiCrxqCrzmKrwuNqQTm1Jr3ZkUHsyqgOZ1JHM6kQWdSarRlNGYyirtXTWOrpoPV21gW7aSHdtooc201M76a9dDNBuBmoPg7SXwXqDFXqTlXqHNXqXtXqPdXqf9fqADfqUrfqKXfqf43pQtgIKACj67t6nc7Nt23aN8igP+4NsDLJt27Zt27aNUf6Ltd4mNqe8S2zhDW95x3s+8JERjGQMYxnHeCYwka98M8WEqMFUzPnv24UsYjFLWGrS1KYzvRnMaCYzs4zlrGI1a1jLOtaby9wcsIpVrWFNa1nbOtblMEc4zglOcorTnOEVr/nOD37x2zSmNY95LWZxq1mdc5znAhe5xGWucNXmtuA6N7jJLW5zh7vcs53tecBDHvGYJzzlGc/5xGcbWd/GfLEpk5jMKEZz1i52tqv9HWRLm9nKaBumMZ15zOeaPe1tX7OY1ezmMJs52cBGVrDSXvaxn+WtYEUrWcjClrMyBznEHvayywEOtLsdbGtH69mJLWzlKMe4bw+7hYn/zzopLP931jD0/16HhcVhSZiSnBwPhhVhTZgWpoeVYXVYFUvGIbFyrBJHxs1xddwdd8Sd4Q/L9QAlORpHUfyrSjYZ27Zt27btneXs2LZt27Zt21rb1p3z/n3Or+9rdyXFsv7+4EpwM7gVfBXc5bH68+CX0ItG37zejXpRP5zN4xlvWcfokdNLz7sMJoKM4g+imcQfTjOLf5xmkWAdzSrBcZpN/HI0u/jDaA7kZM+nucRfSXNLcIfmEb8fzSv+JJpP/L40v/hLaQGUZJenpVCa3Z+WkeARLSvBQ1pOgse0vPhDaAXxj9KKaIUoWou/kLYRfzltK/4i2k6C57S9+HNoBwnj0I4YhDQYLP5iOkT8ZXSo+EvoMAle0hUSTqMrxR9MV0mwma6WYD1dI8FaaoINdJ34K+h68dfQDRImoxvF30c3SdCObhZ/At0iwWu6VfzJdJv4B+h2CZPTHRKsoTsleEZ3YTc7B90jYVy6V4JP6D7x19L94s+iByRMQw9KkJ0ekqADPSz+RHoEx5wLTtLj4g+lJ3AGxXDWlMU5UwfnTUNcwCW0wmXTDldwDQNx3QzFDfMTbpr5uIV7WIL7EtyjD8xWPMRjXMYTcx1PzWd4Zn7Gc4lMpC/wMX7HJ+Y/fCqRePQziSSmn+NLdhr6lUQy0K/xLbs0/U4i5en3EjlIf5BIa/ojfmV3pL9JcJ/+LpGP6B/4iz2T/i2RufQfiWyl/0rkEP1PItvhxJWmDOhnouLKUO8N+3lfXG36lomLQFwjGpokiCGuMY1pkiKWuKY0tkmOOOKa0LgmGeKJa0bjmxRIIK4lTWhSI5G49jSxyYgk4jrQpCYTkonrSJObzEghridNafIglbi2NLVJjzTi3qNpTX6kE/c+TW8KIIO4D2hGUxCZxH1IM5tCyCKuL81qiiGbuAE0uymFHOKG0JymHHKJG0ZzmwrII24MzWuqIZ+40TS/qYIC4obTgqY6Con7jRY2R1FE3Fha1NRAMXHjaHFTEyVMHZQUN5GWMnVRWtxkWsY0QFlxk2g5Uw/lxU2hFUx9VBQ3g1YyTVBZ3BxaxbRAVXELaDXTBtXFzaM1TCvUNB1QS9yvtLY5jDriVtK6phvqidtM65sP0UDcKtrQdEcjcdtoY9MbTcTto03NYDQTd5A2N0PQQtx+2tIMRStxR2lrMwptxB2jbc1otBN3grY3Y9FB3HHa0YxBJ3HnaGczGV3EnaVdzSR0E3eJdjcz0EPcNfq2mYOe4m7Qd8w8vCvuJn3PzMf74m7RD8wCfCjuNu1lFuIjcY9pb7MSfcR9TPuaTegn7nPa32zDAHFf0IHivqWDzB4MFvc9HWL2Yai47+gwsxcjTEJMF/cLnSXBFjpbXB+6Qtx2utL0wXZxT+gOswqnJOroVXHl6DXjcF3cCHrDVMRNcavpLdMDt8XdoSayCHfFvek9sxj3xd2jD8wSPBR3nz4yS/FY3AP6xCzDK3H16GuTAJ+K60U/M4Xxpbi99CszCD+Le5f+YvLhd3Fz6R+mJf4WV5f+Y+I7F00h7iRNKZFxNJW48zS1RKbQ4hI5QiuLq08bSOQYbSiRc7QRWrCP05Zow75A26E7+wrtIZH7tKdEHtB38b6OafQD9GM/owMwWMcrOhTDdIyiIzCG/TWdgFnsH+gczNXljy4wESyUyHm6RCL36FKJPKTLJfKUrsQq9r90hwSj6C4JxtDdEkyh+yWYSQ9IMJselDCkh3GEHYMew3F2LHpSgrn0HK7w+Xj0Brg+B/PoAwlT0IcSpqaPJExJH0uYlj6RMCl9KmEq+kyCBfSFBAvpSwnG0VcSTKWvJeD4ek7C9DQiYSYalTAr9STMTn0Jc9K3JMxNAwnz0lDCgjSGhIVpTAmL0lgSFqexJSxJ40hYmsaXsBxNKGEFmkjCSjSxhFVoCmRgV6OZkY1dn2aXsAnNIWEzmhO52C1oHglb0XwoyG5Ni0jYnpZEWXYHWknCrrSqhN1pRwl70D7oix4YZN7DMNMVY0xPjDXvYpxEm9PxphsmYJJuk94Uibah0yTalk6XaHs6Q6Jj6UysZJenq7FRt3lvk0Rb080SbUe3YDt7CN0h0XF0J06yO9BTEh1AT+Miuxe9JNER9LJER9MruMoeSa9JdAy9gZvsgfSuRAfT+6YDHpqOeGw64anpjJemi3O+Q6jL4cfAm+vWXhoX8dlHaAIk03H1kyOVjpOfGvnZ82kBFGO/osVRiv0VLY3m7B9oC7RBfLRFeyRDJ/GO084mJT4S7wTtbVKhj3gnaV+TGjPEO0VnmjSYJd5pOtukxTzxztD5Jh0WiHeeLjQZsUi8C3SxyYQV4l2mK01WrBLvGl1tcmCTeNfpZpMT28S7QbebXNgh3k260+TGLvFu0d0mD/aJd5vuN3lxSLw79LDJhxM4qeuTf8rkx3VTCDfEe0hvmsK4I94jetcUwT3xHtP7pigeiPeEPjTF8Eq8p/S1KY5PxXtGPzMl8Ll4z+kXpiS+Fe8F/c6Uwo/ivaQ/Ga6b/5MYDzCCHmAYhN/v8G9t27Zt27Zt27Zt23avtnm+ta8OO8kkeTIz5/pqTqcbqzmDboJN+bPolmrOpVuruZBuo+Ziup2aS+lOai6jO2MX/iq6u5pr6B1qzqT3qDmHvq7mhmSuRtmGtqimo1MoO9MpVbPSqZRd6NSq2ehMyuF0ZtWSdB7lODqvagW6gHISXVC1Ml1MOZkurlqVLqdcTJdXbUZXUC6hK6o2pyspV9KVVdvSVZSr6Kqq7ehqytV0ddX2dC3lWrq2ake6jnIdXVe1E11PuZ6ur9qZbqDcSjdU7Uk3Um6jG6v2opsot9NNVXvT7ZQn6PaqY+kuyit0V9VZdDflNbq76my6h/I63VN1Dt1LeYPurTqX7qO8R/dVXUz3U96n+6suoUcoH9MjVVfSo5RP6NGqq+g5yjh6ruoRep4ynp6vepReoLTSC1WP06uULnq16hl6nTJIr1e9TG9QJtIbVa/Qm1Sr0JtVV9O7lBH0HmVteq+q6H3KOvR+1RD6gLIufVA1lD6krEcfVg2jjyjr00dVw+ljygb0cVVDn1A2pE+qWuhTykb0adUk9BllY/qsalL6nLIJfV41GX1B2ZS+qJqcvqRsRl9WTUFfUfajr6oWoK8p+9PXVQvSN5QD6JuqhehbyoH0bdXC9B3lIPquahH6nnIwfV+1KB2hHEI/UC1GP1QOpR+pFqcfK+fST1Tr0U+V8+hnqvXp58oD9AvVofRL5UH6leow+rXyEP1GdTj9VnmYfqc6gn6vPEJ/UB1Jf1QepT+pjqI/K4/RX1RH01+VZ+hvqhPp78qzdKTqJDpKeY6OVp1MxyjP07GqU+g45QU6XnUqnaD8QltVd9M25VfarrqHdigjaafqftqljKLdqgdojzKa9qoepH3KGNqveogOKGPpoOphOlFpo3+onqB/Kt30L9Wz9G+lh/6jeo7+q/TS/1TPJ3MHlQxpp0PQwncn/5dkDzBiBAEUhtudyWxt81Dbtm3btm3btm3btm3b1t+8JF/+l83snnpswlAIzR5KwyAieySNhMjsTzQKorO/0ViIzZ5I4yA+eyoNQCD7Fw0CnysmBE2G5FyfSVMgLXsuTYf0nPFpBmRlh6XZkJ0zi2kO5GUvp/mQnzMxaQEUZselxVCcM+tpCZRmb6blUJ4zgbQCqrIT0+ri7aA1xdtNa4u3h9YVby+th/rcm542QFN2ZtoMzTlzgLZAW/YR2g7t2c9pB3Rkf6Gd0Jn9h3YB/5ZNaNoN3dmxaQ/0ZAfTXujNzkj7oT87Nx2Aoez8dBjG8szTdBzGc704nYCp7NJ0GuZy5gqdh/lcr0wXYCm7Ol2GtZy5S9dhPfs93SAmL90oJhfdJCYf3SLeR7pVTFG6Ddu5Pp7uwE72cLpLvFN0t5i2dI+YNnSvmHZ0n5gedL+Y3vSAmJL0oJhi9JCYUvSIGEePiqlIj+H/76qT6QmcZM+mp8S7TE+L6UTPiOlCz4rpRs/hPDsyvYCL7Gj0ipio9KqYGPQarvP8tfQGbrKX0ttiOtM7YrrSu2K603t4yE5FH+ExOyF9IiYlfSomHX2G5zx/H32Bl+yd9JV42+lrvOF8T/pWTAf6QUxV+lFMJfpJTDX6RUxO+lVMXfoN33n+RvoDP9mH6C/x7tDfYjrSP2L4nAnwxR9Lo4gdR6MiGnsUjS52PI0hdgmNhdjsfjSO2EE0HuKzB9AEYgfTAASyF9AgsRNpErHdaVrxJ9B04vbRDMjIdUszi+9oduTg3iE0l9ilNLfYlTQP8rIn00LidtGiYpfRYmJX0OJil9N24pLQ9uIG0k7ozk5Be6MPOx3tK24Y7Yfh7Ex0NMaw89BJ4mbR+eJW00Xi1tAlWMpeS5eLW09XittAV4lbQdeI207XYwN7I92EzWwEbBO3g24HdVvpbnH8Ww2MKu41jSE2N40pdisNELuDBondTpOIe0HTiHtDy4k7RcujAvs8rYga7EO0JuqwT9Ph4i7ScZjI5vMkyBP3hDpxz2lEca9oZHEvaRRxl2l0cbtpbHHXaBxxz2gCcY9oSnFPaTFxD2g9cfdoIzRm87NUcDwk5P3AxyPxPHEf6QZsZH+lW7CV/Z3uwm72T7oP+9m/6RFxn+hxcZ/pCfENPSU+r2uSSIjMmb+0hfi8j5JGFT8krSDuC32Cp/obUJogJGZvoDmQk82/0Z8hxPNoSFB/EjWwXKd//oo/kf8yaIGW3LvzH8wlKQcAeAFdUEVaQzEQTr09AVLLfDi07+3ZYHnF3TK42xlwp3aWYRd2PRg2dXmSX7+YESIxa0RoSX+6XHk0rr8XI1T0S4SEZ38vaYQrIaVzqch1wMKdYGMQmHkSMkWentSK7kKZlunpk7RMyYvDE/L2lJCD0zTaksSqvuRxTQONYrhGTxGHeR5vcR5vaZ408gxXlRkY2eIJfrjkS8xK8vQu6WVN9ypMowrDANKhwpKmggoDIrf8tZ0y3ly2V/YcSHA0yCRYnmVV02iYBKbTZdUFdJ9Oh9NdWNVGFFoMl2g1RiuGEUWHb8Ixrvsljhi6IFw0uqALMAyoeO1QYnZVOyoMgMl/JOpr5AB4AdvAoM2wiZGJSZtxEzOI3M7sYqalKMLAob2dxQHKYtjOmOBhoyYGEmTysNFRAbKAulg52LU3MCi41mZKuHjvYEgIitjAKL2BIXIDYx8Aw3ISdwAAFABDAE4AVABfAAAADP8zAAwB5gAMAgYADAI+AAwCfgAMApAADALIAAwAAHgBDMszgBgIEEDRv7btDddmGSzipIvNLrZt27Z1Vnc2u1PsLsYv3ngAgO+kgAkQWKmfIKhJn0Bwoe5AyAgdgtBwHZKzsFMQ3k1PIGIeRI6BqHjZRzfpK4jpBLGlugFxI/QTxH8ACacgsRskVeoZJG+C1Gg5T0vXOUhvkn3GLshs1D+Q9RtkfwE53SA3X9Z5A/QT5B+CNp10B9oO0CSt0iF9oJ/krh1KV6W6aYRmaZNO6Qv9o2fQPl6F6iTvOjRCx2BlqxYKklWqJg3RNK3TMX2i3/RAr6AwWaVq0hBN0zod0yf6Td4WBStbteqlMVoGxU0aomlap2P6RL/Jv5Jg+Vcar0J10gAoS1elummEZmmTTukL/aUnUB6uZdqna/pON/QKKpJVqiYN0TRt0zmorFQ3jdAsbdIpfaG/9ASqwpWvRvXTBC3SLl3SV/pHz6A6XoXqpAGapFU6pS/0F9S8Y5AeQMYMwwAAvrNt27Zt27Zt24uzGWczjr9tI7uWtasufHgsZm919jnOTV7zl3zE6GvP/QL16c54lnOcm7zmL/n4vn912iPngOq0Zzjz2Y78A8vTnP5MZz3Huclr/pKPeIOq057hzGc7YgyeHcKQ0jSmN5NZzWGu8pyfZPMvhKGVac1gZrOZ09zlPdEUY0fDamM+w+1oRMC7kdNZz3Fu8pq/5KPOUdVpz3Dms53zPOQz6Zj16PI0pz++GyPeWDMeFzDj8Z0ZzWJ2c5mnfCcZ9zlB3xOr057hzGc753nIZ+IRd1KgPt0Zz3L2o4fJD/lMPL6dEvDtfwbpmUEMIAgDaGwnXWzbtm3btm3bNrro7O5smz/kXvGq1cy3M38Qs9jEKR7xixj0seAdASRRhcwWtqEf01iH2hd14hMhyGhxC3oxiVUU4W+WNKEb41jGMfS9tBvjWMY+rvGOAJKowtvL2tCPaazjGPf4RgRZyG15HdoxjHls4xzPCCAJd65w5ypvr65DO4Yxj23Yv+YQt/hECGnIb20DOjGKReziEq/4g3lZF0cZ8ljfgl5MQh4bOjGKReziEq/4QxxlOLexBb2YxCoOcQv1bFLf5lls4hSP+EUMeZjBLQ3oxCgWsYtLvOIPcZThra0t8FY1xXSNUDEQRmEU9w7t0CXQoQtImR3g7u7w3N1fx0I5FF+SsfvLnexsQ6xdunve+3MQ60BPDmkc0Tr2PtbnEzFOnT0fgbgXv9DfS75cOXNt380K9PlW7++s3fPpwfqjtad/3ItnZ1/8x69TUMOb9/sI+PnB7885yOeL7988+lmHuBGeRGnEJsCXOBK0kz2glwohXjqEfDNiZdWf24ba8/ItyLO4Av0rqbc8AP2sTMEdqbqHtQXYWw8gbkOMJo3WKgLoTdvZjny7cvtjmJ4Z64DCAICmtm3bNrbatt2tNvfadps0fojtZI+dH5IznOd3P95PO7nIYz4SoIwW9OJzf6bTgPO+BMijBjl+7c54lrOTizzmIwHKaMFZ3/oznY2c5DYv+Y/ffXfej/YMZz4bOcltXvIfsX+2Zzjz2chJbvMRMX+NZzkbOYj//e7PeOZjNn86M5jJvOQn/vt3Osv5ir37N5zp+CyyPf0xp6i3xFFEA3rzvzeTWc1e3IFodz7GnsTqTRzxYif0xhmJl7H/ATsVtO+h1XifNBg5J/t/ymL0LlVP03yfPhm7kyFupnyz1JdNjvxyZ7OWo1znKX/JogJ3IK8zo1nMVs5yn7fEUUQrw/PqKBkYgHFYFEVRFEVRFEVRFEVRFEVRFEVx72vvc+acMyP6U/YJT8Hn934X7vM1IqWgpmNkYeeGLd8CYjJKGnomVj5wov89JCGnomVgZuPgQv+ISCmo6RhZ2Lmh/yMgJqOkoWdi5QMn+j9DEnIqWgZmNg7881dISknLyMqBfb8DEgoaBhY+cGH/n5icmp6ZnRPv/0akFNR0jCzs3LDlX0BMRklDz8TKB07c7xaSkFPRMjCzcXCh/xKRUlDTMbKwc0P/HhCTUdLQM7HygRP915CEnIqWgZmNgwv9t4iUgpqOkYWdG/rvATEZJQ09EysfONF/hKSUtPxneJ4CxAqiIAr2hGvbthnbtm3btm3btm1tbNu2k/NRjxc9I7ACJ8CsaxaIQAm0wAAswAGQ67oQgAJogAFYgAO4D3Lf8EAO1EAPzMAOXAf/b3ogB/h/qwj4dnuNdMcCQzAHG3AEr6W7AUhBE/TAGDwGffdsEIAUlEAddMAQzMAaHMBlPMdv6b4DmmAHXoNvD9rgtvSwDPZIj0ZIj2ughfREcEAALoPdz8j6nP4XISDHyxFYIL2qIr3OAXK+cUAAElAAFdAAHTBAeuuB2yDDuzq4L72vAu4fukgfPTBH+kSmzzlwH+z64oDreC99XYItOAJmfesBsnznPD9ScAL0/ST3rxDkQRVQ/5ssf1zAOf66gF3/bsuYMzKZhshk7iCTpYBMVgvwnq2KTPYaOC9j0UDG0gMR4N1qgYx1ARzAeTyXsb0uYzcEc7AGR3AZr2Xss8AFMSgCZjvQ7yiUwXN8l3GCyxRwdyWXWxP0kXEPAd88UsBOzwng3csCDdABA3AZj2V8emAEqPHtAr75dcBnGX96AxywQyaQrEE5UAEtZILrgPoQH8QgD6rgvUyowBnDumAI6A0fgDN4jN8yEW3APdIGK8BzFPXRnCmWOXECtfF7ZBLGyCQKW2SSqE32ADNTKuC+TCr506rgOThHOplzkCPnDPxnkC4BKgiDMABiHZeGS8Pd3d3dpSc62tCOS6SjkUivPOs9vAlzfvft7v2v/PBHBPcbkiihjjH00yi7ybda+lB7ax/y235jYtvd7yjBTDrNsEtP3fJ6EjDH3jXU2TfHHvucIr8/gTQK8P0BPQxW8RgTO+S/DmfheGSKLT4wp9FDrtHH2Dm3vPGDXsZLqKMP9U704fuT6p3ynekcrKcZNc1aF3NDnBPArOfTqOIcGQv2i2UsYRZRhulaoa0ACgBotrpsde9W3Yp9QDbcXaN4cGdFN6zIyIbLH+AysqEfwhlOkmf3Xckt9p6Sp3wnjQzi/OeYO8Qp/cxfChhkmXP0uewh7wkzyS6eKU+jl03kWCFmZQ6jrGJOVe+Jo7/V+llTgpxqA7zmL0H0vu49QRIsIb/QZxIscYx8wmqJ+K9GPR97jzzrA+hbgz1sdE+zOluCFGDereaRyMGOtqUh1/YMxOx4il3pfIhzXe9xf3cG8u4x11473PeeJsTrN5uBn/g9GOYC/R96yGeSyCDMINOsss8Vchx+yT3D9NBoZwwEALS2bdu2bdu2bZvX9+5qc1e7D7tn1+0P6VmcfEwyM0naMYxl7CPAfT7iv5NqfWofAbw/HeA+H8nHnGfK0Yx+TGMd+whwn4/k49+z5WhGP6axjmMkeE4q5j1XjI/ko9/5cjSjH9NYxzH0u3CICI9R34u7uMRt3pKN/XGpFI3oxSRW8Qu1uFyNdgxjHts4x3Veko44rpQjwXNS+YX+V6vRjmHMYxvnuM5L0rEfA8WoRzfGsYx9BLjPR/IxV9CYoVaYJxzhMV/5hnWPVOIfzkK0Fp0YxSJ2cYnHfOUb+sQq0YpBzGITp/4zSM/gEURhFIYnVdjFttnFtm2bfWx2sW07Xax1vyy3TF/nK97xzP3PeUYwWK1DD+Zwhg8wx1odejCHM3xABeZbN4ILwpCHNoxgDXeQgH426GAzC00YwBKu8AMdmGvLDB6IQhG6MIEtPEEBPci6bYEAJIGsOwJ4dpc+92zA9/ezUIUu0P+BC0IQhzzwnUMzOGAGayDfkQMCMAG+c2wEG/jgD7x3QhenTRgAz5xFgSznT2B/UYUucP8yANy/YtZrM6yBbm6qwH9zawQb+CAMaShDG7h/9wKy30eBHA8+YJ3HJNDH0z8D9QCiBwAGAHTKs23F2Yyzbdu2bZtxtne2bRvZ1r3q3e/Pne/9ao/nv8/zHJ//OY7a/k5mMZuxm3/tEeN/Y8QNWM1hbqP/wOaoL0j9wY1Zj9ihjXC/YT4LFyeiMT/Rb6TvRA1FvOjJLGY3l3nMV0LJxd3E1KM99hErb1xn3Gt8c+RKUHuiWSQ1xvvJ+kqZjxipA5EnbTOHuc1rvhJLKXKkt2cipwnFLDMG4t4yz/OYj4SSSS12m9Wc3oxkOqvZz2We85VIcnEP2fVoTX/GMpv1HOY6rzGnnN5sR55c7+V1xz7zV2PHBWZfOJvb+F9R1J7T3OctgaRSiV6KG9OdoUxmObs5z2Pe8hczKRmJuZQu5iP6LJuIz8rrGKZrrAaCMADAZXB3OAQl5fa4dLh0eJJDpEyZI+QYe5c4cVd4fMW3NjO/vbdLHJBAP5k97MlukcS3nHj5OULkLtxgDsUH/LulM/T0E2D2Zf1XphCnKl7tiDTO1r8w78Ye5tjcx1rrCrHa7p0l5O4u8YJzPfX193hD3YMtAsx4KP5oCvHGappsoe7fNeKkCDH7v3+G5Rn+CgCAovB9N9t+Zq4tu/Ft2XZb3DL2uGW3Zdu2/TezdYbvd6YzVoF/LWW1lQNVcV32RLnCTLliEOflyrQKqmblarR6b7lGU7lmUq5VU67dEt/lOsfluivlet2xU64/G3txHNfxXm44ESuxF7fxWW7UFN0xFkuxE9fxXm7cEJ0xEguxFZflJudRIDdti4FYLTeriyS6YyFOy80bYiruyy2CWC0H66Il+EITMVsOZ3FbjkTREb2xEa/l6F45thLn5XhTDMRO3MZvOXFcTlZER8zEVjlVFZ0xH/vldBCz5UxNDMRzuSVtuRDrcR73kYPPcquqCKIj+mMoZmI1duIwLuMxSuTWQkO0xP++6CExlgCIw3g/x7Zta2yGw11s29jFto0DZBfuwyPkMPlO8Ba/aU5X1b/ksKIJY1gRfmbw7UwXyNGEA3yCWll68N3sCBzgGWSfI8AHYyCHXDVuQO95MVgA8+c7QUYFHujCBfh/oRwLuAV1isygd5EHnDjAF+hfHAI9psDeJB6wYgav4B2pgACkYAi8J/NBHagvF5ACJ9owhQ3c4B7MqwiAGjxTRmAIM9gBvahiQP/qHNC3JgP8VysGs+r4n/43ToSfBjV2wGxGM+jBlAKOZjO4X9wHei9pA7stpVZZAthbOdlUeGAH7McSgRVQx0oPtgDwjj3jP/So+gY2HVTmAHgBpFkFfOLY9r43QANFgwUoAUKQFooUKFSh7jb1Tjudlc5/fZ+7u7u7u/ub3ee6vn3u7u7+JvPOvQlpmRn2z++9zkxyuJnmfuc7eg/IgHYQYnqZ5yMdMiE7ciIPug/6MEKT2x9GONdxFmHEVXfUBUQWEDJUd84iPcJ/vgkZ4SPmnP03IbMqwa85ziIrferQnjo1yaVJblXK9xQ5kYuLOSyxlWINS7yuksQcu4O/LT8b49mSvlzW94z9auwhj3oU3n4k8/xz1w88/qqrPrv/oAfJz/jpz+UCvuvnCH4YpIOLwDwbNOHQel0LMwFtPqYFRxY4ZNAWbGTBRhYIZA6ZqRqOHChP1WCVNQDqYovJLE5KNqxzFV1SUmJvD3827Iw49PbIN7+7/92d6u9q+F4HB5Ub+vtvkE8yzz5371tuIdh06CRgiwE2FwqiONpqgeObUAyeIAomlgOG4bMHPp1FboCl8BxEDEgIJAEkwmSxEGI87jbWE8Iet42RdMVCubeUSGOuLpz8dGFtUOzJDc3FxvYqj7x8fW5x8cx9N/b3tu7LPNuZGE73LNv15qWJ/Ezehx8yUOjPn/tzbWy4n+iBUen8n5kO5uVIRP11HdoJ5PZL6gAPARunoeygKA3RLNNbqjLFgpdns1iK2gByiAGAFd6G8Wr16sV099K1taFdIRMYS+UWyoJQms/lZyLZ5BWW7NajVpYfuZ3riZSD0fjkFcPVK6cSSamUKQDFlOcS8NwOTPe25MkWxKhsOjUOvZS7pEbZ61/8ys6l+85tzN8PfuaZZ7/5FUsP28hMPPURj3g8wmRP/F3Y04wWW9hR2UuPGBI/moWN4G5tCKs8mVQkokf0FD0SXE/ih8rf+Mc/cA/z7Km7pn87jdR9v0z9ffx/3ff4bhzd65//hJ2+OyV/88juCbB7Ei22bHfXce+EXaOoXd01CruCdzf4Qoi50Bl6pd4iBw6xN3rDUndm5V6j0f5c3Jb1jxUKK31hoXKiV6q5n/a1yNWaT9h4wV4OxOpe4XG+bVL+tZhWuGIK1EazLcVeu8ZQO2DVqxH3YWQ4JBoBb4fUUzgR/klwPbmGe9bX5buZZ8u/wa5z98a98u2qjdA7YF8direwL30nvItkDoX38Pk/46fA7ztQugXewZbUc/hoshLCxH3hdeDKX37YwJC3T+otrXvSk5ZrUklpdB5/Xu5JzfdFEEIqPzXYx4LONMVpIAuGJganCyayYFIY1KkMkgRqQCYqtauSomcRF1mXpGM9J9d0mNu/8zenPnMf4O9DePaf8rV44wmHqo/fAbgMKN1SNOvUyCHeDDYJA5Mfmlb1ewS8R0CnWrI/i6zIqaK3ICtIiv3Nqv1thzchr1bL/KqudGdXCPPFKq64iGeUyhWJ1Um6pAQJmTt58EgLb9FbPJaHn1ky6vSlh1ceXtLrWND6tdHJKPzF++A713Rf2/0C+e14/QUgyC+q2ydD68duM/wq+/dkHwtZsCgaGkBQrGJvQM8Xs5i4jYZ58zfTAHF587fTej1BevDkwnUlvAY4X/GkwlUl+S0AjeaHM5AfXCiJelvyVDdYSskTIZAaMwFJv8lCFT5nmXpGwAvVq+a6uuauqlavmu/qmr+q2j1dDAaL093q3ZLfedTy8iO2srmtRywtP2onP5uYvrI6fMVEPD5B8sF0Qq0PZuDRhng03pInWLVMYIVM4NBqL696Wh1vGvuxVjBuruyOxKSRnfL1V2yubW3uM892Z+bKpYWCX/43nhmdmq5QznaZ+1HOymi+jkUiW0vHsPjJgp9guRnlEQO86dOwCggQZVACqZ1KfvDLDOSl+AXM8cBsMqs7Ti4bwvVyu3ABjX/JLA5nbOXtWrTOtTi8WeLXy17R5rAX+hMzZ2p1UmtnZhLf5VP9Uba8/aCZOvfTD9iqmLrTBv1Im6lekyPAuR350F5Tzu1kwd7EWTmEkZ0agcuRNMKpIWn7tmIMX2P7Q9KKdMwcdxY2hqMrE2/af+WDblxcXV28kXm2q3uquLjHyT/EHvlXeKc2MloicZaCfPs7sEnxqE4ECI5AEy9maWWzw8cABRQAMCJd60IBNaoM0YSajolVcjira+h+2oiNwjikI4bBjskHpgvS6eLoDCd08vt8PuELV+YzgwdSJjSbrYy7Ign3qWAh5gkPrFpKmYF4ZjDvl/xuc1d7sLMSi4/kAplYWRCLGZ/odxk7LeGuSiw5URSUPB+Ey7/BFiwq1vXTEXV0TdKGDvTB1LvaaMWTekXoEH74Ofz9zzFzU1PnPghPtyD2s/BO/9E728gr2ppwZlXeB97qOlTjHvINLfpVRQQexgtbtdiar6svIvalfCux2qZFGL9+GT9GfsTgSt7jya8M4sfJj1q+flwgepFg0AEGKxpp5mHqUaBJmLcdJUHdsRSu++IXd65xdrj0ziB3zcYhpL9XDh4MDBwM4iugRGPEw77QKYHNH9j6vh6y4LmnRO0jC75GZOR04kE+KhFrmi9Cexy3pFNOKqzutU/bnDS5TXqzz7y7sGvxWfQmZ/vkypMPrjTZjXojZ7wctHpZ+epy+ZpefEZ+WelaRYIE/7TEbAL+yg+gvmOHyx+pnbUaxBCcDOIuDNp7UM1BFhz1KsuoqrlhyaIo5NIVeUWPGi7qXJJ65LJj+8ffu7dj5e16m8eytf2+j+9dZu1w6G0By2m8hoffzKcFIc2/Wf64/J73+IqhUNH3Hurz58/D5Ts0/4z8N7g1mARcbwM4z2c+u7PhCHF6Lmpf3/qsjJ97NjYVj0/Fzso3ypSzDFz+QHv0yfreevJm/cV1W8sn4EKHxI3gvzoApRp9JKgIACxCCGLRk8E78ufwa+U34lMFxjfVc+7n00odxu/Bf0QdKHl0kneSDZzI1MTxnWp9a4MdnbCjWT2HfBjxh/APEq4PIdoNKd18kD73gRSmUhtIEYRp35nohY6H1p42NlnF5CjFScR8SdLQ2yDHeT81fOKZLzd5k6HUnBCJXjG4szIBHdKKV6pKw2tFvmCZGVvZ4PjuqCfi7vd23bArf3VA6BoTI08yekNJPhUjNWUV9PwXcwvyogR6aF1PK1HLekxPliywyHVJxfUIqVWENPUGWlesCGlq8lQ5K03oWG1VJCqBWbTjCxw9WYkretgqvrhzIcdw3BWdjejYsVVGXOrKzfT4owMLfaFi3GML90QHpyM1iygUmFs+tS1AV77bV71iQprs6JnJdI7lAmPng7ySt7Og77vArhefu033cO7G2rkb///nbmd+fVhKjGzk8hOBlCcniH2dvDfZJ0b7+Zi4YomOnh4aPj0WjfJll6+jMJlKTfR0CO6KIBJ75ADfN8AebiQd2cNIABnrCDUDNbGHGRlV9h2HJE2Qqo+QUbOHh6rDgeSjkhkkP5WMxCk1B1Q1TPYWj3leXV3v3/dukAYWUqlqRL8GfifM+6NDoXB/SCgmvFOWxz908PRYLBRYu/lcX3+wa1KMykG+o2citX0FLTHUDrfhP9IpzokWLAETL+3U68opingpaBdIIc2xxEYLqW2MqLVpOrGUIBpgvmejFosPL6Wysz0BzMgfNmxNSYMdQmTpdqyv9QdyCb9FGt0fGjo9JkWG1ktWv2lp18OV3SGcmFt0J/sUfwrBpcZ8GUjdRA2DMU0LzXyuC+sWqEXsoA2iDskniIpDxRI2WFVahQokA+psAF3AZLRw2djY5CzfxTk7ghNXXYVfVzUszm+a2Jplf3FcPoV0KHM+gn8N/FbQNNpBT0IN9fBihlnCcA4EH2U4Bx36Ch3amWB1hVaWBPKp/CfgaZ8ymYR7gq75AHjwEP7BM0HLayNa5MyobkXsQt1IuyleBkqpkzbIBDaQvINYGR/paBZIqP2dS/mUxvX/9tfMXK+QEJ3+qMuXFArjcbdke8sBxwfzo3FngrM6Y4X9jY3oyG6/Jy44htLpIYcQF6X+Tm8hv24THQHf/Pe5aD4S7uP15qQQzlr17vHuzpGMjzXUuFI4WUv7TEZzh5sPVYajw9kO/B5HKN1RHhwsd6RDDvnJXEfMFQ3oDK6UJ5mlPrEKl6/RGN5GjQlU5V1rbppmVFal2gKUskCfQ8uXLtUr1ExJygJH2WG51VWdtFBcnF7tzicG4pAKD8TcZfvyHbhrcjgRl19N4m4c9vgA837wEPuFc70mGRCrLqnPQYSp0xodrU90vte2utrpE0Uf/MM/lQPMXIj3CYKPD9E4P//180m6nx1y52DjLPmSXggsqUlJTV+wq/eQJqTjo5g21zEEET5m5Uw+a8y3OuQmWHhR/IbRUNUZChlGOPejuW2dpKFS7fNTsI82o9FGMq3Yp/UZDT4+o3GRGU2S9aye0N29+7qzJ5+5y9wihzD6tPydX177aOo3UIvR1wGXHaUbe5xLwoDNtVRNKPEWBzDJcG/Jda7aTHqWNRu9lr4y83/nnu92MFW9vu6bzB9o/XtKC9Y/0kzxA5a4Y+74VM8KK9ac0uUEQA6A7IS7E+5WLUe3a8WG1bK1Tut2gB2+SJ2Zb3BpVruvQoWJzHf31eyJxcz87Go3HOBWu3OVcfzTKSnX050q1v18Xn61ekNHsQj6utHuf6uvqp0FZEtOC0dVA1eDBo3hSNqxRS0eKdTGcFTr4O8BH533tFAH68WiXeWxhXmPPXOiGo9XT2Tq93Ap7nbHS2H1ftSRjJ0eHjo9Gp0ghTo1Weiodye0TyzifwFOL+B8ZNOspn0ndHFgE+LqDTmhmUWcemDhEAuSUgl5zUlEjeIYldwgxRWHV8km+qoFg/e4NK3pdzaEe3E5nZvJkzYxFR2PMg+q94rhWkys3sm8ry/YCY1if/XyCSkU2Hg9bqt3i9EItIu0Fyvib1DfkUDnZr2xmjoMlyypDDyxqmdOKzIoIUMP7EobY9D6MUYLEYfWj1m1fszQW7Fh0FQrlxVIwg39GH6iXphPqU3ZiMgYx+4+1pDd+Q5oi5WmTBCy5xZx2/GOTI2TfdCVQ7P/Q5xYv62YzNEYFaRL1kLCP50SeIfFbQ+P+/FPt7Pl9hm9vlCVb1HmKhAPjwMcPYCjcXBnajI3wurcyE/R+JWsAmudyK8eNvmGuVHyUmMjXpkafaG0L3VFxrvzeXe40x0odQX4dDWZXQwm/eVINu0MJT2B3lQHnxm3JIRKINIdcQU9DqOJF7vDArhXhC+5fKkg53fZje1eMR8NlTp5qpcP9JpkbgRMy+jhpAL6GspIk9prcqjfZoGk5No2OjNXeirXUU8FTWINF+m3Tm6v2ur+Ktkr2mYW2icf9zgxZQ1ZHO6cxZcaimFr1fDkJ4/Lf8z0QJFkzRTfPOC7C/8UfH2tsfY04d1EOebgOdKC16I0KSpSBHc73O05rUYp0Dj1PPH9pem1NGRGiXhFdN5y2T4uyV+bHE6m8Y4cWOjME1wWuHwecF08jwJcTdqJluZRN79rY8/Mm/Vmr3nvxNuhdfl1bEaSZmLYLQeIvRBiPgj7ii3WjTYQ8EXfbvgOlU7Gc0gSgA951KETRmKLQ6dXPWl9xmhj9UaHaX5lwcTBoMlmnF567MGUyW6C1fYJgP4zaSwKKQ77FWlMAimADRIMlycl+d+ERxtc3g36+NFs4+ymiecxasVDtA9Tvr1xUPSeoyFOJXlsiMPyRxMm26uetzNq9lkJu4Obz3vlzrQ1YNNbfZYx+efXubvc8Pe6P/zlPt5ujyfN34fa+XyO2jmI/sPJWcC3kZxtfGY3ZpQFK8sWsyxZltaS7Fh24rgxJQ7YSR3O8YWOL5yUmZmZmRk+hnKdclOXU3DKeOSTvpl3R693Yvng6+/nZu+v0Wh2dvCd59kJIoeS1l4lGmqJZiiVhaUUS+b2a1eMG6j05FvVfZbu5vZ6W0Mi19b0n7tvbOpkzcDWOL/j0y2+5MClmppRpWYoFaK/Kf3NNxHwT/poy8N/DY2keLvwEkJfzMq5Og7VsEYciq6KQ1E5DhU04lBeSq7QrWVC65P09Fiy9NwxUi4bWgz1RiVCFH7rdT7aRqrxoMTHkUckPoU8JvEU8n6JO5EnJD6NPC3xO5EPSHwGebHCyzrXmCDP0LblJUx/BHleyucM8pNr8NMSfx7ysxJ/P/Lz5vJgvUWh3laX6xP4vYuYn8yfLPHPIH+qxD+M/OnS70/j76fNv8+YWk4qRRb/7CJhcpjIihtLtaMeOFVVe4z+0LDA+0ozaYUe0pRmBPq1EfxxQ18Kis/5ihLWGQUuzAmycQn22XoWgluo3KG/jw20OlwtVqbV2c00O8FUd4dm1dpSpRUtz3eSPbaIz9XwpS/xg/jWEa+mtaaaLMqYkPYQhYeq1Bo4l7aTC/K6Eu8Lj0FqEIhIrAgM1ZFaIzCEWqN1yOoMGQhjrYx1AGtNi8kKwrTtcObF7swSrG2gK1IRfy5YRwPDH1iXK32E7qGvL1397W+pr/SCb9xIz5yiW4+X3EJD8q//SuAZwr2ox5UI2Wr0SaWf1CP3IU9wTlTiAc3YS4hGfCSFT3W1PEDjQDPGkwAUO7lgjClJ9hR7Foz9eQ+7jrF/Oxf4eqiTxIyQrIgu85GGBZIeg66J3/3xmRlQNw2sn9wR2rS/8OQbdm3ZPnPzPbsPHXziPa95zUd71tGPdESKib4tTOK0Y3N2KuOkFwYL+b6H/zA2Plq8OQ31sa88r4Sgj6tw33GaXC4x3l/2cO0T4+uA76bzkB40UeqNyIN02sTHkUckPoO8KPEc8qzgoGmC9DUivS7KqXOtE/IM7VteAj4v8TjjvPw8UDvNeC35WyVf+hMod60Yo7ur8qDEx5FHJD6DvCjxFPJ+iTuRJyQ+jTwt8RzybIWXda67Qp6h0eUlTH8EeV7KZwp5zMQfUs8gPyn4FE9v4qdN6X+nPg/5WSn/9yM/by4n1lsU6g3LSyj7PEn/yPqTjxyUI+fYl3BogYGjS4yQ9eLkn/eberEZbWNDRAtuRi1EgSse2xDjY77gN8nKgq3qyhj5pthAurt0qaI0Uy1+V7unw27VWnvZiJgY7RDjhmJ1h23GkGi67y/hfT+burA9R6Ad1Yt2dL2JjyOPSHwaeVriOeRZ5B6uSUM+Sw+Y0s8gL0r5OJEnJD6FPMY5ocBvVkOkQOYfg6Ll86SDUNIJ6gw4KkL1WwqeURbPAbLsGfWvOpERcUHc3DkeVQ7nStlqR3Sbh60J25pcXW2WR5LG1dVa7X3D9TUb1Fo2nfm1grVrlUxOjDVZeDYN4tmM41jD9HPIM3RcjDUuiacY/ylRiI/l8yLQK2nkHnnFWVWLywMq7BOoHxub57VFPpdAgIHPE6C4Y7MCrAnYp2KVbxF7NhvGtjShKrDmCjmdTYWwt+QKPfan+XN+3zYu1JucZFK9OXZV+ib9faLmJPtfumTjmj36+zvuYPdbXiaEfBbabqMxNpKnQz3MEEIbTTxo8PKfGNfUceQRwb/FeL86hTwm+O8Y71JTyPsFf5jxBtWJPGFwMk0I+YKaQ56VfncGeVGk30AI+ZZ6BHle8G1lnXxOeQnyDHkGjEE95ST5EXtedpJ7TGNQuxiD+NjSuIAnv0G2STYtu54fG+hx2ua8AY/FwddYbBjpKTr4osrZLxZV7B7+Qgi1q9NYprQoq5fHGKFOm0RbPCDaoodrFRlvFv1+s+C6xDN0AudDM4/TzTAf7uDaQniWLeJZPsvIh3Pl+8iH6a3lnxq/y/hLkM9SH6Y38XUnyTK1inEfOZTHB+UhnKtOwaPsGT8LPxfllb4XZ7xEaPlBQugl0LjMyD1qjZV0C7tYJ5RrrB8tGgfdLaIvNaPOuBDlsY2CVgeLR6fn5rmPeL5BvaUXfSlXoAdKXz6cu/0bE38muBa5CHXWKsb0YyaeQ56t8LLOdZfIM/REZY5WUpBPm8hngpAq3CfxGeRFOm7iU8hjOF55uF4S+SydNKXPIc9iel1Kn6GT2HbMPM54iXGYG6Cc7aKcWwmpwoMSH0cekfgU8pjEU8j7Je5EnpD4CeTrJT6DvIhc53pN5Bm6dXkJ0x9BnpfyOYP85Br8tMSfh/ysxN+P/Dxy3VQ/Uaif1eWaxu+lpfy+hPzZnBOVZMu/UI4rHyKdJETS5KIcBV9D5qOg/EPhSu9Ftq5C0sZIx6IxA7kXjf/2LBqhbh/O9GG46uA6zEUjl95FPstH66KFypmxxjqasYmhbI6ncKovToej1EG3H5nY2DvuBfHlkcmR3s2+ANO6ltlUR306aDX/g/+fpb3082zz6Fxof+okCC837AzuTd4zyXWvdL5vzkdP5plCs/RJroHt2+ErPW+AgE6XENXDxpAO0kV2yyN91VoxVpkOQ6u7YKw0yTUrTYJafwubCfzGWbm+ssgM6xZjRUPv2nJytuc9r6VvFnvSg319p8+dS+0+v+2N74Gl5ROU+mdcfNJzCZS1wJ7tCTVMfKzUWx6z66AHVludLE2PEVnHiCAoM6VVlzbCHgqE2/je0kOrnkNtr+iOJ4YS0fra0caWwWxf4ZEEyN76aLDN29xtiWn6+pbkc/dXVSND+4V7hPHiwzheVOM+iR9Bnpf4FPIY3Sy4zusQOPYn0IklQa8dIevJFJGkeVXjF58jPjHj14oTU676ihJFHPxk2BXuMK7RGhsLAqFjubZ2j8YKQdeGWyYjFbVxV25rJh72dDRbG9jGI3NNHbMVhH/IQbN7L85U5MZjx2aHHR0DLk2rq2MLCmpZVdFi3PdBfVpFPfvICp9BXpR4Dnm2wssermVGPkvTgusSz9A0jFvAVSdwmOtZPvLn89L34oyXGAcdMpTXJsqrEYJ8HHlE4jPIi8g9XM+MfDe1VOWzyHk+OeRZzEeX0meoBdaN+1m7u5O1o9jKaOLmjcb9KHpptxhF3FxGJMZPHgNif+yY1c9StFfVTheM3RFbzcNuCYfSj60/4O1zF8O59ZbklsGa51pG9R17dz3r3K5jXc87erArO96cCOR93RuyTD/Y3Zh/baDv8C2l2+lbTz1z1/hr7DdMRscy3fw+QR8N9WgX9dhEgJc9XDeNfDetr8pnaYvgusQztGV5Cfi8xOOMl0y67HYy9RhG5c/zvRFRyDpTFADmJtgNKXDWJiRYeg4k27AN+sX5PUGu3D5/ng4m1V+Mj/8iXfpfAuUFDTe0N4cYbzZV5UGJjyOPSHwKeUziKeT9EnciT0h8Gnla4nciH5D4CeTrJT6DvCjx5yO/S+JfQn5M4v+B/J410t+GXOeaeOQZuml5CdMfQZ7n6QllPMnTkxSZWCNKjg0CRuOYKQZkh6ffyp561wInzF+3sBIN71VXq+vrzKHxQ7GBFqvWoDOLxIreXksMhaKxleiP3d+tNVDf2LGt1yrwN+3fELdYBzpFQEj4Ad6mDrIyFh63H4D5WRareQJwooYZpYpDwJ/oq68bbWru8PY4q5sFakIJMSm7E56O2tLbwTsgnsnboI0vYhuvxn0SP4I8L/Ep5DHkOq8P5KItGN4ByN8p8mcLnyo8KPFx5BGJp5D3G9zQvUM+LhHD+GNVHpT4OPKIxFPI+yWeQ56t8LLO9fbIM+TPy0uY/gjyvJTPFPKYwQ3tPJSzS9SD08RnkBclnkOerfCyzjX4yDO0k5eH8XmJxxkvEaUSJyetjO9dwyWDWwnojS6iCik515ERridDMQzle25xXMOyEatpiFBVnMY91KKZjzH824Xh+D1zhuP4la+ko+zswmf4junow9x5vJgW3io7zBudZPAx+Nk+z2PCpI3NHJ/nXkmIVxqyzBUfmz2Hxqm5U/l9G4LcyHbqxBPndu0+obzkdlvvVL5/Jut81eWNExN5lsd61u4PsTWAi/hXNNFW/pPWNXZaDcQq5v+GtKGEbpY84ozj+U+N0N76e6nJVAALdQY9lE5suGlzmFK6UHPToexOdzx4dOypL4tO3bpx1631pWfW3Nic3nNxpqal7uxTQu7BQM8H3zn75PnezSfvvO0MxN7/rkyArxnXLx5eUM8jrF9YEhFbN2LxHriTLtwneXAls7J+MS17uTxQt68IweirbMlWW5PWbgt1tWs9xZAt2RNrm9sZvKE/Mzcc6EyPNtfVb6mp7Ry5ddv0TUVXmytkL7UpL9kZywW3P/nA4WfMRggBn115P/0EeI2tZOOj+OwQYMuGxtHEkq6rNAnLteLVfXNPZZLV9katJeycG+FhvHfW1WxSa/UUu75ty3y5bPhP1BYlQowzDi+tJaQKD5i5cgV52MQ/rlxCHpXSfxi5LvGXIY9L/DLylMT/hLwg8avIh5Dr3FeDPEP+ubyE6e9HnjPl8xfVgvxewdt4ehM/ZUr/fVVDfkaqtyDyc8h1U71Fod5WlUvdiN+7gN+T+ZMkvgP5UyQeQP406fcv4++nzL8P+8ss/R+mh0uTIXK20ha9vKV5SUPVMTQuVjQ8Phnk64A0j1PyscIrpIhWccUyQtEhH1n7CBUjho7OCjhfwTUQP/gPVvUmSXtTtCjRM5Fcq+Zu5b6k3lV2pQSTDDTbGuytqY9WPEvf6EnYwr6uhrw7vtq9ZBlys71pbbypna4zu5gIUWHs/B3oBjeSCfL6x+nYkt1aSVZbdvZZ0viMEScjPuIUhLDUWUgdXpBcE4zn0Mk1CFc+drUJFe2bF6p7u7TKKMacKqqoRTBCgOmml0aN6izoIC3+8sjOF72mXot4YpNuf+C6fH68zb0zm9qcdqql/6adsbw3ONDl8W3NDs92Z292Bnb46xvp+p26lvnLP4cG9KlrjGGFvr6Cr7i7v7sjMpJ0apZBm6cQSvVuioasue5OUcs/27JjjrdXqGc+/tBWMf68gSBXXoY8zjnXdwh/mYf0khfK+v/q4nqop0YW9atjf/ZFw15mF/Ve0U2xFEIHWQcqw8/BG3eIkQr9dHZ2FUeZRw9aKJKS5Yzba+B069GtZ9PTs5/6VDX7WXFc2M+GemoOHuw7OO+O+od26YP7N/g3d6ZGo4GhhHPs+90agbqaLc/zOlEixC3qqgtiFb1lD/emMe4Bvou2Q3rwrKktyANUQ/4x5QrysMSvIh8y8Q8rn0KeETzNnt2Ucj+JEC/wYaVHcJ170RTgkL53eQn4vMTjNAXrPZ6Pnz3rblbXL5bdUGs8awtXIS1W4p/1i5J5TexjWkDPJ/soOyVDG9cvCeUvGtr8aGgLrTa0BXM6PPK6RzG2vfWtc5OT47Vq97TLbG47f2d+fjjgde3a3XfwYE/Nw/9d6I4yhxt7vp3J4dDMvkpdfwWemU/M3w2kGg+YuXIFeVjiV5EPSfzDyHWJvwx5XOKXkack/inkGeQ69+eZeN3yEqa/H3lOyucS8qiJ/121IL9X8A6e3sRPmdJfVjXkZ6R6CyI/h1w31VuU15soby3Mn73lLPgMdVIUexD0361WEMOskIL583PEQ+ziFVaeNLYpsWbN4fgyIM2PfNSu7jwU+hDZg3hLpL+pw97IdLFrmBH9CVdjt7XZyufIhyq2RDZHWgMeZ0ONUs2fqEUD3vbKNPlbw6mI9bcF6+9Zov7AJwjtMSDaY9MKV64gD0v8MvKUxD+FPCPx3yKfk/hV5EMSfxnyuMQvIY8avPxb7u+BOFaQ8dq6yIWEGGN17sHjXJTHs7wEfF7iccZLwF0ST1E3019QUi+8fN3kDlmft8aIVmNyy1GT4oIKxQWfq5r5GSjOaDZOcR3WjC5j/dqZSfIWwVQk2f3E1HOTv4+ZjP5Glc3FcLj0v7yOfk8I+TjM2RNQR97zxjw0xjUYJh4wePlnjDuUK8jDgn+D8ZhyCXlU8CXGW5QPI9cF/yfjRHkZ8riU/1XkQwYnBULIV5X7kecEHyvr3EOoREhIrI0vQN+OlLPkm8xb6CABMrqmV3pNtYWI8WmL/CRylfICO6vJaPjUSK7Hbpv1BLutTdZG1ic7hduQdclY0c79j458ZY2qOs2eQygr/TUra+7/UdI1S7eqRNVKUqlzp3IZ6zZ1Af1x5B2sXKvfq9VQZWNrbGdnZ3n+8Gy4v1O0lS9gWzH6n4f+GvpTRMTz2wTXkaO+Gfi8xOOMlypeTVa+ZjL3+H1J+JaxBnAwUJMzk1RxZs6q39j/1k/ve9E+dnslqjBn5m+OXWRlG2W+zJL6ala2KNxj8HS/uJe/Uxusm6LGuon8E/lx5UucCx3Lx0HHMlL2kN/xexTpZ8kbK3VCfmDiGfJGiPP9g/Gyeofg0bo4OUd+vPI5cbI6C5i+F2ec61vKrLzL7Pc1jIGjBX2N13Ksk3oFOnggOiNWT8O0riJvWfGafjAdG/TMz+Y9u0yO06VQLkcLpb8Hc/2lX6P1tFw2vKcw18TEXPP2Fa58Cnmmwss696qa+PvgvsHTCfnERT4hQqpwLw2ucOUq8iFzeuUS8miFlz3cM4p8lmqm9J9CnsH0OqY3uIZt2szjjJcMTZnySeXzJMr4T3iLWvdUXOP8GcqfEOVvq8oDZq5cQR6W+CXkUYl/GLku8Zchj0v8AeSDEr+KfAi5zr2syDO0fXkJ09+PPGfK50HVgvxewZ08vYmfkupBQ35G4kHk55DrpvqJQv2sLtdl/F5Kym8L8mdxTlTGl9j9PUxcJER6yTPXcoRKfSuFL0dJccULG4cURtwwDtUQt3CNe1Af4xHxh3ZGkiJakxQ5tOAOh6AZVtbEOFZEMapNs8IqU4OtbFR10LbtxUw43+nmHuDIpDsbMq6/qH0vPODNRRwv8eaidud3o82ZonvUtzvPPcGdncPsej7PfcFUGeulaqwrs3mJGUfjY+nSctSol7+rfrbGjpEiGSNHH9t7VYSvzIlqXoK7dbcYtUMLhhJFx/dJjMCVzj4bXZBVv2sEUGqvVaGIEAqtT24vBkPFHcmBQ67uvfnUeF+nWvp32hkveIPrWfBkW3bwUPfgGU82ZLOFsh7x798eHBnQp9EwPVIcHL0mcrJx8Owq+/RPWOxEeL2VZuWlJEDyZOwxv30mBYaWLpYmhfUUZKy6/ka8lO6RjeDZVCJZX7exscXqjdojyUfyhNvrU4lWd7PHEnN4kn57re+WJ1S3iJfLxv3BevJeHKeqca+ZK/cjz0n8EvIoJYLrvP6Qs36Me7w/i/Y3tVbkTzr1DeCpr/HWknopUqRLe7rHI8KJsg2dxdqQ3DYUqBjutcT6UCDMAp2wPEteU898L+d3O+qU8MYD6ysefH1mqKe9fQCDnbXXVraYi47AnJAy6pr8EOrIVfZwH7fgtXWzZwnwEZb+XuUqph8S6cH3rXwKeYb8oLLmxnwMfhbGTODKyzgXa5Ifmj8v/708L30vzjif88DXDeXtFeX9ESEVrlxBHpb4VeRDyD3cH458F/lJVT7LOebzKeQZzEfH9Ab/Kehw2NpNCSrfIoWVcSzAG06AWB/Bf95IAmIkt4gr9jU8uSRc47jA/ljkKkkICUBKHa5WaXPW5fpBw4jqHNHyeANbx/+lT088wet36e5Ewp3Uk+4uf3c8kR+aveVQdDhh7w52A3Ukhppd2nqHvc/njnR3+lLBQF+y1xfJzGwrNSvqobu0WM4TySXjLqev0xXKx3z5mCbm3s0wV6eFZttFCHAP47cj30V+UJXPku8Krks8Q76Ha9Z9Jh4n3+Xto1ziv6sWkOvkJeQ5Jt+8n9xKLvBO7JSUEKb+3cVBV0WB6hcaO75xgYi8WNuqwp2tiPixX7jUu8RrmJiKm+260U3P/7C/Q3BnmDonDVP9iq1e40773/TUvACM9S/omxXOeu6232n0P/DXQ/vvE2Nge1UeMHPlCvKwxC8hj0r8w8h1ib8MOdNJmfhl5Ckp/Z+QF0z8+8oDyAel9FeRD5m56kZ+p8S3Ij8q8Unkd6+R/gRynb+vAHmGBpaXsDz3I8/x9IQynqW/ZPvICGtH0gFu1SggqjThNKIWdo9tIhrYhC/sqsMXlrQJr38tvgUHNZxwZCa9/kDewdNXRnIZX70a2KKz9yEkMvx9CKmE2wIHY3w7Hx/WJmN90ssRTHt7uDd4b+jrSZjsre5JRxFUlWUGAj8HfgHA00CFGsq7uOoNDiOqJCOS3+dg7/BoLfW1bH1h6QpaVr/cQW12BDori4qUz1ZbGmRve8B+ovTCWuFtoj80VuVeM1fuR56T+CXkUeQ6ryvkGdoN7Qbe9wD9MCvyP0JIFR4wc+UK8rDEP4xcFxzebwD59Bv5k79W5QEzV64gD0v8w8h1iX8KecbMWT9BTp+9/AdMfz/ynJTPJeRRweG9B1DOnCjnlRWuXEU+JPFPIc9UeFnn708w8+Ul4PMSjzPOz5RyrD//SrlMgmRgxdXp4E3VsUYE1iHOjdoXuY7eGPWtjHVyJtZ7RJwLGSvs9CoPYS/luypo4Cs7qqgwF6y4CWlLYlsx5CtsSUbGXa2FyAudT+4vRkLjvhc5n1rc6h3cng5kAxZK/ZsC/v6Q1RHNNvuG5/P63JDPFxg5EJn6P+a+A7yxo9p/5qrYsmXJ6r33LkuW5C73bu/a3l2vtyfb0gspkF5Jp7zQIXRCICwltECSB0looSfk0ULoEHpLCO2x2v+ZuaORrmzFhvf+3/eSle/V717de+ZMO3POmXNiI1FvtzHpmImNDr7nxQOHpyLjru6ZpMbZkXRbk/2gdUkQVzQx/hKL0xlB16BmQcqYBnF9yIwNdwrK1wVhWh+ASb5xACZTy2YBmJaxFzr1TI7GXwqM+nBD/CXZax5dsYeqAZic9pV1AZhYTLQZGr/Li9akcaR5IbmLFHG8oVo+RP157SyEIomEYEcGOnabeTRPO9O8GzMS+auqXw/UBfQyKvGyJajupBHmqK6dR/YauJ9uBM2n8KAY06sa5Ov+2d2Ufhr/7m78DI/ptpXod43R7qQR7qSR7aCsIJNH8PtYTD8PvOdQc01pkyDCLTzQH+swnXxqI6iDKQW9cAxvEALQ0Cw4nyQ84PXrw/Q1hAz85/ebRu1DSKBz+2PQFlwohs7dLEoMLaOaewyA/wuPFaNHaml4Wrbuc3MLTJh7wsRqYwNvEsSuV4v3GiFzIW01WNM9mzGPtwiBta7e2VfcpXZmg7EJp9d74D2DO/LmlNc/EVa7iwsZ7B8PJkeGVvbrzEm/mTph/LnV6olZw/5gFCEelxfKagJaLtlCWUW9krouDK+09K2SMpt5Sb3cTh7gYciCrMzUPUISay0i7eQ4Nj4lU45JYq31SLq5uj+Dn+l18UBrE9IuzsoJ8VP9KAvyPrE1NIn6xQrfNGImCwDGCiwWTs+6v61WdFZMG3cIIUNCiseaS0tcQ6phwkjtanEjG8JS5xBTvJwwJ3QGhzObEhqdRPonqIuIx5UVbPHxnIOEah3uvdAVCZT3loYOjQYm7F2TyW2njf2VDnwY2YAvb6RxGgubxG5l61CuI9NJR5BahUVqBfh4ars3YOnz+UoxszlccAe6zHHHXCmxfSAYHFwBT5aS0UWVDpNdDouxaPGDOmiI6H1YzMIH8YeBtjbUzaVpFqSkjrouAnSJ1CFxDfa02J+gL8Kxi+XM6EIxWjkW1gMh0iy/mmdXSS6GIutlZlIQpvGURGBm0SPFKSmixM5gxuZw9DtDF4222zUuHwvJHDV1ufy9cUunJrwSLw6YIr2B8YKl6LbonGG//QqnK2/x7u0VIzTnDVZnbjLh77PEEr1pW8Jn8MYREuM0zwgk7q8HmsyVTVcURgIY10/QdKqysalKnIi1bGjSsgAULbxzynmr1fPJmBiMI1xNxWMD8oDNfHkRkvi2CEK5D7tnEnWxm02uNn1rZ7un8nydi8v9M8PHXBEexPkLJzvjaaWsrGj9oyRsIPP5GRO+RflwSwMfeLG5qXOTeNVaPjTVwok+gJw1Zx/OEyfnSTvnSSvjidTZRxIM4oX9fXB5TOds72zRqnz25iGtXzq5pFCUBXkufvKLjaGtBRSCfvsojWsdQDMNPtyqF9QgGeryJLm4/6VP2pup+3a9PlImunN/P7fsdTnKgekleeWTguAqzGWS870gZO54G5a1jJd6p9VuY1Fn2ruosnV07xjwBkYPDgwcGAng8PS2BbEeeazLy9C/Vm2tTJeiydRF/fufhh3Pl5qGHe+fj8eGfULLWNNKcmUq9oa6YbrOb8IaQymDtUhDXS1tXldN/O0xz83FZAZeZ+v87fn0AajR/Pv0bMEpCHhKPjcaGnC5/Cv59GKvz9e7mO6daKmcHKeLBY1NNbPHYui1OPyjorfP6PLctkVGv3AX0J9GfWhNuve0qcdrifo22Zl+rJOt89muIVgxleAYeVosUYaXIxLihRCNTDUjC7nasEBSuPHfc3MFtxyP6aZBXna6/dtyU8dtS0lBpe5sVxvBTOwzaV12k2JAkEFKuqwr49NhXKm0Tav9vfPxGwt5WuKZMZ/OFTC2qJQJVafKEnJYtR5d997x6IizayTUblCdWexHGOWgHt9JfaQXtlCLD5L6QX468LYjP43EKNalnddljJecNEcep7w+qkw/NoknjBF/j80UPSRAaDTuyg4Hk1Nen6PgjfUU+0uTA8OTPb5BbyC+qDaGi357zG1QyjX9fl/O22mzlHSmcNgX749HY2mTpeS2IYRp23wtK5NkP2iTMnXCbzqgTJR+Jg242HAKMypc61wXCzWcwGyHiqSBEtGORkP9Rm57IuAb8PVMDg9MFPuL3TFvr8PnW0j5h9KOeNQUces9hSm1zV2ymNKxKJTAFw6bwEPA1unN+fz9GrnS4I7Z/cWwkfY3Uk/P0/7WtcWaipOIKqymEije4PFpaLSE8ZriPY2VTlJhWJZc6PGKVQXtKJxbG4uER3bnpnfsmon3dvc64n1DE+sryjt8aLh8cNg7emjf/tN5hZE13k9h/SWDNZ4FLTSVBPgaj8U3MjTUlYHppfWd1Zjakrqq+YLB8irBF1K7di2vrPAVIXYnFF//erbyk9ndjN9RYUK4BDjXhy7ZTIqklIVohEuypykJZxoJjaQONCxtjgNZq7EE2TghatCzXArlNjQeg5P7RkrmZVo5UKaGYMay1N6wOzgTGBsRsHMmkZ7tdgb6FmLxAZikx8kkrdH57Bcc9IMihQ3933HY+6ymif59jrC/vLe3d99wwG2PjW6HuVqZi1f0e49in8//e6fFnh2JLB9i/MHfozJ2Fr14S/zxb8gVygsJV6zc4iNyKMQ5FOYcijXnEJ8At8yXskdomdiMHy5nqiI08oHlRHkY+BBA2/6NnCg2ygU3s+NfRQptBTGteaYUczUIl0mDsbVrF3i+jqzmeqdBMs+D23zCtmvakdae8zHHqto3cmio/8BoIGTJ6522rsnUniOdmhf3f9MeIPWnPuWlMWPtKIIOos1VYMTzsoXZ6fwEomdKQP1M5CYaQ+Jx4UcdfKxx1GfkkQSSJaOkUhxiIgGq0/9tsddtf29dYOF3d5i0rb0Fo8Gol+uMxh8NdwdmuvGHKyd9vVBTPiyrbLMnwwF993Cv2wLyW2DEZnGTsnWS+AG0TjLowuajCq8VunRgZYvzMyWgcS5aq7itwgRtU0UVO6Tm4jwnEV/7i6UlNVbbocL7K5nuecFpuTHauTaWs/c4nQa7Nm2JbQ8EtsUsaa3d6HCV7F3ju3dm06VItJhWry2Wzsp4A5qB9vZMNJppbx/QBLyZs0qLa+P98eSuUGhXMg5zOrXvPEHjUe9DkrC6W4+8rkKIh8DUcOWGjolpLJRfobTePIOvVoB2T7RmDARWvvqBsyLc/hJO4rWTC3W5BWAN6EXHpPuz2cpnk+lNNE+qWSIVpUgtDxtt4AmiOmshPNdrJKRewRIdhMQ7uE7rcDX1EH4S+6mH8D1cz0rLkkRnSOOu15UlTIDwporXMFe8BsjPaakCnPM2VpomaldpAZtrYBtLKlHGFsWSrS/0p2BmxGgFCvxjaFvtqLy5phSKJqeNSZ7YMHOtKV8gntoB08ryr5eXf42f+dznKvbvfAeJsW2xTPgovMeC5qT7n/mb+FDLt40K9E0C0921w7GF2a3VT5PYSWCh5n7hgUK9qrWVSAPLcaZu/QUVBn7xC3y43g+ZCCwRWvaRprlPamWvRqtWcDs6oUVgPsliyYEO4EJ6x46/r6yM4UNjY5W3jdE9eadOVH6Pc9Q/24dS6HizFQojgOq/mTbWSSJCPV2fPkHL0ieArYJjdoaJdh0//CYK3DGEI2wiJXyxkI7dYrYQPQgTBOtZ9mw4ZCwnXWmvrtwXTSwr+7orz7sDrdGg3eF5FWNk5fdTWZdP745aUiWLIKvI/O6+w/s8Vq9FZ3QIP5Hmu/kHjNtRut8t0Tib8p7ETRgKcU7S8jjNooKdaMpE+4WBj9hu4Dcn3AKMJ9XP/XADxD83kmeaPsAvGx1Mh/T2NmgQVc9cXSZqNCraDVp9pweXu8L+VLvqr5V3Z34quuj2FL+fUbZbDR1GTWed7aWd5qNxr89H8yBSsR4vNQ4Tcr46Xlo2udp1rbp2z/0r08LPTjqZ/og9NyKk4bnR2p4KJ3muE6kaOWRoYsniw5PUXv0A3ZHm5HtbdVxZZObyCFeLsmWPwUf3kftMLUW2j/xQsD8b7ozZJwuOTMA0MWKy6XwPV/4AJq1LHsouFkF7OPfdDrNT220NmyIl/9Bka2sKC5X9wmM/SZ5UWHOzycJSj6s2R1yHn1mfd3nDeUzsZcwvHRzSvw/2kf1j5DkLsNb/Lc1HcM2/kJ/BA9cR50Y7z8+gZvO/jo1lTuqJqWacs/KWp2ZWMifbg2eW5nIo8SPT1Yh7Vn9MMvRkSqMriUxxHGxlgndeTN3DvQDm8KHqwT7pz+YS8TwtY56V8ZYt+Gisbxe0o1jYoKmgrrYWNmi0buC+0cq1jUZmFha4EcgCiKcmH9AhZeNyC2+UB2bjtcxEvNxfff/xcIqUbH2hQYBg/YvmYkqh65DUCaOxHzROsT5Ges2HKfK4aNPUQ7GDKMIkuiCL50pyTvhYZl0X18D5mGnPIbWBNuReCqzLzmRUCheYAhAt16IOmHgqpoYcTf0102h9ViaesIkbSfGp39ZsvE1y6HGTfwMfdGzV3J4hUTp1yMxzkdj5rnbXeovq+lxNRmXM4G3rhAHLZZpU1KdtKonlSMcFQZq/6cbpFVaHg4z2ZiIfs1xR2u2cdgNfQWrhbjWX0tu4PoDpAUjdbGiY5uOtgMZLUsM0HX0727ww+uIJqWn6Q2woro1PX6W6i63k/Vmfu70FtbPVr2Fd7vY0HsR5nZjLxI1deHnxvRq3Ri5TLC68T+PugBMY3n5n6bNk90S+VLFjg7mfniIkq+XForrKhS2vS41s3GurjnsZaO1N8ndyHTow1pfGMhYHRZtaHgoGh5ZT1WPfogoHVIv95W2KyvcU29Te4YPl8qERr3fkUJlohPCntk9Pb6/csLa0tFb1874HaLejBNq/RcpZZH+uOzfyEhihBHpJCfhYLFlfs+Bk8PGJSnNdnaOKJ7c6Gg6PruZsGTe2/vzhh/9Q+YEra9QGOjsDWrLmtiX61T4oF5THJ28tv6z/beVW+ViLAh9UtFgyk5nsVNoi1kteuFx4jNorUujFTSNSeAngbZLzst42RgduUyeLUk3nKSUf2RTMmuChsbjgPro7AiRgKJNFp5EpYAGqG5LJCqKTNojFTHXZYrrBkYbldDntwO84OB8EheVfc/umEompfbn5/L6peGJqf9efkxNZJ8aXC/bsRGL1dFnlJuzMTlTO/iwOjOwb6N837Be++13BP7yvf2DfSAB/loxVJ6FdqqC/6NDclrK1KcXUE7w2NSxacH1OOTI6scGJz6RdLksniGKQI4tMoPYptZglC/dU7GuZIkKcFqiL9bQYXpAWhNr+N2gR7Cd76miZwRcAX1xoYQse+A8iS53xs1WcrVjSU4GZPHXVSJiDmEoWdVTVnCdz5QIQFK8RyMRO7/3zE9dkilWmnaxI5c8ZmuvMhabX12GNNED5Zl5QpfAqbONBqJQsYCsTihqynUnk4YbEZ/XSsVDLgXZi3di8HejsRJktyHwi19qY/EjWCVzlplte297t0+psRn3A3on7dp2umWiRd3q7vJVvI4G+5+vUR8mK5ra0ItYxa4OY6plGm+dtCDOfGqCCZxuxQDuqRcNaPhEZ73IOpm7Ye8ne+dLgYGkeP6P1l6J945ovPfzwP1OJRAQhMfY9fjOnq5kWiImIlC410KWndEGbEudUnjlNW8tLxyxzkbyFLGFh3SQumv7EyNp38d7lt8zPFwcHtYFStH9c89h//mfFPvz+TCIRFXPUzdAcdeVaPoMIISLShFtKiW3GxOQxhCKUvghgaYoVUYRnrIuIelK+uNti/rqevDXUYWnr7AhYxvu2mMnO6Ex1K2SDitbdsxNFi2PLOe3o3l8P2P4dqNAQa9HQPLMrHXVM62QyiZle4vE2smh0txPJLO6s+b6dPbfKxMuTr53dzWwwcaAlgHZKx58NaSFaTw+SSSwwHibZuLnkBY9g+u11tpgGetfbZeqobrDQYBenvfIzZqwh+xymWX7AnvUt/UFk4GNSs5SA/1oiwE+Q+Gj4k2IiwEm2XYHF6xHyVB70oiua6qy44g84Sby4ZHUaK5moseI7LixscUV4W5NqidQrY8pBA1+RaLmMZhB1XKKeiy8uB7GF2g6gc7TuWvnB8jIReKnn/AfA7/wHCaxMKD4E/2Ur/5gnPvM7vhxJXDYzMYhQ1ab6NyhbCq1tYe+muHpQ10ll9f6CaiaReMgnI0ap8dXtSawaOGjSEWYXByDA5BOsLaz0urRWT+fpD8Ryen93wN/t1+einzy902PTunuX1aGh7fFQuTumFcYK/iPTgaG005keCkwf8RfGBG2suxyKbx8K8dyNP6J2rAmpj2yTctm5XyAtEYu+Y2f9Uho1lHu6RYrMtworY+M554rOGbF4uny6cKxD22EJjG9zlpbUtsL2Huys/CbWF9L5+rdlFrcrh1uPnzt87vaUJJdjfktrDTmNWoaRXFxVGPKGWl5E9YlDLIEjfPYSN1JsBLtYYCZY+S2qy9/oRatbepflcTFVpEWSw9HCVjkGhNkqx1lb5dQyNnLKlC2yGonW649OQtpGeau2bfwQSePY0SrX6kkWRwBJFkeg+r/FHI1YDvTbIHfj+FjlF/QEkjhWflHlGejlnWiumY1BalJg9Sl63yj5zGygGh4lp31IVhu/tLiesY+SJIihWoZE82d2HGm3qkmGxF1CgqRBZAkSRyo23CEmSKw8B2TS+KNvo/N1aQs5JsnaUajLE6CmGmVZXUZJmeme9+we7XBo5Bpbx+jqPe/Co7e5ii74d1vlU+8S+7QH5mKiM7I0kxC40MQkFz6QynnvVlJtGM88/jiTOn0sNWO+brPOB8d6K79liRorZuY6d//SaJDlbDxYE+AEoO2DVK5yojBaa+pTVaOOaei4/24rH+rbO0W9cBjQANnXAB85YHYy7EcgLIhIqsyNaz6QCazBJe7d8ftsa9t9hPCpU7aszTmVTGQN4b5oXqHaFY0bzJaMaakt4mWlwBhPLWRSxN9RH70saNFZskQ/J4M59rVQniCa2YK1vJYj1spq2cq1VrqaXXUjjSyUhWtjH9tIGfsnvPMFNLFjEi0sPlWBPy+DPuRAGakNokkf6mRtgUiwQ5i7x8j4HmDdnatLowP5SVtSG8n2B+KzJa8tNRTC47n95b7xpKvY6bVqrdnpbGK8P2er/JjlDf0Ap2GzKHhMTcloqO1ArktqpXssNJSy+foWk76edFCbtIxmRqaWVrHHlusfT8C7gQJvZ9GZGu8r789VHkKY2L7xu6m9ktcfd1BtFhsd075iZNpjlreDxTNy89jo67mkbCHz9lteN7+2NDdSZVVfkLBqvu+VH8d4SJE/3CNh1vCx+FjlFPWNQfjDnM6mzt+cThm3mqm5n6GMq3RrdObTeANG5i1A6GMfe2XfvK9vIeXrSYUYM+eX1uZfj/FY/NiwhJ09h/OKISCUjj/KU0psE34Pby0hkRIT9Z8xwlknnNXkIROLBGVkc0snG/NA0qHqfhZbPiAGm1cuhPqOw399L1oI4bmEHF9cuSNzRaZyFL8prrhCjHnZD/P+N4BPWuolMLZZrBfmUSWgIF+LdHJFuJ3P/Mw2tkEAgXrDGW7JzBVc5x3Yf56rez5tT/sNBn/a7hCPDqPTaTQ4nerk3jsOffSTD3740B17k+Pe6Yt2zF8wGwjMXjC/46JpL0YOo8luNxkdCNNcmPugLFF0fdORkjeCxqGTAmwbv4IFi67tAGBhngjCFd6io5UPzn0ZcZoPsUZN9rf4dKweCnVeSi6cr/vqwqSy8FVfXh4dnZu3ZvQ6dyAY/fLEjAX81R3O8ePH8Tsr+/E7hxTD87vbWoc68tmhhbldxBh9YGGssh/2wtEy/wXKHBZoLlgUFEYQxSGehq0OjxAcYYILE4An0OXoStJ3rU20ArwJNFUTYF7xGm4U0hOlIuNC7HGRY4gHkWUuumKHlzKi1LDeCIgLEd2h0VHOjw+3jd94o79+v/QHCHM4S+oTkotJyiv7WZllp0OZh9CTDTsNDM1LKzUeShYwzXRTTF9ZA4IECNYBOQLkKAupXaWHMq4XmDMAn0GWkVV4vJ6tFu6rKLAZPAKfHKAJzswmjWwT3gYof6VNrzmrl7+8viU2ZTtpuKjqKxCFONjtaLBZblqJfrGNdz0Fl6bk6/0E/rGyMiXIJidPnpwS9/yGyHtIfHqhhcXXP0Fx8v58HR5guBXwYdkkx8Mifuq/Ad8vm+F4lN1vBHxcluJ4N8PDgOdkVo7H+XsJPQWO5yTvXeD4gOT+MzherOKn8oR/HO9C7ycxJgBPUr560E7p/NYkR6CNx4KDZs53brVzLXkrs+Sy/KQ8Vlwd2wP1W87vi/QkrWfQilh1+VmGIJKcIjZsrNaMpeRieYDEOrJDGYdks7wsGVJGGvd9r5CiOVdXGmQK3SZuQqLHK7HbGZkewMgs0RbkRG2NkTECMmJEIia7vIGYlsSdhvi9ZhZI3aL4/ZRc3rJt1++m5LKWbYNiRPXuJH7zzbnj3ZX3Cq+sHLkld3Y3XiER1mmZ2J4HQYk/X/tO95h/nu0Bt2+I++tx4WccD0nwJzgekeAf5Hhegt/J8ZgEf4rjKQn+B46XJPivOd7P8TwpJ8PZnnd+/984Xqg9R1DIdBy/mOEBcn8dfmnde38js3D8JRK+BTh+eT09nG8Ryrd1dMmG+e+u5L+T4ldL8O0cv1aC+zl+veT9T/H3p+rfT/fC5PDvQZ9C9qLfKrXqbjlaRDtt02TzoYE5Hhh4NoP6OBGipB/hu67jfFNigvu4802JPJ6EdJtMfd9u8Bd+W7iQ9ZJdMon6fTOpeDXw+nvrNs+IsSYKzhjfRFMfaAK3SLd+AR+Z/zT0n6/XvtN+8nXWT9w1XPgZx0PYU4c/xfGUBP84x7sk+C85viLBf83xfgl+J8djEvwJjkcA57Ewhcc2iIVpeIFYmMJjJ3tEfoySA4kTKRTEOJEv6eYxlmicSMBZnEiOnwPvA5zFifwoNoixjNAXhcf4c5ZZTM2JU3l0H8fJfHIFjbn0F2jPSHY+wVlMpivQ9yXXVzGq+10M8Iqor6FxIrkfJC+eYUPvRAFh1M69ExVEp8v8IA08NGRA5xIDQi7jSC0M5G14TpR38VNErkU+QodQwEVaLhlCgovmUxd4zrgg/S4T5xj4818wxyhQpkk2DqkvMKbeigKVr3wmn24PycQNObdPfpz66FG5O02f144KUk3VRk/k2dbaiD+iqD8rgMrPFPLBnNTi/s6h71Rm8Z5jE/KJnHDg5DtyUzj5jW9U83nTcihreXXodwcvZ45+V9H1HM3BKdwFZxbo/WNN8ldxcZ/XiYzrs6xIYBYWP8uNkzfJpN4O61Z1T//oApaYkaYN3CAfIy5MT1c+zZIy0lSBzfMwQpnQ+2mZ2ngZy/S7mtQlrQAZzb2bb1qXzXXAXRId8BOHvrH7LJ3TINc7dWeSLCr4cN/RPvhXeXMtly59t4Z/T9HvYjzHLiDoZ0CLjI7XY1L9YZPELkqiR2HreqCa59hpF9sb0ReyTxf+SOX12FV5B37rFLAQPqZJMUcuq2ego7PavoUE0NHSPNsMp6FRQOQNXsEaPFm7kib/xErlm4QnwuzJj7Oyt9Oy6+g7k/DneSrb9zbJgcxnOL5ohP7J9m2qWGkNMiiozyLzmZI/+QG+p/LoF7+CD+awA+u7Jv+78jcm37OcfPBuUy1PFf1up/WQPfVr4a3Cu0mOPmj3I+gqsj6zko0kD0JNCchFNSoaJLBdU8TNT0b2mzLzvIt5zpIZNg6jERa9QkKikwg2bOAdIiyesZaczjkqeUduOrl2xiNDR6cjkemjQ3PVEzy346iico3MnYeYexN5twxfpzhamdsvC4/t7+/bNxKS7dsnC43s6+vfPxaW0fU8tCr8LC2XjfCYxnm9EnhsQ2tN1081L1YyvihYEIM23rYUTFvUxixn7UzWx3C0ElVFgXpZUY0gaCvpOS0hLl58w/LK8rbl5RX/8N6+5xUvvvrtbz64W453V96jWD345reX9w16ZM8TOlNA52Uw7nSh1S3k961ShqgyhRAP36iuzZkRbWZhihAKs4BmM3QFWGiIo0iWtYUhWf1IZDGlbjDFfaYo5JwaPj4bNfkSpht+5ewKmqCS0unpnN0Y7HKOy02lyZXcxMU7M5mdF0/kViZLJvn4oLlncmd3Ye9YODy2t9C9c7LHPEjqRAllywtvITSZEVLKzraJcat/B7ib4sphiqMa/iKKqxpx9DuKt0nwZvnnfwd9/NX0/s5M4/PXKG6/soY3zw33a7j/PeR+YZf4nJMIVX3M/CCjBlEJXbMFT6Q6HyQWexU+1P7HbJjMT47sjGL+QTzKrBjLMM7nlgSPnJTlOvw6ebQu1QGVVAM0CGsZp2VMKv0V2ZYR6F+Ip3aYBLA7mPRqp7FV36pud5uT3bKeRWs6aBVa25zegM6eC1uG1N7y3oHy6WPBvomLsmce2+uz2RXEypLNH56wQsTWvdGcq92Wncnu3E94s+3UgqACOcOF+tGFZDRBGWsz2xlTJlEOQVtg9r9wZzVShRbQGNttYJFGqmAOQHluPe1l0ZF4M6dBUqohkkgoqZo1tdrylSSgqBtvs+bm8sHRvDuXnl7xFsZD6T1hATKa2dMB4/i43doRKfq1nc6QsbeMBRxY/ojwltyuoYApMZIsrrjkbUcXuuYLDm986JKh3xqCBTALKMut3njW6ow7NXtWd79vd8rD9NUL+HHq+7SdcaZJ22Gj//pgFioanh6uIMYWhIyi08qQ0E0KBSt2GTWLQksgW8U+iwXBV5oMrZizyUC7PDPTutLmSg2nlPKPdDocHuPAna+6KWvy7jnr4t69nzs6dN6FV8wkT4fWRnNm/YzqO/vRzs0tFkBWNzKyNt7NvA+MRLfN27WRt+sk13dLgryud6mJMK8bDeYRv0Ku3ETE3hUyGyIDsbWXGMv7AvEwiafp6UnYXKXtudExnStiXli1hHNqsOV3J2d6Y2pDJNHlMkfc+sioRe82GgPBkNmS7Z1Idu8c9I2vzbjz8ZBOd2gq2Bs1I1Tdl3kC6iqLjjbzi5bo9t3Ex4F6P6lQiGXTq8VbcNcpvEPMe8HPPADikogF67a7s/5sCvsD/lrf/u/UXMndH4eWnR8LJ7f5fa5+f2qwu1/jNJiD+pdMlAPggJlcpjupC73tcs0A3UfttJVMZrJ/GgvDwnIsbXaU/HZa3iz4wLxNeIzmbmVts8lONCaiKQhg47sVmGqfymNhsX4jQ7jOZ6oUxyA3kjS+GhmvYiU+Y9RuVtkS/tBozt21eDBtGhwdseJZRebQYo4QH+j2d9o/4fAGje26jo6WFnf30kDP5RcdCQgCHhvzHbnoJflEf9gMHn/WgM0ywXwyFvAT+FmaHZ6XpTbgbJi7DS4yiy/xOLCwPagGruuzsLlfRzx/RZMbS4MIAk/NLRxfLZMFE8aAP2BaFhRzLbLwUnFq8CMv+cdZE4Pt9pin8ig+zTUaPtrbA97gNmZH+jq1I9lRaIt2JBOU0cfzJndu5GHN7UgyQmU+LSPhkksBkKQUmblu5zkHDpzj7J7L2OJeo/CsYPTGwQnZaxCexUZvglmOPvlRYjkS7nIPH52aOjrsPvke58iZCwtnjjiRGKsX/ZrHVtt8T0wbwtxVk3RnMW/vB/PxFUHuV+vb253q/iK+7vBXdkeUQ4oWWo8zp/6GyR6NELqwWR/k/v0cCBEgBECTnFdMWoII8Gy3Eug8+ZkXOVFI1H6mZRFor/DPJFYxcaKH0JuE6hYYYyHhZTwe1YMDjFmHF2TKJYVc7hqfW4y0xlZS+ixEMmg1945M+DSuTtdC1ga1Pu01Dnpfn9s3m29b7BjsCm7bNuMWx5pOKOcvoA0Y0V6pDMjrny9K1her0axCgQ7elo0sBj7xVTBEJJFEYDUXOL76pNJYiBtdGqMu7pve4f3E6k3y1lb8J9PYRJtyvLXtzDNPVvCrqnvSFgQL1HkUHWT9SkLceosO0MLooL47XtqnnLxPYea16uXaOXE0AVqZozG0WdpcyDkTaapbncgQsrwcy3Z6vV4dNCJjp1rX3u4wxmMKwT4RdWV1WBCEjwhvqHx7ZKTFFHLjeWhcRgNpXamuTErvCkLyPRedlxGieR5NaKnpvkzpZiguzTSNz6OtevukZZI5+RFNONvjWbFlY952eWpMtdLmSfaFxm64/LyMKXLs/Au6Djx+uPySSy8bpr6u0/g9MCZPoGsYvyXs3XBMfhARb69uOhMZUTeLW+9lM3HNZ85eNwul+GpBnLu74LyLjeVDG47ldJYq1oZ0toigExVTgNaG+PNhiG8Df5bIeLfbGiu6Uz1hv9HrCVjwjS+yJv1GczBpNtqMRrfR059xWuK9/mDeq3WwQV/ToWxxJMeywXIuqJLrZwrxYR0d+zvdKZc95dML8kkFNoZ7AsGsW8/nASan41/RfSweVNjSjgEjl65rNvlmMU1we2ppIBAYWEqlxWN6ZHp6ZGRqCuL3HxgcPDQCgdsODQ4egID9R3fuPH58586jCCMzrB26oA8Fmu5Z4p2fm9ZRBm7iI70KkA6+ZwC+8xx9omTMo+cXAkba1wtg5xSnXZ4u/ed9WSwIJ/TtKzr9hZP4m6cJMgFbLGpHe4dPPTRgmNq1L3r8u8cVx79zuKwYjx1cm9LbzcqyQkn5ugjz61+Ar2YUQ9s2kvHXxz6mvUIHJ0ox0imX4H3cJylSL8GbueQuM5XqlGYu7MaLfnC8OX62v2c6HJn1YwELVzsyQXDtz/od2aDJP/wR/L7ygSHPjReTqIfuiK+3p8/722rwQ0tqPH1lzFZdx5mp/1oMzfxbe4V4LVDuW6VtxgddIWKS5oNg8q2YAgPcTBO4LT4ZT+V9vQtJZ5ffqPN1efoWYKmt9pUPDAzvH3RPyuRYbj99onf3kHfclh6NBcfy7rW98bEsjVVkJ/kmaW6rweZROHgJRDuHnLWjmh8K2+fGGkp9hGxvT+Kdk3j5XQK0f/BEVGti0D5wYUgxtvzWWbuZLgUJHQNAxxfoXL0gzUHN6ZA6B24WVYm2ER77o0BnYKCLjzN1IbD/vvs0uUyxXSETBEHnjpgLEzrLdpPZXZxXHzwtuTMJ8pa95DV1FbrNvpSrY+1gz8VjhvI1I0MHR3wst8wC7Ks6j+2r2o+uov4dVxJx3dpsj1VtS9X/od1TL723tnvqmmtqu6fuFedv1akR/Euoow50PSkjzlivIu3d2sxRo1Ggk7Qs3MkGJypKQZOiApQaLrfRMwFQNT1TAargyg9xyygVR2QlA6gsZAZw3N238sinll8lv2r1/V/Z/k75p9V4F+4zVf75t8qnK/eZsEekfxDq6TKopxg6SnxwLEA/H3t4rghKXZOuzHf4rpeqqt6RNqbfi9INyGnZIK42PaWRrsWopo8ttTFVM+Ds0FqvU1BslwsYLy4tLK3KVVr1dovpxpd85B4cGNzVfb3YBI2peFA9uyaUTn5RdvQMRz5f8hoGzynf8ErZPbR8eRiPboP66aV9SJXZPBJgdZe9n3kiJJjbUB409yUWI5CvLXkiTNEjHuQq1pdYachkzQSsp4mrcXd4zuQ1txdieq9VI5fvkcs1Vq8u1q0yuEyzRq+lY+98fEovN4yp3QN7BxZv6vW5ewdGw/PLHa603z0YiQy6AxmnemV3aLCn5PG4+kam41dcFk+n43R9PY9fBWWNobRkBuESPgv5xBT+bCnNRZGwZCdOo8QxMGp3OBP+sW5fYGAx2TVqi5sSLnc+aDSHc053zN7u/qjdlzRbvR1qX3FpoG9v2eu3FA1WW3okmuiN2FRtRkfQZp9DMrQIdSKHnCQOoLQPrW7BfxTkLq6gybEz8DvimZG5zZmv/tmcsYHuSgZtrhri2AAVxdRWdArpiiyNxK3Z2Zx/NO8p9S7thTnk03hwR7e5N9o79Ire2c5AIdQ51O9O5dW2nr2jWJXbORgwxYeTxZ0OeeuZ22Ah6MC/9Rat6kCy4O4trFYU00POfMTSrpsoTkS1dK4fZetTNZSFj+wJUtgEMmyYA92HEmz17OMugQm+t7qDx5s0kIxQRC9JQ1azXsa2PZSUXKtJ2PAfpsK+KcEcyrnjxRct7RGUi0qstQeNZM2K910+7XZkhoIXXOgqzgku70DS0DZ9eMhRPvnOPXsTBbuuFA1kXGrb8Hm71J6h5XB0LOv4+EfPfMXuMCkfHfvxX1AI5dE+3hIl/tXN5y8+fHDREbPh3sj8+IjbdRdcEQcT3gmhpcI518e7sUVGQuiymsaZ/P6p+GB6zOyzqO3pcnhlJDaetcen9uWxgJUYh4bS9r6kO/aRe7GvvH9o7vpi1p7r7vPHR9I24dnjh/3lPb1Dh8ZCOLEzjn8wePmQ4MxNpVYOlRHP8eSH2TIsHKL67iB2VnF8guJHRBz9leJUn0LxY+x+P8WpDoDiZ1BbefBKJOrN4Tka4YMcz4u4KI/T+89jz1FTnMoOFL+IvffPNZw8h+F5htNxkt7/YvacA/S9P4b7LTIlf+/Z5L38+Ur+nLPF55z6B0LCqPAGYp8IEf3+1UqR/ucA7xNxF8GvQRRHsgZ7xrU2ije1c8BbhC8AHkECuheRK9fz53+G4e+m+A38fil+I7//0wx/B8VfWs2/K5wuvI28d4KgNyG0IX5zHf0u8CMDXPQjw9o63MrxOMEZPTsoH5SXUv4gzh+Oc/6Qem+w61yLmtp7+PO/TMulRL9r4M9jDP91A3++wPBfNfDnMwz/ucgffv97KJ2qdfRzXEo/tz9J6ed4I/0yD32vqpF+mZPhDfTLHAxvoF9mYfjPG+r398LbKP4QxW9qgt9cfT4O0HK1NZaX49LySu1q1za3t/Hnv5HS2dZYXvw6hjeUF7+W4Q3lxXcyvKG8+ExarjZpeaU4L++fADfJZrn9L8PsfycBV8msHI8jRg+MG58X7iJ2wdMk/AH8EyK+IuEP4FBeghc4f5rYF9nzZVO0XJ3oJ/X8AXyM4T+o5w/ggwz/Tj1/AO9l+H+J/OHt9jpaj7paPTL8JsAjyI7ei9gVQn+DvfPa5nZQ3g5l9L12HGZ0MlyoMNzX0D6/TuvFjp5l9cLtqbRe7Kxefl+HWzkeZzjpp08R/gu7pPUC+FdEXFIvvwH8faJdNkfLhVEzey3vd6S8EWEX+lFDP93J8Kcb+ukOhn+voZ8uMfw7Uj7A7PI2ir+Mt9tGnPMHyaB+VeCbwMZb2XmCW5yPAE/z+ShM5yNydazWTmVhPi+FKT/I9f669vcRPt+QO65ndzzGf/9BPr+Q6zew65/lv/+A5PqN7Ppn+O/v5fMQuf5Sdv3TYnnh+iKfd8Kym9jVwwhteP1m6XW0B65fQvmiYldu43T9ho/XwBfxqgxxvkivX8Ovc77IT68bpzlfZC+u/l5+oG685nyRXcR+X7v+K8YXdp3/fk/d+M35Iju/Wm55V914zTkjm2xy/eb66ygF5Xu52A8YX97J+fJ73m9qfJHV8eVHvP/U2svzdXw5l/eLer5cz8t1Ju8f9Xy5mv/+DN5P6vlyFf/9Ed5f6vlyGS+3k/ePer50Nbl+M7++kRxbwOC7XsWF5zk+Bnjt/g6Oe5rgfo5Ln39HE/zWJvjtTfBbJHiE4y9rgt9WjwtPcTwlwe/keEyCP8HxSL2cL/yNy/kFIudz/HmOj9Xjsg6Oe5rgfgkucPyOJvitTfDbm+C31K9HKP3HWL376/DnOT5Wj8s6OO5pgvsluMDxO5rgtzbBb2+C3yLBIxx/WRP8Nkm5nuB4hOE9DeuvwpVtFE8SXHie42NXcrkF7u/guEfE0Tjwub0O97P7fwT3/6Hu+Xcw/KmG995ad/8/6/DbGf4zwP9Sh9/C8D+QGEqyCMdf1gS/rfZ8bBWe4niK4X8FHAt3cjzG8K8DHhOe4HiE4Y3rxPOa4Gcz/KeAm2Rhjp/fZD1bwGrUVsWF5zk+Bnjt/g6Oe5rgfo5Ln39HE/zWJvjtTfBbGE7tOBS/gNEfBPoZTuhn+BjgG63TC7CObqvi5H6GjwFeu7+D454muJ/j0uff0QS/tQl+exP8Fgke4fjLmuC31ePCExyPSPCnOJ6S4HdyPMZxqf7hvCb42RI8zPHzm+g9CvgAaqviwvMcHwO8dn8Hxz1NcD/Hpc+/owl+axP89ib4LRI8wvGXNcFvq8eFJzgeYXj6VIn4X/J57Tj2cLw2z0YoLpULSkwu4Ne5fFD7fce6655NrnN5ocn779jk+q2bXL99k+u3SK5H1l1/2SbXb6u/zuUFfp3LDXOnSsSvis1DypbjlyKO1+a5MMHZrNzGr7N5mV9ns3Pd7zsarns2ue5n15u9/45Nrt+6yfXbN7l+S8P1SMP1l21y/TbpdcJ3fp3P8qwflIhdiPeD43h3Def9LEJx6bhQYuMCv87Hh9rvO9Zd92xynY8XTd5/xybXb93k+u2bXL9Fcj2y7vrLNrl+W/11ynd+nY8zov/ZBPU/S6CjG/rfqDbI7CruivCyPA8mmvtSh0zMXdfEcr4G2RnczQwFsYxo2ipt4nemwfisQ5EpF/E+072A95lv5sHW2FrC3Ds8vokPWuEws4NQX5l2FEZjpLTqzb0meXZB7jtZi8UVqvOUsTTuPwArHW5n3jLOyFjOWfWicWZHwxj+Kx7bRTxmdh371b3KaHl3sepNU9xVjrZYopGEXfTRncafwM8Qv0lWP008aiQ+qwYep8TKYg95N/Jx6sfgcsvdkYmlFx8cdZiVhoArOl3yhkbX8q9zzcXm1izRXv9kwQXuSiF9m75T29IW6F3ppa4bwtreaF/M0arLpy0z3IcO30BzAKSb+dDVNjqx7XTMMQZcMyx5UwD4uYy7fiZ87WvUvW3su/1Lb9hNn62DZz8lfBi5oHxk9yui+caUCNHYzNUSkuYVCYXFQxozwy9+bHtba1v5sgk/7tQ6Jm6c82Nz/OK5/OrNe7OtH2nL7kuP9bt6AxOXl3s8Q+GJq6YvTQ4W7vzA587IH2T7enehz8POzoj8EqKtRUr5pRQfwRCFF/AWhlNMcCPQt4qYEBf5gh9BnwTa5agdaMeUdrARlvJavGxe0vrxI3/a9xrAh+HKPehZuM+KNnBvESAJQb6M8y3DWn/RvO+1z5L3/V5I4/NkArUUaZEYM/V3+HG0C3QTMmRcv+8r2wX9rcXgms/h732m/TPkGZcLefwhmZJIadjExuU/w7h9/qlH6YhMMeYX+xv8WtRJ4/bLMxuY7Nu5Y4vEt/FD+UTNjZE4w3YtvWVa9FeEd31ZGMAHhb/R0Z2WoQn2aWEIrwjPAzbGsY9C+bO0/D6GSXjCsYuEDL6eYndw7FzArqDYrZL7XkGx2zn2YsBupdgtHLteyOG7ZBE6Iq/HbuPY6cIIfkh4ArAIxy4Gft9L+X3eBtjZHLtUmMfvkYWJlMzr9s/4q+hm4Q3Up1rqQ6GrpXk20M7AnYisKosvFleNTus9UfzVsMrtsDiFjJBKOsJ2HTzzOXjmTc2fqRKfyUy8tFYtp5ujHv30qCoe81nwVxU6e9iRTMEznRaHW0Xo/DW0wRXaBq0b7oR9mm7utThz8y78uNgOq+1WELX2ApT1cYzoM/Qosf4pUncFHffEpg9uoSyocuCL8JpfqvW2MVVxuNPmo29sD7e7TQV5RsikzQGHAd73HLz/n83fty6kBpko+PsYe+ic8Pn8vOsDOp+tc7ioGrPpxdcpDY6AOQ2vkxdM7vam5av11Oblg9cFJOV7HXTnj9fKR3t2Q/F4+Zq8r0n5+Pvqy/cqeN2VtfLR1zUWD973S3w/+i/QcVpQCK02tCxtoz91RzXilpHtgmXuVCxenVaciwGxAOLlyX5kYnZBvi1MdCKx1HcApVXu9eltJoNa3SnE6867WvVWb6ilf6hX2BMItHe0qw1KdnyzT6Fp03QKEcHl8fjqyqJFEVYW7kXBy8IL18FCq7KIWK08R5ahLlCUlXvNRACJZBq7WGTDkl2m99s7y/0tIa/F8IYm5cL3y9Q6SGnpAvI7oRiK6xtK17g3Hgl0H68D7BManm1wfdvgHq+S3fCwx4BFsayXlTTU+5LvlTcx559ApBqseQ9+TeVTV3fvHg5ee871F+9c2bnzRbCV/mvGxETX8UOj5fFyz7o9++w7/i/yXRihdNtPjQtHgG6SC2iOSB1Cxip1a9dtkOuBuP4JbGePnkVzM7FYzk6RalMgUiCyKfzz6fKmlkCBOIT7dOBrfM6Myt1mtljVKm2HRoXnZ1Qzla92Bsy46/7W9nb1Q0/k5Pbi6kjX8vadhZP35554CId2nO0RZPGp8UnUsH+f+ejL3GDLKKAbmu7Nb9wjk6de8BjO8zzmegstk4bnVIEysd0HBPM8Xt1Bm4dvGfCiSyIbyvBInjm4L02iKhlASqxL3OnBNIwcMKLOIY2G9qTRomTKxyY6zEZju6JDqWk1qMzhoF+/sLZt96LeHwybVYZWTYta0W40mjsmvrD33oPbDt6LD7zJ4dMrBGFRJmtzZEP3YFPlN/eEso42GdjQBIXe53gTbG8vVb5IPuK89xdqP7wLLaEvSmNj1/EoRoBYHdBHgL46YIAAAxuxdf1qRypv14DtBNgu1kQ3rT15gkclps58FsrlGJwF6Fk34TdcC8BxmEV/nWcxfTOYcrFFI2OR6OmW1moNFBsroMb/aqpcpUxh9Ht9hn3HFo/tNfi8fqNDq1UCx/V6o2a1rDYaDbRqtDZT0O/VjR1fPGNM5/UHjXatWDEGU3t5l8ak17cr1EqNRq2yp8NfIaz/SjhtVymhQpR6r+PRt9m9+haoMqW0xsj1Fr3X/vZHHF69klwXZcU26vfxSmifLiSmdNKyMNPiKlILRwNtbbK8gZQP/sp4m2p77NGD74YcU3cffOQL+969d2XPPfgoTlR+hw30883Km3Ch8mXyIe+Kgy5NEO7iOW25T3OT/qPn1CDeazwsysUDKArX9NIoUUNC06S23J0Rm6dflMskdvd6e+K2fTtni6vzM6X0ojsVOGsgvVBy57K9c6HhXepUvjcZ1PmynvLAcG9Pd8Hn7AkkLIlypHubTt6+Mp6ZzdtZ7IYi8M+AZrYQz0KMMYx4jGEV85VVQy/vJE7K1fwpOiA4D67JwGUSyatFtme5RSaf+tNu8QDBrN7ffXbuJvwWCHqx2n08d1OFxeSh9JAYaLI7qR4hi+eRnNE5Crx3otWGXQa6pjE1HTwJAn6cFItl/mRziQw5+JhkgxbSfPTZs3LhPpM/EKSDjLIDmrzBrF39yd4vXQDl4AOK2H7ZgMJii/1ZmAGa46D7kPZyXaMPfNORgo82tFQdfBwwdLLIBeIudzir6+cv1I0Fj9Hv85suvGiFlsoXIB2UF+o8rdmgF/txtYPyMla76F2f511QrJc+aD9qoO1BWlNtNKUa72oiA/d96dAzvzvwxWPwsLqORdoS8MgJv7ejkS3MSdUYHojvJBVnJD2gLMa9uOMNlEA0CCZRA8l6Ou0anbajw2IxqY1BA55e+WinS6fxhNNquWJB2R6a7Dv+2Lkk1MjeE7vnDpVMTWKv8Fg30hgo/HqCyguLCEnjlfD7HfR++fqYIsT/lYwtVL6YahpTj/OBR/SBd7MsEZ0shgv8jEfRq2XmhbHPQrqjTINvMbs0ulajxhvRaH60dnlOnr5w57dtc2qFYk4mtzkD+C+Vp6+7DgdP/mJwEsloLLX3QxtWQv160BqSijiNEhvPN8miyGqRwKP70HmLy9smliaU5wYkAUA0WNzSgTHbHFfIm9gGgWvOOP30M/APyN/Kb2969atvmiV/8NzO02T4XNm+nTv3ySqvkp1WqRxQXHvxRVfJ9++XX3XRxdcqDmwQ12QPyHJn0DZLY7W0Z6ybjXxckuMZNOW1DJo6H3yo5LZnBXtWQEqDuDX3CzNUJCPvGxPrGllQqcnYxRWELMa3gOR87DLRgK6iZE6jo7iFap7X91p7Iz27B32QTXQwGioZV3BYoTDnl/vf8pZYj1+jUODQyQtQNUaPrIXGy5nabAXI8vjVlZbHAG5lu3JUYsn5/3uWn156epkVm3wuYHyWbYd3dqIlqZ6O7ZJhb+aLX7YTCN7M3sjfBues3ahYsghFwcffTrkvVE7uo1TMqB56iFHCKoHI70748y5Kiw3qoxkdLKw2i5QkIGtDpKROPtbAzEYoYNrY2nLj99/A4XO694xC0uq14ovOWNm5tus0YXay8pw5NZktzHdZx4cmBwZo/GM6RnyWrYUczeffdX3LTKjiKx84Y30J181k6ynDpJ5WjhXXhgNAW+n4/pVdu3btwZ9dgTH5OVNqsotRV+6tPEwCLyG+XrMyGnv/TQqbUbRn5bIqNZefvwOoOXcdKbTtemEMahHu4vG0eXd5wbGxHVmYpNKeqeaIsHCKaqNjyVfw1fZ0MyKfGzsWT/u25VePKWDC0qsO70rOutLe44NDx6ajsdmj6lyqOxC54qqpM8/zuYreruSua1Z2XLMzKfIM1hC7gV47SqOjTaJy8RXA+pCpjWXimYEUXJZ00HrXSWb+CJv4h2TNIqUJs32HJmKyO1dWXq1MjO/rGTgyFYlMHRlIjGdttux4Ii4e1amVF89Wvkym6rGzZyMvEC+N1jTCvxVeSXMc7Wg2g/McRxuGJNOxMO1kDxxmJp3apA7TuCxgSGPRnqCTVZMd4Tdcdu+h+0dW/IM7c1995LzzFpaXyWIBu3V7tuUnkwYQLNf+3D0yXEaIr4VJLF6kFGP0YmcdnuJ4N+A0RxK0uauhXBG0soU2R2Y6jNwNsj5i2UeNGbHlmSlqe1wq8fPEiAGyC9xUa4P4S7pgu7bF3KYPe4w7FlxF044P49/83Nrrz+0sB9z5EbVSPiZTaDz58OyYQlH5FIwzk59RQOqA7aXexayppscg5RZGaPkC1CKKmTxC+tTCFuTpesnZzOMwmTPMCkTLbOctURp8pQXUMm5c3Qu7XD5zPp5YOGt4YJ8rZR+L7z6nHeTB3yrOPpCd9qYjp6uTO6/ZsXLNrmSXt+j0n3fm1FVXRALdqRwpS5zklKcylLExVl/zWFZUC4nQ87IUHREcaESaH7yuvA4COKpRWYjymGYy5pnBlEyyqo8jn687l0H3KxttNiN8LmHH61eELztNZofDbHJWjycLbHyFMnigTLfSMlBdJlLC2LEX2l0IpdHalrQ0ncTyyFsel495RDMNjeEtsDzCkY0kZT42JzATmUPVMXqIyM4kQ47ZTGXn7r3VIfuDb+t0dWq84TT+8BIZvLfVC9O1YRyE6vcTodq4nY7nbE6hPspm5EHHt7TqNPFVpylDjXkbyCYtmWqmmGocSROPDcbltLqSwtdQbSbCkR28ZB+qfBdfIZaJrVd4aciqhU1MmMoUpBw2NNFUomjUp7VxiUIgNPJs7Doyb0uGABcOVMeGr9F+3+cq7Oz3LM8v2ntMrKtbcoulz3xmtkx6f239PCo7DuvnV7P+Pk5nZLoWlR1HcZT+v7QaxWDS2PKKtPLX0MszW1iWCl+MX1tisksflFmNOl9odUrMKrUV6o3wDukqVfhP8jiumzjOdRNeopsAnK7dZBOAv5XpLDBfZySozD2C+C7xTSRvyTqD58+vtd+AuMxIrDzYWl1mXPAQcXhnMm6f8BDtV6NSy6402KqYqN/DDSCtomqahzOwchGXJTAzrRfe3n3bbTt+/etF0md8g6ulHbMrSyu7x/B/j1911fgththopjCXNY/2TwwV6mPDsny4Y1vS4VgYkSwzLhDFpZ/Ns+DONwaFXT6jDd/Sdsby6lmKysWKs9Tp1WuXl6/alUzuunpp+drVtHD6hWeddeHJn11/xRXXIx7rtQtodqAJad6dJh2kk2uamJ6Mr8wtIkNlLOOWrIyHcN0MKfvGN9bOJIFgWzs0mtZhY29Ba1LrFB2tZnv7q6AxvqX/CHT+7qLrpzOjMMgK8lDoZIWv62A/0ABqQQWyn1/etI01D7hayreQgKsp7ZSKhBk+8awYZxgjH/z5NY11u9JkfJNGEVchGYsVrsqwSP9c8yZjcxNL+yfmjSEWG5Y0xreNBDl+zWtWcD4pw+nJX2YqX8X5ao6acVkB6qEPvWbD3cW6xmgFPJpcK19FK3luCxJ7lawO3KiVZ3XSUcqsLA6rF+h1s8QhVuZbpKPxfUiOSxkKsJxfJIcGbYmFqj45sEWbBlmv/tRLjRT7tm7WeGsZlrZVc8WWjBu/gsUvhj1Rw7I+4N8KbqnWY5wwKl7HuSQBknXAIAEG64AyAcoc4C1sXUZkDnBDWPMowDxI9fr29CAqEV8ers3v4NEQSV0leZzWErMpheE4xrLIL8BxAWpxEY6LcNwOx+1wXILjUobUWDgSAB3Tv28VIf24ZCL1+Gu1Wm4IWf5ndhGTQxORm9sevl+mFNTZ1L9jF4kGFBiXHic2UlrfRKe6RypdNWe8NPyVgc0TNeHKQNUuPDmutNFLTCuUJQlqS9lXs668dart4YertpQGG8tPgGgk2lfGqX0lh/Zu6Cu4rulxK4uOO3q10jbhZfLIA8RMh/TcXtFF9KJQ71s3t2jxn/pPS2xib3Hlp2KtD31YkUy9sM0lPt7lUXyEywZ7oKw+dJyVtdkMw8JB0bLSSOLcDkjGs04u/fKZhmbnhX7DRymPZJRqNh61+r50wcqGlo6PTrJxZ525gw0xtDzDwk5q65hpmkelpjQm3psIyUhUbO6mV+vbQShThMWOaS5B8g4o1zocLl0z8RHU3VG5vf3hj8s0jrhnY8GRdR1eDug7OtS7hb7zIGrjXQWzrEmc0/U9Qh794rEVKmN+arZd7AlAh7T9U/ntS8BDN7qg6XzLjQJS1UpzkZ1nk+Lh350NSk1DdenRxPz1k89j+4X7jAF/iE9HeqNZu+vHe8AANjvZxALGdCjfgPKk0OVN7QbrpvDmkbulUxVb/PIliJkbQJxMio02LENaWBGb2MXeU12FYCjvFk1jc3iyuXGM1+lnqH6sd7PcDwDwNQprT4jlEvbVm61bnNheXa2sYKgByWJlrrb2uILquyXxW7kYuNH4QkYUks++heVdlWdYxBmufRdoG2ejCQ3Vz60fQmyu8vWVFdy1gyjgaw2cKuCJvmmc6puCkti4fMJvIla0MzWgyA0nXxkF2OiwLnwR92PSYpwo7h0JJRfPKg/sBVXTaDwzX3S5IGArUTR5F7tgwG7p3vXi2W1X785QZVNogug1J0Ey6A6nWz+CNoj1j6vfoQ3vbZp3oBbX7AEyNlDPddKV4VaWj1eFNFWUWTJlPLco0TCVIIWiJJMsWYMFCr27fR9Z29np1sl1fu2O1Y9cdvuO50BaPu+TwclQaDL4ycqdmeeeE9udFvitATrd6EzG72a6JDai8PpvQRoWdKwDGVhLoBYGuGYkNhHmhw9aOD7DOKttIiLmttDigEFCPxkE8X9GDnU4OuUau/rg7k9/eN9ah0Ur15jUq7s/8rpxaDP3WfNud956H17Bg++xJFyuhOU9ELvsb7T9jEF5JqA8Tkn74eQ3kQ0MSGDDg5qlUMR0lmHUbmhVI5Q+P99oWaONep11jTZungPDwGx8EkKa2PiUPBuEhWgX2Qq/pvlhUarAYmPtDfesUUqGosGSEXpVRa4kZDz6KCFDKa/cv14XKvp6UZ3Ey5lO4j/gKIj+TbIJtARaoCf/D3k47aX5i+SJ/xu+TpjYU/LiL0nI2f9l36fKhfGegA5P42Dc5DKo8LTQGej5HztECV81h7K2QF5j8eht2ZCZ1LfoHwX1bYLqjKAHiScotc79675SjTzZwHcqsUGxmjlUCY9IqeUxlCZ4DKUsFn0rWqEMCtq252s2G3qfkt3npHgfyBsHqH3g+TpfIifX18WZvo7qoqidoJPZfOalPh2yhxHiej0r1+vF0T/r8HM43sdw+D2+j+QTQ07K+wJ8/6PwFPKjLrR3S1HJbQijBPPlrdlbWrm9RRRsAjzHWro+Vm2J7XCCCMk1I1KkZmIiRjP7uS9JbL9wwui0GNo7jV2e/p29XqV3NZ2YzrtISFhnJmAYLwfmQ3Pqt776iteuhtplCmWrYq6jQ6EyZnbNRWOe/h2FvgOjgXHIpAY7d8K58FmXIBnNBfZN/Ay0MzeKNHr2ro/5yfV7YWr4a4cjy1zPM46a+K6ivK62KJNRLaSsqoXUVU+WHySBaRNhU8jZ6cpPxl+0b7A713v6mQP9Q0NH8DMaV8YX64bC6J1Re7A70IntEb8/XHllMhaKs9xp+Dqgf32OLlXzHF2MOh9osJZx5vv4GZIYF8b1UztwBZ6lRzbuKyyVdhoTuTLNL/c91zCFrI5qgFnYRu4rXMbMU5jsPwLJ/fCUytpm6OxsseP0VOvU31odup+86cSD3UpTcrb/25X93Q+eODW9x44PsX3sX6Jt1EvnrQ6EhLvo/rxrUDMaJfmX2ajxAD3GRfs60ybCGfNE0LHRxMjC97np1ThNU0wyWYSQkfveReGeIPMHxoE4piO02YOp6hnMU2SADvtZmv8IEYMCLR1viOh8RoVSoe3ojA7Z03Mzc2n7ULRTrQHM6NeF37B2+faZ7ZdjdChuFRYUicFzHnvsnMEE6E6t8UOn0PfgP3HextCX3wPlnwd/32aZc8MECNcBJQKU6oBeAvRy4N+aDecIMCdyuWv9HMjtx2HSL+hZF1xLsp2Sg3A0w3GKz4GUU2wOJKGIxRmQ8dctcAbLRAbzZTVbDt0O85ync2x+Zn68E7YmGDrBBb1V57GMxFT6Tr1K0aLQqHWGgMepyc7OzGY1To/f2NmhBf7T67ERs1dHK0itskS913zve9d4oxaVYlFmi7/kNJNdo4BqIVdIxdArC4JCYzed9pK4DQuLimrbfDN+Zgu+vZG8RSxNvqXWRu5504Gr++b7rj7wpnv23zgyP3Ijlv/k8/DfTyr//A78J9Z/CPrD2/GzG/j0qrbk04u5Ty+W+PRa/hWf3u/n9yQC/qmQLekzDA+Mlfr7elLxQVcgsFIIDmdd8XC831ucUjsCBadJbfYZ49H+WDAUMpuKNlenN+cL9Gnl7b0FfzFsrI5lP6UxuWeajGVNfXrZOg+xdYoeaVB71aeXEAziPPXqJc55NIfdMsSMlmtCHZ9YYCefxM98KbI/Y+mzgKhih9Ospd9c+TWZHyldwrdg3vwtnTfT2IUwo/fnNNfIitQu1KQO7Eznwn17qX2ok82WMmTnY4uVytXrmzltJMvLB6DZgjAnDhttOh0027v33HwIPyNpknS8oHxlsfCDzfPZ8CRDzUeCAAECjRZUHc9+iFj/ruvHuupIaGZDIeuoRFL9nM7tsHUsHVpePjhoLIY6tEqtQtGqd7YXlzRWbbtKo1Yr9R7b674HpboxFZAJC4LedvmrrBrZooLz/pmN/Hd5dwJOrV2/7833UNaw/oPIncCPR1jcdKn2ZqPic68Ylr2rg0o4WOqLVee3qyxqQEZRtLXYvS1tehWYPF/X2tlqUsvl84LQVdz25m0VO37n2M1j72BtXojQfcz7t9jm4Vcbtnkja/NkjduONPTMw3oI5UttWasLULlLXPDSpa9b5sLLBw+2m9vl7Za2/QfmBJlMgNP2faUD8FeO4St+5mfufper3/2ziv2pzkQqZXD1O378Y0e/y5BKJTqfQtU+/CO6x7m8WXmYHlLgesiaV0Era/9iBnNSkb+Gf/iZz32uYoc6ZPLAH6k8EOfv/Ta8twXlt/BeOg4zayLm6RuJNPTS5R/jZ0gFVfazOLd5/N/0PQkeT+eD9LubvtcOfz7M3ivVfW74Xqa+xNSDgntO6P7znfj174RGAXIYvEN9KgPx9J+Bd3QjRH2Z8xAJ9zEUQUU0gb6MpCIYl8ibNuKWDSRBMUh7B20l4GXAgrR3MDlIQUMZE/8VK/LTe0LITzUoYo75KC2BwHPSdbLMXmLvyNCzKDyjBM/KwLH8uCgXj9IrITgbYxrnkiSrcgQmQ74IEJNAWEwyot/gqZV9tVDYOjfGU4Kxy7XjiDs/GnJlzMJ2wVJyJEZTFnd+PGQBL563mMNGY8JkjXl0gzicH+5wxN3GuMWc+OpdM1qTmHHZqJ2+775ZnTEwsreXpI3Q66bvwkqtEWf1WjHv8rG9RErXGCtfN3aI/ioahPCHaB3l2d7vHTQ/TjPfbFUT32zcxDc7X/XNXl5+ahmEY2iU+/E7qUxM39cPfz5AZYwG3+wmaxYtH7HbmPThKxAZKwxKJJbyAfoa3tdhMlk79x9dHhwzB03Lj8pkMry496UvLWblip9UoLFXx6w30T4+hv6dUjb3x15eft+2E0usrORjr/L2J/iZpv7Yqg39sZUIc39sLo9yjXBbU3/sV538NKViqvXECUYJ4zzdTwl/4rSejY3+2OsyU3HTBdOY1fq+mtlcmLOKCdo+2/xJha7Pn6gsrZ511urSzGUDgzMwLnxkZtvS7Ohamox1Msr/7UCDBpmRfXNZie8rMjP5j+cN47pFLnFwhxlOi4JWy0RCTEmcmBi4rH9oAO9Zxs98RB/qjcb6wnpC2HNk1EQCHYcfYbT1NqVM6neN6a4LQBllTShZXt5XpWLfClCx0kACbZtWGJ/fCLKOF41J/V+b8KWDSQ5cLube1g0zPFTTOm/r+zNLHr+lPzi2ovj2N1Xb+oIFU8Q2V0wtDQb8gytqnytntO/Y2T8/Z9PnLAFP+bSR4YNlsn4ViEwmfBTotKNko6/1+tgyqq36Wgv1vtY8u06A5xmIMKGs0dc6XLVC4J8kZnuC8jOXl89ShnqmY4mFXh/kFsi4sz79xIA7GzAYAlm1u29H4Zsgl+W2FV3+0YODAwch0REZKXec4chNxMFc7CBl9IpjJOqk+oQmybQkWbX13KUaeg2zf8uZ3KVl+QbJyJXALYES962OcN/qA3vwTftfnRkGTUrsxFvm53tHRh5++Muasb5oya+t2P95bySRSPF5/EskvhHysrhHqhoufJDjeYITj5xTEfwczMFJdCmSut0amruN1ObfatNyQGHsT0MTg0/oaVGQFBULZlpYfyfLJkDdQdxMQexpdL1OC9z3usQ83WDaZBkTcMTgaQeJs92e9hm0npTb3x9cnp1d/vjH5f75rt37nIX577YqhmQK5+Rl+4d3FcyBUOVzQn9CsX9/dv9pvtRtr73wNWshtu65SaaBdc/PeYxPjDCTgXgf23TdY2JjD/PGrvO8xht7XkN5ap7X+q4dg/7Q8M5MdsIeMee8A8ttP/mZYnki0G/x+bZDitqDw8OnkSQe3Qbb/Fz/zh1OY7fLR/eqAZ03UFktTeuWxFL+mPBR+B6kNrJfQfk6SF3jKTFXwRV0fwvN1P1H4QNN/K5VjTbg/6Hftd1uhM/57HjNsjDvNJmc9Z+TH6WDK6X5O6cirAwhOo6oYRz5GPQxP4qjtc1WM1wSiK/z+OdxF3iWDvgGZ8GNVjqmRr9rHGJjdI/G2KaFtY8lpGqHVUNwuDpiv+pWRZu6YxLPli4fGCqJi6FMz9ybV/gQDtPcy6cXZhbJSC7QOe6rVBdpR9u2NMPp2EpCXGe3rFtTaB8nXYvPLnzWTWBYYIT4HPPN5eHVs89evfObONIDk0wPWXTQ6fc73yGTDNPr429DlgIl7qPtiq5FaT/5PYuRRlq8IK67ZRrgYfT/0MpbBm7DW1h9fyv+sr7mK3BhNnZPibQ/Vnbuq9xkJU58lWur8cPwbL4iF4bIo7ieRabhehYP0bNU10PCN2FM7qZ4Gj1blbnx0/gZ7qe8NZlb6oWP6vyU86KfcmR5+ZnlN6omZUz6s58gIjeT/czCebRNNvdT5k2wvZmfMm+G3E+5UQD88Otfv/zQQ6IMOA0dZhrfP3bxxWM31sRAyRoY/4zyQ032i8K4bEUT0h0YTRqXRuL3q0GIb2EySv1+Mff7pYpA2YMf3Lmv3douV+nbs8ZSDpx+O9s1Zrv6XODYb4PTgcB08NXT43LFrDIYqryLr89fIdyJWtbbKZp7+jI2kVYEa/Nfd46pYBlw4g+wNKfPdJNnQv13oJnNJHFePR1ipfDsRAKrng5aPdSDge5lEB0X3KNgHnnpS5e/GVf8ZOytmW9+U7Q9wHrkQZofmvv1ShZcqg39em2b+PXamF+viUbzYftA+KhsY+IAwfxMhxylMUpkLOO0ULOrFaq65MDmtgkLWfOcE6Nmh7XNzBMXkkURMUJsbKD4T7JGwggz/iyhHzdY6lWNlnpVo6Ve1WipV/1bTrhSiYzHIpF65ZqptyV+Ifs85fvs4zWP3G1w3JaBc8CXnq555P4P7Ra0EjrawGpt/B+bLrCv9cQ7ZUqhPR76F80Xcqg/3r6f+f/uh8sbaZ0ZROREkto99tcsIVfOQMMj1o+qLeQRQiq1g+ygdpAcWtokTicvAiOws873FnPfW3LGPW4j/5rH7QPy8HRgE3uINd7jVZ14h9zhemGbiKsraFW8E3HdkoLK25c2yfPJ3W8bDbQc2LI7aCc32DGTdq2uNjBIkOrCH0/cfGhDo8TlcyoyXDTaJWCYkJQrhPahZsVg5sb1xeCbiznVFk61h575H+cOd3gToYiWwpWyNBeIcEx14u2CL7mBNER7Ta08z/xPfXA5q/MtnL2i7HQl4Sf0gWeqHQBTmWQNeOhC+zfXP8M7FQ2OtExHxnLZil6LD5BFDXJya5Sdaao3qH5CLGirDqwfjO7ee/NBEOmlo8wpMEjRvLXCfqA5jK5uiBmiahy5mzYEXqr12d+l6k41Sz9IigEf5oribxCXA4XmArPQWxWWT1Q2sVVBgdcbqxCvJ6oX693MT0PV1J9WYirW2StVeXoZ3sukaczGjBVoixGqe9m2oR+tqomfviD105d40PIWWmAttCB6HX57mlhnlidZ4wQjDShLqZ5gB9UTBJr4zqpewHcWc99ZnlqRjsjNfWehxn4tj4LqKUx0BeP2uCnj8vVELeZIj8/fawkWxlQn3tUSBYXH4MFRP835WVVWuYyljPqdogx9Kk9sL9CAtksjXDahtkHPQ9xQBSZIC6xbYaZqthS4PE1C2pg+c//OvSBFEyvb3qUPfxVWu5W/Bqf8/qkgVlXsX0USesx8jGyafb5lvRocAAUVLpWMJlKtnUz5bmCrEiOlDTRJeQl9RAL+zKsXu++uo/LtV738q1+NK/D9dZTOZL5K9+7swF8DOpv57aqa+O3WfHSV3EfXIPXk5X67hjq/Xdzot1uK1AycbOC8NjbVYdfIO6zq0V1vfdXaSLu1Qw4Wzv5dr7qIiBMXmpMmU8JyYeWXZxtjRvh39p8+TNttP5TleSr/0HVUptkYxdnMgkG0co9dM+sxVt5j1ttaCIXvnpXaW6agC0ltLrQr0bUx0zmgAF37Uf8nsiaW/ZL5JOxEAIl+QcI30Tw6HT35f8gzaDfCaAH483/BR4h5hMqqHqH/ez5DlQfiRJM1jlUmn83mM6nwuKAL9/17rkTCtD1RcpkiTp3OGTG5Sgk7EkTfIqhfE0pQv1gf063+635GhgYurPc7+s2GhZF6IwkD64jk+WG/Q9trpOZjSnU4TtZeldz39TdUh6Gp6d/pfV52n4riIcAfpfc9VtMVCa8iuiKe9wpXdSJUfx9n+nvtel0J1yndyXVKMfRsHf53jvcSHAkknhj+CfjEptEw2tnMAi/x1OhFejbo9jIdg55HwOmFsxDXg2fq9ODFUlomdYrlua1rgXEiYvpuLMTn+wJnrdq7wlbv4GrRHXGY2nWmoqcwkzZaInmnrzdm8fQtdfm6g4ZOV8SyuMcc7lK7S9tz+85z6P0B8DpN2jogsiFxlW3vkCtb2vW6DrPVZbBme8aT+V1D/nFbcjDozsaCOuOhaX8pAm0N9YMv/vnCbSiFRqBPL6GbGyxt2g0lz20Io0XaUqfhrIdpoLn3KONRawZQvp+ZzABeZOGxcx3UXBLknsXb4M40mFFGq1rqDIYVmi7vxjAE0ATuot4DrEO6AFkFUEcXoxI37MGP1GUsaIGOslfV2tqi0+1L7070yuVyGQ7FWlWA6Peldid7ABFwUFiGnZVWsp7ziEdPJJOJwGf3STUWRvRWwXn8K2dcl1mcGAm+JdclCCM668mfHf/KmddS6K1dXdhrjg2EIwMxkyk2EAkPxMylnly+pyef6/lYLkdtETSG1DLdi9aPZtAd0pb3QtsYogSIik3RhRI0HcAoQsyoNgps7nr6AdQGWJc4wfKzINztgjOxwfbyZjpAmV9mV4HdjInMEAeMria0HsIwoGByBv0XGquY4JqnMocfsBb8y9RMwWUKZmxGizna4x8Eqa3g8K5m3BntgrEn4h9ymAPz0fD+ozqNOebRu3yhZLd/yJVdCwQyxkBG7ciORX3FdEQXWwj6oBam+7zFTMyYPxCJHeodubTb4m0dbws5/TFB4+hzaz2+kNmVKFbanbb44aJzMOxIeXWibjcJ/ftz0KbbgVmFBklLu6EeWU0Zo6RzF2t93LIjjWBl/vtp55xz2qFzzjnkTPn0el/K6UyDOVV94u1vf8973v72E6OekaOTk0fKbnf5yOQd11C5bxv8uV+4Gt4yJvXAb0KNQKlpZXrNqpZboDNstkv0o4JqIWLHtjsvTo7YyzeO428VWi2dJz8/TiNxI/xZKL8LjUjX4nXvcxHAJb7PwbJo1CIldLIo3uRtpLK5moS1iyHcj03R6QvmowOD0XFnJrqnvHYsMnGw195j+2TX9MWHVyKlyZQ3kywc35nae9qZ/YJ8iq2doG4+BbTla36WPkKKrwkvVLSh6pCPjRK6THVF4WNWR76/mjVjZtyiVVagdcepl3rw/zZc7o51xl0LvX2zpuxib34ioe/PR8dcydBab3wy7xzuduXCJl/vvFpr8+qL7nS56Mz49WW9N2nLFIOu7kAKOn2kb9Yob3HEir74eMZG2p+O7EOA+m5DRm7HYwvCJuMpJqsDLnGSNZqMfDLidyVbeKhohFsF8wL0FXwFTNoAsXhVfWFxtvJjrNu3ulr59WMyQa62az5UxK+vXDz6oWc/aZ+yW5Jkv4ON+EwCfWG0IN0Tu0kdmHkdwA+YRAzfuGqJc7+O6wZQwNd5gf06XM7HOqPOhR5XPmyeHfJlXEkTLv9VZ0m7YtNFT3BgQa21enRFgMNF3+is0eDE+an/VGusXXPd3dtLLuBvFuj/IrQhL0qvs1prm+5piW1gtfZtbLWmLRy+NWxecWOszmzv90fHV7Pdc460seT2DaSd2L09snLY3T0esUbdur4Bz7S7dUodXrho4dDNOyMRV97icA4fnw8lTj+cniu6R4yhvLc8HUkdOA2oSiKEvwB1oUElqT5ww5LARTYqiAYoFYkqRaK2g50DttzcJ7cmxjKVR/GbeqfiBvme19589ehUfvrGW9+wn8w/MeDbY8C3CCqgCXRaQwQm7YaSzxAysFofYr6CMNHAcYhOL264HqVXDcRiwflahLO6SQWUdpK8QawDymjiApabBzwD68Shf6QWSl6TL2EJFCGXUCQ+mrHpbB6tKeoxuIvz2BvoK6T6rLGCpmfCmS37w3lTKKe2Z4bDnkLCp5bbpvKhgYTVliqHbOmot12u9kRy3uBQ2o7PcA0HsiM9GVfMa6t8aSjnSfocGvtE0pH06ZGAosCjh4FHHbW2xbVR2o18nuio5qJtKyTJCGCiPBCnSDZ3GGp+H9xXknPlN94pT+v0oCUGbcidX7CT5uUXm1d05XR3fiKcWer3QdvDxWjqwCFjqNtTnq58KuzqtjidI2cshJNi+6o2PCpz1M2FFqq7+ddmQz2tbytXOViJ5epp6fxYL2+V6nA+UfZMT/f0Tk/32gMBuy0QqE2V199621VX3XbbdV/1e71+8mmg14dO2wK9IqVqSqmWUUqjErN9w4jvjHBQjFx1sjNpSUj0JoOYPIr4qco0uH6+93brvqdQGPwZpzdPzqZ5QYTVcKzymH0oNHlkxHPyl1FwnYAvd1xP5oISlOenUB4tvL2wpdm/k8/+Zj46MRIbpFvckdvW43rRkSMvcvVsy/VPT/fDR53aeeW2t977vrdsu3Jnavya2267/PLbbhPlECKG/h3GmlZUaDLWcNL4WCOjEgimlHC5455LUiB0CHYqclwv2m7gz8P//2WOxPR585HeoeiEIxvfO7h2JDxxoAQyx311Mkc6L5E5YB3IZA5BKR+l3/1A6zPABwhdqSPf2XwI18fp9UH4/i3hNrg+0YHYGP3J/60x+h65JT6SqTyOX9YzGdNLx2h4d4m/e0pTXWt/hX6fViMkk7SnCJr6N1oUtH6+5nISXezTzduYtEdL29vQzOzg0MzMkC0YtMFH2u6uu+WWK6+85Zbrvsy7toR2Kwqg07ZAu0h1J6XawKgmuyMQauV92yaWiWGwQGJnjaWivZsUjPZtOudIC+QvGX6tXhgMlPS/VsMcLSkQdPF45fPF2duvOfnLWBz3F2cnj416+Vpjlo5XjWuNji2Mrs3H0r8fOP/8AwfOO+9A/8hI/8DIiPq1r3nNa8ln9Irzzrv88vPOu6K2thjaYG3R8b+3tngt6egVZW1tMb1BP+/4X11bTJ0/H+0biIlri91HQ2N7i9DPP9TVf9rKTKAwnvSmU91Hd8Tmt6/m6tYW90I/n0V5NNmwtuioBi5CMFFvupwARPf/czmxS1xOpEbJcsIwbPDBcqJHXE7EByN9CwZ5izNe8sUnsnZE1xOnPg7riSGQuwxovGE90VG1neJ1y4fmSwfFuqWDsnHlYHPMvqeE31s5ffQ9v/6yfdyey4o8tgGPHwFawmhAunZo5DFfLnDXjP/9pQJhpK7bmTRFiv6xOYPRiXumHoX1Q26+u7Dc4yLjZxfVQZKxfwLTsRx4+QWgX4P80rGc0N84bFuaitaze99w23Uwbs/cdMddB+A9TLYm75mideYGPj0KbbEDpVCuQXdPOWUkhhaqQkPcjBtkAiS4Lq0TG80bS40/D8x6lbMjtoRH3xfOTnoDXUOBgZRT5lmJrx3yFKai3Tv6PMGRPT+Npo+faY4UfeOLlS+4HX1px+CR2XD8nCOZbT2exNJFM/tuXkuy+earQLdSvtpakxmGUGvT0U0qMyhfWGbAT1GZ4VFa6Bj8eQjGEk/TsYRvhKVjiYubfjcfS9xCbTDJTp0zHSwNxMowmOwaSk5kbYHyGhlO3lk3nCQLjux4nA8opE7ZeAJ1uod+t0Hb+b4wBLzZ20q+s74A1/fR673Au2+IcoOq2tY++W+0tbvlliQTEabiemhrb7yVtbU3Hay26cdFGYHSEQY6vkTr7FBrTf9114b6L92/rf9i6zQ6Le0///z9Vf1Xz4Tel1a/78T73n3PvSfeN+odO3Nm6vio57qXz5w55q3Tf71y/RzVhBq8wRzF9kg2n6N+1U0a1kf5HEVjpjbP51KLs10dnMy1dsUyjLF2hZvNUW+8s077FRqj2q+Pdd30lR29M3R+Omt31+FjZxYbdF9v3kD3pdua7qtz/WQV30z3RfPDArf+xcmqXGjQfY32urJ+QxksTfZsD8ZBZ3cgiS3xocjAIsxXrnjJn2TzFdN/vZLqv3Y2i1DFS9o4gUl1Xy1sAmulE5j8X9N9fayI764cG/nYXx6zTditXVau+3olCqOZxnhwW9J9/f/Xe5mjvcGpRYPBgfOTn+rQ2PLbisUdfW4ksLnsrg31Xrr/v3ovTWappvcy9LiYYiKygygmanqvlml1bOnyJaJ+CIt6rzNA73X8jOxij2fEFCn5xhajqWNncb3XKzdYU+n+Hb2XJTGWJZNzHxkw9991x/Vjk7nZm1/xlkM1vdcbUQR1o/FGvVeTaO+DXO81yPVe7XAcZGuMwTq9V4rztbA1vVdxU7VXsFBVe3XaPVqSgJaovcbqtF6ZciCSq2q9fKVUQC23z3aHhpJWe7octmdivnZ5hzdW8FOt1wWD09nxvqwr6bNVHhnK+dJBp8Y2l6FKL4S43uuuDfVeuv+veq9f+6c8ypky1XsFigvOtKnX6+lLOQXX9vhyTe81ugsXY+ljIMOUfKPbuN6Ltq/j2W0lT2TxksUjd+yOimPtyKk/QylehNo3zi+tbFBiXQWKKZsVlFMBhysQcDkC5Bk0FzY8Q8efIQlUqCbPgKE1ogzUPWnMmMhiWYs1ELR5Q5P3Zg3lKHY5HZ7u1AiJfUPpkuTXvuQF824fAPvsRUBDWH6JCyG4is+BMkDGbeFBWm874XlfgTy3CqDSuTGVYgbikiySb5G11FF6cbuwIrQ7Wck/jy8/cKBy0zc4A8izp9FX8LP82Y2eM3SDlEC4AD5GBous7tnHhfbediHGnv2JAxBY+6YDQpI8mLxAbHNhaHOXCfdSTUa8+nwneb6TO+KIjnNMUcFKEh6SN07Jckt9yd6m1LkjfktX1tdvyXh3lub3WgMRn17ut/n9NhuUNVIupFNpR7TX40gEMzvnfMVsJtcb4IUX6cueGiB7zqT0+Ql9ftGxz8RWO4CSZBdAX1u1XQ3JI3mzRg6Nn+19q+fOtylBXr18RtFJCIUJrc+S9e5MMH59llNECc3Yoz1uRyKQFXrqGIjRdvxB9B7Ita6gudaFaq71DM5r8eFO2W5ZJ/7gPfv23QPtiNyLd8O9YfnVpP3A3w/RZ/TiE+hBAWYz6Pl01yktENvnRgk3MaJf4vYVu63hsExp9LnxiXRyYLc7YuuNY7vN7qLPKgM9j0C75M+ivkEsRbekk+yyhEMyhcnrtrj8JfzBsK03ge1WuzuTHFilOjtCFz4b6ArLryX0wt8PURzegS8UHgT8OopfV8VPXYAeQVcKBEEnH6li+EJ0JYowjN4NR0JrCo2i7+KPIyXlnYzxrhQpQP5ny8duuSV46aWjbxp6k/uut4jjSRHu/wm/X87vh/8tprXApZcGbh11vuUu95uGKP3k+fjFcH9YfhOhE/6+heJFwK+l+M0Uv5ngdJb+HtZiO5JR3mGEWT2QLaGxZ75XLsNv2T2w3riN/eaH+H5s3eA3PlMMv/yHvb2oep/w12b3CV+rv0/xkWb3KW6rv6/1fH4fQTC9D5t8hdbz//oAtsKdjL4vNqXvbeLzoFyMPijXy+j3ESyDMfI6oYWOhVr6hih6BW7F1yID5X9blf8Nvh+vt8BMqfeAo2iMHGOv0HmTDkeKnKccjqRXx/wwr8e/PPXJdXRZgC41fvrqUon5awo9+JfC+evuM4j3CT30RlzpO2XBnz/1MOqg97Xw+0xs2hMHgGt/fNR66MfnnvvjQ9ajP/7VSDnWVyj0xcojVX/z7VglPI06aPmUrHyWNK7Lkv2tocnJoXxfb2/fh4784MYbvw/P+95FF33vEPl9+NR29H3++1b2e2lu8DX62zw85UPiL4GS79944w/I7w+cOgPrhM8C9RYog4KVgW+DI88i4jZ8DnzkkkteL9uXOSlk4Jrn1BnoCf47zH+nrP2OrNfg47n44g+/PiNUMv98F1zzs/d1oQT8LsN/ZxdzprKo3B1UlRSGo6ZmrRkS6tc3wB9Yi4kqU76Dg3wB9Gf9fTKZrNUAg77f0Krq6085Yg6l0+t1KuHk9T0Ljq502qZ1mDXdGpNTk99dWujJxLvSO/JdeZVc1Z3N70h3xTNILCfuAHrzKCEppxVhlmcyQFaelF41HAMivWyXCc0jSeuS7T0RV2OkUk1URGLhETz2mEPh8HrhT8yedCddGlUwZ/MZW6EYGlfS/XqRumw3UAc0Uuo63PlIaXfelcHdGrNDa0unuxzgC9jBchOfOoSXhM9DXVilvurM043MVziP23D7QOX5t8mO/fON4u/2nVKi1wq/RzLannC1Penyun19/5D98p+k3Bp49o4XfrYCno1tlef7cXv14ULds1vY0+XizAVPl9E39PXhAP5ypXDyp/jxSpbQ04ffhc8QHoNWYZRKOeRd8FM6EJfyFjJ8t0Rui/aepj2m6lId157WE5nC73IdiKZt55xtTUcPuHbR8fzUh/Ar4XntqNigUTWwEBt0UJOmdsKddfoaQ0vBAiJVyRQxPKx4xSsUk+TPdqFfMaV429vgz8nP1b/HhHZLV2zS9zyIWrkrbSvfwgFlZHutNBlKCU84i5nPt4FQUiKUlDg5FvqH0sTporQBVS333ddC6ONnpD5Spx4GfckJpEVTtBdb2I6qB1GSZV8HBhPPxSHM1ioGPrIBIKeejli67x+atJx0R3E/1SXRwSmPyxMdgL/eFxd3e3K2vmg0FRucHoxlw1qdIdITzi64olZwognFhqaGYpmwptOa6Mf7fAmvS68J+/xJn1PfGa1MhH0pqzPqcobdrvhgOjls6oza7ZmgyW8pGO0huyPodicG09l+sy5id+eCJlGWi0E9PA7rTRmULLRZDkkAoOmS1sjml36sw1fueF9x/1g4OLK7O7ld+NFJL87ZCsu9/Ut5c2W52q5xgrVrB+818GjRh5ftUxZ7UZ62871iXyIfmPd2Ur3eW0A2uJzKBpdjmqeXyMnCKeFewK+k+JX4JorvBPzFFL9cxFGF37/M7yfPuYnS54DnXwe4F+p1oEEDReVtI99U6wNSI1TeFrfTCk+TzIhGpn4pZTB4vDcqXNeJ4e9rg8bX4bbrS4Vg2ZEJ7ClGx9J2WzjhN8o9VVH8v1dGXmqJxtLO5KDHl4ilLPE+f2ggn8kUvFwcJ/MTCZUm3EcsHqh+VsrTWQnmJOG+zMmrxbHLA3+f4PfKuXwizkOvuvjDwvWZk9sQEue9r8Bzr2b3yti4zurIdGDokm7hwyevyiBxDvgKPJfdK5Eb8joyvw11Z4QbTi5SXpP5dC+dF9upb3erdEblHZ1ljyPWNz7DRoDQAyfPO+9LqRSbaGHaRAKdg5z8mfWzkILn5BB1ZdVcx7XZlzzTc955Jw8lk2wShr+k/NhM5+FGvhqqfIXrH8hUrqPlx2Y61zfy1VDlK9x7TaayzOUJbG7O19fjD1SuI3xlMgQ2N+fr6zP4GtrHZKADe164X3gZMgAHJtD4Rjv33bUwQDwCS/RpMZ1S7umqF2wUrpUlarBmKUtL64Ka1FZ1+OKRS3d3d+++dGTkkrXu7rVLRnqPzCWTc0d62XEkPJpzevJjQdguGjDG7KWxkaI3a3Y7h9ozq1cszF++K53edfn8whWrmXh84ezRkbPnY7H5s0dGz16IH3DkZzKJyZzdZ40YTXP9ows2Q9zqI9yR8KEIBRnYiBNtLCHog6SkKEbPeuCsW8KdzTkQqUtZaGIiTWLzsg/d5ilGLZZo0TMzlOrqSm2hyGfhszXOlNvX5eu86O5QPOglZbXgMsyhX6RlLaBBmn2/kCEJpOBINj09TUqMWXRfN3xro/q6PCqw6MB5MPOWKJaFY55iBZazKc7coaEdb8YGKDqVMelWyQKL7/BkZJzkDBiPRCbIcSLiKZFClzzeYsRiiRSj8960UZdOB2L2hN7ixGVX93QyOd3tqh5Dlnh/MNCfsMJ8Fwj2xy2DX3YF9R7lyuTkMb+W6ecgw4JwSHgXnVn2IzGOgDUjWiwcVBgg3k8GFk9Sm6lFauObtlnMtGoeYsw1wlZmTRDzfBtYHEPoex6cFyNMlkgojYDFdOwwlh159UzGKXemp0st8pnMjLwFn4dRsXgK4eLFi4sXV75065mPPnrmrWS+wacDze9DMaizK4DmQaA3kYEj0IKAFpSphlJK8Cy1dG1HIzNXdwi42bRDdmEMooS4CwN+mea/7HpcfGY3HLugLCXxCpz1s3qtSSvhDKZyuKQze7AoppQ2KPIdvl6LTx+zWewmc8YS6ss4czpXZ1BnsZqNaZdf64r+RyM/TrdZQjqTSW/Uwka7aCDSZe6MqPUWrdagsnREAhAwX6uWMovlTgR+XQ38MqAuNAcjYQJhKLs8IQ5pIT7Sa2j3dfOIH/ScC6mCpJY7aY2uL5biBQY1Z2OBPuspRMykH7uzGm+H3RAodgdNbo3PmMPnSQuiJh4M4cGExdIZ6tD09fQOdHb6zTbRF9EJbfgmaMMG5ITS7IUSupjp+0FkJqsnrupDbJcYZscWFmHDxcVhZg2gd6u2VGKfjgdmYQPYunIO7ZtdXJz2e9LpdMbdWDRc3DYzt5LpK+SLSED5U0dlTuEmmIN2oMNQkmE+F0/yFWyA75MjA3GRls5BW/oDNBpVgLbqMNznoK16ku2TI7tjZhBme+hmG4doHk4zIIm3STaEKXlIMcluWhnZVce18fhVs9ceLI1d9Lod85ftTIf6pvyxXoVgG/blJxy5qaQ9qhHaSxH3DmsmYg1MnjE+dvXp/ant5w6nl/3mnVeYUnaXxm10Z3y66JvSe29aPfKui8vZ1ctnRw+P+cNhV2R6IroyFrfYoo9d4iwsdA0cn42Xjrx898yLFmM2Y1ceq52et1oM3tyAM0u2dVFe/lJ4WvgQlHkVnQ28HCO85HzrpWeznKvbWV9gvGSjBuFniPIzikKMn7Ms/keG5b6e5xP/wgvylMGcqeYNuarBkVw9V88fedFqbujM2xfHzl1MeLpH/eGsApZMAXPErbNlxuPWSIeg7olqTAFD3Gf2Du0bHHzRWiE2dagUGHdawou90S5wRDY6Eu5OvzWyeOm2Pa86ozc+f/bowP6yLxZ0RfX+rCu8WI4Caz88ULRmp9Ik8Wl2z9WL44dHvDpd2mz4bd+tFr0rXbLHIsBXYsR4UrgNOONBb2qIS6htiDTbxP1uXc4YuWTBquBybDuLf6NlG5J1TAY1sHWPiR1tDHey+9zEok8CMtJPvoV+TAH6CUDXNcCFPbbtq/qd+ywFy0utBesSObcVrDfavDfqb/xK76v77of/+l7d+5WvfAUrXt0QG47OnST/OHxTIR3a0ZBhoL3ZHljOGBZgt51lhRegsbWwb9XQkoaWPNu8LDPkyabMlo9a77JqrBq5xvrpTx54YHf2c1lsn51NrCSSy5UHBeXJf9x5pzgm7iExtwQlGxNXG1am7es35NK8dZjtnw6y7Ocwa8IxSDHM40Ua4My9LnsFbpK9Ys+9ialuVypVGvH0LqaPLE70DQ0t7RlZmJnYIyg17q5AeFAtb+8vwlJdjxPxaDRQuTSRT8VRNZc77GnWIxfqbdBztG/YsKT2aAvvj00F7Xhhz2goMra/mNtmz5jz/oV9uxci/ba0f6c6OHFkpHx0KhS15822sw4cPNtlz4XCqJrnG/8V+NsKbys05W7Ng6kaYALX4peumzf2vOK6l91x9fDQ/rW1/eD9c9211904cvi0vUequXDvpZnUF5q8jTc9SQ4P0qgwy1zbwme39pp/k45FsoLPHjz53Ne+dlJQjr62/P7RWg7et9M23tvkvdKwPkoWV49TIHnHHjz1569/XVCOv3P4h7X6/SnUrw9t+zfrF3x0Wdb+q4iVz8raZvNaL5BAHlDz+Z794+HI5KGe3kV72lSILh3as+rKdl7wkGsPrfrho5OhmDVvtJ916MDZGs01gz+x+zhP/kbrYqkJT7jSr71pVFZJNlg5izsljWi+Z+VvKyvwoiefPPmP3/yG1wd6P7xbhkJN310LgkWfB3m2yMjAdBjA74Pwey1KSEfuDfldja9mYXvoC/A06OWfOru7L9gbT+wwRAbVu2N9mV58uPK6wGDawflTgXeo0dGt84d3lfUxIIhdrJWuQGhrZv7YbQyrjyIoawGmyZ7a9/7Prb0FRpe//OUxcN6QH7y71pbfCHQpUGIzungUQBb1Dx77O0FZKU+w5wgpeI4Lnd/kOby613eSRm9mVj6MXGx/iQq10DMDaRP0zMKuUloMljzNUqGj0fm1OEA3LJt0e/YfC8nDR/bPCYJMkKcORw+n5FguE4Dqvx0/jltP/gMjfTyR0F9y8uQl+ngyrj9V5ckf6Dyxd5P+3WSgWTeLQKUyurXifMLpTuNBIjnLIgE3duE9Oz49IJe1Lqw8TA5A5tfOj+yPPwd05s6PrcWfp+MszVtlF/TwcA8qbGGEqCpm2qSxY5vs48YREHWCweG1YmFtJBgcWStM79w5DR91ePJYuXxkIhSaOFIuH5sMT5574MCZZx44cC4b+58WSDRES/NRUeLT0sn3YWLuC5mvV37UZsv7IPGux9Mznz6we2JkbGKXoOwMDSTj5ajxsxjl8gUu2x4XAsCXdpREcw3RZ9sbE6hSGsKcBi2LFgQ/4B42WpZ5MlTHHRLRNS2TeBrVQu6GGaf+tHSWLTXb7aoy0VWYSRkmMnqXulOTLJ53GuHaofO/vlRuSU7s762ytHf/RLIl7lfIh1pa+Xz6CzouWdCOZjzl9bxh6EYdN+yB2xpNW7Ce3VzLAt9Efn8kMVNwjxRvW7vu0Op1Y2XgtzbYF++f0z71+ONYfSDH/H7iMG5+FPjdxf37WO7ZJq2Q6B/objGWscXOvOPIOsKOEM+jU3OszGDG6wYNAnXteq58NJT0LaXzpQ7IKTcCSm+TAxy5ene5EvbRcCqfio46swEDrLPUcV+vO5gMGOwGbau9ze5LOr2FkClsK1qc4YDH32lvt/hSPi9EPaIO4tSHVrlBbor2prkphHW5KR5+F37Tu/AjExMVohBcpfE1lNAS81Kb2sa8YutrJZXqWX+FMZeuh4YENuXgYHKu5FkBx2Cwu/sM29zFObWluDqM05UnUgPBzs7gQApnKt8YXi3ScpFK+zTQ0IFKTVqTVBCHXsCaDPcHlkQ6+tCHVncSwVtr0azs+CCMVn9ObU/BP6wmMytG8FLh1fA+H1pp+j5uEgHAQrORWhrytJgA7QTUxLwB22lcCykt9VQFZOLyoEV2+8XLJUghI1OZ2manp9uM7fJWTWtp4cLTtreqlfIWdesi0PxsfCUO/7CmdgbDrd9DMrZ4KtRer4U/H6d1d35DbKv2hk634TAjHYgoZzH81kbL0wr3CPRMA2dqemZiGItAU4vOZKjFbdK+/bV7J9sMEJjJoBrb/dq375tvN8MXU/ssbv/vy3UhC6jFLj9V+fu1xpjVGjNeW81l+zY6npSalqNGNqeNh+QiHtqSLK+md9+ze7TDAUsvm2Z01z2fxaO3ukou+Hdr5VOfRcz3B+H7qKw8IfVOXj+X8jGipmuT856lBESZIRRg4oiKfaYUdlQq+Hjl59jThf9jvKtywQSUUFx//lEIyx+hcWi86NenXrYBHpDgT3I8LMG/xfGoBH+A490S/G6OxyX4tzmekeAnOd4jwZ/i+EAVP5UHXMnxLvTrf/6K3/88x4v1z5EpOH5JE/zFEtzC8cskeA/Hr6inh/MtIvKtkS7ZCP/dVfx5UvwaCT7B8esk+ADHb5C8/9v8/Zn69yMBridpBHvQVKGDDTsT2jeUp83MgqxmW7jaWDQ1IloBwgLAtTFP9AdQgF2v5eMkyogAjEUaTFdVVCTg2gr8zmgPxHru0IN+YgfoKQIpp95iMGtSlZNcf/FfyYQx7LWr7ryTLE40Qx6LRZNq1+HfM3UGlItsOnkdlEsJ9F7UsMOjfYP4vQ/Q35jpuCJjZ/ADHtzRzO0ZrUzPoeXaXQNfVwo1X+OWfAFKo8K1JbIPgmL9M3ubzJyo/AW78fGffupTv6t8+sQ8Dq79M7ZS+RhbO7/sZWAvZ/STfvgnsR/ix0l9MvxujscJDhT7EMJ/h/JakBel0HHUbKnE9WZQ4gRK0rA9NhSlNZpk2u0E3+8A5SVXeV4mD89f4mc7UUCXvQU9DuHAufPz9ybAtJRK9zBtzng/1+ZcffWNQTne06jSiaXi8VDljFQhk5qJirlrT63in9P+/SiLy+X5Z4XuEXMTXQ/gn6H4Thwm9zMd0B85HsBhwkeGP8nxsAR/iuMDEvxRjucYTnU59P7PsvsdIn4qD7iS413YCv2d0i/BY4AT+qH+hHbAlYo38Fy+91K6PyeOz7iVvU+KByT4kxwPS/CnOD4gwR/geLcEv5vjcQn+bY5nJPijHM8xHMoPuJLjXbiNlJ/d/zzHi+z+Vbqf/VscjzKcyvYyBccvYXiBPKcOf3Hd/d+WWTh+WT2dsh6OX1FPJ+dbRORblV6E4XoSP0Bls/1NR5GaekaM5yBL1EYOIq+00lU5tRCxXW0tfMRoYTk8FKJvc6BOpRbQyOp0jWdFS2nnf4taNpnOZ+9069Vgu9OkYTCMj+jZ4CEYXCGjxdLSAsMhQrzcO3m5b2blproz2o6+wNpRdx3+JMfDEvzbHM9I8Ec5nuO4G3A9x5dxF0L8/qc4PiB5zt0cj9dw6O/f4niU4KLuT7AK16EutLbZyp4v8Kx815GPawEjtI7SNS1gmmgBkw2rf0u4wTy7iVYw7JaX0gaHurNFrTJZmmoIVWpttKBU9Atyi97jzXea67SFrO7+RuviMVYXMd5mQbXH8S4cY2OLXYKnAP+hmCdJ2EX1NBZ0vOlKrZZxGS5S9yoqTa7LcCaQmfBpujeRrjv0zP5pYF4PzPxAEwex9BM6MaKvBaYL7yIoJmdnqXbybxBBVbEb/ktXrv3DH/C127eLOWj+CYdP0rb5RSab3kDLvYAQbqvDAyJ+6g+AW4QnOR5m+DcA7xa+xfEow38DuEN4gOPdDD8JuEq4m+Nx9t5Z+PaQ8CjHc5L3PsXxAXZ/Gb59Q3ie48Uq/afyUC4lx7vQDXSMSZxKou9B/ZhQYUtjTCcbY1qq/lTVsSOvqxOpbo/2JKzGFY/frTMbLNoUjBOJATMRmKzdTGCCMoAUgU3CtzlNGUYr0fV+hvL0S6ztZVjbc+MKLcOXWb9OsHk5L8G7cILPd/V4DPAK4CtUn0rq8iusLm8Vn0/x4xwfxEunzmfvBf0rx5exnI9vNZx45/8I/Y7Rw3BGj1yUtyl+N8MjLXHyXnad0Sv5XQzwCqwJyUL9rVQn0BgHfZ1qk+kEWqhshREiR+oDL+M5MAWaEYTlKST9iM0WdPcGaIzBY5gKjFb30ZU73R/6XeXhm7M92PLsYteBl098gJVbSFH+fZWN32OEfwx/lOM5hgM/AFdyvAuP8fn4D/Q5X2PPSbLnSHGvBH+K4wMS/FscjzIc6g1wJcNZe+H3P8rxHL8/z+9vbEc1nLcjpuMldH6d0cnlNQkekOBPcjwswb/F8agEf4Dj3RL8bo7HJfjfOd4nwZ/i+ADH84DrOd6FI6S87P7nOV6sf45MwfFLmuAvluAWjl8mwXs4fkU9PZw/EZE/VbporthfCR7Bjew0I9it0oxgG869dBcYywSrIGc8JyyiZwZ+5uJX3QwTs4V5+WwdELWg/L4YOyNzdaQlUufxXbIwN2+Z0WJgcUEL3RGZGUf2l3uCA3aqdE4venpC5Hxk7Vv2Z2Ojs6tvn1m1PRtXF0dckwFR5eyww7l/by/R5GPdTA7bE2dXnjzv0GSu8kxStDPAnw8ISpqHcOcWtJZwkTuBkj3kah7LTJ2prjcRlxC1JJeq6MFckw1DeR2zQkzf+MpXXIcP/fzhh/9QeX04fNrevcT2S4XBUXwDMQFzW0hKeCfyoASa24LERCKsIdTGI6ypWWopL7eQhBtlpGJtVw/wvrm5pD+73KocbuvoS0dTG5lNLNqxTrvGrQ9bs/0dgXOmpCYU1nbp2KdYlvTtRtwrwZ/neFGCf4vjUezgfQB4xXDW9ikPk9SeFERZNNMQHaR9g3wH0I7ZTK1keY+VPC5zJ8ttzCX/emOJskWD63Zp1nNxPFoK2Eu7h3xVm8nq9liouhToYqyEqd7XDxyfOjxUNZqceZ1f32NnKwOs4exEfKz5Nh8LMpIxYifHbwacr8no2PoNxn97Hf4ox3MS/CmOD1TxU27AlRxfxi4uS9TjXdhFxkSG381wmLvJcyTXVyW/iwFeAZzaXyi9TzJZo0Lez/AnOR6W4E9xfIDjbsD1HN+J/oyQFGflkCHEn/Mox3P8OXnJ/V1YRumH+2U3QvtiuPxJ/DjVDe+FeogAHmeyBw9B84L2Iy1cR0xTBe3tafgRH3UQ83qyZYh+Tos62RgqtSmVxDUO2IvZoMq6Nb4xt2hPWPOuWFIDgX2UF2qK8fLUDnfvcmHmgPnCHYuW+IA6YM9ZTOmg3uswKtMvsofm5ipfwFPpuYJrtv9C3UyfuxizQJmpDYny+r8Yr39FeeQ85QZcyfGdiMZVX4cvo18xPC/Bu9CvgKcEX5XgMcArdbarTrRTKnM3GQ0xi/RWy+zXyvP5tjG/sQ6ejINpxuAPT/b28JVrAWLpuvLKXyVl752YeG/mV0A3s3eRtvlNNmYFaPkb8YAEf5LjYQn+LY5HJfgDHO+W4HdzPC7Bv83xjAQ/yfGeOvxPwt853ie5/ymOD9TjMivHL5TgOzl+lgTfxvGLmtx/LsfzxH7I8S4cIO2A0fM8x4vkfmpvTJL7afzzJtpviSeWSYwpwTLntYp5Y7hmOy1bb31sqVdzj0R7OgwWVWq26KrZIw2+jDMSJcs0s4Ys00w+p0WFbYVdQ40WysJMzt9h6LGJyzck2kuFw8L7UQSV/mV7aS3OopRqsqWOTuSE+g0MqJ5IXgPzt8ETt2xsSpVFYi6bWxexuGJuvbLyF2JYpXUAtNL5+XpJm27EvRL8eY4XJfi3OB7leJ7wguG87pl9lfSlb7Pn76L3N+IBCf4kx8MS/AGOd4s4sxeS53yX6Sse3xAPSPAnOR6W4A9wvFuCP8rxXBU/lQdcyfEu9HVSXnb/8xwvSp7zLY5HRZzZHgmdTzE6/1GHP8XxAQn+KMdzVfxUHnAlx7vQSaCH4KsSPAZ4BQlVnTdSIxtabWL15EIqk0nlVZk0I3rkW6s55pnNSUPbt5zNdGK+TZ6H11Jvj/AtUJfJV62IPpNXX/23hPyHRHb+2/1Ean5zhvuWPM1k+2b+OlwI5DnGNXwftpx75m20XWnPyoH0fA+47CykDuycGB0b3ykod0EfSsaHYoYLPpgtFKJIoDlM9DD/O1EALUkjBTWZrVQ8UpAqI9qn1HxV4aJnqoaIS8WSb136+UgOUDfG/sLOQR/G+HrF0lxk1BZ17+0rrA75g+W17vKKqvK4Ykkdnjo8oGxv3XXQYyo5whB0GCT5qfD4ru2Lu5n/HJShBcoQQqc1RFVpLsPALWwVRGxUiGWMs7H8sXA/y4RkzsCdrB1YMs1SmedNtZLhM3WRDqPK0NHpMncQH3bvnHVlybMtFQN3Y3OsX61sGZHLDZltA6W5jDERqFwvKMvehGv42PTMGWMe0i5gLyHx5pYBp0tb8KZ8ELVL9kNqWU7gmh8PHYOVe1auswQ7OtssHSHryhDR1r2+VTEiU+RS+O8V+dyqyMszqN+dl/uLsCTPG/pm16I/AEp9RYhNwsismEZAnIBYiSdsoxRYdbcLcBc8QiJ+idHbrm01tLuMMup/t8C88UqvVyqGBEUqxrzwan55fx1f4jZ4sHHJH+E6oJ/T749yH8t3UB/LzBZ8LNd5Cev24Gl452RlmMS6FJ9NPQoLTb04+NO41AwDTdWnpAAmalPIBxJQi/ujBz9a+Q9sWuqR9XThb1YSXRPfuftubl+hZQD7Ch8byfeneBn/Rr5TnbyM+yTKaOzzsSYyBx8GJWmfAeWR3jTcj57o2VtewE/xKx/f2+ioOLNr18zsrl1/KJf/OzR1dLi6RhwGf/Wxc0877cwzTzvtXJF29H5K+xd5WSr0+5dR1U/qU1Qnmt+Cn5SYh1iFMNPYdAF7az5IHzjtg+AkZQEnKbNmJ2n2WC06SVX+jLi+k777qzX9If3+NXEPLny/R1Cy+A1jTf2TeY/k/uY8VyUfF9uZbdtnCgFvQ3DswpdWvvh3iH55bHQUuPbN0dHaulkPNHydt99nmT/cJr69jB/SPNQ+GKVIK379yrOUAw9XhnlZn6ZlFdeDSeYr1N7MV0iii4byr/MVUhKE2fhJSUsRKKTP0uIzJR/8BD638o93vRd7u779RGrkoS+MIsTXaYQGWEdxWYJ8/y7lf/bU74WDghWR1hBBU2wvdpjOg85a+2U2JBnzWQvDUfM0HOmIKI7iNna0g2yKQaOkG8Ih8CfVabChwHJXFfIsal2LSdCuzs2tVi4kf9/Rs1b2+8trPXOlPeRkTwnLR6fklZ/JZ0ZHZ+TYKZ+qvGdK5i7MZjKzBZcwNSW4xHO3bApKxPzXoEzfEWNHISTkqE/F3Gb+FDx3vpmUk+8T7GDlVbDy6ogur0AHUhMpUx4KR8/BeQLrj5y/fXRkYWR0+/lHHpQfOnbdldNjctxeeV4+Nn3ldccOyR8U614IwfiRQmtb0L2yVk14yjKtwjnb6eTMiNrVIN+TmwQ0SdtDvtDgu0sEJhp1lOccspiSZ+sCDh0JW1taKwd0joDu7K9kB83R/lCoL2YazIzKtPHucogEqAjDHplQuTuulY32B47PRSdzLlduMjp3PNDfxB7XVB5GMjKPCDewvVMmWL9fSaY7ae7PJvIjjP1MftTQjJDtSMNzPnbylZ3+8Y22T/mgtjbYQvXdlXW7qPBbKqcz2VE4RfupFq0QKjsy1s29k8kchJn01ibZM61gtdgKR/Xj0v0ehDpxzwc+tVLd9kEJEWibOUnbTBc6TujIZKz/ettxbKHtiPsf049vtQ1RsjdrR/gjK1trSrS4UjmDy/A/pDK8FS1sLsNLdkDRuDM8P5yS6271XO7wcck+EKk6huNDlecOJ+dLXlgfp47tvWlifLegnHitxl+KxvrD+qFD6Uij/MO+v4P6AL2d0m2HHLtugXiweWEEuorQbG0mL5gIYGJ7T3hMah3TSBkfFyUGB6XaEogUSKRS+OcjaUJBSVVStkA70sjOnGp1qPQGQ1urul3dgsOTrVOVN55u9T93p1KlUp14qCg3x0e7QkODI9HKcPGhE3+8tBtf6c5n8+tkIRo6CAkfgXaXADuR1G22uZxj4PMEgh6qgO8C97ZTUalfy3ZumsjKhunVtaxdquDoZz4KMfh9GMWQleeZjtLRlyaET+NqNk8zT+YJIi/PzUyzWOLi/O1r7+nRe42KdoWmwxQddA1PLE6UXUMRU0eHsk1h9OlL96zdPve732HjxWGzMKeI9F7/rW9d3xtRzAnm8EWV3/zud9S+/2f8aaq/Xdhs7cN3fHTwcBhsJcQzZQTgWmfjHgBJ9ngegpK75D03cFoiHpzN5qdnxka6xgf6UjPFhHdPbuVwPJod8pZm1cFIj9fblc6mesDjLpEvOQNz5diARq4ayYf7Y2Yk3e8zgTYZbXn23XbmN0l+JTDLXztbaWBdgPottMgCOjoHwu4k/IeFVpl84OEVevgUGVCfj6/Fzq98TVA+F98fOR/n6uS/h0DXI/rRZXH81IvZ/ioBeG1Hq5tbuViwKxvzC+IyEtspSDKVm+CqjLcgCx11WepX5g7Em8ueldVFndvthXVli1bRptS7LJMPrb0Lev43b3CGTK1yYV4QLCHaKkT5GdoFjFM8JjjvH83WxHzVqyd+NxmxVxjEPl0XznYIl6goSdN75jS2dp2yTdluMOjbdJ5O7F15eYdF0wFJC9Uy+ZwgqJzF5La7lkHefHT02vLgtoy+mbzN1zFS2Zdff5aOXR9YJ7NyP0x6/2fWy5Nk1zZcf4i2ramt7S2ktdMK1xHL5IyQStR4UFmS7zssYxmLuyDT4JcEzbpOU9qo/s/Vg0l5ZPfyRyyj6tYpZdiGb3v8nHMeh2zI/eIe6AyUb0XQU3nWg9akcbk33KklSn2mp6E/cOlaQ2hhsV/EeFumuhHL/fh6CZcGAqECLqb9V5CvLCysVC4jf992wdVXXzB1wTXXXICV5TGh8ldhvFweF7BKGKt8cJv89P37T5fPzIjHbRvIs3tgPolRfdsImU3atyKN8Ej3dXGhWmkvYP+T6WPPyk92wEwB6/1h/DCdF+j7xuDPZ6hfU6lJX+TzFk+qL+d90UBHazH0gSSxNT7fkPZm5rudy6Mjrphux4/lcn1srOvqq4cycvlPyZYaNg68j8peY5vteW5SyhYmt6vqS0ukrO0f2n7fdlZW+MALGW//RGWMJZafvJmXECOD75BtfFstJ76K2ZIUBSIm1XFceMfJT1AqJiHNOKOEcZ7GbIE/40xnOdbEW4nLO3wlbJWuhCVSTqAgkXLYhPOlD2C8K73Q43b3LKR3LY5OTkzM44cnv6IL9kWTg1H9WCqfTYjxBIRL6dpcjxxopulaquaBKEZysFOK9Cz2ioKNz3qu2yVcgc8GlAmBlZM/W5mv0jY/TmgbJZOJoGwgj8mHP/iX9mTK+UpPU9uTvyEle1YOVak4tJtQsWsdBbS9ekn+aRhvvIw/vBNuOLdWtaJG7qNhzIjyAdzKd68aqtRwOYEEtOBq3m/mV8vB0Oie7t5VV9pWjk7uVPzwB6rto+F+ezKwJOiD44eHJ4+P+5Oubpt79UB5bsVh6faxONSgz6VrCjPyo6PSaPnrtD9N1HcbhAZjegK+P19cZbiqfhIkszjh8hDeSNElaI5d23rRysrF6mtO7949HAgM7y5M7tgxObWyor7h4t/AouisS/iW3HMOHjzjjIMHzyFlMSOEP8T3jzbjPu+30rIw92JGOtmYJ2NRORDvQCDoELGTuSeRXOmUYvyhHQdvPfD64qi7eyahWt1VHiEt9IknntLMDST6Atp/fCKSO9h0L0ATH35i2z71FyFMM6M33U8o6Ws+Yt3mO4wRn730PEkS6YNhQMIZMdJwgOnSJa2L52aASnLid/2nIeGKzxQ99kSPW+tq61DqWzRuq3Zk0BnW7SD7Pe+EcTs6lEwMhHRy2YggbzMH7YUuuRySYaDaeojYnxRvZ/Y5DZHxeFwPL1r4l+I+kL1LbdWcGSxKCesvTaI+kJAvbiwJ9xEe31fMk3AfheD4atsPfqhYnWUhPwLjoB08OhGgIT+2L5Z372cxP7gvCJV/wLejUbfaTAdCR0yEnhcgzwONJjTYdLd2LXdMNVIzXGB+W8qqTqMuDma+7pzEty0bbTYjfC5hx+tXhN0Os9lR/zn5HhYLgvkHHyT0U/9ggciyApFlwyiDVjeTZnmXyfDeXpNtXY/Dh8m2br5HIvL4ehm3zqTGhN1QddhdJ/Wqx+je+NJC+rWXM/EXX9Q3OjUx0SsRg/nYzKXhbWyQrulzzMgDepStaHJMXJNjyjSTMVpYRnrD40y3T2VED1zxZLiOp66ooOwJ1WaXX+9gBVtMv/bXeEgsEdH/8IL85jfiNIOpXOCl+3MnmlJvJYC1NgcbNhgXrFTClo4ELhxY1/vT0zn78sBAfX+PjKRf8YqhDOvkbJ0h0D7+ee4T8OKanzFf33lxnOJ0nUDXfaJPWhb9BMYEKn/h31N5r5/IX21bkW0lWjWJVEvCs0HUjh1vU03IBaUo5Z04wWQr/GchTdvAdMOqgIfjkCXE9EFursxQPC0eW3juO5a2hwtYbKvEBiLEyy68cMejj45Wq3mkd3RyfKIH/0ff4cN9BzqDPdH4YFhfTuaz0Tr7kgHZke9fGB+NdHz08PHRkwHi+PjoWB8Ng2Wv9KWxjJmJ18XDGN2hwkOqnSMTuxSVhxW71KHJoyMjRyYCAdj+AhnpQ/h7K4uLK5UzDq6tHaTrYaoP0/P2yYWuJnRr+IqdjHmsp7F8L8Kf63e+l/EQrhvVZR/8IN2Rr+gwdWT1uazWAIOFqsVgan0J1PZzyaVUbj75ttESDAwy7HFULqWksfn2gzBWFYgWVZaxbm7lkVp4SKQZsPD8s3O8FSyV7/0DMfBgunfzE9SOtrSlvQUqcoVb91ufruktZFxHqaL+aNT/gbuggRS/DUykr3nNyi+Ssj9O3pv5xS9EPR2sXb4KfM+i17C1i2Rxtl4C5XmcWvlqTcmiIbbSvaNkvrKxfKgmoElLR3cT0yKTOKE2uv4VMT9bD0fhd0kom5vr5NNiuysEiOS3Nc2dhayPrg7ePre4BeXdVeOwgPrd75rp774O6ymqv9tB9XcpdBrjjyQMT5O1XSvzwnTV4p8yG4OLR58KAKLlXoVJMsdBAbeo1NPix2WZbcHmej2I3epXnXiHIuhtqtvzFaM2xTvZ+tUl6OnMxsu4iX8zpNbkK3Yl29XSWTerddJyCjTLtQrJea266mtVqk3jVYi/FnrX7pUNNGp3zNEqa1Sq0apic9yLaMy3i9EmIScA2DxqiVTe4otlh3SxzBRybKlcK1CYGDqYepCsluuK09am6uzUq6mGEBbNvDRyRYfFwHSErF7KzE+V1UuTtVatXkhNkImohWUbl7NdBVyzQGtBw2qB7s1jliTC+D/OESvSyhSw+Te/IZKEqFagcvcOKnd70JSEFjY4NVkrtfMMgZh7L2Da+2lrl20cXQ+awV/lJOnfBuH1+ldVJ+5uTYzt7WmMsDeievs623Qtnoe5MfPfhnoosv9fjkwi56gGhoy4GoawhAf0aIaRVy+OsXlJvA9xsC3tVr2hLuzHGw5fuPKhhBxHeOyP72Y+9CEaNwX4+gTQ50ZnMr5uEoeB17GSx17QUL0i2U0jICvTiBpYZnk70b7z3udk9V6LkRKQRk+h3e/6KA+UslsaQuVSonSqhkupD6LyCGkmVO8HbbYNymOXtBNO/vp2wtcDSp5v0fQ4by8itRtpAgmhD8xJtYFTqhMnpBpB0n75/P0U00dKqr2J35Sc1A33m2ojEu9G0u77jSlvdq5ACYjrwPj6mPj6172OvP6fgnKD9R6zjX0a5NhHmf1i36nLue3y0zyORxb9GnAW94H+/k918QG+wdf+WaYTYL6CoId/U52d5BVcjo4TOZrr7++R7Gu7nOPk979HiMvbr+DydpzI2xz/Kcf7CA7Ue5mfXxL1oHH0KiRRNzRZJWWRnmnxywDp6VkboGWx9QKapWc+fp8L+dgZCWnmo2dBOHfBmai3KHLZtZfOtAPIReOu12VC5JvFWHQyC8nfqsHkrIWkKJWBTr6aaFVMHQggcaiKDKesenfUpDMaAl3uYr85kLI4p8O2sHpOl/E5uy2moQnv9p0adbhgcbhDCXveEp12OYMDaku0APqQgLvDM+C0ZwKmctYWC3q1oQmXZzae3xvTmZWj2pTDh99sTFjMWZ/ZF6vcYNR5Z6PGtDOWRQIqMT0hybXffLdw80z7UP6mefX/mZrJO8/au/dsZ342lR8ezudGhumurGte/vJriNZs9OhZZx867ayzjiJUzcNM1lytTWN1NeZhhnHz6XVZmO86K9ZnL+P3FloMEFIKrvrh4a+n88xg4y6rpjmY/9X8y9Hy4fFAvjs0aE2HdhWiIylrYGA5ay44XpUt7V0ccyfzAWsqHDfHev2hmfmlpCCbpGW2AP9fB7Rl0AKSktLclqttsOV6yLjGdjJqG225zbO6c8Hvm6MHXVH7VCFb1scn8qnBkC6XCgzZ4/7lfHgkY+9Nd0+5C1PqpLvbGsxGzQGbZkBj9RmCcact7wrpA3lvakAnax8tBnoiRiSgIIt3RnLjrmzJD7uV+2G3snj/fDcM1TjJWGbcNp4Z1yBmxo3UMuOGKqf+tH9h4R/vF7Csw6i5rYgnK58p3/bFl5r7zUa3icUbfQuNmLwg9XPdZN+TESEmccMPWLuHbzX/h3Uay0hJmhr3qfE1d9g+lrclvfrhvCdhi+tx8IdqQ8wWHOly+orAXGfBEtRCNeR6dZ22U+OvUHUYo4PxxGjKSnVFQ0D7A1RHmdx8Fc7XUxG2nuL6Sq7f33KG3GItQW5bcrbkCQ0tpbKT9pQ+73J3x2zYMRueW3NmhwOx3kLBMWJvHVZ7hg6OLJw36fVZc3qzqWt7nyuwtBQuJ63l3kym1+2fJU2frVPvoHaSfBONf/P8uJLcuC+XG0N98cqz+Ox8OaiTT7347COF8a6+M869fJ7YXovAu49RX/E8GkGrm3m88wiVAyyAYxgN0BnBAUiYZ8RN8hmhu0lGXLMkIe4QrmXEbanLiGv+a3yy22XwRIy+LntqMLC4R2txaoxBp86Rm1S4PN2ZaN4UzKjyg9Zoj8fXNaE2hbvd9oTf0SY39sc8+aBhccAU9thVsnarN2Z3d4fNOG7O20Nd8aDJZzP8LR2x+O2mdn0hGOtGLMfyvYIeSpZACw05P9s3jAmMuPXMz+qAyeHMp6kd+WnPJNMaLeMm+XB/bi87tedGervtXdPWJDQlV3fUKtinQ7N7SNLfxBy0s8ElLLgC/0FSMVWe9VlyOmhK2/pcfrEpeYYODS+eO+mt5YdV0hyuqSa+2U0SxpI8okLzfLF/3L79j7UMTfRdCMG79PRdXc1WhBKzlLqzlkSWuA14cPMkstv/+Mft+NW1BKgCykJdnS+EgfthFEdS5Tw3cnXyVAG+xvyxTdPHKrTOoMecSA7lop5t3dM7zb6QW1fLHuuIep2egMUV78q6QuN9nqTf6Q5YpbzoO/UjyG2rl9LGAku289yxPNeWo1nu2HWpYwk1QaBmRkJklDHJy8mREIk/yvlGc8HuhbyxB0C+vRqdEL/j3cIBFCbfxdywpwjei3ejB4UjcN+19L4y/O4R4Th8vw6x6/hs4QgKk+tijtZT7D58oXAc8Osofh3DY+gPWIvTNH+pkSYkeg5fhJNN8oPOPlfLN/qccFOz+4T9/L5lyOupEi594Rya5YmJMs2DefWOT5x37id2Wrd97MCBjy+KOTSvhxyal24lhyY85Wrr4scPHPjYNuvOT5x73ifEnFdvxDph/xZzaB4TPpM5+SYxh+YbIa/W/i3m0DyWEY5mTg4S2Y29L0NzUqYkOSltSM4U4+10pA7CUV3LoVn8F1Joqpol0DzWNR4eCmrsJk13h9GuCQ1Gxrsy/qivz5/tapWrculAnzcaYDm+gNYOoDX1v5Q/EwilswWJBSWS3ZA8c6BX1Wr02XJBVe/AsUwg6u0LpHMqeWtX1t/ni/ozXeORwZDGbuzoxmlncCg8LsbMCuBr8ILMJbQoR4Hs2ym2CsffynSAjXEsim/Hw/S+cY6R35YpNsGxONy3nf52UnLfGMWmOJYCbJL+dppjOXw7u2+m/j723lmORTg2x7ERPIA+LzsA2HztPsBOUGyBYwl8A7oJ/wSwRY75sAW9kmLbajSfGscLiGCj8H27yBc4/hZ9i/CFY1HIYztM7xvnGPltmWITHIvDfdvpbycl941RbIpjKcAm6W+nOZaD34r3zdTfx947y7EIx+Y4NnIKQ571AOULvw+wExRb4FgCcp/fdOoewheO+SpPo1dSbJuIkRwrMAct4DupzTiIyEwqFZjYlMoMww1Z5+sXhJ8YX1oaH1teHgtns+FINqs+58jhs88+fOSc/LbFxYWFxcVttB+twt/f4ptgdPIiZs9cLwrCMuHpukXfiZ2+pLEbd8eVBm3lcsTyKSM8DHTbURKRJZ80VjZ9jpUbO0RVs+rpdcs8JsblTd2pybQ1GrDFdWHLWLR/yhwpeO4OxUaKGXM46bMG/PHhIWd3ocdbQpjyrAzvjtOsdY71ZeDJf5lhveVpluznaTHEacd6l9xAAQ7SRRwPjfLR7Kwloc95vOnh3nwp4jVHdRH7YMyW8hvDbl/eHM6rEz6fwxP0+wOxqNvpdxj9roDGEbEFMprWrogj4ekkdR1HCG8H3rehTjQLlCvWU04GL8xDtoL6l238YaIOt0iSbYEKunSqhi8wsSUbuOg+/eH/19pbAMhxHAvD3T1Ld8s4y8xMd3t3e7fHIJbFaMkoycxsWYmeIXYc+5M5xpgTywwBh0xJZIdjf+93ngIK56Ff2Pmsvb+6p3duj2Q/OGluZvp6qqurq6uruqurH57q6/vs2QpFeXfo6Hv53bdPnHkcp9solB9GRSjdslDpeupC20Y1C6PabFpxK6wyywr7fHWJmLEWw5FcPipGTAHLOw9oDUEzTJzYHDFOn2I8mbcYxC/37FB1mMOlgL8csbHzYwGvCWhPD0owzDQLYRZGNh6skbppShh6Jczm+IF0L2BfvT6+xp1vRMNZs9sQsmUbykytPmiLFHzBRDzmSIrKom739tqabrdFl+s0TC5Ljvd4i1FbJReJZK3Ovr7WHAqjnwElj9V3lIflU36ZIRWRDKn9gsmb8R/C5mjOqxcqG1avSNWiuXXrN1cQEigNWH8KoRzqY+dSmhemQjcLUdZBn5jh5IKUMDzBB3RZjlMmf1iePJpnM/F4PzM2k0PkJhN9filQjtpyPnfQGsq6uqa0FntnOGGPldUOW9zjjpZ1wbzZG7V1p3Vmf9IRq5kV5lRAjHuMtaLZ67SoFeZSxJnym//FHLO5/QGnP/zNhNfitBg0wZI7zWRegtdVy9s7WFggdLGTO8YEuYpP+d9KtW82u8fxnnGWU3EriNfySZG2aSyQTOjDObOnrc3DRc8E5YWv02alzftt1uRTy1JSk0tswNp7ePpZkPU/OqY+eFcml8vk4qFQfNXAvvXrrhpw1K8cGb2yn36fgO8PwvfH0gc3FOi3hVQuu8rRf+XoyJV1x8BV69bvk9Yy/4auQRvhazdaYApFBct1s8eDzTa3mzoEadx2h9vtsLv5XMD0J9HNAMeMMmjuVo75Fhy0AADmeEpk5eBLJn9YUJq9XqvLW74gpk16sd1ud8WiuTFp/EVNvILcw3WfTmmMh/u/kpulMZ6nJXEnHmL5xnia9O0gSxuX09KQbzX7dmJWvlGWNimn5SBtgn07JaeVcSfPt6Q9Hy93qZyWkNOWyWnDoGF+g/yE6z48H6QdZGkr5LQMJqD7nCCN8TwthG5HN7O0VXJaDO/HaepxpbpcygPvI+z9Xvbuh/eV7J0e5Eimp0FvO1Ooow7eYjRWtx4uLY3xLO+KM7JhGpwYecpC++A+Yd1rhWUhorXfdsvULaOJexPk0kYjOhWJTTT/HT/TXH3VVUhAvVDe2UKdnyFWQ9TAp1M4VOsnrZPCmL88nbGJ8tU1ws1OKzszFUqfF1s6MS+2dO81oZ6UIx4vVl3Zgehxje58qTS0pLveV1sCODyjdSd9wYqWaCrZYDFofB8GVH/z2UQmHpX8boFOu4VR5EMeThVUkDwazFzsiRSPY5wCdoTGDPB3TaVTA7aIJeXuXzrZ7y/YIm4Iv0ZDIlXX9QWDjoTZvnXlqq1OR9xP50AYfS4D+miQCXn4+EQK0lDUeViihJFToO2kL6juOaeeftrJ1eLUklvytH5n7T7tnPKGNbCGz2AOAkwtigBEzOrCI1HyqAMCr1MnhdwWargXo1cefvibFF7XVdVbq0AaDq+P8YwHSXTB8+C1w+nF+NVHHmFArq9+Bcn0PQ/oGwKcOG0Bhg95KYyPTmceYfd3mSXd/kBtWTbXsEVNmeDQ8qlxManbfECcoMRe21VdWw+EbEmzY+vK1Vt12tMrX7T75Lpcxmjj4bRR8rbWFCSPGn7av7yjsnfwtcHB12htnnuuufpb35Jpgi4BOALScjhCgX1n7h2keZurpXwWqHcn5DMjI+TT8rLUtI6zIz4YyCczdVvWEBVhx7IhUMT7o+GAy5Eq4lTzh75yzDHTFvsBng6VOB07Cq160BVrzNfD1PLJT530O6kPy2dcJdRQLfLUxHX3ju+douj+8IePNP/8T+uulcuoQhlKhjPmOCskLjRX4NMvsyr+Qxt/PAX5Xaguty18x2mqBN7u5Cd2dPJztywcpxnPyNnnola75WOpsA/3LlkbEPyrl9RVRIgcF1oTJURFETiyYcOR5uojvknfznff3Qm3IzP4XMRkToLjD/hw2lN8tBwfY3vZ886W6h25Iy8QZd/wHQVCFKzC728JLo283VyN1ZtDE2EI/kMYX98tjLKzpcQ2yWE7DM9897r1GFEZfpIeL3u95fF0eoLeJ9K9Y2O9vaOjeH+gDmy8pjcQ6F1b6QJ27t6+auWWLStXbUctubGL8YENeeRWYjSWe6VVlhtyuBlJUt6wZIszW48uHz+ju3uc1qxvMlIJmx57d0MuBLDpkcOPQJ20KI0ySFo/cTGJrQPY0uiADkMaV5/oe4iuih/j3CfVzLFPh3kVXxlca6VHSrdqv27c2BMxOjp0nWH8+eNX08quPv6uvpwy2rey0KLE9gsMXpdCKCpUSKbDOUKd+eynOPfpuIQyIz0S5hzlBN4a8ngy77js3htDvWmxmjlr8pTlE6dUyhOUNnpfIVwe0H3pued+tToZYjPq0ObLgT45Rh2n3Kcp9RFyyrEyA5CSRE7OY3NOep7v8OInlPCA1Iv5Vf6YcyiUziQDg6agywQLB4H4uDNkLwYiKb3NpRtMF1bj/WF/2uWJ+QJevVdt9UScrnTA4ncmLI6g12g36pRecylXWyL1CTNUZR3QSY2snEpCQYrtrWw7V/vW/Xj045Dz8q6u5tXsux6oK5VzLsbdKl5X/eGZs5as3BuDxw1jjwbybrSeERtGd8xuj3qM/c50He+35aa6/n40Xgno9YFK/Ojfu6ZyNuqX04QSt0EZYCByTtbKY5bcQ2c51lz/yZFxrUUn6Mza0aHraSv9Kj4Sh/+/asldPb6BYIAZQgMcpgxvzmlJ8BfuM2NCdu4z4wUY2vnltmEw4zWze+twRq1TCWqDpt5T1xg1RKVVZ/u3LBsE50ICTocDFL9fR8Yj8P/XrXtz9fuuogv+vy/hq4FMa2QZSrhWZuR4Y0RkuW7kMW8N8pMdkRaVarM9eGaw1Fx10XiPxtgpdBg03aMXXzXer7FohQ6Lph/f8LMfnGb02Ww+42lvHz7HHLTZguZzaLscZXN8tG/5KE4cFzUvbeaUI+ucU44g7GxNa9MKWntn1/B+fMMjWHuRM+9y5Z0XNf/Mz1H0AOzlVKdgMlrBxzF127SOoi32vKpAS7FSJhUqds8vvos9R36Jb4jhDV3x5ueqiLT0YKBfGHVxDjexFvdRmcUniVhby23uhv4p8tPV+K4Ibv/xCSQfjlDqJcq1LmaRXZfr3rEbuyPumk10jSf6a2W1wlbWJzIrBkDPrmS6atpgyq7PGD0Tg6/HLJ5Scr0m4XU7Ab8q4Lde2IFsKIiWc/zUhdnbo6zM6YyHMmYo8sqDCOOBkHkFDkshRTxcjYio6cT9/NVfqi0fEos2harYEMSSd3BUTJRj0VIincjYUng/tDR+e2+f1b1pWWo4J1YG+6v9mc+YDQgzuyEM9PTIWikqzJ4gsUuFL6YOf2F0oyvTG4iUjH6j15GudWfcYYPbXMH7Nx6XHMyIDn1Spxvuqg6btEkjbQUi2S6MRiGuSUgl63nJXmgvLfJyf2LETxiScGE6BbMeZmGVACWOtyGdrOAofm5oiZioeNxZm9AoqwXQumxRmy0BHhFpvH/Lunh/WrSaey5uZiMWF0izB83GgUr/ID8Hfz/uBrpQa6Ykj/fgbyd7zFsLPCJZy37hmkBkniagUs9sKkpUpAhlXwr1pV3OVM0fAzFJyLtCT05Mm51i7/7HNBafIwp6oSPTSCUGM05vtursNGjLNYMuabS9Zgq7zUXWt6ygmx4WTkMOlOBt54DLUpAYB/OzGhTcS9twWJL/NWaL83b0YboYNJTLFatBp15t0TkcY2PQZU0Fkq4Md+aJIuTLl5rvsT3SfvQ3vBxoUkGDaCXaxFuu3a+OcfYkyrDhuIrC7K6E90kmwHQ0DZ7kbdHs3nd4JujIEJ2doc1KG3HWxJPItma1NqCxblrHUjcQ2vURbiVCHvr6cP/SvN7kMJjdtkjO7RXPakAcy1DOpXXpNLAa36j3iNlGzJNIeHzxeCzbHfJ3aURtoPi3bDrtVWjcVqu/Q6HP+jwZn6mj2Bm0uNM+o0KlMmtNplhaTAYsOJQIhWLRcCjxl5hoM2HB4XZ5+HnFQMhh4HMr8vC5PivXWghcahalV9LW1S0xxLtztSHYeoI9+YYYjxUAyttXjtqDEz1vvRrPFn7N+DMNbb9X2MxizVi57maAC1FJSqHO2e+1zuJ0WuAqN4ROh9ksimazo/kxPNz8GmLzBb9Bf0f7AJ6RndQu61fyJK6OYStpVbU5MezayxLNdq1epesUTY20jpf5d4WiJAgBHz6p+ZnuAWJqld+i0XJhB7dzaIkd3FYj1M6BdMLHQ8JPAezkadxKqbHhj5JMsX/8nL3j23sovZrfeWD/V28dPY63w350F5RhREY+BiFaDqcSrYKj0odp77ww6mtoNIJK2aE24f2ZOL6heY5BSwqC0MJ1Gvg/zHZZh7lkJ9+neKo5Y6vZWEktTB0/zTPMY1yZ4FJzOWFnulhFZDtbRbnxuYup/FAtKxW2YmhUFLuC3YWGM2KJifDbHBMpZ+UcgX5ndLyXcoXD9Wvpt8x3gKcV5WS+k8rmuErzMTw6oMyJHKM5nFhSKew1xoqxeIEXK3Miac07/bftopcCtbTTma4FWvd0Pp9OFwp4v5hpJJODWYcjO5hMNjJiZbjaPTTUXR2W4ttjjNdDuXScneL8aizM9lICadRSM6RqG7lRauQHNBn5GEsJ4JlFgJacEe21tjG2WoJBpOJjw6vXUbIpVspjLMZvgSIgja9Wy+DuF+Uxlo53GI9wGtWRNM4p+XhCkJJrd0YaNk8+McTMd8BTOuo5HXFXu6eOCKxvTpRnRjusECxF99BSJwx51TjoAtfH43yww+f0WRybV8HuWzEZbHa9GHvEbGrUaoOynEL/CfiZUIzr/ia4VDK/qHhEJJqia5GJjyGcT9VCvMut06ksGnvWTLmkZ0jVQ4RA/C02Tu3HaoCfQf0LjxktMUPXjuytDZRcEYjy4X6OYcWMzu7ZZpVIPblUN0eHnX5HweP157zmsMfc1xWp2gKWkOjx6GxugzniNQ/h/S5rymxzW0VRqzI5/PZ4t8OQNBhcRq1J16lSGe0BR7ZGaQNiAB0REsjOcV+AwxScgzronXcphXyEAu9a4fgA9KlBLK2x2SSnmge6MsWyprppU8lu0hvCeH+j/FiRbN1afqyhySvVbL0IaDdIvg183uDlt829c9rxsmmZel6mEe5GZhojpGhRr82XnmtLd/UUYIixpcQG5ewa3j/e8+3X4hmQI82vQT/n9kovlN+B4rz8dkd+K98BydtMTcWaHH7ligsafQFFoG/gAsoQz+zc+QwbbICm8P6PANOOJj4KTLlWIEIlDdkkH3pOn9rK5CXTCSUj3rN5KGtVOAo9ZYfCnqlvXJaxE3uG4vL81q3P06v5tYe2bXtItsvSgJMZreY4tXupyXTW8WBTGhasSsenuYyy2YYh1ciHKQNStow1jphalDDTnHHSWCqg8MRGTtwzlokoQil8w+N3jVQqIw98ZrxWG2f4KHEN8HHO5jvuUSrjozxMh5pOXrqRP0mi10Zbgx/GP4hnmW4GPCxa9HqtO9qh3j84CMasAsza6sDFlj6sVJVVUZ8dD37WkXc58+JnmwcrQ4xGdqoYAk7/FVuuRidyYXHe/vitv3jsIL4h9O/l8L+VJbnjAHhRYTcSmU9VB3eUo1/l8TxzQ7RfU27Akr4/N2ALGjOBdK5axze8HJrqCRZDpqgjafVmoql6+B1pvogW8U38PSb2k2iB1X0lZFLIjtpY2kBaq4hCoqIuj2vHV4/fNn799XjyuuuQ1A/1AO822f+LICThCtkvhqxYTzPi6fvRb9AT+HZkZvm03MdI0pnUXTW/wO2A3cGS4bQDSr3R0qm3aBy60G/S3ZnB/njJ09mhynQYaR00oG93Mx6IouULSx+qUyM2mtHNvGrOBypIDUjruWyLUADpZFPK1dKwu2uzWMKPW84giQjTrh+IpezmcwbraqNaUBs1ff1nWeypuEHvErR63d+yEbEYwZ5HHTEH/H+0+atIQYxkU1ZjsCimTEYrtRe8+OO4W7gFnoIohXqRpKEqQCxB7Zhp4EAGvk/QwbnHTXVM7ihpgHviMKVxTRQ+3KI6J3dq5MOsKnL0rOTFzVOPbVpJuO9fBHeC0P867k9EdmVP+HDcAxcnm84Pw50gF+BegfHWjUJMq7ZyXUMjRwnX8Fh6zM+Wr8FpWmtwfMlfDhzTNttQiwBfxKtBih8p5GAOkqqm42tgn0swVhAejeL93my3Cxgk18PQ2nRcopFxloqlZC+asf2Z3hbiknbWxhHO0/CAeNhOSvj5Y5qmbY6ETxrMnqao1BaZEHBKEwKgHlWUijkzAmsSA2nRZg00vwYTAlUbnxBoULzD6H08CngHUJbjPTsgLMM7iIxtni9QD3gXuYeFyDf+inJITek5McugGsDzVDybalYVnvQ13KJYEjM54shyba+cFFSllf22qN2WpFV532rOGAyluD5rcW6cikGl4v7mC4NT37Hb/o/ZWC+X67Led56wg69tkba1rWqDGVFZ1maSfx55DXJBPWUvBqpI6+A+29ZMLOBKYON3vL/lU3Ck9SD51pIe9AY5leFB+xdfm4OBI3UP6cnnpTx9wNMnzfO/tTI/3U7Sl0ohno90LprvCM9HUAo/iSPkSclugZw22Ru0k/vSH9tuedSVi9hgTsHVuofS6RBc+ElLqODzF8IWS7jg9xVClnw+EsvnY5E8K9eNdoHukwPu70LJ+RF9X0ZhKD4AxUuhkLKtQwLZbAjcxW75tDO2rKFOUH5J1OTY9wZCVeGJ7JDZajUPZceKg74+cSw7bLbZzMPZMbHPN1Q425kJWq3BjNOZpffsrtyw2BeJ1MWR3ETMapnIjYj1SKRPHM6NW61x0Rot+f2lqLV1l/YGH8Avkn9FObR/zt5K4zF2x2vh75gbYZj7ANjlSP5t00L87GlwVuL54Ow3/i3fO8/3i+YkP5Outl30eYUcUm/GOFAwp4KfFrcE48EV+Z5aqrGkkVo10l8c9cDWnlS+myWsnTrrJGXG1+tN9BSSXYlwdrA0urnzlJOUaV/J469mo/lIqDDePbWt8xSE2ZnEb5DroZG2ztmzYlxwz4pa8oTmKkdm1i42K49KJEXQDHGrPMwi60q+PtRBbyG9iM+LQe1C9u5KTSGcPAohcDylsXT3MncR3Om6e40d9x8gQtCPXWXvjl6Dx1BVBAeC6bGiOxMsiP7harAe7DF4jF0TAcWkpJuJbO/sXuRDp8+Jz7hQ3ej8jEo++Uz4vmQ5GiA3kmM0WnmdHDxCkch3Vbu5Su3hpyjRa/72anp978EHH7zxoQ0rjT6Twuwzrlz38Kceeuih+4rDBTz0RGg0EhkNPdH8emG4eN/sOtjRqjkx6Baug8C1kk7uFilZ4EaOp4XjaaV4mhfA0fy9B2/9XBt2T9z2EMZFvEJG7flic7q1p/BfgG+60LlzIsosjJcBaWS3RSWPMmmGu0M+3cPMecbAeEbKmeYzCBl+kl9B3k1GWSle7erHNXhoCLPCX4VUNrsXi7PiYA3mVvSnOobqGNeHOtKDa0u5le6SvRwcWa1vNpsY//gd/YpGrOYuhdbpQkNb6xlFh6VDY9JklfXtw+FcqOAOnbixBAZGp7WjuH5nNJLNlqgsHJj+Gf4GuRGpmMcQO0mFqeRSlFaNHA3Qzg1qL28JH69hlBo480LF825Po2xS7NX2mxq9taGLcxABPtC9NF3NDolJW84drNqivqkE7h7dpMer9Juau3YrY/3rYCm+P6Y6bRcJO6oWB2k+TjyWqjss7AKMLNP34++Se1AClQBbF02R90gg9mSAp054kloi+H3JEAvxWFbcEqMduSbHp5EiRlBHWIOwVYzrjKKnkNI4N467VNoVqx1pg0XrtopBu15Q773arXTE+07QqBudq1b8U13Rc/JurXpQ2eGIFlyDg/+WX9btp7rrAMjmn4Js7kAmoOv9aFb0kjYeC9KEYFtChCZE2hJiNCEGCfPDyPGEbprQLSVE5KhRFh6Xhk7odKMIX8dsPeX5EwQmB8pgGqDHIVrzWLDBDdqyFk/w4Hnd1GjuLoMmVKvwfdqC1KxGjBsavbrfFWhoDC+4Xd2V7kt0Xp8+buobPX2bLq5T6pQ2ky5ucKZMJau9P1gRi8FVFR2ZwripsSiIjpDm+2N7Ivhb7n1H/3iSoD13f/yOM675rGPPSVhx6nnaiC3vNDZVikggmyoJJ6I2eV9FZ6PZ4bMW7rcJ5ORyJFGQ+mEWLhVcGR41JQF3Pb/H4W6Ay8nHPqnXVlo7m/EAlkaAYw0E7NfMWHD6eFChUa4b6FCqZ40HSuWTD3QqDtzYGhGUWaXRZ8wqrVFr26BgjVhKAW9JxUcF6k+D8C/JXmZTR1AKFdAjLTqYabXNyLjAPnDKAzomV4EYXHHX8yiaPIYQ7ytmuNvZxEqQ6wY6U+s0ixCnHOHRzZ38tIUc3JNwueDScb2AUtLLRxkflRFiJWGtwOopdXJnV0Xk4bfYRV1DaB4IOGSnv6/VFWr/pNBmf7IMftZt3jg8BT/r1m27QdFNpi5fYe8lFXAREx997724sj+mPAo/6f7Me++9h1OGsNsRr2PJhuwEev2KjT8eFEJ7PsIYJOmhXiZBlHIE8BCkOBg9Qnz3dUiOl6mAN5FPOoZaZxGyVT6qtVJ2MAgZbDfbqTnHJh8ia5csuTS7rC+qbDTA5WZ5Jv2iZtlIMDiyXP0i/kxF+YglMZjryQ5n7H8i42fUS83f1ZntpmBnhx+F+gAnsPa/a8HWn+uEbUJ6aWWetxzhU2dm3sK07alNEeQpehb9T2rxDviLAyAHZT8EJ+cT2t7OtijwPsgZhZy6lhdrAUesFRC2oloAaggVK53cgd90pBbovwT762+EjMKoOFuh7awZ/5qcHE6s8A1GpiLDvslYfTi+OVVLJhR6Y1cnvsDtebCZuG7Pnm/gQlyBY83DH3yAo83DmeYPcKH5gwb8hbb5GGvzu6DFMqiAVrcolKUEyba6g4kRJMt87CGDfDi4RCQrf3fwWU8ft3CjfOZGXvJuBZFTz7J0+VkLajB4jkyt9+T7wDJ3KQ4cmFi5sk8lOHrt7oLTlfTaY15T5Vy866wTtqVGCi6nY224NDqaVTbXZkR/3eW922G1BDOuxvhnSyWkkHnZD1TOoTK6/CNohfBHLsvkk88Zv+K2Pm/gWkoK7kb6d665iHybSpn3dcyJ5Tvc4m+Jx1v6rxerKa9jmddFqjJD6FhILzOeB65ffo59chBj3Jiwnbsi/VnzeOUOjF98EePPB08PPoEvjSrrMcUlteGUxtSh1qtSY8PQBQbDvk90mDR1lf665ZJeWYDx9dswvqbQmXPi4hsXiYjEPKnY3cBPf7fLEZJ83M7RcusmXGg/ZyPJ656CeivnKjm8rWWPWTNVd7BQWNkT8NdWlvrTE+6SWAmnBjOO9St8JcMpz/gmU2edrCqvu2Bq4rx1XZpTTlJkA3lPKDZ2Yv/ln3IYPzve/IM/qjwZybEv3oXxrj6jp/pptfyLjHedvKfz+HDyOpZfllZm3rf1vGY0Z45L6jzXU7vaT0mmY10D89v8vVWsyanW2n5+Mjau39WpWTmWNsVtXxh/3hkspGMVd8a3tCfWyDnNhp2ftGXtR5r/arTWutLjvljoeN365a60NaO0BWEQtBeD0WLAnQ/mHMmeiK9kK1mC5qI1601UEp7uUI7NiXAd6/dMd10/J+qNccGTRAVZM1Lwp/+xZntgfGh47OrS6t5goHd1uZqedJUsGa+v6Cj6pvJ4+Jwb9KTTdN3R356kLK27aMnE+euqmhN3CNlAwRkQjv6nMuLLxguqk1lbT7HY7dTe2zUnFiOvjXyIBY/FyM8YlJaelHARuHS8xTu4rFdyO4/IfO4G2vmYjKa9V2rgPM5g6pYI1ZMa1BpJTE1OrVX+dvwB7XEjk/jyT/ni6rER5ZrhLx//3Aejff1ZZR42yxq7IqVlG43NDz5o8esf8A+gDmF00keyWZXQEgIP2Ik5thraT/mzgbeOkfdBC+dQqzTnYFaDBKJXxV6zq9nVENiuHDZdev42+Fn3MPyExnuiWDGh7jp+nw6bi13FqWK19M37NnRtmNpQ3fiv2JEaSGjsBkvQNXh8wzcTe+M7UBcRnb6QjDl2XQ631cXUigWn57xl5LWz8NpZee0czP7mdeIHGbfq9b2Pw89T+ODBj8HPK2NdY1NwvTU09PB41/jUeNfY72mfkHHWAGf0zomBsvD40MmX1BQt7a6lvUDhZsoT33tqAp96cBrhg/jHWUWxGScrSsx2pOPRY1CWG0XQro/U2nY+G3EFnalyQn251oiZJT1zWoOS3fl5v3DRMSzMtXA+7phnovMyBVLem8KGmUsKx9VD4fpx+dSbbwanVq2aCj6aUQ5kFbhuy4wVihM5x0DxUTw6OjLew9p6ejPEx/h/YFcKyInmIS7to1XjCn4Mn9bTvF1HHj+6icVkbn1HVKovL/RO92oKDmqvSnup4P5lfC58Cnur8CG4wxPNo7iOls08fxLMt2sZunNOvGDz3KhA5vkkni8leEKVJlR5eCTZxA/DU14Of+OQD71JwpPkNNNHVXu4D8E9D/cJakYDHYRFdi/jRdKVi6R/i9Fzas6eZ/zvcxPunpPAWgB3ztsb3XxtXlJlXgptlyGImfZvrF1Gp3/P22Ura5cJfC/cW3nen5NnguUZw5TevH3JByzPuNy++zicg21w/jQHzhDLM45f5HlSwCcKlmcMYZ7nPJ7njTY4f1sQzuQsOJoF4UzKcCI8TzvOZ8/Jk4Y8IZZnQs5zLc/z0zZ8/nMOPktZnin8RFtZmOWZnFPWFH75Q+u1hNdLyvPnBctayvNIZSnn1ovneWNenslF8wTkei2Z/jeeZ4DnebYNn/+3ID7LpHohJRqEfg00ZB50drYj+DT0Ebtwe3xr6TDHJOuxNNSkQe6xShbiN8mdc00F+IoLSt5LWzv/cethsagDD0v9UAoQsJfd/r5gl3O0wgc0/9J6mh+hgNNZMUfund3Ozyzm3G78PZJFWuTjZ1diqNrcoN1US5kJ1f3/vfTS8Esv7X6t8Rr8pzBwBn8P71lwrSmMn8SZRoPv+d4L8dbsSMvWtxR8D28tQZdzaiJdwzk+e/fd2bs/TX9/em/u/vty99+fu+/+3AOI5gVcdwKuFS6jQ4iuUREuRh3wZIKnueW3xxJqF5iA1/8Vg0FRDAREfqd4vuV3in6/6PTj3a0nide+jOnQczVSKy5El2MrSwujV6Deb5O46h3QTlTw+3ZO0/2AJx1n7VBPga8SqumdaXw53BWzG7E9gPH3mmvxkz+65pof7X985PHJlWVFeSWaB4N/m5FopuZa4yDuKuAupT1MP8dP7pe+nnx8BEnrtIh/r0duNC+UHT/stQ0VJRBLQueH1177Q3q/666ld00uySqyS37eaHxkmO2oYcoAFBx+kgLk0CbvWtr8LoXIYXL+M6IeNG/aZHGWlCbF9LzEGeYEe58z6F/xk1c92/jqVxvPXkVLw6gfe2Gt7j7A3z1vXJf3gHtwxSp5J/XfueTOqeGSojwM3328ufeZq69+hrfNMOC8lp2AzRDk898ahLlgsHBN2sD1KE3LHY6fIDCIAWEazKBWobYbXCH1wPJdN2z9De5c3s8emn9ZPnxV487GVewXKzeKMf4OvgWJKAM8AfRhmq6S2Ro8xkGbxmvm4SZwOE/azMWWcbjaX0jF7Y64Oe8ZCbY9Y+wOun3BUDHN7uFiivF6FN0BZTeB148wXj8i8/pu1veVSN8mP4qlGMQ+DJnxjc3b8JMgKZo0wmsS3UJ+g6eZdjWM1kL+KiJ8xcBP20cWr3n2lIS0DniifO/nuzud8HfEnjLwLPDoqQLbxwSl0s0hBiHStmANC1NCS02NtcU7UM5EQfRj0je0PafQhzNV8L9NOV2Z/oi/kg4ZFJZUsRaMDebc7vxgc3d6xB0ciaeqNXyPK+kx9HdnlsfSy24Z7jVGA3bY/RECP12nNRCzODNhm7swFM9MlDxruuOZaiGd7lGY/QlHZbBW7alLMmXN9Aoi4t8QFTmd9YUkzDP8ltzDYoqsmBNDzbzoyUEpRiE9JHnYvInH1H7CS0QaiNr2F3dXpQXyOR4tsvfoT6MjZTi3aXUltcqHbdFqcKgYD64qnHB+fOLEyvBmY2g8tHTKEkjqPKXJXGltPRQPacwdg5t63OVKMHLgrg2fPLk2dsZJ6fCmEbr8z9bIT6TbpFBsTiwuC4+Nxc+s4zFA528TpCieHDR1asWMU2/SawPdGaNb1ak2a1NOvVGv9Xffp24o1qys7f34VT3FdQMRBWkQsn5FN7zXSvBOqTT9GVISqsjI+FQj+60pBXWixk9LqFkrAnbdPmm9+gKlRqEQVMJz/e/uwAeDuXrzUVPQBP/J+x+cKcUZQIjkyc3QdiOt88/JpdTmIBskn77p6/CfyV4oLTknTgRYZTMOcfKx1Gzx3irQ46jtVgF+Of79l/gLzaff/im++JIuPIEnuuBE5x80v6eYZPA3T19HlgB89TxZZuTHBFKI9GhtuDbj99Y3v3AJ+cvRTvLk0bWU1+zAawfI2yiI0mjJnGiz1kVWhRFzM4X1eWmmjr9LkWeT8llVBkw5q2amzcjj9stTUoK9NXuFOwe3KvVuQ0jM2ByJ7kDv0t3bqrFAxhJyj1xWHwm5PEndhvWwflo1+k3Y2Lemy7ly2c6nV0Um+jzmipgkjnf6Pz5RSY1QaQF64B/IrVCXMpr8CNod4M6nnlu74vw83qhkiacPzz7zw4dDYegKDlFaCq4YMA6VB3A1IS0WGzD8Ed+89GM7a7WdH1u65GM7e46+qlAKqXOGxy5KV8sHmt/FX1B1ps9qDJ+dFpS6rq2XTUxctrWL3jWKL6g6lIUucK+awltUX9B1ZstdOaVW9YJK0gPc0/9JRomajbkzJ7cDfrgL03PLQyLONP8Dm9OH8OebSw4ZcYcCd+RfHqN6UHr6t2SYGOHb8ILRbQ+zgLZ8K6XSrE7gCrSdGVtfzlMwnYWXXfjzh9LY1Hwvfai5hOGTAHxWcXykvkwkfBI0yGmihu14MHOouRS/dCiDTUaKSb75Vyjko+GjmsEH1+g54TUR40rzrxROofkXF6voS82lh9LN/2Awc9OvC2vI77nPFOY6JWX8nBDrF2If/JNER9f0M8Kp5CjPR3g+ZQeB4wM3w5TCo6vpr+YWSEeh6RchMtvf2H76+gJeUX6pxnO9oua4HtVm/x0KWnfHeSMj592xbt3t9H77uvF9J/T1nbBvfPyqE/v6TrxqvLp9Mp2e3F6tHD8BG8SPX9Z7xt0n7vz0GfX6GZ/eeeLdZ/T2FLdfu2HDNdtLpe3XbNhw7fbiCfHxE/vrJ47H4V4fOHE8xnQqmSZKoLSI2tflBfirhkc/rIXM6ljIHMqNkF/2HB0inzu6oZ/8W89R30iWPMFoVgE4y4Fmylk0E7uATewVfIMCX99PhNoHhwgibXk1SD9Tppw/FsLSJ0enyMbmO/zDPnIVa8M3oW1+Cd/aeRtyXZfHcRDNAADn2Cfdgqt5kaJ5Iaun/J0GVRb4EthJflLLT5o5cGsdHHQv2Xd0Xwv+CTiLM4wGz0C9fs9pAKUyGsBnEdwlLGdZye/JB4eEGmF/5fllOiAe3b/1jTKEW5994ehncbb1cd/Rj3E+fRPajtOCpvAaYd4tsBmAYMjCvvrlB79lRJXanX/L6TH/a6CH/KSWnzRzYKs7WuB7j+4j++QyTmi+03yblbMUztl7h9xP+WtBn3KZzSCVj27tDLd0gKzsOvoOsR/9l05yUeXorQMZUuVwhZjgQRbk53DnHEzgQIQ7jlll3T9GPd74+A3A6dKPEoqCN1GlNqvxds9Epic2YFME94w0E8Q+dna0eccA/sBdA3e3RNfuFdcNxfv2Dp714xOOfpvYd/zy41cATpEBbzmeO3rvAD+v+F/JbnIQsECiXJoA45mgvsO/pNiTHhUVnpU7z6p31885cY3Xtvam8fjgtaObn3vkQF+5dsPDX+Rx433Tv8NHyEsoztpWw7lVy914Z4VfM1f8grSNR81DXNGIKR9P9YvpvogtpC4rNEanNZx1d9q1EY1yuB/CETvjcTEdsqqVxNVpNFr1znyh4k2Mi3pnylNca23uSQ2m7ZTOPdN/gfnp+1i8k645cYgXGi+lJmSrF9zEE2lQJLZyzCwl8SePPLLskUcSisbwcEMxODzcidfhdc2DzYPjV1//iWuu+cT1UkxY/Ar6InkOKWbJamtNNOI1juOMYfzqe3jrbVw3xq/g0yBvXM1sXvj9LIMxBDAe4zAkzmYw1AVce6w7bDwOv4pv24o5DKk8oqIwWIzcg+hl8gUaQ5e9D+Kn0SvkZXj/mKTTkQi6g/weStuJ1gsJlmaEtOtY2lJ0HE/bRwbwpKCHtAA28rmof4S0+1haWE67gPRA/OpfQVqsLa0Baf8MaXWWxnRFYkfbyLvtYxjfUeFVTaiI/fXXpW9VZDM2kQPwbQrdwOHVyABqQrkqdfhseJ/+Obw/xt4D9B05mn9B26a/CO+beun7iWQYf5n8AGAkZJyuJMvwZ8jTkFaR066Hsm6VypLTzid1/AT5MaTl5LTPkDS+kvwHpNXktKeh3v+XvA9pvXLau2QpHicvQVpJTntp2o/BQxnS1mE7T/vOdBlfxNI2cPromH7nxX9gftcRVEB1NAnW4w6wQy9G+9Gn0GstHl5JWXYl6pB5uJ8m9EvCI80i/tNRsBueiuxJJduf18PTP3CrhCAdEzL/wP0srudndvkLABH6wAib8lsJT1PsKQp/Xwd/T8N9C9yLcN8J952QvxueT+UODGfwFd7zuI/OJXxn+l46v7aI73h7+qy9zP9L6YuUe4bBZjOYbNYcu9ttWv4+QO9Gu83E71ukdHiX7lukdKuZ3xsGu91gtFk6jTab0eCwZaT3E6xmi81mMVvPtJkt8GO2nWWzsB9b80dW+CP8yYqvspqtFgv8ap5qhQRItuIXbOwJ8u2S8+0FIFbIYWu+PR+u9GWMri+dC32jR9AvsL6kpxxD+DYVw719N5KBu2qP0W8uJeDWJ5y0wDfW9m/MdxY+Rb54fm0f/eYRkkchgbD50CtofqeUUYCMztH1CZJ/w3gI8n0L8LnpGPjwTwzpG/vIQOqxGoX9JuBz7THw4d+YY58qkC+m97Fvfgb47GD4aJEUBwfTbDWwHzLrJ0nvIeMbiOY7hfSgu6m8Quk55xwwfDDf16lgbkqYT0QKtQpM3EbUd5+35rzIRYqLyKZPfjJ47rkU3hnkZXSrMLEAPOuHw7t1z4Y90bMUZ5F3zj3XvX07hbeWDKMnQXZ5UHEhelkPtx9qyZeuD0sLulZ5EkyYmQQTpjzxoM8sOkgN650xN32zOPgbGYb5r2xE8JWjdvak8JWidkanVeQN9KywBDlQcaE2MC+Ah+4wDx40dzIO0MDLvMmQz2J1Cz1Cd449JzXwSN5weBzhoKJ3BO4jir5hWvblZDO6mhzgbYkKvMlh3uBq3Ek29/ZCnsvIz9A1gnMxHsH8g2uwjvwMPqBytwUXxsoUe+cw4D3N6nwyqaN7QPbbUXAh2msPS6GxTFBHM3WtZjv8GoRSOdkXs5KKYHTHnEBko1Ah1ngvqbsz3V6NNea3WPwxq8YL8VJoOSeRfnQveecjl1Ph5VQMQrovbsFjuMMecrlC9g48RszxPtLvztR89oTXbPYm7L4aLYWWcxZ5BR0QllKfuoVo1MHL0c3UB3OmiVSjNqGsKmQyBVVZgAky8oo9UnBrIqVSREMPN2Lw9wD8O4RxZD02fMNMPbBcj56IGU/haNrus3bgKWKK9JBXHLGiK1IxiAGLq8hj44EsWIq6YUzVzoqpam6T6HR1Ay6y1O+kj04/++6b5E3UK3Qh7YL8AXjNBuIMhZxwkTdnVkQI0G8ZOkCe5uczL372srDI2cs7HV6vw+71PgGXHZ7JMp/d7mu/pHgcu8lb6E4hx8pJLoztRy90FyvM4/kCXLRw8ha8So/8zujzZeDB1WD/GxbmQczbTk37EdPOpfizBhLscAbXKseXWgNJ0p+EucuMopsUco6AaJDgfgmtEnYvANf6EeB2jNBZV/KluNpmTQhFkooDXD2l0QGSRmeR/5D3pem4ZaFCFs4RCy84Vur1Cr1aDZzuyaR7etJgLoV83lDI6wtJbXA/yPEThHP+y/DTtVqaXrZAwObw+8nLpVS6VEqnSlGv2+2llwT/ARh3vknep1pf+0wDHcgCGAazSm5DvZLf2Ed67Ae9j8AF33yafA19VziDfROdc3osp2b7cdPScDeIRfWp23r2XAgXefvO4I12uBAf+xrobqqXo/jCY7G0LYZvh6HwKGIAM8VGvch5pEGHveAn2bj3Kox7KxaAZT02rAwb8aJ7yKvnurdtc58LsH5JoshP/jbHZgLTy4hdijo2kOjbvXcDPXqBhjs5DT3yyAB37tFDmC/iDE1PPqlv456T6xtIzyPeg3a4AEYZaHoqp+mCfe1YAE/Z07PtQrjI124M3mmHC/FxowfGjX9EdiRyrMyH2zstAOBjMkz4C3TubA+MD7G+ZLI33j5qkB42RLQPGlyOfx3k+BJkRtGFMDYuUhhfXdjJBHikTaSTrzMZ3pLorIy3SBXlyb8jE2sDbasNwjx0tZqzPqnEMxafmwhKo1sk1fFIwxY0hEVsszkcDM4zwGNj5M/IwGNYd0h2Xl5ggNjehaAjGbAuHVeuDTpJQ6F3BByZPKkoMja7SqLnD0gZVci/ISPHRcn5obsmh5cGVPzmbkFQGd1OczlOykFvFlttomM8MsjGdi7fYGzvYjBfmFbD2UTfQOo5c7piRFpXXV8+++zy+1OFKcj7BORdLudls0g8rx3y2ivLzy6Xz3526mtTFC7ot+vJmwDRjebF64DJBjaVYGWFQBGfIQPHFxg+f8XPoVvJfmSYw/NUsrREItas06iGOvVisoafS+nHTW6D3xJ3+nMBK4Px1eYHqDb9KtKzGVA9x7N9Bt2qouQS7ZIorPUPDPQnQ6Fks0m68vku0NK83rBE8wemc2gnq3N4Do+pW/WgfUGSMyJfit759cny5I8Kp53WgqEGGA8ADHsb3VrdidMPPt0JX339ptNOK8jffIP7ZmjnfCP5Uavkb3mx8D38f3YKmmuKwVgFMPbO881QQ+adX3+2UAB+eHO6grpByoNtjtAHv2c8ctZ0DR2YvhvSKpD2ryztwLQCnTV9CNJqkPZjVq/PTPvRSsCR0hlmFfkOPXbsBT/iST0rRvtGzWA+GrEMV9f/IqkUbTarENdEwtkMhfUcGUQ7yO84LD3XKPRUgLeiec2KF58AKKsZPDKojgIQZUoh2gFkCy/qKcLx6lwcr4paxiycyXb5InGGm8PmUG0d1QQDgNz/PryvTpfRLoBnQVq5rnwGkK0wyQdOOePVvKsvGPVaHBaHIf/dTDo1ZHXWfKKoT2lNCDFYWXQmwLIzWMZ2WFSjbPcJ9yVrertb1x+M+i06a4doyL+dzdjjIU+HsxdAwsyO1sxg/gTmjSLTX5wzJ0WNs4iqT9X8y2uvSXx9LdDl0umnkFqe9cd81l8SCMtuz//hFyeccPPNwD+nTIfQ3dPfAf6pA//8kvHUydNudM/0FyEtB2k/42k2SHse0oYg7TBLWzsdRk8Ch8C8FaQdkWyW6Y3o6umbIS0FaU0pH/oKehKvkPI1r2A4HgJZMMJlQft5RxpZFghd/OCSbjYnQuUAyINmkwmBCBMIrK6BtroKs/pSBa5L87fnj9y0c+dNiEBeE+R9Hgn8JCnFrBOoVPJ3CXCmvfQPr99++3sPPZRcJ9F007QDPT79DPKhSSYrCDuVSfLGRd/nsTRlr4+WX7PA/XX1cNfzHG54dhegJKaetWJ6qZmCJgdasz9ezLsTGqJJuPPFokcUxaLoFN2/WjnhDgbdEytV/cl03GqNp5P9En4HSQatI28DZ8TmyvW5ZyBAAlC3zcOrEqrI/0kGbmH4T1+g7bh9T8A8Zm3J7Wx4T7JyfwYyaQu049yYMiIL6aSyzbB5NhkbIhadQtPZ0Wk9VMzl9T6t2YBJSaFEuNlH4rDf9ntIz+eQtdKaTqJtL6qqucZ5ypF9+46c4tx55Mwzj5B4ms5tp/u6upgv2vR5ZDn6lLBc9heWIot0IoVsBREeisrE93c4uKKnXsQ4UUfWlL7II0Qc5NEiyCvO88M/dVtpstXdutPyzyBvgY75LaRl5Vfn6z5UqBg5MlwH4sioWsi0FU41Y7HdUuII5HZ0nb2bI0XeakWxuObi6JlntF4kepxCKuhuQdVGD6GNHgKXk/PoAeRILEKPZG5k7AIaOdHsdP4ALjM8k4FDhjeCotUqtl/z2yOCWmW31uzml209VlvsLK25fl5b7Amff+Mx2oKXXZ3fJ1igehmJzgUIYQUvlMWQicfO7spzJL7EkRKOc58ZPdpqgta9rR20cjvoCjPWuY5PiR2LFUTaV9vez+VtsH1oJLWk1Q5rW7QPvmE45Gi9QPm7oB3uEuJ8pr6GqG+Fk5Xt5zvaqEqugcsGzwLfZWLk+2OcfM+PMMtXLcInzcRFCHQXScfdUb8XsBTSbc/GuS34ZqLLaDWKooLfL5vfmjO85JNpOEM/FZ/K038IDRNzPE93ckz6sDbWQmZ5q9AHC4UHZQRm+OkGXn5x4VmP/xYicr+uYF1gXrc+kM8faD3P0GGKxVAPoC40E4HB0BIphyXdQMVMWYF7Otq456ObIsMM20hisbY7cadip//4seODc9pKmFqyxLtt288X72+vcrwaaF7kJM7kh+fb2vMR5La3ES+CYPSk0MmKk0Mn3TC3B07u9Cxb5tl5xbxOyOY0LiN96F8EM5vRCCAanE7LvYDJLM1RwVCQ5rypEN7jO3nsZN8uxSkbS6eQvvC2beEp8ZLweQzmVTAP8zPhEgYzuxBXqA+3bHReV36SaasA2rV3hLdPbQ9vV1zuPyFCXnZv2eIeVwa3Jyj8DsD5mjactajjQ3FOgOBq4XxC5Nwix9kdOCfKcM4Bzh/jOBc/As5yFEft4dmFtPDe7N/Swtvl3xRr0foHgsg0rQRaAF9OCgrWCJepnSTt1omBtKpyUQeItpi6Pmhyh3iV1BGlBVbASIpEIzavVYfkNvmecD2z66ofXr+PiIiqVdsLtVZ3KN5RH+jhdTZElEaTzUzSgEU8IuFwMdT/E0IEcAig2iL1J/AssiKlXZZauFv5nvlAe3suKHlbZLlWEYo4wj6PwWhQZNqegUSbNoXHlyXK4J9pcyjiFXYH3M4G+vwf4QmG29iH0+d/imiLbjeRaMoZ9rmNFrOQa3sGKm7c6B5ZG6cDgNOhTHSZLCang9FRWuMQhpCAXEyDMCLFzPkfHE0jZ0+7rM3NXuxQJjZVd7IVj6Jg9MRdrrjHKBTZisdjviuSP2ETWLaE32r1J2x81QPK5usRLzArLruQVk0lvQAX5oFwO/kqiEBl1+wViviOrtOlZYqCqgghzVUFOsslDF0QPfNENrEVq1RifKniv1Nv60L1PqW6KbtIvc9NXvGJ/1G9Ma+7XG+uMYlz6p06vat3gXr7zoz+cfF6r4b6xphHvYd7hXpYvfkCJddWPDzEXoiSfLbMEOeQwqOxeyIp9cCY2RvVLEySz0UlWVImyaTNZ9OdN588Mm2A9iiEqgv56LoOz0fUxUPxexdDVCaX2Glxh2KaesPkCivnky3YJmmsHqt2LuuQ6XOAfjcLYWRGKeZv1sG1pA5+cCO1RENwd8MVh2dKPx+Pz5Gav7C2cI+OVSMWUlDkC4W8okAskepzikisJXcKbc+kbg3ErRpXJuPSWOMB601xKozsdoV05338bPI6yKOnGc4FPiMtL/b9b+AbqUSsQl6Zhx9lXrBGKi8sJopeN/vjdo0nnQaGifvNN3FZpIyzu9gaX/pg/IwiNfTNzKKyne/44AqhvU1M1mbjfGJgx9iOwE4FCeQCJiGuSqbTSVVcMAVypM+5dq2zscToDpg7HcGgo9MccBv5+PIyjC9PszGu5yPJcI6QkWupllkIxWfwwTtC26a2hbYryMiIMq9MZ7NpuI1IUnp8SU9cI4ZCoibew/Bga9TCMj6nMrPXWynLKS6T6baj4LXx93AneSVxUukVtshN+Jr2t9j3wYVkjfLwfECWwKWJP2OdUI/vKn4RALE1yQK6TKCbAC0ou8Dpr/qWBtrB+6TFxMf6tqn+AAb4NUvEY56oK5a4bZXM0lEyrDA4go5UmlQUCZtDmQdrF8o7Hso7o6084zHL48LaPK88qNDwTHnnDy2Lzy2vB4w5KO98UkY3CgmkRzHeRyS+UvN+4mPnH0gR1sz80AofFBn7/twZ2oW7iCfaB+F0Y0Gn5ZnF+nJZHQ74fSRBjAatQXnF7K5sZ7K7gPYduw3aV1R5G8xbWaWzUpd02jxLFPUJsydyXnrpCBmOKx22hKJC0ikgjkFHGwEhXub5x26H9jJ5O8wvExqirczHBpcm5pbpoA2BUFtbiLwtnAVJ7AfgCh4+ljW9mBU9W9G8cZEWGNVYnEwB7iPfm0P9u0JKaBQjNI7PHwhLe2Egjt/bKI5CbC99FHdL/pSwx+SDtvQEjiL0/wPwVGnPAAAAeAFMyiVYRHEQBPDZt/+7Zye4u7snIpLQiDsVd/dMpkeoZPqH9kKiZ9wG2fTbmQFQIOcQfN8MQAuimKEt2NimFUU4os2/TQCNOKWDSMQDbWMET7SDNOmnXYRkkfaRKrt0WI7lhI4gTcu+LUBIW2iBp920BV/7aP3wJG3g6gz0Ay6Ae12lBVmml7YQMcu0ot0c0ubfJoAFc0cHURZopW1cBKZpBw3BatpFSnCc9lEXXKfDmhM8oyNocK++LUCKJ7QgwUulLSR5lbR+uJk2iPN63zurDh23cSA6n3FBHdRrDq11eoK2FRGysDam09BpmZaJSKRA0nY235n8zz1MtGc4PYFBcjjl8U3R7mnor6Nr1pknxVExYuwT2e/y8TIsLOvrlG2XuPR1iH2IJtsl/7XOuX88Hu92O2XgZlUduvHfI965vOaZTTZu4XYRfOap6Sx/0GETa/tRyQlU4xNfxTCzzaY1caKKSfHk+OykevLJAfYE8+3BDlN1cv7SxuSC50/eV5ohFMWTdch18Fs+UoV6eP9JZ97akFeqdYuJuqfu37lb3P8q6EDFJTaco1nazsS3HFbfS9x5zmvLL7zDjXWGEuF+OQ6RAyyR67DxOTqb1Ldhrsym5TPFT+H61Urm697O12AmFdRhlXcmCtXW1dYnvL3xSxuFjC4vueqtZ3G+/OQw4qFaKMuRYgEbYiXjrXGtWbSWpWOGL46fs8mPeaCT6uj6nFRyrQqxGVcXl4q/zmjpEvJdbJAX4znj+cOx5lJ/5JNjXeoRvyrnT6sXc351PJsdT+flueZqxqfV9Kycl9UUtws+nr7hZ+X0bMTWSRntuz7alBh1dV3fOrtUrK39dsK8ClGsqbe1W7maW+ObjWlQit7GzqWEakizUIjOoXVyb8LWRu98w9eYB94ACSOQv0hVfbsyujVpjezf2xg0Jkk+p/a4zQBGu9nsxUbb6FbwLemUAvV0TZEcNbSmTEwTKugIa3QjY9/LdyEd0xJxC7KQNaITZcgdTqaSPNWwRuplN2JbwvKX4GfoH9MYv538FDxu0JREdrD9LS/uyMF/DWkGa8KKtB3QLuDphe8UCB20zH+QhnZDETiWb5Ha3weuhrywvIIuCGoDe0sG9wn8C8nyCTI8oxOq6MkBwhA/RN8+jB+iKsSd00vhmsgJSz7AvgLOjaYQzRpeWXL3yI9RZdiwHtJ9WDugvyUrPitoW6AuJP4eKXjcQU8KnD/P9LAqTipisLL0aym9hB9eZXiufrvjTnJHByXuBW7uf5uGJJ7D6x7ascQzdokRuRauXrg58Va/xeaKjOTP6JHC/nRA/fmZzHiph2aOGNTsYAa11CkjFnXbV1V6hSpLLyRveXUpue0ro8H6Emcl+P4A+fIAYQTN4WzJtMhiYfa1d/c93mI5mYIFdnvwjRl595iei5xRET6sDjBq6UJPWfqQBEtJnRvYK8RfDkx+vkZLOaW/YLUZ+sUSJ5MhX/Yxaemu5ls4T+SOm1TkFaQ5OlrRC5y4wzrD75imuJd0LrEVNEynOKd0JhGlyLAJcxb/NzifwQIfwbbk9tOI/R31wj4J9yBaRx20LU4wl/w1JPtbHWZaCeo+NklMDa+VeLL0z8v3bLDLVIhPpE5qOczG/ssaJgLW4avb2xtIW4n15ASV6Xr4+8DYhZN0Dox+oqvqt2ZGS06J1kPv3wujAH3Gafb/neB3jJUHxkYkxvkVLWK0aFC5Abf8DzakgIIAAAB4AWzLU8AYBAAGwO/GbGthtp1n22n2fszIto0t27ZnK9fsbOO5e7+UyH/+ei518z/K3pikZMqnQiqmUiqnSqqmWqqnRmqmVmqnzj+vXuqnQRqmURqnSZqmWZrn2LRIy7RK67RJ27RL+3RIx3RK53RJ13RL9/RIz/RK7/RJ3/RL/wzIKXksczM7j2egEkpmkFJKK6OsnexsF7vaze72sKe97J2r7WNf+9k/g/OHA/KXAx3kYIc4NPMzJHMclnkOd4RyjnSUox2jvAoqqqSyKqqqlp9VV0NNtdRWR1311Ncgi7MgCzXMIo3yq8aaaKqZ5o51nOOd4EQnOVkLLbXSOmu10VY77XXQMUN10lkXXbM8S7I0T2SYbrrroadeeuujr376G+CUXJMnneo0pzvDQIMMNsRQwww3wkijjDYm6401ToFCRYqNN8FEk0zOqqzISlMy3FTTTDfDmc5ytnOc6zznu8CFLnKxS1zqMpe7wpWucnW2uSavuNZ1rneDG7PRTW52S7Zkh1vd5vaMzIiMypiMdoc7M9ZdZprlbve4133u94AHPeRhj3g0Mz3mcU94MuPyp6fE057xrOdIYQpS5PkUe8GLXvKyV7zqNa97w5ve8rZ3vOu9/OJ9s80x1zzzLbDQIoszIeMz0ZJMstQyy62w0iqrs9oHPvSRj33iU5/53BfWWGtd1llvg4022WxLJttqm+12+DJTMyXTMiPTfeVr3/jWd773gx/95Ge/+DWz8pTf/O4Pf/qbIHgADOMAAAD4u9msbdu2bdu2G9WprdS2mdq2bVuz7v4T+Agf+8SnPvO5L3zpq+CBr33jW98Fkb73gx/95Ge/iBGEBaFBuJhBhFhiiyOueOJLIKFEEksiqWSSSyGlVFJLI6100ssQPJcxiJZJZllklS14JLsccgZPg5dyyS2PvPLJr4CCCimsiKKKKa6EkkoprYyyyimvgooqqayKqqqproaaaqmtjrrqqa+BhhpprImmmmmuhZZaaa2Nttppr4OOOumsi6666a6HnnrprY+++ukvRKgw4SIMMNAggw0x1DCRhhthpFFGG2OsccabYKJJJptiqmmmizLDTLPMNsdc88y3wEKLLLbEUssst8JKq6y2xlrrrLfBRptstsVW0bbZboeddtltj7322e+Agw457IijjjnuhJNOOe2Ms84574KLLrnsiquuue6Gm2657Y677rnvgYceeeyJp0GUZ5574aVXXnvjrXfe++BXv/ndH/70l7/941//EwQPAEAAAACA/rZt27Zt27Zt27Zt27Zt27brnwACCoTAgggqmOBCCCmU0MIIK5zwIogoksiiiCqa6GKIKZbY4ogrnvgSSCiRxJJIKpnkUkgpldTSSCud9DLIKJPMssgqm+xyyCmX3PLIK5/8CiiokMKKKKqY4kooqZTSyiirnPIqqKiSyqqoqprqaqipltrqqKue+hpoqJHGmmiqmeZaaKmV1tpoq532Ouiok8666Kqb7nroqZfe+uirn/4GGGiQwYYYapjhRhhplNHGGGuc8SaYaJLJpphqmulmmGmW2eaYa575FlhokcWWWGqZ5VZYaZXV1lhrnfU22GiTzbbYapvtdthpl9322Guf/Q446JDDjjjqmONOOOmU084465zzLrjoksuuuOqa62646Zbb7rjrnvseeOiRx5546pnnXnjpldfeeOud9z746JPPvvjqm+9++OmX3/74TxA8AIZCQAEAfLWbbTvbHrPthmzbzcy2Xd9Gtm1z2W64m0iYFJaxrAQkSpIsRao06TJkypItR648+QoUKlKsRKky5SpUqlKtRq069ZazvBWsaCUrW8WqVrO6NaxpLWtbx7rWs74NbGgjG9vEpjbToFGTZi1abW4LW9rK1raxre1sbwc72snOdrGr3exuD3vay972sa/97O8Abdp16HSggxzsEIc6zOGOcKSjHO0YxzrO8U5wopOc7BSnOs3pznCms5ztHOc6z/ku0KVbj159+g0YNGTYiFEXusjFLnGpy1zuCle6ytWuca3rXO8GN7rJzW5xq9vc7g53usvd7nGv+9zvAQ+aZroZZppltjnmmme+BZEa+VEQhVEUxVESpVEW5VFhoUUWW2KphzzsEY96zOOe8KSnPO0Zz3rO817wope87BWves3r3vCmt7ztHe96z/s+8KGPfOwTn/rM576I3MiOyqiK+0PcHnVxW6RFYsyL+TEn5sYT8WQ8FA/HvXFf5PgyZsVsX/namG/i8RiIVt/6LtIjIxqjOdqjM/KiI5piLDKjOx6L/hj0vR/86Cc/+8WvfvO7P/zpL3/7x7/+ixH/x3CMGjdhMuoTI5ISpwiCBwAgAAAAQKtt27Zt27Zt27Zt27Zt27atCiiQwIIgqGCCCyGkUEILI6xwwosgokgiiyKqaKKLIaZYYosjrnjiSyChRBJLIqlkkkshpVRSSyOtdNLLIKNMMssiq2yyyyGnXHLLI6988iugoEIKK6KoYooroaRSSiujrHLKq6CiSiqroqpqqquhplpqq6OueuproKFGGmuiqWaaa6GlVlpro6122uugo04666Krbrrroadeeuujr376G2CgQQYbYqhhhhthpFFGG2OsccabYKJJJptiqmmmm2GmWWabY6555ltgoUUWW2KpZZZbYaVVVltjrXXW22CjTTbbYqttttthp11222OvffY74KBDDjviqGOOO+GkU04746xzzrvgoksuu+Kqa6674aZbbrvjrnvue+ChRx574qlnnnvhpVdee+Otd9774KNPPvviq2++++GnX37/JwgeAMJaAAAAvnT1bXu2bdu2bZthtm3brHnNtm19W3cR/0T8G/GfQIhQYcJFIFKU17zuDW96y9ve8a73vO8DH/rIxz7xqc987gtf+srXvvGt7ySRVDLJpZBSKqmlkVY66WWQUSaZZZFVNtnlkFMuueWRVz75FVBQIYUVUVQxxZVQUimllVFWOeVVUFEllVVRVTXV1VBTLbXVUVc99TXQUCONNdFUM8210FIrrbXRVjvtddBRJ5110VU33fXQUy+99dFXP/0NMNAgg0WLESvOEEMNM9wII40y2hhjjTPeBBNNMtkUU00z3QwzzTLbnGC2ucEc88y3wEKLLLbEUssst8JKq6y2xlrrrLfBRptstsVW22y3w07xEuyy2x577bPfAQclOuSwI4465rgTTjrltDPOOue8Cy665LIrrrrmuhtuuuW2O+4GMUFCEBnEBVPccz+I9cBDjzz2xFPPPPfCS6987wc/+snPQbxf/BpEBYnBL8HPwa9+87s//Okvf/vHv/77nyB4QJMCAAMA+seXbczsZttcZNuabNvmekeLXF9XqI91i4wT1BF6T2iiqWaaa6FldIi/8S/eEwWRjMJIRyZqozgqIxXv4k3UaBX5aIy3WmsTdVGvrXba66CjTjrroqtuuuuhp15666OvfvpLSCqIDwoNMNAggw0x1LAojfL4HH8MN8JIo4yOL1ERX+Nb/Ihf8T1+xm9jjDXOeBNMNMlkU0w1zXQzzDTLbHPMVaRYiVLzzLfAQosstsRSyyy3wkqrrLbGWuust8FGm2y2xVbbbLfDTruk7LbHXvvsd8BBhxx2xFHHHHfCSaecdsZZ55x3wUWXXHbFVddcd8NNt9x2x1333PfAQ4889kSZchUqValWo1ZaRlZOXp16DRo99cxzL7z0yuv4GJ/8Z7M8lBMHkjBcRRitjffyc7iUQ2UlvDlzOY1BBt0CcgHa9PQ30nyS5bRrfz2anp7upvkh3snlodqL+PpQfCuMel+aVpo1tPLYhDZ0oQ9DGMMU5pqJCW3oQt+Iq3W1L77q++apZm63tF1H+5n+LF2Wh2W9u9kWP87TVXWSy2WxP4lsKVXSeKUwF5kqRZ5ErndzSsvb0s7z/jhZhDCGKST71IQ2dKFv5GTfri2fKtzZ1SDbq/46vW3b4mqQtW3OFE3TDUzHdLRL5Mxe3EXAz4Xx5MW1PIiXp3K7KoyXujZerzmZhTA2Xg77a6ezV/fjmpbDa+jY0BVv5LI+FeINWbZeyeSNqgMXH4YwhjTMNaEt3rWh6Eso3g1Cuh5eLvRhaLzXRT1/v6n3a3mod1tZ073MorQUcmdmQhu60Icht+Lv2dP3m+qwZzeGKcQrN6HNYMbik27Op7YSYhHb81nHMIW5+Nyemn1+2H0vb2lbtNI3IWVEufgy6Jlv4x7jlsKcfV8s9FwsmPlFO/PTxaHcr58vnuinAz0YwAgmdMCFvrHQIzVd3PUvD2EMU0gf56b4y/ogvxXiL7oRf7lrxNlfVmVxKI7lUfyt9Zn97eHsh10YF/owFH9v453//cF7OrKhq8sI55purKmmXdIhORQ8Loot6EAPBjCCCczgXDOxoAM9GBjynuBlmrlDmiYSFsyWAwlZ3gneaih4GZyLQj8uqKnQSlc8VLoIJjCDnW5Y0IEeDIzintIFpO/N1oM01w+VzhHrodJZWun8Vulmm0cKx22RzzqZbBqlK/VEl0OlyzpNjmBilDrDM3i5Iols9r9HmhcgWA70Lr6uD0Wx38r9qlyKrX6Pb9vkJ1tVFudS/AMYwQTSR9eCjtgPBTAS+6EA+nh5MIDRbC9vq+PpUN1uCqNCDKsn3rw21WeQ+zMLOtCDAYzIAH/PmVYDMUxgBvHKLegwtIk4DKrzAnEYimIEE5jBuThqDTg+EsM56sZR34KOOA1F0MEtYTuD5BkF+AWi1qNT87aotRjWrRjWT/TThT4MYQw7WfOgugkxrAdiGMEEZpD85pb4rsXwu27E94EYfu/F8KcWw5+PxLAL48EARuKXFsNfD8XQgWi8m7S0HRrl0FDPhDZ0oAs96MMAhtDSjCLWHWOYwBTmcK7pm9CCNnSgCz3ow4B7U9YhjHmesU5hBnP2u/thYEIL2tCBLvSgD0MYwRgmMIPcG5rQgjZ0oAtDGMEYJjCFGcwh9UQmtKANXUgdsQVtPg07v3B885+bqfr9T9n+3ar1qbVO45eX8tnLdlQboxlAZTx/eTe16rH+rnopZy+76b6UZ3xzvZQXL/t5VY/5Iqssvsr2VtwcQtzxs9POctXuWKq7ZJeL7HKR93KRXS5ykIskF7XdSITaNmQjEn0+eZdFbPWW01tebwW9FfVW0ltZb/X1JVZvOb3l9VYTT3Y1j/t85p6qa32vrjWJX6wfddN2mv1WQbvAtqUCDD6NVfCtctIffI2Bt9iuqj6Ok3bHnaC3ot5KmnPHrTxuLuXkRoWbxtvbjZwkxUlOr+RuJ9txctTY5bfHcqs+Wv+utsa52v6yUdbkZaXM1/L2Voo3cne9kqO39ehdPfprabzflc0rNPpQjj9tqunncr2T4y+yNhY61PjDphyn6vfDsdTXxNF5e/+p2lfHC25sF8/yk356pi5kX1n9QFxwmd5ZDE7+lkXnef5+V6x1hKlsi71uil03xU5XxfYkjYJSfzWlNpunttSyKfVrW+q2KZXeJOloX49+lEalUxgfVLHHttiTKram2FtV6FL9quW0UilwOrU1MxNa0DuXd60ohq0oulaUfSvKYSuqYSvqYSvqB62o+lb8fhihffKnB87/Z6nesSBHgSAAXom/kEmBuP+Ndma2w4qXSSnb7P/L//+Ubpp8f8Zi6BeDm4cfr+8m7eVJeU/KeTG4ab9Mut+LoV8Mbh5+vD/rpL2zGPrF4ObhR3tn0l6blO+k3BaDm/Y/ub/yYuiDh9f7pO/GpHwXQ78Y3Dz8aD+8z8mXi8HNw492tvd38uVicPPwo53rfU2+XAxuHn60kxLzzydRToWVjZ2Dz89IzPSeE/VPYdUXVjb6nZKYfdfY9YWVjZ2Dz88t18Rsb/DRF1Y2dg66P4mZg4WV7lui+2fy1RdWNvr9r1HuidnOYugLKxs7Bx+7g4mZhZXuR6K7Z/PoCysbOwftXTncz8SsL2z6wsrGzkH7we3+Tcz6wqYvrGzsHLS7ed2vxKwvbPrCysbOQbv3D1V1gTM3DIRhWFCawlUss2OxKfdwysx4+VLeWukP+3wZ0ywnvmMTZqzYT4c5TUPmm7efHr96/Hw+WEk9nO8Y9xhunl/Mf2//jD/479uTWby66sCOO91RH/+uGW/YsQ2usTG/Y9Ps03FQN/c490+H9ziT/PfcS/0yp11yv9bHpX5m+rnU9/VoeaPRoEWHHgNGQTVXOhhLuGHGIrjWlLWmYsOOA/dTq9GgRYceA0ZMuGHGghUbdhzI+VqjQYsOPQaMmATVpLJhxoIVm6CaKx2MdRxId5FuEia6yRotRkE1VzoY27AIqrkSc4oWVFNIa8xiQXqsGi1GZF7TaATVXIm9u0aPEel5WIy4IT3sjDuNBi069BgwCqq50sFYwg0zFsG1pqw1FRt2HLifeo0GLTr0GDBiwg0zFqzYsONAzg8aDVp06DFgxCSoJpUNMxas2ATVXOlgrONAuot0kTDRRTboMAmqudLBWMYqqOZKzClGUE0hrTGHFemtGnSYkHnNCqq50sEYe3SDARPS83CYMCPrd3ePV7n6+OHv3taYeOvH4w9vlb598lH++u7N519E1YUOgDAMBNA48p24HYFj8PdYLdZVX3xzjqWWB0+plOy2WmpFg2PTV590bu8vmdvrVC/yrPu2owwuvR5Ua801KkpDaSgDpaN0lIYyUAZKQ+X1GzADZiAMuAE3YAbCQBgwQwY/4/9EP+KLPP+8+IHvlX/35fGwaV5tjqswGD5te98fsg/BDnEuCWH6Tu9X23sv///4M4ze+DznRnoNQoBgkowluZeNvMumOBcV3zKSa/tWdnEp7XMTq17cfvP+7e8fr1/1L4eGJjeZFt3kqtdqe6jPqeh2VvW86q72lymaSar66jlXXfzNcqi6+MneV91U3VY9rRdtVrR3139P1iYhFrW48Vwb/fn62vsnv358/Cc++fnyn4VEklhKZIk1iXWJDYlNiS2JbYkdiacSuxJ7EvsSBxKHEkcSxxInEqcSZxLnEhcSl724Fct7TpFe2onuR94IDh161amOu9Hedf58ebtWesiiFHv0dDPqdad6a+GHsNZ+gB5swQB2YAQTmA0XDvRgCwZhrQ/p8ZoNVqGIYfbCWi5ig50G90Ujr1+9//TpubaaLEppHKX08nmJxj3qStReSkvwmMCs/lJjIsp2FNkmyeNJ8pWzu3n1KDJHka+O4h71KcSiAyOYQAKbHOjBFgzCWrpirZNAdGV7f328g3VbHwUtNsL7wWQcMe/kZqW4xcznwvsbTMCYFtRGb6jWRb5rikFkMV5NMqjDrvvmaow3Lcb3SDRw09eISwdGYU02sMukWbeY1XqaYEMbD7ZaVqmmGYj4lJoabVBlNYwIYAfGYfTwap3GbNg60Mu0VN1wnt3QWGYXKVB0t1OGt2AAh/F7dgJ7dgJ74xPYsxPYWz2BPTuBh6sVPRzCckLkE5gNlw70YAsGsKz2KlrX9uTm5lDsg00EE8iE2YGez5pI0LCdDjEvdUE0dkPj+MSngf4IJjBr1JHF92gc36OxO1kX9BNuS3Cg161/+/rH576u4cWnn9YxH+Y5HrsLHncRHwnM2AY5OLErcWJLPhkv+cSuxMnqlTjhg+/EvoNO6nfQw5P/vyUNOAVn4BxccH4tGIS1fmmYcXQrcgdGMIHZcM1p7aWoaSALwNkoAHetuklWF8VeZPYXY/sL7OtU3cqsLRjATh4vi0eRfaNRFsXRe1Derudf7xSKY0Ix1EsZttGw0dg7tD6/OWTY9DGmJJ/cKM8nuF1TfcKae5PZpcw0qZQmLc99mWJpUPJPcGvI/4muPf0tuTvI8/fyV9NzathXw/U+I6jBQ1JQz31eUHYnNu/1PjsolYrqc4S2xKhL80DzrwT+8X/yfDIZtqrM1s/fLxTbfgs8PVAikOfiu504cAJ6sAFbcAoGcAZ24ByM4AJM4BLM4Jqhd+AE9GADtuAUDOAM7MA5GMEFmMAlmEHW6xw4AT3YgC04BQM40+UGn9fmDos5GMEFmMAlmEHWHrzhzIOt4dyBHgxgB0bD6EAPRjAbLhzowQAyLDmQWC8d2IIB7AyzBwPYgdlwTbZ3n3/+9vrHz/67Sx8R/xJhFkgKxEAULcP1SCsXGZfaieBw+6Vfp0lZ3o++QgY6UrPKlzf4Vprrg+88BasMU69KO94Zv4xPGadYFaBWlQl+ZINV+6yn0r1pp9SEh0zcnG7t5ToG4YNxGtufbuHaXkbfT61MJTbVJK7w1HZX2ZFwTicebFoaPVq2CavhFYfWI+WlRIZcom0sz623nQm2cF+dy/qvvabBQ4o2vJX8cSJ8jtRX8xYv3DIA8ooK6C0DqLcMEK8r83hlZZ6+tiCvLsgtA7T/iBMPWZ28iW+b0Oj6OjhXgmZWmVmFGaBmIGaQmVVmVpkZiBmIGZTNiNmMbGawmoFq1vjgMAPETEDNQMwgzCDMBJIZiBmIGZTNiNlMczKD1QxUM39zZ8wAMRNQMxAzCDMIM4FkBmIGYgZlM2I205zMYDUDd+HcdK0b2aacf/MWz3+0+f0nKR6MIAYAAIAt96jtU7n/CFVyiD766qe/AoWKFCtRqky5CpWqVKtRq069Bo2atGjVpl2Hrq7tQjluGAjAcLl1dJl7k47AOGwc7juEmTlPX1n7392OQ99qVzqZ7dCpcCacCxfCpXAlXAs3wq1wJ9wLD8Kj8CQ8Cy/Cq/AmvAsfwmdC/nSvd+Jg0eEojtac8Ewax5gTniFjvOJPONUmOPh1Jlwn4m6Oj0gyUK5gEss1jFiuYrJ4sUP/78f48njHv7n4/fQSN/GgfT54/PhxffF4ID/ea8tf9ydPMUuz+XF8d3smjc6hxxwLbLBl8Ei7xiHpXbEn3ySexivjn3kZzi8ej7N44qQgbcHYqcASK6yxwRZtFl8qnUHnq/ncI34y8zlHvEonGw3GOfRi3bCUSbtZO29ZDo8uZPM96uYg3lIk09jfB4+Pd28v97R9ltrzTSxlitaKfYkyVxXnjjePgzNGFl3AEiupH9/SHhhv0SVLZ1HalQvSLtkjwWNA/gC1a7DDHkecxL7GBlvssJflEW2w1mD6sfUmPqPqDKqq21a9wblKLhhUudygyhUGVa7M8O+RIZqrq22861oZVMNrgyrXGFS51qDKdQZVrjcoK098QHUyuBvhnEGV8xluNpsLGW4zNTbYYoc9DjjiJHqLAXMssMxws/S+MrhbUl8bVLkGW+xxxEkMFh3m2GCLHfY4iLk3uJs7L8TSbfZr/HRrFc9993X7TPW0axWrntLWPYOK8+0oDldV69cqVjW/XS7iRU2WhHhRa9YqXtSCqgVVK5lvGy9qzCfxosZ8Ei9qzCfxYlnKtYpVLWdZiPWyOD+3VWxVHIgDfTaxVbEczZZLsrXV3tN9fFBPN6XV7eGuIXU5Fqdxmv4DzkbtMwAAAAAAAAH//wACeAENzwPUGFcQQOHBvk5t27Zt27bd37btg8a2zcY5Dmvbtts7+J6WoiKyrRD2u5hU0Kexd41ci0+TKvmkST2pMlWm41xS5S15G3+RX0V1O90e99Q9xfRYPZb5yXoy89P0NLxUL8XL9DL2r9Ar8Hq9np08LWBepmXYpm3sjNRRzBfpEnxJl+NKXYmrdSNu1pfxdX0d39FP8DP9Er/Wr/Fb/RZ/0L9EjRCzZFtgWLCzs+2Mu9lueJAdhMfYsXiSnSRmp9lpzC+wCySzS+wSvMwuwyvsCrzOrsMb7Aa82W7G2+12vMfu4d777X580B4UtUftUXzcHscn7Ul83p7HHMvBfMvHYivGGqvhrnqrx2Z/QMwf8odE/RF/BJ/35yXzHM/BIi/CUi/FFm/htN3bsdO7sM/7cMAHcJAPwuE+HEf5aBzv43GiT8blvhw3+EZ8z9/DD/1D/MQ/wc/8c/zav8Zv/Vv82X/GP/wP/Nv/Ec1I9Czh1tnWuHe2Nx6dHYNnZWfhiuxN/D77QTTtkHbAI9OReHO6Ge9Md2JOysHaVIdD0hAcnkbg6DQWx6cJOClNxqlpKk5P03FmmoVz0hxclpbhirQSV6fVuDatxfVpvWhsH9vjnrEn7h/74wFxrnicH0/gU9EpLiYHsXsAZwfFwXhoHIZHxBF4VByFx8QxeFwcjyfFSXhKnIKnxWl4RpyBZ8VZeE6cg+fH+XhhXIgXx2V4S9yCj8Zj+FQ8hc/Es/h85GBe5GFBFGBRFGFJlGBZlGFFVGBVVGFN1GBd1GFDNGBTNGELf6L/A7nRldoAAHgB3NcFkBN5Fgbw9954pDvJJiGMZkMmE9yl0GCzc5BDgtbs3OAuRWHF4W6Fs+7u7i5YTa3rYHM4rO8O7sy9/irFufvR9X799evXHan8w4SYiGx0JCVBqd2K4/0pe8Qvp06kBmOmjppAiYnDpk+mkZRKRFRTg72NvJSvcr9ElyAFkn0mO/moIHkk5CA/BX/ruhRyUi26lkKU1rm0e5CadE30D1LHXv1+HqR4v579glTaP9EzSGMJ87oZFKBQ8iiNTKpNdZJH6eSibAonjzLITTlUmDzKJA/lUiR5lEXXUB4VUXTCqKmT6QQ8B69Yciq0QRf0w1wYgtFJw6ZO4EawGyyFU+ByeAd8DlbAffDUpAmTJogNuqAf5sIQjMJGsAVsC2PTxs0eJcWwB+wFE3AgLIXlcDgcDccTEZPt7zYLSSgF7306ZVDm/02X0f97fET3D2jdo3WH1i1aN2ht0FqjtVJrqZadAhSkKDWhNhSjEupDg2kojcVqYJpK2KecIewzAsl9s+T+LsLebiT30eR+anJfSemse0c3EiLKcobDPQrjhaMjwU4NxlauXPpWKo0kSv7j9xLvvURMDvqImliH/9O1hA32cjYHOcINuBm34Y7cTTs9uA8P5DKt4TyWJ/N0nZnNC3k5r+FNbPAtOn+XbmX8gFYZP6bl1eln+CV+Q2sNb+EK/oi/4D18gI/x93xCt9mczee4D7aBul3hMkkVm7jExngUPKaBR1ojfn2kTZLLWySkFeU2aiNpwXdJW32MPRKTtlLMhjTiiMT5hCT02jU8XM8MlnIZyRHO1s5s3cpkvEyRmTJXFstKWSc3yG1yjzyk3SfkOXmF3yAm4svE7LSk+bJHswudVciZ6O+VI5oFeY7sgS+p8+BsTN6Pq+pAE/oxvwvuhetlifodzo5FZz88CY+ifyfyXORXoJPPWI+F7IWFMBuTF3H2BPLX8BT8FWYykFci5yM/jnwNvBedrXAp/Bi+LhnE7ODTagE6ZzEfgnZ4PfrnkQdAH/wF+h8gr0b+Vppr9sIsS7qAXBd5CXIQdoUNYRHMx8wnyKZ8DLcQV7SomIm1uJoKiLjPf6zG0i7aR0foW6qmM3SJhTN/b2U1SK4trCytMsbKomqdnM6ztRZyD6wvgzfxLXwXP8AP0C5+jKqTq6rBb68p3TfAymuQXF3n+EpyLfklV0IStdaKtJWYFEtcEnxMsCoEK0GP5uq8X8+1xZnBbPAJWay95PogJpKHiNmABfBnsAXMg/lwGOxuSUuQy2BrdJYhT4DXwThsDIugH9phF8hwlSX9iByALktpYa047o3sRb8n7AoHwhb41C3CZ4aRH0c/BNfDuDyGR1TpEjoxWAhvhWnwTfV3P8NF0knNQc6CNtjiDz7VjWEQnVV/7hPOEZiNySvIYeRDyAORj8JPfmsFIbMhucTSDq+onpU5aEn7LHcEd0SwUjzJv04ZRVifuy132HZ4MOEnIaIIykkhilIjakFtKUbFFKcEtmIajPsQMQ+CbuiAhiXth7vRiSCfgkfRKbTc/sb2fXjM8VSLiBf+y2oDR7kRt+C2HONijnOCB3M5j+TxPIVn8lxezCt5Hd/At/E9/BA/wc/xK+pbetU2fk/PfsKVXMWH+Gv+kU/xBf5aSNK5ShzikYDkS1hTPWkirfg2aS9ddPZrvfdbOlmpbuNyKeEoPye9dK6/lMpQvSbAlTJaH+UUn5KJMtXauAr3noU7zpelslqvu0E26CPdpNfeIffJI3rVU/KCvMbF3Fbe4cGyQz6Qz2SXuo8XyxH5Vh6Rajkjl1JEluoj78OxXqfXlOOKD65OPyJL9W6vpWQSE9V8S8wGbAQHwaawniWtQC6D3dFZAi+jUwKvhZPgdTCOmVXIraAbOmAXKHANJi/BanSyYS5sCNNx9kJNtuZ85DmwXU1tYjaRZ2PyUehHZ0ZNRPNjlrQfnS9wNoT8HfJY5IoaQz2CTk9YCu+HOclHV7kW9NTUUZug/zg6zyBHkAPIP8GP4ZPov4LnUweduehcj/wtcgTWhnZYF2c/Ra4PU2FXWATzYAoMY/4g8kDkH5ALLbfO2hL4Y98GdAorU91atnX4b034KUMr97e+DZiIjxHzl7KcWJxym+aJ6NzO1erDfFL9WNzqrVZ/a2hr9LfumE92rTDVoybUSm1PXaiEelH/q98rd8FllnQLcgw+AfuifxxWo7MKFlpuqdxS9VuPFfq97zF8k+lRggZT+dXH+wwutaSJyHHYBZ0bkOfAElgEwzBi+VabLUt/88uA3vufrhQyyKsb/o+wlCr4MvG7D+F303qOclseib/br/42kJLUY+nPZJzJjGUWZ31iL7UPtU+1L7Svtm+w32T/3n7FkenIdpQ4JjuWOm5zvOM45kx1Gs6AM9/ZzTneucH5krPKECNq9DKGGlONpcZNxiPGa8Y7xnvGJ0alUWUcMr43ThjnTDEdpscMmPlm2KxntjDbmjGz2IybM8255mJzpbnJvMN8zHzG3GJWmCdcLlc9V4lrtOsG12OuN1yfuQ64091hdxf3SPd89xPuHe4qTz3PLM98z1LPas8zns88uzz7PEe8vbxDvVO9s7zrvPd4n/NWePd5j3iv+FJ9Nl+ur5mvja+Xb6Rvsu8G33O+bb73fAd8J/y5/mb+uH+gf6X/Pf/XlModKI87Upg7acUoj2zcjrzcnpx6pqWeiXEnrZjmzr8mtB7Ca1vPAAD/a2fFPLZtZlhz2vmot3av77FtzcrJsW2bd1a7sTPIk72Dv2/tdvDmW9aHnTAz+ajtn+CToTpk0ndCYfqerkvSUzH7f/7OCUNifRgW28Pw2BtGWq6OLeGB+JBHPOYJT/mtY37H76mh1rY66mmgkSaaaYn1yfnYklzgIpe4TJZcbEmXx5p0TWxP17E1dqXb2M4OdrOHH8an6WHHHeVYrCksju2FJZ71kKdu9tSdf3ri0bHLPEjCOMYz0fpMcTYLQkFYyKJQ5K2aw0Me8ZgnPOV/vgXdrpclRw+99NFPjF1JICFDHin5FFBIEcWUUEoZ5VRQSRWDgv8NGcJQhjGcEYxkFKMZw1jGMZ4JTGQSk5nCVKYxnRnMZBazmcNc95vHfBawkEUspprPOuY1Psfn+QJf5Et8ma/wVb7G1/kG3+RbfJvXeYM3eYu3eYd3eY8lLOVwKEiOcJRj3LXtHvd5yEte8T6/pwa/BpkhDGUYwxnBSEYxmjGMZRzjmcBEJjGZKUxlGtOZwUxmMZs5zGUe81nAQhaxOCSqtTndxnZ2sJs97I2d6WVz741QqqoG8/fe6lKptSq1M0yI/X+q0HmWF4T8sJBFMatz07DBOTe4yS1uc4e73OO/92VX+B2/p4Za96qjngYaaaKZFrrdO0uOHnrpo58YO5NAQoY8UvIpoJAiiimhlDLKqaCSKv5flW11zDa2s4Od7GI3h0N+coSjHOO8iXiBi1ziMh2Oy4q5kGYysT+TTwEfjP3mSle6jo0xppvZGgrSbWxnB7vZw97Ym35f5n4Yf5leiW2FurSwhP2xv/CAPH1GJn/8l1ljOsrSKHG09Sm+crUvv8H+/z5XsqGOehpopIlmWmh1rTba6aCTbudlydFDL330E2NzEkjIkEdKPgUUUkQxJZRSRjkVVFLFp33986bzBS5yictct/0Fv6GNdrK252J9+nb8RfoOS1jPBrbGbLqN7exgN3v47p++aLdemJNeCeVh4D9M69/+969lXx31NNBIE820xN+6Yn1ICsY48jVZeSITXTJRF/SSbOSCetNPg/RTeai2vMExrWIb7XTQSbdzsuTooZc++omxLgkkZMgjJZ8CCimimBJKKaOcCiqp4v/UvgzkkrXiOtazgY1sYjOH/ZYf4SjHOG/bBS5yictcd40X/IbWKGNiO1nLfqlk7FH6DktYHSbqiWy6VlwnrrdtAxtlajNbZXgb29nBbvawN7bL5i/T74dy2fzgH9gxC+BGjiYKt3ZnhebDMHNSHCg4ZmZmMgWKwow/MzMzMzMzB/6A2Yp81knyXrRn6VTV+W4sK4rCjFJ9O7v9Xve0pJ0dlyNROZk1UojEISEnv/5LvFx+CbsyfDHltffZsbWnd4nL1Q/Nj/QBrh4QZywup1t/l4TkHDlJJjntOuLcpGknrb92MjCq9zoFKMJhvdeNaMGNQkwmunEddBulxW2CZml0j9Vfu8fDbJgLl+mI+abuF4M74jZqyW2CZomIc+TotnCGRqyiaUkSzDniFKAIh3Wkar4DzOcxn1fOb5RYrRvnmbiOwnUUrsm4JuMnn2g90XrbK7k22kQ0RjRW6ehpVXx6LipGxHWjgFr1DTSaq1kVjuFovq6F6r/UuR55hj287jJ2JbGKxlfCCxgJOVfIUeJwZ//bU723/IuFuB6unHOsdpS1etlSFa2tUF2nulrNvVE5NkgDxw9JvcTNjXKUuQlultPNLYy3Mt4mR/FsOD0SY4xDQljrbpLe7bFS/TjNmwu0VHXmHtFrZjVmqQZmmfpmuebMamUHJlJg7iUacJZEy6EFZoXeY1YyrrK+LrNW0+GvahfVbAVYThUcqD5qgOpLGDVdVgPUPGoa1bd5gzV5KYNCXsGqWVS/Sk2i5mzVBN2lcORwpHGk6e4zuJJ014czZ9YwjnX4b/FwpnCNz5CyNUxVZ75BwbdbD5o9RPYSadWSadekuEQLRLjStMTMLg2I9JV9GbNP83gzqH83nfZTD0sER+6RSkAl1BFU36qp8fxybh9qBjUjUWYolWeozu/C4ePISbicX6sGkiA3hZpGzaHm6O4POFKmDXc78Q59qNxlsroOtFpHCtW330S6RumTCc4GaXQ2ynnOJjnJ2cy4lXGbTHR2ML4F7f1ylPMB4h9n/ATjFxm/xPhdqXe+h+dneH/H+e/lpOe5Wsj7oxYedYzx/5RG/pcyKzQdZsBMmAXzYSG8k5UTdd+m97gf1LT7A0iy843ooGnSQe9XUFszZFg9spn9/svmSrgGboc74Nd6v/ktv/If4S/6TvNPxn/Df7Xb3Kv95j70++EB6IJu6IFe6IN+GIBBSMKDkIIh2A/DkIYDkIEs5CBgjkMwCgUoatJrhhaYABNhEkyGKTAVjoKz9Z3eLMbZMAfmwjyYDwtgISyCxbAElsIyWA4rYCWsgtWwBtbCOlgPG2AjbILNsFu7vT2wF/ZBK7RBO3TA+7Tfez98AD4IH9L+8HH6HzHeXdrldUEK8tr1OBGeqXqPeIb9Fu0gWhGtiHbwCfKLVZ7i42c+frQ8V9jwdDYfgY/B1+Gb8G2pL+v2+DhzP0FNb1RL4tX2FT5K80+Q4YTj6E2cxcIxzti9wgnWdB1jvQ6HGzWLmg8366Fwi2YlgiOLGqD2hxsYG9XHkcORE4N6CNUnGhyJSogIHXHMU7dUziihWbd1jnLlUz2QOD34RAO8vq1Tr3eSM4SLGQAXv2bWVsyMdQr0b/PDtjsbrcwzhMLORZQ+yayr2isKZiWsZlWt1eHyEyxr9nLeCu087zr55prK+1eOrLxZDiv0u3b/WaVDdg9ag7YWzy7N2Kdtm6bIHuAJmbHP0sj4roWrVPW0DnBlpNEspatlcrxZDiuot5JxFU779Ma1R442e6XB7JOJppWxjXiHxG1t56ufESPy9X98o0ESvEXTGvD2NWvfh+VxX2Q+/uukV1zU+cpP7DeQ+npaQuKJqK9p3jmUL1gl84048WaUkqakQRo0qwXt0yz4Nd+LX3H4tY4nfulv9a96T+WqNJ5DfqB0U1ECLUn0aTicLxeFzr9x0Tf+I0fLdQhN1vkt+vmd3qe/kwnymnxpoD/kW/jsa/TT+8oOwPFh9s4zum0rS8D3RB4qUpa2dq00Z9v0Xs/Z3nsvv/ff9v2zvffee2/T+0yaj6d4muMUObGjSbyS7IQZS+KIChk4REQItuBQA59vpXueQFwFEAmSkp1ydQC+B0LAa7ffdznDKRr4LGqpRkW/8fWYoUlEnSYedXzOyXMAaOm5kdQb5ttg2/URQhSviGRErmJQGhOm6nfKkID34MvzEvCZlu/jVilzK0dZlhezsllnefMbIpalzFF5zgGf3+KRzKV5pn4jBHr9igAeFaXd63hZcghRHr2zdbeiJ0SU4p2l1uv7lXuepUUFjxot2WMgkOchsC7PAyAwKzhzFbPMcjZPs0CgR8lx+wpzojyNuzcP7hcFrae4IPcT4StW+FqfU1nAw6ehaz9w5TohATMs8rnk+89dHZLNFZAkQ5USIrmKgPvlG/iQCB/iA6KwWaei34h+6nUL3MuCCI9s1bSc+T1NEdEzCzQ5wxkWuHezJDtBWWWpaT37VGRQKOvqnpYCQHuL/jtdy0J5+OuOKgG+4uJBKff5BvO8LdxmulfZDF9G5CDTG+eSlLVmnjh8buR6Pa7SwyE5NKRej4twtECvS/Jijm6cx+WQ1na712eTXh/a1P9lQOCs63UBOVzvO6S67bjs15p5Yr+97p0L8yl5vsALvX5IXoA8GJPe4WarzWi9C1DJr9krLLnzGB5LRER4m3Ui0XdzWL5+80woY/l0hoVs+y9tLWXbWkI9r4kQX91yHm3aUgCy+8Na+olD7nV773rNwh5Izr4bx757x1r+XOCb6wYjdGa8jP95dA967Zler0lhIM7HAaKMXtcMVj4751qBUJ9QZK4V8OSaf36F7BN52/e/66T8gHyPs4IHxHhcJOBBucLAPUlpRmW3UdapKa1elxEiLsukTBJQZ5kKZ3fZQ3CKUD8bnOTdenFSRPbLhBzYKJXlJhGDQzeyTiSTRFpapU1MLPto8zTHOEWFw3yWeGiUX0vEmweRvilyqz/cFQ5tMJh11PeGT03GUS+bTMj4xiFSStakhfFOy3VWY8LNI303AWFxzNKWeD2PWyQWSlKSa/VzCybN85v6hj6BmKcJaG+NNuvF+bkdTfVGNaUHoM4KMXFCbUbNkw6IAz4r24DljmVH+6CfbhZvSlaBL0KDsMC6CYho0CZiMX/EckflRfIi2vqpgJ9IWT4+kbauMJg3xl3viLr3085a9//IWL3jOvpBETxQ+VY/c74vAm+Qb984vkEOyUskB3gYP9VPO1JlLanfRPdyfrP8gPygwf/QlSPdk7OfsABt/gChlBSfRjbP2vePOy2ivHHsHug4anYmB1R4K952XOYTKXqzyLmEUgW6VgMaigu1hN68Qu/4DbU3K11NSy58mjb+zrYYAk72I7kT6Fjqk/g/jtHYC2nIzWO4d34fPjEsH5z0CTRcr+d3sr3xdF6fVZ4wdFv25/CQlxPqd2+SAsDlhDeNWHpHuAe+5kSy5fGkX9c5i/FYzho+KPlwrXyRXD1wUOlVLnBhaBr/3kNJ5+ig5rf70hyJ8sDuRLP0K0Gn4sZa+VqoytX9w4SedWz00DVw5YBKloR4pdYM8zIiZfdX0iOLtpaK96s70ER5HGtcpJEpS+u80ciU6cJsHd5EH65whoa+IepD19/nZKT2FtVXzdfXWvI02kV4Vc/ekyotLhIR0GaFikzKIZ2FEZW+Q0KVuYRZy8/Vbqo8XeWbwMm+KzTTeiaX1OJWc1pF1IWq6f3FgNVU+WLGDV/VjcYSFl9rz3m4VgoA73LRRUmkrQhTjg+qtY0P9U7DLY1ivkd54q/4KCc3js9zhJ8TpcWcUZ04FMFZu3ivdGBEv2lou5eZZ3HrfRzhAxzmvbxdFHiSmIs8yGKByK1IRHHKZ3FYMpMMCvscjxpEZx6T65RG5N83ObS4r1v0b1gwuWfy0XhxO7aTTh7gKRFmlU89IQbyeZPVGWihPISQZRps98mUsqPMiLuvPRruuMS60v2WYqt+yxpBcS9Ozh3lPJxi3bVkUUbwNLpjQq6TAxrlEWeOlJFECWmlMKlEw1J52yJWerZ1zfPXXMI9F8/Rkf/IH9vimkF3zk/karP8lWK7yP7OePJPKV3zLA9vX02E2u4jrvrl7uovEFHDo4pv1sLHerJJfkme95cHCFIzG5qRulkOursiebG2/5tFgVNKrdUWaXBqsXcaiE+UeneUjFqzmE+UqE9t5EVSSp4wymXFSZWNdTWP22c7ebBkV6fid2Q86bpaVcZaoqbv6Yp5+I5P+ayxxmnZDRiXvkFn2rdxscmIjBXAqpHiEW+4FUboaNuNRPqkgzIhN6qNopSpSX5Z93YklrA+46W4dzjaId7OMZUs5ltv3Ew0JA/2y2hn7mharMmwd73ExpjSYMXwt/Fe8Y4a/0g11daI5UQCHe9w59y2K1idh2Xmcz3Qx01txXJm7uGvOMEKczT0r6pRxv/B3eKAo1RYYQqPE8yqRrbIY/hUeTCRXHR0+BMe4yh3cZQZN4Mf0+sfMG29NbVf4YtTnr+beqZq1xv8HU/G/3XyRnmzfJ8YMO96S85aKABu7t6of8VpcTa3/aphaDyZ/o+2ectk0ubM1cLpnW2iiQfAu+I7Dsw1IuYtvu51K1GJdqtMVfG45CxJB7fTE2KtjRtPXjuLcjBDlHl9aceZutSJ9OoaO6b8tcu6fb2MJZKos/qY6Bm/AM+8x/aHwGnjk5s5H+RQcb9mnxxffYIa5THJZSfZTIpSzM548KSu+nUiLmr0xyUusao6xlMJVn21zv5R9c2v8hRNEdWTVENixsbDmHXr6Ux5O87Uo90swAaTX+EktNp2PzEt68/pjnOcYH2b7K/xyqpfl2W/7c8u7hcqqy40q28elwn9OyT7rFxN4OTn9dz3v9LxqeOsa18iovQ+H5Z3kLaqrG69j/N5emLa5mo/bc3N1FiKdrScfuPv6F8ZzdTZR5KILsNh8J3s3ntUR6sPC22Ab2jYhExKCV9GVP8V1Sds9GskIwT6Np0DAkJ0JhIqeK3j8U5PcFYyd2RAyVCz2PK9btSva1zb66Wcpn5bh6N+Xdtk8Pc92lcTh6exAi82OOUXsqWHenQFHk/5CsbU9vhWFmQc30Uu7KfOE7wvJasdI9T7Qh5lkQjdqa7j00j2or5Bo4nfSsAUj3KX6sDnlO7pE5wk2H7mGqSRj3VZEbycz4yrdJ9JvIWCo9mB9Alc5ika7jnrer5gd6n0PFM1KzsS9aSF63sJt+M9kbbtC642ld4Pgo/iIucVpwI8vR4kUvqk86jUCGmyyGJPcdTX/Ny3btLa3/uVP7xBvk4jNWPWpMQabbm6YFxGiPGpcU8SnzmzFxGaRrKLXBRRYtHlVBKfebKDtxqlWKLNrEwqZj1NQyMz302FeGhxo/7WuX9vq9LkYYKxNeOiRQkLRHeMyYBgOPR4iqom0aL4trU6Y+NbvAHVhYxdW+lE/4BPRMPQ9arZI5mA4R+LaeqodDmZWVoELlvGqJY1gtJZjgrZpmgaCTY2ksWO0gWtwb1G2u5Y4w8nOrOTyBVtKra1LBF23kzbalA0jV6sZaWUdWf5eqOUesApn2BwOqHcbahAi1pqbZ/KfvfuxtIRmVX8QFK6ezvFoak74D03Jydte1nLfr6Zu/t2khw06r3N6oAz5cbLUCwtd2Q5Ynt3N0jjk/1/29t+NF/F+C7AEp6OvCfjvcQ0Uu8eBeZ8ylEnutr6NlXWX+hjD5cvewmOorCaNYqsFsbw1dRzL4t+9mfFYIqaHRPeleOLbCScY1ISyIrItd/h2/epf9YANea4hzke4T3bZ4k/NFrelGaqO+KiFmyEzoP8qQgfR5/OfxJQ4VaOaHmez/Iutaccl++gKrekoyw4YcdY/yL8DE15tGf5JrRcvt94H9o0iWnSNJpmEr1FI1/D4WLKx6ftcNajFbdetKz07IwIDdaKUHNi2skOHacJJPFbXX3heMV4OGvPbJNK4TF1qjLZiXZMordWmLUYQR3d++psAis0qaS5XAYPj4ipOep8Szcu6WZqKXPdvIewyP5PZlJ2AfdNR2Y2PCITlENdffTGUBOivafFeSuTMHO9lvqJTybefpaRwnsW2szb1gyZixXwJHE48RtUTQuXOjyekHP4XKCaPEdjUFnMxPRSH5rMqsVUre8a0CrmIeDdZqfKLKGph9vWvsqtBK7sU2PdlSMqbmZftRVfTb3Lu+c7HhMThaPzMPz4G8c5jUzudiuVUjx5H95WFI7Z8/GwkeQjjmz3FvIAM1RoOWky6PALqtrL/GjVN/CxJObdnbfrDEQ0crBO285FjSJ7ggZRl/3bpf4i85NZ11gy/HQ0Ge0h0TTTt0SaKZu1OOJ6UMLLjiVLxu9AYr0wkUd4NJmXYmCjBiaGGuk4cfVFSBbQS8pZeRtoDyeKlvp2jx9R/55zqjzBha4a3vIwcn+w/kxKRR2PGI+TWXHT+EyJAe6ipnTZc5aWC1YKxbe6pmoPEVWja57nvOwZKK1rJFGoz43Mejcm61x3UeXCgV3NwHjBWq+TyLTRfImK2M4CKynMCjurlJAv6J02kjY/U4ADap07TPSWid/KXwvM7oyFzBPa9z3zOTxGg0UarHAPjURTdNFbIqn4rQo+IfeqRu4RpjNr8Ah3Kg8PiRTvAuY5xqyW55njqEqSFXkjc9aX5fpwMx9wMzXMnbjNIflggsFW35AxzdkuaREZz6/1/Srg96WHh9vtcUTJpwMWqVMh5PGEx4wTbnl+ZYxZ61XWc13PKVsQ53hIdYZVrT2KT4NHqWg5pMJdIpzinHwHocNIKwP+IMf086U78MybC3h5Jtw4JhIgbVfWUg4Pf4VM9OIf6jKnu0a/8Ynxc6ncYvFoN6J0mQYR9R5lq5eyRIslHsjcTTzGQh8ztSgT+LSTdeklWYm+0Y5S/kxxOZElnI/eeum74lStG2fvPsMub1FA6OLlFZyP3njpXSTBOS4QKFUOsngFgbMEuphGmsxznkU35y91fQ2yeinXfK/+bsZPVH7mSflG+RWVjkI86i6r0nMWuKeTq4mTmq0pllEZUe9njUCjASIbDfBsAkJCzdvkMkAxL6OKtRtngx1lmwWKOodlUkblRrmZ9mYJzQOlo9FmWspEMqlHSEX2s0ooE4SaV2qfcoCbOhmjZJdBV/mZYhGlHTs9EU13pZVY9dqK5QWAyHnxdlOu1awbA2jApbTFudfWWprhIhp2EWiiHl0jc4YaKVbRcl0p3VCBmUx7vz98nY8zvJWH8Di2nR8rN2jlcouPJyPRJnbeglX9XONwL14rPsp02tdCuLV/nTp11qjTHkZGbyKXcb7g/iuioe9ZzYchr2A8G2HjJDC7s2vvoSwjg/UKn1p6r1jy3AmNx/Wz7KdEPJ4pPX+Zs+tE/VrRiJJVu4X/+4ejbaHzRZxEQyomMstZVwulNOzIRfxMr14tU/qdsH7XoiPIYXz8xHcTpM5TWRQwkbBDHtMnaImYpQ7F7GXU0/4iYoMtp5T2PERDqWCpMyKDY4ryyTku6dkT4a91fq3XZNejQbLHYzA6h2c8GepZ0fN+/kr2GV+M2RPNaW4lchEWtxLi9etjxLdlfoG1TpQI1XS2QDw+VlheTWhngVyYelg7u8uG2Z8vMnL/n5Mjh9BGBtIemHc8retlzEkB/l5adbNWJHU7C0UtbBq1sZLgwCgz1vLbkTOsdkCl81bOpH9DkWVCgkFjZdO9pUG4+/v9eGuW/YXTiZ1syvE017Ye8XFUz1+vGB7lUxTmjEf/rFttYR9ex7Jr60epcWLzLGP8mKNo7yoQFTKg547admrEST0s9ywEPNLxZPEe5vhTtWH/qdZ/MDNO7T1McUIjz/6VTzPNEf5xo1SjxZyIWsGf4HiRnvKvGnmr88pxTvMtig2VzdrmCGuLZt3e6v/sRLZxoheNkFU8qtTydqKZmHErbSnGGnoYsZ6s13bBOOP2DjlmlSsRd+IzjHd0lLCQzDhC3Xi4lW7bPW67TlfDTCrUGkQGIcDH29o1x0yKv43IJD51kYydc+eStpRZ6sTdunh/f5AdHYSdb/Gd5b9ztV04F15AhEfdZlgumGVZIcmzrOdiEo7Kq/nS+viworPSnnrCtC3A3rXbujORrSUccwDAS1GbcXwrteXYonUnmo0gZ6nDH7lA1H8fca3B63kUx7v4BA+54/WSBy+2upU+bdJ9qsdcSxP6HL2ite7wjeoR+QltdznlC5y0+KbtH47W86pt+uOEfBXHNq4eUNngq1THHy7c0lvei4TivIpYylIcvtH17svkjfokp8lQ7cRHEuinmUelwVXU38M6FS3dmKymAz1JrG+Um1L4Esrrt2aQt7q+fhX+xlGl3hkBw9csHbppkMyq1OW5AyU9j7hymXkp94L9RPYJRYFodzNuJjnq1oq0iJaL84vlWsMji8s6N6hE2U5FmsWWUybZz6wst9a/RTk1rmMJDSrLmH5eESAcVAKgJnpk+59ZpprFrfDUL3mdlOXLaGyUDiRjHNEikPIAkXhtW6ae0JmyXikIPKX5Hys292MX2SPMsjq4DJBJ5gvpBi5XZA98rzRUi66JCucSDRr42+OAd/PXwYipD/DMci798Dp5Kg1dvc7tgM6dV85v6XIEhDg6pGNiI+gmjPTZMvhVokFsJX7nD1wgyo0/tjCC19kdrLYmAxxV+4bP0aJxnJYPa9vOmT50AY5zOMkEGe/+LxHT5NiWj5UwFSvwIFU3M8HQfazHMtsRdteOigHn8flHZqhzPMM35yv9zAAivX9fsv4uE3X4G9MEPc3jrdv1OmKXU2OJUPlikocLfxi8B++FX3a/MkB7F6XWG+WgUuNicECuQsAnzLf9ZsVm0zS/4RW5fEBBn3vjXuF8gpl0FW0bK+bKuF4N+5Xr8DlNlbOcVo7/j85O/iEiE/GdCzQGlQHsE5wHZZ7ZQvaijDygPJXkAK1yq9rAb1UZ56/02+1x5Eep6Mh/gOOc4Cz38k4+7TKBTqlN+kKxHL28R4THEu/GY/yJKE13K+QoM1vfM81dfCDZrzfLnOSA0mwrV2SCzYmUwD5H7V9lM5QWjbNSemJpwNd04YmTg8S0JPJ06KwsenaR8C+WF7s7hgq9Pc/si359/zpjyuLfzujj9nkcFY20l1fJLbqjO5KXid7vMlOX8Av2cp977nd00Xo0IrNT03ICtqbefb1C5GJ0I3x5DoOJCbwvtW7bxEwx7+TVOs1hrb/8PDisEg1dXg2pcowZIo5l+dlZy/Wm3ZWX+Y6Q6R6zgxzrvkOa1jDwvvsqZSGLv9N2Zz0Iifv10bHmRieydrksSk2Mvom1ASKvFwmJN8+a6zByWlCBMRsMqOXayUf0+f1rHmWZcHs07+bMFsfn712c1YfM6vHcbrIppjhHC4/D3E3o9sfHel4sknVfdbtQJh3mh/wVvtOyFvCpUHcZNMrUU3Nco4bX1WPlzjzWf244QnvVrv+9mP3i+9WtVEBIQ/Prre/Zryc2hp2zj3X1I9eSX3gOHEfWtcS6pTTbvYSdPTlqB4gJXR6/84RFo9PSZYLOG1m3dw+BP56xniEqzp4TEOxJzHycgWH79BgA8LmVGRaYzrCG+3m5CYmYNm/eZ9o51dM8zjFl8THZKerrqtCxxh9wHq85+PBm6772JV/7cblO/snpGJO05Ufxpbx5aOkFSHzq8ip51fbZVb3lAA0iGpyW5zO8avOPQA6JOHv2ITc+r+K9RBvHb8gkC8xwSjHrJMdZo8Esn+Zt+NSZZk0z4b47df1TMmnu8t1/PslZFvH5FLfxX7yTiFC5bZ155onkqgMiIpZVhvGpO4nB1+vLug/5ro4WqZH/zu5Bg2VmUvJ1iUr6uoitpf4z2jEuzlN5KFSO1VSaFuqVNrHqNj4trfu05TkNfF6eZaDz007JeueIOGfk5cRjqbNa0fq08RnqdeOJqVhfp/o/w3xpEZ8w8UHpU92VOOWfSiL1dKW1aRPqoWfOEQ5TzuOCk7oXnB+sJnqVU2nd2uV5d1ovVeaZ1fqUJJBcD9M1kfR/an/CXHusYpiIwzKf0MYosEJNcW4la4elWiv9pDyPHs9WS4o8C4AqJ5jSVfwxzegYa0moMCVjbqfElJHey8kcKdCm6p6Qus6U1iyU3TkXCJO15lmbBCcNnrdNBsZv2/iz0Wr2lyDOcpJIXs9JLmhbq26P1lfhc6t+G1Il4nZu5RGmCfldccB8Mj53iOrBWhrljI7KaKZ/+n5rVdysU7XXtdYfuPGxV5ix9axoqNxrx7mf0/JVWS3iVv02YI7T/N7m+LgZuMAFGo6qHHbZbksiriTM8KFc//1yRladqr2utYJg9nZU7XVOdcp6FAJO6Qr4fzrNGTECAAqi86tXJReIbdtODpAjxHbWtg62p1ozqKcbVS//n1r7q1w51TayzzRPHwMMMswIY0wwxQyzLLDECmtssMUu+xxyxDEnnHPJFXc88MgzL7zyziffOHHjxU+QMFHiJEmRJkOWnEwRdatHvepTvwY0qCENa0SjGtO4JjSpKU1rRrOa07wWtKglLWvFOqzTpu3EzuzdPuzT3FYkuhyg9Ui2L74Pquvm3tge2zNxMrbDsWLb9ti2Z2JjGNu2bediPHv1e+////ZaJ7WqqrvrO/3b+375Sr6Wn+UX+VWmywyZLfNkviyQhbJIFssSWSrLZLmskFWyRjbKdtkhO2WX7JY9slf2yQE5KIfksByXU3JazshZyZYcyZU8+U1+lz+0hJ6nV+iVWlmf0ybaTFtoO+2gnbW7NbTGttv22QE7aEftuJ213+xP+8vFzd2DZ3pZv9yv8Orhi/Bl+CZ8G74Lw8LwMDKMCmPCuDAhTIwFY+lYEYJz4rnxgnhxvDReHq+M18Rr4/WxUqwSq8UasVa8Od4am8VWsW3sGDvHrrF77Bl7x76xfxwYB8eh8QUIWkBhcAQkiMhAPmQiC/lRAAVRCIVRBEVRjElQAiVRCqVRBmVRDvfjAbTiexiDsRiHKdiCrchGjqyUbXJUoxa1F+0Ve81et7ftXfvYvrCv7RsbZiNspI2ymbbSVtkOn+WzfY7P9Xk+3xf4Ql/ki32JL/VlvtxX+Epf5at9ja/1db7eN/hG3+Sb/aSfCoXCpaFueCx0CAPDoPBpmBxmhFlhdpgb5ocVEEi8J60VWTXWjw0gKABPv0VFkAs+lffl9RPCZO5ShHhXvBuI98W6vOKx+Ayy4nOxMYrG5rE5SkLJk7IXYC8qozDGUTdgK1UJ2VRlslUQVcjW3ahKtrqgGtn6GtXJ18+oQb5moqbMlYW4iWwtxe1CrnAXyVqLe0nXRtzPzu3AAyRrHx4mXYdRW47KUdQnW3looFEjniRVJfAUyToPT5OtK/EM+aqMZ8nYcyBn2gQNyVozNNLu2h2N2eGVaMIubkYXdqwu+vI7d0A/dm0Q+gfyhQEk7DsMCiQMQwMZwwukbAxeImnj8HIgbXiFHZ6M19jjWXg9VmTH3kj7+2xa72WNKIySdN61fG/ruC6cf4Q1i049l+7kCnsznQ5bqCX+u/5o+lYUCYnj1bJRI887jxTwHjyrwJghTA4InxdJ3w3sbFfpJt2lh/SU6alj6U52jv2So//vQL1V79B7tLbW0bpaXxvo0/qMNtW22lV76M/6i/6q03S6ztCZOssyLcvyWwEraEXtOVL7akrrdzbOptksm21zbLmtsZ22y/bbH3TqP17Qy3l5r+jn+6WpU6/0q/x+f8Af9If8Ya/tdbyu1/P63tAbeWNv4k29mTf3Ft7SW/nz/qJ/4B/5J/6Zj/axPt5X8Z1MC9PJ8MwwJ6wKq8O6sCOcCCfDqXAm5IS88Hv4I8mXZCZZSf6kQFIwKZQUTookRZMKyffJsGR4MhLsNCk6aq2tn/W3ATbQBtlgG2JDIRCvxRrsPXvfTtjJ8CcEZdmz/3ZL29ONa9PvUZdn7O19/W2e7YuQxycW5lNKJqWSMknZpAKU71LpIPDfC5jAF0tpnCflpYYUl7upG+ReeUgqSW2px7kG8qPclObr1+m7+jbN1xGykBolS6nRabqO4RtcL+OZsLtksjBded1+OcArD8sRZvMxOc7rT1Ez5Sw1K03Y2cqPzNWglWSeVtWqkk16FkqOLw7l5e9webha64Rrw0f6SPgkfK4z43vxPZ0L8qY3aztAO1gjXGtNrIlcYO2snVxIP/wiFyWHksNyGxSlmWGvA/aWvYtoH9gkZNkU+wmX2q82F1fZAluIKrbElqAaCVmB6rba1qCmrbP1uNE22UHcbEfsOB62U56Fel7Yi6Gdl/SK6OTn+fno7Rf5RehLhi5DPzJ0DQb4DV4TQ8KvYQ/dti/kYkrgu8fC8FcSsRiKLO/qvQDv432QeD9/DdHf9LdQikx9gDLk6iOUJVufoJwP89EoT8LG4nxSNh4XxIyYRS8qMtNkEdLSGvlITD8EUtMfSnIGIJP0DEQGCRqESIoGw0nSECQ2lDwZlPfwVBmUozDlKEo5KpIMw3mU4HxKcTlluJIyXEMFXEcluJ6KqERloA4awNEGXVg/xRS4FJOrYHK1VIZKQ+nF8cvyJoIMl1GI5GYSMkjUXBiJms+6XFayrmKmZpCf/RyTFwTlB0JGEtaoxZDJBK0E05v0Johv8k3IF14N7yBffDe+B4ECULg20kZQbaNtYNpJO8GZHF3TdaeL3ofQSSdgdtJOwsOf9JRSF9tu242Ctsf2QJgWPIcdsANI7JSdgttZO8txruWy5lkeov1mv7HTv9vvnPnL/oI6HIhubijswQMyPfGIxDM9kzWLJBUiSey4l/JSyPAyXgb5vKyXRcJUKoeQUhX9MlKVOF2NwHS6Ckq2KqGgV/bKnK/m1VlrkLaMsDwsR/6wJqxBVlgf1nO8PWxnPRgOsh4Lx1AgZIdsjv8gi1lQlGF2ZKMU8yMHpZkhuZzJkzy4ttf2yGKerITaWlsL4QkuRwlmyxUoyXypi6LMmBYowpzpjYRZ0xf5mTdvI5OZ8xmK+xf+BQIzLw/G/MlEPmZQYRRjDhVFBrOoJAowj0qhMDOpDAoyl8qiEJOwAiJUboFST8GptiCfrFlUF5BSjkkpa3HqaZSgaqIkVQulqJtQmroFZahnUZa6DeWo51CeapWy3SZlu3XKdjVcSHXGRVQNkHOuknPWa6huuJbqntJ+Y0r7zbiBeiZl/lZUpnqhCu7naR+mqqYuaIvHqaqgFzjuQVXHUKoL6AvOTMMcnnweFvPkS7CLJ9+NfTzzfhzjaY/jNE97hqqKbKor8qQwWqVuapO6qZrUlLvQWe6Re1AjdVab1Fnd5C0Zhu6pv25O/XUrs/hH9GL+/sqd02Qar5ou07mHvuNV9B3rMlnGVbqPY7qPV62RNdzDX8usu2QXV+lHrp6QkxzTlXwWU5yrTHH0Un7QWulQVnoTbZTe5PhmvRn19Da9DY/oHXoHntS79C601Hv1Xs4/oA/gCX1QH+RMba2Nx7WO1kFlrat1UUXra300UAqP6aP6KDrpM/oM5/krCQ1TbzfSVtoKj6YOb6zttB2aaEftyEq3o6l20S4c0/Oor921B8e9tTdrH+3DOwzUgRwP0SGsL+ibvP9b+jZPxV8TfMpSXcrxMl3L+QN6Bg2tlFVEE7vOarLWsrs5U9+e5bihNWJ90V7EA/aqvYri9rq9jjr2lr2Fi+wDY6Lbx/YxWthn9hnr5/Y5brAv7AtUsC/tS5S0r+wrPGzf2DcoYt/b91wdYSN47SgbhfNtrI3lzHgbz2sn2AQ8aFNsCjraVJvKO/9oP3J1mk3j3WbYDNS2mTaTO2fZLFxnc20uT7LAFvBu/BvHnStsBVdX22o+cY2t4RPX23ru2WSbeP7ttoOr/JWECmkKNktTsKDttX0om2Zh0TQLm9tBO8ikPGJHcIHx/z9cZTqilJ22MxwzI7kn27I5ZlJyzKRE+TQpKxmTkjP/MmENQJJlQTBfd1VrPNPXO3aMsbZtO3C2bdu2bdt3Y65t2/ZuRh07Iyoyat5/E0y8o96jGM0kdgyppppx3hPek/Q9COh4TjzkVFDqDn/kKops09HzJShBbqim5NESgyskTuLQ3jS1jSRIAv+aJEmcEYlwUmXRUZIlmZxai0zT2vNNa9syBaZzn0lPL6Cn5yCPmTCXG2ow0unsReRUYp6nEvN8mZRhtOlxnFTS8QtMlc8zVT5fukgXnqc2k1Ob0ZFufx2CcqPcyEnPR4iefzti5A65g1ngTrmT6nmX3EV+t9xNfo/cy5P3yX24Ue6X+1HEtPkA+YPyIPlDzAs3CPMC5wfyAW/7SD7m/EP+wNVMT3/CsRlVw8M2Vs/ZJE2oYBqfST5bZnPOlbnwspHNg7CVzYeymS2Aj+1sIfxsaOwx5qoBNrUlqJSlsot3HpAj8GiCpnCWaAkqtJ9OJz9LL4RXL9KLcLlezF4ieqXeD9UH9GH4zZcD+oy+gEoms9cxnk34HQzX9/Q9XKYf6ofcsKmQf6lfYqh+xaYyzJrKEP1BfyD/UX/kmV/0FxQzYf+ONCbsP5Ck7DHkVVqFQibuauQrmyM39VqPZG3QRvImbUKpNmsLeau2ktMnUaYzdSbKdZbOQgmz+mwMZF6fgzTzz3idp/PJ6aI8uVAXkS/Wxbx/iS4hX6pLkaPLdDk5PZZnVupK8lW6ivev1tUYoGt0LTfrdT0G6wbdgGTdqBu5oRvz/GbdQr5Vt6Jct+k2cvozsnSH7uANO3UnBrE37OJ+j+5BIfvDXv73fbqPG3o4bzigB8gP6kGeP6JHMNBcPZ4Z5jj3J/QEvzqpJ1Hscz6HNJ/X5+UUn6LU52MKLWc+3ozJzJIBduSgP4Rof5SfHmsJ6mJ48Ds8Bi8hBj+UYB4hQvATMebNSQgSEYSIZPPpVEQTGYghcu0FImLOXYwEohT0b/IkosJcvJ25eCdz8R7/c/F+5uIDzcWHmIsPRwZRiEyCakAEzMujzMsTkGcoINJQSGTbW1KevSYVmq93QzlRhgqi0tDBPL6beXzP/3l8f/P4QebxQ83jPRiJ0QjR58dCzOn9mEynL8Z0XIyQ+X0S/fp6RMz1w7gR9yDZvD8V9+EBZOBBIhcPEVl4GE+QP4mXef4VfMp7PiNC+BzfoADfEsX4Dr+gwhJDO9QQ8ZYbOqEZS9EDy7AaXS099LP0MMTSw3BLD8XYR7QHX3TIDxLJLpZJIuASXCIKmSfaQF2yS0Ym2185ApYtElxn1x159gbSjU1wJNLcKDcK2eyEo3mSrZB8kjsDeUweV/Geq93VCLDT34h8vsbdxM3N7k6UubvcA6h0D7oHEWvppAPTyZu88y1mlM7/yyiDLKMMtTeWQvbMn5FnGSXA17w/ualyVVC2zlpy5hXewO5Jzu7JOdPN5GYWs4tadhnkmF24mefm854FbgE5cwwn3/24WevWkq9z61DIfrqBc6PbyA1bKsrYUreT73A7UGkpp4OlnEJLOUMt5URZyulgPaSNJ+wJI2KJp5uH7RWZf+tvlVTBayrskxqpoWrXSi2CUid1iDZdTpQGacBpps4p0izNdJoWaUGO8N2Me+o1v5olVCihapPPkTk4xYJdw8d1RFEYv6ud+8TM0qKYYXnXHtFsmJk56ZMmVIXdV2JqzNhJlTu7c1+YalfGxjz6fhG8vjn/OedOYvcMdmewu4TdFrsXsNth94vY/cr/dt8x96Ta3DcPJIzjgXlknsqIeaZNUo3pLdqjEWlH9m4d10mJ6JROSVJnNOu/OV2Qdi/+2zKi7+g7Uq3v6kcyqB/rpzKin+k3MslLMMNL0MhLkNGf9E8p6V96RPK8Bwu8By/yHryiq7oqI7quG/67qVvSfrDuuU7sYU8v7sRQJoYs0zgSQ5AYdsxgRwV2JLEjjB0GOwaxQ7FjmAXQwwJIoUYENWZZAGUWQB4vLDsgJeP+16JGCjUsasRRI4QaCdToQ41+1BhAjSHUKKBGL2os4UUMI2KIMM0aiJHtGVJdwRpIkmdDnpU8D7MAenxum2WBHZAiq7Ohks/qAmugTGItmyAfet3n1vqUfiWWfZAik5ZMxkljiK2QIIf95HCIHBZIoGUx5FkMZdKY8Gm8KJbdkCKHKX9lvyyW9ZBnPaRI4BAJTJA9y1X0RX+nuiaWHCZ8Dm+KZVXkD+7wYtkWKZ/AW2K5aVgSGGdt5MlhiBwmWKzzLNZJMlkgkxEyGSGTh0ljiv0RCf8Q/kFeoH+1mV/Mr9JKC2szv5vfpUQXC+hio3SxEbpYJV1shC5WSRdro4tl6GI5uliGLpaji6XpYmn2b7tZMStSNGtmzX83zIYUWcSHWMRjZtfs+lZ1zByTEt0tMCfMCSnR4AJzxpyRojlnzvnvBXPBf/fMnoybfbMvE/S7Mr5U44vDl6j35ZI4TIliisOUGm/KFXE4EsURhyNRHHE4UosjdThSjyMNONKII0040owjLThSjSOL5oF3xOFI1DvyRByOOByJ4ojDkRod14w47HC0xShSOKSoxYg62mI9OjSiQzM6tOiaronTDe+CC9qDdungYtDNxaCTi0EXF4OpIB7EJRskg6TM0WhGaDSVNJoRGk3EZ+tH1mjFc47sGrEKKAqD8J+5nLi7JzcPjXvS4e7u7u7uFnqocHd36aCFdbACKhzOMr4ZhjFMxnCGK99lmsFIRirbfdrLaEarwZWaYCxj1cA4xqnYxQoTmKgGd2uXuzXBFKaogalMVa0bdrAbttkN285MZqrSJZvqkq1mDnNU7p6FecxTNvNZqAYWsUiJ/4Vb7SxlqcpZznIFd24uK1mpND8Dmaxmtbr9D+SwlrVqYR3rVMB61qvQRVzCRjaqwF1cymY2q8N1HNnGNkU38kA3ciM72alWl3J0KSezhz1q9fMQ2cc+DWA/+xU4wAG1uKAjhzmsTI5wRDkc5ZgKXNORE5xUq5s6cprTKqCPPrVyhrOCc1xQNhd5pgae804J3vNetXzgo9r5xGeV84WvKuAbP5TJz5CsnJASilXwT9+1iiGGVrW6wWMYF2Yqxw0ew7KwTIVheViuGFaEFRryvwir//8irAJ3R5Jds2vqZ9ftuvLsht1Qut20m8pyj/TYbbuteldJnd21u6q3e3ZPRS6UJD8q9fbIHqnTtVJnT+yJ6v2u1Ngze6ZB7pcm90ubvbSXqnDFpNhre60qe2P/tG5v7a3q3TVt9t7+MmUWx3UFURS8fkfMzMx6+OezmJWIArGXZmZmZqZYFICi8FSvvJ11n+pbPX8s5A5vrjuqO/JmCuwyjPbB5TxEjsHiCPz1QV4IeSPQtghtzdA2Cm2D0NYPbUPQNgBtu9STUepJBFsxbAWwlcBWClursJXBVh62BFsZbC3A1hZs1cDWCmw5quEMhM1CmIOwWggrQJiDsGMQVqDIOM+WtxNUObpMBFspbGWereOm4IQnrAphDsIKEOYgrAphBQrOLgWnj4IzSsHpo+DsBofBoQ3QcSLYSmEr82w1mNSoRquqSU0mNavPqrQep3FN2CzMFWDO0X0iyMsgz0FeRgNyOtCBbUHeGubJwZ/wTzv+acM/7finhH/G8c8k/pnAPx34ZwL/dOCfdvxTxj8V/FPGPxX8U8Q/RfzTiX828c8m/tnEP3v4Zxr/TOGfEv4Zxz8l/DOOfzbxzyb+2cQ/y+ynzu/nkS2xnHWWs8RyWlnOEssZ5v9xic3UsZklNrPNZob9ZrzZWMsOa2liLS2speG/tTSylg3WssRaWqgAdbW/a3/7lz9+ORs4oQsn9OKEbpzQgxPmsME+65pnXQOYYQIzdGCGCQvsHd0u0CmdtiWd0RnrpuHldE7nbJCSN0nJW9JlXbFQV3XVJnVDtyyk6s3oju5YqLu6a60Uvg4KX0LhK1P4mil8fXqsx5bTEz21UM/0zHLUvnm90AsL9VIvbV6v9NpmKH+h3uqdDdL/6vRBH6ybCthBBWzUZ32xkBY4pu/6YfOiBeqXftmk/uqvhXTB8j+m7ELXiSgKo/Buz+l1d6/bkEyn7i9DDIcnvERwi+AWw92JIffvitW9ncjI+rY7dIcWoIN9dDCHDu6NpqK2ihGmMcKuu+au6bGkULd33B2L8MIlvHADL4zcfXffAtQwjRrG3RP3VMv5zD3TLz93zy3AEXM4YgtBdBLEl9Z2r+SIyzhiiCNu4ohJHLEtR/xkJfdZmpiUJv6wEo6YwRFL7rf7bRk0cQFNPDamiRk0cQ1NDKWJahv3X5oYool5aWLMSj7u43rsvLcMmlhCEzf9lJ8yjykuY4oLTGgmpYnL+vyKX7EqmphEE0tjmlhCE/NoYgZN3JEm7tsymphEE9toYhJNTKKJIZq4gCOu4Yih19mqaGLSN+SIm77lW5ZBE0toYsajiUhYbDRrtk7iojxsBQ+r4GFbeFgKD+vIwy7LzK5IxVJSsetWxsOy8rCbenxLKjaHii2OqVgTFZtBxdZRsYpU7J4+f18qVkHFClKxh3rlUeKRHj+WimVRsTIqtoWKJVCxFVRsERWbQsXKqNi+VOyNFfCwmjzsnZbwvVSsjIo1UbEyKtZDxbKo2O5omm4rqFgKFetIxX5ZCg+r4GGLeNg6HlZJ/JWHlfGwFB4WE17FbGsiPhG3LCpWRsWyqNhoTnlAeZ6kPCPKM6I8T1OeEeVJc1qd5mzSnB1qs09tDqlNZkwW0pYXKMYardiiDweU4UmaMKIJI5rwNE1IDVqdGmzSgUM68Ayld4F+q9FsAwrtAt01oJRqFFFIEYUU0SlaKGSPdJzt3d4RXXZt/wQcBHA05DIF7hKZAvu7a/Q6Om4OWhqsxFmAPjNQhQmyBb/P61ninXzjTZOuSHebdEW6A9Ltx9tmXCkXD+J9k65I149PzbhiXJ9xwbhdxt1j3CPGlZZxM74044pxEd+bbqVr7MevZlwxbo9xxbhgXDGuz7gzxhXjdvSOB/G7SVekC9IV6Yp0u6Qr0g1J1yfdlVjGslOkOyDdPumKdEG6Il1f9Tzi3SPe3Yw/zbvi3QHvrscqVp3X8bepV7wr3vV5t6ubXKPetm6SvLvFuzHvnsc61p0X1BupJ6me3FdPknpj6iX1FtQbU69LvQH1xtR7SL3UUG5oKEm9roaSGspdDSWp94x6Y+q9pF5Sb0y9O3rKKz1lQ0+5r6ckB19yMDmYHBxwMDnY4+CYg49VlezdaBrOafichiMaJg27NEwajrWVx0x8yMQbNHyurVzTVsZMnDIxmThm4uA/F/4/puwaraEogIIw7m4l/a1w10CVV+FEqhOryTKzKuSvWMXMfNNlWNMM655h3TGsGYZ1x7Bm/hX+G8N6ZlhvDOuZYb0yrFeGtcOwGgyrwbAaDKvNsGoMa5ZhdRnWNMPqMqxphtVgWA2G1WBYDwr/UeF/Kfyett9T9XtTo6nR2FDV9/X8npLf0/AHGn6g4Y81/JmGv9Dwl+r9Vr33FPueSt+b3p0uY0OV3lfme5r8QJMPNPmxJr9Q47eoM+e/BG8W8CZ484k3lf8S/2XZfwneFP8lSFOQZh1p6kizhDQrSBP/Zd5/CdKs+y/xXyr/JUjTRJogzTrSBGkK0iwiTZBmzX9Z9l+CN+v+S5CmjjRBmg2kKUiz6r8EaT6RpvJf4r+s403wpvxwaNdKUgVxHEab8bkXdwhxbdwtQVPcYXEN12XWw56MkAgnwUJSXgFCeBS6znq2+qvvX2fWfzksU535qtP2KEyP6lxRnVauTggvPRbTozo9qrNZdc65ZFe4ZFe7ZFe6ZFe5ZC/RjVvu2Sdu2BNu2IYb9gTdiLlYK22gYgNzbKBiAzUbaNpAYQMtG2jbQMsG2jZQsYG6DTRsoG4DDRuo2kDVX3Yt/2V/DM38N/0pf/w5/2U3fWUtX1nbV9bKLT2lpVP6WdLa68q5Wzn3KucBWntYP2/q5yL9vEVrJ2lt1NJpWjvDaQtOmzht5LSJ00ZOmzjtrOruVN19hPYgob2hwEcIbVeHpwjthAKXPPa6Au9W4L089rAOL9LhWzx2kscu5LGRx87w2IUkNpHYgsQmEptIbCSxicTOKvlOBntQz48w2C6DTQy24K6Ju0buGrlr4q4Fd436f4S4JtaaKGuirAVlTZQ1UtZEWRNlnaWshdthJ1+9TVa77ohpd8Q0U43uiGlC0U8oLhGKa2yin01cpRJXqMRWKrGASqynEhepxAYqcZlK9GUDux4e0a8HWb9uhQ6nWMDA7tOKtbRigFbcpRWDtGKYVoxTiR4ecY9EbCQRL0nEGInYSCI2M4iNDOICfdjIHTZyh7XcYZgybOQLG5lCH1Poz3b1KjzKdvU6v31b+ZDffq38CA8I1qMsWD9DhzssyI71K9ynD/30oa/yu/InPGIQlyt/K//+l2kP2lpFURxHT/UxW4fZxsBFxrXvcLbtGshYzxxmrqf4z/3bKzmrRKxSIp5qDeu0hhcqwzqVYZW+sE5ZWEdt93htGqm1SW2Y0WazWMliTRZbwmJ9FLaYv0ryGv5uLtoqCes4WzXYajZVlSTVZKiV9LScm9rcNExMJSVdpaQ+SlrMR20+usdH77wH3zNRk4nu0lDQ0BQaSmlohIOGOCg4aBYHBQelHBQElBJQTkAVAaUE1EtAQUALCSgIKCegIKAeAgoCGiCglIBmElAQUEpA99mnzj6z2CfYZyb7BPsE+1TsE+zTYp+UfZayT7DPR/YZYZ8h9gn2ydkn2Cdln6Xs08s+C9lnhH3usk9KPUE9KfVUtf5af3LIPd7R2pnameSgq7wjtSu1K8kBe/DWErx1p/fBnd4nS7DPEnRZgm5L0GUJui3BW4qZTyJb/pQIg9z+zyCXGWQHg+xikL1/GOSOf4ROErlCIlv+lAiD3P7DIJcZZAeD7KoziH+BThK5okat1qGeKFCXtKf1qtNqvemi3rReaTqvNG1UmjYrTc+Vplsa0zN1abO6tFpXekY6CxhnKt2MUkzGLxm/FPzSzy81frlBLouYpaCSgkcyHjlJIjfpo+COfuJYQRwZcSxjjVG+KMgiI4trZHGDLBYxxShTLCCIjCD63VgebsxqzEr2N+Y05iTHlK8J5WvSNnfZ5m7b3EUNr74AebLNiXgBLM8DkFgHGATgr7btU20HPdu2bTt2LrZt1rZt2x2r46n59sdw5QiceGTFaY85OiEpo8CF9aN9HXKa+xrbvdBRO9DlV0fDX385Fyc626Wucou7ZClRp8OQGRZabav9HvCUV7znCyc6Ij8vLkTUf9zzHOEk57jM1W4VKUm2UvU6DZtpkTW2OeBBT3vV+74MOEc62blCXOM2UZLlKNOgy4hZFltru4Me8ozXfOArRxPwjnLKPz/UtW4XLUWuco26jZptiXV2OORhz3rdh74W5pjYssQQBfF5BSHGsvIzQzyVn54f4ueCvPSQIyKC9kc71fnCXOcOMfJUaNJjkjmWWm+nwx7xnDd85JsgxzFOc4Fw17tTrFT5KjXrNdlcy2ywy90e9bw3fezbgHOs010owg3GiZOmQJUWfaaYZ7mNdrvHY17wlk98F3COc4aLXO5G48VLV6haq35TzbfCJnvc63Evetunvg84xzvTxa5wkwkSZChSo82AacastNle93nCS97xmR8CzgnOcokr3WyiRJmK1Wo3aLoFVtlin/s96WXv+tyPfqqt7Rg4puxvDukBCG4AiMLwVbkca9u2bdtmkquiyaF2B7Vt27Zt27bN5F98O3yjxS7YAy3si0NxJE7EmbhQKhKWEqzEzbgXj+NFvI1P8T3+dBTiS53DihDEZJgGM2EOzIdFsBRWwGqSpJlCHWyHOg7GibgYt+JxvImvZd3QhL+O7vjoxUSYAtNhFsyFBbBYyOosuctgNWyArbALqhjDwTgSJ6vdu3Z2z8XFuBLX41bcjQfxOJ7Fy6ohqe6beB+f41v8jD8dRRcKelSzRD8mwVSYAbNhHiyEJbAcVjHsI9bCBtgM22AnDKGKFvbGgYYl6+JwHInjcSrOxoW4HNfiZtxpOgn78Siexot4He/iY3yJ7/Fr2P5G8bejJwUWwjoo40CcjhvxND4Nd9dDXhcK6MckmAozYDbMg4WwRFiTTG85rIOtMIQRHIrjcS6uxp3hcKHC3uN4EW/jU3yPPx198TGIqTCLbRFfPiyG5bAa1sNm2A5lVDFiW9TXH4fjaJyMs3ExrsbNuBsP2xbzncareB9f4mf86+gXMQmmwxy2xf2FsASWwypYCxtgM2yDnTAUjnYJ+1W0sDcOxOE4EsfjVJyNC8NRM+xfjptxP57G6/gY3+Nvx4CIyfoqlhHIhDkwHxbBUlgBq2EdbIQtXC5XXHvj/CfHHKAkOIIw/FfP3PRyclye1nsb27ZtPMS2bdu2bdu28xDbdnqqazq2k8P3/V1dNWv+gfbQg170/amJUPvN1EggiRTSyCCL8F9RIeR/Mz3kUEDxT02ECX8HuwAow4BXPlN9g55jXMn9Do7+DpZ+B0d+M9PwUEcDLbQxhg7GxXgYHxP8r3YIw7+V/N65G73ox8DfuyrvIpevWd7KpQ1cWs2lFVxazKV5XJrJpSlcGs+lBaCi6688h3gG8RTiCcRN8bA4Jw7FgXgm4zF0ylOJJxK3xaPigrhbnBDDuvSRrPvh2du1nHIJcSp94NJrLj3j0mMu3ePSTS5dEafiSSBUiscwD2MewNyLuQtzO+YWzI2Y60T8nfc1HyWUMYihvzgTqr+Rk2AVrINNsA12wT44BMfgFP7sfRPu4s+fb+EjAiWomwo0Sm2aiKaimWg+WoyWo5VoLdqItqKdaC86iI6ik+gsuoiuopvoLnqInqLn6DV6jz5TPggAFR+BF3lkPLumQ8QHiQ8QH+b2lewHADx6ht5TAWelMmoUPgBSbWuvI37LdoTrhTtwCsI9wqPCc8LrwgfC5+yRY4/Tse4uWfetJl5FvJf1wGziJ8TvWedCe85ymdxwbiKpTSVeT7yOeDfxPuLTxPeIPxJ/IH7POr+MeB3xWt9ZHyM+TnyB+CLxXVDs++y60ITPrltXTwCxzwLVUv5REWkYqpaCryu6rmfVs5taAhTtYGlmCiWMoonxMAmmwgyYDfNgISgEusEcM+zm3M15lPMo5w7nDueUnhSK5jT0+DzcZf4fAwHQP1m55RsVVV2qeoOp2cs7Edd4VbXXyMQmnYYudGMarIRT8JjJGfSigGHU9SZQekRvZFjVWxi29E6G4+vNDCf/Vuc23LkVd+7AndtFPZxXRiLuQwcTYQpMp9fi/nUMK3p1nlrTsK7X5dn1DMf0BobTcmVlBAjRH1+veneeNjTTu/H0bjy9B0/v8QMTe/HEXjyxJ08Ymom9eSLiyqDKWeh239V883u3b35TQ/AxL5RegtMaLm0YHYnTjq52sUtPxomyLhWiy8dpPK4pBMjQ5NFxaBLDxXhvNte/gOvfwtX2cLXj45qa2M5WFHKYhGajXdRu6h1vMm8Gbzd/j641us4KttKBnksvo59LXJT4IDlVcovkQ6kJMIwZMAcWwBJY4Qee987BJbgGN+EO3IdH8BSewUt4A+/hK1LMMUyyJIii0Zlj99i2bdu2bdu2bdu2bdu2bcU7X641u/vjZVRVd5zIe/MWP2r0/fkEMUfF2qb+c5kj1DzmJLW/OU4dYE5TB5oT1EHmGHWwOUUd4vX7r0e/Vvq10q+Vfq30a6VfK/1atV+fybapIRnGcyWmGemlyIzwEms0H8ruJ0bJh3WtZ4aKUbomQtnDxShZU6BczYVSh+k65I+5NWPgj4U/GuYomBOhjYc2Ac44jyORJSO/L5aUilJT09JSOkpPGaiJmigzZaGs1Extl71yWE7Kebkqt+WhPJe38tmcc36edX5ecn5ecH5ecX5edH6ed35edn6ec36epdKPnxeo9OPnRSr9WunHzzP4OQW9U9E7Gb2T0HsGD2eiejqqZ+PhDLRPw8NZeBhUPYgp8SWppFYvsmvCCqsb5TVjtc1SndHBzGPGfGYs58yWcWaVdE1l5jJ1DlMXM28h8xYxaQGTlvzFaa2CvBrySjgr4KyHsxbOOjhrPA7Png3e/0lACf37V3GzCdpmaDvY53b2WZV9boS/FfIWyNs8R/5HAq67BFxzCbjtEnDTJeCuS8Atl4AbLgF3XAKuuwRco2o/Vfup2k/Vfqr2U+knAVdJwE5dm5v9urY1u3FgDw7sQu9VcnAA1ftQfYgc7OVcDnIuEfTkM/Prd2mpLLWlsbSWztJbBqsH42WqzFYXlsta2Sw7Zb8cldNy0WZjD9FsdmpMm1XQYrMIWmw+ah2bW9BkcwqabF5Bk80laLI5BE02j9P0AAUPUfCSM3zBGd5HzT3S8UqMkjOj7CnKHqPsOcqekJdH6Hv2F7l7y5R3THkD+TXkT9A+QPsI5z25C6d96SW75JfiUl6qS31pLu2lu/SXoTJaczJd5spiTcp64RXYFnLuFHbuFHTuFHDulHLuFHfuFHXulHTuFHPuFHHulHDufGXf39j3F/b9WYzy/OFIfs8Raz0N1sfTYP2KUZrxlFjxlFg/OOL7ixeSU1UV1ZOvqLrq6tm3VGVdpbcN6M2ygbxZNqR3EtaXk+juPZtsAG+69c/0UEwPo2sDG1rXxjasrs1sMHYShJ2EYCdB2UlgdhL8z8/GRmBuROaGZ0o4pkSFFhlaFDiROBvelW10/jOa958/pC4WU2IzJQnqEqOuF+piQovB3ESoS4a6pKhLjrr47Ccu+0mIunjsKg7qEqDu3+amnMtNeZebsi43ZVxuqrncVHa5qehyU9XlppLLTQWXmyrUITYValOjNiXaUqAtE9pKk5v06EmLnozoSYeeNOjJ8BfPpKOk8AjPnpM8e47z7DnNc/EEz6FjPBdP/QXhHISzEC5BuADhCoSLEM5DuPwXhOsQrkG4DeEmhLsQbkG4AeEOhMD0/yEjNhsuZcelrLiUBZfy4VJu/MmJP3nxJxf+5MCfPH9LLgS5MOSCkAtALgW5OOSikEtCLga5COQSf0suB7k85LKQy0CuBrky5IqQq0KuBLkC5CqQrfiEXSg+4aKLuG8cVu8V1CvYrx4Rvd+a69eP1Of69SOVuX7hFNcr62/IefVK+ZtHMuoV9+dHTLikEvs73XNhhDAUBUAQAtcCvdJM3L7FPU3RATaKvNkKloCQiJiElIycghKFxmBxVNQ0tHT0DIxMNAQkZBTMODoWJmaWg3e5Ha4EouRL9lchmt/cl/qpEy1v01+rYBPs/z3f3rF8EAQPRhAAAACADu2/09u2bdsoAUEhYRFRMXEJSSlpGVk5eQVFJWUVVTV1DU0tbR1dPX0DQyNjE1MzcwtLK2sbWzt7B0cnZxdXN3cPTy9vH1+/P0HwkNgAAAAAbMps27Zt26jt/v++RIVKVarVoFadeg0aNWnWolWbdh06denWo1effgMGDRk2YtSYcRMmTZk2Y9aceQsWLVm2YtWadRs2bdm2Y9eefQcOHTl24tSZcxcuXbl249adew8ePXn24tWboJB3Hz59+fbj15+AsKiImLiEpJS0jKycvIKS8j+p9JAUAAAAAPC0v822bbufZNs2JttuOmftG1aAQEGChQgVJlyESFGixYgVJ16CREmSpUiVJl2GTFmy5ciVJ1+BQkWKlShVplyFSlWq1ahVp16Dxl/vf3//P98/u/5++dvZPxv9k8VNmrVo1aZdh05duvXo1affgEFDho0YNWbchElTps2YNWfegkVLlq1YtWbdhk1btu3YtWffgUNHjp04debchUtXrt24defeg0dPnl+4s+f4Sp4sCuDVp+47lQyjmSTD2LaTsW3btm1zbdu2bdu2zbO9v+Vk7f2jv6+rP5Xu81Cfe2cq8Qs6RgQ9jQmSwUVpP4/UM6fDZTCJ6czgIDvGTGYxm0M4lMM4nCM4kjnMZR7zWcBCh7Tvu4/9r63EXtfhfavwnnVYm6j5l6zD5fFK/M+sQ61CrcXsRIFD6lE39T/+e/y5fpH3/B4TL1O6LDeAMzmLszmHczmP87mAC7mIS7mMi6l6n/J9zRjNMRzLcRzPCZzISZzMKZzOGZzKaS5K+TJynXd61fHd36/N8ZUf/94VpPw05du69sXfXkPKN91wHuFRHuNxnuBJnuJpnuFZnuN5XuBFXuJlXuFVXuN13uBN3uJt3uFdPpgP4UN1r9dzhe4yUymLWMwSlrKM5axgJatYzTrWs4a/es4TnfGRfBQfzcdolKP5DWxkE5vZwla2sZ0d7GQPR7GL3Zpx1mXYFJtq02y6zbCZNstm2xyba6tsta2xtbbO1tsG22ibbLNmr9fsBbbQFtliW2JLbZkttxW2stfZLnLKPdb1lV2uj/66x9X5DdZtPTbKRtsYG2vjbLxNsIm9Jnh5yAn5oSiUhLJQHepCQ2gKLaEtdITuMC8sCJvDtrAr7An7woFwKBwJx8KJcCqcCef02EhPa3N90YgmNKMFrWhDOzrQyUegS3laXHDy515zobkNLhuDMBiZyEI2hmAohmE4RmAkcpCLPOSjAIUoQjFKUIoylHMFH6Y7ZLks3cHrDhmuDypQiSpUowa1qEM9GvhwzUlx6ZpjmqPdfgQkIRl90Bf90B8DMBApSEUa0h0G/tR5BKSjv4sG/lifW+//5wS/BUEejz0Re1L+5vrp2DOxZ2PPxZ6PvSCjgdoJkE+XSc7rSHGDQZ3lumrAweUiIauV6Sae+l/S7fz/dzUP+3Of3l/65P7aavR/VX2y7+kC/8YeEIdwGEf+8U7wP9cF+g3/nX2gUv0nM/WW6GVMssn3Viqbf2/14SN77Vzv61ft5YkCqgLw4XzEfRWq5o8qlPZU/3yVgupQv2HuRlQQlUU1UVPUEY2OJkbT43331dHGaLt23g9HJ6Pz2nu/HT0werh2358cPTN6vvbfXx29OXpn9P7oo9ox/2L0zej70c9h6IM0ZGEEClCGGjShA6MxEdMxF4uxEuuxFbtxEMdxFpdxE/fHQ/FoPBFPx3PxYrwSr8db8W58EB/HZ/FlfBPfx089fJIf4DP8EJ/ji3yFr/MtvsuP9ZP9TD/fL/Wr/Ua/3e/1h/1Jf95f9bf9A/3D/WP9k/0z/fP9S/2r/Rv9R/1X/U+tnw2zCuvQJ73UttpeO2wn7bxdtdv2QHu4PdaebM+059rL7Y3q9d9rH1Z1+bb90H7uYK/iKvlqrpav4Rr5Wq6Vr+M6+Xqul2/gBvlGbnTe3sRNCBq9mZvlW7hFvpVb5du4Tb6d2+U7uEO+kzvlu7hLvpu75Xu4R76Xe+X7uE++n/vlB3hAfpAH5Yd4SH6Yh51XuiMYFOc7Guc7Fuc7Huc7Eec76bzynUJFnPC0Rq9UxjNxwrNxwnPOK+F5NMYZL8QZL8YZL8UZL8cZr8QZr8YZr8UZr8cZb8QZb8YZb8UZb8cZ78QZ7zokRiBJjkSyzEEfmYu+Mg/9ZD76ywIMkIUYKIuQIouRKkuQJkuR7oCMxEMd7CMYLD+KTPkxZMmPI1t+AkPkJzFUfgrD5KcxXH4GI+RnMVJ+Djny88iVX0Ce/CLy5ZdQIL+MQvkVFMmvolh+DSXy6yiV30CZ/CbK5S/4YKVyfIhMRaVMQ5VMR7XMQI0chFo5GHUyE/UyCw2yCk2yGs2yFi2yBq2yDm2yHu2yAR2yEZ1S/bd8AkJseqw+MetIvEznP0OjS2YyZ3I0i9hgU2yBTbZJLrAPZ3EMi9loU22hxn05m2NZwiabZos07sc5HMdSNtt0W6xxf87leJaxxWbYEo0HcB4nsJytNtOWajyQ8zmRFWyzWbZM4xQu4CRWst1m23KNU7mQk1nFDptjKzRO4yJOYTU7ba6tdN5W2Xyb56DXbrnaeuQaGyXX2mi5zsbI9TZWbrBxcqONl5tsgtxsE11kU5xxKaezjj06W8YZrKfuwOF8lBzBR8uRfIxLMIeLOZU17NJ5LpdwGmup54bckCMLQr6sCtUucgd1JOmwSM8M83VcdzXhZjTOP9cGJD7b67/KpnKaUsz4ZanmAK1LkgThyKi8fz3btm3bto2rZ9ve3bFt27Zt27Y9WTk29rTdHfV9jTr9b78Q4n4Qa+p4/2MINFaPtWKv2AcCxqZ+XhJegKAQpmA6jsZxUk1qymzJDhdoUQjU5h9t82ZDILGpz5lua9WUbJ9TCwJ+v67Ecakvae9Zsa7tv7X/cyMwz5Cxqy+U3sBRBdVRA7XsvOqjEZqjBZtAUI7d2Zt92Z9DOZyjOI4zOIfZzOVCLuYyruKdfIhPhy5hQBgDwghFZQDtcAMq4SZ8glNtD9PxBHfxZXwZdoe9ZUrYLxwos8Mh4QLJCReFy2R7uDLcKHvCLeFW2T/cEe6QA8Pd4WE5KDwWnpOj9bqsXDnF3umO4nB7L7qUW+35/gKPzHopE3kjBFU8wbqxfmxo19fSrrBtbB87xs6xWxwTx8W8OD8ujkvj8rgyro5r4/q4MW6OW+N23/ZfliME4glLuCD1s1KJUYtoMZ93oc97EQQts9UA13MnKoIQvhKmAyCK/pjWJ6jkOT3pOX3lOU31nOZ4Trme0w7P6T+e0wGe00Ge08Ge0zEgRLubKwCRpd20G6BrdRtE/6P/QWH9n+6FInqIHolioH/jtQXwqbRHJeko/TBJBshg5MpQmY75MlP2xibZV67AWXKVXIXH5Fa5FY/L3XI3ntBr9Vo8CaJgeD68CoQ3wtuI4T1LpLAW19JooOW0GppqTa2FdlpX66KDNtDm6KittAvMWwQ/V+gKXYlCdlaHoohnehQIsXvaRAACQsxJgubicCBzZeZqFPt+jakACLElg+Hrxn3NLiLAr0yqSFVU8rOuAkK+T1ugukr/42kQ/P4sxusMFPrZ9GAdY9Pi04MhaBWy/27tg171f/BYGPUt/2EyXEbISBklo2VMZmc8CALhcs+nFQhFFWtS2RmBmWmZaShvNTzrUMHXm+kZ1LIG0kzaQqzGZwsK+rIc0JpC1gBrsB1iTTC/z+G5zuokTgJ4Es/2JdSBOtbHaoIYaaQaydiBj9Abn1hzoRSTyrhIqklT3CDtjKQHnKSHnKQXZKyR9IqT9H4iSWokkmRIYkiGGvH9ZBgHcLqM40zOlIXMYY4s4nIul8VmwtmyhOfxZTksZIdsucetuNeteMSteMKt+NSt+CpZwUyyggWSFSxoVjzPUuHF8CqrJD5ZM/HJuolP9kp8sn/ikyMSnxyV+ORoba1dODnZw7l29QOZrUN0LHOsnPO5xMhZxbXJKq7Tw/RI7tCr9CruST7wP6kk+N9UEvxfypx7WQ3bTu5tLNTlPsZDfe5rTNg/VbF5bM79jY2WPMD4aM0DjZG2PMg4ac+DjZWOPMR46cxDjZluPCz2ir14eOwT+/AIY2gMjzSOxvEoYymPRxtP83mMMbWYxxpXS3mcsbWcxxtfK3mCMbaaJxpna3mSsbaeJxtvG3mKMbeZpxp3W3la3B638/R4UDyIZ4AoB6Lt94S0wcfW9HDWerpT452qicbpGMx0v/KMoP7Id4rmhRfCC1hgnrfCQrdpkdk0GGvMn5lY677v8DvSLndwt7v/H3OmOv5n3tTCXmZNU+wNQQuI9ElPsqwXfrcO1epPUz3qv/Ut7v0tC8OE5AAAAAABAAAACAAAAAQADgACaWRlb3JvbW4ABERGTFQAGmN5cmwAGmdyZWsAGmxhdG4AGgAGAAAAAAABAAIACAAMAAH/VgABAAAAAHgBzZgFQFNd2MfvghGjhxvNAJMY545ueQcIEgYqBqJjmzAdG24jhgFMnd2NpIFgB3bSGJgoGLQJUq8gYvHdbcI76+u6q3ue59Q99//8zrMLQRBK+pL9QgbSXz1Iduj3A7F+L07VShIg6dNAKaNzxPqvEFMzGoWC8UAVp2StiUEbKkGAjlOzxqGwKLEzGoXNCQOTgI2CxXivaaox5CF7TYCiIAHEgzgQCxIiHy/pC5grdIbVI4RVTU/HE053X7l/JPAQZb1HuPG3HDHhGBBjOpBPeA4GjUKjtZdubfu8uDx0RmtQemI17os70BiaKkoJmVTaWtkkMVOxOAJ6pg88DBCkBRWCejhLIGTxuWQaPY4F6wFdqVmZgPeN50fRuQlsDocFawENqVWNgJsSQ08UsmATYCQ14Al6cgOZxuIL2fPYDLqQzePCZsBE6sYQiN/dU9ixyCj02Dg2N5pM8wGmJA2YClOpMJAdM0kaVABT7QHV3tHV0XUmiFSY7NSwweHUCHpholg6V8hikGk8fhyPLx8OAIp8uFGDbtmA5LDBEcNY/AQ2gyVAhibbksdRgRhlobhAKCUII0ZpQYhdDS1GoaCTR04HTgnaaayrVjtCtNki3Ir3/PzIUppgQfE1ysSZn/WKEzbQUCNohbnNfj1vzi0qEd62qCncBqH7QtqvFZ7zHb6gao6f+33fOzRdAUm8ll1ofWu36RG+0ciQhWYn4brPk+josLxDvYE2Skl+B+xW33m9+/W3dc3h3p7lW56P/7jI/oVI7XNX/CqfjIEyzKTdh2o42VvZK1ljlq0onqtXWnnDXe/p9bQuMw1h/RaLwzf7PgsXj3rVN94o5WBJlu2xNa15rw6NIi6h9+1aqHO5eWJu0MvZn15qHrTJPsQiP6zd8aZy8YHQAN8Bg2Zf5S34mpjlqbPnJzH9qub6L51SRFhcJuq+UbQQjUFiYF/aJ5DWJ7uVJppYIlZvTnovN+L2bWF6dd2STu9n74JTKXWAilOxxiESU0ahsCPBcGAxWAYoCTFGKIxzs7PjMQRxFKFMChQGL1amMRMCCjWAVQE45AeNgoC31GaGdQFOwCGHmgMklO+NGXyOQls7uaIUBUXzoSB1ZHo2GYFVB2qDM8CoAE2pUUs6EhaJExwYLS3rYM2B2X5EVLABIMmVoy3tUKYXWypwcLGFf4ofTFoahFHds1HUmTIDHOqMOfOpRdXk0gQxbrbznLzJ2cT1rcZbVH25vbFt0xeDN/3s9ZYCvC5vXMExV52PVif3nDAs2dA2Ywd09I56yKl7cJ5KhFXyl+Zkk/DgfJb+W9HYqBE7uBUVzvOXmats8GmtexLubZIYuNKKiIvMc5lvobtvksGypWeBGLsPifi13yNe826PS+W3a45cbO38XUaGE3+a8f94DMljGMAuP8Qw1XUwhqP+Q+M7AKp8fOt/a/wwdjSXxZfOweHfjOO9DLyr7/lLlgd9Ay9pDuR20dXCtp7Y9eyojdb4Mu6AxCNsqtawO1hv668FO3Y8uUoX4WfdCJYkvGykBVls7yi2phVl18YUbhg7oWOFywWdMsu/mdO7hlF5oeG5x1btR9dYmVYFNdUxHpFWU2ediNw9Mz9z9ERNUseOZ3R3v0kmd3Wn4beM+3L42Id5nuOOxPFfb3k9p0r7Quky5jaDKyNSm948sDhw7yI6OTdx6yxWSQdJeNlHYvVcJXjdlnWbbbMSfc1iHucLE59pzqKunbbW/soTRmVgpltZWas9/kH3PqOetVefnA5f616PPZhscWr4MUpFXNnV0GUjVT7jrxRM2K3SpD2af6hKHsdiVDiyImFAfSjs0AACRFm8IKV/LWSUU4FAIcCjAQtYKQS46fcYFQpsZTGeKKAIvt8+WaA7D9VFS6z/qUtn03+uipgFtgy6bTSVwmDxgYecBo7AHsA5djm2iq2RYP9XWiPef3eUUxXg5l/O3qc5Xs/0UfDTyQySd6TTZY1XwEzqtsTqA2Lqb+n3MyWkmktyL9xsBQV3bYwCzkn7lo9S5umfqh/xPKd6G+aQJHREdvpYjHHdnRbRLfMY3NOz1MLYaz02Ixn2LwKZsRqvSqI1+5T2O3IWryaWvz3VcOptHbl8oVbVduHzsxH1V5zNaEmvks5UjcaS9x3qDipdNWazZup9nS91EQncCZGafv4+XI0TrS7pJ92eqi7U/mIsKkxddITd8zXjrDrRujtllqrnnlnNxJuEtFiI4qKRP2ajTdOpnpkFqOPDMmzsAo2eWVwq+Za0bVKJ5KR41ewuz8JJuSJ7a8qiC8/JqoSFbfMNZt19cwCE26wO9L5wN+XGNS+LGEZY+hW28EiZiUfKlsaSy8a12HggVpqPoGryd0xxZnQWNEFNmi24ixsbx4yY8UticvNHTpDAMDknNKex+GxpsNuQA7kMymBSgScQBx3kKfx4gZAcyhIm8vgLYDfgIq8Aj2aMIVMBcCL/2AXCDH8en0yPF8bw+OxkFpMcL2CReVyOCPYDNLlEPIY6p3HoAgHZnjwxPorDZpAn8tmxdL7ox0yH7CPvSyiS8shRzkTgBJz/YaK06DTIxLR1/xEoKlzyoPunS/YE7vJpOwxVGJy2X5KQxWUi1ziNzmEz5bOl8ZgsGT/ladi/ic+1tOO5pfkhVfc6Kpyu56wRCUbXJr68PqXCse9Su1F2a3jcw6lGowwKbjWilI4p/X30Nc7kPi7/6MoL+svtTE1Uox7WafSSCgEvcnICcd20RWWb3MRLzhyd/gp6ra/k1A7IuV3vSqJ6dmsbbvvQFR5zg+90ZfGmfCKRfCAQNYmas+P9GuByWJI7bN/fxuTwiUHnmQ9Ocl698DirYl4aNHYH6fSt6GcSnyezvu0y8R3u9oadazh8wekAvfc9msvKQuDPV44fM/eIamt9WptZ826z6ekSX9MpJuI97TMIHSCuhbOtyUb54cZ1rfQbEYeDdlmtvPDUy3mZGrh4xnfX184rh1IdT0Yc7RvEpwRZETFwUADhaIDkOgog1FfMdBIQCQmQVf5jrsOS2sjYSBABZuKwyCkEJoORg92hUUTD790lJibKOIeoTIY5RpwAjB6qhwbGhn+qyY+jAwc5RG2BNRiTMypnhMRSIaVSnKRdHINubxvtKIOniTyPIgK9oU0BPXSG+SWjspKz1hKY70fkChsBA7kidQcDKWRiUKAt1ZYKOyjQdt+GuwZ/ecJNh81XL4+99US099SpmT/QNuUh62Bx3btLXUD1Pc31E/q4PWz/O9rOf29yeU5IPaY/MNDkqGeC8Y6LRrRXPRL0X/FJFerFLzNLHSZoFrwdX3jVZ/nK1p6VhcHPtAPd+xqGbbq4/OO5cW2zWBPf7xu/UJu4yLip93H7tYnTeB93ny6YdNb/WPnOxtd71Id5XRq9CN4HvaesXRmgu1rcqTonUH1TVuWHHfsWpccTKsd1eXnz8BPHcKyTgsGXF3PVCWMfu8QXKIuYX296vOgM2IpvVAsYUF7gjl52f96jC027ejSz2aWUqRTUjiVLl6unJsQ73frqT+9h3zbMZFpfxHLf6kx+qrs7d+aJZaWXx6XmjQqBkp0wHlfpuxi3spU6Uld01G3f0tcxsZrxfOP+4aJrCG33IbQdTArnhJ48f3jWsYCTDAvRqNwDwp9p+/8MQFJeOgJH2GGIl7AzcATOQ7zsgQlAB4f//u/ZA43CyKaN7OiKRrSeii+LQ0+k84f+mmoR9BBiJ9CFLPIEfjSdy06WX5G2TMBYJYIy1dnBBaa6/rAestGQgoq6Gg2Z9Twen8umwzpAS2pUVlcJo3PJ43kCFozIXbZu6oY+TF4Uck0igZAVK5BuM9+Xj8WEdYG2bPXUVaeI4ljI3sMVDjbE6P0rDf9NLre9fTOp01Wirj7wkKnfyMvE+Dbt2RgpqRc17TC5mkboo1kEKJv/vWb3ikjc9G6VQ9d7sLYSjpoRNr+1/XGp7btq5Zs1Zacc8BuWX9f6Yhh3ucl0ZEGZ1qLqOsz5NVFeS0ZFz8twXpU1+1l1+sCePZr5LzkbLxbWbnrvNa/C5Y0etc+p3/7J5b9r11c3XA+9Y/w+cdlqq/Gq0IM03fkL+5+uaHp4+unu22oi/ySLgJTyzhVhli+8B8atz6v1LtQDDXVrM16DIM8HbZpT7um0fswmfLi0JP1Kd33KhaVbKR5Tmrxs3rGsFpj+Vd+CPfWwt1oEPrSco13SHr+ayj4jifTD9MV0eRLYg1zejqzIZkCRE2gUGJFjOQgqFUwOkkioE6aG2Q4qw/b7DQeqMiLLcuB5chDPAbPBLBx+riQAJfnoh1Im4UAwsFTgMUkKTgFCTqYUsoyoIRiPUICxgfpvqyEk/kOujfk511YAJPz+2eSGHTZku24VXGXwS3aHMzkBWMuBPhxYAHKOaY6xZJD+AobCgEhByvFwhe0qCAQCM4XtivBjO6a0HRipkKz/uWOhIqZ/z/HfYFrFanWWCymo3ekgv2I1cY5Oc3q7/sz9q8IFyZoxa7WW7u778PXxCvPCnQ6i/t4gDsss38/0nntv1Kfo50tfl8buVe2u09/OtXl6vd3tWvPi6rPljyd8xW1QrRqo9qNigwvB5Sqn5kjqEXyjzn4W223q5YrDpA8rayjnQ82ILa+ZtTPH7CtKMtsWPndSwbFFVjt0c1R87s5M09/eUjeQl+g1KpcUdu65/wzHTc8T7NNPXouyFt7QVmvtysCYbnjM8WglnZN0V2ZEHi/et7faJ+X1nhPmADWmecab1Rc7SbPFOqcDwl0JTK9s6qbyFMtDeIF3xvENqSv0k3uynzemrPM/9X6vfUwALMZeQDB9Bo1CgbTc/2cY/nXbUHgCmZNWDwyGbqgqBlZXfLwJjBVKeFgTKHqHAct/GmJhRNVdKvVXG88seJqWwYi/lzmhhWQoWgeWKjRRh+MAN4eTOh8Kg3hQPMSHGBALIiMlOsSFBMjZRMTGQ37nIZZYiA1xIBFSSkTOhFAMcjYO8bOQ1wKILGvDRH5pSB2+rC4H+WYglslIH7HyPn8iLVaMgmzv+lgYjo3FZNLVvtod6WhLjKhYgW09qbUWHI92oOanF/UUCvA3+XNeFSef6TkYe9dPSGrvm7RvxquU+ZF42ytGDy5cC2rM38mMqMV5fTh4Uce+yP7Fkp6PnjNercD0z7qVdXhAEwYv3Xs+5AU/WxUCz78SIkxUi8uc/upF0c4szzWXl8ad6PvmlbDc32ajdy8F7g06aF7i1zZyh8u7q5Woox2VMdfvbj8aJUjqyjZ0q/mWP/J2Q29cPzRjM07vaGXVlkf1t0MfE11taspAw/2HMZRHU5hz65X5FdXC5XOs0hddSyuNKv7Sf66FcdiXtenWqZMhvBHamjX+MT1fK5anx0bFbiDmitF4IEYr/3P3cLAY9RGhbY9UwPz/6WdLvz7cUhTkbKCvqEf8UEEZBYz/8SjBWrLswhV2gJ1hV3unmb/I0Xbs9OR3r6u2tDQmj3nFuke9z9ut+xs5pPeyAoOomOSgjcQjs942pFwoxlPHVMRl7uTq7h+l1fHXaDtmu/7qJX8JKqrWPU3f82XJ85aSyqxaYfv55ztbktdQV78g1bSezLa7xlq13e7BjRpVbkJ49l6Xu0+DuLV3577JIibEHrjYtc+wMvdKc8o+i2tBjKVHqq+Os69d03+d2JaamrY/a293yXS/XSmbVl1oUdcIHbNAMIyUHtEcljl1VY4k1e4U+1ZFaa5fJsG/sPhGV82TjoroE4/alrzct7hmWMd5l/JDMy0fBNTMY1HdHddaR9xVSfYPZfsYekbu0M3UfLHiAIe7lKlp/u0aZ/Jwr8Jy06YlDck72wqbny4V9qNKLy/thyDoXwBgUKz7AAAA) format('woff');
font-style:normal;
font-weight:400;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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font-family:"Source Sans Pro";
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mZn/iF3/iVP+VauV1ukzvkLnlNXpXX5U0pJCWlhJSSMlJaekoP6SV9fGSMjkkxzkd7Lx8jHXy+z/UF6fJ0Q+ziM6bEvsiLnMiN8bE/DsTROKbV4mAUjeL6g1whNb2JN4q9cSgmx5447O29gzdIXXmBlxnGVKnlnb2Lt/RW3txbxPZkMo3DsTgmeltvl3qnPj7Ke3prbxPLeYnCvEhRCtKQRjShAUMYCgxmDWtZLR+mK9L16cZ0U7o13ZxuS7ek29OV+BVzQXYJJHbxJG9RnKYsYyM7OS1Npbl0k14yQqbLSsmRvXJQjsp5+Vl+11v1RX1Xv9b8WljLa0WtqnW1kTbV1tpT++gAHaLDdKRO11m6QBfrMl2ha3Sj5uleu8yutGvtLnvEHrOn7Tl73d6x962E1bGG1tQ6WmfrbiNskk23lbbONtpW226Zlm25ttuT/0U2PTBYrkRBHL/pnLHNdJ1kNnfWtm3btm3btm3btm2/tW31Gq++wu9f3uRHoRRJSSg1pacyVJGqUA3V2gilOoMW0ApaQxtoOx2jc/Qf3aXH9NzIYeQzChlFjeJGWaOCMdGYamyQbtJPhklT2jKBzCDzyRKyhmwie8khcoycLN9CgwcCEIIIGDARD8mQDtmQC/lQCMVQBuVQAZVQDfXQCd3QB8MwBtMwByuxEydwAVfwGC/wid04lCNZssVOTsopOBWn5yyck/NxM27HXbgfD+aRPI1n8hyexwt5MS/nVbyeN5lBZpjJpmU6zcRmcbO8WdnsZ46whOVq+VmBVogVaUkrgZXXqmrVioE91V5hr7E32dvs3fZ++6AzwFk/Nii2eOztxHbiDO/p0+fPn1UNrH6QzVFN1b7VcVyJP/smPFybqi1Rwoe069ot7Z72QnujfRDh34SLiuKinKishBuKJqKt6CS6ir5ipBgrJirhaUp4uVgjNojNSni3OCrOiqu6QwkH6OF6jBJOrITT/RBu+U24pxIerA/TZ+gL9WX6Dv3oX8IOcicf8qcwiqKklIYyUFmqRNWpOQ2l0TSV5tNi9bH1tJWO0Em6TrfoET1TwnmUcBElXPqXsKv0lqGSZRwZXyaXmWVxWVY2lF3lYDlcCU+FAwKeCEQ4IsGwEB/JkR7ZkRf5URTFfwhXQXXUR1d0R18Mx1hMx1ysxm6cxiVcxTO8UsKBHM7RzEo4CSdXwuk4oxLOw025JXfirjzoh/BsJbxACS/jlbz2m3DoL+GiZgmzghIe+kM4QAlH/BKuGROthJfbq+2N9lYlvE8J+/8QvpXYSpz+veOb8P/2hdpyAJYjCAJo/7ue2R+nENu2bdu2bdu2bdu2bXMzu/svtpPr9G19u1x5V685dcWdXZpBbX3LoiF2Y9zROXahbhy78q8b24U6Uwdqb++LUhPnTWCwClZ23sbyzrNgg9nYrB4xC2bCdJgKU6JGX+gz+QC4r7NbwRf3BvdamkDjaRyNpVG0mbbQNupPA2kw7aTdtJf20QGIgJf52dxsPjaPS3c9dz2AcHiRFkD5AKMsNUgNUY/BF/VAdVCd1A11S7VQLVUL3+kRdYzjIXYfBMNnPPhi1AKwblo3jCqc+wNj7mV3mzssbyu6FdWKYnnzJprlsLx47jYfAqiFap552jzOfQ+zp1nRbGYYhjKeABjr2bPGYWOhMdzor0/Xa+ll9FJ6Mb2InhVAr/n8/fP5z949W/344t3pd2uDBy++qd2OpHzjznXcdnxzxnbmBAbLYnmsyLkitseO2Bm7Ynfsib2Bwb7AcB0M7I8Dfau+2D/QvCcOxdGcF7KLIRRwLrucXYk78SA+hkiAV/E63sXHaOEbfIc/8Bf+ESBQxBSxRVwRH8A2oa0vnrlIKpKLlCK1SCvyi6qiumgrOou+oj9vhwPI7LIo+CJLy5qyuewKwZCdZXc51K6Ws9vZ4/K+/MJvw/j8Fiyo8T9olbXaWn2tMVdNwUZr6Km1lhzZwGj1fXPtgGhXVYOdK20bBlrWEJPkWvr//XtKm4qDPF9Dco1cj8txtRYX98qmOF4qnIT7tXhytfzHYj0oCmIDQBSdm6RJbaxt27Zt27bNt7Zt27Zd27bdZvEPg/Ouz+Qzhyf8J26dmx2S+Yy+lZvsT/nT/owbrgIqqEIqfE9l1VRbTdRUzdRCgx+Y5ict0NJ7rlmhlf5VbdOVe7q5oc/0M5Oj3v7Qn1Fvf0e/PclzJCP5PcEVpdg9wR2iKa1pQ1va0d6/Rh9mMZvoOLZxmB0qqn9UTP+qKk+oDs+rLi+oPi+pHi+qAYnUmKRqSWq1Io1ak1ZdyKbmpFR3cqoHudST3OpFHvWngAZRRMMooRGU0jgqaCzlNJKK+o1jGk8lTaAy1TSZ6ppCLSVQQ1OpqZnU01waaSHNNJ8mtNKvHNEqOmgLvbSajooq1H6G6hDDdIDhOsYYHWesTjJeJxin80zRORJ0mZm6zlzdZL5usUC3Wag7LNJbrNLHbNbnbNcX+pa9+p79+o59fqv6aQf99DarVQJpFKW1hk56mcV6hSV6laV6jWV6neWqwdPqTV7tY4i6kUPzaKzqPKVTTNAFpnKc81zlGte5wU1ucZs7vMwrvGbgAq/yhh/np/pZfk4ID0SaPOo0iV/oF/kJfpqfHVKGNCF9yBgyh6whe8gd8ob8oWAoHIqGUqFMKBdqhlqhdqgTm9sgdrex7WK7mYa2Q/RoY9PENDctzfhol9pRL3VNPVPfNDBNo2KGRb+MMCPNBNPKtDZtTFvTzrQ3HUzHaNjO0Thdo3K6R8v2NL2idXqbPqav6Wf6R9sOjO4Za0abMWacPeES25MuiT3lktrTLpk945Lbsy6FveBS24sujb3i0tvrLpO94TLbmy6LveWy2tsum73jstuXXY7onVejX/PYN1xe+6bLZ99y+e3broB9xxW077pC9j1X2L7vikQNFfXD/Ag/0o/3E32Cn+5nqBbPqiGJ1Ygk6kp29SGfBlBQAymsiVTRJKpqGrU1nTqaQV3Nor5m00BzaKhFNNdiWmgJLbWV3jrICB1mpI4wSkcZrdNM1Bkm6SLTdInp+pCN+ohN+oQt+pKd+oEDUYwHKcQMlQSVwqg0VmVwKstDKodXeYIq8LAq8ogq8agq85iq8LjakE5tSa92ZFB7MqoDmdSRzOpEFnUmq0ZTRmMoq7V01jq6aD1dtYFu2kh3baKHNtNTO+mvXQzQbgZqD4O0l8F6gxV6k5V6hzV6l7V6j3V6n/X6gA36lK36il36n+N6ULYCCgAo+u7ep3Ozbdt2jfIoD/uDbAyybdu2bdu2jVH+i7XeJjanvEts4Q1vecd7PvCREYxkDGMZx3gmMJGvfDPFhKjBVMz579uFLGIxS1hq0tSmM70ZzGgmM7OM5axiNWtYyzrWm8vcHLCKVa1hTWtZ2zrW5TBHOM4JTnKK05zhFa/5zg9+8ds0pjWPeS1mcatZnXOc5wIXucRlrnDV5rbgOje4yS1uc4e73LOd7XnAQx7xmCc85RnP+cRnG1nfxnyxKZOYzChGc9Yudrar/R1kS5vZymgbpjGdecznmj3tbV+zmNXs5jCbOdnARlaw0l72sZ/lrWBFK1nIwpazMgc5xB72sssBDrS7HWxrR+vZiS1s5SjHuG8Pu4WJ/886KSz/d9Yw9P9eh4XFYUmYkpwcD4YVYU2YFqaHlWF1WBVLxiGxcqwSR8bNcXXcHXfEneEPy/UAJTkaR1H8q0o2Gdu2bdu27Z3l7Ni2bdu2bdta29ad8/59zq/va3clxbL+/uBKcDO4FXwV3OWx+vPgl9CLRt+83o16UT+czeMZb1nH6JHTS8+7DCaCjOIPopnEH04zi3+cZpFgHc0qwXGaTfxyNLv4w2gO5GTPp7nEX0lzS3CH5hG/H80r/iSaT/y+NL/4S2kBlGSXp6VQmt2flpHgES0rwUNaToLHtLz4Q2gF8Y/SimiFKFqLv5C2EX85bSv+ItpOgue0vfhzaAcJ49COGIQ0GCz+YjpE/GV0qPhL6DAJXtIVEk6jK8UfTFdJsJmulmA9XSPBWmqCDXSd+CvoevHX0A0SJqMbxd9HN0nQjm4WfwLdIsFrulX8yXSb+AfodgmT0x0SrKE7JXhGd2E3OwfdI2FculeCT+g+8dfS/eLPogckTEMPSpCdHpKgAz0s/kR6BMecC07S4+IPpSdwBsVw1pTFOVMH501DXMAltMJl0w5XcA0Dcd0MxQ3zE26a+biFe1iC+xLcow/MVjzEY1zGE3MdT81neGZ+xnOJTKQv8DF+xyfmP3wqkXj0M4kkpp/jS3Ya+pVEMtCv8S27NP1OIuXp9xI5SH+QSGv6I35ld6S/SXCf/i6Rj+gf+Is9k/4tkbn0H4lspf9K5BD9TyLb4cSVpgzoZ6LiylDvDft5X1xt+paJi0BcIxqaJIghrjGNaZIilrimNLZJjjjimtC4JhniiWtG45sUSCCuJU1oUiORuPY0scmIJOI60KQmE5KJ60iTm8xIIa4nTWnyIJW4tjS1SY804t6jaU1+pBP3Pk1vCiCDuA9oRlMQmcR9SDObQsgiri/Naoohm7gBNLsphRzihtCcphxyiRtGc5sKyCNuDM1rqiGfuNE0v6mCAuKG04KmOgqJ+40WNkdRRNxYWtTUQDFx42hxUxMlTB2UFDeRljJ1UVrcZFrGNEBZcZNoOVMP5cVNoRVMfVQUN4NWMk1QWdwcWsW0QFVxC2g10wbVxc2jNUwr1DQdUEvcr7S2OYw64lbSuqYb6onbTOubD9FA3Cra0HRHI3HbaGPTG03E7aNNzWA0E3eQNjdD0ELcftrSDEUrcUdpazMKbcQdo23NaLQTd4K2N2PRQdxx2tGMQSdx52hnMxldxJ2lXc0kdBN3iXY3M9BD3DX6tpmDnuJu0HfMPLwr7iZ9z8zH++Ju0Q/MAnwo7jbtZRbiI3GPaW+zEn3EfUz7mk3oJ+5z2t9swwBxX9CB4r6lg8weDBb3PR1i9mGouO/oMLMXI0xCTBf3C50lwRY6W1wfukLcdrrS9MF2cU/oDrMKpyTq6FVx5eg143Bd3Ah6w1TETXGr6S3TA7fF3aEmsgh3xb3pPbMY98Xdow/MEjwUd58+MkvxWNwD+sQswytx9ehrkwCfiutFPzOF8aW4vfQrMwg/i3uX/mLy4Xdxc+kfpiX+FleX/mPiOxdNIe4kTSmRcTSVuPM0tUSm0OISOUIri6tPG0jkGG0okXO0EVqwj9OWaMO+QNuhO/sK7SGR+7SnRB7Qd/G+jmn0A/RjP6MDMFjHKzoUw3SMoiMwhv01nYBZ7B/oHMzV5Y8uMBEslMh5ukQi9+hSiTykyyXylK7EKva/dIcEo+guCcbQ3RJMofslmEkPSDCbHpQwpIdxhB2DHsNxdix6UoK59Byu8Pl49Aa4Pgfz6AMJU9CHEqamjyRMSR9LmJY+kTApfSphKvpMggX0hQQL6UsJxtFXEkylryXg+HpOwvQ0ImEmGpUwK/UkzE59CXPStyTMTQMJ89JQwoI0hoSFaUwJi9JYEhansSUsSeNIWJrGl7AcTShhBZpIwko0sYRVaApkYFejmZGNXZ9ml7AJzSFhM5oTudgtaB4JW9F8KMhuTYtI2J6WRFl2B1pJwq60qoTdaUcJe9A+6IseGGTewzDTFWNMT4w172KcRJvT8aYbJmCSbpPeFIm2odMk2pZOl2h7OkOiY+lMrGSXp6uxUbd5b5NEW9PNEm1Ht2A7ewjdIdFxdCdOsjvQUxIdQE/jIrsXvSTREfSyREfTK7jKHkmvSXQMvYGb7IH0rkQH0/umAx6ajnhsOuGp6YyXpotzvkOoy+HHwJvr1l4aF/HZR2gCJNNx9ZMjlY6Tnxr52fNpARRjv6LFUYr9FS2N5uwfaAu0QXy0RXskQyfxjtPOJiU+Eu8E7W1SoY94J2lfkxozxDtFZ5o0mCXeaTrbpMU88c7Q+SYdFoh3ni40GbFIvAt0scmEFeJdpitNVqwS7xpdbXJgk3jX6WaTE9vEu0G3m1zYId5NutPkxi7xbtHdJg/2iXeb7jd5cUi8O/SwyYcTOKnrk3/K5Md1Uwg3xHtIb5rCuCPeI3rXFME98R7T+6YoHoj3hD40xfBKvKf0tSmOT8V7Rj8zJfC5eM/pF6YkvhXvBf3OlMKP4r2kPxmum/+TGA8wgh5gGITf7/Bvbdu2bdu2bdu2bdt2r7Z5vrWvDjvJJHkyM+f6ak6nG6s5g26CTfmz6JZqzqVbq7mQbqPmYrqdmkvpTmouoztjF/4quruaa+gdas6k96g5h76u5oZkrkbZhraopqNTKDvTKVWz0qmUXejUqtnoTMrhdGbVknQe5Tg6r2oFuoByEl1QtTJdTDmZLq5alS6nXEyXV21GV1AuoSuqNqcrKVfSlVXb0lWUq+iqqu3oasrVdHXV9nQt5Vq6tmpHuo5yHV1XtRNdT7merq/amW6g3Eo3VO1JN1Juoxur9qKbKLfTTVV70+2UJ+j2qmPpLsordFfVWXQ35TW6u+psuofyOt1TdQ7dS3mD7q06l+6jvEf3VV1M91Pep/urLqFHKB/TI1VX0qOUT+jRqqvoOco4eq7qEXqeMp6er3qUXqC00gtVj9OrlC56teoZep0ySK9XvUxvUCbSG1Wv0JtUq9CbVVfTu5QR9B5lbXqvquh9yjr0ftUQ+oCyLn1QNZQ+pKxHH1YNo48o69NHVcPpY8oG9HFVQ59QNqRPqlroU8pG9GnVJPQZZWP6rGpS+pyyCX1eNRl9QdmUvqianL6kbEZfVk1BX1H2o6+qFqCvKfvT11UL0jeUA+ibqoXoW8qB9G3VwvQd5SD6rmoR+p5yMH1ftSgdoRxCP1AtRj9UDqUfqRanHyvn0k9U69FPlfPoZ6r16efKA/QL1aH0S+VB+pXqMPq18hD9RnU4/VZ5mH6nOoJ+rzxCf1AdSX9UHqU/qY6iPyuP0V9UR9NflWfob6oT6e/Ks3Sk6iQ6SnmOjladTMcoz9OxqlPoOOUFOl51Kp2g/EJbVXfTNuVX2q66h3YoI2mn6n7apYyi3aoHaI8ymvaqHqR9yhjar3qIDihj6aDqYTpRaaN/qJ6gfyrd9C/Vs/RvpYf+o3qO/qv00v9UzydzB5UMaadD0MJ3J/+XZA8wYgQBFIbbnclsbfNQ27Zt27Zt27Zt27Zt29bfvCRf/pfN7J56bMJQCM0eSsMgInskjYTI7E80CqKzv9FYiM2eSOMgPnsqDUAg+xcNAp8rJgRNhuRcn0lTIC17Lk2H9JzxaQZkZYel2ZCdM4tpDuRlL6f5kJ8zMWkBFGbHpcVQnDPraQmUZm+m5VCeM4G0AqqyE9Pq4u2gNcXbTWuLt4fWFW8vrYf63JueNkBTdmbaDM05c4C2QFv2EdoO7dnPaQd0ZH+hndCZ/Yd2Af+WTWjaDd3ZsWkP9GQH017ozc5I+6E/OzcdgKHs/HQYxvLM03QcxnO9OJ2AqezSdBrmcuYKnYf5XK9MF2ApuzpdhrWcuUvXYT37Pd0gJi/dKCYX3SQmH90i3ke6VUxRug3buT6e7sBO9nC6S7xTdLeYtnSPmDZ0r5h2dJ+YHnS/mN70gJiS9KCYYvSQmFL0iBhHj4qpSI/h/++qk+kJnGTPpqfEu0xPi+lEz4jpQs+K6UbP4Tw7Mr2Ai+xo9IqYqPSqmBj0Gq7z/LX0Bm6yl9LbYjrTO2K60rtiutN7eMhORR/hMTshfSImJX0qJh19huc8fx99gZfsnfSVeNvpa7zhfE/6VkwH+kFMVfpRTCX6SUw1+kVMTvpVTF36Dd95/kb6Az/Zh+gv8e7Q32I60j9i+JwJ8MUfS6OIHUejIhp7FI0udjyNIXYJjYXY7H40jthBNB7iswfQBGIH0wAEshfQILETaRKx3Wla8SfQdOL20QzIyHVLM4vvaHbk4N4hNJfYpTS32JU0D/KyJ9NC4nbRomKX0WJiV9DiYpfTduKS0PbiBtJO6M5OQXujDzsd7StuGO2H4exMdDTGsPPQSeJm0fniVtNF4tbQJVjKXkuXi1tPV4rbQFeJW0HXiNtO12MDeyPdhM1sBGwTt4NuB3Vb6W5x/FsNjCruNY0hNjeNKXYrDRC7gwaJ3U6TiHtB04h7Q8uJO0XLowL7PK2IGuxDtCbqsE/T4eIu0nGYyObzJMgT94Q6cc9pRHGvaGRxL2kUcZdpdHG7aWxx12gccc9oAnGPaEpxT2kxcQ9oPXH3aCM0ZvOzVHA8JOT9wMcj8TxxH+kGbGR/pVuwlf2d7sJu9k+6D/vZv+kRcZ/ocXGf6QnxDT0lPq9rkkiIzJm/tIX4vI+SRhU/JK0g7gt9gqf6G1CaICRmb6A5kJPNv9GfIcTzaEhQfxI1sFynf/6KP5H/MmiBlty78x/MJSkHAHgBXVBFWkMxEE69PQFSy3w4tO/t2WB5xd0yuNsZcKd2lmEXdj0YNnV5kl+/mBEiMWtEaEl/ulx5NK6/FyNU9EuEhGd/L2mEKyGlc6nIdcDCnWBjEJh5EjJFnp7Uiu5CmZbp6ZO0TMmLwxPy9pSQg9M02pLEqr7kcU0DjWK4Rk8Rh3keb3Eeb2meNPIMV5UZGNniCX645EvMSvL0LullTfcqTKMKwwDSocKSpoIKAyK3/LWdMt5ctlf2HEhwNMgkWJ5lVdNomASm02XVBXSfTofTXVjVRhRaDJdoNUYrhhFFh2/CMa77JY4YuiBcNLqgCzAMqHjtUGJ2VTsqDIDJfyTqa+QAeAHbwKDNsImRiUmbcRMziNzOrKYgKczDwKG9nUUFymLYzqinJichABJk0lCSEQELbmLlYNfewKDgWpsp4eK9gyEhKGIDo/QGhsgNjH0AckQQ2QAAABQAcwB+AJMAmQAAAAz/MwAMAeYADAIGAAwCPgAMAn4ADAKQAAwCyAAMAAB4AQzGA6ggAADA0J1t27Zt27Zt27Zt27Zt2+b35Vv12gCAq1K4jhA+r/wINXURIubUR4jUVEshMlqqtxBlI0StqKcQrS1Ez6uXEOMoxIypkQqGWG8h9lKIk1ATIW5XiFdVLyH+RUgwFhKmhUQ2cUrNhCQZdRKS2mQJdRCSV4UUOSFlVC2EVF0hdVSthTRJ9RHSToR0ObVUe3VVb/UP0sdVVpVVU/XVVK3VUd3VV8iA0qqo6qqrxmotZLSZaqqjRkLmlhqomdqok3qon5AlolKqoCqqpQZqpjbqpB7qJ2SNqJQqqJrqqJFaqJ26CdkWaqcu6qWCIXtMZVRJNVRPyNFRI7VQOyFnV43VUu3VVb3VP8gVV1lVVk31UsGQO6YyqqQaqqcmaqUO6qZ+Qp6Imqq1Oqq7+gp5UVLlVVW11VDN1Vad1VP9hf8M0DNjBVEAhNHtYrOLbdu2bdu2bRtdbHYxynR5yI/JV5zV1cw6yEIf7ohHOfqxjkt8g7yOAnTBnk7uYK3zM0Tg2UUW+mDMVRPWCEY2mjGNU7zjD/R0U4QxvJEMerp7IxnVGMY26OzhjGgUoxvLOMU7/sB+noowhjeSUY1hbIM9vMjhrQpz+CMd9RjHPh7xA/6hjwBd2CMc+WjHPA7xDBHo7isLfZDDj3n+qmAsoBjdWMYp3vEHsgYqwhjeSEY1hrGNW/wzTM8KYgZhAAD/2LZt27Zt27bZxbZt27ZzNt7ikEwx1erTfkWPO2WmNI3pjX2d3dclNQi6FkaduzWnP9NZz0Fu8pF4zFp3MfUoTWN6M5nV7OUqb4lGbD1zU5nWDGY2m/Fvep3kIT9Rp94BxalPd8aznJ1c5CVq0eckD/mJc30DilOf7ozHuX7VuYp4+memNI3pzWScHRBQnPp0ZzzrkffAxvRmMqvZy1XeEo38BuWmMq0ZzGw2c5S7fCUZNR5cmNp0ZjSL2cpZ3hKNO4eKaVhpwjETw7NTnubozYj6dGc8y9nJRT4Sjx6NzE912jOc+ZjNUVs5y1P+Yi5GZ6Y0yYhzTGFq05nRLGYrZ3nKfwbpYbHOIAwDcGq7u3JX7mrb3NXWaWzjxHbSGHcQ4w5iZx+0F9Jn8fz+Z755v1nEfx/Xc5CzPEVOn/zzeTNHuchLAgRppJtRllHnl90c5yaviaaIToaZRZ++hqBP33bjv+/e/TDHz+3I6JecA8b87f9QdYQ5h+tDhBoiD3Ia40RZY7QaYuQW+xD38daRsBlrS9S3JJLVk2Ku1M0YK209zun6m3EVeyEzGnVk+T4on2zPcuyB3P3YJ3n6k2/+gtP4rvAu+ltkbcW7kWeJsUpvotdlnpfLomI9Mq5MRn1Vxqp+jTXWyLL2JvKvi8Z49eb/cxP1N6ihsZFu5NxkX7U8pZ9J/qHHrfs5zV3eE08Zamp7j/v/DNMzg1xRGADQF6eLbdvsYrOLbdssY9v2Zm3bZrf8IXuKMzPvzdWH+2Emi9nKWe7xjSSqcIaP7RnITFazl6s84x9FtGDPTz2ZiHGfL3KLT8RRhvp8CejLVJZzi0/EUYYxXwOGMpdfpFGG+n+byit+EYccfL/ILbz/0Z6ejOQdzvizK0O5xSvM/XUUcfwei7P/6clEFrOVs9zjG0nIx19n+2dsiPn/nTnUvQxTt/D2OEeEWkf2xXmj/Bdt7Zit6N9Ya8SpZ/xEnDvB/on2SgoQV7I5Kfop1fg0tU4fy3w2cpJbfCKOMpwlI6AvU1nOTi7yiF+kUYf9MzszlLms5yA3eUUYeTTg7mV1ZSytDM6Zw4MAAAfQ8MMwDIdhGIYfhuEwDMMwDMNwmO2+Twz3p+zBw9+RUVDRMjDxwf4xICIhp6SmY2TDjP3THzEp/yxp6Flx4Yv9c8iCjIKKloGJD/YvAREJOSU1HSMbdF4DYjJKGgY2zNi8RaQU1PRMzPh/D/kxPG8OtkJhAEfDMAzDMAw3HgzDMAzDMAzD8GAYZvO6d6Z5h/0ps2DJfv2+XVDRMbFyYP9fTEZJRcvAzMojF1r/E3ICNR0jCxsH/vcakVJwo6Fn4s7Oif5bTEZJRcvAzMojF/pHQk6gpmNkYeNA/z0ipeBGQ8/EnZ0T/Y+YjJKKloGZlUcu9D8TcgI1HSMLGwf6XxEZgYaBhR1vfUdkBBp6ZjZOtH5SSmp6ZjZOzP1rlj+G6iGwtiQKAGB3bNu27Yxt2+bbjW3btq3PsW3btl2LCloHV68NsA4JTuVWnsf86wUMYP6NCb4O4c0LcfZbCY7lQm7F9/3tAlrYgF04kPfxHn8ngxoGWIFN2INDOZNrWcLzfIwY7+awDXfyNd4/7/nuvZ/CkVjzgfUfXou6PtqAHfD++rgDOX+yRgifeg9+VoJcPt8De78YQY1fDvA0b/M1YnyVQw09zCDG12fiffhNCfr0bQp+f9eAa/L9Mtj/gzx+3IQE+vPTOujFzxV0MME6fI78fxH3V+f81oJYv2ewCQmORe/+MP/nCujLX8vweAh/y/Nfdf7XEmJI4fkQ44H8HGLSjSEmXxtiSg1+p27CLiGmFfB+iOn7Yl1GCtZk3h9i1h4cyZncyBJe5mv+DjG7hB5mQsyp4fUQc1t4GOvyKBjA/sItcH5RDreGWLwH8iiZCLE0gwSH8jqf83uIZWtgX/n7fB9ixTa8HWLlGlhXtUOI1QE11rTg/NpjuZQFIdbdyuMh1ic4lFMRs2EFNgixsYfneR/xmtTcnEMLM6i5ZRnWQc2ty+DcNjl0OLOzBnl13Rli9yroT4/x3i14OsS+dZBTv9gDHYgxeCIXYs/wBhgbyaCBAVZhExIcy7ncijpG5Tourwljk8tgfEqM6R7Em7F+dgusndP7ebUu4/ot6zovV4CeL59DDT3MsAYLeBw9XUFeKzp/pR7kubI1q+RgbNVlWIdrsWe1fTmWj0Nc/UjO5Er+Z5ieGeYIwwAAxrZt2+5im2drY5tdbHZhFxsf+9j8KZliji8e7SPMwLwuDGEK1sxfhnoskMdCsSzqg/wX6+MS+S6dxTE+od7L6tCHA+jRcnesGMAyAqxb2YMJLCLNAe7xD2evasEYphFwjleIZ3UTujCCPdxADdb0Ic0N9DrUBvUNH+EZfou0YBrn8D0qx1gPjlDNL+Qab0IffE80YAxxjiGG5BTynKMceafsS1ufkV9WfXPyyYuvoP5F30tiDAg8J2vlu24a8l0fxp4NY3D2xjiehU0NuIbfNpvpLfOwfqsct41AP7bfQL12BLh7p/W78vi8exZxdnCKO5TzDfO/pwE9mMAi8hzgEvd4h1j31qADI7Bu3wj+M1DPDGIEYQBAY9u2bdu2s11sbRdbG9vs4pzRnc3unOSH5BVvZzX4voH655uh/oVm9GMa69jPBZ7zk2xqUediM/oxjXXs5wLP+Uk2tYjpUjuGMY9tiOPyLDZxmCu8JpZ8/uF8u2Ler9ajG+NYhvautWMY89jGcW7wnkSKEe/1w1zhNbHk8w9t3+jEKBYRcAZr4OYgZrGJw1zhNbHk8w/1b3ViFIsICIn4TCrlWEu3G9GLSaxiN2fQZiRPd9S9O4pFBIREaOfeGR7zlXQqsTbvt2IQiwgIifhMKuXo+0EjemG8DzsxikUEhHj/qBOjWERASMRnUinnP8N0CVZZFIUBdNzdLU4bH9zpuPSCS6ThTsPd4eKSXk+v4dJw6T2ywirHz/7+7ay+e3wjknQK8b7+vxxizcA9vhFJOoXU0McqYY7xh8FnfCeRfCppYYwQm6j1kLwPv8MdI84Zfccu58jhWCIBIcJYN95AF/Iw8Yxv/GQKNZ98xCc6GEI/TZUil9PvOEfOZl6hBrNqE/wkkUOu8Ye5APfO68UFZy1+4i/6cqmKFvoICBHmEPuXza+kko39q4mo0Voseme9lBsG6pkxzgAMAPBttW3b7la7e7nVjvYYe/gPYjvH+GJjS+r+jD7Dc/rw8js9rZVznd7Ur+Uo1zG3ho3EmceuNwYoQS1N5tf8mEXU0bKWo+hJ61mc35aH4+3+VzrkGTSr0FH8FhYvspOTmEPUTGIXqSPGPHrfGWArR7nOU96Thly6nNNdgvce8Xofo/Y+v/WnYBfi4g14ZgcPoldDZxlnEbkPL2UrZ7nPU9Iow31HrpKA76OOjS1lJ2e5zVM+k0YBZYQY5xdijK9kLxe5z0sSyKKEKmJM8w/9n1jLQa7ifpNLEWPqImY9/Rjzm3G/2ZO4dm4nr/nPMF3CxRnGAQBm7q7x4teGu3tDGy7xGu403Ok/eqZnegGGu7ttS3vCc37vX1/nLUXwlYBUimmknVHmmGeBVdS6/JSfBCRSiN79LsfvViLpx56tFjKJ79deEsYc12Nx9sZP3M3NEPqylUs35r0dwvNOLWrbfYuc9ypRx77eHLxFrEM7cfSRWuR5nIm+nQTo3elH5HBWjrPOw7g7F83I+bISfboaxF5dJzKL3958Rbxb392l4vW9sx/K6Ua8PxEEFOO8v879p4f/GaJnwDCgIADD16tt2za32rZt27YVbzG22Gy8xbZtq+0/fM+6e238e/sYkMMO3viXe/71EZVTop0uieo30c6HRLvcE+26SbTbLtHuU0R7LECzaE830V6vRHsvgYVon2uwgRtCUSzazwx+yBbt3wUzsA23YAQvpIsOEEzBJlzDL7ghGe2ig3pgDm7BDIwPXoB1OAYLcMeQJfiEetGh+8Abhp3DMziIDreAk+iId6Ij++AQLuERQkFco6JFRzsgX3TMCtxDJKpFx44B7x03BbvwDewb3wMr8AhO4JwJu1AuOnEb2DNpH17BDEGIRjY4d3IXjMAcrMI+XMIv2MANoYhHMcjJlAGYghX4Xxc9gGgWRQEAXjuubeutbdsax7Enjs04RtYfx2YcZnOYN9v7ZW71vet7zznvPTFkIf9T9p3eRMB3KujA/JmALNxzNoYSBphCXc8F5GB8/gDfqUFNL0QQQswXP9OBey6dIYse5HT5BHHIM9jGZ9pYwNkrR3hPCXOr1lzdwWtymGAFNby2jSMkIcbrm/iNGG6s4gy/SaKAOkKMoL439/Ad8d86QgxpFKAWt48grjt7sOfuJkrw9j3533+N9kEE4n74nCb810eP8c7jADk8iUP9nj5GXZ7tQfv8Mc6+cO7lAZqw79UekpDv6wLMvQn4+39v13HgHzv1TtkAeAGkWgV420janpFlK4aYbRlilC1TDIlsZ8NxuJCk3JS5XWoXuryFY1xOl3mfY+Zre8x8l2Nm5tx/fN0o981YVuJN3T/P3rOVNR45nvd956P5vEiL1iHE7GfOIA3SIwuyIxe6Dp1FaGT6LMJ5/zmEka1vmzKByARC2r5t5xCL8N/OoyZ4i232zvPIqIzgz6znUDN9alWf2tWRQx05lVGhTbJFbHEpjwWuQ+rHAq/pSGAbt46xy699TSLFplJsOvxQ6LY9e/DEbubM/NU7Jvbv/8ee7m75iXPn5Tvx8fOIWfgP8Bhi7gAWNrSpxsBIABuXMLCRCRvSqhNmMmEmEwSuDRkpBWseiFMKHJmjIB2clMjhhGDGGofkEBIC9yvrqy1mXzNr8v7ni+/84mPJzyTx6p6etmNS8aj8UuaO+RsefRQogrITgK0HsPEojJJo6wr0PY8S8ARRMIn8edQM773w7hzyAKyqxmHEwAjBKAIjoqLUHmRcTjPDuYIachc0Unu5VBQzGB7R+8SPpa2VuMkdcnrTYXtiZGdpz0i5rb04uvHWnt6NzB0WsS/vbhWDHKvzilKkfTzP45enBTEsT09n4ggw5Rb+xhSYh1AQddZ4GAhsw0V5wEPAZ1OReilSbTTHlIp9jNTu5rkcFqJmgO0GrB28Du/qO7ax0L7p2r7+g5FJb4cQ6c54t4wn+z2TG0yZTSc3rD89nZOiu/lAoDzZdugawbdzL8hLNV4LGptgjdKKLNiMGEVJz3P0ExJSex8gzDGg2Nk1t2zJ5TbdOJ5tSQ8X/P7CcLqFuUOcum3TphPrkze729Z1d03lwZgxwYD/DBiMaGIFCKprs4ghfqTudhOYng5hRS+9giziirgklwCvE/gh+cKPfoQtzB0nXnz7Aydq6/6G2v7Q/7pu3WoT+FH5Xz/7Gaz04Il5Ze+HYe8FNPE89/482I1BWTGYJzaML2kPJaEk2cwYHx26cUtb+9YbKmOHwxPey9Jif867Y6dTNF39p+i1qlkUI7vdwapZGAzX3iJ/I5JDij7MZrovq1bkewZVFQNgZBU7OYu0s4QJaDVLrcUlATgB/puY+emZMz9l7rhwYf4GbJXnlDXRT2BNDYqvYE36ffA9JGogitm68Df8bvh7G8o0imZ11sxRS+GjYqIjiInbw/eBKf9szaHoQXvBm0zNeKUpU1fP6ki4rYJfL0/kN/XFFG2upn5zqCFOLZnQNthkOqEnE/qqehpFPRI8tUhPRwZlVOUpOSSNQ9BwrokZ9uPPfOq3Tz8Jniv/HRvlZ+VbsOPg2xWbBsuDv8usyJs1NR+2ReBrMQNKzp1Q+L0VvieCdq1o7zmItU4FvQk1KxkNxFf23jx7HnnUHOanXBVejiDmpT7c4QCrIObcIViwAFktqAngiaevMNgNrMFmOPLUy1idTsOWdq3fVWQ1Oh0L3H8U6A0GewM4On/Dnz1d3Z2eR//970c9nd1dnj8jrMY2B9rRgIO6A5fYIxOZMFVZapFJ2RlLHQNeyuFeDPg1CSGIAfaDbxpgtc13VG8A9IP3FF/Q9Ssw85G7yie6fk1slaFx4RTEBQcKodIKIsM55ITdqsYHX31GUCJwguYtIaqDOIC3DB6dzGQmjw7W7kOTk0NwmfLTp9atO7k5m91ycmrdqen86eMH9h87tv/AcSUfFEAzM3KvKCpCjlW9vhm83qrmWfdzskMGu9R0+pPy7tFUanRncf34LQM9w8wdrrb13Z2byr4f4g2XS2mqzWrmKdDGiFrRmhoOP1nWf9G6BOBQbfywso6ObGB14g9g69R3AsSf+FKFQL1ETrMooI4LYppOzRhvUdTCvuL0WNlW3NwTrml57R5+Mu2Km3327qtvuIJId8UN8o/8+Ypo7Nhy3UhN2pe8yS8EdNqr9M2KrlAogN140O6GulrIhKWB8RGhLarQNlpngaEozrY8Ies4Um4R0ctV1X9f3DGc7C+dee3J9Wu7enu7wDec+cmu8V28fOH3v8d72woFkcRQAezSANq3LcZ9H8Hhu0QMJR6BkI9C8ZHais6lkE/xEq0aYUl9kMc5TV3mgu0IMiEcxMRSsHPgdPsmYXMql232Cq7N3nzcHe3bLHVek14THkiIWYs/5trUMxLp32nK5w8FxWjA4rZZ9DFDONMZS46Vgq3pXV5/qMXigtmoZ9NIalVHpJofvLAPDtgHDkk1bhpCRdMgBGiAC6YWpKPZSyhFXILti+/G/3k3Yz1xYn4Onq4CvaZozlG/kyVfwTbQS0+/j7XCRs5SZWjScdeyjw5Pnn7Zma6Ojp67Xmx64DV4tzyzd+3avfio/MxrHgAOC/8GDhKs14wGGlrSJZLeeaRbDF6aJeFX8+FPPTZp4S2s2WOeeOCTELZmy4fK8A8XIL1iZEZIE6Y54aaVr+siE65LBVgPmfDUIyOnChfy0FEAIWRcjnYJbkFTPWFwmpff+mBWZ9axBodh9OQovLJcM5e984ZzA03NWlbX3NQLrL4iHSkWj0i4Tf5K+5FS6TCMIDInxYlYbEKUv0PtxAgatwJX72LuYAhORmWiOuclqFnJhLWWIRmFmhOmTFVCDo3EV3n0Y5LclaOSBRvf+6bXdBrdZtboMhQff+N7XlMx8fDGbezFU7j3dl4KhST+dvmD8tmX+qRgUPK9lNr3wr8At4vGmYHng1uFScCV6sC5PvSpJ7rMXjNr9pu7H/nUb/BrHoiPiOJI/AF552+oZjF4eZbW0yMN/EDNt2rcABOaJWZE/AFQKp4GV54AwBFwNxxxxXBYvoDPyz/Bwjb8/hPb5FUn4LNpqPW+gZ9FfhRfPH3byQJ2pL8ouSZkV+t2+CisaFTODGcRPwtXvlql2OlnEDxvoc89MArRUZO1Vn3zNPeWO2j44hJ9GIKZyyaQ7esgJbgZQ4r5cLRDdL1khhFS4f5YqXBF995DtxjY8GiTN+ac7AmZ+FQ5PDltiSQ8rn2B2NHj8i+kFuF6t3OrMR3w8MCxArHFzXwIucHrbqtxbCaUmpdw5MgEhxwXJc0ipOQI7SxcQNEAf4xUijwl1qySNcAoSEesQrsavgVOgOKd68N11YYQ5VxBjEciQwHWdHyGDQwJ2XHJL3SvWS2Wt7SmnElTJFxiPvSWtb5ArLKrc+DgSOyWkYmXZb9gNxObgT38EOxhy7Jzsb7h2ciqnvPcy89BSm6vpXFvcdugmB7bLeXGWkaEcLmvv+DJOrviW0zC4L6+vn2DQpDfE1hbqax1WfaG/bQuSwCmZ6nmArqtESolVzfQvFk9rtlniU1WGziG52jugJFPVd9fpz41MJVWoiQtMS0lY7r/L7emFBA61yTSZZ9uBgzLN8p4EnZn2imU86bY0N7e3r1DsRbP2jfOD7X5hFucXhB9aGz1MK0/qfY/pf4TRetXoD6QUGk58soOqEQCKvy606laWkVI9id7opFoAYZDpZ3DYrKyKVuaKvlYRv62YaS9VG4Tdz36bjErlEzC0N6+nn1DsdjAVskZ05elyDZfEHelizmEiZfiG5jPwX1LDbmTAHWqyFUqjotkGvi0ugt4lrwDa59dNK9qqu+os6oAliD1bx8cdLSOtockm7+F9we3bcMnj2r9idFi0KS72hARg8flFyMNii5kGQ60LUIcnkIvr2HkCQJ+ubocUbcVBjxVtxUKvDGlU9iKxmjWiCFe0T4GT0v0qQXuMTrHAwHfLFz5miHxQKVb9ZTKEpMiBgSRi94oQR6IVUsvIZqgcasbt7vJe82Sctmh1JEQCqjxta7pDI85fWGPLxXtXJ1sjbx3itMHS2OpQMjQFEmv27kvMX64FEgkAnCl2gcScckXNvl7vm4JFiI9SbY5GfK32Vj7UGt2KOs2XWWMOjP9KaehydrssHcPJSp5P/5cKp1IJZPplDwj+HirRuPxtgRIrqkQAwYfdaJpVBcEVW3V4qRRVOQUOU0gG0f2XY15DsUCSLRTwrqNqsDZKjNcy2pp/aqZQLgl6YGwts2buXK3/EUcKSe9vPxOAqsEa/yY+RrS0P2pA9MgqmHF/Ng8mGC1S2LTREXYJLK6U1eZWR0vFOJiPo/nZCvTmYlG0+loNEP9eOFLCz3op7CeDXywu77rcVFLA5UoVaO1Fp7ANWYv0gVxLIEQC6UsPoPdGOBnbKnhEoED1yebdFdrWDGN/yI7UuPlMDOvQqvuUZD5kNojUVsiK9ujFfdI8NIeSYdEjj2cq3I3+/hTb/vAk9f2Mx+Sj33qi/IPPjZ2G62RSE7FdsC1pEekI4voLgoDVFR9RynUuzCJY58ViyHzjE2v5XR2U9zkyfSKjDD/bd7OHNVyio1qAhADIuiVK7CCRXZVe+CIWeaXdtWaZ+EicVf1dXX/aAJxqxHYQ0ecmsg1alQGhXiJGjVfZ9qceq9AHgmNtpUqjsiq9nVrwNDjBXgRc3huIJTNJKNtV+2q2ntBfqdyQ0j1SeDrRDueN1/KjrqkKa+6pcLAUc+gzi1JVbVW9Us81x/M1rmlku9ITL5ov0XfoN+C1X4L/v/6Le789FAyOTSdz28l9635bC6XzWWzaqVRu99Myg1y0fpunHEDJlLfnWoYydQ+x3JnJiLVimgiKYdsyiHDhjgqrk3NdJxa42lU03CqNR6vCKtwEyAa8C7HYo1HNA6sSmTH20l1lwz3+LRTUOJl0s7kWeYNUF/EBqG8OzAS83un7sUxpcaj9dQ4fpZyFNBRVF8+6Z/bLaWWwcDAQmnYSTuE0rAATdcsXHn4rEqJUUsou1pCWdQSSlvqMGNhSR0F4cGmWVpC4St03sForY5K9ZEi9hdqDXX2wbWeUK2OCoTb5qdxTC2iajaP7wZudrTqf7B58w+qW2Krt3DaHFHt279WdPmNHrPH2tLrxHNbpYJWe5plk5L8k6r/uSCuPQlYCotYvGRpbwPr5pQaAiEvReRVogT5Fc1LUdblhKLaLVORka4NX/3R7OttR8TBaF84ErQFYg4+J3r87aOZzi3hQX/Rd5nVLzg8+YTHV1xrEkM7fT630+SwNjfpPUI+FO1K8gnPtNOdMNnMzZyej7ZFo10ZL+FkA07HmBsAzxQ6QbKapy4tNMineqvyaxCMqnFTR3vQ1VrIofpyLxZK/Viiv9osnhlQrpJyDK+13XbzzULA5DXwzrKppX0s87mjupe85Phn0nEde5XOVNW8B/D9C8+Bu22sP/M20FxP9bXBc6Q6pwlhtR9UjX8WuFvyVH21N9RhU44A34IoFwy3iO6ZW4ya8CrTlbtxUf5xOekL4HHZOiJmCC6AhxcA1/IeEeBqVCI06BHVtQHe/fozA6SvoncYKnc+g+d+F59IJCbiv5OtCFXrcmYO1o2sMAfoYICX/VrggbuR+jtpBHmQS2kEYRRZBmkpuMX+yZkT9xV0Bh20f/Qdpy/Tm5tYTs/lX3HzW7JNJo7ljFwrnvtVfFwUVwu/ovfx+K9k66eF0WRyVPh0dW/NCDYGuHjRqvpeSgOrY5TMRRhYZ6u/hFgpctdiU8WRWAKY4xcRmx+6+4lWg8vINtmbog/d8/ATBRNvYvVOfQIzf1rnyrjg37qFv2xwtcLIvYHs8UIfngd8LWgM1bd2Gld91f/jwERR2ZCpVgIDYnddBdiP63bdrLmFD1t8nL0pnjRwHzkzZrQb2CabvufOt9gTUuXjWu21DBsL+PDPvxkdjQtjwjdlY34s76E6ivDyHsC5vC+kb9AXwsv6QriuL+QgbViN5BJnz/2XlPMAayNJ835VNyAwAiGUBagVUGiBJCQhYUBgYww4jj1YHjx5Nu/k6Jw258x4NuccJn3pvtt0+W7zssvmZaPvWU+6m03M8uzjQVdvdemly27dbZjY/qlUqq6qrvDW/9/0rqXv76PZe69Y/9a9tZqhZ1DPKAmiwG3bwrSHEAsek/g08oTEq8hTEt+BfFjiOeRpie9HnmtQns0NfrdS5zUNdBrI87Tn4q8w/RHkZSmfs8gPN+BHJX4O+XGJ/xPyk+byYL0lod4syvUT/N5pzE/mZyX+DeQvlfhXkb9c+v39+Ps58+8ThX0eUa5mscgQSZEbiaxacVoer0BfVQeMZ6FtCZ4TO+nkT0d7jhH+TLNrnCMT4nMeHDPOLSFExgLTnappMkH5C/310LYuf589xQQvDzDhiyfi6/B1tbtbo+7x9RXUxPwsn/HpkYDt3e+GQ23FGQw5XK625l0Ot6ILlQzs+X7LChtg99dCvORU/f5a4XZa8f5wIdmMwAXABQBWiK1ihehG3U4TMgh0bjIOdhhzceZg6Tow4OPkp03sBp3s7tooOxcRWotIKWajufTpJndy/WFaphf+uLxMm9ZvfnQ7ff711Dt0w/rdQoVx7hy0Jb8X9S2sLfcYz6biJ93Ip5CngRMVzpSUqtAFZUTrSsftcrCFjylRXuzBJWNcGWStObBk7LkH2HWK/T+wBLcaICkjVIrL4mKJBYLwSI2tgy+VCIkLuPnn79r1c1AKDY/N7kjOXF+6YabM9s+z85WprRPzZ848PNVCH+iKVwb1XSyMvm9meHfeT984kOgPr8+Vh4dzW+egb5O9tRmlwp91ld+3TscurjKerTlBQ8R4E+cH6Q08PdcWqWeQx+iCiU8jT0i8irwi8QXkBcH5OTpP3yzST4pyanC+jjxPR+HZh/JLXGccyg/t9gLGW8jv6vnSp3m5W8RYHbbkMYlPI09IvIq8IvEdyIclnkOelvh+5DmJLyAv1HlNA90S8jxNwv2L9EeQlxuUM7XBlYh6FvlhwWOQ3sSPmtL3qeeQH5fy/yfkJ83lxHpL8nrD8hLKPo8oTE3Bfu/6RioEKQrTJ0ZK2Bfb+RDhhB20sZ5lQ4RDrLxhpFHEGty9tDFORky6rJg0WL57aNrh6+1Y/15drdXs1Pydwa5N3TBKwtCYigRaxeBBuwLhLnc3HxtN9/803v+rxf1z/RXvT62iP91p4tPIExLfjzwn8QXkBeRO0Hchn6e3mtJXkVekfHLI08jl9CnghHL+CrVANpOFP0El8jniIZT0kibRQglUkmV5WxUxhl8UcWT5BGU4cenJ/P+oLusM2qkrXo5qSUew1d7q6+22N1abKUqzrbmvmPS2Nt+uNgV87j7HjU7/JfIz7OcHefu0ifbZj+MO06Uhz9P9YtzxSzzD+ApR+Jn/w1wH5CP3Wp9MYoxFTI3wiZga2TyyAvMKjzbAnMGVbDBDwDqBfSpW/U6xf3NjzAo+cbF+72IHCVz1Bn3eafztY9NKYAcTwM3O3v+LxcVf/IL+aqrlRvbX3HoQtHD0VwcPwtz4OCHkl7zvbjLGSPIAr4NdhNBpE48ZvPYU41vVaeQJwZcYv06tIk8J/gvGd6s7kA8LXmM8o+aQpw0O8Q7ypLqAvCD9bhV5RaSvEEKeUY8gLws+U9PIBeUNyPPkAT4WpWsR2szayk9Kf9JY1C3GojZoBb6DEWsxJ3TRjaHlvWxk8Qbbk4upaNDR7rJFXDCc+FMRfyuss5y5oBhJ2L2w2YmOqvuxbDlRZqYtVJy8bttFf3yR6I9O0AIybhfP/x7BNYnn6R6cH81cp7svrorxy2jrDtGm7yKkzpWfIJ+gR2o/Nn6X8Tcgn6dRTP+7Dd50mDaRNaM8Uvo8jfLyqMDVnOBJ1tbvws9FeaXv6YyvEgp9kz7OdSj7Gj5VsoDJTppQwMT3dPxIukM8UXZU7o4kIdox4rPx1WRP4dbF9xWWqLJ+6yOHKizIcXHh0N3vOvXt+hjxIK+zTjG2nyYbfAF5oc5rGugakefp2fqcrezh+ThEPoxY8LDEq8grDXiqzmtOWBMhn5fWVgvIC5hek9Ln6QL2HTPXGV8Vc8cZXs4uUc6rCLHgMYlPI09IvIo8JfEdyIclnkOelvhx5GMN8q8g10ALiTxPr4L7FemPIC9L+ZxFfrgBPyrxc8iPS/yfkJ80lwfrJwn1Y1Gu/fi9nJTf08hfDZyoJFX7vnK/8n9JgERJmpyWlRwNpDgKyjQUUFGvsP0JEgcj3SvGLNS3Yvw5tMIylBwOMX7VDTucFSMXfQVm+6QtOYKHv+wxMzY1KpvpXXCawYP+SdVLF26Ym9wz0xcB5eMLd27bwzQc7HLZ1rLSPzx9xVunr2j7ftQ+tHfsqoF7uOyxND9+g37zFIhK6cHegoc6o3esf+ne52X611d7Dc0rIWqBjRluEiEH/2Q1PAgbYXw3VppEXmnyO/XwFDDbRuprmY0NabzoNJYvIYUenj16qFC4+uRO+uk/LC1Rul71+Qbmir29xbnUlaeq1RP7Enx1eZS+j4kjx8evzHug3DnWru9UsySMetQ/pdxJvuIKsDRJEWGHu0D3ibTy8k2yBuHhN0OIetn50kJdx7t3kp2wt9xu7x4bTeeshL1aazjsjrYPOouh8hbH4NmqpPKFfiruB8aFh3FcsOJhiR9BXpZ4FXmKzgquQX1xjs8N1/VGuOY5QQoYVRUyOaxHPI7lT0FYzPAt4tSzRdQr+xq7yohaTHAplmo+nLOZ53/VXJN3DU2nfJPPn03UFb295b1DiUiwq93J9hljw6I+2QIhWXE3FRdO7K5remdu3j/mdeY8YrFA57FSxVh+gNedS9TpMNngVeQViS8gL9R5zQlaYeTzdEZwTeJ5OsPGIsHVnOBs/oZ8pM9npO/pjK8yznW+vLxuUd4YIcinkSckXkVeQe4EvTDyg9RvyeeBYz4LyAuYjyalz1M/XxPuZ+nfxfqMvjFi9EIH6f1v9cgdpFeMFL2sn3SLMRHi3OzfHPSrDtJ5mTY5kaNc0cfPlsU2yDjgot+cur53rz/jDSe2H9h0e8ew/tL7IzO37HzuWd9tLKTj7ynusQ/2XuN3pcKhouOq077+96yfpO8cuX578gXzJ+xMmhxPzRb7ajVDg8zr0SPq0UsI8JoTtMnAsR6t+Dym1ySep17W3sBnJK4zvmrSPneRnQ0ihvI+shmUz7CPxGAgm2/ELkfh52lCJgUhMjHaOr925AY/qKOPHKF9Uy2fOXXqM3Pr5wkvL9dJ8/7mFWPLHksek/g08oTEq8hTEt+BfFjiOeRpie9HnmtQns0SP458rEF5KhJ/EPndEv8N8lskfh75vQ3S345cA90557i/wPRHkJchPaGMRyA9SZE5Yi0Fxg7BR96oGHlb0Y9m52dyQNhTZYroZKkkYb908KUvGNrm8Hhs9x41ZO3u9NbBRMQc1kmGPC22t7/LrHWfee5c3u0ccouhVujsv6tuI2Ey8mfr7GGVdJnWflI1zbhm4f2sI+RzsCm23TW3Rdbg0xZHr0/MrZNT7es/AEm+qPPv8j6zgn3YioclfgR5WeJV5CnkGty74NjWhiaf5+8X+bPyWPCYxKeRJyS+A/mwwQ09Oc8nKPJvseQxiU8jT0h8B/JhiS8gL9R5TQMdO/I8bYX7FemPIC9L+VSRpwxuaNJ5OXtEOYMmXkVekfgC8kKd1zTQtiPP0wArD/AZieuMrxJFxLphrI2Qqxs4TVAEI9Y5qrD3hEEFtcT+j6pzCnoAnMVUkPGwKx5ZMvmrnD703/LTiOAeNOH+/eKGC/f0aZrZ1kz9dS8uzfy/uhv3g3N1T/AYL7ufjP4JHrDPwehAHGym+BxR2ZWfXQmnJ5bNU6p7vxavLV0/kwLz17XzxybG55U3PM8DP3+gHDz56xcXdUObXGTPwWHlHVybPC1r+63LwD25YfbLQtePe6Be0zp7JCLU+pKIfSQSonT/tpt3pVT66dYrduRmg9OJu/dsvXVPOr33tm2ju9vXn2iZsw8cPD3vCx46EPe/IJYdOHjmwIGzBweP7b5yfhfE0Fl5b2PljZDn/MmeKcMp5eCrFR+6p3zQzuhKcC8ZMcggqp9wvcIbW+jfQJlfv6cW+h7fsCPc6u5w9LjtkyPajsDimxKHikPzlegL7G2bzjY1OzNXbrnrhnRqfVR5w2wq3b/v7LUPf4Lwtme+u07uv/U0chdhv0WAPZs3RDssGupdwHmZqHTv4ilN7+phts6Q7/5ufTuE3/5fa8vtICNVzjz7Kn1nOWysF7i/Qx1TEqSXP1sadVnyqJkrjyGPS/w88qTEv4S8KPEHkesSv4A8I5WnCfmIlH4N+ThyDXwryPNUgbFE5BNAXtrIR0mpOvL7DF77I6Q38SOm9EzlhvyYVM5Z5CfM5cF6S0K9WZTrPvzeKfyezM9I/Djyl0h8BvnLpN+/gL+fMf8+9/lk6eP0IsmR0Y3IiQY9TkMFCYZS+Fiqi5VLB3d9sn9zEGH8LGlj3+gwFDniytATaqiZhfjJEJ5fFfmVh10Ns6uN9Q6c58cs/T/SnhNtQPTlg5MOj7/Nzqw/6cstQUPJQNcml01zj33a8AV9O5vxxkPellJvjDmEtH2SQ6hzyOfutjVvc3TTzegUIkTle/H/4Pq/CpkmH/6rHVEDS1BP3WTAMLIw4mckQvyCRIQHJM+/0c8+g4MbP/8sC3WGjqkRfhVhV5OoPJ9asvJQCV0yWkZEVYIYtZOW2B8SOcqrdMRwkfxjtJzwvOxtSiQd2to/PPSCcnbWG57N5HflA8xS8svWbZneQk8hcf3g5gPh0qFgzt2u0p2T2tMf79djeTuv3KsdYaNyU7H+ZHzqUNEdaRsuuLtuDIbSsTS4sbSYh9fyP2Q252s1o55h/KGdYvx5NyF1rjyIXAdOlNqzwsMVIgPkzbI+31r4zutn00pdCeVZMUxcHmEfqiuhWBqharRxzSCchnhMxi4Ne28cFbIpNDnokrELzC6GDlI2eIkJxmTx2r598ZOflG1eOpOseITRa3Cqefeuud17AqFI5UBh9Lot0WOTk8XNHt+7uzvh/Kg2A3WhJEifqKM4j0X015zgA2M8xHkV113Mo6SOIY/SKPIfKo8hj0t8Dfm4iX9BWUaeFzzJ2ualqkISRON8QpkQHNZ7UE5NpN8MYyHjMxLX6Qis93g+W7GNZbWNdRu7eARXxDBZa0umMTHbO4QWEto8ABqV3Gf5OnOT3Mbc9R7F8SuGqvWEhZEsVjJOIm2GmrTU0FB27tzi9u0n25qC2zY8ZdHJhXJpYSLa59u9c27XrqnmZ5cHAxozlr3b2Tk6Ml65pM3CYt7utORRM1ceQx6X+BrycYl/CXlR4g8i1yV+AXlG4svI88g18MWZObS9KH8AeUnK5zzy5AZXYqqO/D6D11YhvYkfMaW3qwXkx6R6m0V+wlxOrLck1JsobwfMm+zzLPf3DZERcvUlfbLN8jQ1zefNz5JeSGHEzkD7hv0MImkFFICVNubEsqSzlwx/KPAwWf9uyYzHXW0dzdYOwEja3xbo3uRsDbnGvsW9gGw+jG92KtTCEuiLhYIOMR8qBMyBpjq7A+vsVaLOuC+P98Go6IO+Da48hjwu8QvIMxJfRp6X+O+QH5D4GvJxiT+IXJf4eeRJg9d+Cot09V7GY+J8/zVkiI+rGvjhkOdpP+uzwGckrjO+yrlf4hnGVwitPSt8dSFyt6yrazCKNaNzzZAQbugjqNBHOJc+CxEmQnD28gJF34ade0fRcomzkArrKUbqDh8+79g6w4nBANrvxGRzTYffbWd2n4u/KSeZ2+eXrJ6+SgjhewQ6Z4xB5HV1/QLdaeJRg9eWGZ9SHkMeF/xrjO9QziNPCv5dxrcoX0JeFPwZxkPKg8h1Kf815OOiPENcTxFAXhK8VNPAQ8jap1/oI17Hn2m9liVrzOvnZ3yqoYepsULCWDME2GmgttJYLWH2Hi5mJjrcvjZ9MRUOOtucbSHXeFi4/8QytRVMiY5cfVWqtps8gLy89NcWeo62v0rPYVEq69IIjUtRuYB1nIE6Bu8O9BH6a4t3TbVZbGyN7ezUImTPxxjwXdJp3mc+L/rMG4w+VnMqIf5sJUS8Pim4hhz1d5zPSFxnfLXun2Tls5MDf763CN+61cadCBTdkkYaEZ9Bt+Si+q4PfOpv3n/XOP31l77EzJJf2HFYlPn3dEz9v6xsSaFJeSMZEfwQrJsEn6BuTP8vbPwQvOkw+R5Z49xJg3CPIv08+Vy9Tmi3iefJ53icb5XxPvWlgidtOvNQfsf4HNdh+0zf0xkHTcqT7PfZOgw9G5IN3CJq1EYoaSFN2OOMc0aH5BTycaeQDTQpHtCkoAP02+AAzRRvWhwqPFfygZ4IXlumhSd6rh35krCDirFH7eNzT0rMPf9vgyvLyPN1XtPAP2rif2P0FxijeT66yGeYEAuumbmyhnxc4ueRJ+u85gQfJ/J5GjOlX0aex/Qapjd4DPu1meuMrzI+R4jqVeAUV4eTLNLS9FJc/xhzc1qU32PJo2auPIY8LvHzyJMS/xLyosQfRK5Lv9uBfFRKv4Z8HLkG/lLkeeqBehD5BJCXTPmkVR35fQavXYT0Jn7ElN6lFpAfk8o5i/yEuTxYP0mon8vLpVzA72Wk/O5A/irgRGX8AkvfToJcw/JKWcPSYEzS8eUjOihV2FikMNLHx6Jm0ifc3CHUtYRAqwKuL0ZS4s2nKZ6D0Lag4iPGri7VsnjNYhbfCKwcfFzLYmP23F2VgZFcUAOHbmx736BxvbBoO+eNZsvPz5RtD/jsqVJ6LLxQBpeu21UeGIsY19Se6vmsa/cPd2/Rez7rNuri92o3vcjKNkzGye1/2rtLhC8sgPu8gIig6MbqWozYMfEiihxQ7sos86sc+2x0SVbrNg6WmLUjcbHubh+qbulPbD2YK+3rC82zKEkBoiS/MKIkxcQNg5mqpu0b1rNZXR8cpK08SoL+5ayezsjxkUx6YBDdzJ9n0RH0WZeUT5EoyZICsRh0YRLS2aALm1kdN7PYpJaSmE5FNKy157qQDSXabOzAzhUZCEQt7dfu1lTa2deecxR7Q0PxoC16k+zGxr5f4uvD+3CsseKaxAPIS2aunEeeJL8XXIO6QQ7PotirKTbRn3ZaRu4an84aPacV+1G36DsYr/yThTF6ZqK9y9WW3jsarRvZfQOV/ngIzmphOzYgKpWttVyRXk9rc2rbNaN1b3thTyXjdGa99ejkRL1mxbr7//ExPCPW3X+oaxvAP418Xqx/t7L0DylryMdFeu63VpaR58kznI/WNMwH18t1rjwIXKwj/mD+vPZMbUb6ns44zFHgpf4UL29WlPdJQgT/kPIY8rjE15CPI3eCJxt5lTxlyefJY5jP+5Vl5HnMR8P0Bn8MtDH8/VDXK/9GNpOb670mBp0kZrneMVzREAeP4WvWjCv2NYyBEz5Ss39zn+W1EuMph/kV6mW8hiW8CTqW6EAgmcFeBmq7Jq6b+Whmtr+Yzwb7gslsMujt8Ua0bPatfWPXVIp7i0F/yM+5Lzdj93ue39/jcfX4ApFMpC+d0Hv6ktNj62l6Ac6uenOVcH8+GXE5fd5gvJSIVgZ5jJB7xO9WFVY3ObEWzQjuBO848ir5tSWfJ08KriEXdc/6CPAZetbEdcZXwZ8G3nS1irxIPk7eYPKsR1ibnIKH1i/J2vB5xhda8kFRAXczrES5wk01HK8QB2YtoQpvtCLivRGxRoW4n5s/6SNs54xedtnPHuPLV+d2w9G+4WnvB5v7z6aaD3Fb+8KcLoztYHUfgPrg3nb+DAyJMa+PWPGomSuPIY9L/DzypMS/hLwo8QeR67TXxC8gz0jlaUI+ssGVNrUD+aiU/xrycSmfUeR3Sfwe5DdL/Gbk9zRIfxtyDd4VgDxPc9C/RPoA8hKkJ5TxrGKnvyYp8iIim1SsT72ieOpVP+1ymlZOXjzVCvArp6GnxPmjN3fp+Zb87gFJ0PPxzESnx7+pQw3vLOLrCAqJIBxj4VbcY5tLDEhvJzDtywnl7XOj8n9IjFxt7QtHy67lgko6CBSAOwjg7jq5LvqyNyjIih/5dQrZzj4m+mm+zd49kb78zQrU5o71ieXDxI7O9YmZxIDoYzfydcGHxLPQTYgF1yQeQF4yc+U88iRyDeoIuYjrGe9Z4M9gQeT/SkIseNTMlceQxyX+JeRFwfm7BXg+wyL/TZY8aubKY8jjEv8S8qLEl5HnkScVB/21iX/x4n/i7waQl6R8ziNPCs7fOcDLWRLz9+oGV9aQj0t8GXm+zmsavLvAzFn9A5+RuM74qngn5bry7yRGChvOZC90UW+DCKqXv4VLnANxjzmM+N3ixMchnk7o2f14rpO5zLWXMLZB0LX5HgiXyhWaxHfdOHMHtsajozuTfZs9wfE3Je5zZwJbY7ORNyeOje+JTBwqpEvUNxQcHJlgBz1X/xdx/wEgR3Hsj+PTs+H2bvc255xz3tvdy1EXdFE6hVNGAoRkJEBGgABJRBNNPszTMwYb29gPDE44YIIDzzliY4O/Nn9jP2yDw/OTs9971upf3dPbt3N7w8nh+/1hn3b2M7Mz1TXd1dVV1VXVysZun8k20zk+1A1707cak46Job7e9xzqPW8yeWTtrMaqdhi7e3v6OSGPEctTeTUnldxLnNhInMeoeReevCmZUXMiI/nKiYwsLW+UyGhR7hwM5qY63DiPUbjqlLM8RrJLHxuzOeuJjOy2yYZERkQmU5sGi+pqzrHD1HYyq5M0KmRWd7D6HhbOQTOMWtheQQfZKwh/uUb9ysDCe5ZyXmGVag5H0JhMXhsxgy/Wk19BYranISGbMppEdiHvVT0R1v8RomoQyRX3PXSS5T47k0xxK2SGE2eDW54FDt5cGWyjf6Q58ALQX3dLWzAlkua2sMR4dEjoWdInjLroVswgfMZXSJlnkkpmJ86nd/OKae3EWfZOyaSz3OG+3w1j/mfQJxww6t98ZpYA5jUB2yz154IuzuwC+tyS/VFouHMpuyYbASG2xmPdQ5TDXNaPqPcEWc5/8+VquWe2ODj+lntlqby/N9yROe/quV631ZGyaA4fRta+QHymZ91evT/qMEMwBLKo0x6b1eUA8oQ8tCxP2aVnZPmR1S0/LFqhvSGrXesbpqBtFWWuE6eghaZKpKD1j3ghPkGUpWySDmwNJO9CJ5dylLEUtKxt/FeAnznwpmGbvziCr3X5bkbpPLtOUYM19BVCeB9NhN4oyJ1swW6DozRrbkbUXNFebB1qarooNsOan+3EmUk1Lk00KufFuXiFGA2/vwP9ITXTE4R0pQpFqjji8IYGtlfxGv7yobXHLbanSV5eG/TpD8P79nBlyfyqonhGJoPbl0uMjuiykMunEpvDXTD15Ad6s46gccwzX84vDMeiI9s0Lv9unQWbDNr1Z9m8weE9A5gwjgd6Pom+CvS0wjvaJ55XGyhKYSBF6wEIKyiIsAjRTKohLkXGmRYuCZGXYaU9DqKa2NkMPbtUK6DFiqlnRkaWZNiGpQnLmoqiTo/RHE26r7y43aU322jS4cFQpGuNbHTtwIQt3R8frrTqzrUbNNay9fGiv9vpm8kJOYi3eOZGjbqusT5/Z8LuNKeEPMSj/C7ol0Fo8zEJ/z1LamtawZ32NOeh0w8k2gLIRBpoZc79VhYsoqTBIgJLYszFn2SKxvJMerGyoFWT5UBjDAmvT/bFTcg5GBJlJzbZtTqnNlz7NQsmedqRqHrn7L6GPMUfP1WJBGACU6HYslzFMawfU17cLBlfIxa6UjmZScscTaYO31JgDeOLj/GlnfGljfFFFFgj6hurJGtGxsRwzu5vd6pbPXbpvM3z4cGcW6E4KAtFTv1OlMCZ5W/+D5q/WdpmuIL1h8X8tebqEtfYkNecah84WLrRbCgrkab8KrMnmq90lwbaai/xck/XhnJmfX84Mrz9qieU2XAmq/E6twZKldawubQwGA6P7Ont3z0SQt35bIfwHlkuyCu4v+m1Uft5fXbEkQXw9w+n1i5VJVNrh3umYlGSElLqHcG0UtOL3gy1Uf4G1gZK2U+b3tP6M3hP4jcEl7IcgZxohhTnoSeh7csj20Nm63+X15Vdch4lVD25armQ2JUrbOrHToBCuKR6IqYJY4t+uLVcDJzlsuF24QCbQ5lSqkxp518C2tOwvtou3q8pQbsdBpIMdgIUmGdVz1blSqzlQuxBAT4j8MmJ1jKxiCgOtGpr8GjA2aVFTR+CYyTvmq+4ZSigLYU9Hc5CckdyYp9n5xiy2jRmlVcXtRnDfpeqzMv8PfOVeOkJVU4THdiQOepxGfTQ1H5Y13fGlYqxNp0KjBU2rU/fsWNN7MLxLsOMP0zzrqCnoe0pbkbC/sJazoStlwjbVvj0iJOvkrZGWFtF+bdZphXwJIrT17cn1/dHu7PJWKBzbXzTZMWRcflCo2s2xiIdCVuHqzszrzFHu6KlLrW8vccLKVgMmbO0WpctvcfmdHq1hp0ei7BuCUBbPkjbIjI+SrRFD79ph7YIdLewKEMLkSBhOKdvyg8aTSFhlwd5iZVlKbO+X9ic73Z12JKlSGzDyGjA78o6KrPbY6NlXyyZ7Q73zmgsnp0GrdfptO1J21xa7VkZQ7AS8fa0y9VdJWilmdZMMkM7nFz2zN4KqQgYp28lTvdhc0wm4PcTWP5WJFL8sreDtCn6WvydE4nSWWtTiYmzKpWuaocz1OfLhQKZ5W/FP3T2EPzff2hsdnas/nrweuwnsE7KkxyTM5KZcdl6DFqD7WamZe/FRK3DRn09R3Tje+lDLKoKt6eTLXgmJxfHxxtWbz8eUn71q+MvkwUckVvp0/38ufztMEK7mc5P1Q0J6mLUhv00l4UjLaWTZZ4ExE7rf9nrufVY/LiLxRbaG2MLWT5KsfohVsVg7544q68isTeVD014q1m53DEQYsK87ISZN49nXpXGY79+jz1iBokeqRSec7n3mA2ZUL/NFR7aWunaOQTzb9DbjeffC+SRUK205zw0anF+1KgdHugfZvxBxBaQ5Y6cEX+CK3KF8ELEFTvO5vA8/OUEDkUYh6KMQwlpDrF57UzZ0ueWqy97Y264fNmaZRkPaP2OHwIPgtzcGdfvMDB56CAc8NAZ/jjWw+xsvSdR3ZCkn7JoEfIXto8lU+M7Cv2z/mFbLGhN+s0DJZ9547d9Z2t8g3uGB84Gv6RjC+QIC3fFxqa1m87+gzvC8WAzzJDcuG4uwWx0VGuWqMyghTMcrcLA0UgqFaBhqkbDGCR7JcKcjskXj8gDK8qmijeUKwXBEgsJG0RaxzaqdBbtAw3Jdf9Fa9GpNozpTHqDQq81vjA3bAqG43b0r8/7O4LBDv/ztf32RDhoGp7bYTNb8n5/wWy2Qb8keYoS6K9kPfvm1aQKjbrT0fYl2ZES0CTNNULnb5aDG7fYBS32wvVG0bKWxQMzbYQEKbChiidx1nah6Z7t53dkjEmLx5A09HsSG8OhjQlvnyFhcluSxkz5wDaPN+B0BXyanVvTO5JWk/ZAe3skmYy0tx/QmqzJHemtO4+Ah7rL4ehyeiPErzCB/pfkZN4h+XZZtvGVXjePXzdLA6klTedZx20lBluWXFzsJUH7aX0IcCkkrItP/ssuL3OBOLxo4tSWhlz5xOZwnlQNArq8lRhISmZONHBKZlvAr0VYw/nY9BakwbXLLQmyZSn0xcYDhSjSVmQyWE/DbV9GBhJv+xy1i+L25Ln9nNTCNI6B+KqG0jhrWQh+bmTOab2oFNPKZtKmNkqZTFdqrMiAqhKatmLDf0H3KALJI/AeVdDX1NzA6hZOaKacdC5opnRl1HLIMrL4zsXFd6KTTzxR0z/7LDyC5PPOgz1Vzdm4KfF+4qaKN3QbJsvewNMdQ2pqf5PBp+ZlvPsE/MZMNwiVGy2kmqnFsbHFtdRK+gpRDV55BW1bMnwi7HFBC6TtQ+JY8RXbzjJ+Me92C/Vok4onZVpbD7jQMTGBQhMTh1Hb4cO1Px3GXs3T36idRg9B+x0gZfKS/lA2iGAY19d/PmipFnbXyADWUjurllOSIyvDPBSDW9K1SQq4g7Ioxnb6gZ4OA5wYWG0RGO00aKaRayiv9RrsY9lwV9wyN2F1LSIU6nfWnrPa5B6L0WK+k/Azn6+dDnY7nT5bvOLrXatC76m5VTpVaGfPlW672aTV2fnbl/jMQ4zKH9D5/LMk2+2cRFQrM1YSea7hdCyXsWAgx5YwweRoYpLcD3xn1NvKuAOGWHArDRuIlfB+cqGlt8yMdWUMDjX0jHq0qwNHwFqtcrVRq9c6Ubg3nexUtfyo9sHxu4TAVxwNe+s4r7IY2/XtWlPdh4LK0B49522WfdBxqSRgJVeYnen1/GBMD5akdmxJetpbHo3xnzo1LFiMyH17ecynMHeRhDYm7YprWV6wUEEApqW52M5GF2DtTBQZmSgSWzurIbInO2CpZ4+5cfzc0LCjN5qqdqTNVkP+xPOLi+jqtyUG07ZI/4bP5wPbrb5qKZNXtIx/uXY9/+w3Zj8v8xVHYtVN3V5aZ+I+dLK5ru+Kc5owwmhFHAjufg4cGtcfxrwfgLhFN8nPf/XfUK/Ax+oV+NgOUTmWIlQXMFA55iZVfjWcW9BiWW/T0J3sbpZ/R+SZr7JPaooRIhh/sG4KptFIbtHri+RxsQPfOC5L45/UHNgpzKh5NFf/0OPiNBCtSNo4Qdt4s4T2w5xeK83/wuCwUYGpICGrNk5BlT4dp2YLFzPb4GolR2bqrOWZ+8IGiK9BVyDSZMV287e0BIczpHnFxnaDCrEzFMEta240KBN0PJE6Q1nu2np7/bg1ftZe5qRcNtX66YpeWDf6gdgofDrIG8XTb5QzsOlXR3qCG+7qIJibWTb8rB6ReFIWlRUKiQoP0VmZv8QV1Tp1eqeRVRlaFJcfMsSGmEuzseJQQzEi6txEp19Z8s1KWarY6BbzQU/jrNpyWHbq6U5bPTMTa4jdTWQdLa9UhgialHGHoUVau0lckUgfGyTtCETQb8W1iT4OFhAv8y2fLaafktsUD0PodzP6LXpWWQSu1i6rLGJhFUXoqmoFtzKTsbwZC1mxXxls90ziIo/Ys/w1Kn6pjMK1P2xnVAunuT54C6ems7GpcZcKLJxYfe1YFgkVtoduukztVsvkqltuOqJ2qeUKUMK+be21ZnZGbq3pv23tsWW3R2/lSNw6q/tEbJMzZ7xONYtWp3hx2mjLc6xYEUoWbClF8aIbqETW/JbheHx4Sz6/gD8X8vPGLxnXJ0uqr6k6NIHhPYOwSA3UP9H9e/bUXqiUy5W63fUZYudKcDvPiGLmG6bvGqImGOXmHMspQi1fTA6L1tk0iRf8BXAAedUQZXkTQ/kdE6nUxI68pxBB7m988IMv1X4QKlnNNlh7xn0mky8Oa+6zh8HIFVC0HFjYc+6bVPJLlMio1AcrsUQ1oK2/iwn+0zBHK2EOjXFHJGIomDZjkiqNzUYCFdgw47FoeTkcieMmHVQw64iEA63XbLUZtEgBa1BDP5KVhfhorAkLs3WL5en+crkfHeyrlPv/u2P3ZDo9ubvjxvrBX0YnZSgsmxyFz9rLssna2z4sCw3t7O3dORSSfeELS8cfJjV5T4P+NgvjwshNrRZzIaqnra7n+mTZ17gVLXxs2uyG+lCOdrve02eG6RIKRmmgQpRMkSghX00P9aLqtAD/m2kxrVLbW/3PouXXp0bqtIyiD6GTbEwyeSexonE2ODPbqIxuY7nJlGTE8qyyE1YjRGQxb+XZqe6QTiinxUg02QQR58r1Bd9Uyi/xTdcg34RYcaB3ornezhJ5gLIUDVhjYEV2WEJ8QWPgWVHBpnJfIoV3eemvRv0X/bqhDNgrdVKpLD5OZF5OrGOvYk4QGwrI6DcM2YozlUinyWZxWNtdNh3KJyc7/SrlUaVc7Ux6ayc5ntgzFPAudWx9yqT/Kh4G2JNIvQlLtf8Qlb6NxextS8XsU2jo6ykgIRM6+p6t5VgsNhtDJ/WxgWxpjflz7343UkS8vSQjFYdeYDRJWYKYYAGaNECTkdCkgk8NpolVENOx0rAB6imIlWx42QpLJLI+Qi2pqSqlafGpGPxniA7kgKTPPvRQTX/wmqinr16nbZTUaetfyucfw0TEJN6N/GWWlYV5YDwcR30ZMcCyBCtzMVa1LSaO/j6zEm5en7yoNqiduoQ/2xfRn1k5N+WoXPYmpcpfWZuI7XBYz6iwG4lDQ1P8V0glRrGuZpKuWMpCwMQRaeJyBeLwNGN6vII1MlW7KuRucHbwPFYa6ZdTp6jTQ/DH4DiDGLdJHPeyEl0ka1uAk4m8MQE65/iZfIRb0Fm32S8jot2DVnDSiFqw3GHzQ9YK+Mp8N2QPwiitm9fZ3POf5kxMVkmVyqurimxTgeENC+Q9jXcNoMvJVoLarXQnAbG1/4HfSnRCP3dUwm4lLktkg1/JGqxWMsFqxfZC2OhcjnlsYjzGc5SMlikysZ0sOsZ3UQ0GtsjsQzZSzwKMG2Dwug8MGyTwG1Teb0NA+H1epBlSPgD/jdf+MIpD2dfd7/Sc21eJCzz2QNv00LYEt/UM5nVhydhG6GKVXNn6q43YY+rBKPhaunCksoY6PfBopXnfYgCEqG8V2bq29vnTrvkX3W61LWi3B21qt/t7611pf99WTaR3Ot67zSU7fFZousuVDZpMwayrazp01mGZa1tvfLo3wmoZ8jKQS15uVDwfS7THwqIYGyPvLXStKM62CQSLoxOQ4ezDi9FQIuVwtbXptT5beCDr9PVu1xy+GNlqv+opb5/r7ZJdoJDZS3PVsYvnMxwnrmtYOqM1hpzsg0CcnFbfK5mWKu5p3v3Iv907BBX25OBzGcQxn/VihtyyWoYLZ/Iskh1LiX8nqmdop6sbGHLM1shWN6Ylt1AjZUtHdqhY2NLeIleqValH6jUNta2VpZqG6GS9amFNv7yi4RLPToFMc3NTEr4GSdcCQEo2M5uIdUfJaO+XNdraGxn7cVwUML1UMVD/mcVxtUmoGMhrsuN5Oy0YWKh56gUDCa04jyf6AZmzq2dQcxGvGfmGHPkaYkkW+dos7/q3+1O4rKLaqk786/vvQ9sO+Kp+f9V3oPa++8gzcSw/2Wdjl9bPWSU1sfBsoX2dZDwh47uVjm+mhbJahUz9/HRuIG74Lalc+A22si70B9ppGcNLmBrH8UDbB4le5eGi3J4z8WYRBxBHKgPQ9T8LR21lc5QaUwuIhvqZQ9QboMBxjnWSvYhaakgCTxwfRQNOkW9M3qL4d2jBec/rPFr3eCbfaU6NZEOK1gWfx6sLGuZ1hqCeNodHaHimWvWUYzZj4n0OgysQBv4pYJ79JLTLz62Vji9tql3ZDufpipZlyWxfSSdgVtgys8C+sNwA+zV05crm18ONplcO4RqE6EMwflxcTlpXYX2SxTsR7bVf1hz/2mK4NtUT0RdT0X7HRGj/ZGa+L2xLdAVRnyubTtkz+ahzZ7TDCbsjEyM9Ha7a/+C6OEDDK4yGM8kgB/yhNCzT+JRE5TN8IdiVsOG94KPnhNZau0L5qj7Sk0JKV0fPSALvzOyI7nRG8xl7Kp111f4dSz2g4etAg78p2tAkmT8cLWVkpd4fYY5DpOfR6nowVFfgEp7e7rphemq6rwilpOxrwwKnjP6U/bpHvnKhsrqQbGCVu5jLWC75CtF9sN4PdHoZnXSdJkGnjHnK6gHbgtbhpP4pN6UTjFDNpbFKNiDzqUeuza8R8bJvenr6hq9cktrR2cDK5EJVeSGQiCPjTivRMP8bzgJyTqDAQuJmzHCkx7QwvcdC8ymZ6Xyip3IONBrBvB+ql5UCoKycju4+H/7bffF0FE0OK9DO2nvGj4/XrkHXDCmPCzaYPI7BBP6YuBjMoiNnlCclCxyKs8gVsziesrkuOs1DXLceVRt9ZNbSpt5gsHdTqf5pDLoMBlfQaAy59LCyMDqjUSf8aTLbb96x/eZt6fS2m7fvuHl75oita9f46I4uu71rx+j4ri7bJyNOZwT/Lc3XH4Z2ZbnrxPntm+ynrJHM+6EgAN1Gr2BJl7VMQVPRDqGlihpO0myhBvMoTdCboh07jcuQkDJfK6n4DIjWVX4Duu+RxeFhS2a85K+AT9ppdgYeMaXHithD7ba5vFu3ouO169HxCxS26JqiR91ygUIZCNmcsbEOL/im2wJR7+Ha9XQ/n+wQ+EmjPKmXyoX5uzmCg9/nPfxXGB7DOIcwzr+T8OxKvFfZlrM3eYVW7x7CNizEOoWeOYgs2PjGuCJwkGNcYyU2RXyibKmWVtrGHDJsGx5uZM1DsAoRb2n+V8wnVwNrGop2kzLewKl622U/hLav4V5YVlfCJNFqtt2UAaLFjITOHMVAtAFIYiDZAHRioFNgZZJlSR0AJg3D3witWso/3xg/5WY5H3nK3Az8dQJaYExdvfNJcRn/b5tUl5Tg++IjUj1U4jXgTk3jCLbwt8EM0SdVy1Vkk2xjw1PBNBr5CjEE4bVrj0Eh8GO1g8eEXBP4OTgXPN9Ca+l9EePk+Ycb8BDF3YAfko0wPEpxDvDbZBsZHqe4AfCjsgmGd1A8B/hOWY7hSfZcTM8Cw4ui5y7dv1d0/WUMr9Tx0z7MP4YXuC/h3BCABzDOKi0x8SdRS8/Fcq/VeawlKwG2L5WsAZbqebLcbA18DzVuE/86LrrnaLtAeBc7nW6SRiRgYpU866/HkrXRMg/1uqdvkq1j7clBOwEiucmnoT1BbsMyndGwgiXhaa6F6elChCzRH6mNwEy91TbgdtvyKjAhmeBkggaZqOuJxBA9yMwyLY8OyhXtt/2L8GFMjAgZzGMuNHpH5Vg3VDasPXNXxzXdP2/MZ073PvBK9MWl72SP+BfpHuvUiniwEedfZ3hEhL/K8JgI/zLDSyL8cYYnRPhrDM+I6JEzvCq6/i8M72G4D7eT4QWU+evP2X0cDC8v3YcflCUYfgnFjeT6JfyyhusTsiLDLxfROcbwKxvpYXyLEb4103UJ+90x9jsxfpUIv4Lh14jwUYZfJ3r+a+z5mcbnkz0xWd4Adpck6IK3cKLi1RKZHsJNmR7aORuxLTjhN+20jsCSNUnF4omF9VKK7SHJsq2IObYVsSiR65zFFTdnOWcRxh9I9+PEEBrYLhMWb6EpRFmSc7aPpp4nouQMiXbULKWJQP1sZw3hJY25hjH0raXvZKx8i46V9BLOv87wiAh/jeEZEf4Cwwsi/PcM3yDC/8LwHhH+OMMTIvxVhscAZzko+WdXyEFpeoMclPyzp0Y4lg+J5Gfky+L8jGSu4DmKs/yMgJP8jBRn+Rntpw3c6/yz7D7z3C3k+k7IQ/qDBrzA3SLOzwg4y88oOj+KPA2/g/NCfkaOI/kZWbwka16TzsWy4qhZFKMC2y1ovGS1no8RNBWvkINx8X/qaRdr70Vmlt+iB+u9XADTwZfRPqF2AuAjpBY5z2qx9ZLvMmGugX9eh7lGweWkqmCIrC6IeKB5ondBzVLDDLq/9hcoVH3qpGDHCcI/u8j91FxZbNla6Y7M89oG5xWCva0MxktLpJRDoZbgFz/8xdrZfx3tlFe38qVT39h67OV///elGtikHQ31b8h3F2vnJvK9lawFSb1K/gQc2bgQNyKhJ7DlAHsnMvJO5Kw2I9YUvLQmTckiE68HRTnb/vD5s+uFDIVPVr8Q6a+9tvZTWsSQlNsT1y2k9HM/JvS3sfYcJN81xH743/C9BHxutg8bzsA+HML2YZlgxmyRtXz+I194x6zOppXr7NoZXKcE5St7K/D/2vOsxix5tpbRMk2+6whvy/C9BWiRkciWEbH1rrl4CotJaqHrf0w1T+W0WuhboGUh+IvAXxl9p3YxWls7jj597BgyHj1aO3ZMkAn0nQId+npf5ieBjhbpii6MhmaDJ+3cCtq5hXXtDDq1+BLmCK+HHk7bnidtNwg2VfguIzp9l0StLmbAYgtIJWktsaLS1lZj0NCArSVgiX71S+gztf9+98MosvXkL7ce+/dvM52eN5HnWpbqQJHvTmrr+CVoQO+m8Saj3HHct+04vkRYyuteFsYtICQvMqaQXyV6xCSKHkErRY+M9vSMouvwv7Va7zlj0ejYOb3X1Q/Q2oF1rSjTOjMwMNNae6F1Xe3HC4rYyK6enh1DUcXmzYro0I6enl0jMYVQI1gNbUqTNjk4GnfNPw28dYHfSfy2DE2ZxUg0MJxxCSEIrE+1UM+ZhsaGtVPdHhEzB5gvoFWg9lpwU0vQSnKMm4ZKvbuGQ3d1VW6tdN4VGt7V80N5ePickYdObFzbgnprn29Zu/HEQyPnDIflP8S0poHW+0G+ZLiFM6h5S6mjGxkgIgi+0exUVHMJY4SZE9I5suorL8tviOOXIHqHWaCgEZb0hXowMyVnLxjBUsfoCuovrP2xVDRHy0HYZGgulI7I9fme8cSaQ+szmfWH1iTGe/J6+ZHz84dmkhMlj6c0kZw5lD8f97H/hTZdwj+IK+sXOE4pO4CXKTiyBvDzCK48QnBuCf86wVuX42iB4G0iXKom+x9gXP+AXK/fsfz+XwY8Bn3+CY6cecOaa/8J+J/xffjNwn3+m2N5O+fIvqESd/UZ7c3WSu3Nptomnh1IdgXRDu0wqwaTYHNHkhmP0ivt0KZFBOrZTUNKbGEcQFH6en+VWVt2h/vmUslxu1x/d5vV1O6ywFYsbcpb7tPKimW936FHLb5uQ8ChxxlBQdc8eyScqSyk9uzc4HaYlQdb2iKZ+csNnph184I+VI5MjBCeDJ6e48skTqHKvRlLD255Nj/TCjG2T+E+QONko7idhAs6QBNES3dzDnIEv2FRe0qmg7vZ/keboaGeApUuuP1eZDMxnyoznoNW7kWD7q6F3sRsH4QMu4sRS6hrPJzYFJUpZBfGu7M5q9HYnc5602mel3kGP8Jf37FtJGrNrMmV1jrlSm+2N1Rd1+FwxXsPdyFPsRTrVB5Q9ScTsenBtXesjdo4Gs82x8uhn7i5dZQjUn1F7EYTZa/A2zDUdKsZFmsmIXClX0aCVKpema1Uwe8dbxj7FC9DyNcxFr9PHw75tfLJtnvUruRgXqX4iM7tjThz1995W6ffMbl1b/nERwcufPOVU7m9SaFPJ6itO811rh7RQd5cifmYSiTigEVvkA1JHGdm/Vichau6optFeGei/W4GSMIbsSerXkvEY8C8r1zcESjvjtqttljRHQBh5O9b6IgX04FSd5fG17OxEhssxdp14UTeY88EzDbDBUarTtPu8gbN9nxlMF7e3B88Uu1P9Tu1w12VLrYv899Jzay9q+2SZrHEIbpLOsS5l+1dd5NoBPiD0R1iBnCWu3il3dMsSwpeJlqySLyvXZPfNBAuZaKRUM9MMrM1Uin2hJJj+rDBkjbHwqWSvcfTlV/QmKLd0VJVI9f0kV3ULvuugMsGffdNPI83UOutO0NWjrQ3AeuNz8G6IsWN0z4pGpQrpkeBk8zfg72mLuojjQotIgOLBUxVoStiG5dWRt4r2caIbjhscbRaou7QUIcvNLBQ1pd6um3okLKwZSSmcWeCU4Pup6OeqLlNp1HDvqHKhv70WWftiCMEutEll3i37NkT8aa8phZdV7dzK2lH5fQc+hPJFbGJtWM1e4CwaleRHmpi638T87nZWK4MaBVzSJKo9dhSADjaw8tlvDPgTNkX5S3XQ+j3ZMfc8Ee6rz12KFWJh8O1r6AtnvnE5mQnhNy76n6kPxI/kpdLnKEfyQFtjGD9lkVY0zpGEtHU2A+YlcmK2MzolSFTaWNPINCzsVTagD83lPRuq45/H6+zuvVLh02eI36XPjXV0zOV0tcchsx0T890xkD3YUIbIuCHtnCpM4iTFLz9LGyzsbTNNxNVf/u9SC7DstqoMuhjUAmgP4o2pc/audFnN8pkF7S0Cs8sn/4jHyNx/m+WyqTFMj0zIICBAAPEq5h2WifKniP51ekuexM7csM8HBCsnNEYnig8SHj7XjiCpJi4AS0gctF13Wt4hct2q1x1j0Iud/eNzqQ10TUJY75UsavX3ixTeKa6PNAPNsbsA6GdqZm+uPKW1kgovG563EXa1g5tC0OfMHPbxW1j/YEtPlZsisitTNtWz1tjphnFgP8xU0yUKwRWbaHH3vk9WWvBb/Ma/PZSevN+/4cf3CNXq9HvtNGYSnWkTX3uBTUVmq2/9zl+Bt57lDuLjjOpCB8vBryN+XNccN7L9oIJER+IzhVeVqmLVY9Y2h4sVmNAi8FzOZYmQ7BJxBE3k+5jN+sM0Hv8++3yyBqjXwMztewj/EO1V8oJTxj10+6khN60YbZV685nsk48J0Oj/gf6lIVbL7EXU7QJatWejvMS6OqRPlmZMCH3IzIjf0IdzXd67zPHgk6VPBJuuUftTfUkRt9yxQUZf3D7nj2xTR/aPHz5ZUdHaRwitjcNcVdTPovZaloxwiYBv8yT2cgInwlaGYBG9TGrpr1hJkrUVwRwnNcLvrBMTojQ6W6Q51EqzoWJqkKlOp2t2VSl5dnkrUQ3H7Y64p3RNSWPNVJ0p3M2m9bh8pnRo5cmihqbz2zxm21RsyPtN+n8hUC85FF7iNCHmEKVKzOU83fnQq1yw3jGWdRTyZ9LgCKqkykPK+Q6V9Tm9Fu1SpXFm/Q4t1I9XEFit0l07Kp6eKM/3tkkR5ty5ptzwm6UXH1XSi6VymVTKZYon3yKMuMjbIvnzyXjRXJvkniLxvOYQiEa0MhijnQ0f7WWRjjaaWZTv4jqcshMBjYODcEzLm9eErN8W7IzpEM8OqxvWzQaD07yqp3AUpu1xaQ2aHMae6Y/pi70j/q2fuWc1nO/sOFC5SWBtYOFVqeJ5w8qW4lO2Hd6jtjbzfDcuZV0+hX3W0E0HN0jDK1mGruTbbP3Nmrs1uWaOvG2elFfeHBz6YIrQ12TMYiklin4dZHy5mSHLfMR9ODYvmH/Wy7HyQlt/q6DVeSBFIWTA/vs+vrarEDyxMS4tWe8H4j4h+ncL0TWa+CTa+4nAUtWFrIsZY1le36RLr95MJKAcgrIZQ4FAqZIPNi7IR/PqK0+Szyb1QSGdvUP7h7wXYG1B7llU1dlU6//yHCfpyNmG5gYGuMQ54Q59jskvq5PIoJNRDkLSaa7w2gPYhF1pFOIslFjM5H2nkl04X0w+xq0DoPJ3kV6wisXKA8PHck4TTLFhS1tWO6ngJZfkLl3Ruzzl1q1rJIpifQFxkmi5ZeIbiiQt5RtGsk750p2ubzlDoVcmfDFkzrjHQbLpRpf52wutDYMmpWzL+R/UxEiOafzB9f4eo8PXH13fc/UHOyZuoTasHZSG9YxTJdYy11xLP5/uzPqHY8s7YY6dmzp+BEOcarTI7wb3kU7dx1uE8rZj+M+bZcKrGAhKSulE0b6utDBhWWgoTBQiemLJlflAdWQo1ZAFcxoIYRCEpVCVsWmBpmpJRZ614lnn737sHzLv37gi3cflT+rQZtR1f/iV2ufqj3l/09i14J38hy8kwSsr45h/ttFciSIKQs2Rc8wgOlzrStoRfV5zkXtcXEcTUrscax3mYX5ipjmlvoYts6N7+5xQidTyhBSQ/j3jd09WuMdRvON13/kYZQc2Vo8IPQ0XTwR09rTQTPffur3/PTO7Fn9vuqbe26/j3+Y6EdxkDfPwbvpIOOkNSdWS6V1Y2GdqCJUC5agLFjYi5xK0CVYzICNDmCywmKKNP5G20LMPFr0y237NWa34dZIzOsf4mVy2f3wx3u9bgg5dhhvCib37MjMmuXmcc1N1/lGRgZcHb0X9pcHdxogaYzVGvB6DOX4+Ki3o1DyFiqXz1771mRHR5Ksj8dIPjRcT4O9OfEq+WnOx4zxdCksViPE61ymL+y8xOJ2+EJrKoH4yLZidtI1FggVq+3OiD2U87R7n4p6kma7R60Jdm3q7905GPTazvJM9PqSXnOrxhFI+Zw7oNcPAv8zUNfDwyW5Lm7hDGI+n+IKbMdggc6pT5E5rsA2rMfZeivVsFOu2cYkU7bU14kmFk2Lm4gG8tsn0q7qxi5sYiqUSQzp0MJDPCoMhNrjnlTyTYmufMWUS1n8cY27b8/oKx3bhiOWNFiYpm1yhS/XF6rMdTjQ96JBjdsfsSSjk7Xzc9l4T7vWHqsEdHiuK9J1pYb2PtLQHG5ojrVc7A8PcTm66g2x8L3c0m4LNjuboAlgp4EFkAlaLghroetBl1QKxUyEKMVPaSNrKjKjK2QOhrdWpvJWvuVWmRyhoN/oNmv4gbNGM061t7w2eeX1h3hkTfl0ysralAGh/KkXXMXRRKhoU5rtTnUpqs9uGGnReNPFoiU+3uH71ONPf4zjqUyXkxpJO8Q9UJyzgr30lUUFVa4QVYWNNLbOzgypWHAsjTiWOI3IcqtN5ka2uv0QnFtnr03p3BHbldFIdcADrdhzKL12dwkp2lClP+hxeD7yCB8eOXsgMDoy4NyU21rqm1E8MHJWr/vqSwfOGY3KNm1EX05vzSjHZib6OzhWB2kOx3zwu4kNOowidRz9O8HPpbic4MT+QfDzKF5kdQUjBN8v4PU6nIBDHU6GlwRc0KHJ9RfS+9gITuZ/gh+meMsSzn+Z4SWKEzlIrj9Cr79UqP0I14/LAuy5B+C57D4EPyzgwn2IX/Jt/N3YZzCPbe5X8Uu2+xsEfBjjV3MC/ttlPoZrWggu6XuAqkayXuID4Dl4Fpy5rn5/WQ/F/0Lw69n1RYr/F8Hfwq4vUPw3BL+B4K8TX+cD+LnnY/RGjlsRvwlg5l+HGC7AhRgu5GrAcwxPUhzo4e8BPsQ4JVSuJxxi/BHjVxP8l8t8Lddwkj4Y1t4yaZcSjS3jTwfFR5fxJ0Xx3mX8SVK8h/FHoP8vhM7WJvoZLqaf+YTE9DO8if77yXNbm+h/O8WX0383xZfTfxfFe8TvF/jwAKHzFYLfKIHfVL8/up60q03c3iactVfk67pG2gfG+BkldLYtby8fofiy9vJuii9rL++i+LL2os+QdrWJ2yvGWXt/D3iXbB3zyeWoT+404BlZjuFJiv8ZYos1/Am4j567o5E/IE/+B/Aopz/WON5/Cfjrgm/vfMYfaZ8fuf8nSbv0qKuRP4B/guKdjfwB/J0UDzTyB/AHKe5n/BH49gJ5j4b6e2T4qwR3ct8Uvd/lPshrpHyTrB/eJ+DoWoFOht9G8SPL+meQf4Dg7fS9MB8neS9OKmeUDXiO4UmK43GRwO+F3yx+L4DbAAefqPi9AM4JvtK9tFVSPlR2/28BDvdHHcvG6TcpXlo2Tr9A8eSycfp5iieW8WEI8wHofx/rt00448//wPs9G2IFqLyFqp7dwnwE+MfYfBSF+YichSs51i/ew+alKOEHPn90qf/JtzXMN1FoJ7lCVqz/np3/Czl/ff08+/06Nv/g82+h5+Ps9/XzvyHnbxCdfx3o+xqbd6KYC4Q+6Ksrnr9JfJ6bgfNfJHxppWceZHTtZ/KacIY+d5DRJT5/NTtPf6/QMDndyJef1n+vaGPyupEv/8F+zzO53ciXH7Dfc0x+N/Ll+/V2y9/L5HUDZ2THJM7f1HieSwNffiWMA8qXf2d8uZKNm0a+zC/xhY0fEVdYu7xsXDTy5U+sXfXzJRFf/sR+b2bjpJEvv2a/r59PiPjya9bue9j4aOTL+RLnb1o6z/TYENNjyyjCtTHcwPARwDmGdzPcJ4EHRbiD4bdJ4LdI4G+VwG8W4esYfrsEfmsjzr/G8IwIf5zhCRH+KsNjEnp+GckbcAPDR0R4N8N9EniQ4eL73yaB3yKBv1UCv1liPVJGxQbcwPAREd7NcJ8EHmS4+P63SeC3SOBvlcBvFuHrGH67BH5rI86/yvAYxfNk/RVi650ydyvp/wmCGxg+QtdlXyN4N8N9GKfruLUNeJBe/+Vl67vbKP6lZfgtDdenGvC3UvzbgCcb8Jsp/hvAo7J1DL9dAr+V4j8BvMS/xvAMxf+E6eEfZ3iC4l8HfIJ/leExgjevEy+UwA9Q/BXAy7Jxhl8kWs+G2Hq2jGxcG8MNDB8BnGN4N8N9EnhQhDsYfpsEfosE/lYJ/GaKE58Lof8Q2/vRxnADw0cAZ+tocv1hej0YchluYPgI4BzDuxnuk8CDItzB8Nsk8Fsk8LdK4DeL8HUMv10Cv7UR519leEyEv8bwjAh/nOEJhovtDxdK4AdE+DjDLxLZPULM7lEGu0cbww0MHwGcY3g3w30SeFCEOxh+mwR+iwT+Vgn8ZhG+juG3S+C3NuL8qwyPUTx8Oo5jItm8tg+VlnCmD8QIzvQCdt4gOs/0A3a+u+m8b5XzQdF5R9P521Y5f8sq59+6yvmbRefXNZ2/fZXztzaeJ/xm50V6Q+V0HMdBsXloH8hBhstCFI9hnM3Lbey8QXSezc/sfHfTed8q54Oi846m87etcv6WVc6/dZXzN4vOr2s6f/sq529tPM/md3aezfNxeC/g92HjYB86zPAleRAjOJML7LxBdJ7JB3a+u+m8b5XzQdF5R9P521Y5f8sq59+6yvmbRefXNZ2/fZXztzaeJ3xn55mcEWLC1pCYsCS3V+wN8GBbv2fFiAQh+5KHlCOAP1JLUksS5uN9rUaabShAj+BqtvGeZnrJojcKBtPK0MOPRcZdnv6AZEyYIRz0PaOOb05G9w2/YXCYs1pMctTvgWNb1FyYG8Et1ZxBhCOr5mdjkQE44i0AftFIQ2SLbPk+AC+yITONbrFCfilXPerFmekL83L+3LlRHOAyOlf71Yfa0gMbivXol+L8QEqd2ZzhaCztKHoe4hci3Ijo3bBo5hVjS00sdYT9eVbRsjmutAdZokGBfuo/vOqwza7QuWyxqe5wYvys6vvCG4OdI90j8ILUXogsiutbtVq1si3at7lLiLwYmCgNGNU2f9zl3CHEtqF/IXn5sxKxbaKNRmTrGg1egcgKW8kSAlqG0OZv8k9+Qi6H2LPD79wzfecGwovW01N8G/8M54K2Qf58wGQkHyfHWaGP1VsX0yJSjlj4xBmTjbhlf7qztVXWsb+r969KfdvAFWt6/3f8zWc99oT644bitkzAby/7jx5y5GzuvsjRi/ZOHzxSe+iF4jn1PU39iEO/5WNyGC9oDaeUX0bwPtTJ/RfgLRQXsFe4/+JPUOxXhO559BbuL/wHOTmnBroRoTtfcKGSDs2bFm059BaUvPoDND4T/v0BSsK1dm6F8BQeEiWVcGqpsjW323T1B2ovwjN/zKfQ3TIH8RBZOXIf0Kye5G4Hm4SMMzfvu8oXYKC1aNzHe9FXvmf8LqZ7G19F35UFiHZmo3aqH4G8vvX0V4gkBozFrMbRuzgLyZ+vzP0tYarfTlSD2nt5mYy3W5SGpTBVRWjt+ICDhqnCc5/hO9ER0p6y0B4J7OOAHZIZABth2DuAF9PkugDFRPxh2EY+gx4j2G0M2wDYBwh2i+i6TxLsrQzbCdgnCHYzw67kS+ijsnVEKjdjtzJsC9+Hvsu/CliMYVuB9y8Q3l+4AnaAYQdgwH5ONo41Zfae/4w+yH2YvxuY7lyWd8awVELZFGuI1NDyEbXBFU4Zdk5ZoyX0wW6lxWa0yyb5rrQv7dXjvgP3fFz6nq3CPbEIqdQ9u1d7ilHr1E5DKuI2oA/K9F64Vxc/KbMbbRYlpvOX0B+vJ/3R2bwDFXcdntBZtUV7j7vRk981fo+0ud6PecH7wEN7P47myX1MXF/zncQplwjA64XbCzOWRohMpw9TiBnzR3h27QWN1uyLGKYnLMEUIcTcrTIbjS75pKwr74p7jYSOPwAd6ykdXX8bHYSGdkZDi4iRfwASfm5JBS0T04aIz6wVKJAbvXFXvks2KXcZjWYV5cNG+vxy0whvfj7dW9jY/qpNh8Ttf8pzvO93Dc0n0kHW3Hza/g30+akzen770lNFLf4UPPQDjS0mD13WYvLM19Ei92ewk9pgNtwt3sHdtLOTAazv6vDM4wfyfGTmUbH0eTK2GaBee8GWAwkpZANrSE2D41BsjQxT2lsSYaPLam5Ta2SDwrEFjvlwq1bvimrnh0b5sVK4rb1NbWjtCLVp2tT6R3O8StWq4XtkAV8kyonapeWi0C5xGLphWVZyBjCdhbRLxSFa2sfG6j8YWSVZb4PyZcqipZAMW2zFVt6TH9WFuhLaqNv3MYkmokVFNKKzG1r5Hl7T2q54y7J2Nu1z53iyT7cD/B56VnGwqc+w9Hbine1Pkb0berZrTcky8hqX9r1bWNH9WL0k5Ax6tvbittL2NXEo8FzaNdfT3ds9CzvjrzdlJiqdcwXbxal8Nrp8Dz79jl7H3/khQns76Mh3A+24BvkU1mz4nF1MsGF5nRcFG3Ukms5IM7pZaDl5j0C5JRQrY8UX/h8wlCwtobIMFJeSIaSVPXB9u1dts9vVqnZNuwpdv679+j+2+20/v0oBXeiZl3fIXR0belJjo5O5Uyd3vPwMpFw7L4ru9eQyOa55Pz7JM8eBP+4El+Ou55oFVPN+GQP8JkMi4REcZ9guXoUgSZjuDyFqtF0aunc2SK7IwLfE83g/ooVLsEye6XrRfPE2Ch8iGeWqyxN7ykg+KBn/TNUQtCp0Kofao61uCI5339Y9Zogm826tW21X6RS2gKHz2QdvGblt5Ba05WjIjmQ3KOTFNfch7jR3XzCLyzTcIEP20LHaI8hS+xX+w/PSX8HnhH1HU9wNdZ4kMAsSDTypYKCyIpPEgXuEa0VWe7aeNdjAMhUk9HXeFOk+gSB89tFMraM0c2cOkTa3aGUsiTzecLoyu1Aju2xL9fdj9ng4aFi/9pa16wzBcMJm8xE2qQ3tWtVIh84l8NJvyU/6B6ZumR7wT+YtwiU2l65jxGC3KvQqu9qvaXWkAk9ghj0RSDlaCRcVWpvhxHUBJ+FxaUTg8UiJnHMGrjtBuc+RXA2c7DwYNxbo70/jvfWcjqZ+JvMxEbkm0htkJKO5BUfBsrcue+5TD99UWize/PCnnnv3DUOLwzeg81D0FPxX+0Ht7chY+w3+w88JgQ3NBO+R1Zhlq1fDmdSYJe/EQ1PjN9aYVTTVmBUVlbc2FJlFpsFjHbORuXRpoLt3YaQnX0pEB/2T6Qt633xZIlkYio3u0iQKe4PeLBQQvCAWigZd9rNjiV3r85MmuXaupwjJGlnOhAXgmYlbewZ5JIS8vxzL+9tKY181MPL0OOC4XssEk1qqmkC04Nk31CKbuUerkA9+4B13t+MP/rafd1/TcScaPXXJa93HKnfUnq7LxQXZFB+V3UNsBnm0mVNRGg8Bv53cwrIdAQbJPJcOuvdOyJ+GcqyCAnDcAlc4mIywQY+QFAczixObTJFk1q31QH/VK6w+8+h37398gr8NemEg49bQkX557WFhlBOeQv+4gMS+jIj3pErQ285GMRu9wm4ROGocpW80BvmkLRGLmHZPLS6u3RiFOE5/nd6xTWavTaFrHF+E+uEOSvvRd7IxJPB6P/QHDVAlVPFrA8oIh9hwAa5U3/Pw93707odG+duWhgduO/Yb8YByLm5oWU0qg2TdDUCYfBdymZto0QgmkaDdVZKRQ4tAVA07g3pnS7tKYzVb1OagAR2794jGrtFH8r0aufItPN8a6Ctvf/IsnLZj9Jqh+YMDDqk8JixHjDifCDs/SeblWa4p9we9Pk+ulzfn6ABeInyeyKNxTkphPLMaJGqys7WBIwNIVvIhsjrXogc9ca2z1WzOGlr/f++YrspLo/d+xXuWpkV5jUzhNaH/+PQ73vHpmmpqEw7xyQBN3+JPkD0WPm4rJ1YjDCta36x4xiW1GTAtsueXMoq0sbWOhe5y0tF8t0jYWBERtlmY6C40kLk0gJ8fXTswsLZ28cTAwMRNV99zz9VXX3PPPdegtWtGFLWfKsZGR8cUyK0Yqe3b0nL1kcuOqjZvVl155PLjqi0r5AmZofqSBvrcccxj+2qSjGlLrDqlnFWnpP/D2tHM4jcX17W/BTr5SV5P9B4hfzw8P0Hea1VCHonrb+lw1l0mj0wkaWo9A2XJslRS9W3WtL97+2Dw7s4+T0x3L1LJZY6ubcMPPLCmLJch3alLhPEpGyL5ZsYl5DXrZHRPDGslqzGAWwrfifxmLSb/m7nrvbe/5y7aXvx3CeWvDPNXz60X29nE6yG2KCVPJpobeyJ9GhzTrSit9eIL5QB5MuO6DJ2aJlSsa3/mGUYJ4T6wnYyxjxNa7NyI5LqM6fXEAMhzNlGmIbE2Hyo3afMp9P3PoA1jHbvGk/HRHeWp4e6+o/28/thvbIXpcs/6kvXSVGkz2bNE3ocK6NHC6HFKzqFsPLHaqBZCkZYkkSW5QehyEJFxRN5KM1UIv6LFoequNdH46FmV/nL30NEyetsif9tvrIXpSp2yGslYxLF1UInS1/V3UidBzcziRoGSXZX5td2DRyeWkUHGihXkjR3kjY/yhskaiVGppNnArPV8K7l6dncrXkTTeaFe7Yjkql6WT/u/rt0y61yTGphpe/Unmpn+SI97NnzBUP/BuUxu/UHN7h3O0OSmo2tH3PZdwVJy0zULC1fNxyivQD+/GWi1ckFur2TGIZbWZ7USy4SbbVgvZbqfjbzrdrYiwxqfUECzxBog2sTK7z+yqD20uHix4Z7Dw+dPJRJT5w8Pj48PD4+Nad52U+0kf9v/Xn1zcwYxntOQOOHbSE2gjZLZztjuuZVSdBloWnO8zwzRAolaNnAC5VBLiC7we5BBVi8OdPPat/7b+zvH4qPbO371ytRUT++vfoWQddd092zODInFdn8ymt9TXy/iXLScUshRi6NyGT7B8A6MY30O+tF90J44t2H1fgTEa5nxhWMZtzia+8mUE3qThaB2shKqKxosaYSQ6dXSL2OFPL6fcNlUapXaZtR0VZx+w73v5PlvacxWpyG7cTDmLo1p2g7J+FaL31YqyGW1n4HAOHYNL+ORvWO+uzJbsLG1PsnBO0TaF0Ix0j6qSzTX7VuxfY3arJXlJrLmqCeG7nzlV6our8T55qnaCHu4Bi6azxU2HBoYPDcw66iGejdpf/xq2/ya+IB9dl4Tm79qYeGaTclScJfNM7L26KbJkHPHbvKe8Bqojeg+5uZ8dVK5nTgZqdERkE2Q+s4urk9cF08ir5dSyALKqmYpaWHyxorEpYZjGYjJSVco5HIFg1fBn8sdDH50kX8m7vXGG/9OraFyEujXg5XxCUK/msgCGciCwyRuNsttXV2TJcOFh2vFqzyO5SYVtDkvW/vFV9RwmZBNIarqRqiwnQOV16Vsb9VYLGaNOQD11yv1aeBL52isGn0034e+nOwZPJoUqcBMIoMmfO0g1oSvBdHM5gbZNcTO5IU2rq4zPY3p51qISLCwdaAlJ7jVmJZBx5mwkmH1vkVNM0TYHPLSvUsNeQkdSMKUlgSp9r+McKSvnazPt4jM/6CLwOeoxOwvopjQ2cZmfx7zn9FoIPMsHedE/HpQqC4AnsSj25a0Vbb0Be8q9hgjBjKe5XJHZWPPU09ViniIc2xdcEh2I6xb76VjeoFTcbywDoT42yiX/H+4EpSBnf+MVoP/PfyB2VVWhPwzk7edxfSI/dAWDad/o5UhdjIsrQ7fBE9oXCHyHxZux9b6N7K1vh+v9QEnaybZCODvpDYAL9PxYS1GarCz3dOraL8iHZ/VhV/SeENExX9p8cPquop/yTPPUB1zigd5CtJ4WOwZFScGhRrebJqR0fIVPDOLLA2AUJkW5FrBbHzXkSP3vvRSvLxzFOzGO8qZcFd354AfvXrp7t2XnmVKjhZ61hUsF8dKqYgoj6kJ5HuAGzkje4hNIJLlIuJZfVR+xVxEypZAlqQ7DngR2jx0wWw6PXvBUD2Jafe0GgXVUz190221H7TNaNILV2/YcHxjKrXxqvkNVy+k+dTU5ORUbXbThg2bOJardA9/go1ZpolIzG1aZrVpsDfREhWEobKSqV74SFRPUvZpyGOqtevkGlN7xDo34fTqnEq9yuZUXQmJyp8XcprevmODEgSkPOSpFTmWA/d3sk6QbGW8x10u3bckk4VC/8e5cE3mq9pwOtzHat8nCXER54S2I5KndcNqXiQy17VyMrr6b80Jua6WLFgypsmQEnZCbRTsjaCFUZzTOBnv8eOLyDWsQMljHxyv/Qy5hDbysIY7Du+gg3ubeA3HtCipSqQqtnJV4u5Nd73LwOKnhvMqTCvTzfHRUh5LJ82mhrEItQ2k4Xd5aKOP/I4nWbhJLyzX7bChM7HV22ClyP86TkzwD56Juf6Ks2A5WTfGv7HR/oew0iQ8k58elN0HPJsDnlHmpDFz0g3c6sJAFwASSZ9YEj7CzzJznZE3yHLuYc6l4ShCjspwLg/nIvA5CJ8u+JyAz2n8B3ydgc+ZHOYZrB7AsvKP2/DxurtNq1VYY+Z/0IqP+nSf/aRMyauzsb/DkK8870WcB5vw/TboXds4Ca42L7pYSBIpXMZzMlFxIRNNyIPoIkzc4RrcAQIr+on9/6Elj8DVB3Sf/WzdB7DkF/gloTd0eg3xB2S57SvlfmruHMwroGOBSSry5r2UvKe4CJzTMzt7Btv+4E2fqXtAh75f2BF/A/+AIzsYVT/zMVU8Ku0jiA8VAqpP0bn3DrI22UfaJ+WNZGmFSPtItmnmm8JyQ09fRksOjllLXXhEMGngaXw5EgMf1RKPTyyuYJm/+Xw6yJvM86/QMQ1tGeRvJ76b+LL8Tob6mreNlZp3U2KA8WycvfEo4jmlWtlqTVreQPVCVf1nn+TlvFyTjkqoXjAOGK23AVFdq48DYmuAbs96lFbMSda7ea77odFFoqPdfbFe6NX8bbQ3Mx37JPa3NEU+6JZbQRjANJB6zJ19mcmtjanfiKVppOq3iKHM9fL1J9D4xMboXGddinvNY9+7/4PjoIY3MuyK2vvwG6/bCP4T6E5wRzkpMlkgg1g8S3numD7eTnOTCxJbw6zy9XyaHKChZVp6C2mbtMvm0bqSjqCpZ+C1AT+HlN+GvDOcx1/X1Fd0y/sKAEx/J32FhUSVA40u0RYHGq9r8osI2N6gyBsQlQvvJbZYUQ5PpiatJBewJHgKnt5C623KczR7CbMM841910D7bpnYhnnzhp8sLv7k3jkNDHM9sX79LzYME/vJGmI/CbC8qBIeFzaEWPVA2imJxYSlGGEJRUQlwml4IbxGZCtu6g8XNx7qHxAsJ4GelGPzBLabdK9TP/NJdcf8obH1V2/JEtuJB8w/ey8C48mIGZjdnL8d0e94Lb5dMo/8kk/hKTzOaWV4WQ4upbVXWzltHaWDTEb8zCREB2e9gtJ5oqqheE0SKud32h57sFvr0Mq1Lm3P2x+75PbFl4aUkGYsMhqNjkbuq90z/tJLgvxUA5/XAZ1e7k2Uz1IaPQ33YO8cYrZpYqp2zkTfvpZYu3H2Hp5m8HRySpp5mG8QwA0VY00i+sl08PneIY1Niwuf9j348Uff26W2whdLW8cDjxzaDz3lBmfJ6y05b0BzqO+oreTzlWxHa898HboN9uVAey4nugbrNyLym/oNs/UoWQl8C1Us7KzXruDdwYT+ekHk4SH9uMnLQ/ozWR93iXxMlIDm/sC8HAY6cQFV1IPQZNWYWaQU3NXZ74nq+dv+U3j6k0/ip9deXMmWJ8TykDX5HXRN/lH45IV4FtkIN8Xt5P7lnxTRMg9Pm4Z2/EOxLfA5D59b/okxLiiI83cJXyHQ+J8W8lI7kh9JmtEx3uFyOfhjvDk5/A9EwfBfsIShsweD0OHDFnhHQkwMvCMLF+NyYLdxA2YFrkrHxwhZsIOScTJiTqwUNqNvatJKkTT8p0S0spw5IyRnDrP9AP47aIOD9MfpJR8BuU5Jr/MTvATz/6XEJv3HBhtTldmYktTGRGwoxDatpz6GzWL/v+yzHMdsUTlmi0oiTwN+BcO7KZ4EG/J3cc0mzg04j7/zKv4HnJ9UhRBHiJokLTWxpZBRoh+bAeVYLvYAh6gOkhRVrwLrsY0YjFtWcCS14ASX/iNXZzccHs2UbG7zQKBjPGtXOCcTsdGyN9S/qSORysacZVtF88i/Hrpzc6JVqVFfozMoWrTeasHr83Rt7uraNRI+MjEwXHUF3Jvn4ZWQGku/QSc5E7Q30hRl2ZQMn9ljw8SCrObCdK5CNO88XMl2j5QMQivYkiYkqy98DPWDoReSExVfNJOrBjqnkuu6I35fpGc8HgjFxtDJdl8x4u/WyNWVUrQa1KOsw2Zz1r7jc1i9tB4Vug9ob6571Cpd94hShisADqFNz6GTuBgpD3PiRr4X7mXkHCxeUyql2VLGZ5qlknh9tfDH0xlbTfP/LsVrDiBxtOaJq7W+Vr22XWlDF89pr/qGwqp91/mPfWa3wpQYLn+hdv3uzzyG2gqTbtTGcpOhn5B+SXxpeNTwv4e9SSlW/YLRuWKvTNKV6lPkM8my7BEPP8tva6ASxIylMPN1JInt5ymQ1hFWUUDImRgWxWVWiAwmwobI4MZy61hFCbUoH3S3+4yKVoXNYKtMulPp69Mp92QFvgFm9LW7H3zwTdnrs29CqN9n4vmbW9K92z/5ye296Zabed7k66+d/iL8R+rE43UCtH8t1BBbbU5q6sQMmMDAhMChCPQCH5Gq+eZZi/l984CkqF2nAp8++OyFTxt8rmFzFWktmavoan8ANTDJyzMuwYBomqiU/Bec6WhQ11W4vtClC0bTToE/Brc+69TW2edKRwO6VOb6TEoXiKZddRZqnVm920Au0bTa4v7zv/jF8/1xWytmoNm7sdtvxGxttSV8mLG+hHDG6O/e6DXjM5i3LaRvnTyDGMwYm1ta2DtuefSB95/nuNF+3vsf+MD7DgZuDB5E2v94Av77j9rvPgv/CTqoG/rzU2QP4QwnCliX6L86/M6XPHOsEqCJ1rrQcDromeK66sS+Uu5gCoJIFr1c2pnv8g06Y+XpubGxKX+np5LYVoxPdgUjiUxHtH+dxh7aaTF5nYU9+azWtMvpMEDtHW9vu1xTLUW7omauXhOPVwKvbE1xI62rxl7SnMFU7zdyWk4tir3E6jGNviR689AdoGdqguprb7xDpZBrAppr0clbIzuzth7rd2r6W6M7srZey3dYrT1eyf8Y5rdfk/kti+KMXhfw3cFtEPsdJPhup24SFodJiyaTWQ3O2Jk8sBJ9lfVq0dgfWiyldP5Y2mU14m5q8mqd73/o4g50srEL9tT+KoztIRjbapLvdERybIcxEGaaPDFVNPremjxupOLrG+iG37XEQj5dbxWsKmXbcMpqa7Up2jRQMjjU1WZtb4MB1erQqKAC5Ju/CGRflA/L5EC11jK916iBgSOXcQ38PSkVe9lC2ZG86L3vfoxwgI4LItNhTJwifalPotaCVNylHlfFotWWG8eAKOQSDRncWrtS02L2KNp0rejCxX04/nJeo1SArzmQmLxnqqZHx6sXVTduYW3ZQPaS7jzDvg2/WrFvm3HfpmtDNd3r66MjgfCGLAdZf+/nhQ4vLBm9Mg8a+rf+NoNK3mps7X7/dTKFgpernerudT1qMPnzCoUcnXzUW3U6q95Ha/qrzZ29XZbApP+d7/RP+S1dvZ3mq0VjldVzlGyP2BYn9oqraD8XKjjjl/nOxcV34hdZ0z/7bD2vSAuZq5P155L32sKVzuC5RMZSzxRqKGM3hJ5ZBG0Hv6La9TQ/zQRvJc9JMR3hWfLdW/dboe/Q54psgBLPlbHC6Iolr7rhsXvQk4vo+GHQk+AZmtP9uC3wjA7iy4wBDT+Fmglx+D7IfU2iahELu2h6cMsKmhpJgE3kOZaKOpoAG886ThqFGCbVkJ1cmFwTBUHgJNcoaI0fwfKQYtua0uRIx6pW4QoMZbhXDj674dMGZ/rImSitaI5tAFVxMdkYzHQNmjnM7TaLrLhUTzZAc+fjGQb1y805B5QgdwXKo2Fv2ii/U2Etu5IjOWegMhYtxBWf9VnbvVpfOoHswfSUzq3Tup+8ekpjrNeW1Wkm7r13ut0YHt7ZhfPsuyauRmHrf6lVuLwsZNtv1fyXRiXIei0HBJN3UqJ7bjfy4+ikZCxtq0QsLVotlnZo8Z7FWe1V6CQph451VPK8PPzzM6IvVCXnFHEsLVoeS1tebm2BwYXmzWFfeqriXUzk9A7t4iMKmSW7tuPOO6MxmezFmp6N6VfJmB7h/p5WSsfRDt19xe1X3EPbiv/0lLcyqG0gGUfbumIcLcz6LI6WaZXMWtomFUfLP3zqHYSKWe1jjzFKCOeh2cQvPUVosbHWMzok4mgRsRywsc7iaNGKcbRYh/rQ21C8nJnpCgS6ZjLl7NxcFoTBg4b4YDY/lDAc6u3i6DqSfzfQooWX7FhdF2J7PCxsttYDDVSTIPKP7epookhB6gqHM7OYptlM2DM350E9i+hkI1XQIUkX4Xgif39MaeuSpEwcP4s4M4ufxZStTMnQYrVORbUwO1sQk8Dh9oFM/jDoMn72hljuCMnoobZleq6N0UBmdumw2afTW4IVY8lZGGh97NG27owjYRpwbsjjunmR4W0al3+z1pTv2gO6mHaj0+cf2jM8tGcoQHiEda6fAp12kKV7JStfiKW4OJiiuS0a3P1ZWxxMBi/VzwJd6I0CZ/n0VG9cBV64aeOVm3Pz/aFQ/3xnKpFI4WIero7J3DPo5Me2722uAQMrFvrOdUwzZ6+4uUoDrZiCSISinBRnwAGzgDQEzKJ6wGxVHDALhKKZ6rnveUuk4O+cTn33uVxuXfzd7/6seU1HdiCmh/lacXWvN1Jfw+O8MZyf5pPRLq3t+S8zvIRxsFCdOt3LW2FuzXKXceKQSlPz3tHmeZV2HxJ64HwZuhH8xV4WlES8mI9xVtK8INvP7KTFMG0k6EMIbWYxtVmeBdVWaSQUJN6n6dlR1hXROtsMbeaQS6exQTmDiG1xzZrFRx5pafeFEvbtu/y9mz+vUh6Uya3VXROVNZF2u632Ez49pJiaHJ/a2m43ae649cDdCxFa9/ujmE+yn9G8e79ndQKfZWNp9bWLhUm7Nqobs3oy0lG1bEHgKG8djiTGd3ZkJ9wDprg906N+5AOtgwVXwViObNYEYOjg0eO1bdPpM4U91aJNu83vgvdJxvw7iR6WJe+3DAS9wn8HvoeFPPAcJ+SBR+NLeeCxzAY8yH+RxtUOcVL1UmjSfVoVEEB4scqX/7bY2glXOOxyRSLX4E/4+8gi3xP3euJxjzde/zz1BSJDaQ7AXu4npA0RIi+UOAc0jK8gl+C2rrZaYbN+ojm2lnlf2wF10w6Ll3ZiebdyaC2KUDkMKxuHQqPS+lXtrXJ0brw+Xz29QdGm1a1H5wTm5gLCQsebXnPPeiam0fGBowOjU8d6u9hcwZ+Edlk5Dzd3RrOYheNpIKGHpalpjqJFK0bRwvKh3oLF2xeXqL4d+THBeFHBKH32WZhSyLs4hQmFevVK1M3W+i4yXn5D81DFmExXy7pZ7OqqK2m2fmZr6jNfSYtiV89oNf3kxNvPecMVNT8x8Yk9HF9vn0TcKltV47jVpZX1Trg7W13zvfhOzC4i62Z2ER+2i9TXNdhewnVQe0kb06V5dFIcs7pKn2iOpW6KWY0NLd6/eJ/+KgXV6vSPYVWa6nQd/CWk/0nHrbLupn6DuFUkHbdKutz91167+G//Vqx3umJqbi6FHrlkYeGShQYlpnE9i35KeKIBGhPEhjQqObNKx4JqV4oFta0cC/rE++8dbDO1yVu0bWbr5BqIBXUota1Wl2ozOvnLyEwsNhOZ2LJZqThGQkG/QNfaD/Hv4FqkfQLNEaCUVdhFBuvsFyyXt/07OvlY7Sd4nU3CYDj0IegD7dxaCS2buZrZK2oXXgyr8MLTV9ROXhHx4pOYdcF5bx8GV8SRI4ufG5b/4vCl45/7nGDjh7WGHficZ/GeEtXsRPGejlXiPR003tPC4j0tDVLYQVUAjAWprTcOv0tDa73Mp5+lK+S6zTe0ug+AhC3d3knM+w+u5gZYOAgLHmzql3IE3IFXQKQvUh7Ncp/iVovelFaamB7YHOzSFN/7NN73wQXJECw1x4KyGJQSIFlA4vDZRb3bA88LStY4tfBMcWgpOC36D/oNCIMVLQpN3P+PuQ5kA9rH3sfzvNI6+Le5D/T4rcAcSN7Jyf9rsZ/NnW/JDSFwYZD4HR5e8kScfSF0KOx9qPsi7sekEj/ERuKHyLD1fFMdPYm4z/aluE+mtZiZ3E/jaE94d2fmjNCh9ygCgwFpf4QlWvQYHnuvwmmX9Em4s2Fny6P1OWsI2uSViPVs/XtiPVmuC6co1tPd+DLE1n8W6vmJ3os7Fps9ADsPkUG+zAlwN+lDrA1RzseBfwc+ZSngO90HjNeWiKwthdGzmlZCqPBX7W+gkMgmtY+9W5EorKiMQMdmNJ38u2M5xZwivZWxh+gt51xEeik6STso3XtwC6mxvXN1Gy48U0F+I7LwwFG9niasY+l+QwXnZJ4bO7P2ruS7wfaflb03xw+v4L4RamjyVwDNce6iZXmDWpeL4OZGMCCKgSgTCKRVZBXBorZgymNruqBYQ6WtkQzbHK7rp9C4Vf090FAJhw99P8S21LVaDELrSjGbiMVs1l2oBieK15VYbHenKiw6Tp43An1wI7H5za0Uryk5tnnx2BZFarKeCcuRhkhN9OUN2LOxON3+2GPPPos7JTY8knX4RrIO97B4Owl7kWh4tLIEarjlFiYp3VRSiksUsiSQOvSCYuqs5PiuUnbcPRryV/oH8vaMuduStxsee9R69V5s+cFlCbHhx6LbbbK3PEL0ggl0mth/1omz7UlQt8x2gkMdeaqo8nT4IGqmtZVF4YuWzzxx70CrpU0OfwO3P/7kk+jkD6MTUfj/D2vwiwZarNyO1eq2tzSbjwFQEMVNSenBr1BPjdYmqvWbCV2hlUJDP3PHTOxfGyi898KbnnwSIkMfYVQujD9J+pYW+pYD6JSKC22ViAtdigFVshhQkzhSlMWFmkQzx/K40NgS8VQ43tGZ19g08lZza+zEiTsfTLdZ1HKVURU8cdc6PKXPW9IWS8o6j/jfrLOk4NCy7vRVdd0wD+3pIHoIWafkpGQRZTXbML8UFWqlI8Rep3UlPwUm85EFsa9iDmgT+yvw2CHrT7p250Jk3UnieIif/nW67jzGASTEt/A/hhXHAvdv9V6zHhO6nkWD/6MhLyzQhQW//B0hL0AVXDkJDPrnBL+gYHQpMhH9k0Jhag8tbOAv5u1+vx0+NvxdkTH8xNapZDqdnNqK30+L8N44C7zHTnEGMfx+3ig000PDuaUCaEwiDjSH03xb1BZxcA3fWyeS1i8xkr4WW4ptJDYON+1rJoLnhFgqXimyR+Pr/PS6Jfw/yHVfbogxeZzZUhIoxjH/N7FnJ6k928JwZkdgNpfHmc0lgdqWcFk7w7swDuyMwfNPQyxmluvnNkl5mkURCVXOTIVmlXZrM92fBAgcxZj+kBPZhKu0Dmm/jEZkCiVzaclxkmEipkUYRK25DX0hR7o3ZIn7TN6udcVUV9SucdtGgsVef5spmHOPzAQHthXNEZc+GyoN6V0hja9rQyk5UgqpdcFI3BYr+XQyXqFUKa5p1/MyhbK1pVVncpjS56/vWOgPHtF6s75Ut1M72ulMuLUwj2dIPb2buAy8gRmQBzdxEhtjRJrhHIe4WTLYJ+Cok9r2WAQjtU+ocoDSAq3+HJbefs5GOGijEZ44252KcnUOr3HBpTBct9bmEKx1DNB7YZCTItCCPQAmdEMIq+kkmMOsRG9Q878FtKGzDVq12mZ4KDEbdckVKoWss78J4d8c6M24XJneQKA363JlewN2l8sOfweRSiPjLwY96mfnfWXfWGZqoOzYPThCoJqrEUIOa7I/ER9IWa2pgXiiP2ndFk4kIpFEIvza7Cy2yZP9SLfwJ4DXXdwa7japbKvNkjiOgbjQDT1ciqQeH4ArjIRxA8DmwsuQJAewgjA5sqMwXO2BIyF0ocq6aDdhfi89i9lNOyvTneqJ5PsRkRxw1ELymsvMVsDqNZKrBANO/668vuo2BVJ2k8WRHUpMbrbFCg73SNgR1dxoLEd9XY5QYmMyuXdO3RbKW22OIDAnusZjtpc13tJINFhNh3WhUV+oP+dat8ZfzkQN/j6nfzbbe0FJb5EfUQXtvhD6H2PcbMkGbO5YDXyOa8KGqC2SFWydERjPv4J+bIJxWBZ7dFbsw/X1ddtSfvrl/Yh5qrQ8GZ2q0saeQKBnY6n+afLb29vtfpPRb9dq7X5NauOx9euv3JBIbLhy/fpjG1MXm4obh4Y25IzG3IahoY1FE4e4MY5DP+CPchpuRBwBLkElT6hUUdtf3RrMEwmULwhxQ/gVgeYwduuRjongwSNH0EXb29zmU389As/Dwc0/Bb74YHyLV+5Lz/NhwCc8zyM4756nVla6Wm8VppgyLY4tchRDGEsPskT69q5N5JOhin1d7uw1uZlOb7BrbczeY7tmY9c5C1PBXCHmnCuWPOXJbHzDhg1xmeJYPR8UegXoy9EYQkaOBD9aSMfVcT4qNXS5urffh3UrcjYG5/VNEZzwJsuCuF3ZbvL72YOhNZ7RRK5TFx3uSHVBqXjolt7J9J6ewvouf7VUHY8ObtYUEjvd4VjYErS179fYfKZAxOvcFk3ZMoPJ4qhVrp/pT4/mHKRPmqCBf4F33caZmV+LLuAk5CpikakauqaS4b+c8F1JFw6tJLumgka8BcqBsgm//5AFlWh8ZwuK1v7z9Y+tXVv77Y14Y6lTe2Ivuqp2+6ETSLXPt97rrLjgSTbg/Y+BvjA3I54B35D37WwebAe6zGw/WTuV6WKuA7Ohi8RMYJ9uiHf68+zB6LBnJFHorma0VotNO2xE+3+hNgbMibWd/ujgJk0putMZKRbyRZlK05pEQ8eOqFrs+clSeb7LC7wl9dd+Df0mzBWXe3AleItbnFrBgxtZ2YOLO7aseeeEV4Yc2YWReGp8Z3Fgh3fGUHE7syErr/EHg7rEaMkd7JrJBnK5sKNkVpidPk14+sjGrddtTGR8W4wuc266qncYWqElxeJsp+fCQqWU8ASjRR/2lqU5Dv0c3oeWq4qzjUlo6S1UKgiOmla8fRZncoY5D7Z9vFNuifVlaq+ip6ojEb187oYrLuk/tm3k0uN37uQ4GdHfXgf+BeCp3dyeZdlodCtqQGXOQN98GVtJSG9QwWeZTjplLkjOGkTaUIbxl2R8pBOMeOzJlqZskzBWhVkFteTX9wQGMpG8tzKVTk0U3cVAdtDfs0EdS4Q9yV5NJG8KF7wWd7cGdrDHuiftcvd4KT6UtTsyQ7HsuFXumB2IDuZc6KpMPpIJR2Lp2vdicYvXYW03d3iSOTJOg8CLnwMv1Fx+qS/FcMNBkqzklSGSy0P6UoxlBNfAkYm0FZoA8yJtTkNGJ7yMEc8xf3WUTG3VoD+fbx/Y6Z3VV9yubMhS70xFD3SmFPS2BPQ2tNkTnOrC/aX2YNZL+tJUZ70vFeY6PfWORvIQiubDEjf+d8yIT3FxlkksTnSz1efIakNkQPN8aQ45dTpnyFz/9EejfvhrnjetpQ39/fMFs7kw39+/oWS9MxEKJZOhUFPbvFyS23MGbaOZbkirbLRVT3F2ONnGdlL5yNkgxcBOTI9WzohjI70UJ8Whyntzcy3h9vfIcDstYe3DCMFRU0v5pM39n97w4OaSpTbg9P5aGzAOLpRt0CfLoCvq/u/qM8EKrAiC/QuV8hb8uaVsDmB9JmCmn5rM5qOzs1duTKU3XDk7e3Rz5gh+HwPrsD6zbgC/H7I7jUMFkFkqriwhs5iCw2SWjGgyiFDJ9JcHj5TWBi5APyeqyw1khAXgnx/+P9BdMr1nj8dSyVCnfV3+nDW56bInUBmP2HutFzXoLqWiWHeBtSXVXXilfJh8j3Ac3wa8UMpHjPg7nV/h/BpyvhvH5PM3wflRA0fl/ff/WfL+bXJztDdd+y16rDIc1onlPTy7A579O/Ls8Tb8vQjf/0S+T+hhTLH+9v+dvGjuj9aIU6t1RqzWMP4MW/3xuB/+mvultTjf07subzbn1/X2zBett4rlxVLbfP9EeeEnZ0NMXoTfWF70IyYwlCsPP1tC+zGeN3iiVjj6uAwOmlrKJ+2e3+kjZiowfL8PxLG8YOufWdzGJnnRvsrbYzFskutopCpuxGvjjcX6ZyaVysCfJj795om1h6bj8elDayfePB2/+LxNm/bt27TpPLbWGV5hrdP+z1vrVLDAqJWX1jqzK8iL9n/uWqf33IlYNhqqkrVOFiy1ruKahKPHesnG/IbJYV8yF3fgtU7H2nRoeGQ0trTWeR96BejLAWfE5LRjpaKFlOeSp1Zf3oAA/L+0vNmGlzeRbMQScmj3ax1BUyBOljf27FCyOA3Lm/UD6fGikxPWN6c/CuubYbK+WSNe35AWEccqalrOSC9lFGe0lJl9aC+6tXbtoYeQ4TCsZVzdZC0DvP0x0BLiesVrmeW8ZcsXsnSxsaWL8w2XLpVVVi7BCF24bCtHtzuj1Y5CRQbhgyk0efRaraM4Xapu6vZiuUvXLTzMARyZA4CHPwe6tVxQPAdgupeLe5ukej+77q3XHB04um3N0evv21W3z75OnjMuxIIBf7B8aAcdt7hMx22vbzXXYpMeIcvHlFvVkkorq6u0WZ7ptNiHEW0UG3/wVK0KiydkDOZzbc50LGou2/M+fylqlblm/Fv3Brtn0t07h0PB0X1I6QtlukPaSqW3WHuXst2s3WswYbXWH75oX3F9lze78Yqpuet2dkB7MtCe3wP9SvmCimN6xzDRO8R+sPYV9Q7lKnrH40Tv+DRpvB/+eeEfliMtdTmC2JiULdM7rrgpEQ8V7XO2TKEaBDnicWSHE2Az2bNx9139RIo4oo52sRwBXlA5Au92G/nuOv1RnuOHgTfbVfg7HQtwfgc5XwDe/UHQO1T1Pvf9v6PP3SW3xvsEFWMkapDPzr/16isGoc9ded19u+s6xUlBxyB0BIEO4Z3tVi3Z6E6sqNMa/h/Z6NKbrtm48aoNyeTG4xs3XrMpfbG5Y2HNyOaCyVTYPLJmocPM5q3bmuctCSrRivMW2bcoPW9ds73NZTn1q6V568QK/c3wz523Bs6biIlsdIHOtXHQc6/e2HXe9vXhfCFG5q3KVDa1ZcumZTa6EyvY6AxnZqPTN09icUkbHXOJ/O2TWKWjwUaXiFlD9vb9eEETiiLkIdNYZjhVWgvT2LqBzFjBwWx0t5E5bJNUpiXWuqZJTWSfa6GTmopMavK/yT733vPQdbWbD70XmQ96YU6ruJl97jYuzGJFWXayM7LP/V+1zVUqHZUG25yjNFOuburx1W1zkHdtRduc4f+Zbc43K9jmbGBOCRHbnCfYTW1zHSa52eXTRNYf34pNJlnfFhPYU2YEe0pppqMEVsYLO4AB7kCyO6hjtrnbVlirGf4e25w51pfFk3fnSEQnn7/1+JHBY9vXXH7tvbuXbHP/ImGbM5yxba6V2eYc/9dsc/3ZaG7JNpcbYLa5nnawzYWKXqtLsM31rwPb3HSHYJsbjOcnbXLnhhFim7sp0xlJhyOJQu3rsbgt6LK1m7v9ItvcCa6d9SWWU0qiXsWS+pKg6guNDxcpMqvb5v7XCRZck8tvAOucdmAn7k4eRyZkXck6twMteILJzpC2o6uarT3A7HM6hx7603QZ96fI3PGFbddvTnCEwr7Tf+D+i3ucU69ca1f5MhmqbHF8X7RUisKfphyLl8vxWBnfg9QG5h6nOxnUHE+jGHFlxVio4dfT3s5upApVKtFix47nZs2D0VQ8ml07vOEI0Q8ILaIaw5e+Ye3hafAZ3wvPjcov1XEcnEWgh3BQdZh/mLyz9fDOZPyDZNebm1shClrzMoDQwqosVmqRtTRQeqVFca/CkqetfQ0Vb7ih9s3fs0bje88jGfqr+N4sCodwTqhUbINqYyabrOHeuxWW3RbFJL33B29Axdo3b0C/xTfGD+C4uux6mH+U80D/SnLivK0KUUZQUtkyXG9JtF/eNO3KbY1Ne7tC5w75LRGvO2VeH9rTEweBZA1EfEbZULRYJM0NdubjkZDJ53eaJxNFc3Io7SskY8mcl3GA5pEaQ+8DHlAaRVtvWqkuT1Y7gOIQ/Jcxx5mPVx4rQT68paC4Rha9nqBEmWTXCORGPZjc8FlZyrangKoMpiqR84rJRaeWOIm4aXQ25Iz7IKcgdad5WnfalMOFpy/0wEv2oLO/dMMNX8L9Ca5FX4dro/KrcD+Cf39NxkgVzXM/4z8ALE9J7tFbevUsayW0h1Z4pa16Wy43NuHPZGQt/kwazY/2jx8MDdp6MigGUUDwnHG0m/sTD7KVjCMNzeVHSxcrGwfSPnwXpT+TCmbz8Ct2kzUD4wfJ3jZMM/o20ByVX0Pacg1uC+BwNfoP/lOAX0vwa+v46S3cn7iP8BjhTv2ljqH/4D7CxShGroZPzJMC18n9Bn2WUxK+yihfq7EyFPO1ffLGG6sXXdR51/670idOCHKmAtf/nl0vZ9fD/2yWC+Dq6o2dcHH6rv2Efnx/9ChcH5XfiOmEf58heAXwDxH8JoLfhHEya38FBVCBkxHeIdrx4AkQiZT601f274ff0mtgPXIr/c03oYJveoXfBCwpdOs3d+3i6tfxf5S6jv9q43WKj0hdp7ix8TrVBew6jCByHbIEyqoL/vxplIYrKX0/k6TvKeF+0C5KH7TrdkGOcj8FOfqAUH+dE/K9x7mjqIDu5kyE/211/i+bax5z58NmczjvdhfwZ+EoxOhDGryIxRKBlHjFqIXuT7kEvX76S0102YAuDXr5tg0b6D4Wvgz6w82s3rUo9ysLFBZ+xJfxr1CtetqBvnL6+3QMtLJ7W8gcCcqWULb3il/sixYOXnB+Lnf+BQcL0X2/eK1vYMQVtba1WaOukYE+8vyJ0zMozr/CtZM2K2mbbVnUUHn56wOjowM7qsVi9Yl9P3rLW360L3r2iwcOvHi2EGs5g/Ts9yr6e3H549t2dBaLnTvgLk/QX0bJffDvF07vR0n+86Cb2aAtCrqTkm13w/fC6jj8Lbywd+8J2Y7ZU4OzZD7djxD7XZ2/wh3klNNkE5whe955L5yY5T87+9f3Ym2DPq/EpeB3BUBK5Hdu6iUUqg+1E/NTHD61dN1D7CZEoSKLNqKEwTJNUE6YBoa/APqr4X6ZXNYKvhlY0LTCYf/wgMlnlYej0bDc6jOd6FvvSsZi9nanpR1tRu0WZ7s9Fku61vfNehKJ6WxXqVXeWurKTicSHhyORNvbxehm7SXTh5WGciIuSujWwGdEoJsmGmcaI0s/TmKGSHSbRYhyA+JD2UYiB5obcWIF8iSbItDdfno3qvBfxBmjxP2bRu7huc5UkrV/ZfdX3iU7769vx7/ZfFrJfYL/DScjfQrV+5ShZNi8+39kr//VDpgb7ju2yn1lJdPPv7r7q/S+fMN9W+id5cJMB3eWkbvv3o060Sdqk6e+ib5Y6+YwR9FO9B7+y9ArzGLtCD8HfkqEc7VkwyK9JXZvX89B2yXtM+2H7Qd7+tahnen9hQn7ZUccE4X96a2CPefD6DtwPzVnFlthhfvZTC1lGyhaVUvM9PnWhx5qvQz/s45Xqi5rffzx1stUpyDRZuN9LJxZPN/S+1TxfarsZjbyD7kjuyu5M9xTc9VVGnx3diTYfx4D+89HYQQMwThYIdmrmdkgY7h7CpMw7k/CskNJFHarYCmQ4/5Huh9bFkKXk+NhI6xbHvIX+zxBf6HPE5qrvim4qdDr88S6R7tjqYhWt3NT93bfiK3TWYn3jvfGUzG1xpGfQOvtAZdDZ4nCh11nq3UmUlMlu8nkdnozg7noiE2fcK7ZlLDvMLtjRpfLnxnMpIfs+qgt2J20czSu9MOkzpqM03ORZukrXq8AAKsv3FPofNCDDOiWxd+Xd40l4qM7O9Lr+JdPhZHF07PQNbCpbK11cbTPoQtpn3Ox3gy3FoKD6V5hoXeXSB/cIvRx/AfzFOjnvAX086j8SjKXX4mMHLVNywb4RwE/RvBjCLo4vf7zBL+S4r769fwDDddfia/neFI76xOAY+98t9hiJLxnI91tTBVD+FTgH5IFqo+WvYBJModIkqRV9OrHjOrLlEZ/ORYqu9cnD3Zl57oCzlg6bJV11vXqRw+OjDvLsVjaHZosZ22pvliiLx+LRKyNejXMG/BPkn8Cey+4xtmiRGYLmCv4J2ZP3U9lJ/yD2LUyQHh6LZ4f7j3vBX7v7KkZjhPmoy/DfY82XKuoz0J4Drpwbyf/xKn7Z4X7wrWIXiue4+FamHcu6Jzl95Ib82Seu4nMV2oYMEIhfk4005G9uqzSZxvpEwEy88WA0AWU37nzh8UinQFhPiN9mMwLu9h9V5oJ63Yu6G/1+5aF1P34vtmdO1H+pmKRzpDwL+UDsuJ5som/pjp/4fwHZ2vvInyAY5iLm/hrqvMXzu+erc2z+R5Zpfl7An2w9q5ZNuchZJXm74lZtBvfltTG/TP/Wf5OYq8epR6upgJoLMUO27IZf1lYGxYhmLlLQODcwBkZsKtiU5do9xI6Mnz59nJ5++XDw5dvK5e3XT5c3T2WSIztrtLPkeR4yeMvj0Wz/faq3m/OF4pJR9iU9wy2ZhewI3lTJrPp6Mzs0YVsX2zi3P6+c8ej0fFz+/rBnTnlLq3NgGvPFbL3GQx9mVKvSbfG5sHcEfGhwvVzvZxEYUsv6ST9cJQgR51w1CHizuociBmWUlpYyDbXaGr1pq+/OzyQdblz/aGYbzoW8a3e4AV0gdZbDEcqYcP29w96nNBOP6qix/mvQTtDXJ7rIjma8zm8e1DYuGJ+WVCeASFpcGBmJHa2LFwdJcIrC+7aIsFS8JklWJ5mJMfZ4DoF1VvC004ZIGhSLTa8h6Ncz238WmJtxeerrE0kJvDnRGJg3boBf0fMYol1FLaGsqFEr9dj0cF/FlT1VibT6cmKt/5Z2DA2tsEa7wyFOuPWzi/4gxHDTG/vuQa1WsfhcYXO5xf595LZZCcn7N23wx+itYZMYM/WAVcQc0mzzGdsQ7WQgwxnbCFnmBXXDkdOcmQh9alCQqYCA61WjRMA4RQWIZtl+wJqX7juYMwqt0Uv2KKWd63plKvR+a8uLLyKus8ZHj6n9sXdhx9++PBuIqOMaBfQ/CHokT2kukdPDpsF4ZNkXMJdsx6Xl2C1xGEtQYPmSQYpeEtuzkhjO6pwnwRpXxV+mWa/zD0v3LMInzloS5megaFN3yVekJBumkNMHWFD14cEZaS6QoNvG6kWDEmLx2xIOcODnf6qNaMPG/TtJmPSFzQEsvcu58WuQq/eYtFoVCZNKprosRn6IL18a5taZdQko+aIx6BZziieswOfPgp8MkEf7QGJl6LZyECWM2ULC7EIOWqh6xRhTyeiOSb0+M2t0ACFpLBS2jHt1tgFW9rknUB7G3ox0JN2utLd/lBZn1PbDO5E3GN0tOeT6Hwx0RpLsi8RH8zYHKYudXsmm09rtZ0FIo/t0E+/yr+X5hffwAlpS9zLWmOlGcWFvPUcrTeG6GcLzWGBz7WK+qxUKwMGQc9YKtHX1LihS2cXNk86TYFwOGBa3iDUPTm3ft14opALwfsoQD6DzfwD3BjQfw60YJDNreNw5CJHIVLvAY6IUK3AkTAOzSRTpYsL0UyVIc5Feuw4nEvTzJOTLPPk1IriFlc8CDU47a02vF9MWVomheu2Qbzhjkom9NjULW/qnzj63h3rr99RTA6vj6UGVbxlja93wleZTDmi7bx2e9YyYk0Fzd7h/WsHr9zdnVv/pp7Yer8/u7tf7zPZdT5byNH+WHbX7bvf9IErhzvOun52dN9oMB72RNaPZreMJm2u5MubHbmRROXsqXR5zy0bJy+cCFsN6xw21Gl23ORxJ4vWEY4jfPyRrJ1/lvDxAOMj49kyjs7AUaiBj/CXe2NepnMCP9cyfk7+U/g5gOqlYyBb1OU7Owcvunfj5OWbssHuqUSyQ8Wb1/iLg+7impg9ouH127LGoiHsMbm6dwx3HdxYSo5tzfnWOIPJ9VlnyKoy6o0eM8SerDu2eee/HOjKrDs0PLBnOJgKeSNTven1A1Hg53PrLIm+RGa+P5zZeNnakV09Lq12ymxAhuRF2nZHNGMSbMpBXPOQvxU44uPexUntA2dp4VdLxapYVmCJpUIkJrdG95gBi2aqSJro4sVCPx0Ud+NraDIZH3apQ8ZC8gesJn+WEPkLwZg1wYnN1slN2rntlo3m/fA3t71941m2TdZ9tuA+7f6nd12462H4Dz6efvpp5LiQa86rxvG49gSq8XquFeaxjZy4+WqpLbIsaxlNPKumVbJ56Gwt9Fs9/WK1pUQ3K8tMJbxfs+X5tn3qNpNa3mr68aMf+sDb3Q+4TycS0a2x+JbaD3HB+4MHhfryPAK6LJwXZODCshWmesXaQGEO0coK4ZwQ8gT2HPgMs2oLHmGGplGNwGCmhK1YboFU6v1SeqY70GYL2rt6Qr3rMqOVZDAarfRs3drD62FPV8wQ8tmVck1PJdEdNaA+n8NprX2xrwvr4CQW1Q09rWuZnUG9Yj8S+4QdUj7hBk25s7JnIpWZPqda3uKF/u925oLmkc5AwbguvFsTHDlvdGT/RCTh2WIyWmLd4Zk5u3FzLMrq2lqBvxpgXlmSu0t7AWAZzzQeM+Vdc1HXmYcHDsymU9P7et2ugdGxfhevd/efMzGxd8hz8fj8upGluqOfhmer4UjiybQLimtQ4M6FaJXQllx9YKmXYkIMROcifzNo33c/8Ykf8fqLdxzYe/HScz9J+nqXxHPFKXWU1KLKKBA9Ywad/9KnPsXrLz//ws9yrJa5Et63n5v729837a8uGoV7HKunduix5KkSGki1DLLBAv1grPu86XRmZl937xbvnCUd6JkeXes3b3rRdx7rBSn3gsk0PzuxQbvhvP/1hCk/+AB5D+sl+MEMbAygslIiy5Oc5nYSZ/ueWXz83nsf5/XPPXfq5Le+xd4F+M30eJeD5LOXivKT+0ERJyweyO+J7eU2Xs98ZiKpJREzIooKgftB1/3GyHbf2dqYxeNftOUnNKXShMMVLKC52r/Fxys+yqMCGSd7z5xHLCCveRxh35SKrDCE3qwiR20UE2XnawHGye965/u/8MCxTsy879e+/MLgIu3HH+VxOGlqNZpYZj2aSQ9u+R1eX9t/ef3974b7eLiLJO7DXvdKA0S8gZ+2DXEe0iI8ylrIkQn3CXJko2eBFqZ/0sz1OhSiG51n7tvglwfWve0tcqVSJi9O5acKcplSKef1L23d+tKpk/eaO6od5mMf//gxcnAvbYeBzBXbV5MnDGAz2IozCVhNaO59A5lTGM1kg3bJQIhFQOy9x7uBOoX8pruu65Ir2nn9z6+ylDs7HXefOvna8ezh4t1AGpEL3bx7xZh19T8es17u2T0WjY7t7unejcvW7e4u9fSUyj09muj4/uHhvWPh8Nh5Q8P7x6NXbJxcOze3dnIjlf8y4JmWs0lLQ1G8iZ7t2URLyRgajRgGNgu8mJnvC0f616dH+jPpdKaf1xsSa4qFsYzl/UgTD0UCgv0tfXoTvw74ouaS3JQ4c+uKukfdKuFg9aANJDQBDy1EvwVAbYpQ7rAgXnG8z1K62hLl1C+Kc/0Z/ZZ9dSaes9E4EDVCyiZD+dyFdZhn6xZqv7Wn+yOWt15U5+gFt1qDFoVif6u6Pp+6gZ86zs5tlOQne8crbbYzMOdZGxy3M6XFJi4MRQwmDcz+NmZ2KXn0/nP6K9lcMdPB6/Xx4WJl2vr1D30ImWKBMF73hkBevsh7uBxo+uKUuOo3iLHTchytVmJnO8ei8BuuKaIxmkOsbKTILCDDvaM2cDgxFplN+D1hd6erGLV5q9O5oV2hCc9A0OUNeaoeiJv2dK7TJALnuP0Os8UBdQydkZwv0p+yJ527zC6L1WhVm9scoUIo3J911uu1IpBmK9RqUEvWauCbazUsok8tohOXX17bD/dcC2MV60UmriT2WUnwSU3uhxPA6GglIzKzWOtTjBIVOhd6vPfALpLE7RdrPP1nr0Gu2svjnZ3jKFz72S2XC3XiQU+E6KammodN4orVwyHdg8XeijMYPfDeE71qsxqqwau7Fx8GmZRcn0nPJ39O5078VvnP8DrOz22QfJ4fA36BbzZSxdK2rE6JBVA9oBYiJ/EotsGRmJZGqkKxqJCy6PDeu4KKNoVcZVB1XlaBxERy+Ba8cfdHCho4bFVleR1QnEzOJ37+8/gG8nnqt98e6PUM+L5N6FdzOFpLD+//InGeqibNlQFsBQcNEgkawlFidXeQdqjgGp4caeFIQ44sFIO2iatwmpbyMKlP3PnumAqY3mZsCbzjzhPvzqjxEseoSsFJtMGYdjrTxg21/679ebsl5XCkLNu5ev1T9AMiN6qSbVkindHHUmwBTctSa73r396RxBmfoCxo8sT7P462H/BV/f6q70Dt4Y8L7x8rf58hevCoOBK4eZpnsmApBlvORpESEGUOU2DCQ0kGO0Ffex5d+9ovF9DQ5Qu1z1wu1DZENZmBj8o/R/LS+Lm/nF5cAQ814vyLDI+K8NcYHhfhP2R4hwh/juFJEf4qw3MS9HRKPLe3jp/2Aa5neIH7y19/zu7TyvCK6P5Ghl8qgR8R4XGGXyHCNzP8aCM9jG8xgW9NdB1ivzvO7ifGrxbhexh+rQjfxfDrRc9/lT0/1/h8jofzAd4Efc7LxbmzlmVAVq+oJ9upt1dDt0+10exoWHUChCZ0a2M7FKP0/FJtSGxsCIHRQStriAJk5gj0gfyI3uHRRMEA8TYwRFgCtnarXmNWBUw9f2QmilcKGVsi4Gg5eBCvPXgDpFM2mVoVkzoz+hG1WhA7yu/gnw9D+5SgGR1etptC3ZxEl5hNVJyVyBcZPYIfsPyMVuaPUNH8bzpmwTWxdSPP4n1RS6mMG2VaWgLjwgtI7d8t13tq3z+NPv7lRx/9Tu3+uwrIMfrt6Hjty3RtfOAA2IUE+kn//60wHtHn8Hul7XqO4UmM44grwJ1EBge4DLePk1gKiaRsiksTJ7iLi5M3m6b26hTbX4D1bTjL6hL5mb4Xors+wF4tZbMBkw39xAzYOzX15fRMF7HcdGPLTXZNORmcLndn0lu7d+16S0GBNjebb7ojnu7ae2P+kWSFE2qpnh7lERnnz9F8W6m//pHEDBuwbQfwfyf4JlQi1xObj8zA8BAqAR8pzr/I8KgIf43hvSL8lwwvUpzYbcj1n6fXxwX8tA9wPcMLKA7jntAvwhOAA/3k/WUBVyr+ldWW/TSh+wuCnEbt9HliPNSI8y8yPCrCX2N4bwP+HP9DhneIrn+O4UkR/irDcyL8lwwvUhzaD7ie4QWkxe2n9LcyvEKvHyd735bojC/dn9fKjAy/lOJ6cp8l/EjD9W2yOMOvEPFtM8OPNtLJ+BYT+Fanl9SWDxCdNsTtlFwpsrmZpMkiUpLIQQ2Rg3ocN0xGkD5HrXYkj6iJHgmJL5mMbLCZhRoFJTo/P6Kzudv/WzCkKQw+u9apbzNi8YiFYjzgUFEJgvQOv95sJFJxqS9dx9p+E207sY+RvvQl2pcGl3D+RYZHRfirDM+J8F8yvMhwA+Buhs+jYY5j17/G8F7RfZ5jeJLh4uvjGKf2vT7+XVyJ23oGq/inieXDyXb7hJmlL0neU37J0pfHlr5sk6Vv+XJqFdufSqcyBguwxNI5W1QtJru+VcIUiJDKkQ1aVIp9PK83ax2qBa2+wTLIakgHyDv5Mn0nFSZnwGbI8AKqUDljF+EZwF/GWjXc5xhZT9m4fZKrtKXqwEIED/8y0S6bqn/x8Gl6WcgxqqbOEi31zJtfrrscTKTYDi3hYBAy9Npg6nBMgCFyfPzexxcXH38cXT+kGIf/xmrHX3oJXd/XJ9Rs+QV8/Afpo1+h+up9pN2THIdGGvCQgJ/+NeCD/IsMj1L8ecB38K8xPE7xnwA+xf+Q4R0UPw14hn+O4Un63CH49iv+lwwvip67dP9een0vfPuTrJXhFYqPnvZxr/F6hhe4+4i8SYK8UcD7sXPlM5I3RipvWunqw8bkSMmgRUvi4wGQHlanOrYYDzp1alOLIDXs8YBdhRUpQ85JBQa05ffQli7+VUZbjtKMbbyvEd5+lfbBPtoHDXyBtOVrdJz30bnaJ8ILqI/NgY14AnA8BxI7KnmnX6fv9H64P8X5Sxneh845fVh4LuB6hs8jFZs7X2I4jop/nfuNQI/o+gJSEXrkBH+O4rGWJH4uO0/oFf0uAfgfOYT7JvoUthM05TVvsnNSO0EL0bcQDT5shxMyIaMZzWjdXq/lh8cT1T3JrgmwFENULlEiXcUDi9cUPwqq4+H5XqT72pr1u3dffm9dRuwm/PsGleebgX8U53/J8CLFgR+A6xleQJvrczRvIPf5Jr1PJ1zfjPsbcf41hvdK4HGKw3sDXM/weVTmOHb9LxleZNf7RNcXUJn1o0Y8Afgf6XzRTej8FqWzDPdpxkONOP8iw6Mi/DWGx0X4DxneIcKfY3hS9FwNw7sl7t/LcB/gboYTmc7u08rwiuj+RoZfKoEfEeFxhl8hwjcz/GgjPYw/MYE/dbo4GZx/Dc4nYG4NcSnuFqnVpGjfqIzjaA1dJTvC1m+OHJnYkZed9Ymq7gTY7B0ms3eCXZekR0Lpt5YYSy2K49rp1lKYuqvYIG3D65NYC9jsM3P+YrXq8mKT8/bBQrXi8oDp/qMKxSc8qa6By6sDrZ/waqy27uRAaFc3Njmnu5L9we1d2I6PbJao4TuujX/YOpvwfsctxLLCP18B2WDmPNymM/Y+2kmrNM8LWiO3TGvk6OqS1hutayZLCmOkZKA+iA2D2O87s78XXfqND33opdp1ZvPg2Ji7/9xx4vvFWuLFKI1dwNQfspcHGyOX5qbOgFbY18syEjloYnmOvRPcjtgy3cnWuIUGXoK0z2So6Im0KS9Qm4ZKoRWdJ1alP2TwqnP6ortzQBvaOyzypDD9ci8e54p50ThfjvtFeCvDK404/xrD48jNxgPwi+FkHBA+BohfKQy65NplGRXUK9Q0EHq3jCYstxO9CoLQWUXTFOVilGw5kDX6TBqndlkjI2fzw3FbdUtfoO472TYfDZB1QtDcQ/0reOaP9ZrlyfGz++vekwuvCRpyFqoDoOkmfnbzrzK5kBPJi+sYfhPFie+FyNnvUP6nlnD+lwwvivDXGN5bx08bANczfB7lmV7BcML/PJaPFH+O4jCP4/uIzo+KfpcAHM8XxBdD6H2B0quH51Ocf5HhURH+GsN7GW4A3MPwTRxokWKctkPHcew+v2R4kd3HJ7q+gHSEfrhe9nnew1Fc/gL6DbEfr4P3sBH6XZrbKc7i/oa+pHY4zzHtQ/uykNTdyCrY2nBkH1iAQmznmELsX6K5Jg0hA+2YthbBu4Te273OPmaOaS2urt62re3JQD53r6dv51B6bVesdcFVCFus6WFN1DJvUDtszpBqYpfR3tNV+yqawIXc7Kme8JZWRzDjC3SlHNBu4lci/P4u1a3/SPjkOG0AXM/wTdwfOG4FfJ77I8V9IrzA/RH4ivFREZ4A/I8N/iw9t0nKgiiSiojlFK9XzVOx+rdttNhFOyvCQa1n8A8rovbYZbvs2Pt12WXfGFK+5fLL3zL+DUw38YGR/vk9Krdy0P5mPNSI8y8yPCrCX2N4XIT/kOEdIvw5hidF+KsMz0nQ09mAR2UahndL0NMrus8gw98swt/C8PNF+GUMPyxx/QUMJ7Y5hhdQDvcDen0rwyv4euKDDBAfZJzrEe/8XzHEhNqCiZ3cQqvWuRssPFkk9khqeZE0R2thpWaxKs85X/BRQnWscDTQaOmJeS3KliPXNrotO9d1x/WGvJnKb+o3vZ9/Duai6t/sNwWv/cvNvlOILGVzOLb1ilypa3Qeu47M2xbYTbzcr6o0uG0GD5mzfdmAVYndrJTf95P5+DpR/12O+0V4K8MrjTj/GsPjDPdhHlCcvWfB30r66Uv0/vvg+mY81IjzLzI8KsJ/yPAOARd8iOQ+/4faLF5bEQ814vyLDI+K8B8yvEOE/5LhxTp+2ge4nuEF7nXcXvrcVoZXRPd5jeFxARf8kYTOH1A+cEs4/xrDe0X4LxlerOOnfYDrGV7g/orpAXxUhCcA/yOtG5ol8tbDLUh6QpdiYLCXW07mJhhhOThN4+tdNEOVls1ncqpbCzUrG2rX2mjYBnFROKdYuOSHFoV4ybPO+tWQ8kf1mMlfXYE15oPjDfE6YKmRjNdhyh/bfKhl+5zlLCpvhW1HM4sjmfX9QsRO30Im2cfr1+njI8XCaNqy44szUY8Qr1OCfp+Bed/FBbn14qoOEjNUK913gm1IQmkGNVtZuJll2i/KzhNYntQrhiu3exHKdu4YjiAenas7GOq1Dof2DlV3jESjI7s6411t31V0aSKgV6rN7Ze5TXu84cj4vqGhfeORi0udlTKNOQT68yQed88ZxcAo2c4eLdFgrCwaxgqYgVVjNmELZA6uZDH3VHexUiFGi4CXLBWqT6M3m3PtXr1BY9a3ZpO2innxjqH5xHiHd4emtfUCpSbYX5wf80Zq7+L15SHv0P7Jm+/keKB/gdeSmEkzV101apJsVhPtY9TSero2gTY2H8wsHvMl9C6TyWu715hYg+1zj6gUFyijSfTHmhY2Yvnr/FsgcXYhGjfCSiU1W3JZ/CxHnm4k9ltS14oW8zAB4iH7PDxcq6DtMarq0XUhFnFHyEQXecJah7HdZuZJsN1NLPjOEO1/pEV+vsLjFoLuGsLw/icEKzzmxwd/l/xzzPaDyPfnWGzwkySmMncGMZVNEcGGGXTg+7z+ytr5wh4D3k7upebKklEd7G5MQ26DrzTOpAxua1heAyNagu/90Htq73ummJanFtCnauMLV9z79rcv+exIG8DPwuQi/v6DBhs+fCc2eRmLQ5QB10PciITdhIlAUenkJZkGP2B5CrGdveUNYhNfu39meXBita+v2tXX99KBA69GxvePgEsiFBo9b2Rk/3jk0MK6ufn5uXULAu3cjwntX2FtKZDvX2NxM78lttDSGcRMCXV8W2ncVL4AUQENsTuqhz/08L/2qo0aucao7sbd/9XkhlRqQ/JVjj17N3n2N9h3A/n+TSHvMtDyDV5PcyOMcCKzucTIpLHlopqTrVQ+4vcfsEToXxmdqD2EorVH0E0XXwxs+9LFF7M1shto+Fa9//IuUSycZCwv5Ye4jnMA5BPuxd+89/2YAei+2vmsrTLS1ufJc6Lwz2dJzLhE7JDIBo3bL44dolKV+vtxS6sxvB6xwcaW6Pveg2598Zqbf7XwyY+ue/Md77yYrcXg+XitxHQI/P3/EN7nT/+Gv5cP4nyoXIwbx/nBCJUkLwnbtKymEQZtNHNAlK5A8aeOzuIO+ul8GSdjAO+bFilA/7T0o5YyLW0Fvd0rE7TRpzuz2U40i/99vbp1IBgc2Fq9rrJ1IBQa2FpBbR0lxUuKYkdHET5Krw/L/ZXZYmmm4pMPDMh9cFycqfrlw9A+GssG7fk+4W8H8Psy4K8LLGNSIdi0zC7pRzrmY3TSaAodtZC10NUfsd2ViRS14GaVoEXkGDcDGTvmu3y3J2M3xpK3+7rmOx6Re6sbOq8/OlhR/vnPysrg0es7N1S98kdoHnd+BuRHAvyf4iGmls4XSvjKYb7Cp4NucnLnhFyNQba/Ng5onPSHEuU2i/LAqhLLLoubYElv0bhs2ujoWd1YqmhtLs2W/0pG+8odfdHEYbkmlCl7KtuHw+Hh7RVPORPSyA/vi20oD83MDJU3xPZxnIQfTlIH5mR4/uBfovukcJz5MTz32aWCy6kxk22PaqPbo4QeqMVVHwHVsjg+/cuAkv27K22YCsA03bxpCn18cfm+KfS+2jZBV5TNkDGq4zZgSttz9tUjkvH8g6i21sb2PrN6/NRTpHlevLcD0ybs70A/WKxv8aB0pIGOBdJfIEII05HK2f/2fuM6g34j7HdMPn9m/YcQ/UZ9CD26uHo3Io3kuOW6hcB/9L9UV59ZVVcX7XAiurqe1Y5TMtussXH3Edt3Vdff0a1/HkzP9YZDPbOpNRXQ4Cu8/opt2mBvNtMfMxzo99ubdB6qPzxJYoAeInS3Q+3P9cSH4APpcxzTbJeyPyzVyMSU8/R96ai1yYh7ylKy8VCsDNGpuDJgAFf+BAOUSYtaoANpZf96ldZjjJta2tRtLWjXnPbq2vd2t7mMj22H7R/Kx547VzW/1d9R6gzXzj/3uceQM7/Oj7wmr9vbpP+QGF6O/yvvJj4hceistG5joroNnIZRqYDvPIu2ayXt0lG7iiUHraZ2cx3tj63wGaJxCQn4fRT6up3ViI4TyStd6Z/FdtCq0ai7ePDtDybVLktLu9Ju8ZVmnD3xW+I9ztmS1t1qV7ZDDtvkg/cfLH73u8iyxWLm+etUicplX/nKZZWEXH4dzye21H71XZgnabz/d4EXyaUe6MZNd0vEqujY7g6O2RDd1P+DbbKaplT8tDx7pTFtjbUhn+rvKgeya/wToUh200xfIhTzOrs8o/GzSvv3hYLxSrBvgyYY2+3w+z2DOzweh9vq3OUPrlsT7tHL1YOZ5EDSynGivT2j3OrSlni1yWxvITLWQmO5YX1Ka1YgvOOoQjYcGYQ5sDSAeMNN7Qp597V33SRXwKajrquwOL27eDh7HEIm7nZ0dpYtV/2ca9D9oE6nQoiny6Pq6RsonSXgt51bOAPbrZC9xcYy11D9iNhvdaTauAnOylhPshCpK+41rNj4zGJ+zDdZ0jrb7ArImeBsr37kxFvzvP5Ll5XjCvm1PG+wbKm9LvSL038CvRER/WJIcoyIbfdklctyS8DlrP6TrSGvLAxvokKSyp+9toDWoVQr24wGQ5vBo0UL925qNbbqgumqRq64nudbHLn42F3joGeeyG1Lje6o2qX0bLZ+Eeu87LyLyK8PNumqLBaTXA8xlMt1STzLwPn/IvJu/Ix2ZSnIm2lldVK0zCvZRrNH2ILCEnYAyegGN5kW3Vl0ufQuraNF9ez9haI8k7nnEfcmjfoKJaS0QNdcesstl9YuHp4meXigBjzvJrpsiOlYNGh4RYsUvA2IepKxiGELfJMz+7+svlOjQWoFn2/Wbkk6j0bl9olyJlNGg/jfHx04fvzAsfJmXA1lcxm1FdKKz8szhUJG/nlF+mdrW849+5xzWkZHZe7SZKEwWXLL1gJTVtBrZ2Bu2UT2UQ7hmUV9JhoJyzDfkNtJRUYC/R+eSmYWF6FyNIzY2vnoPjJLkOf1wj+/J3KjKvFu2Y4/Jv/kNFaP6swr1a1Guw0hZxGqkN0dy9lc6sWvy+TW/Gzn1VcX4zL+u6dOMpn1S6J/jayyH1GqlS3Ue9Pa2Fqsab31KvgfbSv84QcS3sq6iL6xntYgl4oOYtXbWfkD8dOWaty3Ej2VlCphTycc5x879RChApfrZpQQznM03m87ocUBrZeig+o+bCVsF62ExRoPdlc17zT/xAMoX8rP9wTDffPZQjJZyuUS6L4rnzDFh7OlNQnjYX845KV5BD5N1uZGkHlrpeLURXYrFVtTGWlmFQWV0Ua2+x1zBf5WoIxPLZ66czGZXy/QFvMDbVk/2T2gF5NX1xX/+jftw5TTrJWCHUZPubQSJTOL/XUqejowFR1NFLC6By+C3AlS/rBB2DzHMn8TWEOZ9LPm6pYhjtWoN9WpaZgjIGA1i6iu8GJ551g8PXV2tbLdN2fLeiCe2Kr46IfVXRl/h2kqfBbvDq7ZOzJzYMSXgvQF5jZ7wncgX7AbtoXDgo4NvukY0GwFqvdKrpTZMqPZ6CaR2kvGdCBWMoftwY/iYuOY0/1oJWMXnzrvOt3GxcVNhmvP7dw5HIkM7+wudHYW4E9z8Zu+BYujc88Pj+2FrbgT0SvmZ6amp6dm5kndelIXg+0dlXgDbOyK28L2jhLS8UY9Gc3GwbFBBEoPVkPrkUkQC0ujN366WLroPXdku0J967MqyHKaz+B++qEPfdEy110cjutP3eqNBKIS+wOk4/qxL/v0H/kRZite3VvhgTMqtruYYzYiPXsTejJ7wV9OSOobsrCyGayT1ZVReE0O9OlHjX5rdLI7vH3KALFUila5wZWKme1qsttzj0xuSgxn10/zigt53uH0h2T8S+gEbSv4o2Sg4z1E/VFGrOOxfB5+buZMI6zYWAGdgY0VCxsrTonsDjjLy9I25c7qnolkeurcagVn+Uh5UkPtH/po20CR5vnwj+wbH90/HiJ5PvKFA9VSPc0Hi/nw8EocwyG2q0rbQTgZ6ZMBqBuvJtmD+iR3Zy/ZouoZkOEEtUApqUXD1JDFstRwjPPGTrpCIZcrGLwK/lzuYPCji/xs3OuNN/6d+ijN+0Bjgm8j9OOYYJ7os7+GfhblctzCahotGyo5NsqZfgveCPjD+i21bgtzYez5Zj23wYVGFd5IXeQ2ab4jgboI/ugQVYHR7TYsjG0iVZjJZaYRX00FtGDPwWsgK+cDO8qZWHIszJJjyUnpFy25uveKSm+iJ/rgjC/HbDwNTQVjT2RpZnlwMUBm3/757EceRAV7spjN2bD9hzXkW98iU4wQ14JlAXyOSlDPHHFs/jWtIAvsxForHv0eFGoa8/npivuuSLJhpJvT4x3XX1+IkyHO1golMsa/yGKOb2AxxzK2vvOjKsHJWoGs+4TYszx3CssEotcaiK7Xg3WvtjPRa0VWNZFGi1OxzSw+cO+/6K9S8npBw3vssbpeZeCHSR+YWLYyYKk3ZCmhbI+XGTUULwufLawOneC8tDPlim6TWEF9uPyssxafeCKWX99LXnPYk4J37EF3nr1+/dkjhlh/Oj8UNxxwB0PuBt+SiXOcuXxktSe9TD56SeYmCfnI6ky2gCIho27hpvQXu8z/0daVyfS0/rS1R7Pcx4SePL9crj3Z09nZw3HC3nveTnzao1IRlCKa9Wy1DvKOjTIyS4EkEe9+75c1SPT6rnyFytBma3NFSkGnS+tUqVUmq+JsXv/T+EKqPJ3YmOqJGOSKa2XIY6m9g/olP8d/AuRUGVtQZTn76t4dsWcHssnIwLPzM/PRVvBQvq/249r5RL/l0LeJ/2z9Ge0laMVnmCdf9fKSzULG7JStxONAYh5YiFmo7JwG1+jx44vfGVb8+crj49/5jmCrgzWLH/ie595G1yziRdlKmufTnINpCW20uCJPI56wf08N51WC1KN2FDiiFmQXUOqgqdUsVJPQUasdroDgpbZ4tg+rHMLa3plZ72x4XXRv6WDxljMw4G05HxZO3/2utA3vflhJURveRmLDS3F7RDyi0ZYS6zoVzdzhofkatDngBWBCvKWV2vN01PuAqN3cBo08I8MeWJ2eUkSnAtKmvekB/WMPtwTcksa9gXX6R+s2Aewf8HD7xO1jHunmGGao2cBW6kq6i0XLZjRaAYnYaRxwpZy9VVfjW222pJFXiL6Wf2t+scmadu6b2/ELExvUHsQvic5t74A2OCHLJe6rTWNpdYdHkzBvXhOTXDcsZ8mKVkC8IF6ivL3F7BDsgLAobjIEUt5fRGNNRbxna6hm3mNuw0QDZ5WEr/Ic3a3OrAaY09o6p8uU02ViN0Cvbsb77u6dhd7/LbwYek4wGRC9eiPRq4PcOKVFJIAk1kBqFm2F8EzBdJyA0JtlklnzdOjnithQ3rVi3jznQFj/2GPq1NBCpTl3njukep/YBy3K4WFdXllPIk+hDM5YBA5Sb2Arp6WIDBAD1dKsL1OPYLkqTvAiCNbsTsWJhlQf/3LeZYt3DilRN8v38cXxO+8k+VLgXVtJ7oU3ifkrlX+BvWsly7mgJTZEbJfmiYdDiOVRkiMnXGdiI81df/8sviIkzppChtot3SxByjvEqVPmD0APqSdJESdPuRN3GMT1QnuGoT1OUX9h5Df3F6b3K1k9QwuNf7Cz3rqCtQ8T+onNYosfNnuJrX6sH2PdUU5tjlKzGfObUUuOjlBkotnlTStptT82hB2YgLtieUwAr39KLrPA4++5p5CQ8z/n9Sus66gv7Nugrz5H/RRXn76D+Sq/zfJ35Lm/EJzmr4Df/5Zja+CG/f15ut6nMYBgc7+/wR/yMaYvJ4m+zPa4ifas3cFw/HvYS8D06o8xvTqJ9WqK/4GvMbwb4zByHPD7ITInVsCSvHhGUYhZlv26FyAjOWoDtFfovYBmyVGAXeeBY3JE9nkFyFEIjj1wJFgBO5iOWiUzahfnIXm1Wfkxnu0DsxKjOvR/XBtV2UIkUkyLZGZb3SltKlYJBD3v+/mJnF3vjlggDjrZExleZw6krLaKx+xte4uvv5gOhCejoa2jZk/MbAI/qCfoBZGmT2qc6arXlQq6NJ6qw9MRt4/1OBJBb7s1aXT0BHess6ouVnrNTi+6zxXUB51Gi6f2lN5WcLaDZ4LUsiwT24ZnxZq16n9OzVpTfh7Xqp3P5+exN2E+r3dbNBqLW08/NdGJ/cNDe8ciEMc5iI1kF+tjA/lcf1irDffn8gMxPa2HHIUur5LKz9VUDxlk6ctN1ZDfdmF+xH8QXbu91W46dZLqw0/wbmhLn6QVYak8niDlmA5MbAaqhrq0K5aljXZsGQiP+YuW2fTZXSkoQeAt9PmsVcuODcmZNb2uMb9xJpNwpAciwTXDfS6Z7Iq6bfbTJIbizPy4mEc6ST9uULoaLXw2ant1L+5PBg76h53DyWBaE+jJTnUNejpcE4ntHTsPnVUcDPWt08RD221et0MH6QbO9XuKNtuWQHh27VRcpu0vRbvjZuhbUWrfxLVnN4hnSImYGdDxqW1ZRfPzq1hrNM8L2r6eXkN87PXKs7GlyrPuP33ticHBP10o4+VaY/tle1G59vz5l/2437XG5fQ5MG/tp/+IngG6AtzMGcgRto+JxTS355hHgFqK7SvVnlUur63+6ug5oSHnQCSRyQVdQeeADs29pPR5IyMlT6hnTp3ybzcHI6FAtF0fR4bL59TmeH8yPZbHqiZXgf7w/yO6Un71VTZbMyXomqnZds8BFpKuPotWrD5rTULO7fjw5lzvZs+UruS0xbxm3rbGH+zLOv2VibgznvRZ0zqF0Q7yaPC8iYmDY6G4c7PWqgt0xp1uU6I/lRrJ2Q+EQqGAxeEOm1Vk/gzAP48TX0hJ0qIvVXtWqDsbEurOXiU3BMrxk+i2Yo+/XT7wpt07S5dvLe8859IZEjOYAx5+G3gY4nJcD7cgjmWW4GKYZluHmQOOK2RGcAESptHMkNWDzQh5OFqaB6TKzTZGJBHmChPAqfR01adzhS2htLs4Gk+OFpwZX6rbV53V6g1hvzNYNPpTPVWDp6QBieJzxPz2NrkNVmGdMYsl0uFLdplk5qFyoDNhRaO6qMHtc7id4d86fd6gqT3s9AWFWP4U4YEHenN2qR9FcIMjEn4njmaZh8ua6s3ibF1aUjdNovJshRTQF08Qf7LktAqTzdVuSybaere4p3VFT7pfYR3yhAdyLlz7I7luIAbdDEXsdtxJAtGYt/atuGuT1ja43unC3Si5JuuAHrZ27YHxYENNVj2pm5qRiL2WKNKKa3by0jVan9u37zlxfdL1HAfPcpNnFcQ7tSRcThr9UuFWHB3gQ9KFW/c999w+dA6rNSrsv0D383kY0ZGleqhOfHvnkuFUx4JB/Us1W/nmUunimq0toVzC53RlnIOhbZ3Robw7VYzJWb1WXzYesZptFvO8L6r3l4KJUizqEvOi4/SP0TuIHS22RFsQ0xbk1Jg2C9sMEMTBU0Bb21KtVv6NarVGhzE5cfk1Cq3T7zFTMremKJ/8en8xRCiyBD1Oh1MHhFo2+KLoesY7UnvVD/rxQdBvr+I+LXyHWqwHuSj+LtRiPY3xKtJDLdY3wXXXkOvGkRdqph6B79dy9DyMmzdxUXxeqHt6ml4HdU+PAH4twa+leIr7AQqgYVIT1EBqbr6CjqA+iZqb068s1fB8hb9d6jr+bHbdxOmrUZy/lmtvqrEHRdeki1Feu/D0RYeeWoiu//C2bR9eT2pRXo309D5iNQruI12U8lp6h+jCU4cueprUqHo7SvLnnWFNyvP4r8+eep7UpITfIfa71WpSnjfL52dPdcA5H31egdR2zAFSIL9zspoYGlaELQqfGnFNymiM1OE/o5qUkcLKFSnP65wyeSDExx7nFzRGm0bvcnnMa7tmbSFPh7ecV8lVefj0hGz1dnYxev+JtShxLqilWpR+i0Cexd9Qi7IQIcSfhykrezsIZfCJKetaa8ZN0NiMmgU+bsdNME114jxx6AA6S9bKtyiHOQ4JdbSnoQcb+VOAjTDMBdgsuW5NA3YArSfYKMNCcN0h8tsx0XXzBBtnWBiwjeS3Ewwrwm+3kOvWMizKnjHJsBD77RTDBpCH+4VsC2DTDAsB9g2CzTAsgS7i3o9OAjbLMB/s5/4IweYY5jzdg87i/o/Al9PjtF74ODJy38B8YZgLsFly3ZoGrAetJ9gow0Jw3SHy2zHRdfMEG2dYGLCN5LcTDCvCb7eQ69YyLMqeMcmwEPvtFMMGav/J/QLFCV/YdYB9g2AzDEucHuDef/qzmC8M89W+wH2EYHMChvdUwhx1FrqH5DoPU4tok+JmxtKfbrWwvcH2oWdCvSm7PdUbgk+HAz4doZAD/jTuykyhMF12u8vThcJMxT3fOTZWqYyNdRKZiN+wEd0ImpofKGhdgQLiqkAv0wWhDBaED2+FicWm2YwcwzJVW3tr7UqOajwcmoX22Lg0hzX+pmovOOiOLQRJaoMWfF8h4Jy5DYRIU0tmarfXZQ4a+nq3Ds0ZPBHLZd39Z0U8foe1c93ogB2Spdu20ecCH9fDc+OkCp2juQ1Lgg1QqlY44NP4MhgysAJCBR2rJErWeGI1gOVGeao07xwK5W2BneGU02byafv8w1lXIWr1urwJR6KqSURLeTsY8GwOs9VqqIT8OnfC4UvpNbmQK+MzCjplCAg/RPiu5yY5rPk0G2Mw1SytK5iM6UYgqhoxLyV2YCjIMquetsBCl3dQ+ubFJ26/sbv7w+uU8vhC5b9/MbbwQOLSGcqzeXQjWRsBI1Z6ejvnYCEKLdi8ShLHrbRkgyeGGtY/T5fXO4dMUafDH7IbXNqs4df/omx3qJzZkNkq8MdhC9k9HrXG/9z2ikxmCOS8nmLYgvkSBro2wrt0cRFCmWolygIw8cpoOLDuZYFCt0DZstiQen+KCWt2eIVfXbfZnhtJJzsNSa3fnEoqwrmuIQu4GE3uktetCGsO7czOdHqduhG1rrMQHO7yFiOWeYe77E7idU2R49AW4JuWVKttaaYOQOpLxv7j1pxosXWpTOeMOD+IooGkXS3LTI+PxrZ1J2dnNxXwWitK+3EAxk+V1JY0rNT6IFciKcpa8RFZXDkACcKRkNY/RjmSYRKjIrGuilX+/7W9B3hcxbUAPDN3q7bebXd7b1ppdyWtVqverGKtbFm2ZdkYWzauMja2qcbGdJOEPIIJHfNCejXplMcLgfTOD8kLJH/i19ILENITAqv/zNzZq1UzvPe933A1987OnDlz5syZM2dmziyeVjFJEimlXVmfN+xMtPgDUPuYFKh3pdtEj9smShGdK1gfiAaMtmBairZaVLaGoCfts1h8aY+/0ayytiak+qDtVbfX7nRYndKTfofkMktRZ0Dme96+dSjN2jeUX2YBVeKbY0KckgbWV0Gho7Y/rnbMz5bolqZaqfhYzK2Ou+x+X0NJaeMmaONkIQDGAZcnN/RCIBODmZ7vJwtbOdC2Jpdf0x6kMqVv7kMg6/8bWRfc0S7xw20SI9kZV1QyGqWoa91QNLo10j+0JpsdH+qPhE/cPHSyl69LApxnFDjaBfeWQwUEivDlk9Ho0KRTBrY13Hty6OYTYQA3ns2uGeqX4dTDysmH0XGA4kXLHr8mdBpdMxWY9cXjPnh0cb8vmfT54zKc0Nx16NMAx4q8i6xLiqsJGb1UrAZY0ZVMY5UH4EQT/TeVjHF/KACz63zHJBvf0at4B7mf6z0arvdosI3cJo/vPM4HcRMs3dB8HORdz+KGlbgYpDvK8o4sSLeBxY0qcXGIm2J5VytxLZB3C0s3psQllTLK82UoeceVuD70MPo1+SXXe3g6iHuGxa1V4upRBfSe6+XxnceF0Cn0aRa3TokL4CO4HzyNaTTXsG8vfG9h3+9i32743sa+b2X7s/4BOtvbhRQ7N9fA9QETPAbYP2FRTsZZ2HAMvKSc07Arp+C0/BTcu+ourNPZ9ERn+9it1956xHOzl6xPJsOrI9HRV/GnKpN79yIkMB3xJijPBi0YYeswJC/fiRlGhJ89DzOhDz0A4hzKGTwPHQ640LWLilRxLfYwTYOWB6JdjZ5YcsaX6431NsZCA9ni2rVFKPtTsFM1GCgZiG1jpDlkxSqf1FD5XUeB8mkQaHNcyCM6S+aaET8RKHLxJtGyV75t8teZsfZwtGNtJrPK2S5GXNnuUt6btra34yP+9g1tbVNdoYi732Id7esfdYo9g4gwerwD6GFEEivVmJcpYuQnYGnNXbzGCzYA5QhU89rChs5QqGOyyWcrDoihRp9Iq+gprC91bGzzbuxakyoEjbQPsnImoBwDikEpmNWNe6Dk3gcEXsc6WlqN1+EW7PrE3Xc/QgFPT07PTCMFXpnxjQ/JdMJL4NXCacHuT917LwOyY/qDCFXp/Xagdxhw4rQGGEB9gPFm6a742f1zdqIrEu1el82t8nRZo4Hm3q7ugGXkA94JfCTQvhGI3xkMuwbN4kjfwGrjyNS3HJFqPe5idPFxuqh5u+vy8q4afou+cqKyZfads7PvpDX5wAcqk5/9rEIPdAbgCMjA4Qh5lk9smaVpK5NyOj3UOQ3pRGSBdAZelpbVb9HdV/cVhqRRQ1j0+GbFWAkfSde3Ss5QI3ZUfhpuz3jm2+EDjH+aOQ31+Wo96Eo25utkWuWWpzqaT+7DNXdZQbWEk5ef+udLZ5spumfPnq3849H+K5UyhqEMNcMZc5xVMleKBch6llXxQzW88V1IH0BdSrtCPk5TNdIxGSL7NNSxNwfHST5fiTh2K95B1XLJmFfwDB+GnYNqIiQG0wMJQlQqgWLxZLn8ZGXyPmsqnbDsfu97d1sS6ZT1Pgpf6Wt2lOL1ALx4G1C8DBwvyyIccrj2TqmWQ4caBLX2IgiISkuLfHZnbDp1ujL5vZn4xuRdTNdmvP1JIc/mWZIiTRZOreznmVr9IjtWDASKY9lsmYblbGNLS2NjczM+EuraWCxu7AgEOzZA2BW6oNzXNzLS11em5Sry1czlSbWnW5GR98zF8qQBz9/u3PKBGJh2/U290e7WdDKdbKXVM4fbUqn2uO2O/46Hw14ow4cx/hrUzYBSbMyw5GXPcFFeBh0t0DmI49Me+h2iq+c19aMK/dJrn6gh7GeNhUIjnGB6evVF0ugUVJ2RoNxnLvr8LpuxHn+1PEgrPFj+Sl/Bcvm2Ki2mj9pdFt24Rs/pIPdrC9ChnnOhkUspEZmQUHuN0xKqaJRbr2WyvDfWm/PVx3Zdsb61eW0qybqIKQRO73rEjz/wwG96gl62FghtvlNoQg2MKi6lb8sn0VysJBeUFICYOHJVeWyhFz1OlOUub/5c43SsW+r2B91Rf3uqRcp0xRJrAkVXo8/rTvo6smlXphcfCYdHHG7JarcZ3WIx78vHHQH/gGizi3a70W1vzgRaUy5+Rx9UYxZopEV2TiEhL/v2VtPW4vcv3XocbzkGKbdOT1c+xPI1QT3voDKMcbaK11PPt7Ka5B3lykYN9qL5yYWbZxOJeHLPND6y98jPXulraup75WdH9gK8uVcB+vUADyZ/nGMNyvik9MQFW1Suv+VIQW+tI3UWfeHAzbQ1vhJblUisin2lKmd1+BgJAMww6uEwFXiLbkmCX/jeGbozxM1XjhCfoNvf6LakC9Yf9Kt1akFbp8tuycG+QkGlVQd2r7m53gCvOnWSYvfV6BDscI189avhERZWJp8qNEkFz1MMVypETgCuHiYvCdfALBxnjIgiwy3IxN7MypsTkSqFSqkaBLXS/P4e7YnLrohpRL2gM6vDRy89dkVKZwU9zaoD3P7zu2stUZcraln7wo+mxagDjB/T1Ta5mPWfAMWJ46Llpc3fbmRfdLsRtEyiTqwjsJc+cQha5gEszXjyXm/eM1P59QNy20gAe5rpDinOP3rWT2r9kDA+VG4wsis3GEmfP4sbn3oaH+vDvuneys+mEanqvEC/KCpyTray1g4yeWS1ytyJrLy9mfyVp3xemXbcpyqeX2IP4BilXonuNKKW25vybVt2E8ntyLkTkbFU/+jGOpUtp7FIppYkPtJVX+zUOyXRNORwl8c/H7W515mNJXVADAJ+GcBvvzDCzu2v4fhp8ws3Htq5E2QukABFXnkqpkwIKbHOc7IVy8dVhpiWGuu1DOfaQQQ043+XcjaVbnJWZc9K3SNSqrlVivp8Xp8HH3G6YvjZS1tE57bxhlVZ94ZsSzbtv8XO2ofNERqBnoH/pR5sxp+LdTe6fbkeIKupyeAyh9LJsNNryIigCUvZ/vr0QKPbZRrU17XU17eY9avMboSIPFfhdKpqDjreG3S8zehcVKcQw/pclSiy53un0pocsRQobbwdS0U+9Ly/r+xOtXi8aYt6dpOOiI2Cz+UB6xAM2TObUj2Nkt1aPFhpDovShsApZ0OmkEOE0WQIaEJ9qzUrVIH9dsrOeDuNYeMI957FR/rwkpFeo41VB7tUgQ2IX4zDyry3oSOcaIuKRPiKJhdORmO+/n1XuINSFB9xN/bXp/qzHm9jZ8hsNSSCjh67/Rl3MsjaywK65+vCFHKjFMfMDY8DHon3KQf3q8POQVN8qMlOaTyKQQBTLb07mzUFm2KOmNFugQGjsxMfe3WNykAtjRp1We3xWSZfhSKZh6qX8HagRwH1oQm0hbdWre2VcfQoyrKhthXFWaiF71EuwiCOO9JgzmdY2AkI+3ij9lPrCyMcMyXVWpQkQJbfLRTl6/JdWD6zVKtjcK0GktDP9wZaks6c2QpTSp+ULPiC0vGCSg3+KX06u1GtcfmKff171tndbjs8vnDa7Y4YJIOYeknvCLvqJZXO5xAjsJmzMRDMhiz6ca3LEKj3mwi9E89Yl8q2rsJNHi/75/m9y2quw4LZYuN9KkNHUMbbtE9peftUZ3vaarsoXblmh2FmVivCfoGmWbPX4oW2ho7bYwuVe779VDAkWn7MbbvAAw8Im5lPGTvXyczwICpFKeRF57pmvJGIF56JWfJSUJKC9Km8HZcrjzF4c/+JXkEPAjwRBVBI0Z/mDbNGCG0QulkjLZq51Bbmk7wGm9qkc5hmjf58jBf7ilpYS4jkx2srj/ubEy78ehUJTqsjwgif0xj5+KBmtAIhCfGEj4eE3wBYx+P4jKTEhj9KOdVFR6++4Wg5RqlWee3625462bCet8cR9CSUASNpjQ6j45Si1Sh0YtpDb22rnxUFtdqoBxHQ14r3VO4PkHGVWsaT+KAPhNlJ6jCX6nRfrgC4hQEfuWWNEKMHDD2KdcP9nCy7tFxOOJ9jmEvs5Kq0gAG0zmqYmdIRRy464He0REuFWdHtDO23Sa4gnYk3OELtrqjME6Fz7E8N3wGODpRV+E4ul+PJLSwOrg9xTuTYLObEjXriYKxo8lq9Fl5wDSeSqn3pfz3v+ddwZ9bny3aGq2HA7w8EfD46bvTV1/dn3W4YP+r7stKG5vpMS0umvpnxfwb9Ae9n9eTnr7gGVbtLCSRSVcWQq27hzkcsSMvNXPL4quXja0khQlXUSM7S/Pia2aiFruRlQ6vPVW/TtPDx9Q/42ajokYdWmzg48ywfXukYB3hu4fTp4itWaj6WEKTmWp2FusVTfHGL/IQ7paGJ07BUZDt2+EAnAcuLQEZljHtFbWl09Y270wVvPkX0kw+YJaPb64oH/3CwzerYtj4NhGyIVZq/a7Dc7MxkmxqqvGIF3GwowXnFtohXbApPmxfwCFcAOI82eywOrU1rr7OnzJRHOqNhtXABUXkjT/Lx6gj2QDkp1M1bqnZ/F7QS13/YcG+vDq9cAQgDCPv8xMnFpmjsOEHbwruYqJ1bczoy7M3m0qm01xryWEc60x2unC0mirZ6jyXssY7iIx77QMQLY6pGlELOXJfX2mu0mgwWSx2odmFXrhfwNYKseFVwIYnjuwxXqTjX6HlIu5JKuQqBKk58UhQr9mF5rUxRlj7e25ZtMW5eu1ay6cw6mzmBj4x1XrdWtWnT+pN+N1aV1Vq5L6eAbpvJF4EkvQoeii2d043jUFu2GUIzMwEgduBmwfSsVFWQ7mhv3m/x+fyzGw1EbAUUup/5QjAQOld5LGMLK3MqfCGUr0dJXn7tJn47P+XI20tLRZriZeWqw/vTfuKt330JZYj79+27v/KYMgf9B8B0opE3A5NOL6uqn6wZW5VLzOlbTZm8ZGq2seBdG/YHLIItuTFtF6yBHRPHA1Zi9VNc7t6z5276VB67fuvW65V6TgFOIprkONXuUlPobOSOpXTMMZWRm7IsynQNQ6yFD09mpK5O0jhiWknGTDd70RGfX+VwHbpo3+FAWOVx42Nn393a0tJ69t2F1tYCxQe9hi8AfPyc/xbuZFPw0bL+YuSli/xNHqpdz9UO0314waTNLGy0SAabrk4t+TXqG2ezujqtSm3UJHYfNfqjudcEYa2AJZsZ993qafC6c+5bK4+HcyELO18FtEoBbv+TuVyJWmy1Bafn1qv/fus78LH2L66H/2Ueo20yJKxFHravSk+bFakaaK6lhpEgkZyncp2exo5w0yqpYE5KwbjBnQrgYw9Hx9qirVEx6hmwuYMBi98fsn1X3lcJhWD8GybNiou8jehX8HZH/iTfdqmST5CWCpKQKmgb9pj3XLbnhT1PPQUT0qfYnjDsB9g/UvaEEYRk3CH1aUiJ/Szd3DvQT9B38deo/YT7w6TpgNG51UFuKm2xFBS4iLgx1mu/4UmtxWqrM9l1QUvqJ/XtpQPrG9ojJo16uM4i64A60Mm3ki8gN4qjNctKKra+j/jF/2GIQvzKHSNXV0R2hCiMjMoUy8MUPDY9XsA0bPuVPHKnYlTgPtLc6bDP7s9ojFpBY9LU795jd3Q06U11RsFhfKmY9TSEsektzqgkRZ1vqfw5nPVki30WoznoqvcYoQaCPMcSHoK3EEqiDiRrsCoQXVA7Nn1wITM/M+jinOU9B+98M6WZ3TZP6V2ShDeYcX3y2pFDsfPOusiLh4eur0yeb+p1XpwJQv/HOH+heGjk5BvgXLh+qOI8L84EOQHnQRh/vSjCNGyR6x864Eik7OoX6TDG5/s+CHUQBhXtra1UAJSWuAF3uD6QaIuJgvAVY28iGvf1BeNdGQl6aMQdUV0OhgdvtiMMKA1SjDzZ/hRFc10w4k3I83+uGwW55F2405Hxr4FfqiGPBKb8kjGuxjzg4Gh7GNo1utKyNgHQlXJJlX5ySqsCm4DfSW0CIXxk+1Sqr1HKREDmidJGP7MIZGUbP/S3C8k3oOUb0ORKM+AwstTsaIH+B98S30EhIQufASvuM9l7asGkqgcvUfVYzysVuRz8pG84EJPyjlhUsKVdzLrhbYkJug1b+8xuo9FvkiIv2W2rjMa0VxOxiFtGEj0NUipU+fxI+bdG8aBBn0qv5fofulMY4WtYpGYNKzPLJlDNMv+wPXjkaUgFdURVvyJUkTZCuHCumVq6PUB58JHqPoFnqy/y3lriRd8luxgetB/xNTgYNBo+RLyrV8tpAriFbF+y/9bO9ulqSaC/H/F0RL9iuv/g6QhK4dvxavIJed4CKR3Kzs867m3q/POWx4PFlMuVKgYhlCQaJhLBQDKJb3emWsOhYsrpTBVD4daUc6Q+Eq6vD0fqWbkOtBG/RvqAlzIovXSP+udQiA6K/Fgk3fzPLwCkVIVAapPvMWNbYiVtijJKqlSD1/axnqho7R4bbmprbRmGD5u1Z2xEavWWcnvjLS1xeDaWe3MD4ZKrtzzi8YyUe7P9kZLUWx41Gt0T1MUcfWT9c+5OOO/+a5RFNy86P2k5z0l3A/yO+UQL81O0TuU+IcX7HfMJEOKnoCAdP93H8nJ7fSM/E5qVN54Ua07E51RVF3l4Xj1QsQ0CP2i8KNafHI5nUqmuoa7U+tGLmlYHyr6WcDzJIiYmDu9Rp8K7A4FozBuPRHK92fJF5v17tY2hKY8nGHVHguHcQNPq/eIsXftgfvPeihrRjkXnUizLag8NgOv8pFOrTGe0XLralbPRBnY2Wv4l+pyyRTFFN9ctsyjETWC0hhFnU7YH4z1DGq0+3DGRb98YnRST7nReo777Roydbixc6FjXpjVpp9WOtCO/phjIpCadzlyTLW67UGvSxVt9qpOy/mVkZ2SvQQF0cJGf9OXqR2ukUW4sE6hCzLYG6nkt9RBr53VycY9DEj897eXqs4/ffMSeJceo6fPUAw88cOKu+wpGt1llcpta7r7rxJkzZ+4aKY3gxC2RwTD8f0vlx/B518I6ONG6RRre8nUQuHZRx7c0yrNtC8fTxvG0czyX4Aj4ve29Ndi979Yzr5TxgILZ0+VXZLyccDZWC7zTjC6t4uWgaDhWwMu4iLZGjpWD+0vgK6v8lzCnb5LjnYIQ1dwaxzgp2VrsxiV4WeD7hFbCj6UFTq3Wz9wq9bZh3NZrbBqebslOhzfY60HxML7wn/ixh80dmUCDY318m/Hyo8MqrVELC19D6vbN3WDpBxNqb0fZqTNrx0udfu+abB7o2z33A/xLchpp2A1EcPsJPzcge1rVKd78nHzi7OO18HP/IbF5v5h27kC62t2TKbEXU5y1zm8nYvH46uZ17aFw50R+farPtSroc8YtXYGhKC5kByyvWvsrx3Zo0gNb2orTffW6i7arAtJWt1B5RWU3bvcE1DsAm+Dce/DL5H6UQc2AaRBiJIapVhkTRHgzMZxFhptsl4nP+6KSeoU+THvuAkJbMN20ahauCOTA04zLYPPYDGpxvGxSa/xNoy32Votf77JEYyrt/ssltathaKdOe4lawNgYbmu4c6+mobSuRTJoDwu6hljp4OezE50RqoO2zd0J/P5r2keBtg9WeStEWSmk8JZy3Gc+IkkjkjURIo0QKfct4M+aiDYa0SZHRLn3J8qpIopyrwPVt7zy1sTfmppxBmsFl2TPYa1DskNT0nPViuM7OiumxALzrdyuAvcHgafUdepmi9Si1p/2pMOR9UaDXW9qsYxMRbo3FYwtRoPOpDO2mL1NjvVmU1MmsiEG0cSJK3sNavwxjF/Y3I4nPBdVzLuJQC6+JnrvlcNHNxbrZneB1LzUEHdPWoyVS/SZNfU51W6oUo2cb0HHF3lzWqavcrVU4Kd6m2tkvsy9Kr6h1AKhi3sshC/GM/IvCc7nGc7/DXwEKMniP0WDRRuNlS5L/5oxGwdSHbo9ZZegVW3oFIQFYwF+6HZBTU7dKDgcMByIA43DaqPbOKwxWWrGAyDzOMSWvfUuNiCokYAQMZJr2Hw5xvZ7vBctZBbLMue6KR8YmUxFkEKnWDKt3C4g1tyFFmbmEyefgBq5ASv6HHeKxUcQNzwmTp8kPB54jIxOsqTzV63pVE5IhZS9kIqp6SoXewoSd6PFHrq1w56KSRBK95t88R+qTL7K30fg39smuy8ehn8QfkaVN+8yJ1TEfN11lR3Xv/hiq6apVfNb+NfZ1Pniiy/iZBP8o5ovo5GWjTc+FEEH3sSYw/RLrtapFa8/EeTnu0Qi/FR1RPGuqOILZAYaq9wVFOO3VzEOEBqwU3RSF55aKsRjA729D2fGu9Lark5tffd4feSYPp/0eJJNumP45Cb1B8VUX/bChr6M4/sktDoZfTkdQ6q5l6AuUdbeesAnhe5CS5141zo5Um7S55LRpdyb4uKeuALMclLrhQZ+4ZM3+V3kcR7ehj4ehnhfiEIY43EJqDfW0vYF+SqpBaCAULBTmwz8paOxQP9LsV+xRu/SX6zSEL+q8pvoqu7oTda4+4g3YT0WKvWE7vYFPD0qg8pH8Iu331655q5M5lUcL6pwsPLTP/8ZByo/7aycw/HKuf3wC2vnAaCNmvwTkm9MmKxSJkMJkamyvZWJgQxVV+nkueYSbytnZRNXhhBf/NFxE0Cpdtm66vhNK09Va6d7Li3MXX5S3hzIdQcjDU7VHXccHxvboxccbcQRFK0Bm68xfhc+fcWubZnBvNvuWGUB189DmsrhuNNzkdVxxGxsSDY1Pl8uQ4spvBtGCZRDBXTNm9D64Efldl9+OznwJ/cDwNvLSuN5fxUVmQZtzPt0AUIvf88DEULnqvxcy9MuBwg5LRNvMnMnY1I3TkE3bmsFJmc8DlyeGGrPGFe1Y9y+SrqqHJl1l3bja67BJz0lzwG8tVWda1XfaA42xzpBBYa9Op3DA8Dy8fhxnUmTVeuO1tMTfTC3+R2MoQm0d5Efe8vi09aWlV2+xmlEXO4TPkRQgvUJE7w52VsYUofYXFK9SIlZtKFVBLUeE3BNGQ53rG/ZlRoNrJey4b7B4b6AbfgbPROH9+la1h8dHT4yBaPYXm06NOnyXLp39pDpxNWV75cs+6r6Jv4zjGElrm8qnXaFMUzPZLastau5fLXyHuxSfLzG+C9x7oW6fr6l+el65ZZiNnj1Yh4s8lcmNyv8jfB6S2YBxy6+RNVVthu85jvKn7DYIqFAk3ckOt1z4cW6waPmkPXjlb/Y4sm+0R5HS2vBuHeTWxzWmD2GIY0pIPrDHs+6ZH7bdMBbhrhxyROId+2wBxx1iHAd6b+QBsXQpkXeJJYZwRSv3zYuvRZqp36unQaqHM+1U3GpdgpjtwhqDLTntxoymYZNhemeWLRnunV9arV/vckvxoMbeqdx38YDdnzGMVtR7dE2rb98bOTSjUX9zIUwL11ndqgrW42JNWPQqhgNM7+A1wB37V90xw/UYsmRc/hRudNPd07WQwjXRawcdxuvk5P7B/NxfwEE+ZjORnsj10IaMN0R6OL6BoyfwwM7HI+UDxg6cgP4tlNNptERXW/T2Q+e/uaVo0OakPvKcrS/3Dvp/Mk3GT+a536P/wi4x9DuNzW3VFP5xB1lYs5lOoo9fzdzzJVbTTgH2rl9ACzo7Ck4S04te3oFmP5Uryzdugb+3XUn/KM7EMhxlVA6cL/xV/Xr60vwfO26tevXluD5sOCMNvrUZoPf4tcNHRiOsrqE4c/voC4SOriivFixLudq6mKt+mgz8faw8NpV28XOa+eiI75SJ7Y3U6nXU0fg30P42YdoeFPPhu627vU9jx48eAQCeO2m98sRBWcdMqKOReP6cljLK/ZGLt1lb45cSkPhImWGpx4ax6ceqjyLn8WPDGvGK2tIM4wrzGYHTQZleaG197+p1nZyq8FJalVy0/ry0YJrByruGVLNQx+lFzx6ft8QP4hIn5q9zUzhE6v7m9lw8dH8VB/IkKls8Mtf9uSKxZzn9JC6ZUiN087sSHPzSKOzuXwaT5XybXk2F5jbBHK0jtxPrf1oCeLyOVUtLuCzeOemynuM5AOvb5PvHeL5iEbz5HLf9Cyu0A9wU/IZJgifxNdCVjjThP8bQnijaVRfZ2VLQMkSWoU2Q++5f5GfXnHxGCUuJfHSMYpHDNGIIXnQcivT8hy89cLb/HWCkBXe2tlbDhpgAojfDuEWCHshnKHTX6CDcB4zKT7Pb+rz/PY9RtuDK5w3xn9f6Yf3rvADayWsWfGccuUjK/60YcVfaJvmoU0jrE1Xzf2Ut+ke1qYj+NMQVtPEFqXZxNIM4ed5Gg+kqWdphucqPM0JDueJGjjBRXDWsTTD+BmeJgBpMizNECI8zY08zf9bAye0LJzRBXAaloUzqsDxKWmGFX6+elGaGKSZZmlGlDTvl9MQVQ0+0iJ8LmBpVuMvz5fFaTg6XxZP82wNnMSy9Rrj9eI0XLasMk8jl5VZtl5lXq/aNKMrpglBGhdLMzb3Ek8zwtN8dWXe4PiMy/VCauqjT3Uxkwlm5EFZkOUzi1YOlpXmS/3RSHx5XXaf1MpXGapOm7zc2S7v1dWT+Lj6cj7PAJ9g/fVk9dD+ZfzlT+ftjrb5w/2VV+ffV/YmwGVoZpEMvbqWv6FiUTQD9rw2ZEABJHt1xFDVxY63qaYz7277e5/61KFPfWrmX2b/Bf6nMLALv4yvW3YdKYq/g12zs9xudBT/F4khA1u7UvGzt6UUXaspSXSJ5vjY7bePnT7N/h4tn76jfAf8f7p8B6JpAdcxwHUc3iz0FAIFX+sISKh5h2J/EcvlYjUPReOZhmi0gT54tvoGdPokehFfhD+ItKor0WXob4zXouj9UKc/kKTmeXQF0sDfd3B6zQIOTUiPnFAHgdWBnyNmGmEWFxNOC3aGMH650oq/86m3vvVTs5/e9+njnXlVvhMtgcHz8h0OWq5V9uFiHhfVzijNjr8zK+c+/mmYu8h39PL8JuRdaoPgp4ZrUQFKyeg8/E//9DANz9x+4vbjuagqmqu8NDv7pmHWoEZhRik4/B0GUIZ2/PYTlR8CwCqenLcsMDQucdO6MrvJPc3ES5xnPHUxwpmv8jP8nYfeNvuRj8y+7SEojp5fs8GK5UOAf+uy4/85eZlAxcqQz2cD6ZUjND5csMt7jloevOrB47msKpsDiLdVrrjhrW+9gbVZGupyCNnRpkX+3fSLfY7rq1WzKZZ7TC2ZivDQ8K1aio4O/asPQzWpW4JSgU7+4IloW0cvuGvsHHaunllNXyq/XZ0+sf+m/SfYH4AfQK/gP+IPIAk1AB8BTZkWreZWI7ZzoUabFrm7iASIphpHGtU1je2hHNgOHHHrmsR4kr07Y/T9FbffHfR3deSqIR/z0LUwX3FD//hv1j/+W+kfM0wWqJGpRp5AqcVIMSLimyrvwd8ByVH5LySgBLpU0BMfijA5PbnIdspWeHOIcOOZW5HCOeUyleoVva3K5eWQG8ichtalFaXHkIQY1JdvgKy5/CYB1a7aFRLz/gExWdU3k1eZovVN/nhvzntgU8ekT5Wc6U4PF4Lg1q1yNFRwuErBWCyN355pas1GBgOh3kvbe8WI1xpo7o/vOlRKtHQGi2MNbZs6g7fEg5FMMhDICsVYtiWdyXRR2g3MrSNr8StEQw6yftIEa18iuZ/RYe2i293FFW/7SbN9USYI5XPobu4hEVIqWr9Ucw5lqRu1VA0N/pQebQuFO9blY4Pe5u5AQepLX1Ds3NwZyIwfyCcHrK4WX6aUN/oLY9nCpu5IOODYtFmSLoyl0uWLV225Y1/pWM+asLfQ0djA91bP7cIHBQklkYRqV4ccfMfAYi+etQcuAB8Zwd22EOz6FA0pt9FstNSXu8SwzmKU4NMEn2MPqYWLCekd7Th69Ire4tbBpJocVNV8yr5oPkU2Cq3IzPhRp+w7UwvaVMlO1wfaSmAcxc57y95P7NbUqVUa/bt2/XASPxgaHq38yJFxNKTI+147KY8JiMyQ26DdBlkfaITvB+mchUyzOnvn3kZMMK8z8b1rVdZVw5uG+wGzCyDDIk5JC3+8z34FP1f5yUc+iXuu3oyjOLb5pOrVv6tOUliTAOsqgKVleBO2/5lBoLddwzNJknfNoavJH183kctffwfjozqYQ/0Y9gjFoduMLbLj2JefeXOfwjCJYQIxyb9l206j4lszZcaUcUq1ToFrPN45qwYs3BztK8R1Brep5GuS/C1D9eUt7paJtmw4kLcVI1MHGxucoj1otCVKCa1Zt9UaNL/Qt60rcMFkbsOa8ZS7JeO3XhBown++LjNdDAVb5XEkB/cx/ZHcg8Koeclth+Ky9YpyU3P1NFtwwW2HmXMLPf4GcCQawA6XJK/wFswYR1p6cCu/O0EDv+F3lm/c2d6+88byGISvf1GlFuqPDgxfmWltvrPyDH5Crc8c7hs4nNEbiheeGBk5cWGRhnrV48BRuWJ3oXsUb1X/i8HQWChmDcZH1Pzust+RAaJnY+78reqAGy5iSQtsIuHGym+wa/hevK9y5l4RG1TYsO7UFafYfpNfkEEiQt7osl5pzzFHtHx0k0RtChegCcVXT62jUIyTN3vxvnuHsavym+F7K2fkPpsGfDYq+Kghhsj4pEogvFMl7MQ9I/dWHsR77x3BLpFisq7yZyjkzeGjUfBR45IkFsSShHFL5c/rTl1582TlT17sGrkX7608eO9I5TcMZnbuK2AD+AHf64QhTuA9ICvYuwX7ay/JeHvmPiVMkd/ydISnU+sJfryyCz+E3zVJ/1R2QzzMMx4VJsgv2Dn3rmV2MwXh7Y39QZcW/g4FTd9zuK/v8D3T0/dc0td3yT3TA5dONTVNXTowcBkNLxvIb6CK/YZ8Tg7Huw/de+HWew91Q7j1Qgi35DZdtXr1VVO53BQNN+W2xHqnW5o30UvZNzUXNvXGWF9QaKIGSkuca1DtXgFGoVJE1CYiYiS7kXxh7PWrydHX7+gm3xp7vX/jIDnKaJYHOL1AM/UCmklFYBNnHr9FhW/pJkLitR8TRGrS6pBpvkwlfSIiyFlefyd+9pc83078R7kNvwZt8zzkdaAl+9cpqpAfZ1mWTsFSuUbFnJeRmny68+UsZXnmGfzXir4K4T2/+qVcx08B3j/gdQSorI6QK4aLQi9LSX5AXvuxkCDsVyU9ryfiXveredQRezXbkUrzr6p5d1ZMnA8B535e14VCiWGMRYCBIQXL9fxrv2c0Q6Qmn+58ObWmauaZih7/VYHwnl/+SuaN8txfyL+T9zPeSC+1xtVuJ0H84ptaZimPk9UDr/+KoAqqI4cGXn9ovJN4OVyhXsgiGwpxuIsuA3Ap3tzsit6ekHegUZ2rBMBFGEHUUBTfjSJq8Wr/YG4m2uxQBTa0VGYIKl4YrVw9jr/law9stSftA4fW3DDUUzrSseeJja//Av9sw7dOvgWwSg0H19nS0uuPjMs01869SN5GPoWcbC5l4XOpOgj5nc85gaMhQMGC9oPWSLLRN5Pq8ah8o1M7ClsLuy5YG3Rk1q4eTfT0Xtu39WNnTrVONJ144PFDvE1/RkTyGEqz3lbHx3TQu/iIslDHEgtBgR2uYXoWlRgp0aG51ZkOOby53rgjrJ1Q1Vnc9lhTwBS0N+s04IrOe9Bf5wxLvqa4U6smKr3JLJrceXBumZn0OqSMz9WYCOor9+3ay33V/gU0x4eYv5HiIh/By42F8lRHXr0wyLZ/ejU/WwVm8x3phfe97+r3va9X1ZbNttE/dXgKT1Uerjx8zfGdO4/Dw+iwAZ9Cf4M9oKoFstiHJQveYL9LyuNTOIOvO8v0IkiLfw5pk1o2p4W/LzEYRYDxIwWGisOg867Sj3bmXXfiU2evw5Cfl0U0ND/zW7sB/NqeZX5t6fco3gl+bZ9gfm3pt5fE0AfJ36CknegCoYHFGSHuPhZXRlt43GbSjaeETogLYRe3Kf0Q4p5ncVElbgdpxs+QX0FcoiZuAOIovC4Wx85qET+6BdItd6bBqblKQ/zf+Q7NqyGTOEc+Dnnr0RkOrx3KLUK5Gm30Kviee5x0o0fYd4h+I0vlj+iWuS/A95Yy/d5CemB/6U8BRkrB6SLSgb9NvgFxBSXuJijrY3JZStwlUNbT5JcQl1Xi7iSt+IyggriSEncPKRIimCCuQ4n7KpSxn/wbxDUrcR+aE/FViOadwhKP+8JcDp9GBOKmOX2MKD73RxLEr9G90Nxf+SjaiHagg+gYuhmdRl+q8m83ZdduWZZkgJBxNqBNwNtq9tYGb03szaZc9Z7h19uifPUKryaIeftz8EDMKRbjfk6ODUIYzEM50AkGZWs9xE49J0PZylPtfA4eSNUG7/v4b4cgPJSXNw9exhd3r4bQBuF11Cy2wnbu2vgFx4v/j+JXKveA1e222t1Sk+h2i3aPW8e/O0WPRxS9bjsPp3m8g4fTcrzk4GGX6PWKokfS2Twem+hxZ/n3TsnhkOhziQT6v8vhlC5xO1xOp8vhrnxfgm+IlfB1LvjNBX8q+5W4z7odNAOkm1XirpUAAACSKs8vhQu/uVzwm7zONAD9o1foXGadyQRSjzklB0Ev1T26+wzpftdFj9E8G8lH0BrhukV6oZ0me3ziLPnIsR23MdhvIQ2oTfCwfT0nKVy3DKxx4nSENLzgPgdpvgTlP32+8jng1Wd2k+7Vj11E4T4C5X+cl0+T16A5eHaCfKR82w5W/reg/GvmyxdY+WAQbYueXkd6zrlfgDRjpBk9TmUSKi2yP7HyaxVuFqHlXumga3CrIpilJW0qpn380L2H2q9VXUv23nxz67ZtAHsa5MXHhFUAK8DPtmJ+VFP13HIQPrb1PVv7Z1Wz5PtHjqSmplgdBkkPegrkkwulltqiltih7JRci+1QVDEYdCdCHqNFFLaR/k72HtDAK+lxuB3egHqiDGEJAlZmJ3kEgZaIJFamGhnPW6ZjaZl8/jrqS4e9RrND2KEaKda8k0dsLpvLp10zJIfjwzIvHiKT6G6g2aJ2hYn93ThNJrdvhzQHyHfRfUJ+Kb+wmbiS4T4YGL47M8NkaBUujHv17JvDgO8MKxfGL/RR8kt2No7uSEHzO1LOyb6FRKgfN6pQbaehN+PEU+o0/FNPYWd9H+l2N3REzOF8PmyOdDS45fpMAdyHYf+HicHVcrha7vfOwOAmUwVldrx5I7mMuMNhNwQbSfcF45nGxsz4BQzWdvIEer8wuRgW3+dZx2EpKOLx9dpJbSYazUCwnjwxssocisVC5lUjAGsCYH1GWPVG9VUQE5pWZRz4JPH4fB5ykjgyg+QJZ7wQDEajwWAh7qT4fZJ0oPXk3/gahIbLBLFGhMaz2Tg8pKO6QsDqdZZ8Hm0SNp8nX6KpKQEP+XxNPjI3DuU9Sr7B7yJe+Z5hYYV7hi8Jp9PhcCr1r/CE4Z101IeC9fXBUH01RLycJ9Gjwur/dTlHQqlUCJ6neUieXHyTscwrHyLt6CKQVSK3p1VtFoLiZF9gmwuMdm+8Ud88lLFLyQJp71TB+UynsBXbQ41eb8JjlmF9Fu0UrkKWFWHheVji9jUugPTZTpXRbBYFkIdpGQ6ZO0la0SlBpZy5MvJZgAbZlrRS7ULcIP9Hxzh4SGt3Y2M3fUo+l8tHH5m2twMfXiZc9z+GX+jrK9CHjakA/4k2+cRQW8ktj3ZuGf71pIheFExIqLH2IU6JUgjDeNG6dvPuEXhIMfZo48PwsHzHYV7yV+E4y0f9SQhccs/flCyPI31Y0r517/YTl++dOUF++N7W01F42JgygB6nOi1KLj+mycc/+LEPCgxQKQDAcTaAtB8iA3QEab2ZjSFPwRgyBbA8XCaunH2SjR79W8lTh9NTU+nDlBd+TuJoSCBItUiXhomKBTs1O4ibxP9j+AFWbwfQ60ZOL59SGoR8JwxhDqLmqXf9Jbs374OHFB9ufDQGD8DQA+3eKhx/0zCuPTGz9/IT2/eSx063vjcKD5PHRZDH/0XlE4dgYR5lqr2OcbJABxq+h3ETE8INNWKZFJkclqVyUxPiMvQxkKFrkUmBawCYKg5Xx+DWupbYCKJzXBGk5DGQnlSORqMA60lSRkUhiCwL/CYLUXazRtUfNxi0mwqudg1RO8MhUt6QGXJknSnsc/uCFJ93Q5/fKoi8z9fxyT6Mpnw3H7+ho8FfSEr2zFCzvjHutZN2YvYkvJ50QCQbBKfNalFRWN8gI2hA8Mr4wKOW8UlV3UYDQoBPlCKjcYZCrsEmMlLFBfBi4yKXQTAuFhm9PlqZQ7vnvoW0i+yW9pi8drh74tChicrc4OigTN93QfrNSnrtvDUr5oT0zsLmQxMTh54e/PYghU160W7yfYDqRUt8StBJN/4TL4gW86+kd90oK+Mv+Cx6hNzP64kV3XOBZMOGYKJOc4nBHmgewGe7NOGYGDTkrS3+eCFmk3F9pPI31Df3DDIxyWNSJI9WhqehJJOcSSpuSn1jg4NjCThdWfmH0NXU1Cm0Yb/LFSAUzj1zPnSQ1dlZU+eqBxOoO19lPfjC0MTQz0dnZ2meyhzk+cTiPLyPcHpBvoOQ5YX7DxwYUfJ8i+8nMCzMw89zaJS8vEzID/8/PQgtNMhwHQAYb1uyn0ALiQ++8PToKPDAJ+dCaP3cEwTmpQi99gvGF+NzKfTo3GMQV4C4l1ncybk6dGruRxBXgrgXGE1Pz4lox9x3FB1Fp+gomF87pF1wZcw+Q1djMOqf7Nn/uy7BLpptQps2nSg0U1jvBV68lPxRhsXbp3qVAvcuteAamxxAmWHwSDsDInQJNhuArOIFnGXheNWtjFdBq2AWyjVN+5NJipvDaXFqdg3oo2FA7v8e3sfmcug4O5dLedrMeZo7+S8VanzcObI9Fqe7DvwsW+ts2pCj83u5rCsZkrSZrMOmVQ9abJR2H56LoJsAnsTgiQq8HJEBmvE8RI+7PmSzuryGrb4QBaqLOrr+0+iOSe76qEfryksOm15dtjgo3K+C7aRr7guL7TJs/tKluVhT+eMzz9B0N8zF0Q1zn0FaxaqNuVWbMmfEWTo8htG50dHbb5f187G5MHp87gfAS13AS//J4jbPudFH574McVmIO8fj6iDuUYjrh7jnWdzgXBDuYPoKxKUg7r9lfX9uGN099z6Iq4e4P8vp0GfQU3iLnK5yJePXL4IMWKPIAMxlgI7LAKHooiqHtthGJXkf7f8gByr/KJGAy+XHbUJnU1MXkuubgfoCByzxWa+tbuqWO1kBnhvGDo+9cDtUnukokFcPeZ9i4yXFQsWxIOwcJs0WoTdcxG7A6PHDh//66KNt8hxtaM6Anpx7BPlRH6exA2iseC/h+jzhfviqJ1+s/MSLQzn8DyUklSV8lwUzHUtxv+X8HD7sS+tV+npvRxGPO+xOcUR02e2/fbfX5/NOrK/Lh0Jul8sdCuUBpwdJAO2FNSAD36Og8EfNTqRCS0H5nwSaqx/NBWgjPtclMI9kbcbnofCdZnX++lwaXT73TSQuS2fuKkVifoY0DmBx7k2trbf5YuK0qjRasyHww+HOqMGldZjIOjVQrVIibvxNWJsQlX0VJoYzVjQBgS5OVbYn9//6+PFf7082H7rk4nz+4ksOEfeqvp6evlW+pKuuzpVEwtwm0oXOCpfxfVQxpheoWGtiJCg7sa3cJ6LrOdm0sdLMQds+MfFDXyzmg+dpHpJvxm9prbwe83rjca83Vg2h7CmYpzws/B4ZeNnzHhJMVWcQvGwNL7u2XKrJSrWzFl80SssL7Nh2cj8tG77Jk9UiP/DOjuuvrX5A2atICX1eiPB6+3i9l9SXa82pFepbiO8v3yVFIpI7EvkDPG54J8PnnM+LIa83GPR6Q9UQnZfWCJHly05B4SvRes/ExENLaH1l6y2fWULqGlovLVtAePl21qZKK7Vzqe/ktlFO7y9zWgs7U9d3VL6tFLyE1ryd+Yz0DdtXov2v5vsWTucdY/tjG6q0Xl2lr/i885xQ/VBoPYpcKIpyaBTKDCCJ19fOyrbz42a6PLtBgBuQ5dlSHaUDvEv8HE8AwnqKX619KiYbkCx4BSK9R92SdMf9brNf3y+/ekxmm9q0uM1+0N5utppT2lIHBDbnPUubT6lPB6dhSqGhTDsjtYGcOz89U4u2SF7Cyx/E6VQVla5qmU8MDz9RWz7nn4//35Wv9NdVOJde0l0fHh5+uPpeU/8DbMQJoTzVObiuZmYu8LidEh4VbVO+CYz+5qV4sLlmLGVfoan27VHtadp2xbb6RW0jHBgYaNy2rVJZrk04TX66LE58myHHS7MMTnwGvCL7wF6YGdVM17ZPLO5n0/tSY2OpfWcW9zQ2Nh8gbdgp1LMbSELMUmbgu1LJAo1PxTCQjbhUks7mt1+xPb9PdWLdxF7SRmfyA4XrC1czmPvJxzEWrldg1iHdG8Kko+dM19brtnZtU51p3NNMPp7asye1mrRMd1OYlV+SNnRfDZ4GpH9DmCmQSFU8r2o/MFHFs/FYK8NTADvsAwqebx5mFc+LG/c2cTwLzWu7qvREFaEFablleSks2aqsh8cCj/VcLQ0WzPCqqN9WZ7b6kuYNA/ZQhlfB1KIymM1WoVfIxNwRlxFV6Y5eF+5hc67/adkLL7qs1vCfDGabL2naMLCK11ObFwwmKLibZCONKV7f+4QRZv/vWqFMwr03W7kTYgN9535ufeywbg19l0pMhdfu1OSSzqDHaZB0q+ZfgSRTU63tBzraTFZTUisHnB60fb/8/ytuVUrdJzRlnGGv0+DVjMivrjqvBqi2bVuqb7ajjUpsPQsYbrI9XrgCCcjJRlfQyJTZH+KnCU38zL7ItSjtQgu9vn/75muZPWhc0wj/NOPMTP+5xncM/JUZheKtrXHZVE+4bf3foTyRlWfg5Rms81LHwGeeFlmLseAF1vbSjm2Xi2ApWq3LJRI53WrtemHq1o7rD4G5KJZKxcBw9L+pl7BMva7YvL20TL2uHnjH2TdfL97GQm29uJZiX1iv1ZdvSy+qVx40k3PzFVPqdRxZUITtmPbwXYIeXi8+mrD+5eHubgPPLbFHSwurGtObbYGUeeMqe7jRsLTKTxSIkXbzSaG1wR11Gm9YVH2l/v8P4BVgeEkcL2kpXizODqFvObxqSRI2mu1+kDj9tlBGt5A0SS4AeoRsxBVyGo7UNj/gswfo9M/CMLRGCpWWXXmR/fN54UnAu5O+84uRE9xF26KVqOW6Xao94SCr1Yl0OqFeTRyJ9i9rWjJMILj04/yVyoZuWzgtGR3hsMMopcO2BzqpdEgoQoLM7Qbb87uEbyMTOwW43AqWjJsLngi8i9zHoJt+Qxg7t3hVajl0x9doRjXJTCYJwZqfLS8qnuopGF1gtTQWeh6qyosiDRhdryCt6DZhkNnIG1aUZXzFkmtXztrxdSFNt7RuuGJD67SKRHIhm6pNF04mw7o2lS2UI62RCy6I9MxYfHGHaPf57KIj7rMwHPaCPH0QaAXjyxviYDnH/XAtwKGWTjPtm6/b3L5NRcrjQJVEfX0CgnFZYq7e3tVidASDDmNLFxvb5PVN4TBfr5g/96tW5IosS+gxD3/zHd2Vl3CafLP7QPn7sKSKCF8P/d2byh9qfrC78hOcEwYHD65/ZmaG5h8lWfQewUO9wCsrTnp55p8T5m10IQzirN/VEHNObNAmw05zd/TYKOkTLJ6EL9tGNhCbxWoWus9JzwPMHoB5z5uBCXiVa2DeNHIssgTmmuelc6z/FaD/TQLMBCqjxX4euUuRmHIqIghvVNWsnoawcwdiXpjMBLn7nESeGyLnzfXL8XisadgS66g3JX1W8zfmu2BtbyyokwmL21pHugSDXqcj1y8ds3uBJu/lNDnvyh61tdxlNDvDSe2GCWes4a3Rq0ZIX6dgtlpsQJO2rC/hsagpoRW4974puEDsWrhfHjkWXgLXSYmNUA296Win0DtI6R1E9uq+STsUJBdphreFU0YzdxHgpBTnLoyWnThqF6po/7wsiXN6s5UqbIPD5L8XEPfDeaLT6Q1gMY4GE0l53xUdQEbI91ASRdiZ6DjeL8fDmRLw+a7Ep+gp2v8PS9Vz3gB4ASzGJVA1YRgG0Ofd97urd+/i7l5x6UNDMu4Fl4JrQX6gDxV6QRN9hh96ogcK2tDnpAOgTC4g+DMD8IIIM7wFg3VeUYpt3iANZ3wMLbjhbaTghXcwIDbvIkfGeA9x2eADZMsBH8qxnPIJ5Gj93wWIawcv8LWbtxDoKK/fn+ENPF2GfscD8Kg7vKDAjPAWXLPFK1rNHm9QZR74GBbMB2+jLDbBO7iNHfMu6uxO3kOWvcMHqLFP+FCL7P98AnXe098FyPJLeEGa38JbyPDbef3+CG+Q4i99dVYdOm7jQHQ+44I6qNcc2uv0BE3bECGGtTGdhk7LtE1EIgWStrP5zuR/7u1Et05vMEgOp755Q+2ehO4yuvUm83h0NBow9rHst7lYhoVlfZmybROXvg6xC9Fku+S/Njl3D4fD/X6vzJWbqkM7/HvAe5c3PLPJxh3czoPPPDWt5Xc6bGNt3ys5kdX4xBcxHIdmOVaj8ehRcXpcPfpgvTLCdvPKCH11fPZZFF9ZntuYXPD8IfxCM4TR6NEm5Dr4HR+pkbp/91FrXtuQV6pxi7G6o+7euj26+2WVPr9LbDhHs7Stia85rL7HgfOcN5afeYcb6wwlwv1yGCIHWCLXYetzdDapb6e5MNuGTxU/hutXSc2XnZ1vgEzI1GGV9yYK1MbV1ifU3vqljQJGlxOuOuvFmScfHAbcUwVOjhRLsj5WOt4Z15hFY1mGZ/i8eMomP+QeTqqj63JSyTUqxPWwOp8o/jqipUvod7FFX4xyxvO7QnOp3/NxoUs94Bfl/HH1bM4vitmsmM7LM83VjE+q6Wk5L6spbudcTF/xk3J6OmDrhEb7pos2JQavru0aZ5eKtbXfbphXIYo1dbZ2K1dzY/x6a9agorOxdemKDRkWiGgdRif3ddjZ6J1f8yXeA2+RCU8gf9Gq+jYzujFpg+7f2hg0XpJ8WU3RZCTGuNkcxLW20a3gW9IJBerokiI5WtOGMjGNaURHWIP/ZewH+TakgpaIW5CFrBGdKENucTKV5KmGNVInuxHbEpa/JH+G/iEN8dvLT5G5zqYksoXtb6m4Jwf/DaQZrAkr0q7Pdg5PL3inyNBCy/wHaWi3FJHH8g1Sh3uP1ZAXlBcUYTnGapBtDM+R9PcIvZ1CX0H6OLaP7ONuXkeKP1W4n/2gFl/HPJc+EjnpgD+pfkH6WjMSzQZemWrx3cF2JDZF9+kurC2qvCYrPitoG2RdSPwdrLt0C/Ma4fyZXj7F7wS7wcoUZUZWqkXUY3iufvsdOOkac5W4Z7i5a5uGJJ59dQ/tUOIZu8SIXAtWL9iceKvfQnMBaYvuGVNU2B/3WX/+pWZU6qCZIwacffIytfCUEQveDqzKlMCyTEH6lqpL6e3AjAbqCc5K8vtPMk8+yTAg/uJV4Z3IYkH2tbqHGe+wHKyGFtjtJ1+ekboFPRU5gxH+jJ2EnJgC7lnmkCSXEp7XsFeInwiSX+FoKafMF6i2/bxY4uRlyPdekJbpar6B81juuAkjLyDNMdGKnuHEHdYZfgVNcS/li2VYZ9hPcE7pVCJKkWET5Cz+r3A+gQU+ktuSO7xG7G+oE/RJsAfROmqpE86BXPrXkOxvTZhpJVkPsUlianitxJNlfh6Mb3Gu+1fRCcJWuOzfxuHLkhgn1iyzPdjXkHYS68lJVqbL/u8DYxdMMjkg+ompqt96M1p6SrTpZ/9WEAXoM05z+J8FvwIr94iNSIzzK1rEaNGAuT5v+R+6oYjfeAFsy1PAGAQABsDvxmxrYbadZ9tp9n7MyLaNLdu2ZyvX7GzjuXu/lMh//noudfM/yt6YpGTKp0IqplIqp0qqplqqp0ZqplZqp84/r17qp0EaplEap0maplma59i0SMu0Suu0Sdu0S/t0SMd0Sud0Sdd0S/f0SM/0Su/0Sd/0S/8MyCl5LHMzO49noBJKZpBSSiujrJ3sbBe72s3u9rCnveydq+1jX/vZP4PzhwPylwMd5GCHODTzMyRzHJZ5DneEco50lKMdo7wKKqqksiqqqpafVVdDTbXUVkdd9dTXIIuzIAs1zCKN8qvGmmiqmeaOdZzjneBEJzlZCy210jprtdFWO+110DFDddJZF12zPEuyNE9kmG6666GnXnrro69++hvglFyTJ53qNKc7w0CDDDbEUMMMN8JIo4w2JuuNNU6BQkWKjTfBRJNMzqqsyEpTMtxU00w3w5nOcrZznOs857vAhS5ysUtc6jKXu8KVrnJ1trkmr7jWda53gxuz0U1udku2ZIdb3eb2jMyIjMqYjHaHOzPWXWaa5W73uNd97veABz3kYY94NDM95nFPeDLj8qenxNOe8aznSGEKUuT5FHvBi17ysle86jWve8Ob3vK2d7zrvfzifbPNMdc88y2w0CKLMyHjM9GSTLLUMsutsNIqq7PaBz70kY994lOf+dwX1lhrXdZZb4ONNtlsSybbapvtdvgyUzMl0zIj033la9/41ne+94Mf/eRnv/g1s/KU3/zuD3/6myB4AAzjAAAA+LvZrG3btm3bthvVqa3Utpnatm1bs+7+E/gIH/vEpz7zuS986avgga9941vfBZG+94Mf/eRnv4gRhAWhQbiYQYRYYosjrnjiSyChRBJLIqlkkkshpVRSSyOtdNLLEDyXMYiWSWZZZJUteCS7HHIGT4OXcsktj7zyya+AggoprIiiiimuhJJKKa2Mssopr4KKKqmsiqqqqa6GmmqprY666qmvgYYaaayJpppproWWWmmtjbbaaa+DjjrprIuuuumuh5566a2PvvrpL0SoMOEiDDDQIIMNMdQwkYYbYaRRRhtjrHHGm2CiSSabYqppposyw0yzzDbHXPPMt8BCiyy2xFLLLLfCSqustsZa66y3wUabbLbFVtG22W6HnXbZbY+99tnvgIMOOeyIo4457oSTTjntjLPOOe+Ciy657Iqrrrnuhptuue2Ou+6574GHHnnsiadBlGeee+GlV15746133vvgV7/53R/+9Je//eNf/xMEDwBAAAAAgP62bdu2bdu2bdu2bdu2bdu2658AAgqEwIIIKpjgQggplNDCCCuc8CKIKJLIoogqmuhiiCmW2OKIK574EkgokcSSSCqZ5FJIKZXU0kgrnfQyyCiTzLLIKpvscsgpl9zyyCuf/AooqJDCiiiqmOJKKKmU0sooq5zyKqioksqqqKqa6mqoqZba6qirnvoaaKiRxppoqpnmWmipldbaaKud9jroqJPOuuiqm+566KmX3vroq5/+BhhokMGGGGqY4UYYaZTRxhhrnPEmmGiSyaaYaprpZphpltnmmGue+RZYaJHFllhqmeVWWGmV1dZYa531Nthok8222Gqb7XbYaZfd9thrn/0OOOiQw4446pjjTjjplNPOOOuc8y646JLLrrjqmutuuOmW2+646577HnjokceeeOqZ51546ZXX3njrnfc++OiTz7746pvvfvjpl9/++E8QPACGQkABAHy1m2072x6z7YZs283Mtl3fRrZtc9luuJtImBSWsawEJEqSLEWqNOkyZMqSLUeuPPkKFCpSrESpMuUqVKpSrUatOvWWs7wVrGglK1vFqlazujWsaS1rW8e61rO+DWxoIxvbxKY206BRk2YtWm1uC1vayta2sa3tbG8HO9rJznaxq93sbg972sve9rGv/ezvAG3adeh0oIMc7BCHOszhjnCkoxztGMc6zvFOcKKTnOwUpzrN6c5wprOc7RznOs/5LtClW49effoNGDRk2IhRF7rIxS5xqctc7gpXusrVrnGt61zvBje6yc1ucavb3O4Od7rL3e5xr/vc7wEPmma6GWaaZbY55ppnvgWRGvlREIVRFMVREqVRFuVRYaFFFltiqYc87BGPeszjnvCkpzztGc96zvNe8KKXvOwVr3rN697wpre87R3ves/7PvChj3zsE5/6zOe+iNzIjsqoivtD3B51cVukRWLMi/kxJ+bGE/FkPBQPx71xX+T4MmbFbF/52phv4vEYiFbf+i7SIyMaoznaozPyoiOaYiwyozsei/4Y9L0f/OgnP/vFr37zuz/86S9/+8e//osR/8dwjBo3YTLqEyOSEqcIggcAIAAAAECrbdu2bdu2bdu2bdu2bdu2rQookMCCIKhgggshpFBCCyOscMKLIKJIIosiqmiiiyGmWGKLI6544ksgoUQSSyKpZJJLIaVUUksjrXTSyyCjTDLLIqtsssshp1xyyyOvfPIroKBCCiuiqGKKK6GkUkoro6xyyqugokoqq6KqaqqroaZaaqujrnrqa6ChRhproqlmmmuhpVZaa6OtdtrroKNOOuuiq26666GnXnrro69++htgoEEGG2KoYYYbYaRRRhtjrHHGm2CiSSabYqppppthpllmm2OueeZbYKFFFltiqWWWW2GlVVZbY6111ttgo00222KrbbbbYadddttjr332O+CgQw474qhjjjvhpFNOO+Osc8674KJLLrviqmuuu+GmW26746577nvgoUcee+KpZ5574aVXXnvjrXfe++CjTz774qtvvvvhp19+/ycIHgDCWgAAAL509W17tm3btm2bYbZt26x5zbZtfVt3Ef9E/Bvxn0CIUGHCRSBSlNe87g1vesvb3vGu97zvAx/6yMc+8anPfO4LX/rK177xre8kkVQyyaWQUiqppZFWOullkFEmmWWRVTbZ5ZBTLrnlkVc++RVQUCGFFVFUMcWVUFIppZVRVjnlVVBRJZVVUVU11dVQUy211VFXPfU10FAjjTXRVDPNtdBSK6210VY77XXQUSedddFVN9310FMvvfXRVz/9DTDQIINFixErzhBDDTPcCCONMtoYY40z3gQTTTLZFFNNM90MM80y25xgtrnBHPPMt8BCiyy2xFLLLLfCSqustsZa66y3wUabbLbFVttst8NO8RLsstsee+2z3wEHJTrksCOOOua4E0465bQzzjrnvAsuuuSyK6665robbrrltjvuBjFBQhAZxAVT3HM/iPXAQ4889sRTzzz3wkuvfO8HP/rJz0G8X/waRAWJwS/Bz8GvfvO7P/zpL3/7x7/++58geECTAgADAPrHl23M7GbbXGTbmmzb5npHi1xfV6iPdYuME9QRek9ooqlmmmuhZXSIv/Ev3hMFkYzCSEcmaqM4KiMV7+JN1GgV+WiMt1prE3VRr6122uugo04666Krbrrroadeeuujr376S0gqiA8KDTDQIIMNMdSwKI3y+Bx/DDfCSKOMji9REV/jW/yIX/E9fsZvY4w1zngTTDTJZFNMNc10M8w0y2xzzFWkWIlS88y3wEKLLLbEUssst8JKq6y2xlrrrLfBRptstsVW22y3w067pOy2x1777HfAQYccdsRRxxx3wkmnnHbGWeecd8FFl1x2xVXXXHfDTbfcdsdd99z3wEOPPPZEmXIVKlWpVqNWWkZWTl6deg0aPfXMcy+89Mrr+Bif/GezPJQTB5IwXEUYrY338nO4lENlJbw5czmNQQbdAnIB2vT0N9J8kuW0a389mp6e7qb5Id7J5aHai/j6UHwrjHpfmlaaNbTy2IQ2dKEPQxjDFOaaiQlt6ELfiKt1tS++6vvmqWZut7RdR/uZ/ixdlodlvbvZFj/O01V1kstlsT+JbClV0nilMBeZKkWeRK53c0rL29LO8/44WYQwhikk+9SENnShb+Rk364tnyrc2dUg26v+Or1t2+JqkLVtzhRN0w1Mx3S0S+TMXtxFwM+F8eTFtTyIl6dyuyqMl7o2Xq85mYUwNl4O+2uns1f345qWw2vo2NAVb+SyPhXiDVm2XsnkjaoDFx+GMIY0zDWhLd61oehLKN4NQroeXi70YWi810U9f7+p92t5qHdbWdO9zKK0FHJnZkIbutCHIbfi79nT95vqsGc3hinEKzehzWDG4pNuzqe2EmIR2/NZxzCFufjcnpp9fth9L29pW7TSNyFlRLn4MuiZb+Me45bCnH1fLPRcLJj5RTvz08Wh3K+fL57opwM9GMAIJnTAhb6x0CM1Xdz1Lw9hDFNIH+em+Mv6IL8V4i+6EX+5a8TZX1ZlcSiO5VH8rfWZ/e3h7IddGBf6MBR/b+Od//3BezqyoavLCOeabqyppl3SITkUPC6KLehADwYwggnM4FwzsaADPRgY8p7gZZq5Q5omEhbMlgMJWd4J3mooeBmci0I/Lqip0EpXPFS6CCYwg51uWNCBHgyM4p7SBaTvzdaDNNcPlc4R66HSWVrp/FbpZptHCsdtkc86mWwapSv1RJdDpcs6TY5gYpQ6wzN4uSKJbPa/R5oXIFgO9C6+rg9Fsd/K/apciq1+j2/b5CdbVRbnUvwDGMEE0kfXgo7YDwUwEvuhAPp4eTCA0Wwvb6vj6VDdbgqjQgyrJ968NtVnkPszCzrQgwGMyAB/z5lWAzFMYAbxyi3oMLSJOAyq8wJxGIpiBBOYwbk4ag04PhLDOerGUd+CjjgNRdDBLWE7g+QZBfgFotajU/O2qLUY1q0Y1k/004U+DGEMO1nzoLoJMawHYhjBBGaQ/OaW+K7F8LtuxPeBGH7vxfCnFsOfj8SwC+PBAEbilxbDXw/F0IFovJu0tB0a5dBQz4Q2dKALPejDAIbQ0owi1h1jmMAU5nCu6ZvQgjZ0oAs96MOAe1PWIYx5nrFOYQZz9rv7YWBCC9rQgS70oA9DGMEYJjCD3Bua0II2dKALQxjBGCYwhRnMIfVEJrSgDV1IHbEFbT4NO79wfPOfm6n6/U/Z/t2q9am1TuOXl/LZy3ZUG6MZQGU8f3k3teqx/q56KWcvu+m+lGd8c72UFy/7eVWP+SKrLL7K9lbcHELc8bPTznLV7liqu2SXi+xykfdykV0ucpCLJBe13UiE2jZkIxJ9PnmXRWz1ltNbXm8FvRX1VtJbWW/19SVWbzm95fVWE092NY/7fOaeqmt9r641iV+sH3XTdpr9VkG7wLalAgw+jVXwrXLSH3yNgbfYrqo+jpN2x52gt6LeSppzx608bi7l5EaFm8bb242cJMVJTq/kbifbcXLU2OW3x3KrPlr/rrbGudr+slHW5GWlzNfy9laKN3J3vZKjt/XoXT36a2m835XNKzT6UI4/barp53K9k+MvsjYWOtT4w6Ycp+r3w7HU18TReXv/qdpXxwtubBfP8pN+eqYuZF9Z/UBccJneWQxO/pZF53n+flesdYSpbIu9bopdN8VOV8X2JI2CUn81pTabp7bUsin1a1vqtimV3iTpaF+PfpRGpVMYH1Sxx7bYkyq2pthbVehS/arltFIpcDq1NTMTWtA7l3etKIatKLpWlH0rymErqmEr6mEr6getqPpW/H4YoX3ypwfO/2ep3rEgR4EgAF6Jv5BJgbj/jXZmtsOKl0kp2+z/y///lG6afH/GYugXg5uHH6/vJu3lSXlPynkxuGm/TLrfi6FfDG4efrw/66S9sxj6xeDm4Ud7Z9Jem5TvpNwWg5v2P7m/8mLog4fX+6TvxqR8F0O/GNw8/Gg/vM/Jl4vBzcOPdrb3d/LlYnDz8KOd631NvlwMbh5+tJMS888nUU6FlY2dg8/PSMz0nhP1T2HVF1Y2+p2SmH3X2PWFlY2dg8/PLdfEbG/w0RdWNnYOuj+JmYOFle5bovtn8tUXVjb6/a9R7onZzmLoCysbOwcfu4OJmYWV7keiu2fz6AsrGzsH7V053M/ErC9s+sLKxs5B+8Ht/k3M+sKmL6xs7By0u3ndr8SsL2z6wsrGzkG79w9VdYEzNwyEYVhQmsJVLLNjsSn3cMrMePlS3lrpD/t8GdMsJ75jE2as2E+HOU1D5pu3nx6/evx8PlhJPZzvGPcYbp5fzH9v/4w/+O/bk1m8uurAjjvdUR//rhlv2LENrrExv2PT7NNxUDf3OPdPh/c4k/z33Ev9Mqddcr/Wx6V+Zvq51Pf1aHmj0aBFhx4DRkE1VzoYS7hhxiK41pS1pmLDjgP3U6vRoEWHHgNGTLhhxoIVG3YcyPlao0GLDj0GjJgE1aSyYcaCFZugmisdjHUcSHeRbhImuskaLUZBNVc6GNuwCKq5EnOKFlRTSGvMYkF6rBotRmRe02gE1VyJvbtGjxHpeViMuCE97Iw7jQYtOvQYMAqqudLBWMINMxbBtaasNRUbdhy4n3qNBi069BgwYsINMxas2LDjQM4PGg1adOgxYMQkqCaVDTMWrNgE1VzpYKzjQLqLdJEw0UU26DAJqrnSwVjGKqjmSswpRlBNIa0xhxXprRp0mJB5zQqqudLBGHt0gwET0vNwmDAj63d3j1e5+vjh797WmHjrx+MPb5W+ffJR/vruzedfRNWFDoAwDATQOPKduB2BY/D3WC3WVV98c46llgdPqZTstlpqRYNj01efdG7vL5nb61Qv8qz7tqMMLr0eVGvNNSpKQ2koA6WjdJSGMlAGSkPl9RswA2YgDLgBN2AGwkAYMEMGP+P/RD/iizz/vPiB75V/9+XxsGlebY6rMBg+bXvfH7IPwQ5xLglh+k7vV9t7L///+DOM3vg850Z6DUKAYJKMJbmXjbzLpjgXFd8ykmv7VnZxKe1zE6te3H7z/u3vH69f9S+HhiY3mRbd5KrXanuoz6nodlb1vOqu9pcpmkmq+uo5V138zXKouvjJ3lfdVN1WPa0XbVa0d9d/T9YmIRa1uPFcG/35+tr7J79+fPwnPvn58p+FRJJYSmSJNYl1iQ2JTYktiW2JHYmnErsSexL7EgcShxJHEscSJxKnEmcS5xIXEpe9uBXLe06RXtqJ7kfeCA4detWpjrvR3nX+fHm7VnrIohR79HQz6nWnemvhh7DWfoAebMEAdmAEE5gNFw70YAsGYa0P6fGaDVahiGH2wlouYoOdBvdFI69fvf/06bm2mixKaRyl9PJ5icY96krUXkpL8JjArP5SYyLKdhTZJsnjSfKVs7t59SgyR5GvjuIe9SnEogMjmEACmxzowRYMwlq6Yq2TQHRle399vIN1Wx8FLTbC+8FkHDHv5GaluMXM58L7G0zAmBbURm+o1kW+a4pBZDFeTTKow6775mqMNy3G90g0cNPXiEsHRmFNNrDLpFm3mNV6mmBDGw+2WlapphmI+JSaGm1QZTWMCGAHxmH08GqdxmzYOtDLtFTdcJ7d0FhmFylQdLdThrdgAIfxe3YCe3YCe+MT2LMT2Fs9gT07gYerFT0cwnJC5BOYDZcO9GALBrCs9ipa1/bk5uZQ7INNBBPIhNmBns+aSNCwnQ4xL3VBNHZD4/jEp4H+CCYwa9SRxfdoHN+jsTtZF/QTbktwoNetf/v6x+e+ruHFp5/WMR/mOR67Cx53ER8JzNgGOTixK3FiSz4ZL/nErsTJ6pU44YPvxL6DTup30MOT/78lDTgFZ+AcXHB+LRiEtX5pmHF0K3IHRjCB2XDNae2lqGkgC8DZKAB3rbpJVhfFXmT2F2P7C+zrVN3KrC0YwE4eL4tHkX2jURbF0XtQ3q7nX+8UimNCMdRLGbbRsNHYO7Q+vzlk2PQxpiSf3CjPJ7hdU33CmnuT2aXMNKmUJi3PfZliaVDyT3BryP+Jrj39Lbk7yPP38lfTc2rYV8P1PiOowUNSUM99XlB2Jzbv9T47KJWK6nOEtsSoS/NA868E/vF/8nwyGbaqzNbP3y8U234LPD1QIpDn4rudOHACerABW3AKBnAGduAcjOACTOASzOCaoXfgBPRgA7bgFAzgDOzAORjBBZjAJZhB1uscOAE92IAtOAUDONPlBp/X5g6LORjBBZjAJZhB1h684cyDreHcgR4MYAdGw+hAD0YwGy4c6MEAMiw5kFgvHdiCAewMswcD2IHZcE22d59//vb6x8/+u0sfEf8SYRZICsRAFC3D9UgrFxmX2ongcPulX6dJWd6PvkIGOlKzypc3+Faa64PvPAWrDFOvSjveGb+MTxmnWBWgVpUJfmSDVfusp9K9aafUhIdM3Jxu7eU6BuGDcRrbn27h2l5G30+tTCU21SSu8NR2V9mRcE4nHmxaGj1atgmr4RWH1iPlpUSGXKJtLM+tt50JtnBfncv6r72mwUOKNryV/HEifI7UV/MWL9wyAPKKCugtA6i3DBCvK/N4ZWWevrYgry7ILQO0/4gTD1mdvIlvm9Do+jo4V4JmVplZhRmgZiBmkJlVZlaZGYgZiBmUzYjZjGxmsJqBatb44DADxExAzUDMIMwgzASSGYgZiBmUzYjZTHMyg9UMVDN/c2fMADETUDMQMwgzCDOBZAZiBmIGZTNiNtOczGA1A3fh3HStG9mmnH/zFs9/tPn9JykejCAGAACALfeo7VO5/whVcog++uqnvwKFihQrUapMuQqVqlSrUatOvQaNmrRo1aZdh66u7UI5bhgIwHC5dXSZe5OOwDhsHO47hJk5T19Z+9/djkPfalc6me3QqXAmnAsXwqVwJVwLN8KtcCfcCw/Co/AkPAsvwqvwJrwLH8JnQv50r3fiYNHhKI7WnPBMGseYE54hY7ziTzjVJjj4dSZcJ+Jujo9IMlCuYBLLNYxYrmKyeLFD/+/H+PJ4x7+5+P30EjfxoH0+ePz4cX3xeCA/3mvLX/cnTzFLs/lxfHd7Jo3OocccC2ywZfBIu8Yh6V2xJ98knsYr4595Gc4vHo+zeOKkIG3B2KnAEiusscEWbRZfKp1B56v53CN+MvM5R7xKJxsNxjn0Yt2wlEm7WTtvWQ6PLmTzPermIN5SJNPY3wePj3dvL/e0fZba800sZYrWin2JMlcV5443j4MzRhZdwBIrqR/f0h4Yb9ElS2dR2pUL0i7ZI8FjQP4AtWuwwx5HnMS+xgZb7LCX5RFtsNZg+rH1Jj6j6gyqqttWvcG5Si4YVLncoMoVBlWuzPDvkSGaq6ttvOtaGVTDa4Mq1xhUudagynUGVa43KCtPfEB1Mrgb4ZxBlfMZbjabCxluMzU22GKHPQ444iR6iwFzLLDMcLP0vjK4W1JfG1S5BlvsccRJDBYd5thgix32OIi5N7ibOy/E0m32a/x0axXPffd1+0z1tGsVq57S1j2DivPtKA5XVevXKlY1v10u4kVNloR4UWvWKl7UgqoFVSuZbxsvaswn8aLGfBIvaswn8WJZyrWKVS1nWYj1sjg/t1VsVRyIA302sVWxHM2WS7K11d7TfXxQTzel1e3hriF1ORancZr+A85G7TMAAAAAAAAB//8AAngBDc8D1BhXEEDhwb5Obdu2bdu23d+27YPGts3GOQ5r27bbO/ielqIisq0Q9ruYVNCnsXeNXItPkyr5pEk9qTJVpuNcUuUteRt/kV9FdTvdHvfUPcX0WD2W+cl6MvPT9DS8VC/Fy/Qy9q/QK/B6vZ6dPC1gXqZl2KZt7IzUUcwX6RJ8SZfjSl2Jq3UjbtaX8XV9Hd/RT/Az/RK/1q/xW/0Wf9C/RI0Qs2RbYFiws7PtjLvZbniQHYTH2LF4kp0kZqfZacwvsAsks0vsErzMLsMr7Aq8zq7DG+wGvNluxtvtdrzH7uHe++1+fNAeFLVH7VF83B7HJ+1JfN6exxzLwXzLx2Irxhqr4a56q8dmf0DMH/KHRP0RfwSf9+cl8xzPwSIvwlIvxRZv4bTd27HTu7DP+3DAB3CQD8LhPhxH+Wgc7+Nxok/G5b4cN/hGfM/fww/9Q/zEP8HP/HP82r/Gb/1b/Nl/xj/8D/zb/xHNSPQs4dbZ1rh3tjcenR2DZ2Vn4YrsTfw++0E07ZB2wCPTkXhzuhnvTHdiTsrB2lSHQ9IQHJ5G4Og0FsenCTgpTcapaSpOT9NxZpqFc9IcXJaW4Yq0Elen1bg2rcX1ab1obB/b456xJ+4f++MBca54nB9P4FPRKS4mB7F7AGcHxcF4aByGR8QReFQchcfEMXhcHI8nxUl4SpyCp8VpeEacgWfFWXhOnIPnx/l4YVyIF8dleEvcgo/GY/hUPIXPxLP4fORgXuRhQRRgURRhSZRgWZRhRVRgVVRhTdRgXdRhQzRgUzRhC3+i/wO50ZXaAAB4AdzXBXAbWRIG4L/bjszMMsmKoyjMzEwKlOxSVD5XmB0qrY85HC8zMzMzOucKHTMvM1MYdP3+Mh4z7av+Xk9P601gWhtDAKTi1YQwEqdOD9XCu/yLsfXouzq2sgHh9UsbN2IFEgEgHueeinxUmFITnuxDcWtdkIYCVLZeKdJRCF+nzyUgA0Wogh/dJtVN82HglHCtD+Pn1cz1IVQzp8aHutrwHB/WgP22Mu1sf+tVN2ShBN1brzzIhhfVrVdJyEEperReJSMXZQi0XqUgD+XoiWDDythGfEyP0tNOSaSpNJsW0jLqp8ENS2MN0p9OpXV0M91Br6IP0P30efrphoYNDZpKs2khLaN+GqT96VA6mk48Y+2XVup0OpvOo2EaoXV0EV1GV9F1AASpf7cpzBQJ/LP3IAnJ/zdVYf3v8TYAN1lcZ3GVxWUWF1mcZ3GWxS6LbRZpKIYPQQzESEzETCxAFEuwhtMgiIF7YgDckwa27rNb90fAPS3Quk9s3Zta9/fhEdvT66EAUjLGVtf1qO/xucDA8fmrgzt+9lQEK9D2n+y/6UAyBOn4HgYCcvB/OrZKpuSLV3wSkL4yWEbKeJkq+bbPlgXitYhIvSyTNbJRGuVL8g3ZYdeZcpb1X2DLK5dZeOUauUnyrfsO2++TR+Qp2SP75XvyE/mVvGj3X5d3bTXaKR/LbK4Fth6xO0fltCbKaeFTNFWztZBP2qFlVqtXv+zRoEV/HSoR+ZWOlgt0oryr0zWkEzUsmRqVgC7SFbpOvPapzRaf06/oFt3FX1mjLa+eoxfpFXqd3qJ36QP6mD6jLXpQf6A/09/oy/omBFAPREqcOEt/ZXkhK5cxz2T9FX3N8izmu10dTfoj82ynPMr+obSaPYfpu/RWvcDq5bybRLdToWn0SnY2Mb+D5sth08v6Waz0pxU0kfahHteJODsPsdKN+Zv0Olb6Mt/L/Gbm++jDrIykRbSU9TfodzTDKunyqdmPlSb+mQxkZz5V2si7J+gnrHyV9qI9aXf6Ffb8mPkNtIyVozrUcj/NoKAjnLiUeR+6kI6kw2hf9hyib7BSqM/T75hV7vy9kb2XcXabUAnIgv9YrMEv8Dxexdv40NZhnBSV5M6zaNE6jRZuWiL4hZsRfCjqphGvWsdUW21TeZabR+u5DB9yGu+QQNdJtOuIREybSM7jx8LZU86clqlfg27KdLRdTXTzZdMW1qgu0qhlK+Rj6xyt/Tl5IXvq67rOapuV08YJusG9ObQvXUjH0yq6iS5w4lLmq+kEVq5g/lU6j0boWDqcdqeFNEQvpWXUQyucWqKPWL6IeQ7r9TRGJ/B9O5fvSTrzvawH6f00oneYNbSclRl0KH2AJtEX6Giz6zs8REfwTL7PNJNO/IO3ehztw8qVf+4NlyE0q+NtlwF0NUWn938PzdUARD+jd/CJlssgJ046W+palnAick0gFcIAZ/LnzpapLSF2FEIBBBgZ8COI/hiK0ZiI6QghzDUdUZ4DiCyixbSQ5jrxJn2PlSHMT9NPWalyfutwSzGfuQ5FgHzjXxbnSVD6y1AZLRNluoQkLFFZJCtknWyWz8lXZIvsknPkIqtcIdfJLXKXPCCPyTOWtchB+YH8zPLfyMv26TflffnUOo8r5Dfq0XTNlce0WCu0WnvbSSt0oA633ot0rDyjk+UZWy1yl87UeVqrdeqRdbpEV9lncu3+eo3Zee/rF/RrbtmJ27RJz3MnWnjs/ky9RK+y+g1aZ96m9+hD+oQ+p3tlun5HfyRR/YU+b+e/ah1vyxb9UPdqb83Vw3oyQe0EmwJe2+fsToyfeL69u7d67LS9CckQIP62m2s6hi6io2hPJ65lvo4uYOVS5pk0RP306zRKI+y8nvkMWkwLaR69nObSZOqlSbQHHUkznLiJHouXmk3M58cLzN3seZR2Z31LPGD5PU68yco7vDuAbqfC+ivxLPMQKyvpZbQvLaf9aAH7T9HTrc/qbU5iZS89yfpDzGcx99EiWkHT6bP8FQ5l3sj+o8z70CE0SLPoZDqCnS8zH0cX0uF0EO8eZr6aemiVs/mB58J/7NsARzmZZvMlzVd16ihEkkVZp28DAeRDiLyqWyBapZdYfgYr98px83E5ab6hXvNSV2+ub17W6cQKpFlUozcGYrg5FpMxE/NQ2/69cjs924kHmc+m++gymsC7p5hfRquczdnNhZ2e5f+97zF+k9lVGFEsan/eC7TJia3MIzTEygPML6Lz6DA6gA5xPhV77pmOnxhw8H86EpCJfFv8fwR9mf4A8uyL/HnqXAnKaFkhGzv/20R/Rwg1wNwdA/Hry3Pbu7Zr/7Nt2/ZiLZht27bNcLZtBrNtm8H3vtcs5n6nH8JrFn4d3Rv7Ha8Xb5K4ytvy9nwgH89n8vl8Kf/IUyIucohmoq+YLFaKk+K1DEuU2WQe2Uj2lPPlfvkQQ1gM22B7HIiTcSluxMN4Ei/jVbyND/E5fsTv+JdCJMhQNspDhagEVaIaVI+aUCsaSqNpIk2nhbSaNtNOOk0X6btSqoRqprqqxWqzOqquq6c6qgvpBrqzHqu36vP6oSlhhpuxZrKZaXaa6+aueWxe2ja2vR1oh9u5dr3dbS/ax/alTbmwS7pcroKr5tq4zq6nm+02u6PutLvr3gc2KBE0CtoE44PTgf8Rqw3E6kA+VtdPPSBIsppgWa1/SSmfNGJ1/dTzvD5kYQ2839hPEygFofBQUOHhoICFd2R+/c8uDS7zJWTNfA3ZMv9CDs8rZz6Gc2l27BnMs/0MAPDvnDlj3nvXtjVqU6dMX8W27bXVhc26W9u2vXfN4eL/zH/0yxs7KcPifb5jfRiIRzjKMY5zgvuOecBDHvHYtic85RnPeUETzfGhCXYn2cwWtrKNPJ3xTvbteCv7QXyc/Yh5MZfNZwELWcJSfhkvZWsct4718VZxaXxcXOZZV3vqJk/d8psnHhJz5kFJGM4IRlmfJE6hNqShjvrY5a2awhGOcozjnOAfvgUdrpenky666aGXGHNJICGlgIxCiiimhFLKKKeCSqqopoZ3QknSh770oz8DGMggBjOEoQxjOCMYyShGM4axjGM8E5jIJCYzhalMc7/pzKCWOuppoJEPOOaDfIgP8xE+ysf4OJ/gk3yKT/MZPsvn+Dxf4It8iS/zFb7K1/g63+CbrAlpspZ1rOeAbQc5xBHOcJZzPOQRj0NJ2pd+9GcAAxnEYIYwlGEMZwQjGcVoxjCWcYxnAhOZxGSmMJVpTGcGtdRRT0Moyeap3vksYCFLWMqy2JJtC0XhS6FcVfXhj72VU6m3VOqbMFIlqtAwXfXWxs5QR71ObAxJmOmc3exhL/vYzwEO8vf7Mhce8JBHPHavJzzlGc95QRPNdHiOPJ100U0PvcT4JgkkpBSQUUgRxZRQShnlVFBJFdXU8M+qbF5sSeazgIUsYjFLWBM7k7WsYz2bQpJsZgtb2Ua74/JiZ0jSNHalhRTxnthlruSyHzErtmdzmBfSbD4LWMgSlrIsdmQ/l7lfxqfZNsdtN190anEZK2JX8Uq5ep9sXvvdvDEhZWqwOMT6WF+60defaf/fny1t4QlPecZzXtBEMy2u1Uob7bykw3l5Oumimx56ibEpCSSkFJBRSBHFlFBKGeVUUEkV1dTwXhnYZEJvZgtb2cYu209zj1bayNveGR9mX4mHsq/yDX7MTObFtmw+C1jIEpby09ikFwZn20MW3v6TaX3/738p+57wlGc85wVNNMf7cvQyJEVDHflBGdkqCzlZeBD0kkz0hmlibSg07bOgvsJMx7SIrbTRzks6nJOnky666aGXGB8kgYSUAjIKKaKYEkopo5wKKqmimhr+Se37+r3JD8Uf8WNmMovZzGFNyJK1rGM9m2zbzBa2so1drnGae7RYbxXbyFvujDnZWpN9lW/w/TBAT7RlPxR/JP7YtpnMkqU5zJPd+SxgIUtYyrL4WiafZj8PmWyOKC4JA/RHW3EZ/t/+b5OJ/2dCZ+ivzDFNOmXDb3sv7gwF1vaZbSetnQzp73qy/DfH3whJmOzcvunH47vp92JT2hRb0hY64ps0Tydd8U3Br9gxC+A2ji+MP+lWJ1Mi2WFOhsoMA2Vmc5jJVBgqt39mZioPlZmZmbn9O+aqiqPIF7lRLhd8/c1aURRNmUma3769933v7Yr2PI5qximBUhnplGmHE9P1ThwqZZozUT1nMhwJR8MZ2m1u0pfE4I7jDHAGOOMSdhidKmZo5PKaBlIeDtjDBtgIm7S7YL1NONc6cRiqnyalxW6cOzsxiTpxqJR9cPENtPUxMWSN3Su1NlvhxOgah9yOPlnHT+ZiFtWNTgmgFrwD08y5EpGwYTQ3aKbwL3Wuuz/lHn5wGftL4le07ZfwJWZC4bMkKmG+2U9HVNflPrEQ1535OWOhI6cNk9aCbFGHoj75bsXfjfw4XKoY/ytGysyPJWp+Aj+VcvMz4s+Jv5AoZ0N5tJRYBuXCb91Jsnc75rtP0pXmQA0KZo6DXrSqMSerb05Rz1Rr0tRrQkJkMqx9kvrMUmhZNN/U6NumllinWXztplHT7nXaTkfbAarpggPVQ/VRPXFR00MqDKlpVM/WdRTVJQwKdRmrJlG9ArUDNWm7lrO7BI4sjjSONLu7DFeK3fXhzJoG4tAOn5YIzgSubSskbA9TsDPPoOBbopvNUjLLyDRpYFq0QxyyGTJcaVpKzWL1yfTlfFmznNikWdRrTZt91Z0SxZHc3gnohDqA6lk1ka8fqu1DzaJmpYQVAhx9RfXtODwcSXFz9cWqL+XUJlDTqEnUJLu7GkfCNONuId+qPblddhT2gSbrSKB69p1IFyl9MiI8U6aFZ8mE8GwZG55DnEecLyPDC4m/R/uXRMP/Jn8p8TLiVcSribeJCd+O5368jzN/QsZ+wd1Ckac0s8NYyv9TpvG/lL1Ch8JhcDgcAcfC8fAXKZcS54/6tvMfTTt3QlI7nEHtMHHtiDwMxT1Dhl+PzOF+f4U5G86DX8Kv4BHe2cc0ZZ6CZ/W/5iXiK/Ca9pt2HTQr0DugE7qgG3qgF/rgHUjAu5CEldAPqyAFqyENA+DBGsiAzxrrIYANsFFTkUqoghEwEkbBaBgDY2Ec7Kr/jRxBPBKOgqPhGDgWjoPj4QQ4EU6Ck+EUqIYaqIU6qIcGaITpMANmwiyYDXNgifZHlsIyWA5N0Awt0Ar/1MHIv+Df8B/4rw66k/RNMZE3tT3SBf2wTts/IMOZqm8P3W/RNqNtRduKtvmD69G2e7Z+cOUHZ3NruYbT2VwEl8ANcBPcIian2/ED1v6QnpFAA4kU78sdpys/rMKN6zopcblrueXquxW63h2ma92YDqD4bqVucat0QKI4BlB91EF3ODGmHo4sjqwYVGrJxIhkJUSGndh8uQa5igDNuq1zE1ce3X0pc0uZWS+RPqzyFjWrcbEC4OJTTNqOA0M7BfZu693CbG6d1SiBhG3HOJUVBfeIjKmFeu3lBO/MnVycccyboIVzro13LJ67b3FnEGOqoYYOtcQ6fc/eexrQGvEsJnLKmmbyLZriZMzaMzSaW8/HFRSc0j6urMTMyVJF78mmGmroV0usw2lPbVxLZbRZxnrLZaRpIjaTb5Uy2zt8TUKMyPXDr6+Wcp6iafV5epq0z1XygQ9d88F5Gfuty4av3mzfgZ2v311CEhFRT9M8syj9Vtnz+hPJV6IEmpAqqdKkZrRPk+AVvS9e3uEVOz78oXfo6/p2/irYVkO9r+wmr/homz7ewc4Ptjs/94YKGSfnI1TgXKM36wp9QP+vj0tEvocP9fVh3oPrv5ev3dOEtjM+rXdpStPMmWmfvm2VQTIJeFo71dcOxgRjWp/91r/upB1TDFI08+2Y3VHRjeqpD+n32TsL4DiyMwG/2owhsuIoPp1r6SDMzJyCY2ZmLDouOGamMDODUyGlvAFndSk5pZXsnG3pnFlnpFXmWq0pbetVjz370pZ09Z3695tX/dzTVveA1uvsP9Uz73XPPH4/v3/YVNctCG7Rmfy7hlbyMSL1DQhELKpXcELVOME0bXUznTQvO2MRQ1vVmL7hen2qSxf5rE8nOSV7R+7vPRBQv7JDCfwnGPueA4SC5ihyJB/jggG/QrN0/SGGrxBSJ6BJuMf976gbHujIPBaBzCRt2gU4PV+aXDLPdVaVoqEUn08vPmi/JHl5IsAHMUTpyiGS/CoRgdDBhqyAjk030HSY5QIr7vnK9UHV95yD0mgMRl03wAfVU3mnUryTv1ECaZ45eaLkU+77wAeYUYrPdXMunXvOkuR33plniY/svOb5QJpSxVBDE7FoZYl66b4sFpdYdbaJu9jPSRd+eUNecbToWGy7T851DQy07L5eLMuTCNe2j0Xh3WqS88sbKjZ2fR4Tunl051UWxnbt83T5Pqe1My2lHpXcaPu87Pp8NJV1h9DnZdvnY5X6fJRjUuoRonx5o6W6whXd+PBgn+/sff9BYEuVhwMe/+7li4B6cc6/Q3zlnS0CYgyGQPJSEx9X35a+o9kqxi7M5zkdR0NNoVZBy/uaUiTXL0dHTKzKQ2FfWMuWOdQ+x3vVZ2b2gEOO3Cj22TcuFc8E0dX3qWfmJFA54KN70OfA6/NaH2Ukxasfk+tz09+LD8h5FkBLCeXnWYBA3fTK/0h57Le+/12PUd+nvtNqeEMSAlYIWVT3KzDnUrPCpU3QxGDYxKj96VkNOjRoU2d55Jrv42j5bHDSaf+PqHE1qWrqdjueXTiMUZOY9DwJ9xGTqIMkbBJzjOPUeTd3kAwR08snCQlG6jJ2vevhU+L8ruUSidQf0VRjfF00ZWPeKuzJwaMxahxDgkZnv8sGmqSf3STtCMpQRswuo7A/18/lwegqHb6+W8uKv+GPIw0ilkrW26BDQuKwy0NdWU6+5g7lAV+1M6Qxvj2RbXXYjYghkvJ1mi+9XkIMDeGyWtfmHbgvOyNssmkp1KaVIduWh4qIbAvGaMudy9Uph/ssfmp2758/YyV/l1+zY5gykiRu5Fkorqeypu1J6mU711PV0Z4Wb0+vQOSNUc2mbxZtxhPUt6tnqe9WDrgPg/ba/mhVY7sCHn5/d6eyJTjuk1Y6qO1ceby4OUxqfWUNctHm67zVr5H3ol3+gl3vqwSyVkPZKQGhwy+H5Bt/wipNAgSDCu475co4w93EvSQONlwq5IPV+HFCtEt9hikazI+e0+nik720XfDfg9uQBvp1w/b63O46NDb8+XIzVnOfHqC91NPk+e2qLDhaw6aryfEMowYiHH1nXR2xfMG4qhXwIZNe7pC/Uriv3PofPZTxiGG7BE6/PqFmI2MdVA/p+dTPDQ0Iq/PEGQwXXkuexAy4MsbduKSvMmM4QqCexz/3F7CiavKSPhdhUkefa0X9qQ4sMW/x7goNol7rmEYxb+TL4bSJfP6Vj9CQ0mPWqnJWXFYH0Ri+jmB4kWFFSid2dVeiSeU9bZgnlLpDYs5Q36n7qOVoNNry1LO+PMSqHcllQjYJhZM5I3bMgC1PZos5hREOT5PYcRkSRyq0sRieUowJfCpZdt98g8AhVRr4T+v/It6fTje274rWm3c6TJ3x6+XuIo7IwxKlgFX+iU9wkg9zitfy49KWM9Y/40tKgFd6NMDWxVeZ5wLa7oDX8kd8nFfyV8rtJRIuskgrJ71tFu9AjNCWmIjW4NyQGgYcFFrUp85UYlBOqsfs8q3JoXgkPUZew4LB2zWA3Zlkd76OkJOC42eFHl0uwoa+zsO+C5UgTD/Zpk2j2GrCpSp8r8Pb66xbn5yIDdk18oQ1Or1lBuK+7DG1on1k29FiUyjbuHCXtZ4tr/k8A5owJ23NSYk9W0IHgy7HvfAGIoshBEvx5l4jihmA0y8ELmbL5jz/JLFoj7gR+LO8nwLG99N2mQl77w8wnCbmXlpEPt7hyzuvqIS8mIcDfJCOz5m4MTqQ0gebulna/u32+fG0vfIKiPxRpYUui/G4JHULzXGjteQsd2XmyPSveU/3G21byoTaLyuz5rTfUnbhLqwRZ+4ecOvzIoYEQ5Om5ar0bnuZqLuPWGONYPS4r7qNK6/bYIuk5Bxt9idBubWlLTY7jEk9u5yeIV/vw73c4XwrPJ7yiNutFYG7B5Xydp9lviY6yALti52HRoHf4SWia+mw6RSdicKgabhd6WwGZXccTd7oWmloO95yzF6K9d080jjvSW8r1+L/Oasc5Fo9xz+ph7KaUkharBLxb3w+owPvMEPADAuCtVqss5bhByevjAz/wBqLTDPFNLOCzaedtf3z1LPt5QSrNnlrZnx30+qJFt3br2MulUYVf6F6hSoEqetZBU9uUaXA9vkF8ioFGB8jVJPsHHxbOc6ayOcGXOmT2faiK2mA3U6i6bDAdQMYVor7MfozAiSZfZTQcitSOAJC/5vpUxKPNuawBLOYIuxBXNwPIqfV7vlrZipIYrex5TCw8bQ2Qbd0Ii6VnqM5fyaYsXhjnzrq2jsK/sWn6zXpydxOzfvVeFeaYor/c7UsdXF7l29TY2xkan+2ehGJ4ERDRMSGtcg2uZdVJ8HrnEeKLwcEhXP00cIe5/fuIbaz3j0kWT0ypqo9gAWfo2dZRuioxAdzXPHIoWYp26TYSdKI1Qd9+k5HdAC+btrH5Y9zFE96gumuL8LdRoWAFhvdGrm35x6Mrn2+CkPbzdFWtkZCnMTieLbeMNEDz2zmrNCSz/Jsu+6jsE+dapjpdYxJ/YGIRKfa5lLOy9QQ0iZ0adlPUkosnx2799poW6L1rUCjS+ilIhKPwlXDdb4f2W2qlm09iZutgARTTcLFcAzj0pG129/s9pGb99J6b13WWsZp991Y/AYavFWNEckaPEKDBq/E6b2Zkm9o7mJexj1gkwuZem5WTxJv3beywToz3MWUyLMXmGWuy1WiLZWI/VY6/rVdBqf7PAWJn7JeD/4ohwNQhf1sXa29oNVLY3Qt/r3XuRFMeT82f5+Ln9/Drl69dIjSy/a5I7QzyHAzk3YftWjS4T4u0aLljWcx93nTb78sHdU/+8W/vGmHc/4uoY0GQyz08HqCMTZJiGgy5/whZ/fII1LAjY3OamE57jwiT+L2LJvEKf1CJETxgzxGnWTIXppRehV7YxSDw+BDB98zueuh6XC/Hr5fZh48mjyWx6hERF5b5VtoezWzupvhzBkR6wR0emCL2NNNOqohvIflPtCsd+eUkA6aSPiZCUKEWor2pxo42spSlk8l8bmJ3nNGOCwbj21/SKDGaXdnx3ETsefDvYB2HEXsnam1mlCPU4rtiIm9t5ys7iLZDIAhnP/F0IGQZmaNHN9rvx9Eh+2N+hcyEXka2dmQc+SBzMpJr6UFY0Nc7SwCa8TE3IPue6aSLm/iMJWV5K+Wm6piAbefCv1tMVWlWyJMeSmOAHmpMU/zUZJOoP1W0cHhJa+kSbsm5gc4IxWpvQTBKNxTIFffU2GH3+PKu9xNDaKnYIamPyb8Z177z7qtadKLSNIL3BMivx7WiQv10ausssEKx3Kr72c92S7kdN6jgXVel8o6xJznQ3SocwKRR3Zy/8t/is7kLDPq+9Vjsr9lgZBWrx2KEcklLxdP0CjNZSd+qXL1s26W5BV7ZyCdh1XvfcSKwwfWAsb/WO49dq0JSPiIyGFr1TE5l0mIu2diutKA72XVW0omqELDWStuE6HIlfNyDsj5IjovqzPMZvENmi1WrV/WkkffwzwNJ+GUjdJmyvlREMo8LRD3XDfH0OVs+cy61eJag/G8+UvMlNCo6w/feBgFc3/g4t5rE+3d79Nf2J+3qicjPNod2z0cj5Z+YXanl3zcWQdavs6WjuNet2m5EsQ7lHP9nCPmAkEBH3KPLwVIfkRR6KoDb89yO2g6hav+8zTQkoq6fDXrGOq2n+fVE9R4lkfCXJubYoXArQnnR+PP5+DeMz7Vxfi4HJ2zDB/kYt6Txv3GleFJUl9gltMiezqpVXItS1u+XOiFXZeZexLyDUI22PDnkpOOl2zk17v1HNumzWUaGCczDBnQbh1YTzAi5XzBiIeEzXJeH7iziL103AS9fMEI3W8iX3twRcYi6sdmxoq3mseH5Jc4ft15M5aXSGpFc5q+BtP/+HjEP2M5CNDiMtvXlPDa/e2OcviKhkiap6j3wk9EnhXmi4JnzxPIk+2cVs7JmiRXUrQ8WfMiF/dOfqQl9CByFONGik+33613d75pj0/vdLr8Sq7vNS71nlffh4u2k610Zl06b3g6aG+dlKK8NHHf9HyynFdW0Wrg/LV2ICtov57iFcWaeGF1WGGOdXeK3XplSUxG1yvuFpk+8Pq6wbuEhmsWmZJypjgvdr0pVpkWGlunrl7gW7E4j2bVYaUDSD10hqSNXxqiDaYzwLobyT7DCJ0IMZ7N11l93SqsKodrtF8PpsjzgAvC0Z5Gu30yhnZW3y1PDpddgvbkyHPcKTLDPaxzF5G8p+tEyeeUUhxnDq2+36ef1L1WfrP1M3wE7ULac6CUrWfcjqCdLWJ7aeJCGn6oDAeC2ZU7MqPF3UTyWi+Svkquj5znteyORkXu6hEssMAXeurU9rHFfIWZuqDGiWSWwjTn+by/xI1SuZna7/ES244u78oB0NyFZzIV/Ko7dESTJ17vFh7W08vkHNt0iFwPPUpBR+jaCh07U5e4SMv157n2O61r+Cze9N13pFT5V2d+8/zOWP5B15eIhotfdIMCc8rFReKUmiDZuTYxEiOpI74AxvcFeGABGi2xkmy8JVltauea9PZIzYu61ODjO88n5H+8DxCnaSTukoxGzKKqYdSkXJq6OsJ9aDWOVgfVJJuCs2/HxWhSIwfhQM6U59kxWTxNYD9Dp9WLvZ1ersSEZOR87UrlKLKT19JfloA85hhTIwaWOC6fX8pq25ih7nwVloZc42yxR+JwgRZneCt3EjDl02MSOoQFlOKTmZEQew9io5bPNT5Oo0TNd7DoW1xIrI9EgwZrNIiJqA8nHh8BQZVzVBg1YhjtGibw+0+UP6W1572tsTlor0SD7c59Ofl9HMNmzzNNhtMuneRPhdGo1Hffs8FF6HP7/8iwJC5kxkgQHx1kJ3KeZSLJ6QJLZzTM8+rENHtywHKREA9wiuTjRES0cv/QMONjQN97nDX7e0mT4Lz4mS0z6lmbEUl2p3BcsM+drDsc6CJgDE5HhU6uppfQ9jfY2S20mWCG7QlSNB6D1sXFrFaI01cudUTONuctMcuWnp7AOC+NE2iCftcwkZ/iD1hTzlOElosgKJYc7k3fqwA6iz3LRaDE5PWLbA2ocdkqsmP68Sudz8WAtIN61iu7yvlx9FDtwwI08nNQjesioUHH9eqhzHoncCLq+YiZ1LN1csaVpCX+iKYzGLb1tVo0XJTTEQJvzWtfWMr4BM94Ph+m5H6c6J7bZNlf/z6wSstfu3a16T6sjzXb2jtY2LmabPGLFqP9Z7lzDBVtHZMlyosE98hVXWrzIyPRtuljrIq32esk9/09vdSOsSC+Z+/iLqZZ5DRv5F00CYXqrLDKZc5W6SnvctFiz7KkJvhu2Q/1NJ+OMNNdOwAzTPOhjIfbAq0yPSSgRbPg3FlPj3FZJY+8yoPerVTaVfEeIXFxhFc0Qe6cYZypYwJdiePZRLzavVPGuVNtxXgQPQp7GxHhYF7VhETuXxXGmXUn9DflzFyjx2m5c5m21FhwmEZO0ZWVdKW+gn8G6z7NxDHW7rRK3EcPDYEf23i3CMeF63mzqpcWyx6/WhB9m/awLMQk+ZihJHT874xWesb0yhMNXG6Q4VjH8CMAdmj14m89T8iGH5MZwzam3z5meOegxDiUjSF91F63FTy/2ZOt7OlUV+Jhmx6XUuROSV+Xl0hkjO+SVtdUzdGSI7l+d4Z2iuMJnvw4rp7C1M69Rwpn8BSR8YcLjykXy8JhnCeQ9Olf8BLp3cN3Xi+w5TkLCh9P+0WHj/vzKPi3Rcv9/0Q9TavDbi09shTH+gJ1e2a3aMf3vJy32t4+hWjnatFwY+BFc8zx6rf3H/OUhrpRocZKcQxVjKMTw8em9VH4sNIo6b3oTjTLPk182Zi4P16He4S6Oj2yTyl9r5EML7fWv0bZzdGWs17W2JLP+wXQg3MANOWy4NND2rTy1IpA6MctspIfzvpO+pFuhA0hnWrYD+2vBT9Hg9CT26vzcpHEbax7MRuL94vHy7Hl+m5jNzrePiyle2zTsL/YIyDyPYEw4m8VXe0FPLp/3yKhMWCZtaI5ch4XLY+ffgjBbhpLNhFJjg6a0K2mBr4f3biHi8Pcf7U4nhydsd3PYwqweW6c2XTryaCZy51Fmhb9RpR+lgO3RyO5XOs4l+9DMXCWj7t4jglm9HYilpjK2Vg1X6Ll/utmabg+pEz1aIMexT8OcJGINzJLg7M5/BkJBs0BRr57MKNP3p+mHIVbpFNqHk/kTvgGVtpZQCN0kQW3ZgamPvdfzLQHgXikftT7+pBkauq6BCJ0sWzhe2b7EXIw9qr7+LzS7jlkLYI+XvX9Vf2yNdvo/vEdTSKWWLYRMN5o9eTvxPj+3nnObxhnAkhY76WlY4XzVSmLr8Wmk7GMzdFKsR0nhMf5p9STPOdFPi3j/mnOMsMCy9zNe7kLie8pvuUttqv58nCsK0Wwmn7yD1KrtaAxzax7XhcfddsWznOe1cJST3hjVSCx+VGRHBwkcZoRL+qo41f7wyffsytFnBzMq8Vx1Fr0LDuXk+Zu3nm558ODcuV5Z+lvG8gLyen8ia/uY24eJ4gJ1RN2vjMhOaO+/cr3SZxlrlovD8r79xfE3DP+PGaeT7p0719uXbmDsT66Ih3f2OB8Aj/t9lVMwgwrll9t9ORXk/65SY730HmYkfCrmhZTzGIsT75UIqpNyBeL/xkaXc5nmxmminVMfmrwnU+0W2u8XORwon9CI+lXHmFNKIbx9HKFmJqEbZIBdFYazQUSLqBp81akXqZoF31/mDGXaNMs1pOz2W8NTvKoqXF7RvPzXYrPn1o/q3d6qycgQjPDDOc4Q0jAx/l8N745ibxfqOKzKZKddhqESf6JyMpZ80TUadhYS7U0nZnlJk2CMn6cBD7nU+3cD9q/71b/MCnl8M+rO57AxoU7iPF6NEJgfRRx+7iEIaDp/lPZ8fjy/8oOiHJWwv1ePE8jPkgSyY+L6CpaVYyfYiMvu6CHSB/PeFJXnZakOgX6nHCoPvNJz911UK6BgIgTzDLPYk99TtST+1v06vXSwjmUmcdVZnL6HGcbJyG8kh54Hm/6plOp7P6Cwy94tzqkXmmljEli9cMprk0vSVl4EORfkZ+Q0XhISiSXRwpH3CBQ38jwhPRFR+KhiT5bUiYdN16J2bl+Wk0yzyzHmWWGU0xhWOe/uIu3EtFgESORcN+euf9ZNel9axX5peg6LhDxWf6W3+WvMGihtg3OcQ6jrjvAYGgLDxPRsDxDJPfbch55yrM8Os841mkzm+WwqWfvC7ic++WucdMJhCPSGCTuiuTTOzGJSDcRoeQjYnVDA6fUAwxkfuIMjZ/DMOfxy85mKbNal/yi4z7cfaEgLudbOwlJ0MX8IhHa+YJIqfZOQsv3gCSW/WmIidFyyTtz6GFyemxbrnte+mAt3WxzPCtdU/d2SYsVZol9adDd15lcbn8Rowv1sbLDlLK7LEL7Xgp0aKZ5Or1OWBLRInLpFeR6oGpS1AMAaLHAjKzi97BFRJKmRKs7k0oFcs14/HtN5sgBMS1bQuY+M5LzoWbfC8CLEhF4fjMxJ719HnsRGJ++88p5rJF0L5Y5iVG3cZJtaWvLntF6ChEn5KmmheHvOMEGi2j+zpWy4sbnNVZ/mKYmOCOjMtHTRv01X6uY5mn5912uMnjj4+4w6+d7+UMV3jvLx1hST+FjvTT28rTDKkv8djo+dga22WZdypOohu50gk0xyzsLbfjtHtF1Wv59yQ0QNZ6Wfz+DB41clYDjROl70VOLr/5UZjVrf/t/guABVggwDMPo9/7Yk6fsrm0jY1azsm3bmq1sN2bbvkO2bZ4jy6MN7UggiWRSSSeTbHLIp5BiSimnkvZ0pDNd6Eo3etKfAQxhGMMZyShGM5bxTGQyU5nOTGYzl/ksZDFLWMoylrPCZPOspbWy1tbG2lo7S7BES7JkS7FUS7N0y7BMy7Jsy7Fcy7N8K7BCK7Ji1VcDZambemisxmm8pmq11mif9uuADumwjumkTum0zuiszum8LuiiLumyruq6anRX93RfD/RQj/RYT/RMz/VCL/VWH/RRn/RZX/RV3/RdP/RTv1wj185luixX7Hq7/m6gG+xGutFunJvk+/h+/qF/4p/55/61f+s/+x/+t/8TFHwIIYY6oXnICJmhPK6Mq+LauC6ujxvjprglbo3b4864O+6hAU1pbbI2tCWRFNLIIItc8iigiBLKqKCKDnRiIEMZwRjGMYFJTGEaM5jFHOaxgP88mQN0JtkTxe+rqted5Ivttb1jrHescM2xbXNt27YdJ2MHa9uaYL339B/fPafmnaeur/pXd5KZi+EwEQKFwSNAiDjEIwExJCIJyUhBKtKQjgxkIgvZyEEu8pCPAgzDcEzme3gST+FpvIh38R7a0eF2uvfddxJKul6il+uVepVepzfobXq33qf368P6qD6mj2ut7tRd+qHVWb01WKM12XrbYBttk222LbbVttl222E7bZfttmZrsVZrszftLXvb3rGf7Gef4g/2Zf4MP9Ov8qv9Hf4FX+PrfL1v9Ov9Dji4cHAUixklrAgr4ZAEi75FMcgFn8p7ef5Z/wJ3CXw4MBwEhEPDMp44IzwPsfCCcAzSwwnhBGRDyJOwFmAterAqT1Pd8B7VHe1UD7KVjJ5kaxB6ka256E227kMf8vUa+pKvWvRzjW4jjidbW3GKI1cYSLJaMIR0vYVhrNyHGE6yPsco0vUNStx37jtUkK0uVLKmIc4mVVk4h2Ttg3PJ1uE4j3z1wPlk7AKQMxmLC8naeIyWBbIAY1jhnRjLKr6DuaxYGZbxO8/EclZtNVZ48oWVJOxBrPYkDOs8GcPFpOxJXErSnsZlnrThclb4BVzJGtfhqrCYFbs6qu/5URzCGLIm2ey8o/neWrnuOH8aYwyF0f92cYW1qWaHbZSs/66fHr0VQUDieNq9JSHzbSIFvIO5Oig9hM4Bx+eFpK8bKzvPzXcL3EK3yFVHHcvuZOVYL1br/x0oJ8mpMlhKpFTKpEIq5Vw5T8bJNJknC+U1eV3ekCqplhqplTpN0JgmapIma7peQGqviGh9UJ/WKq3Tem3Q7dqsH+nH+oX+wU79x5KtwAqt2Pa1g6NOPdyOsGE23EbYSBtlJVZqZVZuFXahjbYxNtbG2XibYBNtkk22i+wSu9lutdvtTnvCnrJnbBffSZWvJsO1vsHv8rt9q//Q/+h/8j/7X32H7/K/+z+C+CAhiAWJQVKQHKQEqUFakB4UBQ8FDwePBI+BlSZF3+kUXa4rdKWu0tW6RtfqOq4468/o9Ua9SX/Un/yfcMhjzf5bLZnBbmyJvkcZc1xiy+w65na37+JT0oPsICfIC/KDIgjfpKAY4J/7oQgHulzs4wpdX5fpBlHd3BA30nV3Ja6cc5XuFXd85K73RW/qgchdH3UbqcfdVuqJyFuf5Ptrc8/QXz92Lzh6K899wff5Gt/ot3Tm790PPP8zVev2UHWRv9YLP65RvHR3TdJLerl2srPRddhmX+j+9of6I6XUH+1vldP87f4uqQ1vDG+URpA2OUGmAzJTR+NoHatj3X46Xae7/dkNr7sDgq+Db9zJEOTSwa4C9Fq9AaHerM8jpi/qqzhY39BGHKEbdCN66hbdgt7kYwf66G5tRj9t1TYcp2/rVzhBv9UfMEp/thjKLdUyMN2yrRizbR/bF0vsADsAy0jQIVhOgo7CSutm/bDWv+E/Za997jvxouebx0b/VxBiMwQxm2eLAVtqSxHYcrsSoV1j1yKHRN2MPFJ1K/JJ1u0osIftCRSSr6ewLxl7BvuFcWGMnShIiHzFkZUpiCcvy+HJzAoIuVmJBLKzCnHkZzVCMrQGRo7WItB1pEkhvMMixVGGVMqQThmKSYZiH8phX0pwKKU4nFIcRXkcQwU4lgrRnYpDKSphmIq5jHfgRZjLcEdA3ZGuB8Rd6BZzfJm7Bt494h5HSG6eRxyJaoSSqPWM291OKFnahTjy8wXH5AVe+IEjIwFjKBlIoH92h8rxcjycvW1vI95f4a9HfHhDeCMcBIDAZLSMhshUmQqV2TIbRt+YF60be+gmOPbRj1D9SX+C+T/ZUUIdqJ/oJ0jWT/VTOHoF89Av9UsE+rP+DNM9uofjTu1k7NIuhPqb/sZK/66/c+Yv/QtiMCA0NUWqefNIsMBCBJZgCYwxkpRCklhxy7EcxFme5SHe8i2fqwVWAB9RFdohpCow9jQ8vekICNnqjmTrYT0439v6MPYlbXF+u9+ORN/smxHzbb6N4w/8B4xf+a8Yv/ffI8m3+3aO/yCLMbAz6BztyKZ7dCCHDtLJmS7XBZMZMoP87NSdEG3RFjhmcCgy7TDmkUV3KUMaHWYiUukySxDQaZYhRre5DvF0nDuRYXfb3fB0vC4o3ScV6QGFOLpQNhLpRDlIoRvlIYmOlI9kOmARQog7AUKdA6OmgWQyxqg5IJ8ck0/GTOpcZFH9kE31Rw51PHKpE5FHnY986mQUUBegkJocUT01onpKRHVv7E/NxgFUX5BwrpJwRhKOeTiamh9xflzE+QnoRp0X0X4SelCL0BPDmO0oqlfE/zScSfUCu4DjhVQfrKPmgB3BmSo0MPMmbGbmW/AxM/8EnzPnL/A9s/0BvzDbX6leaKfmosulYnLUR1OjPurt+rmBmO0Gu8HoG/XU1Kin5rlr3cOYH3XWCVFnnUQXfgWL6LxvcGeVq+KpalfNPew4nmLHMW5z27jKvuOYfcdTza6Ze/hTMuPH7mOushO5+qP7iWP2I59F/+Yq/RuLot6cEvXmlKgrpwq7kuMT5ASUy8lyMk6TU+VUnC0DZSAmyRAZwvnhMhxnyQgZwZkSKcGZUiql6CFlUoaeUiEVqBQKZ8jpcjpmyXlyHuf50xEujLp6tEyWyTg96u0xMl2mY6zMklmM7HOMk7kyl2N2OypkgSzkeIksYVwqS3nDKlnF8VpZy3ixXMP7r5XrmBV/iuBTtspWjrdJC+e/lF9xoeZoMcbqMdqPsb8O4kyFns/xhTqa8RK9BMP1Cr0CmXqVXoVSvVavpYvcrPRyvU1vw0S9U+9kvEvvQje9W+9Gsd6j9yBb79V7MUrv1/uRpg/pQ1x9VB/l2cf1ceynT+lTnHlGn+HZZ/VZjNAX9UXM1Jf0Jd78ir7C1Sqt4m01WoMSrdVa7qzTOhyjjdrITDboBt7Gv924c4fu4Opu3c0nNmszn9imbdzztr7N/D/QD7nKn45QHPnf+Mj/kvUz/Rz5kQumRy44Qb/Sr3CQfqvfYn/l7z1cpS8iR3/RXzmmO3JPu/7LhDUASZYFwXzdVa2x7bnt7rFnbdsKnG3btm3b9t3atm3buxl17IyoyKh5/00w8faTUyPJqZHINY1sMI08n+nrKPozgR1DtullgveE9yQdDwJ6nRMPObWTWsMfuYqiyBT0fAlKkBvqKHmsxOFySZAE1JmaZkiSJPGvKZLCmS7pnNRXNEimZJJTZVFgKnu+qWwN018u9/l08zDdvAilUkxPzzb1zaWnR8ipwTxPDeb5CqlAf1PiBKmm14dNj88zPT5fmqUZ2abK55sqN9Dnr0NQbpQbOen2CNHtb0ec3CF3UDHvlDsRK3fJXeR3y93k98i9PHmf3Icb5H65H1GmzAfIH5QHyR9iUrhemBQ4P5APeNtH8jHnH/IHrmJu+hOOjWgsPGxhEzmnyBRUMYXPJJ8tsznnylx42cTmQdjG5kPZyBbAx1a2EH42M/YX89MAG9oSVMtS2QUnB+QIPJqkWZxlWoYq7aSjyc/SC+HVi9lERK/U+6H6gD4Mv3lxQJ/RF1DNNPY6BrP7voPe+p6+h8v0Q/2QG3YT8i/1S/TUr9hNelk36aE/6A/kP+qPPPOL/oIyZurfkcNM/QdSlM2FfIyOQYQZeyxOU3ZFbibqRGTqJJ1MPkWnoEKn6jTy6TqdnN6IPJ2pM1Gps3QWypnOZ6MrE/oc5JhnJuo8nU9O5+TJhbqIfLEu5v1LdAn5Ul2KYl2my8npqzyzUleSr9JVvH+1rkYXXaNruVmv69FdN+gGZOpG3cgNHZjnN+sW8q26FZW6TbeR05NRqDt0B2/YqTvRjU1hF/d7dA8ibAx7+d/36T5u6Nu84YAeID+oB3n+iB5BV3PyROaW49yf0BP86qSeRJnP+RxyfF6fl1N8igqfj8mzkpl4M4YzPwbYioP+EGL9MX66q6Wmi+HB7/AYvIQY/FCCGYQIwU/EmSunIEikI0RkmkNnI5bIQxxRbG8O6ebZUSQR5aBzk6cQVebftebfjebfbf7n353Mv7uaf/cw/+6NPCKMfEJRSATMxWPMxZNQYmhB5CBMFNrrUYm9H4XN0VuhkqhAFVFtqDd3b2Xu3vZ/7t7Z3L2buXtPc3cP+qI/QnT4gRDzeD+G0+OjGI2LETKnT2FauB7p5vepuBH3INNcPxv34QHk4UGiGA8RBXgYT5A/iZd5/hV8yns+I0L4HN+gBb4lovgOv6DKskItxhGJlhgaMRVL0QbLsBotLTd0stzQw3JDb8sNUewj6sA3HPKDRKaLZ4YIuCSXjDCTRAbUZbpM5LPxVSJgqSLJNbnWKLFXj1Zsf32R4/q5fihkD+zPk2yC5MPcGShh5riK91ztrkaALf5GlPL97SZubnZ3osLd5R5AtXvQPYh4yyX1zCVv8s63mE6a/pdOulk66WmvKmF2y59RYukkwPe7P7kZ48ZA2TTHkzOp8Ab2TXL2Tc6ZbiY3s5ha1FJLN0strdw8N5/3LHALyJlgOPnSx81at5Z8nVuHMDvpBs6NbiM3bKaoYDPdTr7D7UC15Zt6yzdhyzc9Ld/EWL6pt+6R4Un1pCLdsk4rDxsr8v9W3jEyBl7TX5+Mk3GIyHgZj6BMkAmINUVOlkkyCWmmy1kyVabSY6bJNHobX8q4p1Lzq1kyC2VCvSafI3NQaapdY6rdYKrd2lS7nal2R1PtLqba3U21e/2t2rtlL4KyT/bDawruk6NCjZCTpzgyh8BY0igKn75dt2O7OqpwXljJix7qqTK2bdu212Pbtm3PfjHaDNczm/GfL2j37p6vznd/b1QVNG/22LvVBtO7fNwn1e1TPqXEU58Ptwu+SW2+2XcLZNndd1eV7+H7atj38wPCKwf64ZrkGpD6CX6CGrgSzPnpfrnW+hV+rRa5HmzierAN14Pt/Ta/LXz3Dr8z3N7ld6ttxejZSLwCe9bBnTKUKUOWCThShiBl2DEJOwx29MKOIuyIYMcg7HDYMUX376T7p1CjC2pM0/2X6f6L8CLDAFKNh98MaqRQI4Ma3VCjADXmoEYf1OiHGgNQYwhqzEONdVBjC7wow4gyRJjAA8pke5JUGx7QS54j8uzkeYru3xly26RNGEBKVqcLa0NWN+EByyQ2wwYWCzuF3GYhpYcqwwxSMpmRyW7SWMAS5shhPzkcIofzJDDDFRZxhWXSOBfS+I4yjCElh2nYq3+iDG9YxBtSEjhEAufIXhZ2Ut8qI4FzIYE/KMMkFld27srwiTRk7zdlbDAysteNYSySwAIJnMNPN+KnY6RxnjR2kcYu0rieHKY4R1fx6OLR2prO1RydG52nJppXc3RBdIHW0L9K9K8R+tcw/auC/jVM/6qgfzXTv2bpXwv0r1n61wL9a4b+NYPttkS3RrdqKbo9uj3c3hndqSX8dy3+OxrdF90XmtQj0SNaQ18rRY9Fj2kNra0UPRU9paXomeiZcPtc9Fy4fTV6NeTzteg1raLTLUOWKsiSQ5Y4kOVj5dAkhiY5NKkONPlaOQSJIUgOQWIIkkOQHghSA0FqIUgdBEkgSD0EaYAgjRCkCoJsjv4IBMkhSBwI8o9yCJJDkBiC5BCk2sd9TjnUyGmIMYzIYUQPdKihJ9bChQQuNMCFRr/db1fudwYi5KW2Upta2RJ0sCVoY0vQzpZgvNRX6tPqUlJKtIEuM0yXqaDLDNNlumQ6DQM122Sb5LbZNqsZG62x3HLV46RLtrVtrXHMdNC2tW3D4+1sO7VjqWY72I4ax1XncdVB28V2Ca/saruqH2/dCm+dwltnbU/bU93YayX22mv72D6KcViz/Ww/1dv+dqDG7SA7SIMr22zN2qF2qGI73A5XEbdttCPtSFVxClBrR9vRWuAsoMGOtWM1bcfZcWqx4+14tWLBHXainagWXLjTTraTtRojTuw0O00JXjyCF0/YmXamUuw4wY5Ldo6do5RThsTOs/M0bOfb+SraBXaBprHmxC62i1Vrl9glarBL7TK1YNCJXWFXKsWjE7varg6vX2PXKA1Ofb3MbrDbVW932LMat+fsVQ3aa/aa+u31YNmz9r59oTi49k9qsd/tL9Xa38VSMMGKYrtagnH3KykmxVQp3p0UtyvuqQa8Ownb/cPUGuz78PD4iODgq1b2vxpa2f+qBeMo+L1+ryK/z+9Tk9/v96vaH/AHVIeJLPpD/pDG8JEBf8QfCY8f9UfVhpsUOD0Z8yf9Sc3hKQP+tD+tMU5S+vxZf1ajmMsk5jLjL/gLKuMvFf6Sv6Qef9mDofsr/orGMJoZf83f0BgNvKb0W+k3xTJdz4zOMZdDTOQIsxgzf3NM3hYmL2baNjNtNUxbmWnrYNrambZOpm0D07b8P1NmkZ5IFIDBN/1wd3eHJi24Q/QinCI6WUYPkX1mZs/chbPkfbVi1bhWffXxw2KSZzFpw1YHtjTY6sJWD7ZmsKXDlhO2+rClw1YTttawJWFrClsGGyGEiRqEGRDmgDATwgwI+wVhJiuModi6E06oMthi2rDVgy1dsfVbPfuzImwMYQaEmRBmQNgYwkxWmytWmxGrTZ7VZsRqc6UdtaPYsN20YasHW7piyyP60iu9Yix90qdO+xVtY/YdQ5YVczWYM2HOYOtpQ54OeQbk6ew+htzLvVhD3pzynMFfn/6E6U+I/oTpj01/CvSnRH+K9CdCf4r0J0J/wif9GZ70Z0h/LPpj0Z8o/VnRnxX9WdGfa/pToT9l+mPTnwL9selPgf6s6M+K/qzozwR/XMqfL7HFnAXmbDEniDlbzMnyX+MWZ1w4s8WZHc5klTP/xBZbLrHFhy0BbPGc2OLFliW2bLElwO9/l/PgPKhL/itzljQhRhOSNCFOExI0oU4NbrCrgV2UQRQpQ4QyFJVvf9jqNPkq38Rcvst3EWe3s+Sn/GHKHnz0CsIoDr97Z9a29zPX1t/YoFZQ23ZQK6gV1Xaj6syvvDzXiJ+zwDrRuwR6N6u+e5EV1XkvtoQkb4VykLy0W+VWKa92q60W1WtA9QZRvSlUrxrVa1P3uNZGZHvrdf4Gt0E5CF9O7fkm7dnsNiurR9c9pX3as93pr2F+Zeosd1kz8teA/FW6vWquivhfn/zvkOV++98RdVkJdVmSEixwyp10J5WDCM4jgmlEsCc0oNaMCyZwwVl33p1Xlg5qedVdtRGMsAEjbMMIR9SD3bAiUphACiN3193Te95393XnB+6BFbHDNHY4hRo6qeEjm3aPZYeN2OEQdtiOHcaww2nZ4WvLuzcSxJgE8aNysMNksEPlL+6LchDEOgSx/z9BTCKILQjikATxu87/IUEcQhAzEsQSy/vIR8pOgphEEPMIYruv8BXmccRGHLGOPqZcgtio85t8k40iiDEEMf+fIOYRxAyCmEQQuySIvdaIIMYQxGkEMYYgxhDEIQSxDjtswQ6HvEYbRRBjfkJ22O6n/JQlEcR8EERlBBEDKwm9ss2UnpKENSFhw0hYBxIWR8JmJGFnrFB6Vh4Wl4ddsAISlpKEXVK+LA+rwcPq8bABPGwSD6vCw1rxsGF52HWdf0MeNoyHZeVht7Tndult5TvysBQeVsDDOvCwUjysCQ+rx8Mq8LACHtYrD3tqWSRsTBL2XG/4Qh5WwMMm8bACHjaHh6XwsO7QnFsTHhbHw2bkYZ+Vg4QNI2H1SFhrkDDt+SYJKyBhcSSspMwkYR1lUVlkKTysgIel8LDQSvZZZNFPjuzaKIMACMPwMVsF7vK7+2W4uyZIhP7ftUFKgoU4DZBTAxFUcF2w88728Oy88wVnNGeO5szRnBc0Z47mzFGbRWqzTG3W6MwmnRnSmZe0ZYaqjGjFAlehDFs04Rk1mKMGc9TgBTWYowOLdGCZAgwpwEsaL6LcCtRaizaLKK4WpVSgiDIUUYYiOqeFMnykE7zbs2uXTkjXh3RCulWkW7EbN06sFSN259IJ6RL26MYJ4xIYZxi3hHFDGDeGcWK/6LFnN04YZ/bmuoktY8U+3Thh3DLGCeMM44RxCYzbxjhh3CIbx4h9uXRCOkM6IZ2QbgnphHQppEsgXYdL9x0I6VaRbgXphHSGdEK6BBvnOt6N4V2P/bh3wrtVvNtz736Dtv25esI74V0C75bYSrpQb56t5AjvevHuAO+mLLb4nyO7KFAoAKAAyEqJRRZ3UuAQ4eu70T8BMiXmMp0T9XbGJMZkakxCvYJ6oV5LvYJ639TbUK+g3px68SY9bxLqfXuTeJOxNwn1DtQrqHenXqhXUG/oUB4O5exQpg4lHLxzMBwMBzccDAd/OVhwcGlS8jt4a9jQ8EjDHQ1Dw28ahoaFT1kycc7EHg2PPqXrUwomVkwME19k2rV+fUUUBtDhusYVh8i5QQZ3dzo8nvyYCPJ3wd3LSUdJhdNSUqIvACU8CoeFQ7yL7nzfXvuu+594kYY1rmGNaVjjGtauhlXXsG7TsG7VsBoa1q0aVkPDGtewHtGwHtSwHtGwHtSwHtawHtawJjWsFQ1rRcNa0bA2NKzbNaymhrWrYdU1rF0Nq65hrWhYKxrWioZ1hw3/Thv+CRv+nt0+2upj+bipH8JJW/2+fT7a5OM/FPAJO/xVdvhr7fDX2+FvsL3fYnvfs7FHW3qsn1tfCidt6fs281jndnbyJ+zkV9nJr7eN3yJ1Wi4vSd505E2SN8vy5n6Xl+Ty0nN5SfJm4PKSJM1A0oxImvskTVfS9CVNcnlpu7wkSTPi8pJcXu53eUmSZk3SJEkzImmSpBlImvMlTZI0wy4vPZeXJG9GXF6SpLlP0iRJMyppBpJmyOUlSZplSXO/y0tyeRmRN0neDDymYULq9KVO2/0lSZ1lqdMqUyeEo64wSeokqTOQOvdpslOa7KwmO63Jzmiyj9KNLX32KR32Vh22ocPeSjcu/e2xG2agYgbOMAMVM1AzA00z0DEDLTPQNgMtM9A2AxUzUDcDDTNQNwMNM1A1A1V/2bXyL/uz0Cz/pj8vP/6i/Mtu+spavrK2r6xVZuk9svRt+dnltOv/T05Oe6P83JSfo/Jzi9O+xWmjLH2H075LaDuENhPaSGgzoY2ENhPa96Tu5UHqstnr2exGkMBk9kAOv81m35TAXRK7/s8EJrE3yuFRObxFYt8isSMkNpLYd0nsCIPNDLbDYDODzQw2MtjMYN+T5JfT1+t/z3P6ekBfM33tENdMXCNxjcQ1E9cOcY2/5z9rzaw1U9ZMWTuUNVPWSFkzZc2U9T3K2tEdLuer22T1QI94R494h6lGPeIdQvE8oXiMUKyxiefZxCqVWKESF1OJYSqxQCUepRKLVGKZSjxXGth6eIJ+7ZX6tRVe5xTDDGyXVszRihdoxeO04kVa8TKteINKJB6xQyIKEnGURLxGIgoSscQgCgbxCH0ouEPBHea4w8uUoeALBVN4jik8X9rV++GJ0q4+KN9+VPk0PFEK1pdhj2A9UQrWV+F17jBcOtY3YZc+PE8fnqv8WPkpPMEglis/V34JuyRijkS8zBoK1vAaZSgowxxfKMhC8WuZ9qCkRxCGYXSSTH6tjWHsTG0xttbecmzbKcXoaw5OIbqK9/TTH7U95rU1pNYktTlG62SxgsXqLDbEYpMUNshfBXnNMdcMbRWEdYatamzVSVUFSdUZaj09jXJTk5vmiKmgpFuUNElJg3zU5KPHfPTJe/AzE9WZ6BENBRpaRUMJDc1z0CwHBQ7q4KDAQQkHBQJKCCgjoJKAEgKaIKBAQP0EFAgoI6BAQOMEFAhomoASAmonoEBACQE9YZ+17NPBPoF92tknsE9gn5J9Avs02Cdhn2H2CezzlX3m2WeWfQL7ZOwT2Cdhn2H2mWCffvaZZ59H7JNQT6CehHrKeCqeio67vjsVX4wvRsfc4J2Mb8Y3o6P24KMl+Ogq74urvG9/aOigJThkCQ5agkOW4CPF9JLILhKpSKRikAcMUjFIxSA3GGTsP4PsZZCH/hEOkMhNEtlFIhWJVAzygEEqBrnBIGN/GGSvf4EDJHJTjdqoQ71UoK5rT1tVp4160zW9aavSdEVp2q407VSa3ihN9zWm1+rSTnVpo670mnT6GGc13SxQTMovKb/k/DLFLzG/3CWXAWbJqSTnkZRHzpHIPfrIuWOKONYRR0ocI6yxwBc5WaRkcZss7pLFAFMsMEUfQaQEMVVr1VrRiVpHrSM6UuuqdUWnla9l5WvFNh+0zYds80FqePcD0x/vgwB4ASzPA5BYBxgE4K+27VNtBz3btm07di62bda2bdsdq+Op+fbHcOUInHhkxWmPOTohKaPAhfWjfR1ymvsa273QUTvQ5VdHw19/ORcnOtulrnKLu2QpUafDkBkWWm2r/R7wlFe85wsnOiI/Ly5E1H/c8xzhJOe4zNVuFSlJtlL1Og2baZE1tjngQU971fu+DDhHOtm5QlzjNlGS5SjToMuIWRZba7uDHvKM13zgK0cT8I5yyj8/1LVuFy1FrnKNuo2abYl1djjkYc963Ye+FuaY2LLEEAXxeQUhxrLyM0M8lZ+eH+Lngrz0kCMigvZHO9X5wlznDjHyVGjSY5I5llpvp8Me8Zw3fOSbIMcxTnOBcNe7U6xU+So16zXZXMtssMvdHvW8N33s24BzrNNdKMINxomTpkCVFn2mmGe5jXa7x2Ne8JZPfBdwjnOGi1zuRuPFS1eoWqt+U823wiZ73OtxL3rbp74POMc708WucJMJEmQoUqPNgGnGrLTZXvd5wkve8ZkfAs4JznKJK91sokSZitVqN2i6BVbZYp/7Pell7/rcj36qre0YOKbsbw7pAQhuAIjC8FW5HGvbtm3bZpKrosmhdge1bdu2bdu2zeRffDt8o8Uu2AMt7ItDcSROxJm4UCoSlhKsxM24F4/jRbyNT/E9/nQU4kudw4oQxGSYBjNhDsyHRbAUVsBqkqSZQh1shzoOxom4GLficbyJr2Xd0IS/ju746MVEmALTYRbMhQWwWMjqLLnLYDVsgK2wC6oYw8E4Eier3bt2ds/FxbgS1+NW3I0H8TiexcuqIanum3gfn+Nb/Iw/HUUXCnpUs0Q/JsFUmAGzYR4shCWwHFYx7CPWwgbYDNtgJwyhihb2xoGGJevicByJ43EqzsaFuBzX4mbcaToJ+/EonsaLeB3v4mN8ie/xa9j+RvG3oycFFsI6KONAnI4b8TQ+DXfXQ14XCujHJJgKM2A2zIOFsERYk0xvOayDrTCEERyK43Eursad4XChwt7jeBFv41N8jz8dffExiKkwi20RXz4shuWwGtbDZtgOZVQxYlvU1x+H42icjLNxMa7GzbgbD9sW853Gq3gfX+Jn/OvoFzEJpsMctsX9hbAElsMqWAsbYDNsg50wFI52CftVtLA3DsThOBLH41ScjQvDUTPsX46bcT+exuv4GN/jb8eAiMn6KpYRyIQ5MB8WwVJYAathHWyELVwuV1x74/wnxxygJDiCMPxXz9z0cnJcntZ7G9u2bTzEtm3btm3btvMQ23Z6qms6tpPD9/1dXTVr/oH20INe9P2piVD7zdRIIIkU0sggi/BfUSHkfzM95FBA8U9NhAl/B7sAKMOAVz5TfYOeY1zJ/Q6O/g6WfgdHfjPT8FBHAy20MYYOxsV4GB8T/K92CMO/lfzeuRu96MfA37sq7yKXr1neyqUNXFrNpRVcWsyleVyayaUpXBrPpQWgouuvPId4BvEU4gnETfGwOCcOxYF4JuMxdMpTiScSt8Wj4oK4W5wQw7r0kaz74dnbtZxyCXEqfeDSay4949JjLt3j0k0uXRGn4kkgVIrHMA9jHsDci7kLczvmFsyNmOtE/J33NR8llDGIob84E6q/kZNgFayDTbANdsE+OATH4BT+7H0T7uLPn2/hIwIlqJsKNEptmoimoploPlqMlqOVaC3aiLainWgvOoiOopPoLLqIrqKb6C56iJ6i5+g1eo8+Uz4IABUfgRd5ZDy7pkPEB4kPEB/m9pXsBwA8eobeUwFnpTJqFD4AUm1rryN+y3aE64U7cArCPcKjwnPC68IHwufskWOP07HuLln3rSZeRbyX9cBs4ifE71nnQnvOcpnccG4iqU0lXk+8jng38T7i08T3iD8SfyB+zzq/jHgd8VrfWR8jPk58gfgi8V1Q7PvsutCEz65bV08Asc8C1VL+URFpGKqWgq8ruq5n1bObWgIU7WBpZgoljKKJ8TAJpsIMmA3zYCEoBLrBHDPs5tzNeZTzKOcO5w7nlJ4UiuY09Pg83GX+HwMB0D9ZueUbFVVdqnqDqdnLOxHXeFW118jEJp2GLnRjGqyEU/CYyRn0ooBh1PUmUHpEb2RY1VsYtvROhuPrzQwn/1bnNty5FXfuwJ3bRT2cV0Yi7kMHE2EKTKfX4v51DCt6dZ5a07Cu1+XZ9QzH9AaG03JlZQQI0R9fr3p3njY007vx9G48vQdP7/EDE3vxxF48sSdPGJqJvXki4sqgylnodt/VfPN7t29+U0PwMS+UXoLTGi5tGB2J046udrFLT8aJsi4VosvHaTyuKQTI0OTRcWgSw8V4bzbXv4Dr38LV9nC14+OamtjOVhRymIRmo13UbuodbzJvBm83f4+uNbrOCrbSgZ5LL6OfS1yU+CA5VXKL5EOpCTCMGTAHFsASWOEHnvfOwSW4BjfhDtyHR/AUnsFLeAPv4StSzDFMsiSIotGZY/fYtm3btm3btm3btm3btm3FO1+uNbv742VUVXecyHvzFj9q9P35BDFHxdqm/nOZI9Q85iS1vzlOHWBOUweaE9RB5hh1sDlFHeL1+69Hv1b6tdKvlX6t9GulXyv9WrVfn8m2qSEZxnMlphnppciM8BJrNB/K7idGyYd1rWeGilG6JkLZw8UoWVOgXM2FUofpOuSPuTVj4I+FPxrmKJgToY2HNgHOOI8jkSUjvy+WlIpSU9PSUjpKTxmoiZooM2WhrNRMbZe9clhOynm5KrfloTyXt/LZnHN+nnV+XnJ+XnB+XnF+XnR+nnd+XnZ+nnN+nqXSj58XqPTj50Uq/Vrpx88z+DkFvVPROxm9k9B7Bg9nono6qmfj4Qy0T8PDWXgYVD2IKfElqaRWL7JrwgqrG+U1Y7XNUp3RwcxjxnxmLOfMlnFmlXRNZeYydQ5TFzNvIfMWMWkBk5b8xWmtgrwa8ko4K+Csh7MWzjo4azwOz54N3v9JQAn9+1dxswnaZmg72Od29lmVfW6EvxXyFsjbPEf+RwKuuwRccwm47RJw0yXgrkvALZeAGy4Bd1wCrrsEXKNqP1X7qdpP1X6q9lPpJwFXScBOXZub/bq2NbtxYA8O7ELvVXJwANX7UH2IHOzlXA5yLhH05DPz63dpqSy1pbG0ls7SWwarB+NlqsxWF5bLWtksO2W/HJXTctFmYw/RbHZqTJtV0GKzCFpsPmodm1vQZHMKmmxeQZPNJWiyOQRNNo/T9AAFD1HwkjN8wRneR8090vFKjJIzo+wpyh6j7DnKnpCXR+h79he5e8uUd0x5A/k15E/QPkD7COc9uQunfeklu+SX4lJeqkt9aS7tpbv0l6EyWnMyXebKYk3KeuEV2BZy7hR27hR07hRw7pRy7hR37hR17pR07hRz7hRx7pRw7nxl39/Y9xf2/VmM8vzhSH7PEWs9DdbH02D9ilGa8ZRY8ZRYPzji+4sXklNVFdWTr6i66urZt1RlXaW3DejNsoG8WTakdxLWl5Po7j2bbABvuvXP9FBMD6NrAxta18Y2rK7NbDB2EoSdhGAnQdlJYHYS/M/PxkZgbkTmhmdKOKZEhRYZWhQ4kTgb3pVtdP4zmvefP6QuFlNiMyUJ6hKjrhfqYkKLwdxEqEuGuqSoS466+OwnLvtJiLp47CoO6hKg7t/mppzLTXmXm7IuN2Vcbqq53FR2uanoclPV5aaSy00Fl5sq1CE2FWpTozYl2lKgLRPaSpOb9OhJi56M6EmHnjToyfAXz6SjpPAIz56TPHuO8+w5zXPxBM+hYzwXT/0F4RyEsxAuQbgA4QqEixDOQ7j8F4TrEK5BuA3hJoS7EG5BuAHhDoTA9P8hIzYbLmXHpay4lAWX8uFSbvzJiT958ScX/uTAnzx/Sy4EuTDkgpALQC4FuTjkopBLQi4GuQjkEn9LLge5POSykMtArga5MuSKkKtCrgS5AuQqkK34hF0oPuGii7hvHFbvFdQr2K8eEb3fmuvXj9Tn+vUjlbl+4RTXK+tvyHn1SvmbRzLqFffnR0y4pBL7O91zYYQwFAVAEALXAr3STNy+xT1N0QE2irzZCpaAkIiYhJSMnIIShcZgcVTUNLR09AyMTDQEJGQUzDg6FiZmloN3uR2uBKLkS/ZXIZrf3Jf6qRMtb9Nfq2AT7P89396xfBAED0YQAAAAgA7tv9Pbtm3bKAFBIWERUTFxCUkpaRlZOXkFRSVlFVU1dQ1NLW0dXT19A0MjYxNTM3MLSytrG1s7ewdHJ2cXVzd3D08vbx9fvz9B8JDYAAAAAGzKbNu2bduo7f7/vkSFSlWq1aBWnXoNGjVp1qJVm3YdOnXp1qNXn34DBg0ZNmLUmHETJk2ZNmPWnHkLFi1ZtmLVmnUbNm3ZtmPXnn0HDh05duLUmXMXLl25duPWnXsPHj159uLVm6CQdx8+ffn249efgLCoiJi4hKSUtIysnLyCkvI/qfSQFAAAAADwtL/Ntm27n2TbNibbbjpn7RtWgEBBgoUIFSZchEhRosWIFSdegkRJkqVIlSZdhkxZsuXIlSdfgUJFipUoVaZchUpVqtWoVadeg8Zf739//z/fP7v+fvnb2T8b/ZPFTZq1aNWmXYdOXbr16NWn34BBQ4aNGDVm3IRJU6bNmDVn3oJFS5atWLVm3YZNW7bt2LVn34FDR46dOHXm3IVLV67duHXn3oNHT55fuLPn+EqeLArg1afuO5UMo5kkw9i2k7Ft27Ztc23btm3bts2zvb/lZO39o7+vqz+V7vNQn3tnKvELOkYEPY0JksFFaT+P1DOnw2UwienM4CA7xkxmMZtDOJTDOJwjOJI5zGUe81nAQoe077uP/a+txF7X4X2r8J51WJuo+Zesw+XxSvzPrEOtQq3F7ESBQ+pRN/U//nv8uX6R9/weEy9Tuiw3gDM5i7M5h3M5j/O5gAu5iEu5jIupep/yfc0YzTEcy3EczwmcyEmczCmczhmcymkuSvkycp13etXx3d+vzfGVH//eFaT8NOXbuvbF315DyjfdcB7hUR7jcZ7gSZ7iaZ7hWZ7jeV7gRV7iZV7hVV7jdd7gTd7ibd7hXT6YD+FDda/Xc4XuMlMpi1jMEpayjOWsYCWrWM061rOGv3rOE53xkXwUH83HaJSj+Q1sZBOb2cJWtrGdHexkD0exi92acdZl2BSbatNsus2wmTbLZtscm2urbLWtsbW2ztbbBttom2yzZq/X7AW20BbZYltiS22ZLbcVtrLX2S5yyj3W9ZVdro/+usfV+Q3WbT02ykbbGBtr42y8TbCJvSZ4ecgJ+aEolISyUB3qQkNoCi2hLXSE7jAvLAibw7awK+wJ+8KBcCgcCcfCiXAqnAnn9NhIT2tzfdGIJjSjBa1oQzs60MlHoEt5Wlxw8udec6G5DS4bgzAYmchCNoZgKIZhOEZgJHKQizzkowCFKEIxSlCKMpRzBR+mO2S5LN3B6w4Zrg8qUIkqVKMGtahDPRr4cM1JcemaY5qj3X4EJCEZfdAX/dAfAzAQKUhFGtIdBv7UeQSko7+LBv5Yn1vv/+cEvwVBHo89EXtS/ub66dgzsWdjz8Wej70go4HaCZBPl0nO60hxg0Gd5bpqwMHlIiGrlekmnvpf0u38/3c1D/tzn95f+uT+2mr0f1V9su/pAv/GHhCHcBhH/vFO8D/XBfoN/519oFL9JzP1luhlTLLJ91Yqm39v9eEje+1c7+tX7eWJAqoC8OF8xH0VquaPKpT2VP98lYLqUL9h7kZUEJVFNVFT1BGNjiZG0+N999XRxmi7dt4PRyej89p7vx09MHq4dt+fHD0zer72318dvTl6Z/T+6KPaMf9i9M3o+9HPYeiDNGRhBApQhho0oQOjMRHTMReLsRLrsRW7cRDHcRaXcRP3x0PxaDwRT8dz8WK8Eq/HW/FufBAfx2fxZXwT38dPPXySH+Az/BCf44t8ha/zLb7Lj/WT/Uw/3y/1q/1Gv93v9Yf9SX/eX/W3/QP9w/1j/ZP9M/3z/Uv9q/0b/Uf9V/1PrZ8Nswrr0Ce91LbaXjtsJ+28XbXb9kB7uD3WnmzPtOfay+2N6vXfax9Wdfm2/dB+7mCv4ir5aq6Wr+Ea+Vqula/jOvl6rpdv4Ab5Rm503t7ETQgavZmb5Vu4Rb6VW+XbuE2+ndvlO7hDvpM75bu4S76bu+V7uEe+l3vl+7hPvp/75Qd4QH6QB+WHeEh+mIedV7ojGBTnOxrnOxbnOx7nOxHnO+m88p1CRZzwtEavVMYzccKzccJzzivheTTGGS/EGS/GGS/FGS/HGa/EGa/GGa/FGa/HGW/EGW/GGW/FGW/HGe/EGe86JEYgSY5EssxBH5mLvjIP/WQ++ssCDJCFGCiLkCKLkSpLkCZLke6AjMRDHewjGCw/ikz5MWTJjyNbfgJD5CcxVH4Kw+SnMVx+BiPkZzFSfg458vPIlV9Anvwi8uWXUCC/jEL5FRTJr6JYfg0l8usold9AmfwmyuUv+GClcnyITEWlTEOVTEe1zECNHIRaORh1MhP1MgsNsgpNshrNshYtsgatsg5tsh7tsgEdshGdUv23fAJCbHqsPjHrSLxM5z9Do0tmMmdyNIvYYFNsgU22SS6wD2dxDIvZaFNtocZ9OZtjWcImm2aLNO7HORzHUjbbdFuscX/O5XiWscVm2BKNB3AeJ7CcrTbTlmo8kPM5kRVss1m2TOMULuAkVrLdZttyjVO5kJNZxQ6bYys0TuMiTmE1O22urXTeVtl8m+eg12652nrkGhsl19pouc7GyPU2Vm6wcXKjjZebbILcbBNdZFOccSmns449OlvGGayn7sDhfJQcwUfLkXyMSzCHizmVNezSeS6XcBprqeeG3JAjC0K+rArVLnIHdSTpsEjPDPN1XHc14WY0zj/XBiQ+2+u/yqZymlLM+GWp5gCtS5IE4ciovH8927Zt27aNq2fb3t2xbdu2bdu2PVk5Nva03R31fY06/W+/EOJ+EGvqeP9jCDRWj7Vir9gHAsamfl4SXoCgEKZgOo7GcVJNaspsyQ4XaFEI1OYfbfNmQyCxqc+ZbmvVlGyfUwsCfr+uxHGpL2nvWbGu7b+1/3MjMM+QsasvlN7AUQXVUQO17LzqoxGaowWbQFCO3dmbfdmfQzmcoziOMziH2czlQi7mMq7inXyIT4cuYUAYA8IIRWUA7XADKuEmfIJTbQ/T8QR38WV8GXaHvWVK2C8cKLPDIeECyQkXhctke7gy3Ch7wi3hVtk/3BHukAPD3eFhOSg8Fp6To/W6rFw5xd7pjuJwey+6lFvt+f4Cj8x6KRN5IwRVPMG6sX5saNfX0q6wbWwfO8bOsVscE8fFvDg/Lo5L4/K4Mq6Oa+P6uDFujlvjdt/2X5YjBOIJS7gg9bNSiVGLaDGfd6HPexEELbPVANdzJyqCEL4SpgMgiv6Y1ieo5Dk96Tl95TlN9ZzmeE65ntMOz+k/ntMBntNBntPBntMxIES7mysAkaXdtBuga3UbRP+j/0Fh/Z/uhSJ6iB6JYqB/47UF8Km0RyXpKP0wSQbIYOTKUJmO+TJT9sYm2VeuwFlylVyFx+RWuRWPy91yN57Qa/VaPAmiYHg+vAqEN8LbiOE9S6SwFtfSaKDltBqaak2thXZaV+uigzbQ5uiorbQLzFsEP1foCl2JQnZWh6KIZ3oUCLF72kQAAkLMSYLm4nAgc2XmahT7fo2pAAixJYPh68Z9zS4iwK9MqkhVVPKzrgJCvk9boLpK/+NpEPz+LMbrDBT62fRgHWPT4tODIWgVsv9u7YNe9X/wWBj1Lf9hMlxGyEgZJaNlTGZnPAgC4XLPpxUIRRVrUtkZgZlpmWkobzU861DB15vpGdSyBtJM2kKsxmcLCvqyHNCaQtYAa7AdYk0wv8/huc7qJE4CeBLP9iXUgTrWx2qCGGmkGsnYgY/QG59Yc6EUk8q4SKpJU9wg7YykB5ykh5ykF2SskfSKk/R+IklqJJJkSGJIhhrx/WQYB3C6jONMzpSFzGGOLOJyLpfFZsLZsoTn8WU5LGSHbLnHrbjXrXjErXjCrfjUrfgqWcFMsoIFkhUsaFY8z1LhxfAqqyQ+WTPxybqJT/ZKfLJ/4pMjEp8clfjkaG2tXTg52cO5dvUDma1DdCxzrJzzucTIWcW1ySqu08P0SO7Qq/Qq7kk+8D+pJPjfVBL8X8qce1kN207ubSzU5T7GQ33ua0zYP1WxeWzO/Y2NljzA+GjNA42RtjzIOGnPg42VjjzEeOnMQ42Zbjws9oq9eHjsE/vwCGNoDI80jsbxKGMpj0cbT/N5jDG1mMcaV0t5nLG1nMcbXyt5gjG2micaZ2t5krG2nicbbxt5ijG3macad1t5Wtwet/P0eFA8iGeAKAei7feEtMHH1vRw1nq6U+OdqonG6RjMdL/yjKD+yHeK5oUXwgtYYJ63wkK3aZHZNBhrzJ+ZWOu+7/A70i53cLe7/x9zpjr+Z97Uwl5mTVPsDUELiPRJT7KsF363DtXqT1M96r/1Le79LQvDhOQAAAAAAQAAAAgAAAAEAA4AAmlkZW9yb21uAARERkxUABpjeXJsABpncmVrABpsYXRuABoABgAAAAAAAQACAAgADAAB/1YAAQAAAAB4Ac2YBUBTX/TH34LcyMFoGN3zvpGS4kC6S0HFMQZMx4bbiAkSA6fY3THE7sAk7cAWW1TCAjEQ7Pi/bcJv1r9rjO3ee86Nd9/3fO7ZgyAIJf2DJP8Gkm8dSPrS/wiE+gOKKg6iENF7NZQSWizUf4I0daBRKBgHVBQVHNUxaEMFCNAUVR0VUViU0AONworjQSxwkmsxXm9aZgz5SP+ioXSIB3EgFsSA+Mi/n+QPmMsNhtWxDD1Ran2bOnnc7D0fMo17NjRcCfURCwm7gBDzEvlPFmPQKDRas2RRz+fi01FjusNXFrQqfvEGakNLRSkgiyqfJV0kJhGrSECnBMC6gCCpKBPwyQwen8Flk6i0XAasA7QlzUoEXGAeN53GzmeyWAxYA6hJWlUJignZtAI+AzYBRpIGHEFH1kCiMrh8ZiaTTuMzOWzYDJhIzBgC8Yc5gZmDzELLyWWys0jUAGCqpwZTYAoFBtJXip4aBcAUF0BxcRvuNjwFjJdbbGL84HSqBJ14QQ6NzWfQSVQON5fDlU0HAFk2ne2QWTIhKX5wxngGN59JZ/CQqUnOpGAKEKIs5DcIpQBhhCgNCGlXRQtRKGjvjv2hCeHLjLVVb1sLFlgkO3DuH7Y5SeVNOt5Ejkn5rHM8fy4VZU2tre4I6n92qOgE/4LFrdrFEPp9ZG9T7aFAq0kX04K8rwZeomrz9ISzmLWOLStMd3CNbCInm+2F2z7H0tDxm7YNhDopFAZtHFZ16emKp99mdyT7+55eeD/sQ5FLl0D18+u8GQGrv5/CxK7Ydou1bhFzOsO+YtrxCTonz57z1rnbXP7aTI3/YKHF9vPvP/OLbZ+8DzMq3XxirfOumd2bnmyzJU6lvV8+Wau+I6Y6/PG4T4/VNzut28YgXb+99NnZ4o1RIYHfDToClRbibmVXlo2bWJgRdHHCqJKEY4TiU4I3545NRmOQGKgp/wTK30tvpYk6lojVSVs5wB574QJ/ZWvb1Ff+915ElJHbAEVR2VERkZgSCoW1AVbAYrAOUCJiNp+f6zVsGIfOyyXzpVIg0zk5Uo2ZEFCo71hloIh8oVEQ8Je0mWE9gTtwFVPEQET+0ZnOZcn1HSZTlLygqAFkxEeqZxNrLB6oDq4AowzUJY0akpmwSJwoAjtJXQtrDsw2IKKCDYCeTDmakgGlenGmAFdPZ/iX+MGUl0MYlVXzBK9Kx4Btr7IPfOpUMamLFiqO80jbFLeOOKfbeKFKIHsgp2d0MXj2kTnHkofT5gRv3TVc64PD3lV7DE/M7RmzFNp5CR+57wq8SXmsw5QvHVNMkiO2MPSfC0akWy9lnznjMbHCXHluQHfbnWR/k4LQ6Q5ExfGbPCdaaNfEGlSUHARCbA0S8bN+RLz65X7Ps9+a3NjY2xOXGxnG/LLi//EYksUwgD1/imHK8MEYTv8Pze8KKLL5Hf+t+eOZWWwGV7IG138zjtfTccMDD9dZbg4MrVP/Xv2aphq/aM/yezudNMJOsb+LfOITNXQvYf0dv25duvROI02ASz0XIcp//IgabrHk5XFH6rF1t7Nr546IfjnN84jWKcu+jNGvdSmcqOTqXTM2oG85mF4Mb2+j39CroqTuGb8iZcsauxh1vZdL79G8g2JNLmsn4RYGf9m+612mb/COXO7ThU/TLmoeOVmRsdigwbqs/dk1i41XjqKnVBcsSmWceKnHrw8QOdxXjpi9cPYC57UFgWbZN7fwC+6pp1JmJc1yabhDPxu6xuvUqW4X3LU3NUb9sxrv7E+e5f0Au3mKxT6rXeQzuacaoypslD/jGrZGr1Bu17Tjbrsoi2MhKhnZkXiAHwo7NIAAURovSO1fCxmlMsCTC/AswAAOcgFu+iNG+TxnaYwX8Mi8H7dPGugeQ75okeM/vjQm7VdXpJnnTKc5Z1HIdAYX+Mho4AZcACweJnaW740E+7/SG7H+u6OcIge3UaeZNephOqY3Iu7G0fX8x7vXqz0BZhKzJVYfEMv+SL9fKSHRXKF37QIHKOL1vHTgUVhTaavE0d/3wPq+uHUxZpsoynrdyhEY47ZLnYIW82zFuwcptTlN/U42dJeu0IwctScnstTfK2xwYxVXEU8/3/dw3/M20unJGheX8O8fHPugwcOMWvik8MBFOyypZtub8JMz7Beol13V+tI2Np8dPV49aFQAW21Pt+fKvV53VSZrfjEW1JYV7WD2f119EE90fFOaquK7KrWDeJ5QngORPdW22M9zat/Xn7IVtVt3tdOwUKN7FnUnvhUujj0h2iucMe61b21stcDFkVx05D5JhTC5Z6JB6uVnG0GyU1Wo/5HLpeea/Cyy6fErG5j8HadMfEoXPjpRb3wbmweEChMRVMX9wBRrzKut7VC7eqfi0XmP7K3H/JaYnP+ZE3pAV8YJ9SQGlykJdidSKJtOHkwqcATioIGUwM3j8UlRDH4BhzsJ9gKeMgfYjm5PogDgTvp5CIQZozhcEi2Pn83hMqcwMkh5PAaJw2YJ4CBAlUnEZ2hwKovG45FcSDF56SwmnRTDZebQuIKfMx1SgGwsvkDCIzcZE4E78PiHiZKq+yATy2f/R6Aod8lD5p8v2Rd4y5btOuQwuOygQj6DnYFcYxKNxcyQrZbKyWBI+SlLw/5NfM6i7q4+uSXy4pWXZ9ybxTMFPLvbBY+bE864va/rNVrXnZx7PdHI1mBryyOUwi6Fvp1PFU2uKm7ZOf2IfuUwUxOV9OttagN6tYAzPi6fODup6NR8L+HUAztHP4Ge6iu49wJS9esXJ9L7V2gaLn73Ojn7HNe9oXj+FiKRtDEUFUsRL307E3huF1Xr1vQZk5Jjwg9nXNvLetLlc1DZ/GT4iKV6+1uy7okC7qR+W24SaOX1jFltaDVpf4jO2371ilOR8OeG3bvMfdJ7uu/eXnPrxQLT/ScCTRNMhKt6xxBegtxO1uJ2J6Xr82Z3086N3R6+3GH6kbt+HhWq4OiBwOVfXzVsK3PbO3bn+0F8ipAdEQJXORDaASTXkQOhvnymk49IiIfs8l9zHYakjYQdD8aCFEUsUoRAHLAZHA6NIhr+GK6goEDKOURlUszRc3nAbsgPDYwN/+bJzaUBVxlEnYEjsBfbiq1FlnIplfwih+XSaS7OWW5SeJrI8igi0Bk6FNBDJcxvGZWDjLWWwHwDIlfYCBjIFKk9GEiRMeGhzhRnCuwqR9uauZcNRvrC7dvNqypzWu4I1u/bl/ITbUuvMzYfb3tR9xqovKUO/4Te7QK7/Im2E9+a1KdFPsB8DA012embb7z0qBH1Sb8IPTKv8Az++OM1J12j1bc+D6ttDKic3t0/vTbinmao9/uHuvOPVn44FNyTyoh5WxM2WZNYZNw+cLO3KSaJ82HF/q2xB0ftOr3s0dNVeF2/OrsiuAZ6S541PUS7SvhKJS0UP3/t2XdLa4pW5hHOBr/28+fgYuxZjoUR4EvXBDxhxE3PvK1Kgoyv5326XoUswj1SDfmuNMkbXXE188aR9uX96uuYJ8mJZNTSqSWV+LL8PPeWr6No/cwLhmsyHI9i2c+14u5qr6hO2VNxsj64bJNtJDTFHePTSFtOb1mn8LJs2su2JQvfv4xppd+ft8FK0ITQtgah7WBSmBa19/D21F0he+kWAtvqjfxfafv/DEASXroBN9h1iJewB3ADHkO87IcJQEsR9+PXsw8ahZEuGznR5RvROsqBDBatgMYd+mmqQdBBiJ1P4zNI0dwsGps5RXZFmlIBYxUIShQPV0+YMvzn/UBmk1SU8apUZNWZHC6bSYO1gIakUQmvHE9jk8I4PAaMyF26b3jDgAxOOnJNAh6fkcOTHDM/to+RAWsDTenu4VUSBLkM5Oxh8wc7YnT+lY7/Jpd7nj+LfTVchMd/v56h/4izBhPYvmreeNEDQftSk8ZywnuqRYiSed/MFdPGK45+o7ytuR/rLGKpGmG3dPfePOn8olXp/K1T+1xxcyubNb4Y5ta3m9psPaVR1NqGOTwz3W+qbVbmao8Za8fda135fdUq9S2PWfOO1t6e/9Yv84znMx3Ke/ePLnfq+27PaX3YHHXJ+G1BRZVDmAp0rVx74uSPd6e1X99/d8UFVcGoQouQ0tOvpsVbdvl/D56z6bZ/rQ542DZr9VMQ7nutRz3hilb3h3WEd3VTVza8eVB6pGQR2Seh3c/pBcNhkunIB53YfdcHWgXgXechap1mWBWFeUA0PgjzPvu1L4E5yOUlyI4sAGQZgWyBtdhyEFTKGDGSSOAJifHOg8pw/nHDgYqUyNIcOFMG4jQwDqQq4iaIQlCiD0EoJT1FEAEs5XisJwEnDyFnhgSy9PQhGFvLwdgA/0c3hMR/ybUxv+bacoCE396Le7jUiTTsjbLi2YjHzJcepHzgKAO6FbAAJLGp2Fg0SH8eXW5CpCLheLLccRUOQoGZ3HFF+LlfhqQfsJFL1v8+MF8e03/m+B8wrexQtdZTL7zXfTP3TBUxTatjZa9+yoYZybwp6tmzNEpWvH/39eY089plroKPA+EshtmWINMr3gPpn7Lulzw9mbNe5U2b/hK2093mXq+mjuLWg6dvRn9VnKty8XtrEAUbUQvqL7p3jKfswD3S2sBgeiXWn9mu9276LfLhKDNi59OM2yn2NccKzRYnT4jduqvIYam2WDngckq5/pLOtu+bCvxsq/XiD90fNcZt/v18l5V7m9Id+ec0Vbtfr8aYzr3J8unWOyR6c3b1+N3Ha9a3BpQ+XbXHHKDsO8Y8qzr6Sm+cUGt/SPJwQobfOsr806WW23A8/9W755ZN05/Sv+7+o9LZo/a9Xe+SHQILsUcQTB9Ao1CgvPr/GYZ/PzbknkCKyx8Ag6EbqoKB8fKPN4GxXA0HqwN5qy6w/KcjFkZUnbTA5+Jhv0Xu7XVkQ2Gj1ulWh1fNoESuCx7OBWwxq2wiFA9xoDyIC9EhBkRCajSIDfGQUgzSxkG+M5GWHIgJsSABUitASnwoGykFI3YG8jcJKUv6ZCDfVMSHK/VlIZ90pCUOGSNHNuYvpMUKUZDzNYtlXXE2E7XN/J8YJQ2EPO+/NddtSSPx7qKznRdainU3p45TCcyc/Q3LLrMxZdewnAIY2sr7LhqGhh0dqXTjxQvf8JbGu8XuX9e5bl6vtEx4sYoRZ1H3ZfM6cphyYJJ44a38Fxq4TJe96+rvZVfWRoraVdfP//ih9Tid/XBN82nqp2LrJ9lcYe+jzJRNjbXnHui23Xqa4vDMpGSGdlTgFkvv/ms9zzJsqynZ+LUmJuSwuL7P52asSj98xsB8yd2Lz5TVE0gdRY2u1z5lXprwPeTb9sp+U+8so9SznoJFo7+cCCrPYtglV9ed9Whsd8FbTpu0xMn+BbUMOE0tcY6r/ODvFHFsgVu1EI0DQrTSP3dPERaiPiC07ZcImPs//Wzp94db8oIcB/Tl9YgbqiihgPE/FgVYQ5pdDIddYQ/YE4CU3+Q4kOBk2DxpZLxx6qQvee2oEtv5V+L/IIfFG+w/dNjMnKS0T3e/d+fRzUeIao83qAaFnOi7+t3T/diHsMAYuGJBtdvlL3WJp+8xr727WXiS5vn5zuZXTSk3olNbHnyhr0cFFy6rvbR7mWHSmoaRoX073OubkixO6b3FhhTEPV7hHvUtyeIzvG13yruDeR1dY68u6Rpvf6jV65yxp/2rtdt26c/ZdXncYcUxhKLRnhW6G3aibKvNZ7fsyZpzVOFmvC+8bHlJ/6jzlZ07sxNrF62mTV8+AuOZttnSkDhlrc2t5snTPAonhMe92uGwUrvD9bpg/tY1X15Xjr+duP71564i8epZwW8XF3aNeTc8MqVFebVLVXRW8dvd5jmLv64Wz8TkBPddgSDoXwDF4J9IAAA=) format('woff');
font-style:normal;
font-weight:700;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
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font-family:"Source Sans Pro";
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) 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font-style:italic;
font-weight:400;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
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) format('woff');
font-style:italic;
font-weight:700;
-webkit-font-smoothing: antialiased;
-moz-osx-font-smoothing: grayscale;
}
</style>
<style>/*! normalize.css v2.1.3 | MIT License | git.io/normalize */
/* ==========================================================================
HTML5 display definitions
========================================================================== */
/**
* Correct `block` display not defined in IE 8/9.
*/
article,
aside,
details,
figcaption,
figure,
footer,
header,
hgroup,
main,
nav,
section,
summary {
display: block;
}
/**
* Correct `inline-block` display not defined in IE 8/9.
*/
audio,
canvas,
video {
display: inline-block;
}
/**
* Prevent modern browsers from displaying `audio` without controls.
* Remove excess height in iOS 5 devices.
*/
audio:not([controls]) {
display: none;
height: 0;
}
/**
* Address `[hidden]` styling not present in IE 8/9.
* Hide the `template` element in IE, Safari, and Firefox < 22.
*/
[hidden],
template {
display: none;
}
/* ==========================================================================
Base
========================================================================== */
/**
* 1. Set default font family to sans-serif.
* 2. Prevent iOS text size adjust after orientation change, without disabling
* user zoom.
*/
html {
font-family: sans-serif;
/* 1 */
-ms-text-size-adjust: 100%;
/* 2 */
-webkit-text-size-adjust: 100%;
/* 2 */
}
/**
* Remove default margin.
*/
body {
margin: 0;
}
/* ==========================================================================
Links
========================================================================== */
/**
* Remove the gray background color from active links in IE 10.
*/
a {
background: transparent;
}
/**
* Address `outline` inconsistency between Chrome and other browsers.
*/
a:focus {
outline: thin dotted;
}
/**
* Improve readability when focused and also mouse hovered in all browsers.
*/
a:active,
a:hover {
outline: 0;
}
/* ==========================================================================
Typography
========================================================================== */
/**
* Address variable `h1` font-size and margin within `section` and `article`
* contexts in Firefox 4+, Safari 5, and Chrome.
*/
h1 {
font-size: 2em;
margin: 0.67em 0;
}
/**
* Address styling not present in IE 8/9, Safari 5, and Chrome.
*/
abbr[title] {
border-bottom: 1px dotted;
}
/**
* Address style set to `bolder` in Firefox 4+, Safari 5, and Chrome.
*/
b,
strong {
font-weight: bold;
}
/**
* Address styling not present in Safari 5 and Chrome.
*/
dfn {
font-style: italic;
}
/**
* Address differences between Firefox and other browsers.
*/
hr {
-moz-box-sizing: content-box;
box-sizing: content-box;
height: 0;
}
/**
* Address styling not present in IE 8/9.
*/
mark {
background: #ff0;
color: #000;
}
/**
* Correct font family set oddly in Safari 5 and Chrome.
*/
code,
kbd,
pre,
samp {
font-family: monospace, serif;
font-size: 1em;
}
/**
* Improve readability of pre-formatted text in all browsers.
*/
pre {
white-space: pre-wrap;
}
/**
* Set consistent quote types.
*/
q {
quotes: "\201C" "\201D" "\2018" "\2019";
}
/**
* Address inconsistent and variable font size in all browsers.
*/
small {
font-size: 80%;
}
/**
* Prevent `sub` and `sup` affecting `line-height` in all browsers.
*/
sub,
sup {
font-size: 75%;
line-height: 0;
position: relative;
vertical-align: baseline;
}
sup {
top: -0.5em;
}
sub {
bottom: -0.25em;
}
/* ==========================================================================
Embedded content
========================================================================== */
/**
* Remove border when inside `a` element in IE 8/9.
*/
img {
border: 0;
}
/**
* Correct overflow displayed oddly in IE 9.
*/
svg:not(:root) {
overflow: hidden;
}
/* ==========================================================================
Figures
========================================================================== */
/**
* Address margin not present in IE 8/9 and Safari 5.
*/
figure {
margin: 0;
}
/* ==========================================================================
Forms
========================================================================== */
/**
* Define consistent border, margin, and padding.
*/
fieldset {
border: 1px solid #c0c0c0;
margin: 0 2px;
padding: 0.35em 0.625em 0.75em;
}
/**
* 1. Correct `color` not being inherited in IE 8/9.
* 2. Remove padding so people aren't caught out if they zero out fieldsets.
*/
legend {
border: 0;
/* 1 */
padding: 0;
/* 2 */
}
/**
* 1. Correct font family not being inherited in all browsers.
* 2. Correct font size not being inherited in all browsers.
* 3. Address margins set differently in Firefox 4+, Safari 5, and Chrome.
*/
button,
input,
select,
textarea {
font-family: inherit;
/* 1 */
font-size: 100%;
/* 2 */
margin: 0;
/* 3 */
}
/**
* Address Firefox 4+ setting `line-height` on `input` using `!important` in
* the UA stylesheet.
*/
button,
input {
line-height: normal;
}
/**
* Address inconsistent `text-transform` inheritance for `button` and `select`.
* All other form control elements do not inherit `text-transform` values.
* Correct `button` style inheritance in Chrome, Safari 5+, and IE 8+.
* Correct `select` style inheritance in Firefox 4+ and Opera.
*/
button,
select {
text-transform: none;
}
/**
* 1. Avoid the WebKit bug in Android 4.0.* where (2) destroys native `audio`
* and `video` controls.
* 2. Correct inability to style clickable `input` types in iOS.
* 3. Improve usability and consistency of cursor style between image-type
* `input` and others.
*/
button,
html input[type="button"],
input[type="reset"],
input[type="submit"] {
-webkit-appearance: button;
/* 2 */
cursor: pointer;
/* 3 */
}
/**
* Re-set default cursor for disabled elements.
*/
button[disabled],
html input[disabled] {
cursor: default;
}
/**
* 1. Address box sizing set to `content-box` in IE 8/9/10.
* 2. Remove excess padding in IE 8/9/10.
*/
input[type="checkbox"],
input[type="radio"] {
box-sizing: border-box;
/* 1 */
padding: 0;
/* 2 */
}
/**
* 1. Address `appearance` set to `searchfield` in Safari 5 and Chrome.
* 2. Address `box-sizing` set to `border-box` in Safari 5 and Chrome
* (include `-moz` to future-proof).
*/
input[type="search"] {
-webkit-appearance: textfield;
/* 1 */
-moz-box-sizing: content-box;
-webkit-box-sizing: content-box;
/* 2 */
box-sizing: content-box;
}
/**
* Remove inner padding and search cancel button in Safari 5 and Chrome
* on OS X.
*/
input[type="search"]::-webkit-search-cancel-button,
input[type="search"]::-webkit-search-decoration {
-webkit-appearance: none;
}
/**
* Remove inner padding and border in Firefox 4+.
*/
button::-moz-focus-inner,
input::-moz-focus-inner {
border: 0;
padding: 0;
}
/**
* 1. Remove default vertical scrollbar in IE 8/9.
* 2. Improve readability and alignment in all browsers.
*/
textarea {
overflow: auto;
/* 1 */
vertical-align: top;
/* 2 */
}
/* ==========================================================================
Tables
========================================================================== */
/**
* Remove most spacing between table cells.
*/
table {
border-collapse: collapse;
border-spacing: 0;
}
/* Fonts */
/* Colors */
/*!
* Font Awesome Free 5.13.0 by @fontawesome - https://fontawesome.com
* License - https://fontawesome.com/license/free (Icons: CC BY 4.0, Fonts: SIL OFL 1.1, Code: MIT License)
*/
.fa,
.fas,
.far,
.fal,
.fad,
.fab {
-moz-osx-font-smoothing: grayscale;
-webkit-font-smoothing: antialiased;
display: inline-block;
font-style: normal;
font-variant: normal;
text-rendering: auto;
line-height: 1;
}
/* makes the font 33% larger relative to the icon container */
.fa-lg {
font-size: 1.33333333em;
line-height: 0.75em;
vertical-align: -0.0667em;
}
.fa-xs {
font-size: 0.75em;
}
.fa-sm {
font-size: 0.875em;
}
.fa-1x {
font-size: 1em;
}
.fa-2x {
font-size: 2em;
}
.fa-3x {
font-size: 3em;
}
.fa-4x {
font-size: 4em;
}
.fa-5x {
font-size: 5em;
}
.fa-6x {
font-size: 6em;
}
.fa-7x {
font-size: 7em;
}
.fa-8x {
font-size: 8em;
}
.fa-9x {
font-size: 9em;
}
.fa-10x {
font-size: 10em;
}
.fa-fw {
text-align: center;
width: 1.25em;
}
.fa-ul {
list-style-type: none;
margin-left: 2.5em;
padding-left: 0;
}
.fa-ul > li {
position: relative;
}
.fa-li {
left: -2em;
position: absolute;
text-align: center;
width: 2em;
line-height: inherit;
}
.fa-border {
border-radius: 0.1em;
border: solid 0.08em #eee;
padding: 0.2em 0.25em 0.15em;
}
.fa-pull-left {
float: left;
}
.fa-pull-right {
float: right;
}
.fa.fa-pull-left,
.fas.fa-pull-left,
.far.fa-pull-left,
.fal.fa-pull-left,
.fab.fa-pull-left {
margin-right: 0.3em;
}
.fa.fa-pull-right,
.fas.fa-pull-right,
.far.fa-pull-right,
.fal.fa-pull-right,
.fab.fa-pull-right {
margin-left: 0.3em;
}
.fa-spin {
animation: fa-spin 2s infinite linear;
}
.fa-pulse {
animation: fa-spin 1s infinite steps(8);
}
@keyframes fa-spin {
0% {
transform: rotate(0deg);
}
100% {
transform: rotate(360deg);
}
}
.fa-rotate-90 {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=1)";
transform: rotate(90deg);
}
.fa-rotate-180 {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2)";
transform: rotate(180deg);
}
.fa-rotate-270 {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=3)";
transform: rotate(270deg);
}
.fa-flip-horizontal {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=0, mirror=1)";
transform: scale(-1, 1);
}
.fa-flip-vertical {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";
transform: scale(1, -1);
}
.fa-flip-both,
.fa-flip-horizontal.fa-flip-vertical {
-ms-filter: "progid:DXImageTransform.Microsoft.BasicImage(rotation=2, mirror=1)";
transform: scale(-1, -1);
}
:root .fa-rotate-90,
:root .fa-rotate-180,
:root .fa-rotate-270,
:root .fa-flip-horizontal,
:root .fa-flip-vertical,
:root .fa-flip-both {
filter: none;
}
.fa-stack {
display: inline-block;
height: 2em;
line-height: 2em;
position: relative;
vertical-align: middle;
width: 2em;
}
.fa-stack-1x,
.fa-stack-2x {
left: 0;
position: absolute;
text-align: center;
width: 100%;
}
.fa-stack-1x {
line-height: inherit;
}
.fa-stack-2x {
font-size: 2em;
}
.fa-inverse {
color: #fff;
}
/* Font Awesome uses the Unicode Private Use Area (PUA) to ensure screen
readers do not read off random characters that represent icons */
.fa-500px:before {
content: "\f26e";
}
.fa-accessible-icon:before {
content: "\f368";
}
.fa-accusoft:before {
content: "\f369";
}
.fa-acquisitions-incorporated:before {
content: "\f6af";
}
.fa-ad:before {
content: "\f641";
}
.fa-address-book:before {
content: "\f2b9";
}
.fa-address-card:before {
content: "\f2bb";
}
.fa-adjust:before {
content: "\f042";
}
.fa-adn:before {
content: "\f170";
}
.fa-adobe:before {
content: "\f778";
}
.fa-adversal:before {
content: "\f36a";
}
.fa-affiliatetheme:before {
content: "\f36b";
}
.fa-air-freshener:before {
content: "\f5d0";
}
.fa-airbnb:before {
content: "\f834";
}
.fa-algolia:before {
content: "\f36c";
}
.fa-align-center:before {
content: "\f037";
}
.fa-align-justify:before {
content: "\f039";
}
.fa-align-left:before {
content: "\f036";
}
.fa-align-right:before {
content: "\f038";
}
.fa-alipay:before {
content: "\f642";
}
.fa-allergies:before {
content: "\f461";
}
.fa-amazon:before {
content: "\f270";
}
.fa-amazon-pay:before {
content: "\f42c";
}
.fa-ambulance:before {
content: "\f0f9";
}
.fa-american-sign-language-interpreting:before {
content: "\f2a3";
}
.fa-amilia:before {
content: "\f36d";
}
.fa-anchor:before {
content: "\f13d";
}
.fa-android:before {
content: "\f17b";
}
.fa-angellist:before {
content: "\f209";
}
.fa-angle-double-down:before {
content: "\f103";
}
.fa-angle-double-left:before {
content: "\f100";
}
.fa-angle-double-right:before {
content: "\f101";
}
.fa-angle-double-up:before {
content: "\f102";
}
.fa-angle-down:before {
content: "\f107";
}
.fa-angle-left:before {
content: "\f104";
}
.fa-angle-right:before {
content: "\f105";
}
.fa-angle-up:before {
content: "\f106";
}
.fa-angry:before {
content: "\f556";
}
.fa-angrycreative:before {
content: "\f36e";
}
.fa-angular:before {
content: "\f420";
}
.fa-ankh:before {
content: "\f644";
}
.fa-app-store:before {
content: "\f36f";
}
.fa-app-store-ios:before {
content: "\f370";
}
.fa-apper:before {
content: "\f371";
}
.fa-apple:before {
content: "\f179";
}
.fa-apple-alt:before {
content: "\f5d1";
}
.fa-apple-pay:before {
content: "\f415";
}
.fa-archive:before {
content: "\f187";
}
.fa-archway:before {
content: "\f557";
}
.fa-arrow-alt-circle-down:before {
content: "\f358";
}
.fa-arrow-alt-circle-left:before {
content: "\f359";
}
.fa-arrow-alt-circle-right:before {
content: "\f35a";
}
.fa-arrow-alt-circle-up:before {
content: "\f35b";
}
.fa-arrow-circle-down:before {
content: "\f0ab";
}
.fa-arrow-circle-left:before {
content: "\f0a8";
}
.fa-arrow-circle-right:before {
content: "\f0a9";
}
.fa-arrow-circle-up:before {
content: "\f0aa";
}
.fa-arrow-down:before {
content: "\f063";
}
.fa-arrow-left:before {
content: "\f060";
}
.fa-arrow-right:before {
content: "\f061";
}
.fa-arrow-up:before {
content: "\f062";
}
.fa-arrows-alt:before {
content: "\f0b2";
}
.fa-arrows-alt-h:before {
content: "\f337";
}
.fa-arrows-alt-v:before {
content: "\f338";
}
.fa-artstation:before {
content: "\f77a";
}
.fa-assistive-listening-systems:before {
content: "\f2a2";
}
.fa-asterisk:before {
content: "\f069";
}
.fa-asymmetrik:before {
content: "\f372";
}
.fa-at:before {
content: "\f1fa";
}
.fa-atlas:before {
content: "\f558";
}
.fa-atlassian:before {
content: "\f77b";
}
.fa-atom:before {
content: "\f5d2";
}
.fa-audible:before {
content: "\f373";
}
.fa-audio-description:before {
content: "\f29e";
}
.fa-autoprefixer:before {
content: "\f41c";
}
.fa-avianex:before {
content: "\f374";
}
.fa-aviato:before {
content: "\f421";
}
.fa-award:before {
content: "\f559";
}
.fa-aws:before {
content: "\f375";
}
.fa-baby:before {
content: "\f77c";
}
.fa-baby-carriage:before {
content: "\f77d";
}
.fa-backspace:before {
content: "\f55a";
}
.fa-backward:before {
content: "\f04a";
}
.fa-bacon:before {
content: "\f7e5";
}
.fa-bahai:before {
content: "\f666";
}
.fa-balance-scale:before {
content: "\f24e";
}
.fa-balance-scale-left:before {
content: "\f515";
}
.fa-balance-scale-right:before {
content: "\f516";
}
.fa-ban:before {
content: "\f05e";
}
.fa-band-aid:before {
content: "\f462";
}
.fa-bandcamp:before {
content: "\f2d5";
}
.fa-barcode:before {
content: "\f02a";
}
.fa-bars:before {
content: "\f0c9";
}
.fa-baseball-ball:before {
content: "\f433";
}
.fa-basketball-ball:before {
content: "\f434";
}
.fa-bath:before {
content: "\f2cd";
}
.fa-battery-empty:before {
content: "\f244";
}
.fa-battery-full:before {
content: "\f240";
}
.fa-battery-half:before {
content: "\f242";
}
.fa-battery-quarter:before {
content: "\f243";
}
.fa-battery-three-quarters:before {
content: "\f241";
}
.fa-battle-net:before {
content: "\f835";
}
.fa-bed:before {
content: "\f236";
}
.fa-beer:before {
content: "\f0fc";
}
.fa-behance:before {
content: "\f1b4";
}
.fa-behance-square:before {
content: "\f1b5";
}
.fa-bell:before {
content: "\f0f3";
}
.fa-bell-slash:before {
content: "\f1f6";
}
.fa-bezier-curve:before {
content: "\f55b";
}
.fa-bible:before {
content: "\f647";
}
.fa-bicycle:before {
content: "\f206";
}
.fa-biking:before {
content: "\f84a";
}
.fa-bimobject:before {
content: "\f378";
}
.fa-binoculars:before {
content: "\f1e5";
}
.fa-biohazard:before {
content: "\f780";
}
.fa-birthday-cake:before {
content: "\f1fd";
}
.fa-bitbucket:before {
content: "\f171";
}
.fa-bitcoin:before {
content: "\f379";
}
.fa-bity:before {
content: "\f37a";
}
.fa-black-tie:before {
content: "\f27e";
}
.fa-blackberry:before {
content: "\f37b";
}
.fa-blender:before {
content: "\f517";
}
.fa-blender-phone:before {
content: "\f6b6";
}
.fa-blind:before {
content: "\f29d";
}
.fa-blog:before {
content: "\f781";
}
.fa-blogger:before {
content: "\f37c";
}
.fa-blogger-b:before {
content: "\f37d";
}
.fa-bluetooth:before {
content: "\f293";
}
.fa-bluetooth-b:before {
content: "\f294";
}
.fa-bold:before {
content: "\f032";
}
.fa-bolt:before {
content: "\f0e7";
}
.fa-bomb:before {
content: "\f1e2";
}
.fa-bone:before {
content: "\f5d7";
}
.fa-bong:before {
content: "\f55c";
}
.fa-book:before {
content: "\f02d";
}
.fa-book-dead:before {
content: "\f6b7";
}
.fa-book-medical:before {
content: "\f7e6";
}
.fa-book-open:before {
content: "\f518";
}
.fa-book-reader:before {
content: "\f5da";
}
.fa-bookmark:before {
content: "\f02e";
}
.fa-bootstrap:before {
content: "\f836";
}
.fa-border-all:before {
content: "\f84c";
}
.fa-border-none:before {
content: "\f850";
}
.fa-border-style:before {
content: "\f853";
}
.fa-bowling-ball:before {
content: "\f436";
}
.fa-box:before {
content: "\f466";
}
.fa-box-open:before {
content: "\f49e";
}
.fa-box-tissue:before {
content: "\f95b";
}
.fa-boxes:before {
content: "\f468";
}
.fa-braille:before {
content: "\f2a1";
}
.fa-brain:before {
content: "\f5dc";
}
.fa-bread-slice:before {
content: "\f7ec";
}
.fa-briefcase:before {
content: "\f0b1";
}
.fa-briefcase-medical:before {
content: "\f469";
}
.fa-broadcast-tower:before {
content: "\f519";
}
.fa-broom:before {
content: "\f51a";
}
.fa-brush:before {
content: "\f55d";
}
.fa-btc:before {
content: "\f15a";
}
.fa-buffer:before {
content: "\f837";
}
.fa-bug:before {
content: "\f188";
}
.fa-building:before {
content: "\f1ad";
}
.fa-bullhorn:before {
content: "\f0a1";
}
.fa-bullseye:before {
content: "\f140";
}
.fa-burn:before {
content: "\f46a";
}
.fa-buromobelexperte:before {
content: "\f37f";
}
.fa-bus:before {
content: "\f207";
}
.fa-bus-alt:before {
content: "\f55e";
}
.fa-business-time:before {
content: "\f64a";
}
.fa-buy-n-large:before {
content: "\f8a6";
}
.fa-buysellads:before {
content: "\f20d";
}
.fa-calculator:before {
content: "\f1ec";
}
.fa-calendar:before {
content: "\f133";
}
.fa-calendar-alt:before {
content: "\f073";
}
.fa-calendar-check:before {
content: "\f274";
}
.fa-calendar-day:before {
content: "\f783";
}
.fa-calendar-minus:before {
content: "\f272";
}
.fa-calendar-plus:before {
content: "\f271";
}
.fa-calendar-times:before {
content: "\f273";
}
.fa-calendar-week:before {
content: "\f784";
}
.fa-camera:before {
content: "\f030";
}
.fa-camera-retro:before {
content: "\f083";
}
.fa-campground:before {
content: "\f6bb";
}
.fa-canadian-maple-leaf:before {
content: "\f785";
}
.fa-candy-cane:before {
content: "\f786";
}
.fa-cannabis:before {
content: "\f55f";
}
.fa-capsules:before {
content: "\f46b";
}
.fa-car:before {
content: "\f1b9";
}
.fa-car-alt:before {
content: "\f5de";
}
.fa-car-battery:before {
content: "\f5df";
}
.fa-car-crash:before {
content: "\f5e1";
}
.fa-car-side:before {
content: "\f5e4";
}
.fa-caravan:before {
content: "\f8ff";
}
.fa-caret-down:before {
content: "\f0d7";
}
.fa-caret-left:before {
content: "\f0d9";
}
.fa-caret-right:before {
content: "\f0da";
}
.fa-caret-square-down:before {
content: "\f150";
}
.fa-caret-square-left:before {
content: "\f191";
}
.fa-caret-square-right:before {
content: "\f152";
}
.fa-caret-square-up:before {
content: "\f151";
}
.fa-caret-up:before {
content: "\f0d8";
}
.fa-carrot:before {
content: "\f787";
}
.fa-cart-arrow-down:before {
content: "\f218";
}
.fa-cart-plus:before {
content: "\f217";
}
.fa-cash-register:before {
content: "\f788";
}
.fa-cat:before {
content: "\f6be";
}
.fa-cc-amazon-pay:before {
content: "\f42d";
}
.fa-cc-amex:before {
content: "\f1f3";
}
.fa-cc-apple-pay:before {
content: "\f416";
}
.fa-cc-diners-club:before {
content: "\f24c";
}
.fa-cc-discover:before {
content: "\f1f2";
}
.fa-cc-jcb:before {
content: "\f24b";
}
.fa-cc-mastercard:before {
content: "\f1f1";
}
.fa-cc-paypal:before {
content: "\f1f4";
}
.fa-cc-stripe:before {
content: "\f1f5";
}
.fa-cc-visa:before {
content: "\f1f0";
}
.fa-centercode:before {
content: "\f380";
}
.fa-centos:before {
content: "\f789";
}
.fa-certificate:before {
content: "\f0a3";
}
.fa-chair:before {
content: "\f6c0";
}
.fa-chalkboard:before {
content: "\f51b";
}
.fa-chalkboard-teacher:before {
content: "\f51c";
}
.fa-charging-station:before {
content: "\f5e7";
}
.fa-chart-area:before {
content: "\f1fe";
}
.fa-chart-bar:before {
content: "\f080";
}
.fa-chart-line:before {
content: "\f201";
}
.fa-chart-pie:before {
content: "\f200";
}
.fa-check:before {
content: "\f00c";
}
.fa-check-circle:before {
content: "\f058";
}
.fa-check-double:before {
content: "\f560";
}
.fa-check-square:before {
content: "\f14a";
}
.fa-cheese:before {
content: "\f7ef";
}
.fa-chess:before {
content: "\f439";
}
.fa-chess-bishop:before {
content: "\f43a";
}
.fa-chess-board:before {
content: "\f43c";
}
.fa-chess-king:before {
content: "\f43f";
}
.fa-chess-knight:before {
content: "\f441";
}
.fa-chess-pawn:before {
content: "\f443";
}
.fa-chess-queen:before {
content: "\f445";
}
.fa-chess-rook:before {
content: "\f447";
}
.fa-chevron-circle-down:before {
content: "\f13a";
}
.fa-chevron-circle-left:before {
content: "\f137";
}
.fa-chevron-circle-right:before {
content: "\f138";
}
.fa-chevron-circle-up:before {
content: "\f139";
}
.fa-chevron-down:before {
content: "\f078";
}
.fa-chevron-left:before {
content: "\f053";
}
.fa-chevron-right:before {
content: "\f054";
}
.fa-chevron-up:before {
content: "\f077";
}
.fa-child:before {
content: "\f1ae";
}
.fa-chrome:before {
content: "\f268";
}
.fa-chromecast:before {
content: "\f838";
}
.fa-church:before {
content: "\f51d";
}
.fa-circle:before {
content: "\f111";
}
.fa-circle-notch:before {
content: "\f1ce";
}
.fa-city:before {
content: "\f64f";
}
.fa-clinic-medical:before {
content: "\f7f2";
}
.fa-clipboard:before {
content: "\f328";
}
.fa-clipboard-check:before {
content: "\f46c";
}
.fa-clipboard-list:before {
content: "\f46d";
}
.fa-clock:before {
content: "\f017";
}
.fa-clone:before {
content: "\f24d";
}
.fa-closed-captioning:before {
content: "\f20a";
}
.fa-cloud:before {
content: "\f0c2";
}
.fa-cloud-download-alt:before {
content: "\f381";
}
.fa-cloud-meatball:before {
content: "\f73b";
}
.fa-cloud-moon:before {
content: "\f6c3";
}
.fa-cloud-moon-rain:before {
content: "\f73c";
}
.fa-cloud-rain:before {
content: "\f73d";
}
.fa-cloud-showers-heavy:before {
content: "\f740";
}
.fa-cloud-sun:before {
content: "\f6c4";
}
.fa-cloud-sun-rain:before {
content: "\f743";
}
.fa-cloud-upload-alt:before {
content: "\f382";
}
.fa-cloudscale:before {
content: "\f383";
}
.fa-cloudsmith:before {
content: "\f384";
}
.fa-cloudversify:before {
content: "\f385";
}
.fa-cocktail:before {
content: "\f561";
}
.fa-code:before {
content: "\f121";
}
.fa-code-branch:before {
content: "\f126";
}
.fa-codepen:before {
content: "\f1cb";
}
.fa-codiepie:before {
content: "\f284";
}
.fa-coffee:before {
content: "\f0f4";
}
.fa-cog:before {
content: "\f013";
}
.fa-cogs:before {
content: "\f085";
}
.fa-coins:before {
content: "\f51e";
}
.fa-columns:before {
content: "\f0db";
}
.fa-comment:before {
content: "\f075";
}
.fa-comment-alt:before {
content: "\f27a";
}
.fa-comment-dollar:before {
content: "\f651";
}
.fa-comment-dots:before {
content: "\f4ad";
}
.fa-comment-medical:before {
content: "\f7f5";
}
.fa-comment-slash:before {
content: "\f4b3";
}
.fa-comments:before {
content: "\f086";
}
.fa-comments-dollar:before {
content: "\f653";
}
.fa-compact-disc:before {
content: "\f51f";
}
.fa-compass:before {
content: "\f14e";
}
.fa-compress:before {
content: "\f066";
}
.fa-compress-alt:before {
content: "\f422";
}
.fa-compress-arrows-alt:before {
content: "\f78c";
}
.fa-concierge-bell:before {
content: "\f562";
}
.fa-confluence:before {
content: "\f78d";
}
.fa-connectdevelop:before {
content: "\f20e";
}
.fa-contao:before {
content: "\f26d";
}
.fa-cookie:before {
content: "\f563";
}
.fa-cookie-bite:before {
content: "\f564";
}
.fa-copy:before {
content: "\f0c5";
}
.fa-copyright:before {
content: "\f1f9";
}
.fa-cotton-bureau:before {
content: "\f89e";
}
.fa-couch:before {
content: "\f4b8";
}
.fa-cpanel:before {
content: "\f388";
}
.fa-creative-commons:before {
content: "\f25e";
}
.fa-creative-commons-by:before {
content: "\f4e7";
}
.fa-creative-commons-nc:before {
content: "\f4e8";
}
.fa-creative-commons-nc-eu:before {
content: "\f4e9";
}
.fa-creative-commons-nc-jp:before {
content: "\f4ea";
}
.fa-creative-commons-nd:before {
content: "\f4eb";
}
.fa-creative-commons-pd:before {
content: "\f4ec";
}
.fa-creative-commons-pd-alt:before {
content: "\f4ed";
}
.fa-creative-commons-remix:before {
content: "\f4ee";
}
.fa-creative-commons-sa:before {
content: "\f4ef";
}
.fa-creative-commons-sampling:before {
content: "\f4f0";
}
.fa-creative-commons-sampling-plus:before {
content: "\f4f1";
}
.fa-creative-commons-share:before {
content: "\f4f2";
}
.fa-creative-commons-zero:before {
content: "\f4f3";
}
.fa-credit-card:before {
content: "\f09d";
}
.fa-critical-role:before {
content: "\f6c9";
}
.fa-crop:before {
content: "\f125";
}
.fa-crop-alt:before {
content: "\f565";
}
.fa-cross:before {
content: "\f654";
}
.fa-crosshairs:before {
content: "\f05b";
}
.fa-crow:before {
content: "\f520";
}
.fa-crown:before {
content: "\f521";
}
.fa-crutch:before {
content: "\f7f7";
}
.fa-css3:before {
content: "\f13c";
}
.fa-css3-alt:before {
content: "\f38b";
}
.fa-cube:before {
content: "\f1b2";
}
.fa-cubes:before {
content: "\f1b3";
}
.fa-cut:before {
content: "\f0c4";
}
.fa-cuttlefish:before {
content: "\f38c";
}
.fa-d-and-d:before {
content: "\f38d";
}
.fa-d-and-d-beyond:before {
content: "\f6ca";
}
.fa-dailymotion:before {
content: "\f952";
}
.fa-dashcube:before {
content: "\f210";
}
.fa-database:before {
content: "\f1c0";
}
.fa-deaf:before {
content: "\f2a4";
}
.fa-delicious:before {
content: "\f1a5";
}
.fa-democrat:before {
content: "\f747";
}
.fa-deploydog:before {
content: "\f38e";
}
.fa-deskpro:before {
content: "\f38f";
}
.fa-desktop:before {
content: "\f108";
}
.fa-dev:before {
content: "\f6cc";
}
.fa-deviantart:before {
content: "\f1bd";
}
.fa-dharmachakra:before {
content: "\f655";
}
.fa-dhl:before {
content: "\f790";
}
.fa-diagnoses:before {
content: "\f470";
}
.fa-diaspora:before {
content: "\f791";
}
.fa-dice:before {
content: "\f522";
}
.fa-dice-d20:before {
content: "\f6cf";
}
.fa-dice-d6:before {
content: "\f6d1";
}
.fa-dice-five:before {
content: "\f523";
}
.fa-dice-four:before {
content: "\f524";
}
.fa-dice-one:before {
content: "\f525";
}
.fa-dice-six:before {
content: "\f526";
}
.fa-dice-three:before {
content: "\f527";
}
.fa-dice-two:before {
content: "\f528";
}
.fa-digg:before {
content: "\f1a6";
}
.fa-digital-ocean:before {
content: "\f391";
}
.fa-digital-tachograph:before {
content: "\f566";
}
.fa-directions:before {
content: "\f5eb";
}
.fa-discord:before {
content: "\f392";
}
.fa-discourse:before {
content: "\f393";
}
.fa-disease:before {
content: "\f7fa";
}
.fa-divide:before {
content: "\f529";
}
.fa-dizzy:before {
content: "\f567";
}
.fa-dna:before {
content: "\f471";
}
.fa-dochub:before {
content: "\f394";
}
.fa-docker:before {
content: "\f395";
}
.fa-dog:before {
content: "\f6d3";
}
.fa-dollar-sign:before {
content: "\f155";
}
.fa-dolly:before {
content: "\f472";
}
.fa-dolly-flatbed:before {
content: "\f474";
}
.fa-donate:before {
content: "\f4b9";
}
.fa-door-closed:before {
content: "\f52a";
}
.fa-door-open:before {
content: "\f52b";
}
.fa-dot-circle:before {
content: "\f192";
}
.fa-dove:before {
content: "\f4ba";
}
.fa-download:before {
content: "\f019";
}
.fa-draft2digital:before {
content: "\f396";
}
.fa-drafting-compass:before {
content: "\f568";
}
.fa-dragon:before {
content: "\f6d5";
}
.fa-draw-polygon:before {
content: "\f5ee";
}
.fa-dribbble:before {
content: "\f17d";
}
.fa-dribbble-square:before {
content: "\f397";
}
.fa-dropbox:before {
content: "\f16b";
}
.fa-drum:before {
content: "\f569";
}
.fa-drum-steelpan:before {
content: "\f56a";
}
.fa-drumstick-bite:before {
content: "\f6d7";
}
.fa-drupal:before {
content: "\f1a9";
}
.fa-dumbbell:before {
content: "\f44b";
}
.fa-dumpster:before {
content: "\f793";
}
.fa-dumpster-fire:before {
content: "\f794";
}
.fa-dungeon:before {
content: "\f6d9";
}
.fa-dyalog:before {
content: "\f399";
}
.fa-earlybirds:before {
content: "\f39a";
}
.fa-ebay:before {
content: "\f4f4";
}
.fa-edge:before {
content: "\f282";
}
.fa-edit:before {
content: "\f044";
}
.fa-egg:before {
content: "\f7fb";
}
.fa-eject:before {
content: "\f052";
}
.fa-elementor:before {
content: "\f430";
}
.fa-ellipsis-h:before {
content: "\f141";
}
.fa-ellipsis-v:before {
content: "\f142";
}
.fa-ello:before {
content: "\f5f1";
}
.fa-ember:before {
content: "\f423";
}
.fa-empire:before {
content: "\f1d1";
}
.fa-envelope:before {
content: "\f0e0";
}
.fa-envelope-open:before {
content: "\f2b6";
}
.fa-envelope-open-text:before {
content: "\f658";
}
.fa-envelope-square:before {
content: "\f199";
}
.fa-envira:before {
content: "\f299";
}
.fa-equals:before {
content: "\f52c";
}
.fa-eraser:before {
content: "\f12d";
}
.fa-erlang:before {
content: "\f39d";
}
.fa-ethereum:before {
content: "\f42e";
}
.fa-ethernet:before {
content: "\f796";
}
.fa-etsy:before {
content: "\f2d7";
}
.fa-euro-sign:before {
content: "\f153";
}
.fa-evernote:before {
content: "\f839";
}
.fa-exchange-alt:before {
content: "\f362";
}
.fa-exclamation:before {
content: "\f12a";
}
.fa-exclamation-circle:before {
content: "\f06a";
}
.fa-exclamation-triangle:before {
content: "\f071";
}
.fa-expand:before {
content: "\f065";
}
.fa-expand-alt:before {
content: "\f424";
}
.fa-expand-arrows-alt:before {
content: "\f31e";
}
.fa-expeditedssl:before {
content: "\f23e";
}
.fa-external-link-alt:before {
content: "\f35d";
}
.fa-external-link-square-alt:before {
content: "\f360";
}
.fa-eye:before {
content: "\f06e";
}
.fa-eye-dropper:before {
content: "\f1fb";
}
.fa-eye-slash:before {
content: "\f070";
}
.fa-facebook:before {
content: "\f09a";
}
.fa-facebook-f:before {
content: "\f39e";
}
.fa-facebook-messenger:before {
content: "\f39f";
}
.fa-facebook-square:before {
content: "\f082";
}
.fa-fan:before {
content: "\f863";
}
.fa-fantasy-flight-games:before {
content: "\f6dc";
}
.fa-fast-backward:before {
content: "\f049";
}
.fa-fast-forward:before {
content: "\f050";
}
.fa-faucet:before {
content: "\f905";
}
.fa-fax:before {
content: "\f1ac";
}
.fa-feather:before {
content: "\f52d";
}
.fa-feather-alt:before {
content: "\f56b";
}
.fa-fedex:before {
content: "\f797";
}
.fa-fedora:before {
content: "\f798";
}
.fa-female:before {
content: "\f182";
}
.fa-fighter-jet:before {
content: "\f0fb";
}
.fa-figma:before {
content: "\f799";
}
.fa-file:before {
content: "\f15b";
}
.fa-file-alt:before {
content: "\f15c";
}
.fa-file-archive:before {
content: "\f1c6";
}
.fa-file-audio:before {
content: "\f1c7";
}
.fa-file-code:before {
content: "\f1c9";
}
.fa-file-contract:before {
content: "\f56c";
}
.fa-file-csv:before {
content: "\f6dd";
}
.fa-file-download:before {
content: "\f56d";
}
.fa-file-excel:before {
content: "\f1c3";
}
.fa-file-export:before {
content: "\f56e";
}
.fa-file-image:before {
content: "\f1c5";
}
.fa-file-import:before {
content: "\f56f";
}
.fa-file-invoice:before {
content: "\f570";
}
.fa-file-invoice-dollar:before {
content: "\f571";
}
.fa-file-medical:before {
content: "\f477";
}
.fa-file-medical-alt:before {
content: "\f478";
}
.fa-file-pdf:before {
content: "\f1c1";
}
.fa-file-powerpoint:before {
content: "\f1c4";
}
.fa-file-prescription:before {
content: "\f572";
}
.fa-file-signature:before {
content: "\f573";
}
.fa-file-upload:before {
content: "\f574";
}
.fa-file-video:before {
content: "\f1c8";
}
.fa-file-word:before {
content: "\f1c2";
}
.fa-fill:before {
content: "\f575";
}
.fa-fill-drip:before {
content: "\f576";
}
.fa-film:before {
content: "\f008";
}
.fa-filter:before {
content: "\f0b0";
}
.fa-fingerprint:before {
content: "\f577";
}
.fa-fire:before {
content: "\f06d";
}
.fa-fire-alt:before {
content: "\f7e4";
}
.fa-fire-extinguisher:before {
content: "\f134";
}
.fa-firefox:before {
content: "\f269";
}
.fa-firefox-browser:before {
content: "\f907";
}
.fa-first-aid:before {
content: "\f479";
}
.fa-first-order:before {
content: "\f2b0";
}
.fa-first-order-alt:before {
content: "\f50a";
}
.fa-firstdraft:before {
content: "\f3a1";
}
.fa-fish:before {
content: "\f578";
}
.fa-fist-raised:before {
content: "\f6de";
}
.fa-flag:before {
content: "\f024";
}
.fa-flag-checkered:before {
content: "\f11e";
}
.fa-flag-usa:before {
content: "\f74d";
}
.fa-flask:before {
content: "\f0c3";
}
.fa-flickr:before {
content: "\f16e";
}
.fa-flipboard:before {
content: "\f44d";
}
.fa-flushed:before {
content: "\f579";
}
.fa-fly:before {
content: "\f417";
}
.fa-folder:before {
content: "\f07b";
}
.fa-folder-minus:before {
content: "\f65d";
}
.fa-folder-open:before {
content: "\f07c";
}
.fa-folder-plus:before {
content: "\f65e";
}
.fa-font:before {
content: "\f031";
}
.fa-font-awesome:before {
content: "\f2b4";
}
.fa-font-awesome-alt:before {
content: "\f35c";
}
.fa-font-awesome-flag:before {
content: "\f425";
}
.fa-font-awesome-logo-full:before {
content: "\f4e6";
}
.fa-fonticons:before {
content: "\f280";
}
.fa-fonticons-fi:before {
content: "\f3a2";
}
.fa-football-ball:before {
content: "\f44e";
}
.fa-fort-awesome:before {
content: "\f286";
}
.fa-fort-awesome-alt:before {
content: "\f3a3";
}
.fa-forumbee:before {
content: "\f211";
}
.fa-forward:before {
content: "\f04e";
}
.fa-foursquare:before {
content: "\f180";
}
.fa-free-code-camp:before {
content: "\f2c5";
}
.fa-freebsd:before {
content: "\f3a4";
}
.fa-frog:before {
content: "\f52e";
}
.fa-frown:before {
content: "\f119";
}
.fa-frown-open:before {
content: "\f57a";
}
.fa-fulcrum:before {
content: "\f50b";
}
.fa-funnel-dollar:before {
content: "\f662";
}
.fa-futbol:before {
content: "\f1e3";
}
.fa-galactic-republic:before {
content: "\f50c";
}
.fa-galactic-senate:before {
content: "\f50d";
}
.fa-gamepad:before {
content: "\f11b";
}
.fa-gas-pump:before {
content: "\f52f";
}
.fa-gavel:before {
content: "\f0e3";
}
.fa-gem:before {
content: "\f3a5";
}
.fa-genderless:before {
content: "\f22d";
}
.fa-get-pocket:before {
content: "\f265";
}
.fa-gg:before {
content: "\f260";
}
.fa-gg-circle:before {
content: "\f261";
}
.fa-ghost:before {
content: "\f6e2";
}
.fa-gift:before {
content: "\f06b";
}
.fa-gifts:before {
content: "\f79c";
}
.fa-git:before {
content: "\f1d3";
}
.fa-git-alt:before {
content: "\f841";
}
.fa-git-square:before {
content: "\f1d2";
}
.fa-github:before {
content: "\f09b";
}
.fa-github-alt:before {
content: "\f113";
}
.fa-github-square:before {
content: "\f092";
}
.fa-gitkraken:before {
content: "\f3a6";
}
.fa-gitlab:before {
content: "\f296";
}
.fa-gitter:before {
content: "\f426";
}
.fa-glass-cheers:before {
content: "\f79f";
}
.fa-glass-martini:before {
content: "\f000";
}
.fa-glass-martini-alt:before {
content: "\f57b";
}
.fa-glass-whiskey:before {
content: "\f7a0";
}
.fa-glasses:before {
content: "\f530";
}
.fa-glide:before {
content: "\f2a5";
}
.fa-glide-g:before {
content: "\f2a6";
}
.fa-globe:before {
content: "\f0ac";
}
.fa-globe-africa:before {
content: "\f57c";
}
.fa-globe-americas:before {
content: "\f57d";
}
.fa-globe-asia:before {
content: "\f57e";
}
.fa-globe-europe:before {
content: "\f7a2";
}
.fa-gofore:before {
content: "\f3a7";
}
.fa-golf-ball:before {
content: "\f450";
}
.fa-goodreads:before {
content: "\f3a8";
}
.fa-goodreads-g:before {
content: "\f3a9";
}
.fa-google:before {
content: "\f1a0";
}
.fa-google-drive:before {
content: "\f3aa";
}
.fa-google-play:before {
content: "\f3ab";
}
.fa-google-plus:before {
content: "\f2b3";
}
.fa-google-plus-g:before {
content: "\f0d5";
}
.fa-google-plus-square:before {
content: "\f0d4";
}
.fa-google-wallet:before {
content: "\f1ee";
}
.fa-gopuram:before {
content: "\f664";
}
.fa-graduation-cap:before {
content: "\f19d";
}
.fa-gratipay:before {
content: "\f184";
}
.fa-grav:before {
content: "\f2d6";
}
.fa-greater-than:before {
content: "\f531";
}
.fa-greater-than-equal:before {
content: "\f532";
}
.fa-grimace:before {
content: "\f57f";
}
.fa-grin:before {
content: "\f580";
}
.fa-grin-alt:before {
content: "\f581";
}
.fa-grin-beam:before {
content: "\f582";
}
.fa-grin-beam-sweat:before {
content: "\f583";
}
.fa-grin-hearts:before {
content: "\f584";
}
.fa-grin-squint:before {
content: "\f585";
}
.fa-grin-squint-tears:before {
content: "\f586";
}
.fa-grin-stars:before {
content: "\f587";
}
.fa-grin-tears:before {
content: "\f588";
}
.fa-grin-tongue:before {
content: "\f589";
}
.fa-grin-tongue-squint:before {
content: "\f58a";
}
.fa-grin-tongue-wink:before {
content: "\f58b";
}
.fa-grin-wink:before {
content: "\f58c";
}
.fa-grip-horizontal:before {
content: "\f58d";
}
.fa-grip-lines:before {
content: "\f7a4";
}
.fa-grip-lines-vertical:before {
content: "\f7a5";
}
.fa-grip-vertical:before {
content: "\f58e";
}
.fa-gripfire:before {
content: "\f3ac";
}
.fa-grunt:before {
content: "\f3ad";
}
.fa-guitar:before {
content: "\f7a6";
}
.fa-gulp:before {
content: "\f3ae";
}
.fa-h-square:before {
content: "\f0fd";
}
.fa-hacker-news:before {
content: "\f1d4";
}
.fa-hacker-news-square:before {
content: "\f3af";
}
.fa-hackerrank:before {
content: "\f5f7";
}
.fa-hamburger:before {
content: "\f805";
}
.fa-hammer:before {
content: "\f6e3";
}
.fa-hamsa:before {
content: "\f665";
}
.fa-hand-holding:before {
content: "\f4bd";
}
.fa-hand-holding-heart:before {
content: "\f4be";
}
.fa-hand-holding-medical:before {
content: "\f95c";
}
.fa-hand-holding-usd:before {
content: "\f4c0";
}
.fa-hand-holding-water:before {
content: "\f4c1";
}
.fa-hand-lizard:before {
content: "\f258";
}
.fa-hand-middle-finger:before {
content: "\f806";
}
.fa-hand-paper:before {
content: "\f256";
}
.fa-hand-peace:before {
content: "\f25b";
}
.fa-hand-point-down:before {
content: "\f0a7";
}
.fa-hand-point-left:before {
content: "\f0a5";
}
.fa-hand-point-right:before {
content: "\f0a4";
}
.fa-hand-point-up:before {
content: "\f0a6";
}
.fa-hand-pointer:before {
content: "\f25a";
}
.fa-hand-rock:before {
content: "\f255";
}
.fa-hand-scissors:before {
content: "\f257";
}
.fa-hand-sparkles:before {
content: "\f95d";
}
.fa-hand-spock:before {
content: "\f259";
}
.fa-hands:before {
content: "\f4c2";
}
.fa-hands-helping:before {
content: "\f4c4";
}
.fa-hands-wash:before {
content: "\f95e";
}
.fa-handshake:before {
content: "\f2b5";
}
.fa-handshake-alt-slash:before {
content: "\f95f";
}
.fa-handshake-slash:before {
content: "\f960";
}
.fa-hanukiah:before {
content: "\f6e6";
}
.fa-hard-hat:before {
content: "\f807";
}
.fa-hashtag:before {
content: "\f292";
}
.fa-hat-cowboy:before {
content: "\f8c0";
}
.fa-hat-cowboy-side:before {
content: "\f8c1";
}
.fa-hat-wizard:before {
content: "\f6e8";
}
.fa-hdd:before {
content: "\f0a0";
}
.fa-head-side-cough:before {
content: "\f961";
}
.fa-head-side-cough-slash:before {
content: "\f962";
}
.fa-head-side-mask:before {
content: "\f963";
}
.fa-head-side-virus:before {
content: "\f964";
}
.fa-heading:before {
content: "\f1dc";
}
.fa-headphones:before {
content: "\f025";
}
.fa-headphones-alt:before {
content: "\f58f";
}
.fa-headset:before {
content: "\f590";
}
.fa-heart:before {
content: "\f004";
}
.fa-heart-broken:before {
content: "\f7a9";
}
.fa-heartbeat:before {
content: "\f21e";
}
.fa-helicopter:before {
content: "\f533";
}
.fa-highlighter:before {
content: "\f591";
}
.fa-hiking:before {
content: "\f6ec";
}
.fa-hippo:before {
content: "\f6ed";
}
.fa-hips:before {
content: "\f452";
}
.fa-hire-a-helper:before {
content: "\f3b0";
}
.fa-history:before {
content: "\f1da";
}
.fa-hockey-puck:before {
content: "\f453";
}
.fa-holly-berry:before {
content: "\f7aa";
}
.fa-home:before {
content: "\f015";
}
.fa-hooli:before {
content: "\f427";
}
.fa-hornbill:before {
content: "\f592";
}
.fa-horse:before {
content: "\f6f0";
}
.fa-horse-head:before {
content: "\f7ab";
}
.fa-hospital:before {
content: "\f0f8";
}
.fa-hospital-alt:before {
content: "\f47d";
}
.fa-hospital-symbol:before {
content: "\f47e";
}
.fa-hospital-user:before {
content: "\f80d";
}
.fa-hot-tub:before {
content: "\f593";
}
.fa-hotdog:before {
content: "\f80f";
}
.fa-hotel:before {
content: "\f594";
}
.fa-hotjar:before {
content: "\f3b1";
}
.fa-hourglass:before {
content: "\f254";
}
.fa-hourglass-end:before {
content: "\f253";
}
.fa-hourglass-half:before {
content: "\f252";
}
.fa-hourglass-start:before {
content: "\f251";
}
.fa-house-damage:before {
content: "\f6f1";
}
.fa-house-user:before {
content: "\f965";
}
.fa-houzz:before {
content: "\f27c";
}
.fa-hryvnia:before {
content: "\f6f2";
}
.fa-html5:before {
content: "\f13b";
}
.fa-hubspot:before {
content: "\f3b2";
}
.fa-i-cursor:before {
content: "\f246";
}
.fa-ice-cream:before {
content: "\f810";
}
.fa-icicles:before {
content: "\f7ad";
}
.fa-icons:before {
content: "\f86d";
}
.fa-id-badge:before {
content: "\f2c1";
}
.fa-id-card:before {
content: "\f2c2";
}
.fa-id-card-alt:before {
content: "\f47f";
}
.fa-ideal:before {
content: "\f913";
}
.fa-igloo:before {
content: "\f7ae";
}
.fa-image:before {
content: "\f03e";
}
.fa-images:before {
content: "\f302";
}
.fa-imdb:before {
content: "\f2d8";
}
.fa-inbox:before {
content: "\f01c";
}
.fa-indent:before {
content: "\f03c";
}
.fa-industry:before {
content: "\f275";
}
.fa-infinity:before {
content: "\f534";
}
.fa-info:before {
content: "\f129";
}
.fa-info-circle:before {
content: "\f05a";
}
.fa-instagram:before {
content: "\f16d";
}
.fa-instagram-square:before {
content: "\f955";
}
.fa-intercom:before {
content: "\f7af";
}
.fa-internet-explorer:before {
content: "\f26b";
}
.fa-invision:before {
content: "\f7b0";
}
.fa-ioxhost:before {
content: "\f208";
}
.fa-italic:before {
content: "\f033";
}
.fa-itch-io:before {
content: "\f83a";
}
.fa-itunes:before {
content: "\f3b4";
}
.fa-itunes-note:before {
content: "\f3b5";
}
.fa-java:before {
content: "\f4e4";
}
.fa-jedi:before {
content: "\f669";
}
.fa-jedi-order:before {
content: "\f50e";
}
.fa-jenkins:before {
content: "\f3b6";
}
.fa-jira:before {
content: "\f7b1";
}
.fa-joget:before {
content: "\f3b7";
}
.fa-joint:before {
content: "\f595";
}
.fa-joomla:before {
content: "\f1aa";
}
.fa-journal-whills:before {
content: "\f66a";
}
.fa-js:before {
content: "\f3b8";
}
.fa-js-square:before {
content: "\f3b9";
}
.fa-jsfiddle:before {
content: "\f1cc";
}
.fa-kaaba:before {
content: "\f66b";
}
.fa-kaggle:before {
content: "\f5fa";
}
.fa-key:before {
content: "\f084";
}
.fa-keybase:before {
content: "\f4f5";
}
.fa-keyboard:before {
content: "\f11c";
}
.fa-keycdn:before {
content: "\f3ba";
}
.fa-khanda:before {
content: "\f66d";
}
.fa-kickstarter:before {
content: "\f3bb";
}
.fa-kickstarter-k:before {
content: "\f3bc";
}
.fa-kiss:before {
content: "\f596";
}
.fa-kiss-beam:before {
content: "\f597";
}
.fa-kiss-wink-heart:before {
content: "\f598";
}
.fa-kiwi-bird:before {
content: "\f535";
}
.fa-korvue:before {
content: "\f42f";
}
.fa-landmark:before {
content: "\f66f";
}
.fa-language:before {
content: "\f1ab";
}
.fa-laptop:before {
content: "\f109";
}
.fa-laptop-code:before {
content: "\f5fc";
}
.fa-laptop-house:before {
content: "\f966";
}
.fa-laptop-medical:before {
content: "\f812";
}
.fa-laravel:before {
content: "\f3bd";
}
.fa-lastfm:before {
content: "\f202";
}
.fa-lastfm-square:before {
content: "\f203";
}
.fa-laugh:before {
content: "\f599";
}
.fa-laugh-beam:before {
content: "\f59a";
}
.fa-laugh-squint:before {
content: "\f59b";
}
.fa-laugh-wink:before {
content: "\f59c";
}
.fa-layer-group:before {
content: "\f5fd";
}
.fa-leaf:before {
content: "\f06c";
}
.fa-leanpub:before {
content: "\f212";
}
.fa-lemon:before {
content: "\f094";
}
.fa-less:before {
content: "\f41d";
}
.fa-less-than:before {
content: "\f536";
}
.fa-less-than-equal:before {
content: "\f537";
}
.fa-level-down-alt:before {
content: "\f3be";
}
.fa-level-up-alt:before {
content: "\f3bf";
}
.fa-life-ring:before {
content: "\f1cd";
}
.fa-lightbulb:before {
content: "\f0eb";
}
.fa-line:before {
content: "\f3c0";
}
.fa-link:before {
content: "\f0c1";
}
.fa-linkedin:before {
content: "\f08c";
}
.fa-linkedin-in:before {
content: "\f0e1";
}
.fa-linode:before {
content: "\f2b8";
}
.fa-linux:before {
content: "\f17c";
}
.fa-lira-sign:before {
content: "\f195";
}
.fa-list:before {
content: "\f03a";
}
.fa-list-alt:before {
content: "\f022";
}
.fa-list-ol:before {
content: "\f0cb";
}
.fa-list-ul:before {
content: "\f0ca";
}
.fa-location-arrow:before {
content: "\f124";
}
.fa-lock:before {
content: "\f023";
}
.fa-lock-open:before {
content: "\f3c1";
}
.fa-long-arrow-alt-down:before {
content: "\f309";
}
.fa-long-arrow-alt-left:before {
content: "\f30a";
}
.fa-long-arrow-alt-right:before {
content: "\f30b";
}
.fa-long-arrow-alt-up:before {
content: "\f30c";
}
.fa-low-vision:before {
content: "\f2a8";
}
.fa-luggage-cart:before {
content: "\f59d";
}
.fa-lungs:before {
content: "\f604";
}
.fa-lungs-virus:before {
content: "\f967";
}
.fa-lyft:before {
content: "\f3c3";
}
.fa-magento:before {
content: "\f3c4";
}
.fa-magic:before {
content: "\f0d0";
}
.fa-magnet:before {
content: "\f076";
}
.fa-mail-bulk:before {
content: "\f674";
}
.fa-mailchimp:before {
content: "\f59e";
}
.fa-male:before {
content: "\f183";
}
.fa-mandalorian:before {
content: "\f50f";
}
.fa-map:before {
content: "\f279";
}
.fa-map-marked:before {
content: "\f59f";
}
.fa-map-marked-alt:before {
content: "\f5a0";
}
.fa-map-marker:before {
content: "\f041";
}
.fa-map-marker-alt:before {
content: "\f3c5";
}
.fa-map-pin:before {
content: "\f276";
}
.fa-map-signs:before {
content: "\f277";
}
.fa-markdown:before {
content: "\f60f";
}
.fa-marker:before {
content: "\f5a1";
}
.fa-mars:before {
content: "\f222";
}
.fa-mars-double:before {
content: "\f227";
}
.fa-mars-stroke:before {
content: "\f229";
}
.fa-mars-stroke-h:before {
content: "\f22b";
}
.fa-mars-stroke-v:before {
content: "\f22a";
}
.fa-mask:before {
content: "\f6fa";
}
.fa-mastodon:before {
content: "\f4f6";
}
.fa-maxcdn:before {
content: "\f136";
}
.fa-mdb:before {
content: "\f8ca";
}
.fa-medal:before {
content: "\f5a2";
}
.fa-medapps:before {
content: "\f3c6";
}
.fa-medium:before {
content: "\f23a";
}
.fa-medium-m:before {
content: "\f3c7";
}
.fa-medkit:before {
content: "\f0fa";
}
.fa-medrt:before {
content: "\f3c8";
}
.fa-meetup:before {
content: "\f2e0";
}
.fa-megaport:before {
content: "\f5a3";
}
.fa-meh:before {
content: "\f11a";
}
.fa-meh-blank:before {
content: "\f5a4";
}
.fa-meh-rolling-eyes:before {
content: "\f5a5";
}
.fa-memory:before {
content: "\f538";
}
.fa-mendeley:before {
content: "\f7b3";
}
.fa-menorah:before {
content: "\f676";
}
.fa-mercury:before {
content: "\f223";
}
.fa-meteor:before {
content: "\f753";
}
.fa-microblog:before {
content: "\f91a";
}
.fa-microchip:before {
content: "\f2db";
}
.fa-microphone:before {
content: "\f130";
}
.fa-microphone-alt:before {
content: "\f3c9";
}
.fa-microphone-alt-slash:before {
content: "\f539";
}
.fa-microphone-slash:before {
content: "\f131";
}
.fa-microscope:before {
content: "\f610";
}
.fa-microsoft:before {
content: "\f3ca";
}
.fa-minus:before {
content: "\f068";
}
.fa-minus-circle:before {
content: "\f056";
}
.fa-minus-square:before {
content: "\f146";
}
.fa-mitten:before {
content: "\f7b5";
}
.fa-mix:before {
content: "\f3cb";
}
.fa-mixcloud:before {
content: "\f289";
}
.fa-mixer:before {
content: "\f956";
}
.fa-mizuni:before {
content: "\f3cc";
}
.fa-mobile:before {
content: "\f10b";
}
.fa-mobile-alt:before {
content: "\f3cd";
}
.fa-modx:before {
content: "\f285";
}
.fa-monero:before {
content: "\f3d0";
}
.fa-money-bill:before {
content: "\f0d6";
}
.fa-money-bill-alt:before {
content: "\f3d1";
}
.fa-money-bill-wave:before {
content: "\f53a";
}
.fa-money-bill-wave-alt:before {
content: "\f53b";
}
.fa-money-check:before {
content: "\f53c";
}
.fa-money-check-alt:before {
content: "\f53d";
}
.fa-monument:before {
content: "\f5a6";
}
.fa-moon:before {
content: "\f186";
}
.fa-mortar-pestle:before {
content: "\f5a7";
}
.fa-mosque:before {
content: "\f678";
}
.fa-motorcycle:before {
content: "\f21c";
}
.fa-mountain:before {
content: "\f6fc";
}
.fa-mouse:before {
content: "\f8cc";
}
.fa-mouse-pointer:before {
content: "\f245";
}
.fa-mug-hot:before {
content: "\f7b6";
}
.fa-music:before {
content: "\f001";
}
.fa-napster:before {
content: "\f3d2";
}
.fa-neos:before {
content: "\f612";
}
.fa-network-wired:before {
content: "\f6ff";
}
.fa-neuter:before {
content: "\f22c";
}
.fa-newspaper:before {
content: "\f1ea";
}
.fa-nimblr:before {
content: "\f5a8";
}
.fa-node:before {
content: "\f419";
}
.fa-node-js:before {
content: "\f3d3";
}
.fa-not-equal:before {
content: "\f53e";
}
.fa-notes-medical:before {
content: "\f481";
}
.fa-npm:before {
content: "\f3d4";
}
.fa-ns8:before {
content: "\f3d5";
}
.fa-nutritionix:before {
content: "\f3d6";
}
.fa-object-group:before {
content: "\f247";
}
.fa-object-ungroup:before {
content: "\f248";
}
.fa-odnoklassniki:before {
content: "\f263";
}
.fa-odnoklassniki-square:before {
content: "\f264";
}
.fa-oil-can:before {
content: "\f613";
}
.fa-old-republic:before {
content: "\f510";
}
.fa-om:before {
content: "\f679";
}
.fa-opencart:before {
content: "\f23d";
}
.fa-openid:before {
content: "\f19b";
}
.fa-opera:before {
content: "\f26a";
}
.fa-optin-monster:before {
content: "\f23c";
}
.fa-orcid:before {
content: "\f8d2";
}
.fa-osi:before {
content: "\f41a";
}
.fa-otter:before {
content: "\f700";
}
.fa-outdent:before {
content: "\f03b";
}
.fa-page4:before {
content: "\f3d7";
}
.fa-pagelines:before {
content: "\f18c";
}
.fa-pager:before {
content: "\f815";
}
.fa-paint-brush:before {
content: "\f1fc";
}
.fa-paint-roller:before {
content: "\f5aa";
}
.fa-palette:before {
content: "\f53f";
}
.fa-palfed:before {
content: "\f3d8";
}
.fa-pallet:before {
content: "\f482";
}
.fa-paper-plane:before {
content: "\f1d8";
}
.fa-paperclip:before {
content: "\f0c6";
}
.fa-parachute-box:before {
content: "\f4cd";
}
.fa-paragraph:before {
content: "\f1dd";
}
.fa-parking:before {
content: "\f540";
}
.fa-passport:before {
content: "\f5ab";
}
.fa-pastafarianism:before {
content: "\f67b";
}
.fa-paste:before {
content: "\f0ea";
}
.fa-patreon:before {
content: "\f3d9";
}
.fa-pause:before {
content: "\f04c";
}
.fa-pause-circle:before {
content: "\f28b";
}
.fa-paw:before {
content: "\f1b0";
}
.fa-paypal:before {
content: "\f1ed";
}
.fa-peace:before {
content: "\f67c";
}
.fa-pen:before {
content: "\f304";
}
.fa-pen-alt:before {
content: "\f305";
}
.fa-pen-fancy:before {
content: "\f5ac";
}
.fa-pen-nib:before {
content: "\f5ad";
}
.fa-pen-square:before {
content: "\f14b";
}
.fa-pencil-alt:before {
content: "\f303";
}
.fa-pencil-ruler:before {
content: "\f5ae";
}
.fa-penny-arcade:before {
content: "\f704";
}
.fa-people-arrows:before {
content: "\f968";
}
.fa-people-carry:before {
content: "\f4ce";
}
.fa-pepper-hot:before {
content: "\f816";
}
.fa-percent:before {
content: "\f295";
}
.fa-percentage:before {
content: "\f541";
}
.fa-periscope:before {
content: "\f3da";
}
.fa-person-booth:before {
content: "\f756";
}
.fa-phabricator:before {
content: "\f3db";
}
.fa-phoenix-framework:before {
content: "\f3dc";
}
.fa-phoenix-squadron:before {
content: "\f511";
}
.fa-phone:before {
content: "\f095";
}
.fa-phone-alt:before {
content: "\f879";
}
.fa-phone-slash:before {
content: "\f3dd";
}
.fa-phone-square:before {
content: "\f098";
}
.fa-phone-square-alt:before {
content: "\f87b";
}
.fa-phone-volume:before {
content: "\f2a0";
}
.fa-photo-video:before {
content: "\f87c";
}
.fa-php:before {
content: "\f457";
}
.fa-pied-piper:before {
content: "\f2ae";
}
.fa-pied-piper-alt:before {
content: "\f1a8";
}
.fa-pied-piper-hat:before {
content: "\f4e5";
}
.fa-pied-piper-pp:before {
content: "\f1a7";
}
.fa-pied-piper-square:before {
content: "\f91e";
}
.fa-piggy-bank:before {
content: "\f4d3";
}
.fa-pills:before {
content: "\f484";
}
.fa-pinterest:before {
content: "\f0d2";
}
.fa-pinterest-p:before {
content: "\f231";
}
.fa-pinterest-square:before {
content: "\f0d3";
}
.fa-pizza-slice:before {
content: "\f818";
}
.fa-place-of-worship:before {
content: "\f67f";
}
.fa-plane:before {
content: "\f072";
}
.fa-plane-arrival:before {
content: "\f5af";
}
.fa-plane-departure:before {
content: "\f5b0";
}
.fa-plane-slash:before {
content: "\f969";
}
.fa-play:before {
content: "\f04b";
}
.fa-play-circle:before {
content: "\f144";
}
.fa-playstation:before {
content: "\f3df";
}
.fa-plug:before {
content: "\f1e6";
}
.fa-plus:before {
content: "\f067";
}
.fa-plus-circle:before {
content: "\f055";
}
.fa-plus-square:before {
content: "\f0fe";
}
.fa-podcast:before {
content: "\f2ce";
}
.fa-poll:before {
content: "\f681";
}
.fa-poll-h:before {
content: "\f682";
}
.fa-poo:before {
content: "\f2fe";
}
.fa-poo-storm:before {
content: "\f75a";
}
.fa-poop:before {
content: "\f619";
}
.fa-portrait:before {
content: "\f3e0";
}
.fa-pound-sign:before {
content: "\f154";
}
.fa-power-off:before {
content: "\f011";
}
.fa-pray:before {
content: "\f683";
}
.fa-praying-hands:before {
content: "\f684";
}
.fa-prescription:before {
content: "\f5b1";
}
.fa-prescription-bottle:before {
content: "\f485";
}
.fa-prescription-bottle-alt:before {
content: "\f486";
}
.fa-print:before {
content: "\f02f";
}
.fa-procedures:before {
content: "\f487";
}
.fa-product-hunt:before {
content: "\f288";
}
.fa-project-diagram:before {
content: "\f542";
}
.fa-pump-medical:before {
content: "\f96a";
}
.fa-pump-soap:before {
content: "\f96b";
}
.fa-pushed:before {
content: "\f3e1";
}
.fa-puzzle-piece:before {
content: "\f12e";
}
.fa-python:before {
content: "\f3e2";
}
.fa-qq:before {
content: "\f1d6";
}
.fa-qrcode:before {
content: "\f029";
}
.fa-question:before {
content: "\f128";
}
.fa-question-circle:before {
content: "\f059";
}
.fa-quidditch:before {
content: "\f458";
}
.fa-quinscape:before {
content: "\f459";
}
.fa-quora:before {
content: "\f2c4";
}
.fa-quote-left:before {
content: "\f10d";
}
.fa-quote-right:before {
content: "\f10e";
}
.fa-quran:before {
content: "\f687";
}
.fa-r-project:before {
content: "\f4f7";
}
.fa-radiation:before {
content: "\f7b9";
}
.fa-radiation-alt:before {
content: "\f7ba";
}
.fa-rainbow:before {
content: "\f75b";
}
.fa-random:before {
content: "\f074";
}
.fa-raspberry-pi:before {
content: "\f7bb";
}
.fa-ravelry:before {
content: "\f2d9";
}
.fa-react:before {
content: "\f41b";
}
.fa-reacteurope:before {
content: "\f75d";
}
.fa-readme:before {
content: "\f4d5";
}
.fa-rebel:before {
content: "\f1d0";
}
.fa-receipt:before {
content: "\f543";
}
.fa-record-vinyl:before {
content: "\f8d9";
}
.fa-recycle:before {
content: "\f1b8";
}
.fa-red-river:before {
content: "\f3e3";
}
.fa-reddit:before {
content: "\f1a1";
}
.fa-reddit-alien:before {
content: "\f281";
}
.fa-reddit-square:before {
content: "\f1a2";
}
.fa-redhat:before {
content: "\f7bc";
}
.fa-redo:before {
content: "\f01e";
}
.fa-redo-alt:before {
content: "\f2f9";
}
.fa-registered:before {
content: "\f25d";
}
.fa-remove-format:before {
content: "\f87d";
}
.fa-renren:before {
content: "\f18b";
}
.fa-reply:before {
content: "\f3e5";
}
.fa-reply-all:before {
content: "\f122";
}
.fa-replyd:before {
content: "\f3e6";
}
.fa-republican:before {
content: "\f75e";
}
.fa-researchgate:before {
content: "\f4f8";
}
.fa-resolving:before {
content: "\f3e7";
}
.fa-restroom:before {
content: "\f7bd";
}
.fa-retweet:before {
content: "\f079";
}
.fa-rev:before {
content: "\f5b2";
}
.fa-ribbon:before {
content: "\f4d6";
}
.fa-ring:before {
content: "\f70b";
}
.fa-road:before {
content: "\f018";
}
.fa-robot:before {
content: "\f544";
}
.fa-rocket:before {
content: "\f135";
}
.fa-rocketchat:before {
content: "\f3e8";
}
.fa-rockrms:before {
content: "\f3e9";
}
.fa-route:before {
content: "\f4d7";
}
.fa-rss:before {
content: "\f09e";
}
.fa-rss-square:before {
content: "\f143";
}
.fa-ruble-sign:before {
content: "\f158";
}
.fa-ruler:before {
content: "\f545";
}
.fa-ruler-combined:before {
content: "\f546";
}
.fa-ruler-horizontal:before {
content: "\f547";
}
.fa-ruler-vertical:before {
content: "\f548";
}
.fa-running:before {
content: "\f70c";
}
.fa-rupee-sign:before {
content: "\f156";
}
.fa-sad-cry:before {
content: "\f5b3";
}
.fa-sad-tear:before {
content: "\f5b4";
}
.fa-safari:before {
content: "\f267";
}
.fa-salesforce:before {
content: "\f83b";
}
.fa-sass:before {
content: "\f41e";
}
.fa-satellite:before {
content: "\f7bf";
}
.fa-satellite-dish:before {
content: "\f7c0";
}
.fa-save:before {
content: "\f0c7";
}
.fa-schlix:before {
content: "\f3ea";
}
.fa-school:before {
content: "\f549";
}
.fa-screwdriver:before {
content: "\f54a";
}
.fa-scribd:before {
content: "\f28a";
}
.fa-scroll:before {
content: "\f70e";
}
.fa-sd-card:before {
content: "\f7c2";
}
.fa-search:before {
content: "\f002";
}
.fa-search-dollar:before {
content: "\f688";
}
.fa-search-location:before {
content: "\f689";
}
.fa-search-minus:before {
content: "\f010";
}
.fa-search-plus:before {
content: "\f00e";
}
.fa-searchengin:before {
content: "\f3eb";
}
.fa-seedling:before {
content: "\f4d8";
}
.fa-sellcast:before {
content: "\f2da";
}
.fa-sellsy:before {
content: "\f213";
}
.fa-server:before {
content: "\f233";
}
.fa-servicestack:before {
content: "\f3ec";
}
.fa-shapes:before {
content: "\f61f";
}
.fa-share:before {
content: "\f064";
}
.fa-share-alt:before {
content: "\f1e0";
}
.fa-share-alt-square:before {
content: "\f1e1";
}
.fa-share-square:before {
content: "\f14d";
}
.fa-shekel-sign:before {
content: "\f20b";
}
.fa-shield-alt:before {
content: "\f3ed";
}
.fa-shield-virus:before {
content: "\f96c";
}
.fa-ship:before {
content: "\f21a";
}
.fa-shipping-fast:before {
content: "\f48b";
}
.fa-shirtsinbulk:before {
content: "\f214";
}
.fa-shoe-prints:before {
content: "\f54b";
}
.fa-shopify:before {
content: "\f957";
}
.fa-shopping-bag:before {
content: "\f290";
}
.fa-shopping-basket:before {
content: "\f291";
}
.fa-shopping-cart:before {
content: "\f07a";
}
.fa-shopware:before {
content: "\f5b5";
}
.fa-shower:before {
content: "\f2cc";
}
.fa-shuttle-van:before {
content: "\f5b6";
}
.fa-sign:before {
content: "\f4d9";
}
.fa-sign-in-alt:before {
content: "\f2f6";
}
.fa-sign-language:before {
content: "\f2a7";
}
.fa-sign-out-alt:before {
content: "\f2f5";
}
.fa-signal:before {
content: "\f012";
}
.fa-signature:before {
content: "\f5b7";
}
.fa-sim-card:before {
content: "\f7c4";
}
.fa-simplybuilt:before {
content: "\f215";
}
.fa-sistrix:before {
content: "\f3ee";
}
.fa-sitemap:before {
content: "\f0e8";
}
.fa-sith:before {
content: "\f512";
}
.fa-skating:before {
content: "\f7c5";
}
.fa-sketch:before {
content: "\f7c6";
}
.fa-skiing:before {
content: "\f7c9";
}
.fa-skiing-nordic:before {
content: "\f7ca";
}
.fa-skull:before {
content: "\f54c";
}
.fa-skull-crossbones:before {
content: "\f714";
}
.fa-skyatlas:before {
content: "\f216";
}
.fa-skype:before {
content: "\f17e";
}
.fa-slack:before {
content: "\f198";
}
.fa-slack-hash:before {
content: "\f3ef";
}
.fa-slash:before {
content: "\f715";
}
.fa-sleigh:before {
content: "\f7cc";
}
.fa-sliders-h:before {
content: "\f1de";
}
.fa-slideshare:before {
content: "\f1e7";
}
.fa-smile:before {
content: "\f118";
}
.fa-smile-beam:before {
content: "\f5b8";
}
.fa-smile-wink:before {
content: "\f4da";
}
.fa-smog:before {
content: "\f75f";
}
.fa-smoking:before {
content: "\f48d";
}
.fa-smoking-ban:before {
content: "\f54d";
}
.fa-sms:before {
content: "\f7cd";
}
.fa-snapchat:before {
content: "\f2ab";
}
.fa-snapchat-ghost:before {
content: "\f2ac";
}
.fa-snapchat-square:before {
content: "\f2ad";
}
.fa-snowboarding:before {
content: "\f7ce";
}
.fa-snowflake:before {
content: "\f2dc";
}
.fa-snowman:before {
content: "\f7d0";
}
.fa-snowplow:before {
content: "\f7d2";
}
.fa-soap:before {
content: "\f96e";
}
.fa-socks:before {
content: "\f696";
}
.fa-solar-panel:before {
content: "\f5ba";
}
.fa-sort:before {
content: "\f0dc";
}
.fa-sort-alpha-down:before {
content: "\f15d";
}
.fa-sort-alpha-down-alt:before {
content: "\f881";
}
.fa-sort-alpha-up:before {
content: "\f15e";
}
.fa-sort-alpha-up-alt:before {
content: "\f882";
}
.fa-sort-amount-down:before {
content: "\f160";
}
.fa-sort-amount-down-alt:before {
content: "\f884";
}
.fa-sort-amount-up:before {
content: "\f161";
}
.fa-sort-amount-up-alt:before {
content: "\f885";
}
.fa-sort-down:before {
content: "\f0dd";
}
.fa-sort-numeric-down:before {
content: "\f162";
}
.fa-sort-numeric-down-alt:before {
content: "\f886";
}
.fa-sort-numeric-up:before {
content: "\f163";
}
.fa-sort-numeric-up-alt:before {
content: "\f887";
}
.fa-sort-up:before {
content: "\f0de";
}
.fa-soundcloud:before {
content: "\f1be";
}
.fa-sourcetree:before {
content: "\f7d3";
}
.fa-spa:before {
content: "\f5bb";
}
.fa-space-shuttle:before {
content: "\f197";
}
.fa-speakap:before {
content: "\f3f3";
}
.fa-speaker-deck:before {
content: "\f83c";
}
.fa-spell-check:before {
content: "\f891";
}
.fa-spider:before {
content: "\f717";
}
.fa-spinner:before {
content: "\f110";
}
.fa-splotch:before {
content: "\f5bc";
}
.fa-spotify:before {
content: "\f1bc";
}
.fa-spray-can:before {
content: "\f5bd";
}
.fa-square:before {
content: "\f0c8";
}
.fa-square-full:before {
content: "\f45c";
}
.fa-square-root-alt:before {
content: "\f698";
}
.fa-squarespace:before {
content: "\f5be";
}
.fa-stack-exchange:before {
content: "\f18d";
}
.fa-stack-overflow:before {
content: "\f16c";
}
.fa-stackpath:before {
content: "\f842";
}
.fa-stamp:before {
content: "\f5bf";
}
.fa-star:before {
content: "\f005";
}
.fa-star-and-crescent:before {
content: "\f699";
}
.fa-star-half:before {
content: "\f089";
}
.fa-star-half-alt:before {
content: "\f5c0";
}
.fa-star-of-david:before {
content: "\f69a";
}
.fa-star-of-life:before {
content: "\f621";
}
.fa-staylinked:before {
content: "\f3f5";
}
.fa-steam:before {
content: "\f1b6";
}
.fa-steam-square:before {
content: "\f1b7";
}
.fa-steam-symbol:before {
content: "\f3f6";
}
.fa-step-backward:before {
content: "\f048";
}
.fa-step-forward:before {
content: "\f051";
}
.fa-stethoscope:before {
content: "\f0f1";
}
.fa-sticker-mule:before {
content: "\f3f7";
}
.fa-sticky-note:before {
content: "\f249";
}
.fa-stop:before {
content: "\f04d";
}
.fa-stop-circle:before {
content: "\f28d";
}
.fa-stopwatch:before {
content: "\f2f2";
}
.fa-stopwatch-20:before {
content: "\f96f";
}
.fa-store:before {
content: "\f54e";
}
.fa-store-alt:before {
content: "\f54f";
}
.fa-store-alt-slash:before {
content: "\f970";
}
.fa-store-slash:before {
content: "\f971";
}
.fa-strava:before {
content: "\f428";
}
.fa-stream:before {
content: "\f550";
}
.fa-street-view:before {
content: "\f21d";
}
.fa-strikethrough:before {
content: "\f0cc";
}
.fa-stripe:before {
content: "\f429";
}
.fa-stripe-s:before {
content: "\f42a";
}
.fa-stroopwafel:before {
content: "\f551";
}
.fa-studiovinari:before {
content: "\f3f8";
}
.fa-stumbleupon:before {
content: "\f1a4";
}
.fa-stumbleupon-circle:before {
content: "\f1a3";
}
.fa-subscript:before {
content: "\f12c";
}
.fa-subway:before {
content: "\f239";
}
.fa-suitcase:before {
content: "\f0f2";
}
.fa-suitcase-rolling:before {
content: "\f5c1";
}
.fa-sun:before {
content: "\f185";
}
.fa-superpowers:before {
content: "\f2dd";
}
.fa-superscript:before {
content: "\f12b";
}
.fa-supple:before {
content: "\f3f9";
}
.fa-surprise:before {
content: "\f5c2";
}
.fa-suse:before {
content: "\f7d6";
}
.fa-swatchbook:before {
content: "\f5c3";
}
.fa-swift:before {
content: "\f8e1";
}
.fa-swimmer:before {
content: "\f5c4";
}
.fa-swimming-pool:before {
content: "\f5c5";
}
.fa-symfony:before {
content: "\f83d";
}
.fa-synagogue:before {
content: "\f69b";
}
.fa-sync:before {
content: "\f021";
}
.fa-sync-alt:before {
content: "\f2f1";
}
.fa-syringe:before {
content: "\f48e";
}
.fa-table:before {
content: "\f0ce";
}
.fa-table-tennis:before {
content: "\f45d";
}
.fa-tablet:before {
content: "\f10a";
}
.fa-tablet-alt:before {
content: "\f3fa";
}
.fa-tablets:before {
content: "\f490";
}
.fa-tachometer-alt:before {
content: "\f3fd";
}
.fa-tag:before {
content: "\f02b";
}
.fa-tags:before {
content: "\f02c";
}
.fa-tape:before {
content: "\f4db";
}
.fa-tasks:before {
content: "\f0ae";
}
.fa-taxi:before {
content: "\f1ba";
}
.fa-teamspeak:before {
content: "\f4f9";
}
.fa-teeth:before {
content: "\f62e";
}
.fa-teeth-open:before {
content: "\f62f";
}
.fa-telegram:before {
content: "\f2c6";
}
.fa-telegram-plane:before {
content: "\f3fe";
}
.fa-temperature-high:before {
content: "\f769";
}
.fa-temperature-low:before {
content: "\f76b";
}
.fa-tencent-weibo:before {
content: "\f1d5";
}
.fa-tenge:before {
content: "\f7d7";
}
.fa-terminal:before {
content: "\f120";
}
.fa-text-height:before {
content: "\f034";
}
.fa-text-width:before {
content: "\f035";
}
.fa-th:before {
content: "\f00a";
}
.fa-th-large:before {
content: "\f009";
}
.fa-th-list:before {
content: "\f00b";
}
.fa-the-red-yeti:before {
content: "\f69d";
}
.fa-theater-masks:before {
content: "\f630";
}
.fa-themeco:before {
content: "\f5c6";
}
.fa-themeisle:before {
content: "\f2b2";
}
.fa-thermometer:before {
content: "\f491";
}
.fa-thermometer-empty:before {
content: "\f2cb";
}
.fa-thermometer-full:before {
content: "\f2c7";
}
.fa-thermometer-half:before {
content: "\f2c9";
}
.fa-thermometer-quarter:before {
content: "\f2ca";
}
.fa-thermometer-three-quarters:before {
content: "\f2c8";
}
.fa-think-peaks:before {
content: "\f731";
}
.fa-thumbs-down:before {
content: "\f165";
}
.fa-thumbs-up:before {
content: "\f164";
}
.fa-thumbtack:before {
content: "\f08d";
}
.fa-ticket-alt:before {
content: "\f3ff";
}
.fa-times:before {
content: "\f00d";
}
.fa-times-circle:before {
content: "\f057";
}
.fa-tint:before {
content: "\f043";
}
.fa-tint-slash:before {
content: "\f5c7";
}
.fa-tired:before {
content: "\f5c8";
}
.fa-toggle-off:before {
content: "\f204";
}
.fa-toggle-on:before {
content: "\f205";
}
.fa-toilet:before {
content: "\f7d8";
}
.fa-toilet-paper:before {
content: "\f71e";
}
.fa-toilet-paper-slash:before {
content: "\f972";
}
.fa-toolbox:before {
content: "\f552";
}
.fa-tools:before {
content: "\f7d9";
}
.fa-tooth:before {
content: "\f5c9";
}
.fa-torah:before {
content: "\f6a0";
}
.fa-torii-gate:before {
content: "\f6a1";
}
.fa-tractor:before {
content: "\f722";
}
.fa-trade-federation:before {
content: "\f513";
}
.fa-trademark:before {
content: "\f25c";
}
.fa-traffic-light:before {
content: "\f637";
}
.fa-trailer:before {
content: "\f941";
}
.fa-train:before {
content: "\f238";
}
.fa-tram:before {
content: "\f7da";
}
.fa-transgender:before {
content: "\f224";
}
.fa-transgender-alt:before {
content: "\f225";
}
.fa-trash:before {
content: "\f1f8";
}
.fa-trash-alt:before {
content: "\f2ed";
}
.fa-trash-restore:before {
content: "\f829";
}
.fa-trash-restore-alt:before {
content: "\f82a";
}
.fa-tree:before {
content: "\f1bb";
}
.fa-trello:before {
content: "\f181";
}
.fa-tripadvisor:before {
content: "\f262";
}
.fa-trophy:before {
content: "\f091";
}
.fa-truck:before {
content: "\f0d1";
}
.fa-truck-loading:before {
content: "\f4de";
}
.fa-truck-monster:before {
content: "\f63b";
}
.fa-truck-moving:before {
content: "\f4df";
}
.fa-truck-pickup:before {
content: "\f63c";
}
.fa-tshirt:before {
content: "\f553";
}
.fa-tty:before {
content: "\f1e4";
}
.fa-tumblr:before {
content: "\f173";
}
.fa-tumblr-square:before {
content: "\f174";
}
.fa-tv:before {
content: "\f26c";
}
.fa-twitch:before {
content: "\f1e8";
}
.fa-twitter:before {
content: "\f099";
}
.fa-twitter-square:before {
content: "\f081";
}
.fa-typo3:before {
content: "\f42b";
}
.fa-uber:before {
content: "\f402";
}
.fa-ubuntu:before {
content: "\f7df";
}
.fa-uikit:before {
content: "\f403";
}
.fa-umbraco:before {
content: "\f8e8";
}
.fa-umbrella:before {
content: "\f0e9";
}
.fa-umbrella-beach:before {
content: "\f5ca";
}
.fa-underline:before {
content: "\f0cd";
}
.fa-undo:before {
content: "\f0e2";
}
.fa-undo-alt:before {
content: "\f2ea";
}
.fa-uniregistry:before {
content: "\f404";
}
.fa-unity:before {
content: "\f949";
}
.fa-universal-access:before {
content: "\f29a";
}
.fa-university:before {
content: "\f19c";
}
.fa-unlink:before {
content: "\f127";
}
.fa-unlock:before {
content: "\f09c";
}
.fa-unlock-alt:before {
content: "\f13e";
}
.fa-untappd:before {
content: "\f405";
}
.fa-upload:before {
content: "\f093";
}
.fa-ups:before {
content: "\f7e0";
}
.fa-usb:before {
content: "\f287";
}
.fa-user:before {
content: "\f007";
}
.fa-user-alt:before {
content: "\f406";
}
.fa-user-alt-slash:before {
content: "\f4fa";
}
.fa-user-astronaut:before {
content: "\f4fb";
}
.fa-user-check:before {
content: "\f4fc";
}
.fa-user-circle:before {
content: "\f2bd";
}
.fa-user-clock:before {
content: "\f4fd";
}
.fa-user-cog:before {
content: "\f4fe";
}
.fa-user-edit:before {
content: "\f4ff";
}
.fa-user-friends:before {
content: "\f500";
}
.fa-user-graduate:before {
content: "\f501";
}
.fa-user-injured:before {
content: "\f728";
}
.fa-user-lock:before {
content: "\f502";
}
.fa-user-md:before {
content: "\f0f0";
}
.fa-user-minus:before {
content: "\f503";
}
.fa-user-ninja:before {
content: "\f504";
}
.fa-user-nurse:before {
content: "\f82f";
}
.fa-user-plus:before {
content: "\f234";
}
.fa-user-secret:before {
content: "\f21b";
}
.fa-user-shield:before {
content: "\f505";
}
.fa-user-slash:before {
content: "\f506";
}
.fa-user-tag:before {
content: "\f507";
}
.fa-user-tie:before {
content: "\f508";
}
.fa-user-times:before {
content: "\f235";
}
.fa-users:before {
content: "\f0c0";
}
.fa-users-cog:before {
content: "\f509";
}
.fa-usps:before {
content: "\f7e1";
}
.fa-ussunnah:before {
content: "\f407";
}
.fa-utensil-spoon:before {
content: "\f2e5";
}
.fa-utensils:before {
content: "\f2e7";
}
.fa-vaadin:before {
content: "\f408";
}
.fa-vector-square:before {
content: "\f5cb";
}
.fa-venus:before {
content: "\f221";
}
.fa-venus-double:before {
content: "\f226";
}
.fa-venus-mars:before {
content: "\f228";
}
.fa-viacoin:before {
content: "\f237";
}
.fa-viadeo:before {
content: "\f2a9";
}
.fa-viadeo-square:before {
content: "\f2aa";
}
.fa-vial:before {
content: "\f492";
}
.fa-vials:before {
content: "\f493";
}
.fa-viber:before {
content: "\f409";
}
.fa-video:before {
content: "\f03d";
}
.fa-video-slash:before {
content: "\f4e2";
}
.fa-vihara:before {
content: "\f6a7";
}
.fa-vimeo:before {
content: "\f40a";
}
.fa-vimeo-square:before {
content: "\f194";
}
.fa-vimeo-v:before {
content: "\f27d";
}
.fa-vine:before {
content: "\f1ca";
}
.fa-virus:before {
content: "\f974";
}
.fa-virus-slash:before {
content: "\f975";
}
.fa-viruses:before {
content: "\f976";
}
.fa-vk:before {
content: "\f189";
}
.fa-vnv:before {
content: "\f40b";
}
.fa-voicemail:before {
content: "\f897";
}
.fa-volleyball-ball:before {
content: "\f45f";
}
.fa-volume-down:before {
content: "\f027";
}
.fa-volume-mute:before {
content: "\f6a9";
}
.fa-volume-off:before {
content: "\f026";
}
.fa-volume-up:before {
content: "\f028";
}
.fa-vote-yea:before {
content: "\f772";
}
.fa-vr-cardboard:before {
content: "\f729";
}
.fa-vuejs:before {
content: "\f41f";
}
.fa-walking:before {
content: "\f554";
}
.fa-wallet:before {
content: "\f555";
}
.fa-warehouse:before {
content: "\f494";
}
.fa-water:before {
content: "\f773";
}
.fa-wave-square:before {
content: "\f83e";
}
.fa-waze:before {
content: "\f83f";
}
.fa-weebly:before {
content: "\f5cc";
}
.fa-weibo:before {
content: "\f18a";
}
.fa-weight:before {
content: "\f496";
}
.fa-weight-hanging:before {
content: "\f5cd";
}
.fa-weixin:before {
content: "\f1d7";
}
.fa-whatsapp:before {
content: "\f232";
}
.fa-whatsapp-square:before {
content: "\f40c";
}
.fa-wheelchair:before {
content: "\f193";
}
.fa-whmcs:before {
content: "\f40d";
}
.fa-wifi:before {
content: "\f1eb";
}
.fa-wikipedia-w:before {
content: "\f266";
}
.fa-wind:before {
content: "\f72e";
}
.fa-window-close:before {
content: "\f410";
}
.fa-window-maximize:before {
content: "\f2d0";
}
.fa-window-minimize:before {
content: "\f2d1";
}
.fa-window-restore:before {
content: "\f2d2";
}
.fa-windows:before {
content: "\f17a";
}
.fa-wine-bottle:before {
content: "\f72f";
}
.fa-wine-glass:before {
content: "\f4e3";
}
.fa-wine-glass-alt:before {
content: "\f5ce";
}
.fa-wix:before {
content: "\f5cf";
}
.fa-wizards-of-the-coast:before {
content: "\f730";
}
.fa-wolf-pack-battalion:before {
content: "\f514";
}
.fa-won-sign:before {
content: "\f159";
}
.fa-wordpress:before {
content: "\f19a";
}
.fa-wordpress-simple:before {
content: "\f411";
}
.fa-wpbeginner:before {
content: "\f297";
}
.fa-wpexplorer:before {
content: "\f2de";
}
.fa-wpforms:before {
content: "\f298";
}
.fa-wpressr:before {
content: "\f3e4";
}
.fa-wrench:before {
content: "\f0ad";
}
.fa-x-ray:before {
content: "\f497";
}
.fa-xbox:before {
content: "\f412";
}
.fa-xing:before {
content: "\f168";
}
.fa-xing-square:before {
content: "\f169";
}
.fa-y-combinator:before {
content: "\f23b";
}
.fa-yahoo:before {
content: "\f19e";
}
.fa-yammer:before {
content: "\f840";
}
.fa-yandex:before {
content: "\f413";
}
.fa-yandex-international:before {
content: "\f414";
}
.fa-yarn:before {
content: "\f7e3";
}
.fa-yelp:before {
content: "\f1e9";
}
.fa-yen-sign:before {
content: "\f157";
}
.fa-yin-yang:before {
content: "\f6ad";
}
.fa-yoast:before {
content: "\f2b1";
}
.fa-youtube:before {
content: "\f167";
}
.fa-youtube-square:before {
content: "\f431";
}
.fa-zhihu:before {
content: "\f63f";
}
.sr-only {
border: 0;
clip: rect(0, 0, 0, 0);
height: 1px;
margin: -1px;
overflow: hidden;
padding: 0;
position: absolute;
width: 1px;
}
.sr-only-focusable:active,
.sr-only-focusable:focus {
clip: auto;
height: auto;
margin: 0;
overflow: visible;
position: static;
width: auto;
}
/*!
* Font Awesome Free 5.13.0 by @fontawesome - https://fontawesome.com
* License - https://fontawesome.com/license/free (Icons: CC BY 4.0, Fonts: SIL OFL 1.1, Code: MIT License)
*/
/*@font-face {
font-family: 'Font Awesome 5 Free';
font-style: normal;
font-weight: 900;
font-display: @fa-font-display;
src: url('@{fa-font-path}/fa-solid-900.eot');
src: url('@{fa-font-path}/fa-solid-900.eot?#iefix') format('embedded-opentype'),
url('@{fa-font-path}/fa-solid-900.woff2') format('woff2'),
url('@{fa-font-path}/fa-solid-900.woff') format('woff'),
url('@{fa-font-path}/fa-solid-900.ttf') format('truetype'),
url('@{fa-font-path}/fa-solid-900.svg#fontawesome') format('svg');
}*/
.fa,
.fas {
font-family: 'Font Awesome 5 Free';
font-weight: 900;
}
/*!
* Font Awesome Free 5.13.0 by @fontawesome - https://fontawesome.com
* License - https://fontawesome.com/license/free (Icons: CC BY 4.0, Fonts: SIL OFL 1.1, Code: MIT License)
*/
/*@font-face {
font-family: 'Font Awesome 5 Brands';
font-style: normal;
font-weight: 400;
font-display: @fa-font-display;
src: url('@{fa-font-path}/fa-brands-400.eot');
src: url('@{fa-font-path}/fa-brands-400.eot?#iefix') format('embedded-opentype'),
url('@{fa-font-path}/fa-brands-400.woff2') format('woff2'),
url('@{fa-font-path}/fa-brands-400.woff') format('woff'),
url('@{fa-font-path}/fa-brands-400.ttf') format('truetype'),
url('@{fa-font-path}/fa-brands-400.svg#fontawesome') format('svg');
}*/
.fab {
font-family: 'Font Awesome 5 Brands';
font-weight: 400;
}
.mix-monospace {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 400;
}
.mix-no-border-radius {
-webkit-border-radius: 0px;
-moz-border-radius: 0px;
border-radius: 0px;
}
@media screen and (max-width: 639px) {
.mix-responsive {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.mix-responsive td {
white-space: nowrap;
}
}
body {
background-color: #fff;
margin: 0 auto;
height: 100%;
zoom: 1;
font-weight: 400;
letter-spacing: normal;
word-spacing: normal;
color: #333;
font: 15px "Source Sans Pro", "Calibri", "Helvetica", "Arial", "Freesans", "Clean", sans-serif;
line-height: 1.4;
-webkit-font-smoothing: antialiased;
width: 960px;
-webkit-hyphens: auto;
-moz-hyphens: auto;
-ms-hyphens: auto;
-o-hyphens: auto;
hyphens: auto;
text-align: justify;
}
@media screen and (max-width: 659px) {
body {
width: 100%;
}
}
@media screen and (min-width: 660px) {
body {
width: 660px;
}
}
@media screen and (min-width: 880px) {
body {
width: 880px;
}
}
#main,
#footer,
#header {
width: 94%;
margin: auto;
}
#footer {
border-top: 1px solid #ddd;
text-align: center;
font-size: 75%;
}
#footer p {
line-height: 0.6em;
}
#toc {
margin-top: -10px;
}
#toc ul {
list-style-type: none;
padding-left: 20px;
}
#toc > ul {
padding-left: 0;
}
/* Lists */
ul,
ol {
padding-left: 30px;
}
li p {
margin: 0 auto;
}
.unstyled li {
list-style-type: none;
}
dl dt {
font-weight: 700;
}
dl dd {
padding: 0 0 0.2em 0;
}
/* Headings */
h1,
h2,
h3,
h4,
h5,
h6 {
font-weight: 700;
color: #111;
border-bottom: 1px solid #ddd;
}
h1 {
text-align: center;
}
/* Blocks */
blockquote {
border-left: 3px solid #dedede;
padding: 0px 10px;
margin: 10px 0;
font-style: italic;
}
pre {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 400;
color: #222;
white-space: pre-wrap;
margin: auto;
padding: 0;
}
@media screen and (max-width: 639px) {
pre {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
pre td {
white-space: nowrap;
}
}
pre code {
box-shadow: none;
border: none;
line-height: 1.2em;
}
pre .hljs {
padding: 0 3px;
}
.responsive {
width: 100%;
}
@media screen and (max-width: 639px) {
.responsive {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.responsive td {
white-space: nowrap;
}
}
table {
border-collapse: collapse;
margin: 15px auto;
border-spacing: 0;
empty-cells: show;
min-width: 100%;
}
table thead {
background: #f8f8f8;
color: #222;
text-align: left;
vertical-align: bottom;
}
table td,
table th {
background-color: transparent;
border: 1px solid #999;
font-size: inherit;
margin: 0;
overflow: visible;
padding: 6px 12px;
}
address {
font-style: italic;
color: #999;
}
hr {
border: 0;
height: 1px;
background-image: -webkit-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -moz-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -ms-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
background-image: -o-linear-gradient(left, rgba(99, 99, 99, 0), rgba(99, 99, 99, 0.75), rgba(99, 99, 99, 0));
}
.center {
margin: auto;
text-align: center;
}
/* Inline */
[class^="fa-"] {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
}
[class^="fas-"] {
font-family: "Font Awesome 5 Free";
}
[class^="fab-"] {
font-family: "Font Awesome 5 Brands";
}
code,
span.code {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 400;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
color: #B2361E;
font-size: 85%;
}
strong code,
b code {
font-weight: 700;
}
kbd,
span.kbd {
color: #222;
background-color: #f8f8f8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 700;
border-right: 1px solid #bbb;
border-bottom: 1px solid #bbb;
line-height: 1em;
font-size: 80%;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
mark,
span.mark {
padding: 0 1px;
color: #222;
}
abbr,
span.abbr {
font-variant: small-caps;
font-weight: 700;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
abbr:hover,
span.abbr:hover {
cursor: help;
}
samp,
span.samp {
font-size: 90%;
color: #222;
background-color: transparent;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
var,
span.var {
font-size: 90%;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 700;
font-style: normal;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
cite,
span.cite {
font-weight: 700;
font-style: italic;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
q,
span.q {
font-style: italic;
color: #666;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
span.tt,
span.cmd,
span.opt,
span.arg,
span.kwd,
span.ext,
span.file,
span.dir {
font-size: 90%;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-weight: 400;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
}
span.ext,
span.kwd {
font-weight: 700;
}
img {
max-width: 100%;
}
/* Links */
a,
a:visited {
color: #4183c4;
text-decoration: none;
}
a:hover,
a:visited:hover {
text-decoration: underline;
}
/* Checkboxes */
li.github_checkbox {
list-style-type: none;
}
li.github_checkbox input[type="checkbox"] {
width: 0;
height: 0;
}
li.github_checkbox input[type="checkbox"]::after {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
content: '\f0c8';
top: -14px;
left: -14px;
position: relative;
color: #aaa;
}
li.github_checkbox input[type="checkbox"]:checked::after {
content: '\f14a';
color: #00CC33;
}
a[href^="http://"]:before,
a[href^="https://"]:before,
a[href^="ftp://"]:before,
a[href^="sftp://"]:before {
content: "\f0ac" "\202F";
font-family: "Font Awesome 5 Free";
}
a[href^="mailto:"]:before {
content: "\f0e0" "\202F";
font-family: "Font Awesome 5 Free";
}
a[href^="magnet://"]:before {
content: "\f076" "\202F";
font-family: "Font Awesome 5 Free";
}
a[href^="tel:"]:before {
content: "\f095" "\202F";
font-family: "Font Awesome 5 Free";
}
a[href^="skype://"]:before,
a[href*="skype.com"]:before {
content: "\f17e" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href^="git@"]:before {
content: "\f1d3" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="amazon.com"]:before {
content: "\f270" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="bitbucket.com"]:before {
content: "\f171" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="blogger.com"]:before {
content: "\f37c" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="deviantart.com"]:before {
content: "\f1bd" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="dropbox.com"]:before {
content: "\f16b" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="digg.com"]:before {
content: "\f1a6" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="linkedin.com"]:before {
content: "\f08c" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="facebook.com"]:before {
content: "\f082" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="flickr.com"]:before {
content: "\f16e" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="foursquare.com"]:before {
content: "\f180" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="github.com"]:before {
content: "\f09b" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="gitlab.com"]:before {
content: "\f296" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="google.com"]:before {
content: "\f1a0" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="plus.google.com"]:before {
content: "\f0d4" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="news.ycombinator.com"]:before {
content: "\f1d4" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="imdb.com"]:before {
content: "\f2d8" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="instagram.com"]:before {
content: "\f16d" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="jsfiddle.com"]:before {
content: "\f1cc" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="kickstarter.com"]:before {
content: "\f3bb" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="medium.com"]:before {
content: "\f23a" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="npmjs.com"]:before {
content: "\f3d4" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="pinterest.com"]:before {
content: "\f0d2" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="quora.com"]:before {
content: "\f2c4" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="reddit.com"]:before {
content: "\f1a1" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="stackoverflow.com"]:before {
content: "\f16c" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="trello.com"]:before {
content: "\f181" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="tripadvisor.com"]:before {
content: "\f262" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="tumblr.com"]:before {
content: "\f174" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="twitter.com"]:before {
content: "\f099" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="vimeo.com"]:before {
content: "\f194" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="wikipedia.com"]:before {
content: "\f266" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="wordpress.com"]:before {
content: "\f19a" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="wordpress.org"]:before {
content: "\f19a" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="yahoo.com"]:before {
content: "\f19e" "\202F";
font-family: "Font Awesome 5 Brands";
}
a[href*="youtube.com"]:before {
content: "\f167" "\202F";
font-family: "Font Awesome 5 Brands";
}
#footer a:before {
content: "";
}
a[href="#document-top"] {
vertical-align: super;
font-weight: 400;
font-size: 15px;
float: right;
}
a[href="#document-top"]:before {
content: "\f102" "\202F";
font-family: "Font Awesome 5 Free";
}
#footer a:hover {
text-decoration: none;
}
#footer a:after {
content: none;
}
.note {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #264c72;
background-color: #d8ebf8;
border: 1px solid #A4D1EF;
font-size: 95%;
}
.note code,
.note samp,
.note pre {
color: #264c72;
}
.note a {
color: #264c72;
}
.note p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.note {
margin-left: 80px;
margin-right: 80px;
}
}
.note > p {
margin: 0 auto;
}
.note > p:first-child {
font-weight: 700;
color: #264c72;
}
.note > p:first-child:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #264c72;
content: "\f08d" " ";
}
.note pre,
.note code {
font-size: 400;
color: #19324c;
}
.note a {
color: #132639;
}
.tip {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #009926;
background-color: #d8f5cd;
border: 1px solid #B0EB99;
font-size: 95%;
}
.tip code,
.tip samp,
.tip pre {
color: #009926;
}
.tip a {
color: #264c72;
}
.tip p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.tip {
margin-left: 80px;
margin-right: 80px;
}
}
.tip > p {
margin: 0 auto;
}
.tip > p:first-child {
font-weight: 700;
color: #009926;
}
.tip > p:first-child:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #009926;
content: "\f058" " ";
}
.tip pre,
.tip code {
font-size: 400;
color: #006619;
}
.tip a {
color: #004d13;
}
.warning {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #705400;
background-color: #FFEBAD;
border: 1px solid #FFDB70;
font-size: 95%;
}
.warning code,
.warning samp,
.warning pre {
color: #705400;
}
.warning a {
color: #264c72;
}
.warning p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.warning {
margin-left: 80px;
margin-right: 80px;
}
}
.warning > p {
margin: 0 auto;
}
.warning > p:first-child {
font-weight: 700;
color: #705400;
}
.warning > p:first-child:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #705400;
content: "\f071" " ";
}
.warning pre,
.warning code {
font-size: 400;
color: #3d2e00;
}
.warning a {
color: #241b00;
}
.blank-sidebar {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #555;
background-color: #fefefe;
border: 1px solid #fefefe;
font-size: 95%;
}
.blank-sidebar code,
.blank-sidebar samp,
.blank-sidebar pre {
color: #555;
}
.blank-sidebar a {
color: #264c72;
}
.blank-sidebar p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.blank-sidebar {
margin-left: 80px;
margin-right: 80px;
}
}
.blank-sidebar > p {
margin: 0 auto;
}
.blank-sidebar > p:first-child {
font-weight: 700;
color: #555;
}
.blank-sidebar > p:first-child:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #555;
content: "" " ";
}
.blank-sidebar pre,
.blank-sidebar code {
font-size: 400;
color: #3b3b3b;
}
.blank-sidebar a {
color: #2f2f2f;
}
.sidebar {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #555;
background-color: #f8f8f8;
border: 1px solid #f8f8f8;
font-size: 95%;
}
.sidebar code,
.sidebar samp,
.sidebar pre {
color: #555;
}
.sidebar a {
color: #264c72;
}
.sidebar p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.sidebar {
margin-left: 80px;
margin-right: 80px;
}
}
.sidebar > p {
margin: 0 auto;
}
.sidebar > p:first-child {
font-weight: 700;
color: #555;
}
.sidebar > p:first-child:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #555;
content: "\f05a" " ";
}
.sidebar pre,
.sidebar code {
font-size: 400;
color: #3b3b3b;
}
.sidebar a {
color: #2f2f2f;
}
.output {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #555;
background-color: #f8f8f8;
border: 1px solid #f8f8f8;
}
.output code,
.output samp,
.output pre {
color: #555;
}
.output a {
color: #264c72;
}
.output p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.output {
margin-left: 80px;
margin-right: 80px;
}
}
.terminal {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #eee;
background-color: #222;
border: 1px solid #ccc;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
padding: 0 3px;
border: 2px solid #999;
white-space: pre-wrap;
border-top: 10px solid #999;
}
.terminal code,
.terminal samp,
.terminal pre {
color: #eee;
}
.terminal a {
color: #264c72;
}
.terminal p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.terminal {
margin-left: 80px;
margin-right: 80px;
}
}
@media screen and (max-width: 639px) {
.terminal {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.terminal td {
white-space: nowrap;
}
}
.terminal > p,
.terminal > p:first-child {
margin-top: -40px;
margin-bottom: 0;
text-shadow: none;
font-weight: 400;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-size: 85%;
color: #eee;
}
.terminal > p code,
.terminal > p:first-child code,
.terminal > p pre,
.terminal > p:first-child pre,
.terminal > p samp,
.terminal > p:first-child samp {
font-size: 100%;
}
.terminal > p:first-child,
.terminal > p:first-child:first-child {
margin-top: 0px;
}
.terminal > p:before,
.terminal > p:first-child:before {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-style: normal;
font-weight: 700;
color: #009926;
content: "$ ";
}
.terminal-su {
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
-webkit-border-radius: 3px;
-moz-border-radius: 3px;
border-radius: 3px;
margin: 10px auto;
padding: 2px 4px 0 4px;
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
color: #eee;
background-color: #222;
border: 1px solid #ccc;
-webkit-hyphens: none;
-moz-hyphens: none;
-ms-hyphens: none;
-o-hyphens: none;
hyphens: none;
padding: 0 3px;
border: 2px solid #999;
white-space: pre-wrap;
border-top: 10px solid #999;
}
.terminal-su code,
.terminal-su samp,
.terminal-su pre {
color: #eee;
}
.terminal-su a {
color: #264c72;
}
.terminal-su p {
margin: 0 auto;
}
@media screen and (min-width: 880px) {
.terminal-su {
margin-left: 80px;
margin-right: 80px;
}
}
@media screen and (max-width: 639px) {
.terminal-su {
overflow-y: hidden;
overflow-x: auto;
-webkit-overflow-scrolling: touch;
}
.terminal-su td {
white-space: nowrap;
}
}
.terminal-su > p,
.terminal-su > p:first-child {
margin-top: -40px;
margin-bottom: 0;
text-shadow: none;
font-weight: 400;
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-size: 85%;
color: #eee;
}
.terminal-su > p code,
.terminal-su > p:first-child code,
.terminal-su > p pre,
.terminal-su > p:first-child pre,
.terminal-su > p samp,
.terminal-su > p:first-child samp {
font-size: 100%;
}
.terminal-su > p:first-child,
.terminal-su > p:first-child:first-child {
margin-top: 0px;
}
.terminal-su > p:before,
.terminal-su > p:first-child:before {
font-family: "Source Code Pro", "Monaco", "DejaVu Sans Mono", "Courier New", monospace;
font-style: normal;
font-weight: 700;
color: #009926;
content: "$ ";
}
.terminal-su > p:before,
.terminal-su > p:first-child:before {
color: #CC3300;
content: "# ";
}
div .terminal {
margin: 2px auto;
}
@media screen and (min-width: 880px) {
div .terminal {
margin-left: 80px;
margin-right: 80px;
}
}
.todo {
color: #CC3300;
}
.todo:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "todo";
}
.fixme {
color: #CC3300;
}
.fixme:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "fixme";
}
.deadline {
color: #CC3300;
}
.deadline:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "deadline";
}
.important {
color: #CC3300;
}
.important:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "important";
}
.urgent {
color: #CC3300;
}
.urgent:before {
color: #CC3300;
background-color: #f8d8d8;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "urgent";
}
.verify {
color: #705400;
}
.verify:before {
color: #705400;
background-color: #FFEBAD;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "verify";
}
.draftcomment {
color: #009926;
}
.draftcomment:before {
color: #009926;
background-color: #d8f5cd;
padding: 0 3px 0;
display: inline-block;
width: auto;
margin: 1px;
-webkit-border-radius: 2px;
-moz-border-radius: 2px;
border-radius: 2px;
-moz-background-clip: padding;
-webkit-background-clip: padding-box;
background-clip: padding-box;
text-shadow: 0 1px 0 rgba(255, 255, 255, 0.8);
box-shadow: 0 1px 3px rgba(0, 0, 0, 0.1);
-webkit-border-radius: 4px;
-moz-border-radius: 4px;
border-radius: 4px;
padding: 1px 1px 3px 1px;
line-height: 95%;
width: 70px;
text-align: center;
margin-right: 3px;
box-shadow: none;
font-size: 90%;
font-variant: small-caps;
font-weight: 700;
content: "comment";
}
.red-circle:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f111" " ";
}
.green-circle:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f111" " ";
}
.yellow-circle:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f111" " ";
}
.gray-circle:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #999;
content: "\f111" " ";
}
.star:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f005" " ";
}
.heart:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f004" " ";
}
.square:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f0c8" " ";
}
.check:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #00CC33;
content: "\f14a" " ";
}
.lock:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f023" " ";
}
.unlock:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f09c" " ";
}
.bug:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f188" " ";
}
.tag:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f02b" " ";
}
.tags:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #F5B800;
content: "\f02c" " ";
}
.date:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f133" " ";
}
.time:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f017" " ";
}
.attachment:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0c6" " ";
}
.geo:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f041" " ";
}
.danger:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #CC3300;
content: "\f071" " ";
}
.question:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #0F4BFF;
content: "\f059" " ";
}
.phone:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f095" " ";
}
.email:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0e0" " ";
}
.fax:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f1ac" " ";
}
.print:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f02f" " ";
}
.usb:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f287" " ";
}
.website:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f0ac" " ";
}
.hastyscribe:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 180%;
color: #333;
content: "H" " ";
}
.hastyscribe:before {
font-family: "HastyScribe";
font-size: 1.8em;
margin-right: -2%;
vertical-align: middle;
}
.desktop:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f108" " ";
}
.laptop:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f109" " ";
}
.mobile:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f3cd" " ";
}
.tablet:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
color: #333;
content: "\f3fa" " ";
}
.rss:before {
font-family: "Font Awesome 5 Free", "Font Awesome 5 Brands";
font-style: normal;
font-weight: normal;
font-size: 100%;
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</head>
<body class="headings">
<div id="container">
<a id="document-top"></a>
<div id="header"><h1>min Language Developer Guide</h1></div>
<div id="toc"><ul>
<li>
<ul>
<li><a href="#About-min">About min</a>
<ul>
<li><a href="#Why?">Why?</a></li>
<li><a href="#How?">How?</a></li>
<li><a href="#Who?">Who?</a></li>
<li><a href="#When?">When?</a></li>
</ul>
</li>
<li><a href="#Get-Started">Get Started</a>
<ul>
<li><a href="#Building-from-source">Building from source</a>
<ul>
<li><a href="#Using-nimble">Using nimble</a></li>
<li><a href="#Without-using-nimble">Without using nimble</a></li>
<li><a href="#Additional-build-options">Additional build options</a>
<ul>
<li><a href="#-d:ssl">-d:ssl</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Building-a-Docker-image">Building a Docker image</a></li>
<li><a href="#Running-the-min-Shell">Running the min Shell</a></li>
<li><a href="#Executing-a-min-Program">Executing a min Program</a></li>
<li><a href="#Compiling-a-min-Program">Compiling a min Program</a></li>
<li><a href="#Syntax-Highlighting">Syntax Highlighting</a></li>
</ul>
</li>
<li><a href="#Learning-the-min-Language">Learning the min Language</a>
<ul>
<li><a href="#Data-Types">Data Types</a></li>
<li><a href="#Quotations">Quotations</a>
<ul>
<li><a href="#Quoting,-dequoting,-and-applying">Quoting, dequoting, and applying</a></li>
</ul>
</li>
<li><a href="#Operators">Operators</a>
<ul>
<li><a href="#Symbols">Symbols</a>
<ul>
<li><a href="#Using-the-lambda-operator">Using the lambda operator</a></li>
</ul>
</li>
<li><a href="#Sigils">Sigils</a></li>
<li><a href="#Auto-popping">Auto-popping</a></li>
<li><a href="#Operator-signatures">Operator signatures</a>
<ul>
<li><a href="#Type-classes">Type classes</a>
<ul>
<li><a href="#Capturing-lambdas">Capturing lambdas</a></li>
</ul>
</li>
<li><a href="#Type-expressions">Type expressions</a></li>
<li><a href="#Type-aliases">Type aliases</a></li>
<li><a href="#Generics">Generics</a></li>
<li><a href="#Constructors">Constructors</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Definitions">Definitions</a>
<ul>
<li><a href="#Lexical-scoping-and-binding">Lexical scoping and binding</a></li>
<li><a href="#Sealing-symbols">Sealing symbols</a></li>
</ul>
</li>
<li><a href="#Scopes">Scopes</a>
<ul>
<li><a href="#Accessing-the-current-scope">Accessing the current scope</a></li>
<li><a href="#Dequoting-a-quotation-within-the-context-of-a-specific-scope">Dequoting a quotation within the context of a specific scope</a></li>
</ul>
</li>
<li><a href="#Control-Flow">Control Flow</a>
<ul>
<li><a href="#Conditionals">Conditionals</a></li>
<li><a href="#Loops">Loops</a></li>
<li><a href="#Error-handling">Error handling</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Using-the-min-Shell">Using the min Shell</a>
<ul>
<li><a href="#Autocompletion-and-shortcuts">Autocompletion and shortcuts</a></li>
<li><a href="#Shell-configuration-files">Shell configuration files</a>
<ul>
<li><a href="#.minrc">.minrc</a></li>
<li><a href="#.min_history">.min_history</a></li>
<li><a href="#.min_symbols">.min_symbols</a>
</li>
</ul>
</li>
</ul>
</li>
<li><a href="#Extending-min">Extending min</a>
<ul>
<li><a href="#Implementing-new-min-modules-using-min-itself">Implementing new min modules using min itself</a></li>
<li><a href="#Specifying-your-custom-prelude-program">Specifying your custom prelude program</a></li>
<li><a href="#Embedding-min-in-your-Nim-program">Embedding min in your Nim program</a></li>
</ul>
</li>
<li><a href="#Reference">Reference</a>
<ul>
<li><a href="#Notation">Notation</a>
<ul>
<li><a href="#Types-and-Values">Types and Values</a></li>
<li><a href="#Suffixes">Suffixes</a></li>
</ul>
</li>
<li><a href="#<code>lang</code>-Module"><code>lang</code> Module</a></li>
<li><a href="#<code>stack</code>-Module"><code>stack</code> Module</a></li>
<li><a href="#<code>seq</code>-Module"><code>seq</code> Module</a></li>
<li><a href="#<code>dict</code>-Module"><code>dict</code> Module</a></li>
<li><a href="#<code>dstore</code>-Module"><code>dstore</code> Module</a></li>
<li><a href="#<code>io</code>-Module"><code>io</code> Module</a></li>
<li><a href="#<code>fs</code>-Module"><code>fs</code> Module</a></li>
<li><a href="#<code>logic</code>-Module"><code>logic</code> Module</a></li>
<li><a href="#<code>str</code>-Module"><code>str</code> Module</a></li>
<li><a href="#<code>sys</code>-Module"><code>sys</code> Module</a></li>
<li><a href="#<code>num</code>-Module"><code>num</code> Module</a></li>
<li><a href="#<code>time</code>-Module"><code>time</code> Module</a></li>
<li><a href="#<code>crypto</code>-Module"><code>crypto</code> Module</a></li>
<li><a href="#<code>math</code>-Module"><code>math</code> Module</a></li>
<li><a href="#<code>net</code>-Module"><code>net</code> Module</a></li>
<li><a href="#<code>http</code>-Module"><code>http</code> Module</a></li>
</ul>
</li>
</ul>
</li>
</ul>
</div>
<div id="main">
<a name="About-min"></a>
<h2>About min<a href="#document-top" title="Go to top"></a></h2>
<p><strong>min</strong> is a concatenative, fully-homoiconic, functional, interpreted programming language.</p>
<p>This basically means that:</p>
<ul>
<li>It is based on a somewhat obscure and slightly unintuitive programming paradigm, think of <a href="http://www.forth.org/">Forth</a>, <a href="http://factorcode.org/">Factor</a> and <a href="http://www.kevinalbrecht.com/code/joy-mirror/">Joy</a> but with parentheses for an extra <a href="https://common-lisp.net/">Lisp</a>y flavor.</li>
<li>Programs written in min are actually written using <em>quotations</em>, i.e. lists.</li>
<li>It comes with map, filter, find, map-reduce, and loads of other functional goodies. See the <a href="#<code>seq</code>-Module">seq Module</a> for more.</li>
<li>It is probably slower than the average production-ready programming language.</li>
</ul>
<a name="Why?"></a>
<h3>Why?<a href="#document-top" title="Go to top"></a></h3>
<p>Because creating a programming language is something that every programmer needs to do, at some point in life. And also because there are way too few <a href="http://concatenative.org/wiki/view/Front%20Page">concatenative</a> programming language out there – so people are likely to be <em>less</em> pissed off than if I made a yet another Lisp instead.</p>
<p>I always wanted to build a minimalist language, but that could also be used for real work and provided a standard library for common tasks and functionalities like regular expression support, cryptography, execution of external programs, shell-like operators, and keywords to work with files, and more.</p>
<p>Additionally, I wanted it to be fully self-contained, cross-platform, and small. Not stupidly small, but I feel it’s a good compromise compared to the alternatives out there, considering that you only need <em>one file</em> to run any min program.</p>
<p> I also created a static site generator called <a href="https://github.com/h3rald/hastysite">HastySite</a>, which also powers <a href="https://min-lang.org">https://min-lang.org</a>. HastySite internally uses min as the language to write the <a href="https://github.com/h3rald/min/blob/master/site/rules.min">rules</a> to process the source files of the site, and also all its <a href="https://github.com/h3rald/min/tree/master/site/scripts">scripts</a>.</p>
<p>Finally, I think more and more people should get to know concatenative programming languages, because <a href="http://evincarofautumn.blogspot.it/2012/02/why-concatenative-programming-matters.html">concatenative programming matters</a>.</p>
<a name="How?"></a>
<h3>How?<a href="#document-top" title="Go to top"></a></h3>
<p>min is developed entirely in <a href="https://nim-lang.org">Nim</a> – the name is (almost) entirely a coincidence. I wanted to call it <em>minim</em> but then shortened it for more… minimalism.</p>
<p>min’s parser started off as a fork of Nim’s JSON parser – adapted to process a concatenative programming language with less primitive types than JSON. It is interpreted in the traditional sense: no bytecode, no JIT, just plain read, parse, and run.</p>
<a name="Who?"></a>
<h3>Who?<a href="#document-top" title="Go to top"></a></h3>
<p>min was created and implemented by <a href="https://h3rald.com">Fabio Cevasco</a>, with contributions by <a href="https://peterme.net">Peter Munch-Ellingsen</a>, <a href="https://github.com/drkameleon">Yanis Zafirópulos</a>, and <a href="https://github.com/baykus871">baykus871</a>.</p>
<p>Special thanks to <a href="https://github.com/mwgkgk">mwgkgk</a> for contributing to the design of native dictionaries.</p>
<a name="When?"></a>
<h3>When?<a href="#document-top" title="Go to top"></a></h3>
<p>min source code <a href="https://github.com/h3rald/min">repository</a> was created on November 8<sup>th</sup> 2014. This only means that I’ve been very slowly developing something that was actually made public at the end of July 2017.</p>
<a name="Get-Started"></a>
<h2>Get Started<a href="#document-top" title="Go to top"></a></h2>
<p>You can download one of the following pre-built min binaries:</p>
<ul>
<li><a href="https://github.com/h3rald/min/releases/download/v0.35.0/min_v0.35.0_macosx_x64.zip">min v0.35.0 for macOS (x64)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.35.0/min_v0.35.0_windows_x64.zip">min v0.35.0 for Windows (x64)</a></li>
<li><a href="https://github.com/h3rald/min/releases/download/v0.35.0/min_v0.35.0_linux_x64.zip">min v0.35.0 for Linux (x64)</a></li>
</ul>
<a name="Building-from-source"></a>
<h3>Building from source<a href="#document-top" title="Go to top"></a></h3>
<p>Alternatively, you can build min from source in one of the following ways:</p>
<a name="Using-nimble"></a>
<h4>Using nimble<a href="#document-top" title="Go to top"></a></h4>
<p>If you already installed <a href="https://nim-lang.org">nim</a>, you probably already have the <a href="https://github.com/nim-lang/nimble">nimble</a> package manager installed.</p>
<p>If that’s the case, simply run <strong>nimble install min</strong>. This will actually install and run <a href="https://github.com/h3rald/nifty">nifty</a> which will download min dependencies for you before compiling.</p>
<a name="Without-using-nimble"></a>
<h4>Without using nimble<a href="#document-top" title="Go to top"></a></h4>
<ol>
<li>Download and install <a href="https://nim-lang.org">nim</a>.</li>
<li>Download and build <a href="https://github.com/h3rald/nifty">nifty</a>, and put the nifty executable somewhere in your <span class="kwd">$PATH</span>.</li>
<li>Clone the min <a href="https://github.com/h3rald/min">repository</a>.</li>
<li>Navigate to the min repository local folder.</li>
<li>Run <strong>nifty install</strong> to download min’s dependencies.</li>
<li>Run <strong>nim c -d:release min.nim</strong>.</li>
</ol>
<a name="Additional-build-options"></a>
<h4>Additional build options<a href="#document-top" title="Go to top"></a></h4>
<a name="-d:ssl"></a>
<h5>-d:ssl<a href="#document-top" title="Go to top"></a></h5>
<p>If the <strong>-d:ssl</strong> flag is specified when compiling, min will be built with SSL support, so it will be possible to:
* perform HTTPS requests with the <a href="#<code>http</code>-Module">http Module</a>.
* use all the cryptographic symbols defined in the <a href="#<code>crypto</code>-Module">crypto Module</a>.</p>
<p>If this flag is not specified:
* It will not be possible to perform HTTPS requests
* Only the following symbols will be exposed by the <a href="#<code>crypto</code>-Module">crypto Module</a>:
* <a href="#min-operator-id-md5">md5</a>
* <a href="#min-operator-id-sha1">sha1</a>
* <a href="#min-operator-id-encode">encode</a>
* <a href="#min-operator-id-decode">decode</a>
* <a href="#min-operator-id-aes">aes</a></p>
<a name="Building-a-Docker-image"></a>
<h3>Building a Docker image<a href="#document-top" title="Go to top"></a></h3>
<p><a href="https://github.com/drkameleon">Yanis Zafirópulos</a> contributed a Dockerfile that you can use to create your own Docker image for min based on Alpine Linux.</p>
<p>To build the image locally, execute the following command from the repository root directory:</p>
<div class="terminal"><p>docker build -t mindocker .</p></div>
<p>To run it, execute:</p>
<div class="terminal"><p>docker run -it mindocker</p></div>
<a name="Running-the-min-Shell"></a>
<h3>Running the min Shell<a href="#document-top" title="Go to top"></a></h3>
<p>To start the min shell, run <span class="cmd">min</span> with no arguments. You will be presented with a prompt displaying the path to the current directory:</p>
<div class="min-terminal"><p>min shell v$versio
<span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>You can type min code and press <span class="kbd">ENTER</span> to evaluate it immediately:</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span> 2 2 +
4
<span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>The result of each operation will be placed on top of the stack, and it will be available to subsequent operation</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span> dup *
16
<span class="prompt">[/Users/h3rald/test]$</span></p></div>
<p>To exit min shell, press <span class="kbd">CTRL+C</span> or type <span class="cmd">0 exit</span> and press <span class="kbd">ENTER</span>.</p>
<div class="tip"><p>Tip</p>
<p>By default, the min shell provides advanced features like tab-completion, history, etc. If however, you run into problems, you can disable these features by running <span class="cmd">min -j</span> instead, and run min shell with a bare-bones REPL.</p></div>
<a name="Executing-a-min-Program"></a>
<h3>Executing a min Program<a href="#document-top" title="Go to top"></a></h3>
<p>To execute a min script, you can:</p>
<ul>
<li>Run <code>min -e:"... program ..."</code> to execute a program inline.</li>
<li>Run <code>min myfile.min</code> to execute a program contained in a file.</li>
</ul>
<p>min also supports running programs from standard input, so the following command can also be used (on Unix-like system) to run a program saved in <span class="file">myfile.min</span>:</p>
<div class="min-terminal"><p><span class="prompt">$</span> cat myfile.min | min</p></div>
<a name="Compiling-a-min-Program"></a>
<h3>Compiling a min Program<a href="#document-top" title="Go to top"></a></h3>
<p>min programs can be compiled to a single executable simply by specifying the <code>-c</code> (or <code>--compile</code>) flag when executing a min file:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -c myfile.min</p></div>
<p>Essentially, this will:</p>
<ol>
<li>Generate a <span class="file">myfile.nim</span> containing the equivalent Nim code of your min program.</li>
<li>Call the Nim compiler to do the rest ;)</li>
</ol>
<p>If you want to pass any options to the Nim compiler (like <code>-d:release</code> for example) you can do so by using the <code>-n</code> (or <code>--passN</code>) option:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -c myfile.min -n:-d:release</p></div>
<p>Additionally, you can also use <code>-m:<path></code> (or <code>--module-path</code>) to specify one path containing <span class="ext">.min</span> files which will be compiled as well (but not executed) along with the specified file. Whenever a <a href="#min-operator-id-load">load</a> or a <a href="#min-operator-id-require">require</a> symbol is used to load/require an external <span class="ext">.min</span> file, it will attempt to retrieve its contents from the pre-loaded files first before searching the filesystem.</p>
<p>For example, the following command executed in the root folder of the min project will compile <span class="file">run.min</span> along with all <span class="ext">.min</span> files included in the <span class="dir">tasks</span> folder and its subfolders:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -c run.min -m:tasks</p></div>
<p>Similarly, you can also bundle additional files in the executable by specifying the <code>-a:<path></code> (or <code>--asset-path</code>) option. At runtime, the compiled min program will attempt to lookup bundled asset files before checking the filesystem.</p>
<div class="note"><p>Note</p>
<p>In order to successfully compile <a href="class.ext">.min</a> files, Nim must be installed on your system and min must be installed via nimble.</p></div>
<a name="Syntax-Highlighting"></a>
<h3>Syntax Highlighting<a href="#document-top" title="Go to top"></a></h3>
<ul>
<li>If you are using <a href="https://code.visualstudio.com/">Visual Studio Code</a>, you can install the official <a href="https://marketplace.visualstudio.com/items?itemName=h3rald.vscode-min-lang">min extension</a> which provides syntax highlighting support, code folding, and auto-indentation.</li>
<li>If you are using <a href="https://www.vim.org">Vim</a>, a <a href="https://github.com/h3rald/min/blob/master/min.vim">min.vim</a> syntax definition file is available in the min repo.</li>
<li>If you are using <a href="https://www.sublimetext.com/3">Sublime Text 3</a>, Rafael Carrasco created a min syntax definition file that is available <a href="https://github.com/rscarrasco/min-sublime-syntax">here</a>.</li>
<li>If you are hsing <a href="https://notepad-plus-plus.org">Notepad++</a>, a <a href="https://github.com/h3rald/min/blob/master/minNotepad++.xml">Notepad++ language file</a> contributed by baykus871 is available in tbe repo.</li>
</ul>
<a name="Learning-the-min-Language"></a>
<h2>Learning the min Language<a href="#document-top" title="Go to top"></a></h2>
<p><em>min</em> is a stack-based, concatenative programming language that uses postfix notation. If you already know <a href="http://www.forth.org/">Forth</a>, <a href="http://factorcode.org/">Factor</a> or <a href="http://www.kevinalbrecht.com/code/joy-mirror/">Joy</a>, or if you ever used an <a href="https://en.wikipedia.org/wiki/Reverse_Polish_notation">RPN</a> calculator, then min will look somewhat familiar to you.</p>
<p>If not, well, here’s how a short min program looks like:</p>
<pre><code>; This is a comment
(1 2 3 4 5) (dup *) map
#| This is a...
...multiline comment |#
</code></pre>
<p>This program returns a list containing the square values of the first five integer numbers:</p>
<pre><code>(1 4 9 16 25)
</code></pre>
<p>Let’s see how it works:</p>
<ol>
<li>First, a list containing the first five integers is pushed on the stack.</li>
<li>Then, another list containing two symbols (<code>dup</code> and <code>*</code>) is pushed on the stack. This constitutes a quoted program which, when executed duplicates the first element on the stack — this is done by <code>dup</code>— and then multiplies — with <code>*</code>— the two elements together.</li>
<li>Finally, the symbol <code>map</code> is pushed on the stack. Map takes a list of elements and a quoted program and applies the program to each element.</li>
</ol>
<p>Note that:</p>
<ul>
<li>There are no variable assignments.</li>
<li>elements are pushed on the stack one by one.</li>
<li>Parentheses are used to group one or more elements together so that they are treated as a single element and they are not evaluated immediately.</li>
<li><em>Symbols</em> (typically single words, or several words joined by dashes) are used to execute code that performs operations on the whole stack.</li>
</ul>
<p>Unlike more traditional programming languages, in a concatenative programming language, there is no inherent need for variables or named parameters, as symbols act as stack operators that consume elements that are placed in order on top of a stack.</p>
<a name="Data-Types"></a>
<h3>Data Types<a href="#document-top" title="Go to top"></a></h3>
<p>The following data types are availanle in <em>min</em> (with the corresponding shorthand symbols used in operator signatures in brackets):</p>
<dl>
<dt>null (null)</dt>
<dd>null value.</dd>
<dt>boolean (bool)</dt>
<dd><strong>true</strong> or <strong>false</strong>.</dd>
<dt>integer (int)</dt>
<dd>A 64-bit integer number like 1, 27, or -15.</dd>
<dt>float (flt)</dt>
<dd>A 64-bit floating-point number like 3.14 or -56.9876.</dd>
<dt>string (str)</dt>
<dd>A series of characters wrapped in double quotes: “Hello, World!”.</dd>
<dt>quotation (quot)</dt>
<dd>A list of elements, which may also contain symbols. Quotations can be used to create heterogenous lists of elements of any data type, and also to create a block of code that will be evaluated later on (quoted program). Example: (1 2 3 + *)</dd>
<dt>dictionary (dict)</dt>
<dd><p>A key/value table. Dictionaries are implemented as an immediately-dequoted quotation, are enclosed in curly braces, and are represented by their symbol definitions. Note that dictionary keys must start with <code>:</code>and be followed by a double-quoted string, or a single word (which can be written witbout double quotes). The <a href="#<code>dict</code>-Module">dict Module</a> provides some operators on dictionaries.</p>
<div class="sidebar"><p>Example</p>
<p>The following is a simple dictionary containing three keys: <em>name</em>, <em>paradigm</em>, and <em>first-release-year</em>:</p>
<pre><code>{
"min" :name
"concatenative" :paradigm
2017 :"first release year"
}
</code></pre></div></dd>
</dl>
<p>Additionally, dictionaries can also be typed to denote complex objects like sockets, errors, etc. For example, the following dictionary defines an error:</p>
<pre><code> {
"MyError" :error
"An error occurred" :message
"symbol1" :symbol
"dir1/file1.min" :filename
3 :line
13 :column
;error
}
</code></pre>
<div class="tip"><p>Tip</p>
<p>The <a href="#min-operator-id-dtype">dtype</a> operator can be used to set the type of a dictionary.</p></div>
<p>The <a href="#<code>logic</code>-Module">logic Module</a> provides predicate operators to check if an element belongs to a particular data type or pseudo-type (<code>boolean?</code>, <code>number?</code>, <code>integer?</code>, <code>float?</code>, …).</p>
<p>Additionally, the <a href="#<code>lang</code>-Module">lang Module</a> provides operators to convert values from a data type to another (e.g. <a href="#min-operator-id-integer">integer</a>, <a href="#min-operator-id-string">string</a>, and so on).</p>
<div class="note"><p>Note</p>
<p>Most of the operators defined in the <a href="#<code>num</code>-Module">num Module</a> are able to operate on both integers and floats.</p></div>
<a name="Quotations"></a>
<h3>Quotations<a href="#document-top" title="Go to top"></a></h3>
<p>Quotations are the most important thing to understand in min. Besides being the data type used for lists, they are also used to delimit blocks of min code that is not going to be immediately executed.</p>
<p>Consider for example the following min code which returns all the files present in the current folder sorted by name:</p>
<pre><code> . ls (ftype "file" ==) filter '> sort
</code></pre>
<p>The symbol <a href="#min-operator-id-filter">filter</a> takes two quotations as arguments – the first quotation on the stack is applied to all the elements of the second quotation on the stack, to determine which elements of the second quotation will be part of the resulting quotation. This is an example of how quotations can be used both as lists and programs.</p>
<p>Let’s examine this program step-by-step:</p>
<ol>
<li>The <code>.</code> symbol is pushed on the stack, and it is immediately evaluated to the full path to the current directory.</li>
<li>The <code>ls</code> symbol is pushed on the stack, it consumes the string already on the stack and returns a quotation containing all files and directories within the current directory.</li>
<li>The quotation <code>(ftype 'file ==)</code> is pushed on the stack. It is treated exactly like a list of data and it is not evaluated.</li>
<li>The <code>filter</code> symbol is pushed on the stack. This symbol takes two quotations as input, and applies the result of the first quotation on the stack (<code>(ftype "file" ==)</code>) to all elements of the second quotation of the stack (the list of files and directories), returning a new quotation containing only those elements of the second quotation on the stack that satisfy the result of the first quotation. In this case, it returns a new quotation containing only files.</li>
<li><code>'></code> is pushed on the stack. The <code>'</code> sigil can be used instead of the <code>quote</code> symbol to quote a single symbol, <code><</code> in this case. In other words, it is instantly evaluated to the quotation <code>(>)</code>.</li>
<li>The symbol <code>sort</code> is pushed on the stack. This symbol, like <code>filter</code>, takes two quotations as input, and applies the first quotation to each element of the second quotation, effectively sorting each element of the second quotation using the predicate expressed by the first quotation. In this case, all files are sorted by name in ascending order.</li>
</ol>
<div class="tip"><p>Tip</p>
<p>The <a href="#<code>seq</code>-Module">seq Module</a> provides several symbols to work with quotations in a functional way.</p></div>
<a name="Quoting,-dequoting,-and-applying"></a>
<h4>Quoting, dequoting, and applying<a href="#document-top" title="Go to top"></a></h4>
<p>When a quotation is created, it is treated as data, no matter what it contains: it is placed on the stack, like an integer or a string would. However, unlike other data types, a quotation can be evaluated in certain situations and when it happens its contents are pushed on the stack.</p>
<p>Consider the following program:</p>
<pre><code> (1 2 3 4 5 6 7) (odd?) filter
</code></pre>
<p>This program returns a new quotation containing all odd numbers contained in quotation <code>(1 2 3 4 5 6 7)</code>.</p>
<p>In this case, the second quotation is used to <em>quote</em> the symbol <code>odd?</code> so that instead of being executed immediately, it will be executed by the symbol <code>filter</code> on each element of the first quotation. In this way, we may say that <code>(odd?)</code> is <em>dequoted</em> by the symbol <code>filter</code>.</p>
<p>The symbol <a href="#min-operator-id-dequote">dequote</a> or its alias <code>-></code> can be used to dequote a quotation by pushing all its elements on the main stack. Essentially, this <em>executes</em> the quotation in the current context.</p>
<p>For example, the following program leaves the elements <code>1</code> and <code>-1</code> on the stack:</p>
<pre><code> (1 2 3 -) ->
</code></pre>
<p>Alternatively, the symbol <a href="#min-operator-id-apply">apply</a> or its alias <code>=></code> can also be used to dequote a quotation but in this case it will not push its elements on the main stack, instead it will:</p>
<ol>
<li>Create a temporary empty stack.</li>
<li>Push all elements on it, one by one.</li>
<li>Push the entire temporary stack as a quotation back on the main stack.</li>
</ol>
<p>For example, the following program leaves the element <code>(1 -1)</code> on the stack:</p>
<pre><code> (1 2 3 -) =>
</code></pre>
<a name="Operators"></a>
<h3>Operators<a href="#document-top" title="Go to top"></a></h3>
<p>Every min program needs <em>operators</em> to:</p>
<ul>
<li>Manipulate elements on the stack</li>
<li>Perform operations on data</li>
<li>Provide side effects (read/print to standard input/output/files, etc.)</li>
</ul>
<p>There are two types of operators: <em>symbols</em> and <em>sigils</em>.</p>
<a name="Symbols"></a>
<h4>Symbols<a href="#document-top" title="Go to top"></a></h4>
<p><em>Symbols</em> are the most common type of operator. A min symbol is a single word that is either provided by one of the predefined min modules like <code>dup</code> or <code>.</code> or defined by the user. User-defined symbols must:</p>
<ul>
<li>Start with a letter or an underscore (_).</li>
<li>Contain zero or more letters, numbers and/or any of the following characters: <code>/ ! ? + * . _ -</code></li>
</ul>
<p>It is possible to define operator symbols using the <a href="#min-operator-id-operator">operator</a> symbol. The following min program defines a new symbol called square that duplicates the first element on the stack and multiplies the two elements:</p>
<pre><code> (
symbol square
(num :n ==> num :result)
(n dup * @result)
) operator
;; Calculates the square of n.
</code></pre>
<p> The <a href="#min-operator-id-operator">operator</a> symbol provides way to:
* Specify the name of the symbol operator (<strong>square</strong> in this case)
* Specify a signature to identify the type of the input and output values (in this case, the operator takes a numeric input value and produces a numeric output value). Also, note how inputs and outputs are captured into the <code>n</code> and <code>result</code> symbols in the signature quotation and then referenced in the body quotation.
* Specify a quotation containing the code that the operator will execute.</p>
<p>Also, symbol operator definitions can be annotated with documentation comments (starting with <code>;;</code> or wrapped in <code>#|| ... ||#</code>)) so that a help text can be displayed using the <a href="#min-operator-id-help">help</a> symbol.</p>
<a name="Using-the-lambda-operator"></a>
<h5>Using the lambda operator<a href="#document-top" title="Go to top"></a></h5>
<p>Sometimes you just want to bind a piece of code to a symbol to reuse it later, typically something simple and easy-to-read. In these cases, you can use the <a href="#min-operator-id-lambda">lambda</a> operator (or the <code>^</code> sigil). For example, the previous <code>square</code> operator definition could be rewritten simply as the following.</p>
<pre><code> (dup *) ^square
</code></pre>
<p>Note that this feels like using <a href="#min-operator-id-define">define</a>, but the main difference between <a href="#min-operator-id-lambda">lambda</a> and <a href="#min-operator-id-define">define</a> is that <code>lambda</code> only works on quotations doesn’t auto-quote them, so that they are immediately evaluated when the corresponding symbol is pushed on the stack.</p>
<p>Also note that unlike with <a href="#min-operator-id-operator">operator</a>, symbols defined with <a href="#min-operator-id-lambda">lambda</a>:
* have no built-in validation of input and output values.
* do not support the <code>return</code> symbol to immediately end their execution.
* have no built-in stack pollution checks.</p>
<blockquote><p>%tip
Tip</p>
<p>You can use <a href="#min-operator-id-lambda-bind">lambda-bind</a> to re-set a previously set lambda.</p></blockquote>
<a name="Sigils"></a>
<h4>Sigils<a href="#document-top" title="Go to top"></a></h4>
<p>Besides symbols, you can also define sigils. min provides a set of predefined <em>sigils</em> as abbreviations for for commonly-used symbols.</p>
<p>A sigil can be prepended to a double-quoted string or a single word (with no spaces) which will be treated as a string instead of using the corresponding symbol.</p>
<p>For example, the following executes the command <code>ls -al</code> and pushes the command return code on the stack:</p>
<pre><code> !"ls -al"`
</code></pre>
<p>Currently min provides the following sigils:</p>
<dl>
<dt>'</dt>
<dd>Alias for <a href="#min-operator-id-quote">quote</a>.</dd>
<dt>:</dt>
<dd>Alias for <a href="#min-operator-id-define">define</a>.</dd>
<dt>*</dt>
<dd>Alias for <a href="#min-operator-id-invoke">invoke</a>.</dd>
<dt>@</dt>
<dd>Alias for <a href="#min-operator-id-bind">bind</a>.</dd>
<dt>^</dt>
<dd>Alias for <a href="#min-operator-id-lambda">lambda</a>.</dd>
<dt>></dt>
<dd>Alias for <a href="#min-operator-id-save-symbol">save-symbol</a>.</dd>
<dt><</dt>
<dd>Alias for <a href="#min-operator-id-load-symbol">load-symbol</a>.</dd>
<dt>/</dt>
<dd>Alias for <a href="#min-operator-id-dget">dget</a>.</dd>
<dt>%</dt>
<dd>Alias for <a href="#min-operator-id-dset">dset</a>.</dd>
<dt>?</dt>
<dd>Alias for <a href="#min-operator-id-help">help</a>.</dd>
<dt>!</dt>
<dd>Alias for <a href="#min-operator-id-system">system</a>.</dd>
<dt>&</dt>
<dd>Alias for <a href="#min-operator-id-run">run</a>.</dd>
<dt>$</dt>
<dd>Alias for <a href="#min-operator-id-get-env">get-env</a>.</dd>
</dl>
<p>Besides system sigils, you can also create your own sigils. Unlike system sigils however, user defined sigils:</p>
<ul>
<li>have the same character restrictions as symbols</li>
<li>can only be prepended to double-quoted strings</li>
<li>can be unsealed, deleted, redefined, and sealed.</li>
</ul>
<p>Sigils can be a very powerful construct and a way to reduce boulerplate code: you can define a sigil to use as you would use any symbol which requires a single string or quoted symbol on the stack.</p>
<p>Like symbols, sigils can be defined with the <a href="#min-operator-id-operator">operator</a> operator, like this:</p>
<pre><code> (
sigil j
(string :json ==> a :result)
(json from-json @result)
) operator
</code></pre>
<p>This definition will add a <code>j</code> sigil that will process the follwing string as JSON code, so for example:</p>
<pre><code> j"{\"test\": true}"
</code></pre>
<p>…will push the following dictionary on the stack:</p>
<pre><code>{true :test}
</code></pre>
<p>Also, sigil definitions can be annotated with documentation comments (starting with <code>;;</code> or wrapped in <code>#|| ... ||#</code>)`) so that a help text can be displayed using the <a href="#min-operator-id-help">help</a> symbol.</p>
<a name="Auto-popping"></a>
<h4>Auto-popping<a href="#document-top" title="Go to top"></a></h4>
<p>Typically, but not always, operators push one or more value to the stack. While this is typically the desired behavior, in some cases you may want to keep the stack clear so in these cases you can append a <code>!</code> character to any symbol to cause the symbol <a href="#min-operator-id-pop">pop</a> to be pushed on the stack immediately afterwards.</p>
<pre><code> "test" puts ;Prints "test" and pushes "test" on the stack.
"test" puts! ;Prints "test" without pushing anything on the stack.
</code></pre>
<a name="Operator-signatures"></a>
<h4>Operator signatures<a href="#document-top" title="Go to top"></a></h4>
<p>When defining symbols and sigils witb the <a href="#min-operator-id-operator">operator</a> operator, you must specify a <em>signature</em> that will be used to validate and captuee input and output values:</p>
<pre><code> (
symbol square
(num :n ==> num :result)
(n dup * @result)
) operator
</code></pre>
<p>In this case for example tbe <code>square</code> symbol expects a number on the stack, which will be captured to tbe symbol <code>n</code> and it will place a number on the stack which needs to be bound in the operator body to the symbol <code>result</code>.</p>
<p>In a signature, a type expression must precede the capturing symbol. Such type expression can be:</p>
<ul>
<li>One of the following shorthand symbols identifying a well-known <em>min</em> base type (see the reference section for more information): <code>a</code>, <code>bool</code>, <code>null</code>, <code>str</code>, <code>int</code>, <code>num</code>, <code>flt</code>, <code>'sym</code>, <code>quot</code>, or <code>dict</code>.</li>
<li>A typed dictionary like <code>dict:module</code> or <code>dict:datastore</code>.</li>
<li>A type class (see below).</li>
<li>a type expression like <code>str|int</code>.</li>
</ul>
<div class="note"><p>Note</p>
<p>If the operator you are defining doesn’t require any input value or doesn’t leave ang output value on the srack, simply don’t put anything before or after the <code>==></code> separator, respectively. For example, the signature of the <a href="#min-operator-id-puts!">puts!</a> operator could be written like <code>(a ==>)</code>.</p></div>
<a name="Type-classes"></a>
<h5>Type classes<a href="#document-top" title="Go to top"></a></h5>
<p>Besides standard base types, you can define your own <em>type classes</em> to express custom constraints/validations for operator input and output values.</p>
<p>Consider the following type class definition validating a quotation containing strings:</p>
<pre><code> (
typeclass strquot
(quot :q ==> bool :o)
(q (string?) all? @o)
) ::
</code></pre>
<p>The <a href="#min-operator-id-operator">operator</a> operator can be used to define a symbol prefixed with <code>typeclass:</code> (<code>typeclass:strquot</code> in this case) corresponding to a type class that can be used in operator signatures in place of a type, like this:</p>
<pre><code> (
symbol join-strings
(strquot :q ==> str :result)
(
q "" (suffix) reduce @result
)
)
</code></pre>
<p>This operator will raise an error if anything other than a quotation of strings is found on the stack.</p>
<div class="tip"><p>Tip</p>
<p><code>typeclass:</code>-prefixed symbols are just like ordinary shmbols: they are lexically scoped, they can be sealed, unsealed and deleted.</p></div>
<a name="Capturing-lambdas"></a>
<h6>Capturing lambdas<a href="#document-top" title="Go to top"></a></h6>
<p>You can also specify a lambda to be captured to an output value, like this:</p>
<pre><code> (
symbol square
(==> quot ^o)
(
(dup *) ~o
)
) ::
</code></pre>
<p>Essentially, this allows you to push a lambda on the stack from an operator.</p>
<p>Note that:</p>
<ul>
<li>Lambdas must be captured using the <code>^</code> sigil in signatures and bound using <a href="#min-operator-id-lambda-bind">lambda-bind</a> in the operator body.</li>
<li>Lambdas cannot be captured in input values (they have already been pushed on the stack).</li>
<li>Requiring a lambda as an output value effectively bypasses stack pollution checks. While this can be useful at times, use with caution!</li>
</ul>
<a name="Type-expressions"></a>
<h5>Type expressions<a href="#document-top" title="Go to top"></a></h5>
<p>When specifying types in operator signatures or through the <a href="#min-operator-id-expect">expect</a> operator, you can specify a logical expression containing types and type classes joined with one of the following operators:</p>
<ul>
<li><code>|</code> (or)</li>
<li><code>&</code> (and)</li>
<li><code>!</code> (not)</li>
</ul>
<p>Suppose for example you defined the following type classes:</p>
<pre><code>(typeclass fiveplus
(int :n ==> bool :o)
(
n 5 > @o
)
) ::
(typeclass tenminus
(int :n ==> bool :o)
(
n 10 < @o
)
) ::
(typeclass even
(int :n ==> bool :o)
(
n 2 mod 0 == @o
)
) ::
</code></pre>
<p>You can combine them in a type expression as following:</p>
<pre><code>(symbol test
(!even|tenminus&fiveplus :n ==> bool :o)
(
true @o
)
) ::
4 test ; error
6 test ; true
11 test ; true
</code></pre>
<a name="Type-aliases"></a>
<h5>Type aliases<a href="#document-top" title="Go to top"></a></h5>
<p>As you can see, type expressions can quickly become quite long and complex. To avoid this, you can define <em>type aliases</em> using the <a href="#min-operator-id-typealias">typealias</a> operator.</p>
<p>For example, you can create an alias of part of the type expression used in the previous example, like this:</p>
<pre><code>'tenminus&fiveplus 'five-to-ten typealias
(symbol test
(!even|five-to-ten :n ==> bool :o)
(
true @o
)
) ::
</code></pre>
<p>Note that:</p>
<ul>
<li>Type aliases be used to create an alias for any type expression.</li>
<li>Aliased type expressions can contain standard <em>min</em> types, dictionary types, type classes, and even other type aliases.</li>
<li>The <a href="#min-operator-id-typealias">typealias</a> operator actually creates lexically-scoped, <code>typealias:</code>-prefixed symbols that can be sealed, unsealed, and deleted exactly like other symbols.</li>
</ul>
<a name="Generics"></a>
<h5>Generics<a href="#document-top" title="Go to top"></a></h5>
<p><em>min</em> supports generics in operator signatures. in other words, you can define a custom type alias on-the-fly directly in an operator signature, like this:</p>
<pre><code>(
symbol add
((str|num|quot :t) :a t :b ==> t :result)
(
(a type "str" ==)
(a b suffix @result return)
when
(a type "num" ==)
(a b + @result return)
when
(a type "quot" ==)
(a b concat #result return)
when
)
) ::
</code></pre>
<p>In this case, <code>t</code> is set to the type union <code>stribg|num|quot</code>, and the <code>add</code> method above can be use too sum two numbers or join two strings or quotations.</p>
<p>Note that the value of <code>t</code> is evaluated to the type of the first value that is processed. In other words, the following programs will work as expected:</p>
<pre><code> 3 5 add ;outputs 8
"hello, " "world" ;outputs "hello, world"
</code></pre>
<p>while tbe fullowing will raise an error, because the value of <code>t</code> from <code>num</code> to <code>quot</code> within the same operator use:</p>
<pre><code> 12 "test" add ;raises an error
</code></pre>
<div class="sidebar"><p>Generics vs type unions</p>
<p>Generics allow to specify a type as a type union, but the type will remain the same one throughout the same operator call.
By contrast, using the same type union several times within the same signature allows different types to be used in the same call, and that is probably something you dont want!</p></div>
<a name="Constructors"></a>
<h5>Constructors<a href="#document-top" title="Go to top"></a></h5>
<p>The <a href="#min-operator-id-operator">operator</a> operator can also be used to create <em>constructor</em> symbols. A constructor is a particular type of operator that is used to create a new typed dictionary.</p>
<p>Consider the following example:</p>
<pre><code> (
constructor point
(num :x num :y ==> dict :out)
(
{}
x %x
y %y
@out
)
) ::
</code></pre>
<p>The operator above creates a <code>point</code> constructor symbol that can be used to create a new <code>dict:point</code> typed dictionary by popping two numbers from the stack:</p>
<pre><code> 2 3 point ; {2 :x 3 :y ;point}
</code></pre>
<div class="note"><p>Tip</p>
<p>Except for some native symbols, constructors represent the only way to create new typed dictionaries. The more validations you perform in a constructor, the most effective checking for a specific type using the <a href="#min-operator-id-type?">type?</a> operator will be, as <code>type?</code> only checks if a specific type annotation is present on a typed dictionary, nothing else.</p></div>
<a name="Definitions"></a>
<h3>Definitions<a href="#document-top" title="Go to top"></a></h3>
<p>Being a concatenative language, min does not really need named parameters or variables: symbols just pop elements off the main stack in order, and that’s normally enough. There is however one small problem with the traditional concatenative paradigm; consider the following program for example:</p>
<pre><code> dup dup
"\.zip$" match
swap fsize 1000000 > and
swap mtime now 3600 - >
</code></pre>
<p>This program takes a single string corresponding to a file path and returns true if it’s a .zip file bigger than 1MB that was modified in the last hour. Sure, it is remarkable that no variables are needed for such a program, but it is not very readable: because no variables are used, it is often necessary to make copies of elements and push them to the end of the stack – that’s what the <a href="#min-operator-id-dup">dup</a> and <a href="#min-operator-id-swap">swap</a> are used for.</p>
<p>The good news is that you can use the <a href="#min-operator-id-define">define</a> operator and the <code>:</code> sigil to define new symbols, and symbols can also be set to literals of course.</p>
<p>Consider the following program:</p>
<pre><code> :filepath
filepath "\.zip$" match
filepath fsize 1000000 >
filepath mtime now 3600 - >
and and
</code></pre>
<p>In this case, the <code>filepath</code> symbol is defined and then used on the following three lines, each of which defines a condition to be evaluated. The last line contains just two <a href="#min-operator-id-and">and</a> symbols necessary to compare the three conditions.</p>
<a name="Lexical-scoping-and-binding"></a>
<h4>Lexical scoping and binding<a href="#document-top" title="Go to top"></a></h4>
<p>min, like many other programming languages, uses <a href="https://en.wikipedia.org/wiki/Scope_(computer_science)#Lexical_scope_vs._dynamic_scope">lexical scoping</a> to resolve symbols.</p>
<p>Consider the following program:</p>
<pre><code> 4 :a
(
a 3 + :a
(
a 1 + :a
(a dup * :a) dequote
) dequote
) dequote
</code></pre>
<p>…What is the value of the symbol <code>a</code> after executing it?</p>
<p>Simple: <code>4</code>. Every quotation defines its own scope, and in each scope, a new variable called <code>a</code> is defined. In the innermost scope containing the quotation <code>(a dup * :a)</code> the value of <code>a</code> is set to <code>64</code>, but this value is not propagated to the outer scopes. Note also that the value of <code>a</code> in the innermost scope is first retrieved from the outer scope (8).</p>
<p>If we want to change the value of the original <code>a</code> symbol defined in the outermost scope, we have to use the <a href="#min-operator-id-bind">bind</a> or its shorthand sigil <code>@</code>, so that the program becomes the following:</p>
<pre><code> 4 :a ;First definition of the symbol a
(
a 3 + @a ;The value of a is updated to 7.
(
a 1 + @a ;The value of a is updated to 8
(a dup * @a) dequote ;The value of a is now 64
) dequote
) dequote
</code></pre>
<a name="Sealing-symbols"></a>
<h4>Sealing symbols<a href="#document-top" title="Go to top"></a></h4>
<p>Finally, symbols can be sealed to prevent accidental updates or deletions. By default, all symbols defined in the core min modules are sealed, so the following code if run in min shell will result in an error:</p>
<pre><code> 5 :quote
</code></pre>
<p>…because the symbol quote is already defined in the root scope. However, note that the following code will <em>not</em> return an error:</p>
<pre><code> (5 :quote quote dup *) -> ;returns 25
</code></pre>
<p>…because the <code>quote</code> symbol is only defined in the root scope and can therefore be redefined in child scopes.</p>
<p>If you want, you can <a href="#min-operator-id-seal">seal</a> your own symbols so that they may not be redefined using the <a href="#min-operator-id-bind">bind</a> operator or deleted using the <a href="#min-operator-id-delete">delete</a>.</p>
<div class="note"><p>Note</p>
<p>The <a href="#min-operator-id-unseal-symbol">unseal-symbol</a> operator can be used to effectively un-seal a previously-sealed symbol. Use with caution!</p></div>
<a name="Scopes"></a>
<h3>Scopes<a href="#document-top" title="Go to top"></a></h3>
<p>As explained in <a href="/learn-definitions">Definitions</a>, min uses lexical scoping to resolve symbols and sigils. A <em>scope</em> is an execution context (a symbol table really) that:</p>
<ul>
<li>is created while a new quotation is being dequoted or a dictionary is created.</li>
<li>is destroyed after a quotation has been dequoted.</li>
<li>is attached to a dictionary.</li>
</ul>
<p>The main, root-level scope in min can be accessed using the <a href="#min-operator-id-ROOT">ROOT</a> symbol and it typically contains all symbols and sigils imported from all the standard library modules. The ROOT symbol pushes a module on the stack that references the ROOT scope:</p>
<div class="min-terminal"><p><span class="prompt">[/Users/h3rald/test]$</span> ROOT
{
<native> :!
<native> :!=
…
<native> :xor
<native> :zip
;module
}</p></div>
<div class="note"><p>Note</p>
<p><native> values cannot be retrieved using the <a href="#min-operator-id-dget">dget</a> operator.</p></div>
<a name="Accessing-the-current-scope"></a>
<h4>Accessing the current scope<a href="#document-top" title="Go to top"></a></h4>
<p>You can access the current scope using the <a href="#min-operator-id-scope">scope</a> operator, which pushes a module on the stack that references the current scope.</p>
<p>Consider the following program:</p>
<pre><code> {} :innerscope ("This is a test" :test scope @myscope) -> myscope scope-symbols
</code></pre>
<p>In this case:</p>
<ol>
<li>A new variable called <code>innerscope</code> is defined on the ROOT scope.</li>
<li>A quotation is dequoted, but its scope is retrieved using the <code>scope</code> operator and bound to <code>innerscope</code>.</li>
<li>After the quotation is dequoted, myscope is accessed and its symbols (<code>test</code> in this case) are pushed on the stack using the <a href="#min-operator-id-scope-symbols">scope-symbols</a> operator.</li>
</ol>
<p>Note that scopes can only be accessed if they are bound to a dictionary, hence the <code>ROOT</code> and <code>scope</code> operators push a module on the stack, and a module is nothing but a typed dictionary.</p>
<a name="Dequoting-a-quotation-within-the-context-of-a-specific-scope"></a>
<h4>Dequoting a quotation within the context of a specific scope<a href="#document-top" title="Go to top"></a></h4>
<p>The <a href="#min-operator-id-with">with</a> operator can be used to dequote a quotation within a specific scope instead of the current one.</p>
<p>Consider the following program, which leaves <code>2</code> on the stack:</p>
<pre><code> (4 2 minus) {'- :minus} with ->
</code></pre>
<p>In this case, when <code>with</code> is pushed on the stack, it will dequote <code>(4 2 minus)</code>. Note that the symbol <code>minus</code> is defined in the dictionary that will be used by <code>with</code> as the current scope, so after <code>with</code> is pushed on the stack, the stack contents are:</p>
<pre><code> 4 2 (-)
</code></pre>
<p>At this point, the <a href="#min-operator-id-dequote">dequote</a> operator is pushed on the stack and the subtraction is executed leaving <code>2</code> on the stack.</p>
<a name="Control-Flow"></a>
<h3>Control Flow<a href="#document-top" title="Go to top"></a></h3>
<p>The <a href="#<code>lang</code>-Module">lang Module</a> provide some symbols that can be used for the most common control flow statements. Unlike most programming languages, min does not differentiate between functions and statements – control flow statements are just ordinary symbols that manipulate the main stack.</p>
<a name="Conditionals"></a>
<h4>Conditionals<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to implement common conditional statements:</p>
<ul>
<li><a href="#min-operator-id-case">case</a></li>
<li><a href="#min-operator-id-if">if</a></li>
<li><a href="#min-operator-id-unless">unless</a></li>
<li><a href="#min-operator-id-when">when</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> (
(
"" :type
(("\.(md|markdown)$") ("markdown" @type))
(("\.txt$") ("text" @type))
(("\.min$") ("min" @type))
(("\.html?$") ("HTML" @type))
((true) ("unknown" @type))
) case
"This is a $1 file." (type) % echo
) ^display-file-info
</code></pre>
<p>This program defines a symbol <code>display-file-info</code> that takes a file name and outputs a message displaying its type if known.</p>
<a name="Loops"></a>
<h4>Loops<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to implement common loops:</p>
<ul>
<li><a href="#min-operator-id-foreach">foreach</a></li>
<li><a href="#min-operator-id-times">times</a></li>
<li><a href="#min-operator-id-while">while</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> (
:n
1 :i
1 :f
(i n <=)
(
f i * @f
i succ @i
) while
f
) ^factorial
</code></pre>
<p>This program defines a symbol <code>factorial</code> that calculates the factorial of an integer iteratively using the symbol <a href="#min-operator-id-while">while</a>.</p>
<a name="Error-handling"></a>
<h4>Error handling<a href="#document-top" title="Go to top"></a></h4>
<p>The following symbols provide ways to manage errors in min:</p>
<ul>
<li><a href="#min-operator-id-format-error">format-error</a></li>
<li><a href="#min-operator-id-raise">raise</a></li>
<li><a href="#min-operator-id-try">try</a></li>
</ul>
<p>For example, consider the following program:</p>
<pre><code> . ls
(
(
(fsize)
(pop 0)
) try
) map
1 (+) reduce
</code></pre>
<p>This program calculates the size in bytes of all files included in the current directory. Because the <a href="#min-operator-id-fsize">fsize</a> symbol throws an error if the argument provided is not a file (for example, if it is a directory), the <code>try</code> symbol is used to remove the error from the stack and push <code>0</code> on the stack instead.</p>
<a name="Using-the-min-Shell"></a>
<h2>Using the min Shell<a href="#document-top" title="Go to top"></a></h2>
<p>The min executable also provide an interactive REPL (Read-Eval-Print Loop) when launched with the <code>-i</code> flag:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -i
<span class="prompt">[/Users/h3rald/Development/min]$</span></p></div>
<p>Although not as advanced, the min REPL is not dissimilar from an OS system shell like Bash, and as a matter of fact, it provides many functionalities that are found in other shells or command prompts, such as:</p>
<ul>
<li>Auto-completion</li>
<li>Persistent line history</li>
<li>A customizable prompt</li>
<li>Access to environment variables</li>
</ul>
<p>…plus in can obviously leverage the entire min language for complex scripting.</p>
<a name="Autocompletion-and-shortcuts"></a>
<h3>Autocompletion and shortcuts<a href="#document-top" title="Go to top"></a></h3>
<p>The min shell features smart tab autocompletion and keyboard shortcut implemented using the <a href="https://github.com/h3rald/nimline">nimline</a> library.</p>
<p>The following behaviors are implemented when pressing the <code>TAB</code> key within:</p>
<table>
<thead>
<tr>
<th>Context </th>
<th> Result</th>
</tr>
</thead>
<tbody>
<tr>
<td>…a string </td>
<td> Auto-completes the current word using file and directory names.</td>
</tr>
<tr>
<td>…a word starting with <code>!</code>, <code>!!</code>, <code>!"</code> <code>!!"</code>, <code>&</code>, <code>&"</code> </td>
<td> Auto-completes the current word using executable file names.</td>
</tr>
<tr>
<td>…a word starting with <code>$</code> </td>
<td> Auto-completes the current word using environment variable names.</td>
</tr>
<tr>
<td>…a word starting with <code>'</code>, <code>@</code>, <code>#</code>, <code>></code>, <code><</code>, <code>*</code>, <code>(</code>, <code>?</code> </td>
<td> Auto-completes the current word using symbol names.</td>
</tr>
</tbody>
</table>
<p>Additionally, the following common shortcuts are also available:</p>
<table>
<thead>
<tr>
<th>Key </th>
<th> Effect</th>
</tr>
</thead>
<tbody>
<tr>
<td><code>INSERT</code> </td>
<td> Switches between insert and replace mode.</td>
</tr>
<tr>
<td><code>UP</code> </td>
<td> Displays the previous history entry.</td>
</tr>
<tr>
<td><code>DOWN</code> </td>
<td> Displays the next history entry.</td>
</tr>
<tr>
<td><code>CTRL+d</code> </td>
<td> Terminates the min shell.</td>
</tr>
<tr>
<td><code>CTRL+u</code> </td>
<td> Clears the current line.</td>
</tr>
<tr>
<td><code>CTRL+b</code> </td>
<td> Goes to the beginning of the line.</td>
</tr>
<tr>
<td><code>CTRL+e</code> </td>
<td> Goes to the end of the line.</td>
</tr>
</tbody>
</table>
<div class="tip"><p>Tip</p>
<p>If you want, you can define your own keyboard shortcuts using the <a href="#min-operator-id-mapkey">mapkey</a> operator.</p></div>
<a name="Shell-configuration-files"></a>
<h3>Shell configuration files<a href="#document-top" title="Go to top"></a></h3>
<p>When the min interpreter is first launched, the following files are created automatically in the $HOME directory (%USERPROFILE% on Windows).</p>
<a name=".minrc"></a>
<h4>.minrc<a href="#document-top" title="Go to top"></a></h4>
<p>This file is interpreted first every time min is run. By default it is empty, but it can be used to define code to execute at startup.</p>
<a name=".min_history"></a>
<h4>.min_history<a href="#document-top" title="Go to top"></a></h4>
<p>This file is used to persist all commands entered in the min shell, and it is loaded in memory at startup to provide line history support.</p>
<a name=".min_symbols"></a>
<h4>.min_symbols<a href="#document-top" title="Go to top"></a></h4>
<p>This files contains all symbol definitions in JSON format that were previously-saved using the <a href="#min-operator-id-save-symbol">save-symbol</a> symbol. Symbols can be loaded using the <a href="#min-operator-id-load-symbol">load-symbol</a> symbol.</p>
<a name="Extending-min"></a>
<h2>Extending min<a href="#document-top" title="Go to top"></a></h2>
<p>min provides a fairly complete standard library with many useful modules. However, you may feel the need to extend min in order to perform more specialized tasks.</p>
<p>In such situations, you basically have the following options:</p>
<ul>
<li>Implementing new min modules using min itself</li>
<li>Specifying your custom prelude program</li>
<li>Embedding min in your <a href="https://nim-lang.org">Nim</a> program</li>
</ul>
<a name="Implementing-new-min-modules-using-min-itself"></a>
<h3>Implementing new min modules using min itself<a href="#document-top" title="Go to top"></a></h3>
<p>When you just want to create more high-level min operator using functionalities that are already available in min, the easiest way is to create your own reusable min modules.</p>
<p>To create a new module, simply create a file containing your operator definitions implemented using either the <a href="#min-operator-id-operator">operator</a> operator or the <a href="#min-operator-id-lambda">lambda</a> operator</p>
<pre><code>(dup *) ^pow2
(dup dup * *) ^pow3
(dup dup dup * * *) ^pow4
</code></pre>
<p>Save your code to a file (e.g. <em>quickpows.min</em>) and you can use it in other nim files using the <a href="#min-operator-id-require">require</a> operator and the <a href="#min-operator-id-import">import</a> (if you want to import the operators in the current scope):</p>
<pre><code>'quickpows require :qp
2 \*qp/pow3 \*qp/pow2 puts ;prints 64
</code></pre>
<a name="Specifying-your-custom-prelude-program"></a>
<h3>Specifying your custom prelude program<a href="#document-top" title="Go to top"></a></h3>
<p>By default, when min is started it loads the following <em>prelude.min</em> program:</p>
<pre><code>; Imports
'str import
'io import
'logic import
'num import
'sys import
'stack import
'seq import
'dict import
'time import
'fs import
'crypto import
'math import
'net import
'http import
; Unseal prompt symbol
'prompt unseal-symbol
</code></pre>
<p>Essentially, this causes min to import <em>all</em> the modules and unseals the <a href="#min-operator-id-prompt">prompt</a> symbol so that it can be customized. If you want, you can provide your own prelude file to specify your custom behaviors, selectively import modules, and define your own symbols, like this:</p>
<div class="min-terminal"><p><span class="prompt">$</span> min -i -p:myfile.min</p></div>
<a name="Embedding-min-in-your-Nim-program"></a>
<h3>Embedding min in your Nim program<a href="#document-top" title="Go to top"></a></h3>
<p>If you’d like to use min as a scripting language within your own program, and maybe extend it by implementing additional operators, you can use min as a Nim library.</p>
<p>To do so:</p>
<ol>
<li>Install min sources using Nifty as explained in the Download section.</li>
<li>Import it in your Nim file.</li>
<li>Implement a new <code>proc</code> to define the module.</li>
</ol>
<p>The following code is taken from <a href="https://github.com/h3rald/hastysite">HastySite</a> and shows how to define a new <code>hastysite</code> module containing some symbols (<code>preprocess</code>, <code>postprocess</code>, <code>process-rules</code>, …):</p>
<pre><code>import min
proc hastysite_module*(i: In, hs1: HastySite) =
var hs = hs1
let def = i.define()
def.symbol("preprocess") do (i: In):
hs.preprocess()
def.symbol("postprocess") do (i: In):
hs.postprocess()
def.symbol("process-rules") do (i: In):
hs.interpret(hs.files.rules)
# ...
def.finalize("hastysite")
</code></pre>
<p>Then you need to:</p>
<ol>
<li>Instantiate a new min interpreter using the <code>newMinInterpreter</code> proc.</li>
<li>Run the <code>proc</code> used to define the module.</li>
<li>Call the <code>interpret</code> method to interpret a min file or string:</li>
</ol>
<pre><code>proc interpret(hs: HastySite, file: string) =
var i = newMinInterpreter(file, file.parentDir)
i.hastysite_module(hs)
i.interpret(newFileStream(file, fmRead))
</code></pre>
<div class="tip"><p>Tip</p>
<p>For more information on how to create new modules with Nim, have a look in the <a href="https://github.com/h3rald/min/tree/master/minpkg/lib">lib folder</a> of the min repository, which contains all the min modules included in the standard library.</p></div>
<a name="Reference"></a>
<h2>Reference<a href="#document-top" title="Go to top"></a></h2>
<p>min includes a small but powerful standard library organized into the following <em>modules</em>:</p>
<dl>
<dt><a href="#<code>lang</code>-Module">lang Module</a></dt>
<dd>Defines the basic language constructs, such as control flow, type conversions, symbol definition and binding, exception handling, etc.</dd>
<dt><a href="#<code>stack</code>-Module">stack Module</a></dt>
<dd>Defines combinators and stack-shufflers like dip, dup, swap, cons, etc.</dd>
<dt><a href="#<code>seq</code>-Module">seq Module</a></dt>
<dd>Defines operators for quotations, like map, filter, reduce, etc.</dd>
<dt><a href="#<code>dict</code>-Module">dict Module</a></dt>
<dd>Defines operators for dictionaries, like dget, ddup, dset, etc.</dd>
<dt><a href="#<code>dstore</code>-Module">dstore Module</a></dt>
<dd>Provides support for simple, persistent, in-memory JSON stores.</dd>
<dt><a href="#<code>io</code>-Module">io Module</a></dt>
<dd>Provides operators for reading and writing files as well as printing to STDOUT and reading from STDIN.</dd>
<dt><a href="#<code>fs</code>-Module">fs Module</a></dt>
<dd>Provides operators for accessing file information and properties.</dd>
<dt><a href="#<code>logic</code>-Module">logic Module</a></dt>
<dd>Provides comparison operators for all min data types and other boolean logic operators.</dd>
<dt><a href="#<code>str</code>-Module">str Module</a></dt>
<dd>Provides operators to perform operations on strings, use regular expressions, interpolation, etc..</dd>
<dt><a href="#<code>sys</code>-Module">sys Module</a></dt>
<dd>Provides operators to use as basic shell commands, access environment variables, and execute external commands.</dd>
<dt><a href="#<code>num</code>-Module">num Module</a></dt>
<dd>Provides operators to perform simple mathematical operations on integer and floating point numbers.</dd>
<dt><a href="#<code>time</code>-Module">time Module</a></dt>
<dd>Provides a few basic operators to manage dates, times, and timestamps.</dd>
<dt><a href="#<code>crypto</code>-Module">crypto Module</a></dt>
<dd>Provides operators to compute hashes (MD4, MD5, SHA1, SHA224, SHA256, SHA384, sha512), base64 encoding/decoding, and AES encryption/decryption.</dd>
<dt><a href="#<code>math</code>-Module">math Module</a></dt>
<dd>Provides many mathematical operators and constants such as trigonometric functions, square root, logarithms, etc.</dd>
<dt><a href="#<code>net</code>-Module">net Module</a></dt>
<dd>Provides basic supports for sockets (some features are not supported on Windows systems).</dd>
<dt><a href="#<code>http</code>-Module">http Module</a></dt>
<dd>Provides operators to perform HTTP requests, download files and create basic HTTP servers.</dd>
</dl>
<a name="Notation"></a>
<h3>Notation<a href="#document-top" title="Go to top"></a></h3>
<p>The following notation is used in the signature of all min operators:</p>
<a name="Types-and-Values"></a>
<h4>Types and Values<a href="#document-top" title="Go to top"></a></h4>
<dl>
<dt>∅</dt>
<dd>No value.</dd>
<dt><span class="kwd">null</span></dt>
<dd>null value</dd>
<dt><span class="kwd">a</span></dt>
<dd>A value of any type.</dd>
<dt><span class="kwd">bool</span></dt>
<dd>A boolean value</dd>
<dt><span class="kwd">int</span></dt>
<dd>An integer value.</dd>
<dt><span class="kwd">flt</span></dt>
<dd>A float value.</dd>
<dt><span class="kwd">num</span></dt>
<dd>A numeric (integer or float) value.</dd>
<dt><span class="kwd">str</span></dt>
<dd>A string value.</dd>
<dt><span class="kwd">'sym</span></dt>
<dd>A string-like value (string or quoted symbol).</dd>
<dt><span class="kwd">quot</span></dt>
<dd>A quotation (also expressed as parenthesis enclosing other values).</dd>
<dt><span class="kwd">dict</span></dt>
<dd>A dictionary value.</dd>
<dt><span class="kwd">dict:help</span></dt>
<dd><p>A help dictionary:</p>
<pre><code>{
"puts" :name
"symbol" :kind
"a ==>" :signature
"Prints a and a new line to STDOUT." :description
;help
}
</code></pre></dd>
<dt><span class="kwd">dict:url</span></dt>
<dd><p>An URL dictionary:</p>
<pre><code>{
"http" :scheme
"h3rald" :hostname
"" :port
"" :username
"" :password
"/min" :path
"" :anchor
"" :query
;url
}
</code></pre></dd>
<dt><span class="kwd">dict:timeinfo</span></dt>
<dd><p>A timeinfo dictionary:</p>
<pre><code>{
2017 :year
7 :month
8 :day
6 :weekday
188 :yearday
15 :hour
16 :minute
25 :second
true :dst
-3600 :timezone
;timeinfo
}
</code></pre></dd>
<dt><span class="kwd">dict:error</span></dt>
<dd><p>An error dictionary:</p>
<pre><code>{
"MyError" :error
"An error occurred" :message
"symbol1" :symbol
"dir1/file1.min" :filename
3 :line
13 :column
;error
}
</code></pre></dd>
<dt><span class="kwd">dict:socket</span></dt>
<dd><p>A socket dictionary that must be created through the <a href="#min-operator-id-socket">socket</a> operator:</p>
<pre><code>{
"ipv4" :domain
"stream" :type
"tcp" :protocol
;socket
}
</code></pre></dd>
<dt><span class="kwd">dict:datastore</span></dt>
<dd><p>A datastore dictionary that must be created through the <a href="#min-operator-id-dsinit">dsinit</a> or <a href="#min-operator-id-dsread">dsread</a> operator:</p>
<pre><code>{
{} :data
"path/to/file.json" :path
;datastore
}
</code></pre></dd>
<dt><span class="kwd">dict:http-request</span></dt>
<dd><p>A request dictionary, representing an HTTP request to be performed through the operators exposed by the <a href="#<code>http</code>-Module">http Module</a>:</p>
<pre><code>{
"http://httpbin.org/put" :url
"PUT" :method
"1.1" :version ;optional
"h3rald.com" :hostname ;optional
{
"it-id" :Accept-Language
"httpbin.org" :Host
} :headers ;optional
"test body" :body ;optional
}
</code></pre></dd>
<dt><span class="kwd">dict:http-response</span></dt>
<dd><p>A response dictionary, representing an HTTP response returned by some of the operators exposed by the <a href="#<code>http</code>-Module">http Module</a>:</p>
<pre><code>{
"1.1" :version ;optional
200 :status ;optional
{
"application/json" :Content-Type
} :headers ;optional
"{\"test\": \"This is a test\"}" :body
}
</code></pre></dd>
</dl>
<a name="Suffixes"></a>
<h4>Suffixes<a href="#document-top" title="Go to top"></a></h4>
<p>The following suffixes can be placed at the end of a value or type to indicate ordering or quantities.</p>
<dl>
<dt><span class="kwd"><sub>1</sub></span></dt>
<dd>The first value of the specified type.</dd>
<dt><span class="kwd"><sub>2</sub></span></dt>
<dd>The second value of the specified type.</dd>
<dt><span class="kwd"><sub>3</sub></span></dt>
<dd>The third value of the specified type.</dd>
<dt><span class="kwd"><sub>4</sub></span></dt>
<dd>The fourth value of the specified type.</dd>
<dt><span class="kwd"><sub>?</sub></span></dt>
<dd>Zero or one.</dd>
<dt><span class="kwd"><sub>*</sub></span></dt>
<dd>Zero or more.</dd>
<dt><span class="kwd"><sub>+</sub></span></dt>
<dd>One or more</dd>
</dl>
<a name="<code>lang</code>-Module"></a>
<h3><code>lang</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">'</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> '<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> quotesym</span></p>
<p>See <a href="#min-operator-id-quotesym">quotesym</a>.</p></div>
<p><span class="reference-title">'</span></p>
<div class="operator"><p><span class="kwd"> ' <strong>⇒</strong> quotesym</span></p>
<p>See <a href="#min-operator-id-quotesym">quotesym</a>.</p></div>
<p><span class="reference-title">:</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> :<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> define</span></p>
<p>See <a href="#min-operator-id-define">define</a>.</p></div>
<p><span class="reference-title">:</span></p>
<div class="operator"><p><span class="kwd"> : <strong>⇒</strong> define</span></p>
<p>See <a href="#min-operator-id-define">define</a>.</p></div>
<p><span class="reference-title">::</span></p>
<div class="operator"><p><span class="kwd"> :: <strong>⇒</strong> operator</span></p>
<p>See <a href="#min-operator-id-operator">operator</a>.</p></div>
<p><span class="reference-title">?</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ?<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> help</span></p>
<p>See <a href="#min-operator-id-help">help</a>.</p></div>
<p><span class="reference-title">?</span></p>
<div class="operator"><p><span class="kwd"> ? <strong>⇒</strong> help</span></p>
<p>See <a href="#min-operator-id-help">help</a>.</p></div>
<p><span class="reference-title">*</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> *<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> invoke</span></p>
<p>See <a href="#min-operator-id-invoke">invoke</a>.</p></div>
<p><span class="reference-title">@</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> @<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> bind</span></p>
<p>See <a href="#min-operator-id-bind">bind</a>.</p></div>
<p><span class="reference-title">@</span></p>
<div class="operator"><p><span class="kwd"> @ <strong>⇒</strong> bind</span></p>
<p>See <a href="#min-operator-id-bind">bind</a>.</p></div>
<p><span class="reference-title">></span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ><span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> save-symbol</span></p>
<p>See <a href="#min-operator-id-save-symbol">save-symbol</a>.</p></div>
<p><span class="reference-title"><</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> <<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> load-symbol</span></p>
<p>See <a href="#min-operator-id-load-symbol">load-symbol</a>.</p></div>
<p><span class="reference-title">-></span></p>
<div class="operator"><p><span class="kwd"> -> <strong>⇒</strong> dequote</span></p>
<p>See <a href="#min-operator-id-dequote">dequote</a>.</p></div>
<p><span class="reference-title">>></span></p>
<div class="operator"><p><span class="kwd"> >> <strong>⇒</strong> prefix-dequote</span></p>
<p>See <a href="#min-operator-id-prefix-dequote">prefix-dequote</a>.</p></div>
<p><span class="reference-title">><</span></p>
<div class="operator"><p><span class="kwd"> >< <strong>⇒</strong> infix-dequote</span></p>
<p>See <a href="#min-operator-id-infix-dequote">infix-dequote</a>.</p></div>
<p><span class="reference-title">=></span></p>
<div class="operator"><p><span class="kwd"> => <strong>⇒</strong> apply</span></p>
<p>See <a href="#min-operator-id-apply">apply</a>.</p></div>
<p><a id="min-operator-id-==>"></a>
<span class="reference-title">==></span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Symbol used to separate input and output values in operator signatures.</p></div>
<p><span class="reference-title">=-=</span></p>
<div class="operator"><p><span class="kwd"> =-= <strong>⇒</strong> expect-empty-stack</span></p>
<p>See <a href="#min-operator-id-expect-empty-stack">expect-empty-stack</a>.</p></div>
<p><span class="reference-title">^</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> ^<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> lambda</span></p>
<p>See <a href="#min-operator-id-lambda">lambda</a>.</p></div>
<p><span class="reference-title">^</span></p>
<div class="operator"><p><span class="kwd"> ^ <strong>⇒</strong> lambda</span></p>
<p>See <a href="#min-operator-id-lambda">lambda</a>.</p></div>
<p><a id="min-operator-id-apply"></a>
<span class="reference-title">apply</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a new quotation obtained by evaluating each element of <span class="kwd">quot</span> in a separate stack.</p></div>
<p><a id="min-operator-id-args"></a>
<span class="reference-title">args</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a list of all arguments passed to the current program.</p></div>
<p><a id="min-operator-id-bind"></a>
<span class="reference-title">bind</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Binds the specified value (auto-quoted) to an existing symbol <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-bool"></a>
<span class="reference-title">bool</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Converts <span class="kwd">a</span> to a boolean value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is a boolean value, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">null</span>, it is converted to <span class="kwd">false</span>.</li>
<li>If <span class="kwd">a</span> is a numeric value, zero is converted to <span class="kwd">false</span>, otherwise it is converted to <span class="kwd">true</span>.</li>
<li>If <span class="kwd">a</span> is a quotation or a dictionary, the empty quotation or dictionary is converted to <span class="kwd">false</span>, otherwise it is converted to <span class="kwd">true</span>.</li>
<li>If <span class="kwd">a</span> is a string, the empty string, and <code>"false"</code> are converted to <span class="kwd">false</span>, otherwise it is converted to <span class="kwd">true</span>.</li>
</ul>
</div>
<p><a id="min-operator-id-case"></a>
<span class="reference-title">case</span></p>
<div class="operator"><p><span class="kwd"> ((<span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span>)<span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>This operator takes a quotation containing <em>n</em> different conditional branches.</p>
<p>Each branch must be a quotation containing two quotations, and it is processed as follows:</p>
<ul>
<li>if <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>, then the <span class="kwd">quot<sub>2</sub></span> is executed.</li>
<li>if <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">false</span>, then the following branch is processed (if any).</li>
</ul>
<div class="sidebar"><p>Example</p>
<p>The following program prints “Smaller than 3”:</p>
<pre><code>2 (
((> 3) ("Greater than 3" put!))
((< 3) ("Smaller than 3" put!))
((true) ("Exactly 3" put!))
) case
</code></pre></div></div>
<p><a id="min-operator-id-compiled?"></a>
<span class="reference-title">compiled?</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the current program has been compiled.</p></div>
<p><a id="min-operator-id-define"></a>
<span class="reference-title">define</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Defines a new symbol <span class="kwd">'sym</span>, containing the specified value.</p></div>
<p><a id="min-operator-id-define-sigil"></a>
<span class="reference-title">define-sigil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Defines a new sigil <span class="kwd">'sym</span>, containing the specified value (auto-quoted if not already a quotation).</p></div>
<p><a id="min-operator-id-defined-symbol?"></a>
<span class="reference-title">defined-symbol?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the symbol <span class="kwd">'sym</span> is defined, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-defined-sigil?"></a>
<span class="reference-title">defined-sigil?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the symbol <span class="kwd">'sym</span> is defined, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-delete-sigil"></a>
<span class="reference-title">delete-sigil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified symbol <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-delete-sigil"></a>
<span class="reference-title">delete-sigil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified user-defined sigil <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-dequote"></a>
<span class="reference-title">dequote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Pushes the contents of quotation <span class="kwd">quot</span> on the stack.</p>
<p>Each element is pushed on the stack one by one. If any error occurs, <span class="kwd">quot</span> is restored on the stack.</p></div>
<p><a id="min-operator-id-eval"></a>
<span class="reference-title">eval</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Parses and interprets <span class="kwd">str</span>.</p></div>
<p><a id="min-operator-id-exit"></a>
<span class="reference-title">exit</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Exits the program or shell with <span class="kwd">int</span> as return code.</p></div>
<p><a id="min-operator-id-expect"></a>
<span class="reference-title">expect</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Validates the first <em>n</em> elements of the stack against the type descriptions specified in <span class="kwd">quot<sub>1</sub></span> (<em>n</em> is <span class="kwd">quot<sub>1</sub></span>’s length) and if all the elements are valid returns them wrapped in <span class="kwd">quot<sub>2</sub></span> (in reverse order).</p>
<div class="tip"><p>Tips</p>
<ul>
<li>You can specify a typed dictionary by prepending the type name with <code>dict:</code>. Example: <code>dict:socket</code></li>
<li>You can specify two or more matching types by separating combined together in a logical type expression, e.g.: <code>string|quot</code></li>
</ul>
</div>
<div class="sidebar"><p>Example</p>
<p>Assuming that the following elements are on the stack (from top to bottom):</p>
<p><code>1 "test" 3.4</code></p>
<p>the following program evaluates to <code>true</code>:</p>
<p><code>(int string num) expect (3.4 "test" 1) ==</code></p></div></div>
<p><a id="min-operator-id-expect-empty-stack"></a>
<span class="reference-title">expect-empty-stack</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Raises an error if the stack is not empty.</p></div>
<p><a id="min-operator-id-float"></a>
<span class="reference-title">float</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">flt</span></span></p>
<p>Converts <span class="kwd">a</span> to a float value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is <span class="kwd">true</span>, it is converted to <code>1.0</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">false</span>, it is converted to <code>0.0</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">null</span>, it is converted to <code>0.0</code>
. * If <span class="kwd">a</span> is a integer, it is converted to float value.</li>
<li>If <span class="kwd">a</span> is a float, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is a string, it is parsed as a float value.</li>
</ul>
</div>
<p><a id="min-operator-id-foreach"></a>
<span class="reference-title">foreach</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies the quotation <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-format-error"></a>
<span class="reference-title">format-error</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:error</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Formats the error <span class="kwd">dict:error</span> as a string.</p>
<div class="sidebar"><p>Example</p>
<p>The following code:</p>
<pre><code> (
(
{"MyError" :error "This is a test error" :message} raise
)
(format-error)
) try
</code></pre>
<p>produces: <code>"This is a test error"</code></p></div></div>
<p><a id="min-operator-id-from-json"></a>
<span class="reference-title">from-json</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Converts a JSON string into <em>min</em> data.</p></div>
<p><a id="min-operator-id-from-yaml"></a>
<span class="reference-title">from-yaml</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Converts a YAML string into <em>min</em> data.</p>
<div class="note"><p>Note</p>
<p>At present, only YAML objects containing string values are supported.</p></div></div>
<p><a id="min-operator-id-gets"></a>
<span class="reference-title">gets</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Reads a line from STDIN and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-help"></a>
<span class="reference-title">help</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Prints the help text for <span class="kwd">'sym</span>, if available.</p></div>
<p><a id="min-operator-id-if"></a>
<span class="reference-title">if</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span> then evaluates <span class="kwd">quot<sub>2</sub></span>, otherwise evaluates <span class="kwd">quot<sub>3</sub></span>.</p></div>
<p><a id="min-operator-id-import"></a>
<span class="reference-title">import</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Imports the a previously-loaded module <span class="kwd">'sym</span>, defining all its symbols in the current scope.</p></div>
<p><a id="min-operator-id-infix-dequote"></a>
<span class="reference-title">infix-dequote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Dequotes <span class="kwd">quot</span> using infix notation.</p>
<p>Note that no special operator preference is defined, symbols precedence is always left-to-right. However, you can use parentheses (quotes) to evaluate expressions before others.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>17</code> on the stack:</p>
<pre><code> (2 + (3 * 5)) infix-dequote
</code></pre>
<p>while this program leaves <code>25</code> on the stack:</p>
<pre><code> (2 + 3 * 5) infix-dequote
</code></pre></div></div>
<p><a id="min-operator-id-integer"></a>
<span class="reference-title">integer</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Converts <span class="kwd">a</span> to an integer value based on the following rules:</p>
<ul>
<li>If <span class="kwd">a</span> is <span class="kwd">true</span>, it is converted to <code>1</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">false</span>, it is converted to <code>0</code>.</li>
<li>If <span class="kwd">a</span> is <span class="kwd">null</span>, it is converted to <code>0</code>.</li>
<li>If <span class="kwd">a</span> is an integer, no conversion is performed.</li>
<li>If <span class="kwd">a</span> is a float, it is converted to an integer value by truncating its decimal part.</li>
<li>If <span class="kwd">a</span> is a string, it is parsed as an integer value.</li>
</ul>
</div>
<p><a id="min-operator-id-invoke"></a>
<span class="reference-title">invoke</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Assming that <span class="kwd">'sym</span> is a formatted like <em>dictionary</em>/<em>symbol</em>, calls <em>symbol</em> defined in <em>dictionary</em> (note that this also works for nested dictionaries.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>100</code> on the stack:</p>
<pre><code>{{100 :b} :a} :test *test/a/b
</code></pre></div></div>
<p> <a id="min-operator-id-lambda"></a>
<span class="reference-title">lambda</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Defines a new symbol <span class="kwd">'sym</span>, containing the specified quotation <span class="kwd">quot</span>. Unlike with <code>define</code>, in this case <span class="kwd">quot</span> will not be quoted, so its values will be pushed on the stack when the symbol <span class="kwd">'sym</span> is pushed on the stack.</p></div>
<p>Essentially, this symbol allows you to define an operator without any validation of constraints and bind it to a symbol.</p>
<p><a id="min-operator-id-line-info"></a>
<span class="reference-title">line-info</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary <span class="kwd">dict</span> containing a <strong>filename</strong>, <strong>line</strong>, and <strong>column</strong> properties identifying the filename, line and column of the current symbol.</p></div>
<p><a id="min-operator-id-linrec"></a>
<span class="reference-title">linrec</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <span class="kwd">quot<sub>4</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Implements linear recursions as follows:</p>
<ol>
<li>Evaluates <span class="kwd">quot<sub>1</sub></span>.
<ul>
<li>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>, then it evaluates <span class="kwd">quot<sub>2</sub></span>.</li>
<li>Otherwises it executes <span class="kwd">quot<sub>3</sub></span> and recurses using the same four quotations.</li>
</ul>
</li>
<li>Finally, it executes <span class="kwd">quot<sub>4</sub></span>.</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>120</code> on the stack, the factorial of 5:</p>
<p> 5 (dup 0 ==) ‘succ (dup pred) ’* linrec</p></div></div>
<p><a id="min-operator-id-load"></a>
<span class="reference-title">load</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Parses and interprets the specified <em>min</em> file <span class="kwd">'sym</span>, adding <span class="ext">.min</span> if not specified.</p></div>
<p><a id="min-operator-id-load-symbol"></a>
<span class="reference-title">load-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Loads the contents of symbol <span class="kwd">'sym</span> from the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-loglevel"></a>
<span class="reference-title">loglevel</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Sets the current logging level to <span class="kwd">'sym</span>. <span class="kwd">'sym</span> must be one of the following strings or quoted symbols:</p>
<ul>
<li>debug</li>
<li>info</li>
<li>notice</li>
<li>warn</li>
<li>error</li>
<li>fatal</li>
</ul>
<div class="note"><p>Note</p>
<p>The default logging level is <em>notice</em>.</p></div></div>
<p><a id="min-operator-id-loglevel?"></a>
<span class="reference-title">loglevel?</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the current log level (debug, info, notive, warn, error or fatal).</p></div>
<p><a id="min-operator-id-operator"></a>
<span class="reference-title">operator</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Provides a way to define a new operator (symbol, sigil, or typeclass) on the current scope performing additional checks (compared to <code>define</code> and <code>define-sigil</code>), and automatically mapping inputs and outputs.</p>
<p><span class="kwd">quot</span> is a quotation containing:</p>
<ul>
<li>A symbol identifying the type of operator to define (<code>symbol</code>, <code>sigil</code>, or <code>typeclass</code>).</li>
<li>A symbol identifying the name of the operator.</li>
<li>A quotation defining the signature of the operatorm containing input and output values identified by their type and a capturing symbol, separated by the <code>==></code> symbol.</li>
<li>A quotation identifying the body of the operator.</li>
</ul>
<p>The main additional features offered by this way of defining operators are the following:</p>
<ul>
<li>Both input and output values are checked against a type (like when using the <code>expect</code> operator <em>and</em> automatically captured in a symbol that can be referenced in the operator body quotation.</li>
<li>The full signature of the operator is declared, making the resulting code easier to understand at quick glance.</li>
<li>An exception is automatically raised if the operator body pollutes the stack by adding or removing elementa from the stack (besides adding the declared output values).</li>
<li>It is possible to use the <code>return</code> symbol within the body quotation to immediately stop the evaluation of the body quotation and automatically push the output values on the stack.</li>
</ul>
<div class="sidebar"><p>Example</p>
<p>The following program defines a <code>pow</code> operator that calculates the power of a number providing its base and exponent, and handling some NaN results using the <code>return</code> symbol:</p>
<pre><code> (
symbol pow
(num :base int :exp ==> num :result)
(
(base 0 == exp 0 == and)
(nan @result return)
when
(base 1 == exp inf == and)
(nan @result return)
when
(base inf == exp 0 == and)
(nan @result return)
when
exp 1 - :n
base (dup) n times (*) n times @result
)
) ::
</code></pre></div></div>
<p><a id="min-operator-id-opts"></a>
<span class="reference-title">opts</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary of all options passed to the current program, with their respective values.</p></div>
<p><a id="min-operator-id-parent-scope"></a>
<span class="reference-title">parent-scope</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a dictionary <span class="kwd">dict<sub>2</sub></span> holding a reference to the parent scope of <span class="kwd">dict<sub>1</sub></span> or <span class="kwd">null</span> if <span class="kwd">dict<sub>1</sub></span> is ROOT.</p></div>
<p><a id="min-operator-id-parse"></a>
<span class="reference-title">parse</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Parses <span class="kwd">str</span> and returns a quoted program <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-prefix-dequote"></a>
<span class="reference-title">prefix-dequote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Dequotes <span class="kwd">quot</span> using prefix notation (essentially it reverses <span class="kwd">quot</span> and dequotes it).</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>4</code> on the stack:</p>
<pre><code>(* 8 4) prefix-dequote
</code></pre></div></div>
<p><a id="min-operator-id-prompt"></a>
<span class="reference-title">prompt</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>This symbol is used to configure the prompt of the min shell. By default, it is set to the following quotation:</p>
<pre><code>("[$1]$$ " (.) => %)
</code></pre>
<p>Unlike other predefined symbols, this symbol is <em>unsealed</em>, which means it can be modified.</p></div>
<p><a id="min-operator-id-publish"></a>
<span class="reference-title">publish</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">dict</span> <strong>⇒</strong> ∅</span></p>
<p>Publishes symbol <span class="kwd">'sym</span> to the scope of <span class="kwd">dict</span>.</p>
<div class="sidebar"><p>Example</p>
<p>Publish symbol <span class="kwd">my-local-symbol</span> to <span class="kwd">ROOT</span> scope:
<code>'my-local-symbol ROOT publish</code></p></div></div>
<p><a id="min-operator-id-puts"></a>
<span class="reference-title">puts</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT.</p></div>
<p><a id="min-operator-id-quit"></a>
<span class="reference-title">quit</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Exits the program or shell with 0 as return code.</p></div>
<p><a id="min-operator-id-quote"></a>
<span class="reference-title">quote</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> (<span class="kwd">a</span>)</span></p>
<p>Wraps <span class="kwd">a</span> in a quotation.</p></div>
<p><a id="min-operator-id-quotesym"></a>
<span class="reference-title">quotesym</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> (<span class="kwd">sym</span>)</span></p>
<p>Creates a symbol with the value of <span class="kwd">str</span> and wraps it in a quotation.</p></div>
<p><a id="min-operator-id-raise"></a>
<span class="reference-title">raise</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:error</span> <strong>⇒</strong> ∅</span></p>
<p>Raises the error specified via the dictionary <span class="kwd">dict:error</span>.</p></div>
<p><a id="min-operator-id-raw-args"></a>
<span class="reference-title">raw-args</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a list of all arguments and (non-parsed) options passed to the current program.</p></div>
<p><a id="min-operator-id-remove-symbol"></a>
<span class="reference-title">remove-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Removes the symbol <span class="kwd">'sym</span> from the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-require"></a>
<span class="reference-title">require</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Parses and interprets (in a separater interpreter) the specified <em>min</em> file <span class="kwd">'sym</span>, adding <span class="ext">.min</span> if not specified, and returns a module dictionary <span class="kwd">dict</span> containing all the symbols defined in <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-return"></a>
<span class="reference-title">return</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>If used within the body quotation of an operator definition, causes the interpreter to stop pushing further body elements on the stack and start pushing tbe operator output values on the stack.</p></div>
<p>If used outside of the body quotation of an operator definition, it raises an exception.</p>
<p><a id="min-operator-id-ROOT"></a>
<span class="reference-title">ROOT</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a module holding a reference to the <span class="kwd">ROOT</span> scope.</p>
<div class="tip"><p>Tip</p>
<p>This symbol is very useful in conjunction with the <strong>with</strong> operator.</p></div></div>
<p><a id="min-operator-id-save-symbol"></a>
<span class="reference-title">save-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Saves the contents of symbol <span class="kwd">'sym</span> to the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-scope"></a>
<span class="reference-title">scope</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary <span class="kwd">dict</span> holding a reference to the current scope.</p>
<p>This can be useful to save a reference to a given execution scope to access later on.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>{(2) :two ;module}</code> on the stack:</p>
<pre><code>{} :myscope (2 :two scope @myscope) ->
</code></pre></div></div>
<p><a id="min-operator-id-saved-symbols"></a>
<span class="reference-title">saved-symbols</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">str<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all symbols saved in the <span class="file">.min_symbols</span> file.</p></div>
<p><a id="min-operator-id-scope-sigils"></a>
<span class="reference-title">scope-sigils</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">str<sub>*</sub></span>)</span></p>
<p>Returns a list of all sigils defined in dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-scope-symbols"></a>
<span class="reference-title">scope-symbols</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">str<sub>*</sub></span>)</span></p>
<p>Returns a list of all symbols defined in dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-seal-symbol"></a>
<span class="reference-title">seal-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Seals symbol <span class="kwd">'sym</span>, so that it cannot be re-assigned.</p></div>
<p><a id="min-operator-id-seal-sigil"></a>
<span class="reference-title">seal-sigil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Seals the user-defined sigil <span class="kwd">'sym</span>, so that it cannot be re-defined.</p></div>
<p><a id="min-operator-id-sealed-symbol?"></a>
<span class="reference-title">sealed-symbol?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the symbol <span class="kwd">'sym</span> is sealed, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-sealed-sigil?"></a>
<span class="reference-title">sealed-sigil?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the sigil <span class="kwd">'sym</span> is sealed, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-sigil-help"></a>
<span class="reference-title">sigil-help</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict:help</span>|<span class="kwd">null</span></span></p>
<p>Returns the help dictionary for the sigil <span class="kwd">'sym</span>, if available, <span class="kwd">null</span> otherwise.</p></div>
<p><a id="min-operator-id-sigils"></a>
<span class="reference-title">sigils</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">str<sub>*</sub></span>)</span></p>
<p>Returns a list of all sigils defined in the <span class="kwd">ROOT</span> scope.</p></div>
<p><a id="min-operator-id-source"></a>
<span class="reference-title">source</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Display the source code of symbol <span class="kwd">'sym</span> (if it has been implemented a <em>min</em> quotation).</p></div>
<p><a id="min-operator-id-string"></a>
<span class="reference-title">string</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Converts <span class="kwd">a</span> to its string representation.</p></div>
<p><a id="min-operator-id-symbols"></a>
<span class="reference-title">symbols</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">str<sub>*</sub></span>)</span></p>
<p>Returns a list of all symbols defined in the <span class="kwd">ROOT</span> scope.</p></div>
<p><a id="min-operator-id-symbol-help"></a>
<span class="reference-title">symbol-help</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict:help</span>|<span class="kwd">null</span></span></p>
<p>Returns the help dictionary for the symbol <span class="kwd">'sym</span>, if available, <span class="kwd">null</span> otherwise.</p></div>
<p><a id="min-operator-id-tap"></a>
<span class="reference-title">tap</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Performs the following operations:</p>
<ol>
<li>Removes <span class="kwd">a</span> from the stack.</li>
<li>For each quotation defined in <span class="kwd">quot</span> (which is a quotation of quotations each requiring one argument and returning one argument):
<ol>
<li>Pushes <span class="kwd">a</span> back to the stack.</li>
<li>Dequotes the quotation and saves the result as <span class="kwd">a</span>.</li>
</ol>
</li>
<li>Push the resulting <span class="kwd">a</span> back on the stack.</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program:</p>
<pre><code>{1 :a 2 :b 3 :c} (
(dup /a succ succ %a)
(dup /b succ %b)
) tap
</code></pre>
<p>Returns <code>{3 :a 3 :b 3 :c}</code>.</p></div></div>
<p><a id="min-operator-id-times"></a>
<span class="reference-title">times</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies the quotation <span class="kwd">quot</span> <span class="kwd">int</span> times.</p></div>
<p><a id="min-operator-id-to-json"></a>
<span class="reference-title">to-json</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Converts <span class="kwd">a</span> into a JSON string.</p></div>
<p><a id="min-operator-id-to-yaml"></a>
<span class="reference-title">to-yaml</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Converts <span class="kwd">a</span> into a YAML string.</p>
<div class="note"><p>Note</p>
<p>At present, only <em>min</em> dictionaries containing string values are supported.</p></div></div>
<p><a id="min-operator-id-try"></a>
<span class="reference-title">try</span></p>
<div class="operator"><p><span class="kwd"> (<span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot</span><span class="kwd"><sub>2</sub></span><span class="kwd"><sub>?</sub></span> <span class="kwd">quot</span><span class="kwd"><sub>3</sub></span><span class="kwd"><sub>?</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Evaluates a quotation as a try/catch/finally block.</p>
<p>The must contain the following elements:</p>
<ol>
<li>A quotation <span class="kwd">quot<sub>1</sub></span> containing the code to be evaluated (<em>try</em> block).</li>
<li><em>(optional)</em> A quotation <span class="kwd">quot<sub>2</sub></span> containing the code to execute in case of error (<em>catch</em> block).</li>
<li><em>(optional)</em> A quotation <span class="kwd">quot<sub>3</sub></span> containing the code to execute after the code has been evaluated, whether an error occurred or not (<em>finally</em> block).</li>
</ol>
<div class="sidebar"><p>Example</p>
<p>The following program executed on an empty stack prints the message “Insufficient items on the stack” and pushes 0 on the stack:</p>
<pre><code> (
(pop)
(format-error puts)
(0)
) try
</code></pre></div></div>
<p><a id="min-operator-id-typealias"></a>
<span class="reference-title">typealias</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Creates a type alias <span class="kwd">'sym<sub>1</sub></span> for type expression <span class="kwd">'sym<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-unless"></a>
<span class="reference-title">unless</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd"><sub>1</sub></span> evaluates to <span class="kwd">false</span> then evaluates <span class="kwd"><sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-unseal-symbol"></a>
<span class="reference-title">unseal-symbol</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Unseals the user-defined symbol <span class="kwd">'sym</span>, so that it can be re-assigned.</p></div>
<p><a id="min-operator-id-unseal-sigil"></a>
<span class="reference-title">unseal-sigil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Unseals sigil <span class="kwd">'sym</span>, so that it can be re-defined (system sigils cannot be unsealed).</p></div>
<p><a id="min-operator-id-version"></a>
<span class="reference-title">version</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the current min version number.</p></div>
<p><a id="min-operator-id-when"></a>
<span class="reference-title">when</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>If <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span> then evaluates <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-while"></a>
<span class="reference-title">while</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Executes <span class="kwd">quot<sub>2</sub></span> while <span class="kwd">quot<sub>1</sub></span> evaluates to <span class="kwd">true</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program prints all natural numbers from 0 to 10:</p>
<pre><code>0 :count
(count 10 <=)
(count puts succ @count) while
</code></pre></div></div>
<p><a id="min-operator-id-with"></a>
<span class="reference-title">with</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Pushes each item of <span class="kwd">quot<sub>1</sub></span> on the stack using the scope of <span class="kwd">quot<sub>2</sub></span> as scope.</p></div>
<a name="<code>stack</code>-Module"></a>
<h3><code>stack</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-clear-stack"></a>
<span class="reference-title">clear-stack</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> ∅</span></p>
<p>Empties the stack.</p></div>
<p><a id="min-operator-id-cleave"></a>
<span class="reference-title">cleave</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">quot</span><span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies each quotation contained in the first element to the second element <span class="kwd">a<sub>1</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves 2 on the stack:</p>
<p><code>(1 2 3) ((sum) (size)) cleave /</code></p></div></div>
<p><a id="min-operator-id-cons"></a>
<span class="reference-title">cons</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>*</sub></span>) <strong>⇒</strong> (<span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Prepends <span class="kwd">a<sub>1</sub></span> to the quotation on top of the stack.</p></div>
<p><a id="min-operator-id-dip"></a>
<span class="reference-title">dip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>2</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Removes the first and second element from the stack, dequotes the first element, and restores the second element.</p></div>
<p><a id="min-operator-id-dup"></a>
<span class="reference-title">dup</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Duplicates the first element on the stack.</p></div>
<p><a id="min-operator-id-get-stack"></a>
<span class="reference-title">get-stack</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Puts a quotation containing the contents of the stack on the stack.</p></div>
<p><a id="min-operator-id-id"></a>
<span class="reference-title">id</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Does nothing.</p></div>
<p><a id="min-operator-id-keep"></a>
<span class="reference-title">keep</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Applies each quotation contained in the first element to each subsequent corresponding element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>5 3</code> on the stack:</p>
<p><code>2 3 '+ keep</code></p></div></div>
<p><a id="min-operator-id-nip"></a>
<span class="reference-title">nip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span></span></p>
<p>Removes the second element from the stack.</p></div>
<p><a id="min-operator-id-over"></a>
<span class="reference-title">over</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Pushes a copy of the second element on top of the stack.</p></div>
<p><a id="min-operator-id-pick"></a>
<span class="reference-title">pick</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Pushes a copy of the third element on top of the stack.</p></div>
<p><a id="min-operator-id-pop"></a>
<span class="reference-title">pop</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> ∅</span></p>
<p>Removes the first element from the stack.</p></div>
<p><a id="min-operator-id-rolldown"></a>
<span class="reference-title">rolldown</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Moves the third element in first position, the second in third position and the the first in second position.</p></div>
<p><a id="min-operator-id-rollup"></a>
<span class="reference-title">rollup</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>3</sub></span> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Moves the third and second element into second and third position and moves the first element into third position.</p></div>
<p><a id="min-operator-id-set-stack"></a>
<span class="reference-title">set-stack</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Substitute the existing stack with the contents of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-sip"></a>
<span class="reference-title">sip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> (<span class="kwd">a<sub>2</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Saves the <span class="kwd">a<sub>1</sub></span>, dequotes <span class="kwd">a<sub>2</sub></span>, and restores <span class="kwd">a<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-spread"></a>
<span class="reference-title">spread</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>*</sub></span> (<span class="kwd">quot</span><span class="kwd"><sub>*</sub></span>) <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Applies each quotation contained in the first element to each subsequent corresponding element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 4)</code> on the stack:</p>
<p><code>(1 2) (3 4) ((0 get) (1 get)) spread</code></p></div></div>
<p><a id="min-operator-id-swap"></a>
<span class="reference-title">swap</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>2</sub></span> <span class="kwd">a<sub>1</sub></span></span></p>
<p>Swaps the first two elements on the stack.</p></div>
<p><a id="min-operator-id-swons"></a>
<span class="reference-title">swons</span></p>
<div class="operator"><p><span class="kwd"> (<span class="kwd">a<sub>*</sub></span>) <span class="kwd">a<sub>1</sub></span> <strong>⇒</strong> (<span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Prepends <span class="kwd">a<sub>1</sub></span> to the quotation that follows it.</p></div>
<a name="<code>seq</code>-Module"></a>
<h3><code>seq</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-all?"></a>
<span class="reference-title">all?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Applies predicate <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span> and returns <span class="kwd">true</span> if all elements of <span class="kwd">quot<sub>1</sub></span> satisfy predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-any?"></a>
<span class="reference-title">any?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Applies predicate <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span> and returns <span class="kwd">true</span> if at least one element of <span class="kwd">quot<sub>1</sub></span> satisfies predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-append"></a>
<span class="reference-title">append</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span> <span class="kwd">a</span>)</span></p>
<p>Returns a new quotation containing the contents of <span class="kwd">quot</span> with <span class="kwd">a</span> appended.</p></div>
<p><a id="min-operator-id-get"></a>
<span class="reference-title">get</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the <em>n<sup>th</sup></em> element of <span class="kwd">quot</span> (zero-based).</p></div>
<p><a id="min-operator-id-concat"></a>
<span class="reference-title">concat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Concatenates <span class="kwd">quot<sub>1</sub></span> with <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-difference"></a>
<span class="reference-title">difference</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Calculates the difference <span class="kwd">quot<sub>3</sub></span> of <span class="kwd">quot<sub>1</sub></span> and <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(2)</code> on the stack:</p>
<pre><code>(1 2 "test") ("test" "a" true 1) difference
</code></pre></div></div>
<p><a id="min-operator-id-drop"></a>
<span class="reference-title">drop</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a quotation <span class="kwd">quot<sub>2</sub></span> containing the remaining elements after the first <em>n</em> values of the input quotation <span class="kwd">quot<sub>1</sub></span>, or an empty quotation if <span class="kwd">int</span> is greater than the length of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-filter"></a>
<span class="reference-title">filter</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>3</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> that satisfy predicate <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(2 6 8 12)</code> on the stack:</p>
<pre><code>(1 37 34 2 6 8 12 21)
(dup 20 < swap even? and) filter
</code></pre></div></div>
<p><a id="min-operator-id-find"></a>
<span class="reference-title">find</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the index of the first element within <span class="kwd">quot<sub>1</sub></span> that satisfies predicate <span class="kwd">quot<sub>2</sub></span>, or -1 if no element satisfies it.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>3</code> on the stack:</p>
<pre><code>(1 2 4 8 16)
(5 >) find
</code></pre></div></div>
<p><a id="min-operator-id-first"></a>
<span class="reference-title">first</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the first element of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-flatten"></a>
<span class="reference-title">flatten</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Flattens all quotations within <span class="kwd">quot<sub>1</sub></span> and returns the resulting sequence <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 2 3 4 5 6 7 8)</code> on the stack:</p>
<pre><code>(1 (2 3 4) 5 (6 7) 8)
flatten
</code></pre></div></div>
<p><a id="min-operator-id-harvest"></a>
<span class="reference-title">harvest</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Creates a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> except for empty quotations.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 2 3)</code> on the stack:</p>
<pre><code>(1 () () () 2 () 3)
harvest
</code></pre></div></div>
<p><a id="min-operator-id-in?"></a>
<span class="reference-title">in?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is contained in <span class="kwd">quot</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-insert"></a>
<span class="reference-title">insert</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Inserts <span class="kwd">a</span> as the value of the <em>n<sup>th</sup></em> element <span class="kwd">quot<sub>1</sub></span> (zero-based), and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-intersection"></a>
<span class="reference-title">intersection</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Calculates the intersection <span class="kwd">quot<sub>3</sub></span> of <span class="kwd">quot<sub>1</sub></span> and <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 "test")</code> on the stack:</p>
<pre><code>(1 2 "test") ("test" "a" true 1) intersection
</code></pre></div></div>
<p><a id="min-operator-id-last"></a>
<span class="reference-title">last</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the last element of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-map"></a>
<span class="reference-title">map</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>3</sub></span> obtained by applying <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-map-reduce"></a>
<span class="reference-title">map-reduce</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <span class="kwd">quot<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Applies <span class="kwd">quot<sub>2</sub></span> (map) to each element of <span class="kwd">quot<sub>1</sub></span> and then applies <span class="kwd">quot<sub>3</sub></span> (reduce) to each successive element of <span class="kwd">quot<sub>1</sub></span>. <span class="kwd">quot<sub>1</sub></span> must have at least one element.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>35</code> on the stack:</p>
<pre><code>(1 3 5)
(dup *) (+) map-reduce
</code></pre></div></div>
<p><a id="min-operator-id-partition"></a>
<span class="reference-title">partition</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span> <span class="kwd">quot<sub>4</sub></span></span></p>
<p>Partitions <span class="kwd">quot<sub>1</sub></span> into two quotations: <span class="kwd">quot<sub>3</sub></span> contains all elements of <span class="kwd">quot<sub>1</sub></span> that satisfy predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">quot<sub>4</sub></span> all the others.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 3 5) (2 4 6)</code> on the stack:</p>
<pre><code>(1 2 3 4 5 6)
(odd?) partition
</code></pre></div></div>
<p><a id="min-operator-id-one?"></a>
<span class="reference-title">one?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Applies predicate <span class="kwd">quot<sub>2</sub></span> to each element of <span class="kwd">quot<sub>1</sub></span> and returns <span class="kwd">true</span> if only one element of <span class="kwd">quot<sub>1</sub></span> satisfies predicate <span class="kwd">quot<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-prepend"></a>
<span class="reference-title">prepend</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">a</span> <span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a new quotation containing the contents of <span class="kwd">quot</span> with <span class="kwd">a</span> prepended.</p></div>
<p><a id="min-operator-id-quote-map"></a>
<span class="reference-title">quote-map</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> obtained by quoting each element of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-reduce"></a>
<span class="reference-title">reduce</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Combines each successive element of <span class="kwd">quot<sub>1</sub></span> using <span class="kwd">quot<sub>2</sub></span>. On the first iteration, the first two inputs processed by <span class="kwd">quot<sub>2</sub></span> are <span class="kwd">a</span> and the first element of <span class="kwd">quot<sub>1</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>120</code> on the stack:</p>
<pre><code>(1 2 3 4 5)
1 (*) reduce
</code></pre></div></div>
<p><a id="min-operator-id-reject"></a>
<span class="reference-title">reject</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Returns a new quotatios <span class="kwd">quot<sub>3</sub></span> including all elements of <span class="kwd">quot<sub>1</sub></span> that do not satisfy predicate <span class="kwd">quot<sub>2</sub></span> (i.e. the opposite of <code>filter</code>)</p></div>
<p><a id="min-operator-id-remove"></a>
<span class="reference-title">remove</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns the <em>n<sup>th</sup></em> element of <span class="kwd">quot<sub>1</sub></span> (zero-based), and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-rest"></a>
<span class="reference-title">rest</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> quotation except for the first.</p></div>
<p><a id="min-operator-id-reverse"></a>
<span class="reference-title">reverse</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a new quotation <span class="kwd">quot<sub>2</sub></span> containing all elements of <span class="kwd">quot<sub>1</sub></span> in reverse order.</p></div>
<p><a id="min-operator-id-set"></a>
<span class="reference-title">set</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">a</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Sets the value of the <em>n<sup>th</sup></em> element <span class="kwd">quot<sub>1</sub></span> (zero-based) to <span class="kwd">a</span>, and returns the modified copy of the quotation <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-shorten"></a>
<span class="reference-title">shorten</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a quotation <span class="kwd">quot<sub>2</sub></span> containing the first <em>n</em> values of the input quotation <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-size"></a>
<span class="reference-title">size</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the length of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-slice"></a>
<span class="reference-title">slice</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Creates a new quotation <span class="kwd">quot<sub>2</sub></span> obtaining by selecting all elements of <span class="kwd">quot<sub>1</sub></span> between indexes <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(3 4 5)</code> on the stack:</p>
<pre><code>(1 2 3 4 5 6)
2 4 slice
</code></pre></div></div>
<p><a id="min-operator-id-sort"></a>
<span class="reference-title">sort</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Sorts all elements of <span class="kwd">quot<sub>1</sub></span> according to predicate <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(1 3 5 7 9 13 16)</code> on the stack:</p>
<pre><code>(1 9 5 13 16 3 7) '> sort
</code></pre></div></div>
<p><a id="min-operator-id-symmetric-difference"></a>
<span class="reference-title">symmetric-difference</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Calculates the symmetric difference <span class="kwd">quot<sub>3</sub></span> of <span class="kwd">quot<sub>1</sub></span> and <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(true "a" 2)</code> on the stack:</p>
<pre><code>(1 2 "test") ("test" "a" true 1) symmetric-difference
</code></pre></div></div>
<p><a id="min-operator-id-take"></a>
<span class="reference-title">take</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Returns a quotation <span class="kwd">quot<sub>2</sub></span> containing the first <em>n</em> values of the input quotation <span class="kwd">quot<sub>1</sub></span>, or <span class="kwd">quot<sub>1</sub></span> itself if <span class="kwd">int</span> is greater than the length of <span class="kwd">quot<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-union"></a>
<span class="reference-title">union</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>1</sub></span> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>3</sub></span></span></p>
<p>Calculates the union <span class="kwd">quot<sub>3</sub></span> of <span class="kwd">quot<sub>1</sub></span> and <span class="kwd">quot<sub>2</sub></span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program leaves <code>(true 1 "test" "a" 2)</code> on the stack:</p>
<pre><code>(1 2 "test") ("test" "a" true 1) union
</code></pre></div></div>
<a name="<code>dict</code>-Module"></a>
<h3><code>dict</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">/</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> /<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> dget</span></p>
<p>See <a href="#min-operator-id-dget">dget</a>.</p></div>
<p><span class="reference-title">%</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> %<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> dset</span></p>
<p>See <a href="#min-operator-id-dset">dset</a>.</p></div>
<p><a id="min-operator-id-ddup"></a>
<span class="reference-title">ddup</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a copy of <span class="kwd">dict<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-ddel"></a>
<span class="reference-title">ddel</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Removes <span class="kwd">'sym</span> from <span class="kwd">dict<sub>1</sub></span> and returns <span class="kwd">dict<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-dget"></a>
<span class="reference-title">dget</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Returns the value of key <span class="kwd">'sym</span> from dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dhas?"></a>
<span class="reference-title">dhas?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if dictionary <span class="kwd">dict</span> contains the key <span class="kwd">'sym</span>, <span class="kwd">false</span> otherwise.</p>
<div class="sidebar"><p>Example</p>
<p>The following program returns <span class="kwd">true</span>:</p>
<pre><code>{true :a1 "aaa" :a2 false :a3} 'a2 dhas?
</code></pre></div></div>
<p><a id="min-operator-id-dkeys"></a>
<span class="reference-title">dkeys</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">str</span><span class="kwd"><sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all the keys of dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dpick"></a>
<span class="reference-title">dpick</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict<sub>1</sub></span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">dict<sub>2</sub></span></span></p>
<p>Returns a new dictionary <span class="kwd">dict<sub>2</sub></span> containing the elements of <span class="kwd">dict<sub>1</sub></span> whose keys are included in <span class="kwd">quot</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following program returns <code>{4 :a 7 :d}</code>:</p>
<pre><code>{5 :q 4 :a 6 :c 7 :d "d" :a} ("a" "d") dpick
</code></pre></div></div>
<p><a id="min-operator-id-dpairs"></a>
<span class="reference-title">dpairs</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all the keys (odd items) and values (even items) of dictiionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dset"></a>
<span class="reference-title">dset</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Sets the value of the <span class="kwd">'sym</span> of <span class="kwd">dict<sub>1</sub></span> to <span class="kwd">a</span>, and returns the modified dictionary <span class="kwd">dict</span>.</p></div>
<p><a id="min-operator-id-dtype"></a>
<span class="reference-title">dtype</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns a string set to the type of <span class="kwd">dict</span> (empty if the dictionary has no type).</p></div>
<p><a id="min-operator-id-dvalues"></a>
<span class="reference-title">dvalues</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> (<span class="kwd">a<sub>*</sub></span>)</span></p>
<p>Returns a quotation containing all the values of dictionary <span class="kwd">dict</span>.</p></div>
<a name="<code>dstore</code>-Module"></a>
<h3><code>dstore</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-dsdelete"></a>
<span class="reference-title">dsdelete</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Removes an item from the datastore <span class="kwd">dict:datastore</span>. The item is uniquely identified by <span class="kwd">'sym</span>, which contains the collection containing the item and the item id, separated by a forward slash (/). Puts the reference to the modified datastore back on tbe stack.</p></div>
<p><a id="min-operator-id-dsget"></a>
<span class="reference-title">dsget</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Retrieves item <span class="kwd">dict</span> from datastore <span class="kwd">dict:datastore</span>. <span class="kwd">dict</span> is retrieved by specifying <span class="kwd">'sym</span>, which contains the collection containing the item and the item id, separated by a forward slash (/).</p></div>
<p><a id="min-operator-id-dsinit"></a>
<span class="reference-title">dsinit</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Initializes a bew datastore by creating the <span class="kwd">'sym</span> JSON file. Puts the datastore instance on the stack.</p></div>
<p><a id="min-operator-id-dspost"></a>
<span class="reference-title">dspost</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <span class="kwd">'sym</span> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Adds the dictionary <span class="kwd">dict</span> to the datastore <span class="kwd">dict:datastore</span> inside collection <span class="kwd">'sym</span>, generating and adding a unique <strong>id</strong> field to <span class="kwd">dict</span>. If the collection <span class="kwd">'sym</span> does not exist it is created. Puts the reference to the modified datastore back on tbe stack.</p></div>
<p><a id="min-operator-id-dsput"></a>
<span class="reference-title">dsput</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <span class="kwd">'sym</span> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Adds the dictionary <span class="kwd">dict</span> to the datastore <span class="kwd">dict:datastore</span>. <span class="kwd">'sym</span> contains the collection where <span class="kwd">dict</span> will be placed and the id of <span class="kwd">dict</span>, separated by a forward slash (/). If the collection <span class="kwd">'sym</span> does not exist it is created. Puts the reference to the modified datastore back on tbe stack.</p></div>
<p><a id="min-operator-id-dsquery"></a>
<span class="reference-title">dsquery</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <span class="kwd">'sym</span> <span class="kwd">quot</span> <strong>⇒</strong> (<span class="kwd">dict<sub>*</sub></span>)</span></p>
<p>Retrieves a quotation of dictionaries from the collection <span class="kwd">'sym</span> of datastore <span class="kwd">dict:datastore</span> obtained by applying <span class="kwd">quot</span> as a filter to each item of the collection, picking only the elements that match the filter.</p>
<div class="sidebar"><p>Example</p>
<p>Assuming that <strong>ds</strong> is a datastore, the following program retrieves all elements of teh collection <strong>posts</strong> whose author field is set to “h3rald”:</p>
<pre><code> ds "posts" (/author "h3rald" ==) dsquery
</code></pre></div></div>
<p><a id="min-operator-id-dsread"></a>
<span class="reference-title">dsread</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Reads the previously-created datastore from the file <span class="kwd">'sym</span> and puts the resulting datastore instance on the stack.</p></div>
<p><a id="min-operator-id-dswrite"></a>
<span class="reference-title">dswrite</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:datastore</span> <strong>⇒</strong> <span class="kwd">dict:datastore</span></span></p>
<p>Writes the contents of the datastore <span class="kwd">dict:datastore</span> to the filesystem.</p></div>
<a name="<code>io</code>-Module"></a>
<h3><code>io</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-ask"></a>
<span class="reference-title">ask</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Prints <span class="kwd">str<sub>1</sub></span> (prompt), reads a line from STDIN and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-choose"></a>
<span class="reference-title">choose</span></p>
<div class="operator"><p><span class="kwd"> ((<span class="kwd">str<sub>1</sub></span> <span class="kwd">quot<sub>1</sub></span>)<span class="kwd"><sub>+</sub></span>) <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">a<sub>*</sub></span></span></p>
<p>Prints <span class="kwd">str<sub>2</sub></span>, then prints all <span class="kwd">str<sub>1</sub></span> included in the quotation prepended with a number, and waits from valid input from the user.</p>
<p>If the user enters a number that matches one of the choices, then the corresponding quotation <span class="kwd">quot<sub>1</sub></span> is executed, otherwise the choice menu is displayed again until a valid choice is made.</p></div>
<p><a id="min-operator-id-clear"></a>
<span class="reference-title">clear</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Clears the screen.</p></div>
<p><a id="min-operator-id-column-print"></a>
<span class="reference-title">column-print</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints all elements of <span class="kwd">quot</span> to STDOUT, in <span class="kwd">int</span> columns.</p></div>
<p><a id="min-operator-id-confirm"></a>
<span class="reference-title">confirm</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Prints <span class="kwd">str</span> (prompt) appending <code>" [yes/no]: "</code>, reads a line from STDIN and:</p>
<ul>
<li>if it matches <code>/^y(es)?$/i</code>, puts <span class="kwd">true</span> on the stack.</li>
<li>if it matches <code>/^no?$/i</code>, puts <span class="kwd">false</span> on the stack.</li>
<li>Otherwise, it prints <code>Invalid answer. Please enter 'yes' or 'no':</code> and waits for a new answer.</li>
</ul>
</div>
<p><a id="min-operator-id-debug"></a>
<span class="reference-title">debug</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">debug</span> or lower.</p></div>
<p><a id="min-operator-id-error"></a>
<span class="reference-title">error</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, if logging level is set to <span class="kwd">error</span> or lower.</p></div>
<p><a id="min-operator-id-fappend"></a>
<span class="reference-title">fappend</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Appends <span class="kwd">str<sub>1</sub></span> to the end of file <span class="kwd">str<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-fatal"></a>
<span class="reference-title">fatal</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, and exists the program with error code <code>100</code>.</p></div>
<p><a id="min-operator-id-fread"></a>
<span class="reference-title">fread</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Reads the file <span class="kwd">str</span> and puts its contents on the top of the stack as a string.</p></div>
<p><a id="min-operator-id-fwrite"></a>
<span class="reference-title">fwrite</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Writes <span class="kwd">str<sub>1</sub></span> to the file <span class="kwd">str<sub>2</sub></span>, erasing all its contents first.</p></div>
<p><a id="min-operator-id-getchr"></a>
<span class="reference-title">getchr</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Reads single character from STDIN without waiting for ENTER key and places its ASCII code on top of the stack.</p></div>
<p><a id="min-operator-id-info"></a>
<span class="reference-title">info</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">info</span> or lower.</p></div>
<p><a id="min-operator-id-mapkey"></a>
<span class="reference-title">mapkey</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Maps the named key/key combination <span class="kwd">'sym</span> to the quotation <span class="kwd">quot</span>, so that <span class="kwd">quot</span> is executed when key <span class="kwd">'sym</span> is pressed.</p>
<div class="note"><p>Notes</p>
<ul>
<li>At present, only the key names and sequences defined in the <a href="https://h3rald.com/nimline/nimline.html">nimline</a> library are supported.</li>
<li>The quotation will be executed by a copy of the min interpreter created when the mapping was defined. In other words, quotations executed by key bindings will not affect the current stack.</li>
</ul>
</div>
<div class="sidebar"><p>Example</p>
<p>The following program:</p>
<pre><code>(clear) 'ctrl+l keymap
</code></pre>
<p>causes the <code>CTRL+L</code> key to clear the screen.</p></div></div>
<p><a id="min-operator-id-newline"></a>
<span class="reference-title">newline</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Prints a new line to STDOUT.</p></div>
<p><a id="min-operator-id-notice"></a>
<span class="reference-title">notice</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDOUT, if logging level is set to <span class="kwd">notice</span> (default) or lower.</p></div>
<p><a id="min-operator-id-password"></a>
<span class="reference-title">password</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Reads a line from STDIN displaying * for each typed character, and places it on top of the stack as a string.</p></div>
<p><a id="min-operator-id-print"></a>
<span class="reference-title">print</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> to STDOUT.</p></div>
<p><a id="min-operator-id-putchr"></a>
<span class="reference-title">putchr</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">str</span> to STDOUT without printing a new line (<span class="kwd">str</span> must contain only one character).</p></div>
<p><a id="min-operator-id-type"></a>
<span class="reference-title">type</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Puts the data type of <span class="kwd">a</span> on the stack. In cased of typed dictionaries, the type name is prefixed by <code>dict:</code>, e.g. <code>dict:module</code>, <code>dict:socket</code>, etc.</p></div>
<p><a id="min-operator-id-unmapkey"></a>
<span class="reference-title">unmapkey</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Unmaps a previously-mapped key or key-combination <span class="kwd">'sym</span>, restoring the default mapping if available.</p>
<div class="note"><p>Notes</p>
<ul>
<li>At present, only the key names and sequences defined in the <a href="https://h3rald.com/nimline/nimline.html">nimline</a> library are supported.</li>
<li>At present, all the default mappings of min are those provided by the <a href="https://h3rald.com/nimline/nimline.html">nimline</a> library.</li>
</ul>
</div></div>
<p><a id="min-operator-id-warning"></a>
<span class="reference-title">warning</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">a</span></span></p>
<p>Prints <span class="kwd">a</span> and a new line to STDERR, if logging level is set to <span class="kwd">warning</span> or lower.</p></div>
<a name="<code>fs</code>-Module"></a>
<h3><code>fs</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-atime"></a>
<span class="reference-title">atime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">flt</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was last accessed.</p></div>
<p><a id="min-operator-id-ctime"></a>
<span class="reference-title">ctime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">flt</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was created.</p></div>
<p><a id="min-operator-id-fperms"></a>
<span class="reference-title">fperms</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the Unix permissions (expressed as a three-digit number) of file/directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-fsize"></a>
<span class="reference-title">fsize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the size in bytes of file/directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-fstats"></a>
<span class="reference-title">fstats</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Returns a dictionary <span class="kwd">dict</span> containing information on file/directory <span class="kwd">'sym</span>.</p>
<div class="sidebar"><p>Example</p>
<p>Assuming that <code>min</code> is a file, the following:</p>
<p><code>"min" fstats</code></p>
<p>produces:</p>
<pre><code> {
"min" :name
16777220 :device
50112479 :file
"file" :type
617068 :size
755 :permissions
1 :nlinks
1496583112.0 :ctime
1496584370.0 :atime
1496583112.0 :mtime
}
</code></pre></div></div>
<p><a id="min-operator-id-ftype"></a>
<span class="reference-title">ftype</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the type of file/directory <span class="kwd">'sym</span> (<code>"file"</code> or <code>"dir"</code>).</p></div>
<p><a id="min-operator-id-hidden?"></a>
<span class="reference-title">hidden?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if file/directory <span class="kwd">'sym</span> is hidden, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-mtime"></a>
<span class="reference-title">mtime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">flt</span></span></p>
<p>Returns a timestamp corresponding to the time that file/directory <span class="kwd">'sym</span> was last modified.</p></div>
<a name="<code>logic</code>-Module"></a>
<h3><code>logic</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id->"></a>
<span class="reference-title">></span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is greater than <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id->="></a>
<span class="reference-title">>=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is greater than or equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-<"></a>
<span class="reference-title"><</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is smaller than <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-<="></a>
<span class="reference-title"><=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is smaller than or equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="note"><p>Note</p>
<p>Only comparisons among two numbers or two strings are supported.</p></div></div>
<p><a id="min-operator-id-=="></a>
<span class="reference-title">==</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-!="></a>
<span class="reference-title">!=</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a<sub>1</sub></span> <span class="kwd">a<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a<sub>1</sub></span> is not equal to <span class="kwd">a<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-and"></a>
<span class="reference-title">and</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> is equal to <span class="kwd">bool<sub>2</sub></span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-boolean?"></a>
<span class="reference-title">boolean?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a boolean, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-dictionary?"></a>
<span class="reference-title">dictionary?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a dictionary, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-expect-all"></a>
<span class="reference-title">expect-all</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Assuming that <span class="kwd">quot</span> is a quotation of quotations each evaluating to a boolean value, it pushes <span class="kwd">true</span> on the stack if they all evaluate to <span class="kwd">true</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-expect-any"></a>
<span class="reference-title">expect-any</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Assuming that <span class="kwd">quot</span> is a quotation of quotations each evaluating to a boolean value, it pushes <span class="kwd">true</span> on the stack if any evaluates to <span class="kwd">true</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-float?"></a>
<span class="reference-title">float?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a float, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-or"></a>
<span class="reference-title">or</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> or <span class="kwd">bool<sub>2</sub></span> is <span class="kwd">true</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-integer?"></a>
<span class="reference-title">integer?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is an integer, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-not"></a>
<span class="reference-title">not</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>2</sub></span></span></p>
<p>Negates <span class="kwd">bool<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-null?"></a>
<span class="reference-title">null?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is <span class="kwd">null</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-number?"></a>
<span class="reference-title">number?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a number, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-quotation?"></a>
<span class="reference-title">quotation?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a quotation, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-string?"></a>
<span class="reference-title">string?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a string, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-stringlike?"></a>
<span class="reference-title">stringlike?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">a</span> is a string or a quoted symbol, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-type?"></a>
<span class="reference-title">type?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">a</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the data type of <span class="kwd">a</span> satisfies the specified type expression <span class="kwd">'sym</span>, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-xor"></a>
<span class="reference-title">xor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">bool<sub>1</sub></span> <span class="kwd">bool<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool<sub>3</sub></span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">bool<sub>1</sub></span> and <span class="kwd">bool<sub>2</sub></span> are different, <span class="kwd">false</span> otherwise.</p></div>
<a name="<code>str</code>-Module"></a>
<h3><code>str</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">%</span></p>
<div class="operator"><p><span class="kwd"> % <strong>⇒</strong> interpolate</span></p>
<p>See <a href="#min-operator-id-interpolate">interpolate</a>.</p></div>
<p><span class="reference-title">=%</span></p>
<div class="operator"><p><span class="kwd"> =% <strong>⇒</strong> apply-interpolate</span></p>
<p>See <a href="#min-operator-id-apply-interpolate">apply-interpolate</a>.</p></div>
<p><span class="reference-title">=~</span></p>
<div class="operator"><p><span class="kwd"> =~ <strong>⇒</strong> regex</span></p>
<p>See <a href="#min-operator-id-regex">regex</a>.</p></div>
<p><a id="min-operator-id-apply-interpolate"></a>
<span class="reference-title">apply-interpolate</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>The same as pushing <code>apply</code> and then <code>interpolate</code> on the stack.</p></div>
<p><a id="min-operator-id-capitalize"></a>
<span class="reference-title">capitalize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> with the first character capitalized.</p></div>
<p><a id="min-operator-id-chr"></a>
<span class="reference-title">chr</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the single character <span class="kwd">str</span> obtained by interpreting <span class="kwd">int</span> as an ASCII code.</p></div>
<p><a id="min-operator-id-escape"></a>
<span class="reference-title">escape</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> with quotes and backslashes escaped with a backslash.</p></div>
<p><a id="min-operator-id-from-semver"></a>
<span class="reference-title">from-semver</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Given a basic <a href="https://semver.org">SemVer</a>-compliant string (with no additional labels) <span class="kwd">str</span>,
it pushes a dictionary <span class="kwd">dict</span> on the stack containing a <strong>major</strong>, <strong>minor</strong>, and <strong>patch</strong> key/value pairs.</p></div>
<p><a id="min-operator-id-indent"></a>
<span class="reference-title">indent</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns <span class="kwd">str</span> containing <span class="kwd">'sym</span> indented with <span class="kwd">int</span> spaces.</p></div>
<p><a id="min-operator-id-indexof"></a>
<span class="reference-title">indexof</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>If <span class="kwd">str<sub>2</sub></span> is contained in <span class="kwd">str<sub>1</sub></span>, returns the index of the first match or -1 if no match is found.</p></div>
<p><a id="min-operator-id-interpolate"></a>
<span class="reference-title">interpolate</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Substitutes the placeholders included in <span class="kwd">str</span> with the values in <span class="kwd">quot</span>.</p>
<div class="note"><p>Notes</p>
<ul>
<li>If <span class="kwd">quot</span> contains symbols or quotations, they are not interpreted. To do so, call <code>apply</code> before interpolating or use <code>apply-interpolate</code> instead.</li>
<li>You can use the <code>$#</code> placeholder to indicate the next placeholder that has not been already referenced in the string.</li>
<li>You can use named placeholders like <code>$pwd</code>, but in this case <span class="kwd">quot</span> must contain a quotation containing both the placeholder names (odd items) and the values (even items).</li>
</ul>
</div>
<div class="sidebar"><p>Example</p>
<p>The following code (executed in a directory called ‘/Users/h3rald/Development/min’ containing 19 files):</p>
<p><code>"Directory '$1' includes $2 files." (. (. ls 'file? filter size)) apply interpolate</code></p>
<p>produces:</p>
<p><code>"Directory '/Users/h3rald/Development/min' includes 19 files."</code></p></div></div>
<p><a id="min-operator-id-join"></a>
<span class="reference-title">join</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Joins the elements of <span class="kwd">quot</span> using separator <span class="kwd">'sym</span>, producing <span class="kwd">str</span>.</p></div>
<p><a id="min-operator-id-length"></a>
<span class="reference-title">length</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the length of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-lowercase"></a>
<span class="reference-title">lowercase</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> converted to lowercase.</p></div>
<p><a id="min-operator-id-match?"></a>
<span class="reference-title">match?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">str<sub>2</sub></span> matches <span class="kwd">str<sub>1</sub></span>, <span class="kwd">false</span> otherwise.</p>
<div class="tip"><p>Tip</p>
<p><span class="kwd">str<sub>2</sub></span> is a <a href="https://www.pcre.org/">Perl Compatible Regular Expression</a>.</p></div></div>
<p><a id="min-operator-id-ord"></a>
<span class="reference-title">ord</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the ASCII code <span class="kwd">int</span> corresponding to the single character <span class="kwd">str</span>.</p></div>
<p><a id="min-operator-id-parse-url"></a>
<span class="reference-title">parse-url</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">dict:url</span></span></p>
<p>Parses the url <span class="kwd">str</span> into its components and stores them into <span class="kwd">dict:url</span>.</p></div>
<p><a id="min-operator-id-prefix"></a>
<span class="reference-title">prefix</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Prepends <span class="kwd">'sym<sub>2</sub></span> to <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-repeat"></a>
<span class="reference-title">repeat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns <span class="kwd">str</span> containing <span class="kwd">'sym</span> repeated <span class="kwd">int</span> times.</p></div>
<p><a id="min-operator-id-replace"></a>
<span class="reference-title">replace</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <span class="kwd">str<sub>3</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>4</sub></span></span></p>
<p>Returns a copy of <span class="kwd">str<sub>1</sub></span> containing all occurrences of <span class="kwd">str<sub>2</sub></span> replaced by <span class="kwd">str<sub>3</sub></span></p>
<div class="tip"><p>Tip</p>
<p><span class="kwd">str<sub>2</sub></span> is a <a href="https://www.pcre.org/">Perl Compatible Regular Expression</a>.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>"This is a stupid test. Is it really a stupid test?" " s[a-z]+" " simple" replace</code></p>
<p>produces:</p>
<p><code>"This is a simple test. Is it really a simple test?"</code></p></div></div>
<p><a id="min-operator-id-replace-apply"></a>
<span class="reference-title">replace-apply</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">str<sub>3</sub></span></span></p>
<p>Returns a copy of <span class="kwd">str<sub>1</sub></span> containing all occurrences of <span class="kwd">str<sub>2</sub></span> replaced by applying <span class="kwd">quot</span> to each quotation correponding to each match.</p>
<div class="tip"><p>Tip</p>
<p><span class="kwd">str<sub>2</sub></span> is a <a href="https://www.pcre.org/">Perl Compatible Regular Expression</a>.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>":1::2::3::4:" ":(\d):" (=m m 1 get :d "-$#-" (d) =%) replace-apply</code></p>
<p>produces:</p>
<p><code>"-1--2--3--4-"</code></p>
<p>Note that for each match the following quotations (each containing tbe full matcb and the captured matches) are produced as input for the replace quotation:
(“-1-” “1”)
(“-2-” “2”)
(“-3-” “3”)
(“-4-” “4”)</p></div></div>
<p><a id="min-operator-id-search"></a>
<span class="reference-title">search</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation containing the first occurrence of <span class="kwd">str<sub>2</sub></span> within <span class="kwd">str<sub>1</sub></span>. Note that:</p>
<ul>
<li>The first element of <span class="kwd">quot</span> is the matching substring.</li>
<li>Other elements (if any) contain captured substrings.</li>
<li>If no matches are found, the quotation contains empty strings.</li>
</ul>
<div class="tip"><p>Tip</p>
<p><span class="kwd">str<sub>2</sub></span> is a <a href="https://www.pcre.org/">Perl Compatible Regular Expression</a>.</p></div>
<div class="sidebar"><p>Example</p>
<p>The following:</p>
<p><code>"192.168.1.1, 127.0.0.1" "[0-9]+\.[0-9]+\.([0-9]+)\.([0-9]+)" search</code></p>
<p>produces: <code>("192.168.1.1", "1", "1")</code></p></div></div>
<p><a id="min-operator-id-search-all"></a>
<span class="reference-title">search-all</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation of quotations (like the one returned by the search operator) containing all occurrences of <span class="kwd">str<sub>2</sub></span> within <span class="kwd">str<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-semver-inc-major"></a>
<span class="reference-title">semver-inc-major</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Increments the major digit of the <a href="https://semver.org">SemVer</a>-compliant string (with no additional labels) <span class="kwd">str<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-semver-inc-minor"></a>
<span class="reference-title">semver-inc-minor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Increments the minor digit of the <a href="https://semver.org">SemVer</a>-compliant string (with no additional labels) <span class="kwd">str<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-semver-inc-patch"></a>
<span class="reference-title">semver-inc-patch</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Increments the patch digit of the <a href="https://semver.org">SemVer</a>-compliant string (with no additional labels) <span class="kwd">str<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-semver?"></a>
<span class="reference-title">semver?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Checks whether <span class="kwd">str</span> is a <a href="https://semver.org">SemVer</a>-compliant version or not.</p></div>
<p><a id="min-operator-id-split"></a>
<span class="reference-title">split</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Splits <span class="kwd">'sym<sub>1</sub></span> using separator <span class="kwd">'sym<sub>2</sub></span> (a <a href="https://www.pcre.org/">Perl Compatible Regular Expression</a>) and returns the resulting strings within the quotation <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-strip"></a>
<span class="reference-title">strip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns <span class="kwd">str</span>, which is set to <span class="kwd">'sym</span> with leading and trailing spaces removed.</p></div>
<p><a id="min-operator-id-substr"></a>
<span class="reference-title">substr</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Returns a substring <span class="kwd">str<sub>2</sub></span> obtained by retriving <span class="kwd">int<sub>2</sub></span> characters starting from index <span class="kwd">int<sub>1</sub></span> within <span class="kwd">str<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-suffix"></a>
<span class="reference-title">suffix</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Appends <span class="kwd">'sym<sub>2</sub></span> to <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-titleize"></a>
<span class="reference-title">titleize</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> in which the first character of each word is capitalized.</p></div>
<p><a id="min-operator-id-to-semver"></a>
<span class="reference-title">to-semver</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Given a a dictionary <span class="kwd">dict</span> containing a <strong>major</strong>, <strong>minor</strong>, and <strong>patch</strong> key/value pairs , it pushes a basic <a href="https://semver.org">SemVer</a>-compliant string (with no additional labels) <span class="kwd">str</span> on the stack.</p></div>
<p><a id="min-operator-id-uppercase"></a>
<span class="reference-title">uppercase</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">'sym<sub>2</sub></span></span></p>
<p>Returns a copy of <span class="kwd">'sym</span> converted to uppercase.</p></div>
<a name="<code>sys</code>-Module"></a>
<h3><code>sys</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><span class="reference-title">$</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> $<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> get-env</span></p>
<p>See <a href="#min-operator-id-get-env">get-env</a>.</p></div>
<p><span class="reference-title">$</span></p>
<div class="operator"><p><span class="kwd"> $ <strong>⇒</strong> get-env</span></p>
<p>See <a href="#min-operator-id-get-env">get-env</a>.</p></div>
<p><span class="reference-title">!</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> !<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> system</span></p>
<p>See <a href="#min-operator-id-system">system</a>.</p></div>
<p><span class="reference-title">!</span></p>
<div class="operator"><p><span class="kwd"> ! <strong>⇒</strong> system</span></p>
<p>See <a href="#min-operator-id-system">system</a>.</p></div>
<p><span class="reference-title">!!</span></p>
<div class="operator"><p><span class="kwd"> !! <strong>⇒</strong> system!</span></p>
<p>See <a href="#min-operator-id-system!">system!</a>.</p></div>
<p><span class="reference-title">&</span> <span class="sigil"></span></p>
<div class="operator"><p><span class="kwd"> &<span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span> run</span></p>
<p>See <a href="#min-operator-id-run">run</a>.</p></div>
<p><span class="reference-title">&</span></p>
<div class="operator"><p><span class="kwd"> & <strong>⇒</strong> run</span></p>
<p>See <a href="#min-operator-id-run">run</a>.</p></div>
<p><a id="min-operator-id-."></a>
<span class="reference-title">.</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the full path to the current directory.</p></div>
<p><a id="min-operator-id-.."></a>
<span class="reference-title">..</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the full path to the parent directory.</p></div>
<p><a id="min-operator-id-chmod"></a>
<span class="reference-title">chmod</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Sets the permissions of file or directory <span class="kwd">'sym</span> to <span class="kwd">int</span>. <span class="kwd">int</span> is a three-digit representation of user, group and other permissions. See the <a href="http://permissions-calculator.org/">Unix Permissions Calculator</a> for examples and conversions.</p>
<div class="sidebar"><p>Example</p>
<p>The following program makes the file <strong>/tmp/test.txt</strong> readable, writable and executable by its owner, and readable and executable by users of the same group and all other users:</p>
<p><code>/tmp/test.txt 755 chmod</code></p></div></div>
<p><a id="min-operator-id-cd"></a>
<span class="reference-title">cd</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Change the current directory to <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-cp"></a>
<span class="reference-title">cp</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Copies the file or directory <span class="kwd">'sym<sub>1</sub></span> to <span class="kwd">'sym<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-cpu"></a>
<span class="reference-title">cpu</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the host CPU. It can be one of the following strings i386, alpha, powerpc, powerpc64, powerpc64el, sparc, amd64, mips, mipsel, arm, arm64.</p></div>
<p><a id="min-operator-id-env?"></a>
<span class="reference-title">env?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if environment variable <span class="kwd">'sym</span> exists, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-dir?"></a>
<span class="reference-title">dir?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a directory.</p></div>
<p><a id="min-operator-id-dirname"></a>
<span class="reference-title">dirname</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the path of the directory containing path <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-exists?"></a>
<span class="reference-title">exists?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified file or directory <span class="kwd">'sym</span> exists.</p></div>
<p><a id="min-operator-id-file?"></a>
<span class="reference-title">file?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a file.</p></div>
<p><a id="min-operator-id-filename"></a>
<span class="reference-title">filename</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the file name of path <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-get-env"></a>
<span class="reference-title">get-env</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns environment variable <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-hardlink"></a>
<span class="reference-title">hardlink</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Creates hardlink <span class="kwd">'sym<sub>2</sub></span> for file or directory <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-ls"></a>
<span class="reference-title">ls</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation <span class="kwd">quot</span> containing all children (files and directories) of the directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-ls-r"></a>
<span class="reference-title">ls-r</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">quot</span></span></p>
<p>Returns a quotation <span class="kwd">quot</span> containing all children (files and directories) of the directory <span class="kwd">'sym</span>, recursively.</p></div>
<p><a id="min-operator-id-mkdir"></a>
<span class="reference-title">mkdir</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Creates the specified directory <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-mv"></a>
<span class="reference-title">mv</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Moves the file or directory <span class="kwd">'sym<sub>1</sub></span> to <span class="kwd">'sym<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-os"></a>
<span class="reference-title">os</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the host operating system. It can be one of the following strings: windows, macosx, linux, netbsd, freebsd, openbsd, solaris, aix, standalone.</p></div>
<p><a id="min-operator-id-put-env"></a>
<span class="reference-title">put-env</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Sets environment variable <span class="kwd">'sym<sub>2</sub></span> to <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-rm"></a>
<span class="reference-title">rm</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified file <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-rmdir"></a>
<span class="reference-title">rmdir</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Deletes the specified directory <span class="kwd">'sym</span> and all its subdirectories recursively.</p></div>
<p><a id="min-operator-id-run"></a>
<span class="reference-title">run</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">dict</span></span></p>
<p>Executes the external command <span class="kwd">'sym</span> in the current directory without displaying its output. Returns a dictionary containing the command output and return code (in keys <strong>output</strong> and <strong>code</strong> respectively).</p></div>
<p><a id="min-operator-id-sleep"></a>
<span class="reference-title">sleep</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> ∅</span></p>
<p>Halts program execution for <span class="kwd">int</span> milliseconds.</p></div>
<p><a id="min-operator-id-symlink"></a>
<span class="reference-title">symlink</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Creates symlink <span class="kwd">'sym<sub>2</sub></span> for file or directory <span class="kwd">'sym<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-symlink?"></a>
<span class="reference-title">symlink?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if the specified path <span class="kwd">'sym</span> exists and is a symbolic link.</p></div>
<p><a id="min-operator-id-system"></a>
<span class="reference-title">system</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Executes the external command <span class="kwd">'sym</span> in the current directory and pushes its return code on the stack.</p></div>
<p><a id="min-operator-id-unzip"></a>
<span class="reference-title">unzip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Decompresses zip file <span class="kwd">'sym<sub>1</sub></span> to directory <span class="kwd">'sym<sub>2</sub></span> (created if not present).</p></div>
<p><a id="min-operator-id-which"></a>
<span class="reference-title">which</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the full path to the directory containing executable <span class="kwd">'sym</span>, or an empty string if the executable is not found in <strong>$PATH</strong>.</p></div>
<p><a id="min-operator-id-zip"></a>
<span class="reference-title">zip</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <span class="kwd">'sym</span> <strong>⇒</strong> ∅</span></p>
<p>Compresses files included in quotation <span class="kwd">quot</span> into zip file <span class="kwd">'sym</span>.</p></div>
<a name="<code>num</code>-Module"></a>
<h3><code>num</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-+"></a>
<span class="reference-title">+</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Sums <span class="kwd">num<sub>1</sub></span> and <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id--"></a>
<span class="reference-title">-</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Subtracts <span class="kwd">num<sub>2</sub></span> from <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id--inf"></a>
<span class="reference-title">-inf</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns negative infinity.</p></div>
<p><a id="min-operator-id-*"></a>
<span class="reference-title">*</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Multiplies <span class="kwd">num<sub>1</sub></span> by <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-/"></a>
<span class="reference-title">/</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Divides <span class="kwd">num<sub>1</sub></span> by <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-avg"></a>
<span class="reference-title">avg</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the average of the items of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-bitand"></a>
<span class="reference-title">bitand</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Computes the bitwise <em>and</em> of numbers <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-bitnot"></a>
<span class="reference-title">bitnot</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Computes the bitwise <em>complement</em> of <span class="kwd">int<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-bitor"></a>
<span class="reference-title">bitor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Computes the bitwise <em>or</em> of numbers <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-bitxor"></a>
<span class="reference-title">bitxor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Computes the bitwise <em>xor</em> of numbers <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-even?"></a>
<span class="reference-title">even?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">int</span> is even, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-div"></a>
<span class="reference-title">div</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Divides <span class="kwd">int<sub>1</sub></span> by <span class="kwd">int<sub>2</sub></span> (integer division).</p></div>
<p><a id="min-operator-id-inf"></a>
<span class="reference-title">inf</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns infinity.</p></div>
<p><a id="min-operator-id-med"></a>
<span class="reference-title">med</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the median of the items of <span class="kwd">quot</span>.</p></div>
<p><a id="min-operator-id-mod"></a>
<span class="reference-title">mod</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Returns the integer module of <span class="kwd">int<sub>1</sub></span> divided by <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-nan"></a>
<span class="reference-title">nan</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> nan</span></p>
<p>Returns <strong>NaN</strong> (not a number).</p></div>
<p><a id="min-operator-id-odd?"></a>
<span class="reference-title">odd?</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">bool</span></span></p>
<p>Returns <span class="kwd">true</span> if <span class="kwd">int</span> is odd, <span class="kwd">false</span> otherwise.</p></div>
<p><a id="min-operator-id-pred"></a>
<span class="reference-title">pred</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns the predecessor of <span class="kwd">int<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-product"></a>
<span class="reference-title">product</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the product of all items of <span class="kwd">quot</span>. <span class="kwd">quot</span> is a quotation of integers.</p></div>
<p><a id="min-operator-id-random"></a>
<span class="reference-title">random</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns a random number <span class="kwd">int<sub>2</sub></span> between 0 and <span class="kwd">int<sub>1</sub></span>-1.</p>
<div class="note"><p>Note</p>
<p>You must call <code>randomize</code> to initialize the random number generator, otherwise the same sequence of numbers will be returned.</p></div></div>
<p><a id="min-operator-id-randomize"></a>
<span class="reference-title">randomize</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> {{null}</span></p>
<p>Initializes the random number generator using a seed based on the current timestamp.</p></div>
<p><a id="min-operator-id-range"></a>
<span class="reference-title">range</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">quot<sub>2</sub></span></span></p>
<p>Takes a quotation <span class="kwd">quot<sub>1</sub></span> of two or three integers in the form of <em>start</em>, <em>end</em> and an optional <em>step</em> (1 if not specified) and generates the sequence and returns the resulting quotation of integers <span class="kwd">quot<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-shl"></a>
<span class="reference-title">shl</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Computes the <em>shift left</em> operation of <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-shr"></a>
<span class="reference-title">shr</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <span class="kwd">int<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>3</sub></span></span></p>
<p>Computes the <em>shift right</em> operation of <span class="kwd">int<sub>1</sub></span> and <span class="kwd">int<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-succ"></a>
<span class="reference-title">succ</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">int<sub>2</sub></span></span></p>
<p>Returns the successor of <span class="kwd">int<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-sum"></a>
<span class="reference-title">sum</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">quot</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the sum of all items of <span class="kwd">quot</span>. <span class="kwd">quot</span> is a quotation of integers.</p></div>
<a name="<code>time</code>-Module"></a>
<h3><code>time</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-now"></a>
<span class="reference-title">now</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">flt</span></span></p>
<p>Returns the current time as Unix timestamp with microseconds.</p></div>
<p><a id="min-operator-id-timestamp"></a>
<span class="reference-title">timestamp</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the current time as Unix timestamp.</p></div>
<p><a id="min-operator-id-timeinfo"></a>
<span class="reference-title">timeinfo</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">dict:timeinfo</span></span></p>
<p>Returns a timeinfo dictionary from timestamp <span class="kwd">int</span>.</p></div>
<p><a id="min-operator-id-to-timestamp"></a>
<span class="reference-title">to-timestamp</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:timeinfo</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Converts the timeinfo dictionary <span class="kwd">dict:timeinfo</span> to the corresponding Unix timestamp.</p></div>
<p><a id="min-operator-id-datetime"></a>
<span class="reference-title">datetime</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns an ISO 8601 string representing the combined date and time in UTC of timestamp <span class="kwd">int</span>.</p></div>
<p><a id="min-operator-id-tformat"></a>
<span class="reference-title">tformat</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">int</span> <span class="kwd">str</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Formats timestamp <span class="kwd">int</span> using string <span class="kwd">str</span>.</p>
<div class="tip"><p>Tip</p>
<p>For information on special characters in the format string, see the <a href="https://nim-lang.org/docs/times.html#format,TimeInfo,string">format</a> nim method.</p></div></div>
<a name="<code>crypto</code>-Module"></a>
<h3><code>crypto</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-aes"></a>
<span class="reference-title">aes</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym<sub>1</sub></span> <span class="kwd">'sym<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Encrypts or decrypts <span class="kwd">'sym<sub>1</sub></span> using the Advanced Encryption Standard (AES) in CTR mode, using <span class="kwd">'sym<sub>2</sub></span> as password.</p></div>
<p><a id="min-operator-id-decode"></a>
<span class="reference-title">decode</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Decodes the Base64-encoded string <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-encode"></a>
<span class="reference-title">encode</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Base64-encodes <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-md4"></a>
<span class="reference-title">md4</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the MD4 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-md5"></a>
<span class="reference-title">md5</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the MD5 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha1"></a>
<span class="reference-title">sha1</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the SHA1 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha224"></a>
<span class="reference-title">sha224</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the SHA224 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha256"></a>
<span class="reference-title">sha256</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the SHA256 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha384"></a>
<span class="reference-title">sha384</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the SHA384 hash of <span class="kwd">'sym</span>.</p></div>
<p><a id="min-operator-id-sha512"></a>
<span class="reference-title">sha512</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">'sym</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Returns the SHA512 hash of <span class="kwd">'sym</span>.</p></div>
<a name="<code>math</code>-Module"></a>
<h3><code>math</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-abs"></a>
<span class="reference-title">abs</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates tbe absolute value of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-acos"></a>
<span class="reference-title">acos</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-asin"></a>
<span class="reference-title">asin</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-atan"></a>
<span class="reference-title">atan</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the arc tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-ceil"></a>
<span class="reference-title">ceil</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the smallest integer <span class="kwd">int</span> that is not smaller than <span class="kwd">num</span>.</p></div>
<p><a id="min-operator-id-cos"></a>
<span class="reference-title">cos</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-cosh"></a>
<span class="reference-title">cosh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic cosine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-d2r"></a>
<span class="reference-title">d2r</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Converts <span class="kwd">num<sub>1</sub></span> from degrees to radians.</p></div>
<p><a id="min-operator-id-e"></a>
<span class="reference-title">e</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the <em>e</em> constant (Euler’s number).</p></div>
<p><a id="min-operator-id-floor"></a>
<span class="reference-title">floor</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num</span> <strong>⇒</strong> <span class="kwd">int</span></span></p>
<p>Returns the largest integer <span class="kwd">int</span> that is not greater than <span class="kwd">num</span>.</p></div>
<p><a id="min-operator-id-ln"></a>
<span class="reference-title">ln</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the natural logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-log10"></a>
<span class="reference-title">log10</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the common logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-log2"></a>
<span class="reference-title">log2</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the binary logarithm of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-pi"></a>
<span class="reference-title">pi</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the π constant.</p></div>
<p><a id="min-operator-id-pow"></a>
<span class="reference-title">pow</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">num<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>3</sub></span></span></p>
<p>Computes <span class="kwd">num<sub>1</sub></span> to power raised of <span class="kwd">num<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-r2d"></a>
<span class="reference-title">r2d</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Converts <span class="kwd">num<sub>1</sub></span> from radians to degrees.</p></div>
<p><a id="min-operator-id-round"></a>
<span class="reference-title">round</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Rounds <span class="kwd">num<sub>1</sub></span> to the <span class="kwd">int</span><sup>th</sup> decimal place.</p></div>
<p><a id="min-operator-id-sin"></a>
<span class="reference-title">sin</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-sinh"></a>
<span class="reference-title">sinh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic sine of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-sqrt"></a>
<span class="reference-title">sqrt</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Returns square root of <span class="kwd">num<sub>1</sub></span>.</p></div>
<p><a id="min-operator-id-tan"></a>
<span class="reference-title">tan</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-tanh"></a>
<span class="reference-title">tanh</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Calculates the hyperbolic tangent of <span class="kwd">num<sub>1</sub></span> (in radians).</p></div>
<p><a id="min-operator-id-tau"></a>
<span class="reference-title">tau</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> <span class="kwd">num</span></span></p>
<p>Returns the value of the τ constant (2π).</p></div>
<p><a id="min-operator-id-trunc"></a>
<span class="reference-title">trunc</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">num<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">num<sub>2</sub></span></span></p>
<p>Truncates <span class="kwd">num</span> to the decimal point.</p></div>
<a name="<code>net</code>-Module"></a>
<h3><code>net</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-accept"></a>
<span class="reference-title">accept</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket<sub>1</sub></span> <span class="kwd">dict:socket<sub>2</sub></span> <strong>⇒</strong> <span class="kwd">dict:socket<sub>1</sub></span></span></p>
<p>Makes <span class="kwd">dict:socket<sub>2</sub></span> (server) accept a connection from <span class="kwd">dict:socket<sub>1</sub></span> (client). Returns the client socket <span class="kwd">dict:socket<sub>1</sub></span> from which it will be possible to receive data from.</p></div>
<p><a id="min-operator-id-close"></a>
<span class="reference-title">close</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket</span> <strong>⇒</strong> ∅</span></p>
<p>Closes a previously-opened socket.</p></div>
<p><a id="min-operator-id-connect"></a>
<span class="reference-title">connect</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket</span> <span class="kwd">str</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">dict:socket</span></span></p>
<p>Connects socket <span class="kwd">dict:socket</span> to address <span class="kwd">str</span> and port <span class="kwd">int</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to send a message to a server running on localhost:7777. The message is passed as the first argument to the program.</p>
<pre><code>{} socket "localhost" 7777 connect =cli
args 1 get :msg
"Sending message \"$1\" to localhost:7777..." (msg) => % puts!
cli "$1\n" (msg) => % send
"Done." puts!
cli close
</code></pre></div></div>
<p><a id="min-operator-id-listen"></a>
<span class="reference-title">listen</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <span class="kwd">dict:socket<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">dict:socket<sub>2</sub></span></span></p>
<p>Makes socket <span class="kwd">dict:socket<sub>1</sub></span> listen to the specified address and port. <span class="kwd">dict</span> can be empty or contain any of the following properties, used to specify the address and port to listen to respectively.</p>
<dl>
<dt>address</dt>
<dd>The address to listen to (default: <strong>0.0.0.0</strong>).</dd>
<dt>port</dt>
<dd>The port to listen to (default: <strong>80</strong>).</dd>
</dl>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to create a simple server that listens on port 7777, prints data received from clients, and exits when it receives the string <code>exit</code>:</p>
<pre><code>{} socket {"127.0.0.1" :address 7777 :port} listen =srv
"Server listening on localhost:7777" puts!
{} socket =cli
"" :line
(line "exit" !=)
(
srv cli accept #cli
cli recv-line @line
"Received: $1" (line) => % puts!
) while
"Exiting..." puts!
srv close
</code></pre></div></div>
<p><a id="min-operator-id-recv"></a>
<span class="reference-title">recv</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket</span> <span class="kwd">int</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Waits to receive <span class="kwd">int</span> characters from <span class="kwd">dict:socket</span> and returns the resulting data <span class="kwd">str</span>.</p></div>
<p><a id="min-operator-id-recv-line"></a>
<span class="reference-title">recv-line</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket</span> <strong>⇒</strong> <span class="kwd">str</span></span></p>
<p>Waits to receive a line of data from <span class="kwd">dict:socket</span> and returns the resulting data <span class="kwd">str</span>. <code>""</code> is returned if <span class="kwd">dict:socket</span> is disconnected.</p>
<div class="sidebar"><p>Example</p>
<p>The following code shows how to make a simple GET request to <a href="http://httpbin.org/uuid">http://httpbin.org/uuid</a> to receive a random UUID and display its response:</p>
<pre><code>{} socket "httpbin.org" 80 connect =cli
cli "GET /uuid HTTP/1.1\r\nHost: httpbin.org\r\n\r\n" send
cli recv-line puts :line
(line "}" match not)
(
cli recv-line puts @line
) while
</code></pre></div></div>
<p><a id="min-operator-id-send"></a>
<span class="reference-title">send</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict:socket</span> <span class="kwd">str</span> <strong>⇒</strong> ∅</span></p>
<p>Sends <span class="kwd">str</span> to the connected socket <span class="kwd">dict:socket</span>.</p></div>
<p><a id="min-operator-id-socket"></a>
<span class="reference-title">socket</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">dict:socket</span></span></p>
<p>Opens a new socket.</p>
<p><span class="kwd">dict</span> can be empty or contain any of the following properties, used to specify the domain, type and protocol of the socket respectively.</p>
<dl>
<dt>domain</dt>
<dd><p>The socket domain. It can be set to one of the following values:</p>
<ul>
<li><strong>ipv4</strong> (default): Internet Protocol version 4.</li>
<li><strong>ipv6</strong>: Internet Protocol version 6.</li>
<li><strong>unix</strong>: local Unix file (not supported on Windows systems).</li>
</ul>
</dd>
<dt>type</dt>
<dd><p>The socket type. It can be set to one of the following values:</p>
<ul>
<li><strong>stream</strong> (default): Reliable stream-oriented service or Stream Socket.</li>
<li><strong>dgram</strong>: Datagram service or Datagram Socket.</li>
<li><strong>raw</strong>: Raw protocols atop the network layer.</li>
<li><strong>seqpacket</strong>: Reliable sequenced packet service.</li>
</ul>
</dd>
<dt>protocol</dt>
<dd><p>The socket protocol. It can be set to one of the following values:</p>
<ul>
<li><strong>tcp</strong> (default): Transmission Control Protocol.</li>
<li><strong>udp</strong>: User Datagram Protocol.</li>
<li><strong>ipv4</strong>: Internet Protocol version 4 (not supported on Windows systems).</li>
<li><strong>ipv6</strong>: Internet Protocol version 6 (not supported on Windows systems).</li>
<li><strong>raw</strong>: Raw IP Packets protocol (not supported on Windows systems).</li>
<li><strong>icmp</strong>: Internet Control Message Protocol (not supported on Windows systems).</li>
</ul>
</dd>
</dl></div>
<a name="<code>http</code>-Module"></a>
<h3><code>http</code> Module<a href="#document-top" title="Go to top"></a></h3>
<p><a id="min-operator-id-download"></a>
<span class="reference-title">download</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <span class="kwd">str<sub>2</sub></span> <strong>⇒</strong> ∅</span></p>
<p>Downloads the contents of URL <span class="kwd">str<sub>1</sub></span> to the local file <span class="kwd">str<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-get-content"></a>
<span class="reference-title">get-content</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">str<sub>1</sub></span> <strong>⇒</strong> <span class="kwd">str<sub>2</sub></span></span></p>
<p>Retrieves the contents of URL <span class="kwd">str<sub>1</sub></span> as <span class="kwd">str<sub>2</sub></span>.</p></div>
<p><a id="min-operator-id-request"></a>
<span class="reference-title">request</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> <span class="kwd">dict:http-response</span></span></p>
<p>Performs an HTTP request. Note that <span class="kwd">dict</span> is can be a standard (untyped) dictionary but its fields will be validated like if it was a <span class="kwd">dict:http-request</span>.</p>
<div class="sidebar"><p>Example</p>
<p>The following code constructs <span class="kwd">dict</span> and passes it to the <strong>request</strong> operator to perform an HTTP GET request to <a href="http://httpbin.org/ip">http://httpbin.org/ip</a>:</p>
<pre><code>{}
"GET" %method
"http://httpbin.org/ip" %url
request
</code></pre></div></div>
<p><a id="min-operator-id-start-server"></a>
<span class="reference-title">start-server</span></p>
<div class="operator"><p><span class="kwd"> <span class="kwd">dict</span> <strong>⇒</strong> ∅</span></p>
<p>Starts an HTTP server based on the configuration provided in <span class="kwd">dict</span>.</p>
<p><span class="kwd">dict</span> is a dictionary containing the following keys:</p>
<dl>
<dt>address</dt>
<dd>The address to bind the server to (default: <strong>127.0.0.1</strong>).</dd>
<dt>port</dt>
<dd>The port to bind the server to.</dd>
<dt>handler</dt>
<dd>A quotation with the following signature, used to handle all incoming requests: <span class="kwd"><span class="kwd">dict:http-request</span> ⇒ <span class="kwd">dict:http-response</span></span></dd>
</dl>
<div class="sidebar"><p>Example</p>
<p>The following program starts a very simple HTTP server that can display the current timestamp or date and time in ISO 8601 format:</p>
<pre><code>; Define the request handler
(
; Assume there is a request on the stack, take it off and give it the name req
:req
; Let's see what we got (print req to standard out)
"THE REQUEST:" puts! req puts!
; The request is a dictionary, we retrieve the value for the key url, and give it the name url
req /url :url
"THE URL is '$1'." url quote % puts!
; Constuct response body
(
(("/datetime" url ==) (timestamp datetime))
(("/timestamp" url ==) (timestamp string))
(("/shutdown" url ==) ("Stopping server..." puts! stop-server))
(("/" url ==) (
; this is a bit short, but works with Chrome, IE, Edge, Safari
"<a href='/datetime'>datetime</a>, <a href='/timestamp'>timestamp</a>, <a href='/shutdown'>stop</a>"
))
((true) ("Invalid Request: $1" url quote %))
) case
:body
; Prepare the response
{} body %body
dup puts!
)
; The request handler is ready, give it the name handler
=handler
; Create the parameter dictionary for the server
{}
handler %handler
5555 %port
; Start server
"Server started on port 5555." puts!
"Press Ctrl+C to stop." puts!
start-server
</code></pre></div></div>
<p><a id="min-operator-id-stop-server"></a>
<span class="reference-title">stop-server</span></p>
<div class="operator"><p><span class="kwd"> ∅ <strong>⇒</strong> ∅</span></p>
<p>Stops the currently-running HTTP server. This operator should be used within an HTTP server handler quotation.</p></div>
</div>
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<p><span class="copy"></span> Fabio Cevasco – April 2, 2021</p>
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