C语言入门:05.scanf函数

时间:2024-10-05 17:33:26

一、变量的内存分析

1.字节和地址

为了更好地理解变量在内存中的存储细节,先来认识一下内存中的“字节”和“地址”。

(1)内存以“字节为单位”

aaarticlea/png;base64,iVBORw0KGgoAAAANSUhEUgAAAb8AAAEWCAIAAAB5Yg4DAAAgAElEQVR4nOy9eXAj+XXnyX8m5o+Z9Tpi7BjbuzPjdWzYO+NdOeT1Mbsen7Ik2+GR5EvyWNJKaqnVh9T3UXd1VXdXdR0skuAJ3iRA8KiLV/HGDZAECBK8j6pisQ7eBA8Qibwzf2//SGQikcgEEyRQVSp1xy8yXmX+8v3e5/t77yFBAuycllFoGYPYUTBGZUb6o3kUmpOMQ3tTDp2hyq+OaU/7eSVqeQpEB4b6QhKN6Zj2OVGWiHSGmjminGYRplkGozCS20dqgTKrkdybzlCTZ/78EOkM7+kQpQj155ZIf3jPP1G64b1gRMruqX9oxZccyhEJn9r4+SHSH2pmiALQMgY3p+D2JFwf03vXrWm4Pa2crzPdf6b36OhEzxZKC+TFI8rJSG9WCJTZBM2s4i88UbMOIv0xHJooYa0gNA4T5e0Lpf275hEkvFdKTdQSpMpu3TfcXq3zy+YH4dY0XB9TX+hpEukRX2tacnZpLfT8E6mGd7iEPDrRIcQ/ItHhnz0/H58PneP6NJh659/6znf+/L1bV5z0jUm1ORPQtgBtc9A6C21z0Du/9b3v/uTPv192bRC67kLbLLTPw81xvrpvryUILUFoetZQn4/PR07TKGoeBeEoGNIZxSXF0JqWwoP8fMpLckO4qh6AwqHCs6rzbBDpgAUR6rkgSg2bEaKmMbgxAbcmoWUcbi2AqX34u7/zS7/+Q/Onbq51Bq6Pw+1ZuDUDLaOoeQyujzK1ffc/NXo+qQt8Zg5eagxeKTL+xv/6P/3r3/7aS8XBXEvgonn8SuPwhxcKv/zf3321eqFmhL8e1KuJ7oTUtUfJaSzfIy3nae3R0YmSSilbRKpQWiDPA1GKBDgEUc6hg9DCUISiFbda7iZ4a9IIXUvxFB6yTaS6GQpvzc8TUeqCyQhRk5+o90Sq3YTJi1vGyDKL/Qdf/E//UjxeMkRYhol6b7isbaWka8cUgOYg3BqLGCotf/2Vl//226f/6YeffPO141/4lV/5hV/8tf/89R9/482r33zpzN+/cumfXj375b/5+m984Y9+7632Ijd7azJVniiItAomPaI0PRx6jzJBpJ7GGSfSgNKlasaJ9Oxy6meXdIlylPMCqCkgNyB2VBlyMJ0eEm/RmiY3ArKZCiHkNyqnJYWUXSI4mEgz1GdBlMpDJoiCcMMx8e6F6m8eu/1J3dCFxtFT54q/+ku/8hdvVZ+o81+sH7pYc/PLv//Pf/p3RblDcCMITaO8xUfXOaOmIboxwDfaPH/6v/3KH/7DxxccEZNrp9K2U+WK1Li2y7sXS23h+mE2fSKUiT1KzM9nvEcpiQIHhpohInWoZ0UET5koJ8lF4mLyS4qhNe1wHpKRRg9a6MB4ju4hg0SB54nocB50EzWPQ5tn+Gtf/+6v//7bJ6pd52qd75249Ee/+O//5PXy98uc58ptnxhN/+U3//ff+spbV4fg5hg0BVDzGFwfhxtTcHOMuXrh9d/41X/zR98+c6pm+HRh1/Fi20cVng+On/zvf/k7/3h1vM4PN8YhM5qktUeqDrXCeFa7rFpK2SN6CproJ9JyqPCWOaKcNILQORJDaQzEjo0B1CQesz7kIKn3KRNETwMqs0SB7BI1B6HN7v7qN0/8n99qaxglmsaJoprWr//qf/x+8Uy5n2ocxpsDD/77n/7Ll/8xr3wGWsbiPff6KF1ccO63/tP/9WcvXT1VOfhphft87fDl1vlzpwr/9N/+21/4n3/xr9+7XeThWoLQnA5R01PbI53d4ch79DlRRmI4IlFOk1rNHAVDUYTykcJzo9q9Wpf0xJAcTPaIVJ2nUPWZEzVlmagpCG0u11/94/kvfst5+y50znJ5pYW/9ou/9KXj/eWj0DYHHbMb3/rLV//2m2Xlc9AiFFIAWqagyXP3lS//5r/67dffaNi+Pc6aPNFGH1ZcX/uVL3/1P/y38+9VT5RZdxtG1DM+BZGWXGnt0YGCJ0/O3h6lJlKN4YUn0hleBokO6J6NI7GjygiIx4Dsn4oz2rQqdyXdK1ySwlB6GEnwkDxNXfEsEDXpIUoZ6tMmGskyURDa3K6/+sbZL3y97/oDaLGNv/Py7/3yl/6/v/rGF7/4pfPvNoTbFre/9Zc//Ot/KjHOxLpnyyS0jGx98v7/+7/8m5xf/uf6Sw7omoPrU9A1uvKTl//63//nP/xeU/TmXehYgLZJaB7VDkaNSCnyofZI1YNimlZlprdHRydS2/RsEKlDaauaVSItD/JpKbrnIYhyVOoq/a1NNbSSNXUe61lIe2OUHrJNpNqh9OVQ5on0LJRloqYgtLpdX/3GmS/+w2DXvfDFT0/85m9+6Qe1d3NrCr/yf//ar//O99+p9XzrKz/52jdLy2agJYCaJ+Cmf/fSZ8d+68//4g/++P/54usNZ1pDJte20b5n6uj7m7/+p1/5g/OFQ0zVnanjZ0/92Zn+XAd1fQKa9BMlK3kU6XR60Nqj1EWREaIDYTNFlO5Cz5wokEmiHIULywiyyI1A7KgwpDmxuwKxo0W8KhnJHiwjah6SFtW6S3673EOKkW0idQ+Ji6bQIbNECQJqEQWyS9Q4Bredzq9++8rvf7vjk/yiL3zxm19+y1szBq0LUF5z7rf+1b/+k++c/ps/efOf/7msdAauj0Oj497Jcye+8K33v3Z56OMzL/+3Vw3f/aj5g9zGN/O7T+aVfukvXv/NL1x8v6Tvw4t1//KD7//uS8azdyJN4yA9JhxIpKlJ+nuk8HCIPVI4T96joxOlyPbMEqk6VxApS+kFIspQ95TdosQ4TPfkJUOwpTMKgbLYPdMh0lGZcZBsE6XOwqdD1DgGt10jX/vW9375d/7+Sz+69LdvdVeOwfUxaB6D60Hq/ZfefPls3lf/6yvfErrnBNR1jb954uNvlDyw+PGC89/+4qulP7rmuFjn+KgukHvD+u0ffvYnf3r5nHnkQn3wYsvd/JaFMidpHpF1z4OI9Giic48UHjLcPUcyQ6QopewRKdJGNR6txHsBiHJS11VyQOqZp62X3gJOmMZLhmVEUIdPnnagKAdCZYpIPTkSiQSop0CkJbhioawSNY5Bq3Psa3//jV/47e/8tGH5+gK0jELjCLIEoHkcmj17Df7Ff/rzH3/9m8VlM9A8iuq8RLWdaJ2B5sG9T0/9j//j9aZTPXBnAW5OQfcSfvyz23//nbbmGbgxBS3jcH0cmgLI4ucPt32H3qMDtynFQinXVc+xoxApSunZEulJyIwQpVVKGSHKOdCL5vDzsaNkSOe1LqXlTc9dmR1ZJdJ519MhSn3pyESNY3Db5vrK/7jwuz8YapuHpgCI89nKnseGzrV67+xf//H3/uIfSspmoDmALCPQNApNY9Do3b14+ru//XrjiQ66bZyq8ZBNw/defa/kz//uet04NI6Cxa+xI1kmeqp7dHSidO/KKpEiqheIKEdxrcHPN8gM+bCMIMnQPxQ3at6ur3vKvamGp6p4tonUPeirzIwTpRL5KREhyyi0Oq1/8Tcf/Je/6W6agdgSAWjwUXkV7a+fLv3W93/07371q//15fb6GWgeibE0joHFHfr0gy/9x5er3mtnO8Z28hrcb773zm//4T/+xrfumMahaRQOR6SpSTp7pLpNyj1KLCXVPTqgEDJCNHJAr3khibRKSek5c0TKZ09lCfmRcFQYKVZKLkKFOuqxZnShVPuUBSL1PUvy/3SI9CyUnLuZJbKMwS2H/e++/dEffddumYbGADT4+QY/sowgk3OroP7mH/zB7/3y77z+ncr121PQKC7XOAYWz9alE3/8W++ZP+xCHRNMWUPLV//sd//df/jyH58ZaxiDxgBKJlLNrhSqHnqPDlxI5x5J9qEXOpBIDpVVIj0LaXWAjBPpWSizRDlJl1FD7B65oXSRDK/VFrVuSboredGDHeoe2SXSuCsZ5OeGaAQaPOsFrfeude4rWl7DCG/x0YXXZ661r1T5oHFERjQC5mG6sm26oH+vxgeNI7zFTxVdn75oGi/2cBYNogOhUtTV87lHmSA6eN0MEWm25gPb4gtAlNPgR2Y/LxzN4myz2kryq2bFGV/sKBjSGaUH2TTJTmshnUKYZUYKD5kiks/UIjJrLJRxIq2F9IqfKSIfZxnhLYrW6UcNfmQJQFMAmsaEZ9IkIp/wc1K+wc9bAmAJgCWAGkdBi+jgUH3K3czeHilKSctD6j3KFFGKhZ4mkS7xnxZRcrs7CpHy2VOBIR/yq0fXK5UHtYSWp9eBTS0Z6pkT6WlqGSGSe0iRatkmkr+MJzu3jIDieUQWBsjRGkbAMgIN2kRaSmaB6GDnevZI4SEbRGbtS0+fKHndLBHpdJ5Bopyk2zizjzP7eLOPNftY0eDNPt4sLePnzX7O7OPMfsU0TiUOv3QLb/axsRuFyX7O7GNll/j4pXgYys2W0UrTkkI9mIhTI2ITiTgdRJzZL4JkjEhNfP1E/swS8YlEnE4iEUo7VCURmziNUyPiD0nk00/EZp1IpSjU80QfEatC5E+XSDvUhJFtIl6NiNNJJCulwxFxKYlUMj8naZ50J6cYJplhSjwjQvJmPx+76pem8aZ4QFI9cGL/Va6SBCmdkS/EqeSQvNcktMVDE/GJRLwaER9HyxgRfxQikw4iYXeSiLjDEvEqRLF8UCXi1Ii4QxL5dBD59RNxakScXiLl65AKkfl5JNJ4TcoIkf9pEfl1ECV37SMQ5SjmKUbCbfq8m3ysyceafaxo8CaxBYiSCfIJE7jEabEJ0nzlND9viiklb9OCB070oGyLGSLi1Ii0Q00kMqVBxGebyKxOdJD4snRPJOKSiUxiHqsRsRkkMukg0hRfLxGnk0irlDJEpCNU8aQ8P3UQsYcjUoVKvno0Ik4nkbQ1KYhStLtDEOVIrk3qQwpR/f5kDMXtiS1AdSFleomoKjGYhsXjsLjcMJuokaqHZCJWB5H60LGQCpEpDSJO90IqRObDE7GpxU+PKAalSqS6UBaJtEJVI+KSp+kn0sjwBKKkdTNPpNqtEmJ4TolUxE+DaPhgoiQPWmi6iKTueQCqycfWy4x6H2ca5uqFEIUoh9U91MdvSXBi8nHmYc7kY83DnHmYq/ex5mGu3scp5iv77zBrlgvkS9E9uYM0yhhRvQ4i01GJOJ1E9c+AiE0mEgwxjzNFxKoQDR9MZDoqEaeTyKSDSBleAhGXPhGbTCQY9Ycn4jJJ5DsiEaeTSIBKTWQ+PBGXTJSjWKl+mK0fVhrSpYQ54lE5fEqHqt7ic2SukldXTJN7Vo7kaQfFkCki1VAVRAns2SRKuKRFlLTpmSdShXpGRFqhZp5IX+Znm0hRStkjqle99KyItEpJPk135ushyqkXw1IdijxOTujklXR6MyV29/ph8ShXSi3FtepK58gGUfwubSJTkpElouSEeCZE6a57aKIDnSsnP2si1aLNMJFa2WeDSNXDIVI6I0SHyPYjEh3QPeuHGfHI1A0xkiHY8jOy82z9MCsZWt6S74rfIjcEO+4tIR5ND0+biD2YSALJMlGiB3WilM4zRXSQhwwR6XDOJG/6MyRK8pB5ImUpZZFI1YN6ZWWfSMcuZ5QoR3It1ZV8yG9LGvL10k/WxHUTLykUUR8pNkZuPAUixboaRMzzRKTsUFkiSpEAT5Moed0sEWmV0lMmSiqlbBFpQD2/RArnRyTKqRti6oTbhkVjKG7oTPcUQ5438hBT3qJZwHqHHGQ44Uw2iA6ESpEcGSc6hPMXnqhOR+Jlhmg4yUgiOpzzQxAlK5lxoqM4fzZEQ5kkyqkbYmqHGOFYK56tPWJAspgOMeRh1CaeSVhIMWSLpvLwjIhqk4xnSZToPCtEqlDZIBp6jog0PTwLorrnhEijW2WeSKuUEhfNIFGOfheKdJeP5KsHTjtQlFq1SwpvdRrTFB6yTaS6UIrXpKwS6RT/6RAlK5lxonRVzSpRigzXWjcbRHUHhfo0iQ6R+dkjqtVe6BBEymfPw40UAR1uz2o1HKbl7ShQGSdKnRwvHpFW5mWc6OiqZpAoxbpPk6hO7dKzIsps5qfwpuVQcUsGiTLTPVPodXTnOr1ltjJfbCL9MRza21Pons8h0dHX/Zzo0N60HGa2e8pHTs0QUzvE1Ghclq4qjBQjefKBtxzoUPImH7WJznWG+sIT6Qzv6RApnL/wRFrrKry9METphvfMiVKsewiiz7vni0akM7xnnscvJJHWujoL+GeOKN3wnjlRinUPQZSTbhCq3lMonsK5zpGCVmszFKH+XBGl9qAnvTJIlKJgMkWkB/apEWmtq/D2whCphne4hHw6RCnWPQRRzlGiVx+DTM1gkpFB53LPmXX+80OUvG7GibLk/HOiz4m0PGfPucbIqR5kaoaYanGl6kFGOqO4pBha01J4kJ9PfUk+tGJQLJR8i6rzbBDpgX2uiFLDZpAoxV2ZIjrQg/6EPDqRlvOnTJRC8MwSaaWxKsjzQJQiAQ5BdMCzZ4ogUgSUYjPkwaWedhTFnzKRaqhpZeFTJjqc+GkRHQibKaKjhPpiEyVnV8aJDoQ6uvj6iVLDZoMo58AdTXdrf4bGC0mkMwt/VsaLR1St3QJ+dsfPJ1Ea3fO5GF7x6E0887M7XlQiOdTnRM/beCGJvElGlhfNUa6UIgjFHPlIEatOpORp6cKn8JBtItWZR2+LhyOSX/p5IDpKqBknSs4uVfGzTaS1bsaJVC8piI4ofmaJVDvAYYlyVC7rLLkUsWa2gFNkYQqNniZRusnxzIlSJ0dGiA708DSJtBy+qESq2ZUNokOUUvaI9OxyRomSumdiEFVeWjgmj2ovIxwlQzovv6RJm3RX8r2xS2IYCg/yGxUeUuRuVogGDyZKuPSsiZTOs0F0kIdMEak716q6nw8i9TTOApEqVCpVs0qkY5czS5SjrKtBumowyYh5YWSG4Eiji8tGCowUeayVQ9K6icEc4CHbROpbqy+HskDEPA9EiVDPmCh53SwRKUtJnYjONpEO2AwRKUvpWRIlldLBbeeIRDnVsQXEezx0lUc0vHTtEFc7yNYNcXVDXO0QJxkZGqx4ZGX/TOt2fR4G2dhxkK07MlH1ICPJJTcUSlZ7Ysdqj7gHntheapNmgKj2+dojXR5qhthYQnvoKg9d7WWEY7WXqfIwVR65QQvHakFbyfDQ1YNMTJbngCjFHkmJl809YkVhuZp4Z6GFY7VXEDlmyOtdSmB1qCQiRSk9BaJs71EKotjzqUdMPA+do+iyoppMlZeudFMltkh+325+315+316ezEhn7InHvbze3dhRGH3iUf0W8a6EM6nnH+xBAZIukWEgXO4mJbkqPXGj0kNXeWPHeDrG9WQEo8JNFdsi2oseeP4AIunMkfZI2qZUe7SnGs8hiAqt++UuQkq/xO4ZP6Oo80SDqXBTRdZIviqRPPEyQJRCRnUP8j2S7CPtkR6i3t24sImPYwnSKVT10pVeqsgeyes/mCgvsZSyTqS46zB7pOkhNZFhIFzhJqsHE/IwRyp4qf4Fu2aQKbFjH1juHWu6f7L5wYnmxRMtiyeaxdEiHmPGgxPNiyeaH5yMGYsnWx6cjBmxmYJxsmXxpOjkZIuGN8VazTIPLQ9OtiyebHkgrCUYJ5ofxAJoeZCwUMviyebFk+KiJ1sWTwirq66iTSSCPDjeeP+Y5d6Vrs0KN1XtTeiVKt1TNmTaMoaB8IeN9443KRc60SJQyI3FE80P5EJJ6mmperJFW1XlQrEzgiAnRZ8n5fuiFF9UNVFYeTyyhRb1ET041njveOPipTubFW5K7YVHWdtJ73/pKi9TPcgW9O0Jwp5sTopfY8hTRZGTiZceSIaYbEoZD3R+UiPZEoV9IDMEodSdpyaShD3WdP9y11aFm0pKzoSfWSUMD104ED7ZsvSBZSFW+MlDrYISMlA8nmgR6lQ0hJrSTyQT50SLLN9UpiUulDCkvqHWWLQaTpzowcmWxXdMC7k92+JPRWPHHKGwpSFVe7WXyu3e/H5J4NO2lfz+UG7PZm7PVm7PVm7PZm73Zm7PVuzYs5XbLR67t67F5mxd64nZ8jPx89LkbtntMW+bMiNhoUQPm5KhiEc+TTHk8egnEm7J7wt91rn2nmn+eNO9Ett+LBcl3US7Ki4mJR4p6UyVm7rYvvZyRfCzjrU8aUUJIbWq3QerKpdXRVX5Qj3ZUTVNovy+0Gcdq++Z54833i+zY1VeSvFynjQUqsa0rXKTn7Yuv1wRvNS5di2tMGSqZkZY7XSNTcu2sN0xYS+0r7xrmjvRtFhmj2qIqSJvuZP45PbyW7UzZ28+yu/fli2kUSay5NRK0WQxE5RU1r6KRJpiak9LVlIppipRt5Ioryd0rWfr5fLx0y1LFS5cnnjK7lkhpmO5K3rh9sOXysaqPOTNcWgePcxoGkXCUTKk81qX0vKm565MjRtBqBuiP7r58H3TbEFvqMJNCFpVeKiKeH9MUed0pYeqcGDnrj94rWqybpC6PpZ5VZPlfc5VvR6EukHq7I2l9+pnCvt3BFUr3FTs6I5JJxlao8KJnW2+/3r1lGmIbjmUsClyMlPCPjVVBWFrvOTplgcfmGaL+3crEwWUCxtX20NVuMkye+Rs8/33THMltkimCj9ZzLTy7XDtIlNDSKc362c/bJgvtYblMmp2T6Mj8smN+y+VjVZ7yZsT0DwKzWPQfNiCj90egKbR2IidOXgbwDIClgBYAtAUEP85Evvnwbcrpo0lgqRDdD0I9UPM2RtL79ZO5nWtl7twlSyUDcVVwSizhk83LbxaNVk3SF8P6hUhDVX1EUmqNqaraiAmaZMiBoWquuMXuueZ6w/eqZ0s6Nkqd8Vfk+TCHqiw0RY+aZl/rXraNMS0PD/CBp6lsLVe8nTz4rt1k4aerXInkeJFKP4c4CZLreFTDQvv1s+W2CM3Jw6ztIqSozE0vYUvSScVfgAsophN+tZVKfxDiSl1z/fqZ4r6titliZejTEoPXeGhK9y00Y59fP3+S2WjlR7iehAaAyhhjIhH3cMyghr8yBJAjQHU4I/ZlhFkGUGNgdgx7jkQu8UyglpGUcsoahbOBFDLKLo+ilpGUZNWAKITywiy+EXPiZdUxkFEzaNQO0ifufHgnZqJa3fWjC48+dkzoc4FI6ZnzCizhs80zr9SNVntpZpHQRnAkVW1jKRUdQQ1jqAGUUZ1VbXWCsTEtMi25gBVdRA1j0KNlzrT8uCdmvGCro1yFxGXK6ldar0mVbipMuveScvca9XTtYN00+fCjqDmUaj2kKeb7r9bO27o3ix3Eqp6KoeLLO7fPWmee6dutsi2n7HCl+nW4BdrcyTBUDpPVLIxgJp1KKlS+yNKt+kSNQWgcQS9UTf7fv1Mcf+uPOtyKjx0uZsSjuVxHWmjLfJxy72XSkfLXXjzKDT4efmwjCDhKBmKCarTGgKobQr1z/HtQb7RpzJf7sriR/UB1LOIVqKwT8J6CDqCqHcRVjHYJyG8g7xzqG5Yfd0GP2/28+YAf3OcbxvjGzXmpEXUGIBqLxXrnl3rRideIVNMUq9cLSmlk6XW8OnG+VeqJis9pGIJ+dL6VTX7ecso6phGfbN86yhv8fHm1Lf4UX0A2R6iDQL2SXi4DrfHkP0xbOGwT8J2CFmnUO2wpko3gnz3DOqb4W+O8SaNHUyLqDEA1Z5Y98zv2jAKRa544dFopnLxS617pyzzr1ZPVXupwwmrmGb285Yx1DmTjrCjyPkYbRKwT8LSKtwaQ84nECJgn4TQFurTJ+yN0YwJW+kmTzXdf7d2vKB70+gkKjxUufD2XHqf7lHrngNC95wptIb1FL6WmHIlm0f5OzOodwa1jfNmv7qS0l1mP2oMIM8TWIvCPgmPllH7GLI9jCm5to36RnmLH2k5afDzZj9vGeVbx/kbo7wlzcJPFlP4p9A9i/q2y12klHXKZ08xI+kyW+R8y72XSkeNLrxpFEw+1uznzH7O5GNNPs7s400+1uzjzT7e7BePft7s44RpZh9r9nFmP28Wpvn5nkX0MAy7BGAU2oui5XVkG+frfLxJmBObyZp9wr1s7SDXsYCWaRD+41kYvotWIwAACAEQKHiPrxoU4/HzJsGJnzf7+Noh/tYMmg2h7Sh6vIZ6RzjTMGuSVvHzZj9vEkM9mMjHmf2cZYSv8hCnrz94p2Yi986a0D1V1UvupMnds8JDNowgMXJOWlqIJCkGNlFVzuxjTT6+YYS3PUIrEdgjASPRLoYerqCeIF/r42OTlapytYNczwO0wcRUJQgYuou2KQAAngceQ545uaqxwEx+vnkKzW6j7SjaJyFCoG0MTS/x14dj4stUZc1+LpEoVZ5YRvgqN3G6ZfHtmvGCrg2jkygXBSxXE1BLYeHZ89XqqSov1TCChL3WK6wgjj8urCXAOx6jVQzCJERItIuhB09Q1xhfExOWUxW27yEKsTFho1EYuot2aQAAngMeQ44ZFWHr/fz1STSnEPYBf0OXsKlSxTLCV7jwk/LuqaFngpLis+fb9TMGa7hpFIRFhQBiyaDY0NjSifnm580+rsHPVfuR7SHaxFCYhAgJu1H0aB21jrCmYanwpcRmTT7ONMzW+bnWu7AjFj6xg4LLaJGM/ROLIucYax7m632stMtmPycFUzvI35pADzC0E0Xr66h1jK0dlnaZE0JNReRXEjX4ObOPVXRPQa4cRbKWu8hyN1nupsqs4fPNd18qHS1zRhsDSFgpPoYZk481DbOm4RizyceJBqu4VOfjWmbRMg4AQBGwEQEGASBYXuNvxT7OytYPx26pH2brhti6YbbCyzmWEAKIYsgxz/XOcl33IcoAFeZ9d7meaa41yNUNs3VDbM0QWyM48XH1w1ydj3U9Qut4TO7IHm/1s3XCEvJQ9RMNsyYf2+DnK93E6ZaE7lnuIivcZIWbLHcRMelcYv0Lhks4I1wiY92zcrLcTYj7x8UD0KsqK6jadhdt07Fa3UOSYoAAACAASURBVMSABwAO7j3iWwbZ2mFBEFHVIbZWUNXD+dcQAGzvIess1z3HDzwEloNIiHfPcz3T3M1Rrm6YrR9ma0VVa4c48wjn2gIWABBEcGB4AACWQMGFmOzqquogavDzlS7iVPPi29Xj+V0bRgce181Npu6e8lEqdM+qqUoPmbawkqo+1jTM1vq49ntojwEAwDDYigIAAAvzS3zzIFs7zNapCVvp5cY2EABsbqOBGa5rjrc9Ap6H8BbnmuN6prkbo5yQhAnCBjhvKLZxoX0gOAAAFkej81zNkHa66hO23ImfaLz/Ts2B3ZMsd5ExzZ1EUd/uCfPsO3UzBQN7lhGp8Ll4BsYCYGXVwYmXOHlItV6uexGFGAAAAodNQUkelh5yzX62elCqynjh1wyyphHOtQkcgvAm713gOoNcYIMnAbZ2kW2W657hbvhZk4+TKymVdt0gawpwQ+ux2mf3+Y4gWz2Y2JFSE8XFjM03+zjTMPvTutn362aKerdjWgnPnsmJWO6myt10mW3/fPO9l0pHS+yY2c/XDcf+tx51w4xgS2fkQ/6/Bo3Zg0ydn/GGgAPAdnnvLHd9jPOt8RgAE+X9E0zTCH1rjDF5mdpBpm6IqR1hb44zLSNMrY8NrCIACG1xliGmfpi5s4QwFogttm+cKfcwVR6mcpAxjbBd01zfNHczwFR6mOpBpmGK22IAOH49jPY52Nvle3xMzWBShLqJhFtMPq7chZ9qXnynevxq52qZA09UjFQasYyk4nKL3fPHlZNlTrx+mJXWlQejR9VqL2MeZcfCAAC7Id4+xd0IcsEQIgGIPd45xjQG6NtjTJ1X/F+wjrC3g0yTn6kb4WZDCAAernB1HsbkZ63LiOFgd5VtH2XKPUzNEFPlZWqGmdtTbN8s1xFk691MjY/pecTNrnDD97jOSW7gIb9OAACsrPP1XqYmSVX9RCYfV+7ETzbdf1t85y5TUpRRqm3JSO6eA3snGmZfqZoqdxF1aQor/1/aVnuZhiA7HgEA2NnkrZPczQluYgfRANEd3j7KNI7St0ZjwtYNMfWisPUB7u42AkD3n3A1HsY0wjpWEMtBaJlpDcSErfQwtcNM6xTbN8u1j7G1bqbWz/Q84iaecO55ri3I9SzyawQA4u8+Yiu8KumalrBGR/R44713aieE7pkoIxnXU3rJdxHlTqKof/ekefbt2um8vl2Tn09eWnVdVTErhrmpHQBAm9v8nXHu5iQ3soEAgCdQ5xjTGGBujTH1w0z1EFPtZUw+pnWcbfIxzWPs1D6wCB7dZ2/5mMpBxr/BA8DKJn99kKkbZKqGmOpBpnKIaZ3k+ma4ziBbN8hUepm6IabMy7TO82Eu1j3xPe72KFPpVQaWFlH9MFs3xPy0dkZ69pR1TxdpdJHC0egijW7BoEpt++db7v2gdLTIjtX5eJ1/dKRGZgh2pYcxjTCPKECApuaZOjdd7GBMk9xCFIDmH6+x7jV+eZubusfUDTHFg6z7Mf8kzI884oYe8nsUAABFopUdfnWP38IRh4CnUWifX1hi28fYtgXubojfwWEfR8sh3jfPmIaZ2jHO95DzzbN9i/wKC/u7fM8wU+llqnT/6RQFkQBSN8yVOfGTid3TKOpodIvSxQQky92UURTa6IpNKxnYO22Z/3HFZIk9WjPEHlrVcjfTPMFuIeB55Jtkql10sZNpnOUeUwAkf3eFHVznl7e5wBxT6WWMPnZkjV8J84NL3OgKwhgAgCiOlnf41T1+m0AIAUuhjTA/u8i2DNKN42xwnV/FUIREW3v8zCPutp+p9THmIabSw5S5mCIfFwwhAFhd502ewwgrEdUNc2WO6Imm+2/XjOfdWS9zEsaYnpQknaCeUUpRl0JhstxNx7pn5VSZA09XWEnV6iGm3M3cmGS3AVgWDY0zVS6mxMU0zfOrFADBz62wQxv8kxDnn2MqvEyFnx1d41fDvOcBF1xFUQYAECYKu0MihICh+PUwP3OfbRqkmyfZ8Q1+DUMREm3u8ZMPuVt+pnaYqfHQJU7aYKNLx7j5CADwC48Y45GFLXVgxxrvvlM7kd+1UebAy12EUXgnJLwZknVPo4sod1NGF2F0EkX9OyfNs2/VTuf27eov/GQxq7yMeZp7jANQ/MgcW+hgil2MZYLb44DjYXiGW1jjl3c4zzRb66LrRtmhVW5li7/7kJ3e5cMMIAAM49f2+Ce7/B6FEABFo81dfvoJVzfEWCa48VVuLYIiBIT2+LmHbOsoU+Zk6sfYqTAAD6E9nkaIDLO3AozRc5jCl4hqh9iaQeYntTPv1U8X9m0bXYJipNQ9iXIXYUwYZKk1fL7lbrrdM3mUexjzGLvDAAByTTOVTrrSw1QEuLEQAOJXtljXOgIAIPneUaZljt9hARgUfMQNPuajDAAAy6DtCL8d4cMkcAgQC2Ec3XvADi9ya4Tw9opfjyAEABH2xghT5mIqXUypg2lZ4Ne4o3ZPadSqdE8h7Yhyt1I9oarF2pamkSUDu4fonsmjzM3cmOYIAI5DPWNMpYuu9DJVQW4hDMDz99bZ4RACACLMtfqYtkVEAACNhh5wo2uIYAEAaAqFIvw2hvZpQAg4BnYxdHeRaRtjAyEEAByD1nYRxgIA+MeZWg9jFL6L4mZqxrn5CAJAj5bZKjdTeTRVS+3R4033364ez7uzXurAjS5CrphiSMImKkwdrnsqh5cpczO3ZzgagGHQnQBT6WIqvUz1OL8YAeD4uTV2ZBsBALbH3fIxnUuIAgAKeR9wE+uI5AAAKAqF9vltDEVEYXcwfuE+0xpkgzsIAFgare4inAdAMDzG1HiY+hH29gR7Z5rzraFdFvAoPzRDG91HytjaYa5Y6J4142L3jFV64rOnlJ+k0UWUOYmivh3h2fNq327d0OELv9LNtN7nNzng93lvkDZ6mHIX0xRkn7DA8DA1xz4MIwDY3+Y6/MydRR4D4HA0e5+d30dRHhAASaJtjN+I8FEaAQDDoL0IP7fMNQXYyV0AAI5C63t8hANAaGyBueZg+x7yFMDeLm+f4SIsYva5WyNM6WG7pzCEdPpJ7cx7ddOFvdvyxJO6p5CRKt2z0IbVDnGyL3VpfWEu6StfXqbKSxs9jDnI7DEIALmmmEonXelmyocZ3zoC4BcfMqYAu0QAIFhd4ZYxxAN68oRtGqTLh5ixVR4AQhvs7QB9Y5Tue4gwFoht3jHFVA4x4xsIAO3ucL1BunmM9a9wd58wjT6m3E1XeplyF31D7J5dw3SFh65UhpoeUc0QV+rATzQtvl09cbVzrdQRNSa95EiJKMtIuaqE1D2L7dHqQTbxO3NpqFrmZm7MsDQAz6CeUabSRVd6mAo/O72DAPHjC7RlnN2gALHwZJlbIxEAWlhkTB660sfObSMA9GSZvT5C3wwyjhXEcLC7zvWMM9UuumeJ3+OAIfnJebbRx/Td4+bXuP4AU+OhK7xMlYcudjEDj/kwAEvyo7O00U1Xqqiql6hmiCuRdc8yB56kasJIVlgwSgZ2TzbMvVI5VerADyssXeWhS93M7TmWBWBpsXt6mMoRdn4PAc+PzNFNE2yIBo6Gx8vcBg0AaO4eU++lq/3svR0EgJYesy1++maQca8iloOdNa4ryFS76b5H/D4PNMEH5xiLj7EucvNrXI+PqR1kvKtoExMeXQEAVla5G26qzKMINW1hi+3YMYuseyYoFu+bCcNJFPXtnjTPvlU3fbV3t3aIS7m09tc9vXSFm25b5Ld44MK8J0gb3XS5izGPsrM4MDyMzzC3prkVEgDxD7b4B3sAHCw+ZKucjCXITIaB4eHBA6ZjlG7w06MbPAJYD3F3/LRpmLm9wLEAiOHHFphGP927yC1ucL1jdM0YtxgFnuHHZ5jGMS7KAhNmb4zQpa7kUFMQKcWsHmSrvMxPamfer5sp6t0Rf7hEGl1EjtEZU02QryxmkCUD4XMtd39QGiiwRqoH2Urh4yPx7yooP8lcGfvwo/T529goddOmUWaPQYCQfZIxOukKN13kpp1PeAD06CFt9DA3F/h98UcV2B7bNUYVOqhCB21d5ADQ6jJT7qJL3LR5jg8zsL/K3hqkika52X0Alp+6Sxc7aaOLNjrpcjdd6RY+gEkbndT1eW6Vg/0d7s4QVe6Ox59spCYS5lQNssX26PGmxberx692rpbao2XO2Mu1KFrCEE7Kr5Y5492zyIZVepnKxADUYqBVVS1x0TemWBoBT/GdAVFVDz26yQPiZ+7SRR66e4mnYqLCfoi94aeKHVSRg/at8AD83Qd0kYMu8TA3F3mKhY2HjMVLGWy0d43nAVZWuCY7XeamjS661EkbBVXddImTaphmn0QR8OjJMtvipsvdCbGlS1Q1yBbJnz3tuKSbVM/xFE3M1cSXpR2hexbbo+kKK6la4aaLXfStGZYFYEm+bYQ2uugKN13spSdCPPD8xDxd5KH7HvHiL4Rhb4tt9lHFTqrIQY+u8YD42ft0kZ0u8TKtSzzDwtoDxuyhCu308CaPAB4/Zi12ulQUttRFVw3Svk1+A0OhaKyB7u7x9iBT6VJJ17SELbRhH8q6Z+qXJSlFC/t2Tphn36qdvtKzUz3IJi1NiQFQlYrvgyWKaXTFuicT5p1jMeRaH+PfBYaDqWmmxkH1P+YjwqcUENrc4DqGqFIHVTnEuLaA4mBqmqlz0gY7bVvmGYClFbbCSpYM0j3LCHjYX6cbhqTap8rczNAqDwitrrLVA6R5nCU4RO2xzcNUoUNZQSmIBKgEMb1MhYf+Sc3M+8Kzpyz9coTyloaYstKzZyB/YF/4AzayT5CQsV/bu4hyFyEYFW4y6Xd5VLmbKnFRdWPMHgMAyDpBl9pIo5MsGqaHNngAtLJMF9upyiH6IY2EdFy4y5gdRLGTLHTStiUOAK2v0uUuqsRNNc3z+wxga8ztQaJohJnbB4jyw0Gq2EUZ3ZTRRZY6SaO4epmDjHfPwfhPHhWf0tBDJMyp9NJFtuixxsW3q8avdKyWHKF7vlwxUWiNCJ9hjCvmEmIgE2NQ+XxJuZsqclEtU8KzJ98+Qpc6KKOLKh5hpnYRAD//gL42QJpHaeGHIoBgfJqucRClLrLQRftWeQB0/yFd7CBLPXTbIk+xsPWIbvQSBTbKtcrzAHcfs0YbKaha5iTLXFS5iypxUnWjzMMIAoBIiOsboUqc6qomElEpiCq9dKENO9Z4/+3q8WviO/dDjJL+nRPmOeFlKaWwZHIYst9QUUVO6uYMywIwFN/qo8sclNFFlQSY+TACxE/fp3P7ycYgsykkKwdjk3S1gyh1kUUuemydB+DnF+lCO1nqpTuXEMPC+hLd4CEMdmpwg0cAs0tMWZKwRg9VN0Sb/XT/IreOIwSwucnddJJGWWzppkqllzZYIx+I3bPUgSsSUjVvy5yEQeyel3u2q7xM0tKEGABRIb79VxWzzEndXuQ3eeDDnHuUKnZSJXbK5GcWSeAQTE7RdQ6iJMguRgAAgOGn79NFNrLUQVQP04PbQPEwNUPXOUmDnRK7J1NhxUu9VPdjxLFo+T5d76FKXJTRRRbZyOvz3BoDwPAPl5iWUdq+xDE84jDONUs3DFKV4uc31MRMIJJaQXyOhy53U6/Xzrxfn9Q9Vetc7J73flAayO/fq/RQKXNXuEoaXfIf7Ytp7SBq/Mw6DQDIO0mVWXGDDS8P0JN7ADxaekAVOQjTOCN9UG53k+3wEUU2osBBWh/wQvc0OoliF9E0x8W7p5+ZCwPgnG+cLLATxQ6ixElUuIUf4FKlTrLQSlhmuRUO9ra5NhdR5CBK06hGFaIKD1loixxrvC90z1JH1Ogi5Z1Rzyju3z1lmXu5fMIwsK/yvinhJ6eUGIkUTHx+kYNsGmf3ATiG7xshS21EoY2oHmcWowAsPzlP5dnIW3MsJj4ibazQ1weJIjtR4KCGV3gAdH+JKrLjJR5S3j3zraRnlecBlh4z1Va8yEGUOAmjmyh3ESUOqnqEuR9BwCN8l+0fo/KtZLGDKEtbVUqhqsG6f8xyT9495QmpW9hY9yy0Ro4ibKGDbJlkowAMzXf7yRIbUWgnaifYR1EAhh+bpXJtZNsCK34cDtaW6eZBoshOGJzU6DoPwM8tUgYbXuIhpe5p9hAFNnJ4g0cA95boKpmwFS7C6KJKHESxnSx2kAUDpP0xxwLsb3M9HrzUqVNeFaIKD1kwsP9Bw913asbzutZL7ZhR9kSvmbcOvLBv54Rp9s2aqcvdoYMKXyp2StQwPr/UQTTf5dZYAIwbGicLbESBlagP0Bsc8AgNBUmjHb+9yG1JP69YY8wuosiOVw6R3m2geJicoWodeIGNtD3hWLF7lnip7seIZ9HaEl3jJgx2othBFNlI+2MuwgPigeMQwwHLx54bOA7NzFImJ16s9oijh0hIp9drpt+rmy7o2ZbLlVMmKKjUMf7OPa9vr8JNpUjcUvGoOorsRIWXnMYQAlh9RF334gU2vPM+s4uAiXKDAbxqmAzuA4tgN8zjDCAEs/foOht+xUb2L3IAaH2FLnUQhU6icY7dZwBbo2558YJhemoXAaD7y1SpkzC6CFOAss/StV6i2EGUuwijA2+aZZdZCIe4Djde5iaMsmhTD1Uio5sqsEY+tNwXnz0jB/iRhJUZxf27pyzzL5ePFwzsC833cKoW2vA6P7VIA0KweI9scOOFDtz6mMMAyD22fwivGaXnCeB42A7zFA+IR4FpqsqGX7GTQys8ALq3RBlseJGbbF3kKBZtPSItHvzaAGFf5iiASIjt9+MlDqLWR3bO0beHiOohanoXIQAmwjonqVInUe4mKjKi6sD+h5Z7b1cHr91ZK7FjaTXNxO45++OKCYM1ciRhrbgpQD1kAfFwb4E0ufEiB2Ff5ggAYoftHsRrg/RdEjgOtsM8jQDxyD9JVdrwXAcZWOMB0NwilW/Fi9xkxxLHsGh9iTS58Twr4V7jGIDwJtPjw0scRJ2f7JylO/zE7QmqxUdUu2MvioMrPADsbXN33HiJ40jC5vdL3XND+JHIwa4cuKFv57hp9s2aqUtdIT2FryVmiYMoDdDz+wgQv/CIKrXjxW7y9n0OAfA4c30YN/joxX2EEOxGUZgBRPFTC1SxDTcOkp4QUDxMTFPVdjzPilsfcyygB8t0+QBe5CE7lzgAoDGm2U+UOIjyIbJrknYtMoFl9sEGe2+dubfBPt5FCAFi+JUQYx0lq+xEsY4sLVUTs8xFljqJ16vVumdpkhBlTqLMSRYPhD9qufuD0kBu357RTZU4iBInUeIkShxEzJbOpBzFDqLERbQvcVEOEIeebDBTq1yIRgBodY2u95CtD1gOgKe4jjGq/wmPAXAk55gkL/bHuufaCl3iIAxOomGO3WcBW6duDuKXB0jnE44F4Bh+eZOb3+DDFMIwxjxM5NlI5yJ7b51d2uNxBByN1re5mSdMjx8vcxJFcpB0iMrcVH68e64I79xL1XRPzmnpjNQ98/rDpS4yvm5yVKlVtRNlXrJ/hWcBeBYtrTLTG9weCwD8/YdUlZvsX+Z5ACzC3ghQnk3EALAR9s4oeXGAFJ497y5RBTa80E3eXuRoDm09Is0ePM9KmGfYRzgAD3v73MIquxxF+1F+cpoc3uQJAAAgMPRwk7u3xS3v8QuPmfZBvNgRe/aPx6+bqMxN5Q/sf2C595bYPZNlTN3vYi/SYvfMH9g/irBFdqJskLSt8jwCnkUPVpiZTW6fBQB+fpEq95C2NZ4HCIfZlgA1FEIcALPPto2Qnw2Qo2s8AJpZpPKseKGbbF/iWA6tL5H1bjzfRlhm2WUSgEe7YW5+lV3B0V6En54jH+B8hEIrW+zUY+b+No9zAIAerdK1wjuqIwib17//fsPC2zXjeV0bJXY8hYzxdHXgBX3bx02zb1RPXewKGd2UytL6lCxxEvk20rvKsQAczT1cY2bW+AgLwKPlB2Sth3Cu8yxANMTcGSHdTzgAwMJcjxc3ekn3NtAIJqepKjt+zYpbH3McoKVl2mgj8m2EJUjvIABAe3vc/Cq3HEEkww3eI4scZM0gWe0ljG7y+gRL8IgJM7dHiGJ7rJtripmSqNRFljiJ16qn362bzu/ZKnXikm45Gq9d8e55pXev1EUVO4giB1HkIIRSKbLjwlEy5OelS0UOosiOF9qJUi/p30DiQzoAwE6IafPi1X5qkQFA6O5d0mjHDR56YR8BwKNHdMUA0XOfA0Abq1SxnShwEKY5FuMAW6NvePGr/Xi5jxoN8TKXsPKEqnLhuXbq/i6CxP9Ygh8dJ0odRKE9DqKTSLBLnOS1/v0PLPfeqgpe7lgptkdS17PaaxJRFHvnPn6tL1zsJIsTA0hLVYOdqPJRkztIeIcSeyO5Sjc7cfM4vcYDMCg4RRTaiHIf84RCADC3QJUMEJ5lXmiy+QNEgYu8ucixPNp6RJpceL6NMDiI7vvsHheXLhpmBgLERARiWsukJfc5lz8uqaSqfqISJ3GtL/x+w923qoO5d9aK7ViyjClek2TCxrpnXv9+usLGVRWFrfZTM3sJwi4v0xYHbpliNnlAFBqdJApsRGWAWaURAEzNUcUDhH+NB+BnF8lrA3iBi2xd4ngerS+RdTFhyb4lLiJL2Mgu0zNCeNY44XdQSNR3eY2+NUQU2ZVZmq6wub3h980Lb9cEr3WtlyQKq3hdlz17Egaxe164Eyp1UclLqwagIqYdL7ThRj81llika6u0xYsbg/QmDYD4oRniak+0fpxZwgEAPVwky7yEMwQswNQUWWnDcwfwgSccArS0QpUO4AYrXuwiOx+wEXkehpnuAH65Hy+w4gVW/Eo/URtgcITYMGP2ErkDsvjVxFQFURivVk+9WzcldE8p8XI0ij/ePS/37JU4ySJ7tNCOF9rxInu0yI4X2qOyM7GjwpAPgw2vHCZvTtDWBdp1l+6ZppuGiKKBaKmbuDVFtY1TdS68yIbnWwmTn2yfpG74iTIrXjVItk9Q131CTuOlg+StceqWnyh34gZbNN+OVwwRnZOkY552zFHtQcLsxYvteIGDaB6jOqeozkmqY5JqF47jVIMnIbCiuHEAUWFM2fS6p8Yj0u4py9yPysdze8PiS4uwULTQHi2MRaJLVYMNN9jxah/ZOkXbFmjnXbp7imrwEoZ+vHyQaJ2iWsfIagdusOEFNsIySrZPUi1DRIkVr/WR7RNk4xBhsOEGB1E+RLaOU9eHiVIHbrBFC6zRMjfePE72zNHOBap3irg+QhiduHmUapug2iep9sm4tq1jZJ0rISpBw0SiVHlS7CRz+8LvNyxodU+do7B/57h59uWKiWt9+0UOQi0MTWGTc7XQjtf4qbYp2n6Xdi7QXVOU2UMY+vHKIbJNJqzBRjSOke2TVPMgUWLF6/1k+wRpGYwJWzFMto1TLXJhPUTLONk7TzsXqJ4p4rqfKHXg5YPkzXGqd5Zy3aVts9SdCdI8SBRacUNSlqaVKsVO8mrv3numedXuqTVKxGfPn1ZPfdq5VeIkZf6jYgxCAAnVoSpmkR3Ps+GVQ2THNGW9SzsX6O4JyjJI5NvwIi95e5xqHycr3Pi1AbzIRZgCVMckdXOEKHLgNSNU6wTV4MFL7HiBDa/2kW2TVJOfKLLhhfaowRYtchM3gsTALO2ap7unyOs+vNwRU0zYwVI3eXuCah0ljc7YhirKWYtIRUwHUWjHX62aerd2Kr838dlTKZ/YPYsGwmdb7n6/NHCpe7fYQRhsmGxEDbaowYYZbEIORcVjqpE3gF3uxfKtmMGK5fZhV/qwAnu0wIpd7cUu92K5A9ECW9Rgw671RS/1Rq/2Rw02PH9AsGPOCwawK33YlX4s3xottGEGK3atD7vaFzFYsfwB7Epv5Kro5Go/dqkXu9SLXe7DLvdhl3qxK33YNatwNSqLPw2iIjuR2xd+33JX6J5F9kiJqFiJaiImXS2Rdc+rPXuFdlxcWh5DVL+qBdZoXj92uS+m6tU+7OoAZrBH8wewK73Y5T7smjVqsEUNViy3L3qpN5o7EDXY8GsDom2PGmzR/AHsch92pT9aYIsW2jCDDcsfwK70RXKtWIEVy+2LXOnH8m3R3D7ssiBpb0zSS73YlX4sTxlVuqriV3v33jMvvCl2T+X7poS0TPnOvWH25YqJ3N5wSmGjOoW91o9d7sMKrJjBil3pw3LVhC2ICYvFhO1PFLYfu9yHXU0S9lqisHn92JU+LLcfK4ilMXa1HytQiSpZ2FSpUmTHr/TsvmOaf0ute8qFTRhS96yZ+rhjU1b4UgCStgeXvMEWNVijef3Y1X4sTyz8q/1YrJZ7sUu9WN5AtFBU8nJv9Go/ZrDhef3Ry33YNSteYIsa7NG8fuxyL3Z1IB5G/gB2tTeSNyCkfeRyP5av3EHsSh92uQ8rsEWFhpukpF6iQjtusEVfqZp6r2467e75WfdOoR0vsGL5VizfihVYsQJrtMAaTTKwgviE2OT8AfE4EEuOfCuWJ3OlMs0WlYwCWzQ/dsTybVj+gHgciCkYc2vF8qxYgU19UWFdeXj5SUZqImGOwYZf6d17r+Gu/NlTMws1RmH/7knL3I/Kx6/07BXYonLFxKWjR1G1wJZK1QIbJkh6oKoGK1YgqJpiUW1VC3SoKhgGO36lZ/dd08IbGt1T55C659XecEphseQw4oBZFtZgSyVs3oAYg15hU6WKwY5f7t55p37uzZpgrtg9tV6EpFf6Ygde0Ld9TOyehXZcbWksUUyVaBMlwgqsWN6AduHLZsoKX5JUlCVRzJhbwZtNcwdVKygtogJbNN+KCd0zr3erxIlLWZdT7CBKnYRwTNE9FZz5/cIxkt8fiRmyvc8fwPIHIvkDkbz+2DGvP5JvxfL6kzM1kj8QEecLORQ38gQnsTkJ0xIXEl0l7Vx+f2KoVix2TNq5A4kM1uiVnt13he7ZnpnumSrUhBjkRrKqyUTKGwVV82JGClUTjRSqDkihYiqqEbVJcwAAIABJREFUHkwkVUL0cveOonsKP7aT/zKq+KDfVEjv3IXuqR0GlhhG3IjpmTFh1fR8GsJGJGEvdW9L3bPIjslVLXXEjVIHUeKMHYsdeF7v9jHT7E+rpj7u2DTY8aSlI2IAkYRI4kurpGhi7UcSCz8+8lIVflLJC5eSC1kZqlT4WL68/2gRDSiJCqxY/kDklaqpd1W7Z4lD/O1e/HdSYvcsCVzs2jbYogJSfPQLx/28/v2YIT8vXZKPhKspPOyn9KC6UOKNiji1FtJP1B/JG4gUDEQud++827AgdE/hnbveIQpb2Ld7smHuR+Xjl7p38q2Y3lCPromk/wEe9jU9JGt1FPFFDwUDkUtdO++YFt6oDl7tXCs6dPfs2zlunn25fOJyz25KYQ8nyyGETTEtq8LuS8J+1rX9ttA976wX2TCp0hWG/PfOsu45eb59o0Cl8GUg8kjil9SUHNCYpvSgneSpPahXtPZCKYiSFsofiOT1779SqdY9FckqDrKwP3y2+e73SwIX7oTyrVhu//61/v1r/fu5/fu5onEtaSim5YnHPNk/c5Mmpxi5GovqjydTHvIGIp9177zbsPBmVfByx0qhLZKomHLIX5Mkw9C3e6Jh7kfG8c+6tvMGIorYjq5qrg5VM6KJ1rR0ifIGIp+J3fNK51qhLf6IJPVNRTNNbqnFDsLQt3O8YVZ4WUpX2NwkPbMkbO7TFjbWPa/eWS+yYSlehCRhi+x4fl+se55rW8+3YilqMLWYciWTxUytZGreQ8Sj6kqnh2sDkVype/ZsFTtwSbQcjeInC/v3hO756Z3QNSt2tW//av/+1f79q33pjP79hBu1bk+epjozxbTMLqQ2rvVHLnbtvGNeeLMyeKn94O5Z7BSPMkPonj80jl/o2s4diKQKNRuqpqtJZhdSG7n9kYtdO28nds9DDEPvzjHz7A/Lxy927xxS2GQFMi5slnZQQ9gLd7bfknVPPTIW2aPCs+dPqiY/alu/ZsUOsbRK5Foe5FdTLJRiazK7kIaSV/v2f1w59W7t9LXurWIHLsml7J7SR5wMfbtnm+5+vyTwccfm1f79y737l3vDl3vDgnGpJ3y5d/9Sz55iXO6NGylG8mTZLQkLiYZ0aS/xUljVucxz+HJv+FKPcO++zMmezMMBRIK3q33hT++E3jbNy7tnkShlkQMX7PgZlc+RxbrnS8bgJ52hK31hOdGlHiGG8FFUTZZXW9Vwoqr7smAOVlWMdl+cvJ+8kDQnBdHVvvCnnaG36+dj3dOKKT7AqMxPjU/tSd3z0ztpC5taVR3CquZkOPvCpkqVq33hTzq23qqbe7Nm/MDuKWleaMPyekMf1s+8Xjl5pnXtav++LOx9YSvFAI4kplpiJywkQ1aWaqIsKbrKvqzwFVuTBtGVvvDl3r0fV04K3VMs8wOePWPv3M+1bVzuDX/WvatnXOrZkwzBls4ceJf8lvhdgtGzFzf0edAZsJ7YBG9XesOfdIbeqp9/szL4WduywRZR+ci97Ix8SFel7nm+Y0t/kJlSNS7pc6CqYAiqvlk/J3RPocgTZJR9+jpFYy3o3TlmmnnJOP5xRyhdYeX59iIJ+3HH1ht1s0L3LLRhRak+6B47FtpiP/d8rXLy1K1V/YV/OKhUia1QUkPMw+1gWkTCq9SPKyZVnj2L7IKOYpqKQ3r2/Kht41Jv+GL3rp5xoStuCLZ0RjFNuppimv6RWW+qoV7s3jvXEXozsXvKv6OiHIqrDqLIQRT0bgvd81zH1mc9exlXVc+050RV0d47374ldM/LHasGK6aQTv6ypHiil6UuKXXP8x2hdIWVbfELJey59s036mbfrIk/1CuTU5GfwrNnT+hY/cxrlRMnb63qL3z9UMnTjoKvcwePJubeha7dlysm362duta9JU+8HLl2yd3zeyWBM20bF3vCn3bt6hkXZMaFxDNHHxeSPGfQeYpFhVU+69471x56o27+jcrgZ20rBmtEV8dMnCB1z4/aNy907/08qyoYF7v3ziV3z1RD6pgJRkHP9jHz7EvG8XPtW+kKeyFR4ewJm21VFcJ+pOiesuQslBkJ31ayRfN6Q8dMM69VTpy4uaK/8LPKm5ycT1NMWfeclnVPosiO5yi/6WUT67xv90zT3e+VBE63blzoDn9yZ1fP+FRmfJp45ujjU5nnj2XGx3d2PxGPn8j+qThz6EWFdS907X3UvvVGnfDsuVIwEBG0KrTFRUv4sppNPNriZ/J7t483zP3AGDzbvvFp197PrqofH1nVT0RVz7ZtvVE790ZV8HLHqmEAk1RN/mpdipEf657Bj9o3P+06DLsisGwI+/FTFrZ186c1M29WBy93rhmsmOI7lPIvWRbFyx+71hP6sH7mtYqJ4zdW9Bd+spiZVVJLTIWSyWIefQcvdO19emf3RxWT79RO5XZvyWXM0apzqXueur3+adfex527H3fufNy5o2YcZeyKftLzdl5mnE86Iz8vnkmxkC6iT+7snm3bfKN2/o3K4MXWZaF7KnU7sMiF7lkWPNO28cmd3UyLmR7RUVQ9H1dVa0W9qp5p3fxp3dwb1cFLHasFVkzr7wwc1D1DH5pnXzIGz7ZtfHLn8ApkVdjzGRY21fjkzu6Z1o2f1M68WSN2T1m6ar3qG2Td89iN5U+79hLZD1OqGhruHtpPsmIfJ50RNDx/wEK6iD65s/tx586PKiberVPtnmpD7J4jJ2+vfdy1c75z+1zn9rnO7fOd2+dF41xn6Fxn6FzM2E4yFJdko2P7XIfM6AiJx9C5TpmhHKEkz+I0xY3i7bJod8537pzrDAnHc52hdIhC5zq3z9/ZPt228VOpe1oj8ReeWC5GDbZoofhtWeHrscJfH5CMvJ7tYw1zPygLnrq9Lq4bkgLIgKpyeZNVVZH0kKqKxo6IkKCqfqLzd7ZPt278JLF7Fgpy2aKF0neN4wYuHEUjdimvJ/ShefYHxuDp1o30hQ2pSZ1C2O3DCiv5eRrCnmpdf712NibsQESeh1p5W2CNdc9XKyY+vLH8cdfOOaWYUuFoSZcyRTtVC/9AMZOTUyNFE8TckRW+JF3oICKlcf7O9rnO0A8rJt6pncrt2pJnXU6hHTfYo4X2qMEe++sGBlvUYI/m9+6eblqQuudHsbhDH3WGPhKN2JmO2PGjjtBHHVsyYyvxTHyc7QidTTJiVzu344Zgx8+IR4Whe0jRJsR/MNGWcOZU6/rrtXM/rQxebFvOt+4b7NFCGy7olpiFmMGGCa/kqbvnR4kBHF3VZHkTVJUkzbKq+onOdYZO3l5/vXb2p1XBz9pX8gciUq/U1z1jRl5P6Jise6YZxlaiwlkTNh1Vjy7sidtrr9XM6OuemJC3Uvd8pWLiw+tC91QurVhXW0wVJT9SK3xNMeVKHk1MKUhVMeVEyWKe6wx91LH1w3Kpe+JS1uUIf4BE9mdIYn+AROqex2+tnbuzc6Z9S+A8074l2NKZs4LRvpXGkN+Yesidy2+RG6qX2rfOtm/FopUMWdjpEn3UIdS52D0H9hOeNGU1L3bPqMGGFdqxQqG32vFCezS/N9Y9T9xe/6hjW1o3OapDqiqXN4WkR1Y1Qd4kVfUTfdQROnFr7fWaGbF77ouVLEgq/A0hXPZEHxVbgHzg+WL3PNm68fwKq3CYbWFvrr1WPf1GdfByx1rBAFYoln2hmK7iwAw2TMhbefd8//ryuTs7yUsr1z2cmOkWvpaYWkmrVvhaYp7R8CApebZ964flE+/E3rnHEy8n8Q9exf/yVX7v7pmmhe+VjHx4c/Vs5/apts3T7Vun27dOtW0KtnTmTPuWwkh3nBGPZ9q3TrfFjdNtW6fbxWPKexNWl+5q2zrVvnWqXWaIR3n8OonOdISOi93zgtg9Nf6AmOJPYMWfnvJ6to83zH2/LHjs1vqZ9pC0rjwYFU0ypGpcUg1Vk8G1VE2QN0lV/URnOkLH491zVeyems+eScLGjNg797Lg8dvrp7Ms7Gm5h+dY2GM3116rnn6zOnipY61gIHLQH7sT/+Ze99YH9TOvVEy81/LkbMd28tLSuino0kpRTTE1Cl9zB9tUxJQrqSVmaqIzHaHT7VsvlU+8Uzt9tWtTLl2O8IIjHAXDYIsWWKOx7lk88sGNldMdoROtmyfbNk+2bZ5o3RRs6cyptrgh2WmNU/LbW+PGSWGJVrW7pNXFaafkZ9o2T7UqzyiGfqJYeO1bx26tvVY7+9PK4IXWJ/kDYUk6uXrSGfnfDSywxl6TrnVvHzPPfb9s7MOba6fat6R15cGoaJIhVeOSaqh6KlHVU9qqyuVNVvVAorjC7f8/ee8d3UZ+5Xvq7e7ZfbPvvDd75s3s2OMJa78J9kw7dLftnnY7jLvdWd2MYs4550xRzEkkRUkkACJngJlipiSKlBgAAgQzKZIIRCYYxCSpJRFAVe0fBYCFSJCi2n67fe75+aLqV7/f/X7q3lsFHR9iJ6tdHUtcTiDMVhi/uTv8I6EmsM+Qf68T7p4hmNnsjs28O2cDe1bC5wfb9cbBnuzYvZPZpo4hLCXCj6V7R+bJafEXQg2G7J5pzfL87l3rrXOtwntNknZh2ix86wLvMhKwYmiT5FkV5Xfv5N3ZRnTPE3SXrGre8FdC64f2C9jrwY38jFZV3p3dnE7DZjmd27BvOnKxloNwcsyPmE177XjOukLenZ2s9s1Y0koCbra8U3Hj3qHVU8fsOYQ041nTu+dMZps6r2vHtC8ymDdHNccc75uj6ryivDs7mW1w95yp7FbV30c+dZ5bPJasqZqe93UDu5m0lRDMbFb7Zu6fKlg4nm8TbAwBfvdU198/socRSfLm8LOa/p1M6nIUbj61WZ53Z9d66zdE0hqmTZIXEs+ZVoAfxqHY+RTSUnXf9k1EpV+C/8joTUusz28M7l9lrQU18tNalTldO9mdW0jL6dyGRwszHTRM6zCMJsd03O4p07WIBa1Xy+ncPnHMp53PHCgyHO/azmhTx5CWE3Cz5V1KuHvar2frN3qz7pneqrII2ALg+aha47VWZ8n5jVF1RlFO13ZGqzrG+O55496RJdUHz05S1DxXzbrn4G4mfSUEM5vRpj4r2NNz8qLA2tr3zYFNb1WZdU84Ca15Iv8e8P1nNQM7mZTlKNxcMlvmfOE7KFVrhjZpW8O0d2uQMF+TpDOKcrq2szu3QpvmUm10T1vPImT3TG1RZnfuZHVosjq2sjq2sjo0WR2a7HbDmN2uyWzXZLdrsto1me2arI6tTKPjvGW3a+DRwrEyjSkAc8fMzMIwBoZc3Hy10xXBq2V3bqe3GrpnWZfCZve0/8fADVY3sJNNXwlBz6S3qLI7tpFCjBGebA1HcoFU7cw8J9UsR1QtFWXbUQRTjSYux9vrnk7Z89qB3SzacghmNqNVnW0/DJtgz0T19cDamPbmwKa1qKIISwnE2cpuVb0F2AcIB/FMqr//rKZ/J5OyHIWdS2bJsjt3rLc+CQBRX+eDaVJ3Gkzr5LSdomYErArfHkxnFIVi5lJJi9f7tm4OPzVhvHTyZ5bN/n79SfdMaVZkdWxnGleELcM4Wlhm24mT2abJbNs0jpuZ7RrD2G5+xPKU5sRxvAJiqYx2DTxmIMIzRWjhZNoyB4pgUVntW2ktqmjikoPuearB3TMYPZPWojTdZpuhnpOqNV4k1ZPLX5eqdcw2kZ6qKKt9K61ZFUVYjiPMlHcr4e5Zb/3jH/cdgzV0z2DMbFqL6qxhnBXL+cEaJnxLYFPZyii8oXveuHeEpGr2l9iRD/77z673bWdSlqKwc0ksqfOFbwsmgoM9FO0Wc+wXvp0VLEhaw7TuAGdW1L6V2aYJwcylkpau920jE++SRbKa/nJ93eCTfNZaUCM/iSVPb9OktarPYemtm/BocuxMM4zphskmx+wq5DSk8+1YettmSrMiirCUgJsp71LcuHdo41cBkGZxdvhZ/fCz2v6dHPpKMGomma1Ia7NN401S3UTA/JOhylZE4ZficTPld5R1944sXttNPRTpWLTU+vvPavt3smgrweiZZLYyzQ6QU6m+abDfGlUYbDJbEYlfSsDPVtxR3bh7ZEYM8W3J7LeV7j2t6d/OpCxFNM0mMDYuqvDtwUxHONYwkST/qDA301rVpu6JzLpL9SaC5nVeN/Akn7kW1MhPYMlT2zZTWlQpreqUVnVKiyqlRZXaahhTW1UprWp4NJw1m6aGx9RWdXKLCh6TjXOSW8yvalGltKhSWpCO2uyIxfqIjcyOIA151uEKjhS1wEfUSWx5JGEpHjdT1qmou3toiW7Y6qluv3smshUprZvI2Axbvx5VJF5bVNXmeF+Dqr1pZ1SU2qpOZMsjDd1TVXf3yMZDyJqkFeHa/u0s6nIQeiaxWXnmMIxU3zhYw4RvCyxLHoFfNHVPmwlpQfLG/aPr/dsZlKWIptk4xkZqm8Z6a4t97cFEkrSGaVuvJUwEB3sw7ZG0Oc0OTKQie3UXjJ5LIS1W927VD5/8mNIly2S9Z/gZprqB3XzGalAjP54lS2lTJ7eokltVya0qGMG3Z83GsVmV3GocLZxmxEzH1mocLRwnLKVVnciWRyC7p/X7pr3frjIa3D2DUDMJbHlyq/okpG8Z6Zum6nQwKa3qBJY8ArcYj50p71LWDR0ifubs6SndE2GG7omaSWhW/OmCbf62wYbjFhJwM4bu6ShRDbl6497R9T5D94ylS1LaNs+x9YXBRJK0B/NMJM8JU51s7J5VvVvIX6mz7p4Gx9Q94xiy5BZ1UrMKaYlsJTwmspWJbJVxVCW1qExOUosqka2ER9N84+WqRDbCaTm5JKlZeeI0KxObVfCY2KxKNDjKxGZlIhvhmK9gFga8iNFJalYZR0tzoAheLblVHc+WR+AX43EzpR3yuqHTuifyJ/3gBL1n6p6CeKbMOoDXp2qG15qqEenrU0XitUfVGUXJreoEpjwct2D45m7dPZE/G2n3B1yf1fRtZ1KXg1Az8Sx5UrP6TGGYqL5xsGwbK7w5sPEseTh2/qR73jMW+D1DNhpJ2uyeMzE0iXOFbxsmkqQ1TJuJbQHTnKRtmBYkrWGak7QN01yRdXqok1pUwejZVDvd0+wHb2EzfXOPocuSmtWmGw9bAlsJjwlsZQJLZRhZqgS26sRhqxLZygS2yvoewxcaHJYyga2Ka1bHNqvi2Ur4EtNVpkUS2Cp4ZgJLmcBSJiKcRMN806aGMdHWZNMlZ1DEViWwVInN6jimg+5p9UOs95/dsKpzU/eMZUgRd8uKyXmpnixlomp1CXKRc1O1xmsT6amKEpvVcQxj9+xS1t09tPwFWvPuecM4Gglbds9YpuzMYVjlm2Ow8c3nBIsI6dsAG8uUhmPnE/Bw9zysv3dUf/9p/b0jo/PU6neMLbunU4VvB6Y5SUuYhgvZ6thmVRzbxlWWJO3AtCBpDdNmYjtSZCM91AlsVTB6NpW4UNmjgVnBiXep/v6zG/eO6k2/yWn6JbyB3XzGamAjP4YuTWCr4lnKCzVFPEsBO3EsRQJTkUaTJbc/iWrRxBqOG41pHJmIjyxFPHszsm0nvFUTy1IksBRxbHVE+5OwVk0MSxnPVsQzlfFsZTzbuAj79QNWxrNVsQwZonsemNplveXPqJ60UWRXrb//tKZ/O5u2EoQSxNKlF41UGX+CThHHUiQy5Ol0eVLHXlSzOg5JlWmPqjKBpYxu3Qlr245uViawFPEsVUzrdmj7TiRbZUmVfZFUw3EL8VhBeaeidujAlI0W/+hh6/mEANtn+OYey5B9G2AZisSOJ5HnAMs2gd1582ClYXD37FIa0/Wo/v6RLaow86O6u0fX+7YzyEvhmJloqvgNFL4JpiKeqYhjSjNYmvjWnfAWVZzjwjccUSSwVDEt22FtW9FseBFldNtuaNtOJFsVz1LEs5WWMC8gYFU8SxmEnk0hLlT1aG4g8vASgp1ZC6gZ2M1nrgY28KNpG/EsZSxTEcdUxDEVsUxFrNExHGEZxliWIpalRDjKOKYCHuMQV1k4MSx1Ik14u5zRWdRXTZLEs9UxTEUcyzAhlnmydRzLMMaylHHUx4XomYqm1RSmIpqlTKSul94ar2paTqfLY1nKaLYqmqWMZcpNG9kI+wyKlLEsRSxbFc2QheMW47EzZZ2K2qF965/wNsJ8ZnwmPbOkCnfPRkEMTRpnlBZrM6rXoxrdvJlKXsSWUNtLh0tosliWKubkrNIOVUUMS57bNF2FmsmhyqJZqliGJAsrqKsXFJA34lmKWJYqiq2MYSlOpXoGRWxVDEMWhl2IxwrKuwzd04GZwJqe+jDzmv7tLNpyEGomhi47exjKE56ng9WkEedxxZT20gdFdHkcAmysA7BMWT6GX4WazTaAFWc3TdfVz1ylSN8c2Gi6NKxpPgFn6p4mYs/sPPUN3TOTvBSOmYmkiOLhZHNYJvZgIknaWUEZyVyhXqW0F/Tl0dRRzYpYROHHIDaKYxlgxrKUsQxJBm62unEhhyqNYypjmPI81NT1Bv5VykY8SxnDUkazVbHmGO2hs6nIXnoEoWdTSYvVvVvIrLtkic/oXO/fzWOsBjbyo2gbcSxlDENuUMWQxzDkscYxFvHR2uD5pgsRlytiWOoI9mY4Wx3WshPFEDVkZz15931JXHMxTRPYvBnBUoWzVOFsTUTLdjhbFc1UxDCVkSxlJEsVyVJFNG9H4AaHg7JlkdQq1rZ/+5OMxgcCl8uaCMINkjSsbTeOuRnLVEWyFKfGcwZFTEUUTRqGW4zHzpR2KGqG9uuMxOps1bn12TpE94ymSa2YvDZVpiLaSDW09UkMbZ4aH/nsnd/PZ9/LYmiCmzfDWapwliqieSu8ZSucrTSIYsJUlRFsdXCrihmbseOT03Jz3a/tSQhzAZVV+Pzj6OHr8/HsraCWzUTWVgxTFensXXaKajRNiuyedeZ56KTB756BqJlouux8YK2zwg7YvRjKDDM65Jt3PxLkj2YwLcFGsGyADWlRtEQm7/hdozeIfNv2QhizuNS8F5/GD9Utx7I1wW8GbBRtA9k9ncFYd/eouncrg7wYhp6JoIjiWErrrW0G4DhFjUdkMQxFNGszkq2OYKvDmzWBbZJmP7dvfvGbmdy76S07oSy1qfBjWnYiWMpopjyWqYxiKiNYSrjwQ2kL9bnV2+6lLai1mJadoGZlS2TUgWvSwPW5mPYnUSxNIlMdyVZG24rHHkwLIVaKFDEMeSBqJoW4UNmjQeK6ZK/Oaw3vnrwIijiGIY9myKPpsmi6LNrkm47Q5cbRwrFrESxFOn65qGE6nbyeTlpPpm5kY8b4H/419JMv24rGkpmyNMJqKlmchRGU3BgtwAvj6LJYmiSJIk4hi1LIwmSqPLmxbeqTL59+lY+naSJZm4U1LMm//4X200Ic6nEKZY5QwMZVP8qgKiKZcLRyG2GfQZEMXiGSuhGKXYjHzpR2yF+newY2CiIpEkNUyABekypTkdW0cK1xJp0iTCetJdLlhTfa19/7L8Avg3G1gmT6RhpxLZUizm7kltQ/yidJYhjyGLo0kSJOpohSyMJkijiOIbvj+XvoN5+Nls5FsDYTSTxKzBXo7b9bKh7PIYkyazqai/trMGtRTFUU3SFV5xXBVJsW4rAzZU68e9qz631bmdTlwEZBJHXj7GAdUYXB5mDmr6FMYBUlNSzxz/9M934Uun4umS6BweY2TpbcHM8jSaIZ8hiaGdh4uqTf5X3oP9yGKhbDWZuJhElW+FfQuz+YLZ/KIq1lX29rLR6oblq/aLCSEGP3RD6WHOTtSffEzISThTHIGOyWifMw5VH0jQTiUilmOYu4lkpaTyNLMm61z3z4A+gPLj2NygTyehpxLY20lomfrb/ByScIo+mKaNpGIkWcQjEUfgJxChef8OoXrg/qZrIY6hja+qDHO9Dbv5/ImUhlC6urupnXukqIppZlTtIeTIZNIWZOwPm6ZxhZHEWXR9Jk9iyKbhij6LIopEOzOmI4rvBvk6HT6qSfh07lsx5mUUZy2fdzacu///vjf/mv4tDc0YKOkSz6wDUmz8vtm7f+SRXdXEWS5KFGugpa7l5t6S9o6yvq7U8vUH9wee+za/cr+jtL7tyPz3rxwz/Xf5T14GrHaGzI3i//6uWn0XeuL0Sy1ZEn+8oijaNjs1RkWEEegeie8Dd3JDFn7HrfdjZ1JbBREE6WnC0GJ6gGtIhZUQVSlzhOQcvDTPKD/LbhjEbR+//t+N/+fDmuZjS/bSSbMVBIm738Hy9/+vZ66kAeU51IXCAVtQxebRkoaOu71tFV0vL4d29pP/hkOetOe3n/QC7q8ec/1P/s/xZmMAbysNIPfvjqX76/ksoupW8HM+SvS5VupEqx7J51Z0FqBGvonuGUjTOHQbPiaQlW2Baas+GeZAB7tf1BWr3kvT87fusvFhNujOa3PshhDFyjLnz2/qu331vOvJ/N2kwizJELm0/AFrPXP/hn7e++ns/ubisfGMy+tfbJ/9C/873V7ObBnEb5+//46kf/tJjZXnTBYCWhTfMJuJnyLiUSrIO8rTV2z1DMTChJGOlE4duFaZW0EUxNFHEWnZ6jDLzOySAN51AfZbH68jCiT38Kvv+BIpExkEd7kNs8nIuf9nV9/s57K5l38mmbkYRpYmnH/Tx2/7W2vsKe3nzsjMeVV++G8bKb+0p6Oq+RZb/+PvTW71fiO3ryqsR/+MGr994TpvVn0hURDHmkOclTYcIB21QUgJpJIS1U9miQuC7ZTUf4m3sDL5QkjqDJI6gy50yKcKRWR2QRVFkYXR2Fvzfk4a99P4Cf3zqSTXuYTRvNpo2mox6k3xzNJDzMZg4X9Ayn5Eh//WfQD7+nCSdhm9YKr7MX/XPXI2oEyWh+GokfFfvklx8cfpQgyKJw0vDzwZHgP/6f0E985mPRnNRbguiS5ajbHVVTqQxV6EkYFvE4r8hwSThFEtJk9u55VjN1zzCy5IyavgENAAAgAElEQVQxnEpVFYfu4n3q9uL3MZMFHSPZ1IfZtNEs6mh643B6/cMs8sNs1nBBz4P4WM0v/lforR9JE9pqKOpkDGcgOkcSUj6X0MhPRnMyGuS/+mfte7+VxuImssiCuKuK3/4l+OO/3Aqv4yXj+dHlsyHXpvL7K3EbgXT5a1M1+OFkSUjTfDxWUNapqBk6OAdVU/cMaBSEUTbOHobUmicCrDKhsXXuI5fnnyROXOsYyaI+zKaPZlNH0xqG024+zKI8zGYNF3SPxIZvv/O/QD/5qTilu5KmSUGN3YvMloRWGsCm31K+933trz6WxOEmsiiCmBzVr/8v8Kff1UTcmkrG8qPKZkMLuVeHyvAXDRYzl4ATlBvfPU+12rtHVb1b6eTFEPRMCFEYeYbCt4ZpkbTyYNZWZm3L3Id/+8Ln2mQ2434O7WE2bSSbMpqFe5iJe5RFHclm3i1of5RUdPzWn0M//rUsvqWEIA3HP+yPLVX4X5tJQvNTCbykcuGXHx3/zG0lvpGXTuIkV++997fQ3/9Y4Xl9IgvLjylbjKiczO4pJcsiabJwy3jODVMagJpJIS2e0j1rjU51/26uoXuKwmmyMIo0nCoNp0rDKJYWbhydM7kfawMfHf7NP/wPpRu2jCRKa1rKxSzmYxZzccJMoigbJ0rDTLDzWSJXL83XX/Kze/JQS4kkSQx+8epN7tWGmRzMQjZ2Lb0Oy/80bN0Vm0daSyWKqwqJqh//5bHH7bqbS0kEYRpemNm0kooXRlFkpghhCUghZ1QkCyNLgrEL8diZknZ5zeA+Elet0a81J1lrfuR6n+GbeyhZbIrBOoCzUg2jygMYq61+X7/6h5+sBDdfpUjSMIt5mIU8zFIOXpRJFGdj1zNQD3syKaLLn2+7+41cvZuJeRxPlkWS1rMauNduTeeiF7Ixi2mE1f6PfnX4B7+em+Jk3Fp64z1qiNurd39+r2YiDy9MxgvT8auZuPU40kYY1RHVsyiShZEkwZj5OGP3tMZY65Aw7FT3bmVS4O4puTiwsjCqPJC+fMfzE+0//Hw+oiOPumEGliDOxq5nNY4MppNEX36y4xl899r9DOxqPEUeSVzLvs0xgU3HL9/97TsHn4d33JIk49bSGgZZ/l8e//JXA3W8HJwwGS9Mx61m4tZjLxisOBg9F48TlHcpkWCt7SRd7x5V9Ri6ZzBxPYImc7B1OMI51ULommjcNDXM9fgn/1WWeacYJ07HLudhFvIxizm49SzCegphvaj+UU9KxVpQ6svfxfRfGypqWosmb4SR17IaeIU3+Tno+WzsahrqHiE64eDf8xpreBn4tYymudGPfgy9536vgB9PWk/HizKwqxnYx/FkY2lQzOJ3DDPcLkxpQONMCnGx8o6m9u5J1l2yqHOTmbpnCFEYRpWGUjbCKBthlI1QKwujwGfhCJCOTZP50FdxmfVzgeUP48unXH71+KuwOd+0Of+0Wb/0Wb98TqAnz/W9zV/+APr+O6tXSOnMPW+mKpAqDaEq/JiqYMZmJF0VydqOQvfcj7k5kjMZ2vYkmL2djJocDM8fK+NU1fa25w2Vo0W+bHUAVRZiiNAU6gZSiNOKDH4oWRzcNO+ge9rMSLNnUt92FnUloHE6hCQKM4/tdaiGUGT+1EV2QtlsSN3DmOzprz5YcYma9Uuf80ub9cuY9cvhBF4WXP75k3f/AfrBb6bCuuKb970YiiDKRihV5s9QezPU4YzNKLo6sFnBDM9Zimm6ST/yZ2+Hkldqi4gzcU11aD4rDU+tm4mlb3rR5cHm6KypnkWRNJQkDsLMx2EFpZ2K60MH1hgdPJNOwPZuZ1KWAxqnQ8nis4dhL1elIRRZAGW+PaZYEHbzYVSa4PKvV1xiZv1hsJkz/jmcgC9mvnx3/52/h37w+7GYvpjWfS+GIhgGy9z0YarD6ZuRdHUQW9YakrGYQKphwGCXbhXgBPH4WgyfnYon189F0ze93wDYYPRcAk5QZuyeFslpomf27tmzlU5eCkYLgghrYVSpg63hfZ2EGUxXRTfx8RkVC1EVdzNr5y//YdUlZN4va9Yvbc43dTq0gBcYv/zRL5785K/AX/5Imv0wi77jxVIGUTZCKbIApjKAuRlOU0Uyt8Moczfzb65FtGdT1CEsTQhDTkgqn05j4+onsNfa6RVzIWy1H00ebKvwT4Vp4Gar7vwbBSnExQpj94TRXbKXrKZv7kEEYQhFGkKWhJA3QsgbIWSJ0TcdOZsFkUVJ2JVsvDD/1mBTSiEjBUPOppByKNirrbeKeyZdvwd99xL08895UU0VVcveDHkwZSOULA2iycJwnB5vd/GXXqt+Wcu+KZueYQq3r+fcveZ9Mxf90iTemRK/ZMXv3tK9/aO5rJYc2rYfVeowkrMqkgaTxEFN83HYmZJ2+fXBfZuPccdW3bedRVsJaJwOIooQO0rMgzkP1WCyMLVpOZsoKqxtJyQVMlKxpBwKMYeKvtbZeI218Mn/Dv31JejX7g/j6Pk31r2YcnijYKoilLRaVVC9ePlDkUfEXGDGhmfC9uce65+6zbolLfqmC71T5X5pj92++OadH3zjWVPXsO7HUDhB1XlF0mCiOAht6J7wN3cHb0l2wfZuZ1KXAxqng0niCwebhlnOIoqKrjcTk4oYaThSDoWYQ0MVdqEKqMsfXYL++n8Dfuf1IJ6Vc1NkAhtEVYQRV2ryype/+FDoGTUfmC7zjN/+3G39U49Z9+RFv3SRT5rML+2x66cv3v7H5943qxqF/vQ3AXYu3lb3tGc1Q0eVcPdECQLxayEUqa2tz0WSIg0jCpOwK3k4YfaNAWJKGTMVRc6hkXKomIKuW0W0mS/ehr5zSf+R31hSfSVBEkxVBFIkoeSNELLUlympT7u6+slHIu+0Rf8MyZWYbTfvJdfL814J834ZQu80qX+e+PJnz37yj0+uJKLxqkCK48I/jyJk9zThsuyeps4Kv3sGNPACCevB5I1gkgRpIcYxhCQJJhvGYLIkGOnYsSCy1Jcq96LKr9A1bs0HLs27Ls177syttLq79NjUNU9PXlAZroyXyti80rzlydzxYKr8yRuBFGkofgaVkH8n4lpH4u2WNAo2v3H6sw+gn73LS2lip2LJ2Qx6yo3pj/5V9y8/G8/oSqFv+TkM4wyKYJ+0EUQUBWLm4O5ZPbhfc/eo9t5Rzd2jmrtOVfhJ92yYDiAIrQN4Tao+VIUXTXGFse3WfODC3vm6ed+Trsqt7GyLiJV4ej8Ku4mqnotnaTzZ2x7MbU+mMoAkCSLLQohrVytprRHJXXGVrcloUn5rt/flZ+++te1WzkhtYqSTCDnYrtDAb370n7/xqatCb/jQZc4jdULRRhBRFIieM3XPWpjnXTOwpxKGu6d/w3QgUXTmMByqQIDdMYLd86Kr8ivaOsOjJZ4+o+ENDTWLsTBY1rYnQxFAkgSR5aHE1Wvl5Lbw5K646tYUDDmvpdfz4xfvvq32qGSkNTEyyPgcbE+w98sf/tmzgMYyzIYv7aLBEkSB6Fmb3RMJFmnXTd0TLfDHrzpT+M7DDCLLfKnKK1S5F13j2rzvwt51Ze9+yVZlVRE6A0JnXaN4cXW36xYS6LseDLUbe8+TrgwgS0JIG340ybXCpo6Q1K6Emy0pOGoOuTUySv8vfysPvHonDU/NIJNy6AM+Lof/8n21S04VURVAkZ678O2lh58z3dOEtap/N4exGtDA8yesB5IlgSRJIEkcSBIHkiSWRhQbRqI4kCQ+cSzNsEIISR5OUYRTpBFkaQRJGkGShlBVYaR1RlQY9IP/tB9UX0Z/5t6yFUDfTESPojNu0zMGU0nSIPJGAGnDk/XEhb3rytxyY+581C4mhWbtf5JY23zowtr5ir3nQZM0xPk/fT+Nck3gy1L4E0XGIE2O2FyIc4pgUSRJAFFo7J4yuHta2Kl1Xt27nUVbDmiY9icIzUN6PapESaiBqsxENYiuicbO9vp+Cf3gPysTW7JYT93ZmkC6OvX2ACGlgZQ3Gk+VB5DEASSJL3XTlb3nytpxY25fbn2eXnBN5BM1Vrj2acuuK2vny+adkJttm+/8jTKtOYus8SCLjUgdUHVekSSAKAwwds/rQwfWSC2qHfnEMh2v7t2Cu6c/8exgbVA9ERJKVliDjW3iD3l9DP3gv2ykdqezn3qwNUF0VdrNHlJyI+Hqo1iaAawPDQa77cbcvtzyNCsvW+aTcL9E+EnLritr94vWncg6xs7bfyPN6konqz0vHCxBGGDonooa869Kp3bPQLTAD78aSJY42pooPnEcwZQEEiWBRFEQSRpGVYeTTwo/nKLyIS/2eL0P/T//XRzeldT63Iu5GURVJDaMUqNzaaUPYohyL7IkiCj2oWvcmvddWVtuzJ3PWzej61q3fvn1YM10UNvTy8yty63PU8qrhf/huuTXHc6U+5PFRoYWJE+DaURnrkgSSBL7NQqSiQvldzZr7x2aADrqnvC7py9u3Z8o8SOI/Qlif4LYz4aJjKOFY2bwtV5k2bVSel9kwUjMzf5k1EAyaiAZ1ZuC7U6+sfTZv+r++W9lAVcHsql3kht70vGPIlKe//u70K9j+ytng4gbXkTEgkTpV7Q5WkDi0UdRaILSl7jhRVIEYheIEZefvxfDuDrly1D4nIQhQsbgb+Wcpgj2Jb54oT9mLg47U9wug7+528tCi9o+oWrsnn64dX9ESK9FlSjxIYorC5oGIwofxN7uT0HDVHvSCP3xpaL/+Afdv/5wLbK6J5MIU+UER+reeQf6OJd5Y8WHKPFBUiVIrlC3CnNyFO5BnCyeO0XqS5R6UiSxlcSdd76zmUjNxqvcSGKLeKypnkWRxA8v9EfNIrunNdhTCVf1bmVQl/wbpv3wwrOHYWOaP0HsS5T4EYXX81FDEUXDCLDdaYT+uELJb7+n/7d/W42p7ckkdCc39qbjpgJDwLff0X9+jXxrzYso8TVbUHKFoinJTN10Cx/NnXGlSH2JUg+KJKkMvf/2dxSpzekEpfvFg133R83G4wSlXYrr5g97i+9MpiMn3RMl8MWt+hMlDrdGVoddmP4EsR9R6kVYziqlPAhNv59weyDZQLI/GXsnpUb823+C3v6ZJBxLz2jqS8H0pTQ9DEmA3vou9EUuvm7JnyLzNltQ6kERJpWTdn7++Ujxwxiq+gpRcoW6lV+QL/3NH1Z8W6Noch+i2CIef0Qwpymykx7G7lmD7J7WSQmbqXt6N6354MQ+eJEPTuSDE/ngrQwnMjtrbxpe5IMXu5NkJdmVnMuui67JnIAcjn82xz+bE5jP9UsR/fbvtL/+atk792FwLtc/m+ufxQm89jCw4FF4WWfBRCBWdAUvPlmZsPEldY4WkHj0YSQKr3Qjqz5n7LoS1xoirzx7L46ex/GmKbzOHar1WZzIBy/2xq37oWfh7mnz3fNUq+rbzqKt+DfwfZrWTnaxycppqt54yRWCqC4lh/+l54Jb2mRgLkx1MrCA5xUh++Bvjn/nK/DLHQvKgalOBhY9DMobj6yhl/C98GIvJFW82J2iKcjKUbgFTmZMfUVRfEXb+oShDqpjaN757mY8JROncCGKTw/1DIrEPrh1P9RMHFZQ0imvtnr3dOaZVHPX0D39GqZ9sOtnDsN2roq88BJv/NrNxDTBl17z7ulmYK+EKn713Vf/ETjtjwAbVPQwMG88qp5cNnMFL/Y2W1zsQd4sTk/ddAsbyZ7+gqL8irb9MUMdXkXcffs7imR2Kk7pevFg1/xQM/G4mdIupfVLvU27PnRY0aNJIy8GogTeTY99cGJHWyOrw3GEhA0P/NLVnIrFj383553GDTCQ5ATkjAUlad7/1xcf/GYprGLSP5vjn831z54MzB+NqpwIvEGonIogyTzNtttwJa8nlpF2fv75g6LRCOr257TNT5mHKYVlot9+sezdHE6ReRHskDw1VOtyM07zbRCkEBcrujXIrLsEP3DgEXZq7h5dH3pa1beby3gc0MDzwqx6Y0VeWKE3VuiNFXphhV5YoTdOBI/eOJE37BgnIM0HJ4JHk+ONFV7BSzyIUnfihjtB4kHY8CBsuJJUntglVKTbQcDt6zWiTyhyD4IUPuVO2HAnbHjgRV44eDvjpriNLyhz1IDEg4+iG7Gi2OvDhUX9Vyvvsf2+ePHLKHr+pDdVfgVnjARnI7azKxJ5N635oWbjsILidnn14J4JnYne9bvGET6I+EIEO5WGf57je2NWTTGYAngdqp54iTtR6k44ofo1WePb8IgR9OV+GCPztuQzsgyJ1J2w4QFjQVLFitxImquZOQrXoEdZPB8Ur6DoTm7VSHHBjd2f/cVmHCUTq/yaIDIgtU/1bIqa1vwaZ2KxguIOufUzyZSWSMeC6vWho8re7Qzqsu9tvnfT2vnCQPI0B7thCZay5XfrfkvgF3sRrSmNks+RYIlSd8KGpzVYnMidpC5KS910Db+XK/Bp5F4rupNTPVKeW7X/07+QJ7FTsAqXNwDWv3EmHico6VTAYE3E7HfPA0P3bJz2wqx4Y0XWW1vuawcmkiTsX7FKUQ+i/BPabK9rmMYtt5ix8zVB6g4fJ8DTNjxxJ3qNMCUuxLWEUtL2zz+/XzySjJrJLuq6WsWtS05T/vsfln1Y4WTpFbzIwNAWyVMU2YHp2zCdQlws79Ygs87y3dN47mll324O/XFAA+8KZtULK7rStA5vdqVpHfZNR5DmYJrpoydW6IkTe+LEHliRB07sht+4TFK5YxZxYe5H3nXXq1Y/JUkNZ0/MajWs5DPSLNU/fveTuEb0XH1c/sbvLx988vHzt/8P6DcRuFKBJ1nmaR6GzXicUWQ8K7yCWfVFzcZhBUVtsuqBPVvJd0qdm7qnF2YVycQ6qrNTFRmhCWGqX1I0PrcetfpfPgwkZdavf0HcMEcq9LSxmtCFuJmfmaVwDb6fNx1fQZv/3OXJZ1ee/u4d6Id/uZbWnoxTfYVzlAznUYRZ9W2E3z0V1YP7hufQkMXj/BTClT1bGZQlvwa+V9PaWcOwOc0B2C8oW371w11+X+4H05NvCb90BixW6EpUFaYlb7pG9hbMJpYQlz/7eu8zz2e//Sn0o79ezupNwCm/fgNg/ex0T4unPgKsoXsGNE5fQa94YUXWW9vc18E00xFPrNADK/bEiTywIk+c2BW/4UKU/4Ei6HYJ2f06u5yk+Ron9jAr/BOSiAXFXxFW40uIW7/4fLD0QUkJ9dEXngd/cDn41fegn/54JroniLjhiRNdsRWPPZjOKPJpmE4mLZTdUV8fOjThumSRrEYzdE//2zwP9GPPJuGVpnXPpnVYzJWmdU+MYfTErHs2GUfnDbPmiVnzbFq/gn7s17jojxH5N84Sgr94eqWqpnLlU6LY5lVXkAFgxZ8QZ8h+8YcfRjRgZe6YlbhSGv/T7x2/9edbQai8W+Iv8aKTqGyFd3ZFQk/Mqk/jbCxWUNQmqxrYQ75p2sFoaXD39LvN90Q/tlSEuQiq8ILox/6Ni75YaciN4Xafjw4C8Fk3Vr8gOEG1Sfg1UZ2bkSV3DRjLmPocL464McaKjH/x4++8fCeQUc4LJMhcTLHZp3oWRUJPzKpvg+Hds8qqe57gRTrWYHu2MihLvrf5npjVNwfWC73i37jog5OF1g52e3+4F0RJubn2JV7kDFgXgqogNVntGnY/e/pTgjiqbrQ1LOLlv/31i1+EkasEAQSp6xsBK3Cme5qseuigvFuTRloMaJj2RK94Ngmtt7bc93wwMY8DGhYD0cKvifx+l8Ddr9IriGoXrNDDDklEDOLLhNXYYsLOu58OF45E4Dfcb04wgi8/fevPX37sxy5d+gon8jjtRjtSZOcqn9vTyURD9zThumTxfdPoILonasUDve6BWfNAr3mg1zwwax6YNXe0YTQ58HELszsNveaBXnPFin1vTVflUe6mMlpyiPxP/u7Yo7CievUTvMjmVeariT7Gz5J8Ql/+9gqhUf41Tnq5aSWi+g4ppy2zbsYdK3LDWG7tjl7zMI4GIWdTtO6BNnTPwjZp1cCeWSU7rG2L7ul7i+/RuHISg81Qz0cVs+aClQTcmLydTbib3tKcXrP84Xef+aPTbqx/jhOZLrFLFb32FV6VmZ4p/9xzKn70M4L0Mn4jsJ5TmcNAlU2Fo9fdmtYtrrVN9QyK1j3Qj33g7tlpo3tWDx1WDx3ChV09dAA71v9OUtGzlU5Z9L3F90A9Ph9YR9OMYIPqxtBZhLsZLc2pFasffvcwkJB4c/0LnPBUsO7o9a9wytyUxM3PfB8ljX1ClF3GbQTfmKjKZjSW80PRwjcG1tA9qwb3qw08jywce93To3HZA71uvbXNABynqDnMdbemNU8Un5hOupdCo+Y2rv/2o22X7HK86ivMurudwkcsKPoStxpdhH3y9i+ncofCCepPcBKPWyM38ltuFI94NRkK3zqx3e3DtBsqwryR3dOYeJeM6XhYPXQIJyhslb3bOfQV/9s8V9SyC3rNHb3mhl51Q6+6o9fc0Guw44pedUWvuqKMo7WZzhouXHWDl0KtuqFWXZtE7g1LeYXNfJ+Qb979ju6f/9Ox9/WiWuHHWKHtjZCGEX6Im8f7ekDvfzBQueqCFl7GrF9uknijxS5Nwq+NsOCN3NFr1vG4nVnRmivqsU/jDLJ7Vg8dXh86vG6OzrzODxHTjip6NBnUJd9bfFfUiqtxRzcEXrezU3VFUkWvuTSJPG/PleeRlt2vvPjJX+r/7c/2QylJt4SfYoW2NzKztS/wquzMFPkv31vxYATjJV9j1r/CiNzQQi+cxAW97orYyM0WVbO7bMTrmKobasW7QRCDnS7qkFcO7BvRHSIf8sjyNu+k8LSncPf0ucV3RT0+J1i0DbDuFmBvzVbn4lfd3F/8+L/r3/pvOxHM2NvCz5rWnQKLU+anxWz+/INZ75YA4sbXmPWvYbBYiQt67RxgT1O05oZa8WmYjscJijsVlQP71QZuh1bd89BEtWpwv7x7M4206N8w7dq45GLc1ITCFAkyNscp6oaoL3f0mitqzRWz7oZeqM2jrnz8q+c/+Sv99/9Z6HU7F6/4CmNnI/PC/wy7FlmIOvzZ99SJLfEo2WeY9S+bxB4YsSdGdLlpHa53uOQtCx8Fx+NQkZ308Lo1nURcKL2jqjbU+6Hh3dO8e8LOYWXvTg79sf/tKffGOQ/Uomfjoidq0RN2jOYBG8o4WpvpbKPxWsQi8Cmf24LUkuaWgJDNrxNbC4aCUY9d0EtObLT0OWa6KhszEnu74NaiO2rRvXHRA7Xkgl6yES3KxgrnUdQ479MwHYsVFLbJKvv3qo1vRiZ0xkSEHTgvjxDTjip6NBkU+N1zAY7BwzyAc1D1QAoxTvC7xc8uIPZ5Bag9sgllY37oFVe0Exs1Lro0rSWVUO9E11DyH3phlt0bFz1Qi27oZTcYGsrsPtqlehZFno0L3rf5MViBsXseWlA1OiaSR1ZnD8t7NOmUJZ9bfFMYZwbb6BRY/1u8nKvYoSsBKs88TMWEL2rZ1ZmNGhddMKuphcTe6BuEgjHPphWPbwWsz21eLG6muENR1b9v63Fu+dSHu2cqaTHgNt8DLnxzmB7IrZFxOi58C2moRY/GxcD6qaSiphEXP6VrDrFk0htjYGJ7oxONS1+hF8Kqu4fDy/FlDwPQKy6Ni56oJVf0kht6yRMB03QTLUI9RZEdmN43p5KIC6V31MicvFQ9eFg9dGgYhw6rBg0FX9Gzk0N/HHprwq/uoV/tqF/tqG/tqMlxYH51D/3qHlo4vsbLTYuY/Ct1j1zqxgJLO/Pzu0Kr7l+pG7XezrQp8rh37XB4+VBc+X2fuhHf2hHf2lHfWoNzsqPDGM6hKOjmWCJOUNQuq+jfqxo8rB46qBo8qBo05h/sDB5WDx5WGUd4WvXQQdXgYUWPJouyHFw/7m+TSd2oX92J41trGM+sqGbUs27cpXY0rLg9P7874Pqwly1RNlfzrR0JrBiMqbgbXjN6BYaJAHty+Wn3yEyUQ0W+dQ8D6x8l4gVFnfKK/n0TVSM0g19lhImwA5OVd2syKctB9eP+Nx5Z87EX6pkU+dWO+taMetSNu9aORBS15V/t8a954GWuyGHmjwSWw2BHvGpHjItbgnXmHjmpCAabhJ8p7lBU9u9Xw3k4eIBwLL8wVQ3ul3VrMinLYbcnfesenVrLp8dgR5Fv7UPP2kdf3BqPLmjNv9oVVvPQo2bEz4nV/GpHfWpHAqrvxpfeDbz+wLsOiXHk1KxzTNWeIr+6hwE3HqUQ50ruqJFZd6lq8ACRiCbnqLx3J4+1Fn/7UXh1b2jFndCKOyEVd0xOiNURxPHu0IpuC8f6EpMFlbb7FTV7FrC/KmBcucYKKm233s72pmWdPsWtV4qaA0vbQsq74Akh5XfMd3QUw5kVVfVE19/PIM0Wdyor+veQHBFFflL2puI/KfKenTzGauytkfCqXhtMKu+EVhodqxjOoqgrqLTNt5Dtfo11uYDhXcgOLu1Arma63Hq1kPJO/5J2z6JW7+KWkPJOQ2Dld0LLLW+E43tkJsqxoqqeqPr7GaS5ki5lRf++NUYkSWvCcGMt79nJpT+OvTkSVtVrzcdm4lmHfXrWlXcFlbT5FbLdC1iXC5jeRc1BZR3OZn55p19Ju2dRi29xa2h5Z6gxXU1gbSWk3dWcUlTVE11/P5M8X9KlqhzYt05U61ytHNgv697KZa7GN46FVfedWsunF6mtmx5a0R1SfieotN3vGtutgPlVAcO7kGVKUZuKzLfrCihp8yhq9i1uDSnvNGFEkjyxSrMAHFO1q6iyO+rG/SzKQln3ZiUC2iXrFgBbRf9eUYcimzyf1sRJQU2koCaSUeMmJxk1noKegEeTYzw+noI+cVLQE8bRylDjKeiJpMZHCbeGY28MxdYOJtwcTm58hFzWYiOkJaMeJdx6kHDzflLjQwfTrDY1jmdWNJaCmUb1v+kAACAASURBVMgkCgqaRWXd23a47RvHfcTHg8oB+Mhhee+TwnZZFnk+BTNpS9G4+b7nUzSeghpPanyYcHM49sZQTO1g4q0HKY1jyJVhUTbvUTJqPLFhNOHmg6SGUXgpw50yOWcM9bRp46lNExnEmYJmcVnPlkWRw+jgg7BTPXQAj+bOQXnvk8I2aRZpNhUz6UzWnVcRDPZ+bN1QTO1Qwq0HyagxJ+9RMmos8fZows0HSbdHk1FjDrIOmXjO1xFSkeEqOF1bxKXdW/BjyRovIj8NhMt7d6+1ybIp82lNnNOzzryUbCqyKCVDbKjx5MaxhFvDMXWDMXWDCbcfJKPGHN0jM0TjiQ2j8fX3ExtGza46Q9adURFmIoMguNYirujdQabfparBgyqY6cB+lQmukWNJl6a4U1ncAZsC4SisjiCPI0/ZtaIORXGHsqhDWdShKGqXF7bJizoUxZ2G4/AE4xwbqxV1KAo75EUdcsfTHNqZFCmLO5SlXZtlPTumbEOWt/UR5PHKwf2qwYOK/v2y3p3SO1tFdoCYhLyGIgS9dnlhm7y4Q1ncaaHIQqx1GPKSTuQ9sozH+VBPn9apKOlSl/VsV/Tvndo9LaiezOnfL+/dKbmjKe5UOZd1r6NIXtQuL2yTFXXInb9HRR2KonZFUbuiuP3UrLN56gyKTkLqUpf17JT371UMONs9KwdgkpslnaeLMk88e4rsnVIWdSgK22WF7bIipxWZjhS2y4s7FDbryKmsO5OiTlVx12Z577ZFsV+yZmdmgwcVA3u2T722VRjHinNevlc5sAc7FUYHubJp8YqBvQpb085j/fuVA7arumrwoNI4ViI+Io8Y/AHbtJERfnuKznKPznGnnFO0V9G/V2mrRTpvlQN2wb4JRUhplVZr2rxHVQMHsL3pe4QQdQCna5V5QjronqankTOK3lDiOVR0ouscWVd5fkVmJGG7VDmwb8haQ2Hvnxxx8Kh32qxXsB+c2SVOXGUiiHTM4j8R9SYVnb4CIow3rchq8dPVnUOR9eTT7uwFKjrzPXJmhTMqOrCtyKKU7DwPvh1FJ3Os4nHWTlPkHK6LV3T+rBuwanevoehS5eBBxQD8jmn2OmAbpTVTmwGd7z4ZV6hAOJYvCMiN7JujFf5Iiiwgv0FF9grGYqM3reg0URemyOapP5IiuyvY3/eNKEKI+uMrsnfqwhWdpZQuRNGlU4JAXGb15fHErM/anoaoGQsZ1qtZtHKb0yrtTLNY4U0rQjYCe4rshXrhihwsjkyUb0eRNckLV3Q6Vatm/eYUWZaSzfL7thQ5CPXCFJmX0rmpfmuKKi5U0SXHQVT0G0cLx36sFna+e1ZhZ8EzrWZ75h9Jkb0FL17RwJ+EIgfd4WIVvT7VC1Rkd1+kon7EkTejqNLWqTeiaOB0RReb+Q5Ws7egxSUXqOiSzeidMus2ZL23/SBOWcEJGRdvb1SRkyt8O4ocn/qfS1G//VP/v1V01hXeqKKB/88qulTev480+Fx5/37FwEF5/15Bpzq3TWnTcoxjDuKjY8tpN4ywmY78idipinJaFfntqtLe3fLz3rPKgYPSvidXO+xS/ZYV2btHptv0LdyjnFbF1Q41kirsWCXkKVbSu3vVVroihfxPkXWn3iYnFcFgy3p3ralaVz0SdVnfXkHnZm6r4kIU5V6coj/iPbrarirt3a0cMPv3hEuWWAf2y43ds7BLE4mdTyQ/TqWvp9JWU2lrqbS1VNoq7KcYxrUU2lqqcXRsppkOr7LcCHHkHNMc2BkV0deTKI/jiEuZLElpz669RDyxATOesFM5sJ/frorCLSSRV1NOYlg1D+ZMKpwEbhLoeKPVlBPHEKEzd9aKqtOKYKqk5Qy2pKxvt2Jgvxyu4YGTYrZoptYtFf7/M+a1K6NwC0kUS7DGG7p6ply9aL3IaWbpiiwKpONgBacUwWDJy5nsjbK+JxUW6AZOnJP8NKZubpsijrwcT15Opa/b0nhKiloLORW4uaJVY9bZ2+hs8bz+Cim0tQjsbFazrHLgoLz/wJR+lyr698sH9ius6ry870kOeyOogVczsIMZPWx8cNg4fNg4fNj4wGjD5geRo/F4w4MDeISdxuEDw/zhA6N/0DB80PjgEB5t2LDd1RDLmtsD8zjtrHYGRcOHjQ8OMSOH9UNPMhhrCaSFwk51ef+eWc5ZZ6Gt7lnWu5vOEEZgZuoGdlEPHIZqHbZ9DobjwyeOgadhtK3I3j26AKpOK0KPHNYN7mYwVuNJS8V3NAaqZ7ey3p00+npk01z94BNLsNa3e9hG5NZ55QCs7XR1CNY2VZuQbYV3NkUw2IGddNpqPGm5uFtT3ucQrDFFy/r3S3t30uhr8aSl8h41ZvTs9xShHZlLFjCRJE147eWqg1tjSc9eqDbROacI9eCwcfgwCjeXSF4p7dkp7z8wcbtUZqRmKG8jzdLurXTq4zC0gMLV3lmC2ufOY23GsQ3x0eKIxakzrebMVRdlnYsQk68vapfF4WfyW6XwN80yY68sGzD4J0eMI9JK7miSycux+AXGlK5z/uKpWuP906dK5+kK26SxuNmCdnlp724Zgp6NLomgipxWcmczkbgUT1xm8fUd5wLrICcvCuy3RhUGS5vSFrRsxOLmr3UoSnt3kWVu9lzvP0nd0r69oq7NZNJiKuVx06NvLqrwrWGeKd/O1y4uyjoWoPY5KJm2GoubK+xUlfXtmRLvkkUWItJRk0peCkULCBMv2+Yg9jTIFoBsAcieBtnTIJtvHPmIj9aGnCYA2XyQOQ0y+CBzGmRNg2wByIId42i5FB9k8EAKByRzQcoUyDR95IDkKZDBs7PptGFZ1jTI4oMs/skuhvgFVo4TilpmIArnuKBVEtM0ncsWl/TsWHCzSdKiexZ3qRMJC9H4BdLkq5YZ6CQki63PThU2lsAhVb7hIJIqiw/SjVQpUyDD3qYItky+wexSdVpRywxEnnx1tVkc3SS42rJRcu7u2alKwM/HEJYo3OPm84HlXwBYuhEs1Qos0w5YlkW6IpzXBEuaeJnHEsU0Ca62yk7pnsaxtO/JtQ5lAn4uibTUOPK0bQ6ysbXNABymKGsaZPKMJK0K37r2T9BxQQoPZPJBxhRI5oJkDkjhgsyz5icyfpswLYSYK2oWQOxpMIn6OLpptqBN6ah7lpt1z8VQ9DR+7GXLDGQKyBCWcWQhPlobchp9CiBzQcY02DoDMKcACgek8UAmH2QiR8RSLD5I44Et8+BDMciRgI/WwJZpsGUefCgCuRsgZx3snQMZxquYSIcH0LgAfQqgTQFULkAzOLYjdF4RWwCRJ4+vtkqiMYbuaVHJ9jom8mxxlzqRMB+NXyBOvGJPQxYBnIMqbQogc0HWNNgiABhcgMIF6UggPBuXUHlg+wI4JgE5EnDkMcjmg+2L4LgY5G6Ak2tg1wxIt6DKO3FoXIAyBTD5YPMMyOQBVA7iFtiK0xmqpHG4e05fbTG+0dvBaE3VxLa4U5WAn4shLJEmtaxzgbU4S5sCyFMgSwC2CAC602A7Fg1gH6yAbD7YsQROSEDuBjixBnZag4WRThlzdQqgcgHqFECbAuhTiMnnBUscg7vndEGrDPlS7yBvDd0TN5dEWmoYeepM4duDiUxR6hTAngZbBCCTB5A4gCVJq9pn8sCuJfCRGORIwJFlsJkHdi6C4xKQuwGOrYOd02YzkTxpXIDCBdgCsEUAsnkAmQvQ7GO0qcgaJpxOSRQ73dOmFRu7J+7Ri2YBROfpGTyAwQPoPD2dBzB4IJ2nZ/BABg9k8ADjiDQ9gwcw+CDDOK15Dri7DvIU4LIamJYAw0tAGx+g8gC6aTJPj3ToXIA1D/J3wGMIgiAIfAU9WAIFGkgLQRAEQa/AWSFI5JjiAeAI6TyAIQDvrQGTImBSDE6IQY4E4IjB+4sAwzDTJAQ4kyLWNEiaeHW1VRKD6J5nteJOdSJhPgq/QBh/yeSDxsgB09Z0w9YWMejNqQImqm3zwH0hKFCCSyqAJwLuLQDNfIBqdhWSKkDnAs2L4PweCEIQBEHfPIPuLoLLe5Dhv2/A8cc2qDJ4AH0KoHCBzkVgRAROK8DFTVCwAQwvAa08PR05zXgXEIpOoUocf3m1WRyNmc5vlsLvnuewIuO7J3HimMkHbYVxGli+OdgFYFgEzqjAJRUwBYPlmcACNsG2LIPL+zBX6OkRNLQIPt43gn0OPly2BEufAljTwD0RyNkAJiXghBicEAPjYmBCDIyvAT0C4DSwjhSxpkHC2Is8lii6afpqi8xJsCfdk7x0+8FRswAyVQqdp4e3trqhFlvrGTw9gw8yeACTD1CmwNZ54KEImFWCS0qQJwHuLgGMKT19yjqx9QwewJjS03hAyzy4ug/pIQiCoBdPwJHH4PSuAeSrF+DDWT1jCqQZ4jkpZCoPaJ0HHonAORW4rAZnpMDIY6CVD9Cn9HSzG+dYkSVMJh9g8PRJlBVT9zThOr17Yh+9YAsg2pQO3ow2paNN6elTetqUjj6lhyMzjAZHT+fp6fBZHkCf0lGnAIYA4G9DxxAEgZBWD0EQpHsBzq0BdK6eOqWncuE1dfQpHY2ro3J1VK6OMKG/KwafQ5BeB+0cgsp9cEIEHr2EAB2o2QeVW8DYY4DI0VO5OgpHT+HqKVwdbQqg8QDWCrT90sDa0CQASLOphyOhT+ngUGnGUE9XNKWn8/RMPkAcf5nfYvbu6aSV9pmKXJ1AmI/CL+DHXzL4IG1KD0di2hqOxCoGnTlVPX1KR+EC7DlgaR8CIAgEIB0AQRD08inIXQGoHD11Skfl6mg8S6r4cf0jJfgSgrTH0M4huLELciTgsR7SH4OqPVCuAe4tGalyjVR58Mu7vnUJFD2DIAgCAeiVFgIh6PAQvMvT0aYA2glVHZ2nN1fkKE+YfIAw/iLfvHvCuEr7TriZnFO7J2HimMEH4XicBQvnHu8EbPM8sHJgUAqDfXEETiwDFC4MVm8CS0Wk6+Qm+AqCjl9BO4egZAfkSkCdHtIdg8onoFwDDC0AxEmzdCVzgJZZQPoKOvkPNP7vN+DSY4AKx28XrKNUYfIB/Ng3uSxhdNN0fousGAHWwjHRRnbPRPLSrQdHrGkI3hQOAN7a8oYattYbKmtKZ3T0NI6eMQcu7hlqECb56hvo0YKOPqWncI2Fz9PDKUrh6igcHYWnH5RDrwBIdwxuPwMlCmBxG9wBoONX0NYBKNwChgQ6OhegwvO5egpXT5vSU7lAyyK4sg9BEATooVc6CIIgSActrumbuToKkpVjRScwDYoYPD19SpdIWYmx7p5IdmZ13qVJIS2GoqcxD58z+SDNmCjwllSuFh6pXC2VqzOOJ1VKM/kcHWVK1yeFnukgUA8qNMC0DFQ/h0AIOjgA7vG0VI6WNqWjcLQUjg4mQpvS0bg6/KR+XAZCELS3B7C4OjJX1yGEnmqhb3b0g7M6AkdH5erIHB2Fq2PydEyejsbVkTg6MlfHXgG2X0KQHtp6AqxuAuIdUKQBOI8BGldH4SAidFoRfAmDBxDGXuQ1i6PR07lscXHPDpx5Z7KiTnUiYSEKt4B79AK+bcgAzkSVytMPqyAtAAE6UKwCBApw5yUEQtD2FtDH0VK4WjpXR+FoDbeAa+ih+En9rAaEIEihAagTOjJP3y+DjnXQnkp/Z1pH5OhoUzoKR0fm6Og8HZOvY0zpKJM64qSOxtetPgUBCDp+Aa4pgAkRsLoDipRAD1dH4Z40kbMqYvAA/NiLPLY4EjOd3ywt7tm1TkhkM7UPFu6ei/ixl7QzgqUh4qFwdNRp/Yga0oMQoAWFSmBGCT55BUEQtLkJ9FiA5Z6AJXD0i9sgBEEbKoAyoSPz9UNySKeDdhS6TiNY8qQZWNKEjsbXjSkAyQ4o3QEkO8D6JvjkOQRBkO45MLOoI3NeCyzu0Tc5LGGUsXs6oGfWPduVCbi5RNLSzfsHDB5gvbXVvnZhEib0nE3wGIJ0ryCRChAowSdaCIKgoydAx7SWxNHSuToKV0vhaikcHYVjSDbGtJ63B+kAaFOq7+LpcOM6ziYAQJBiC2Ab65fC1ZE4OvqUjsXTMaZ0ZI6uaUI/oQBBCHr1ElzaAMbFgPQZBEGQ9gAYmNXhJ80Cc6jIEiZ9Sk/j6hLJK9FNs1fblKV9eyZul+ymY5cmhbQYgppGjz6j8wAKR4s0snEkIz5SODAIo8PVUjha0qSWztcuP4MACFLLdd08LX5c2yvUa/QQ+BJcEeq6l3Vj67ruaS1lUkuc1LYu6h6JdIMLus55vfAJBEHQ/j4wsqJ78FjH3wRf6iHtkX5GrO2e0TI4WgpP27ein1UASwpg7LGumaclc7TsFWDnFfRqT/9AoMVNaClcLY2rpXCtQnVeEVdL4WhpPD1u7EVeszgKPZ3DEhd3v1b3xD58TuXqLAJwnipxQts8qxO/gkAQkoh17VwtYUJ7Vwbsg5D+KTCzqut5rBtb03XytORJLZGj7VjWjYt0ffO67iVAfgRBEKTZBu4v6UZWdfM7oA6AvtnTc9e1dwRa2qSWxNF2zOsmZMCSWs8T6nqmtRSutm0NfKqD9K/AR8s6/JiWOGkEa5+qM4poPD127JtctigSM53HNnTPc1hhhyoeNx9NWMQ9enFmsNyTeAgT2tZ5nfQYAgFILNS1crXESe2wAjgEId0RwH+s632sG1vTdfC05EktmavtXNaNi3Q9c7qeZUD1FIIgSLUF3FvSjazpF3dBAICePdFxjGDJHG3ngn5SDiyp9VNCXfe0lsbV0rhaOk/LmNLSp7TESe2sBoAgaHsX6OZoSa8HtunR82zWus3uafPVvrRvv6T3SUG7Mh43l0BaunHvgDGlP7VM7MEkc7TEGUB4CEEQuCbXkya0BI6uVwhoIQjQgcPzunsr+vE1Xce0ljShJXK0XYv6caH+3rx2aE2/8RzSg5BaqR9f1Q2u6Ff3QBCCnhwAk8va/jktmaMlc7Vtc7rJDWBJBUyL9N0zWixHx1ODEASpNXrqhBY3qW1bAV7qIOgbYGBOhx03D9W+ImuY1Ckdhas9Z/dEjT6j8QCycQNrIxlHayNztPgJLVOg29JCEARyV7SkR8e4MS1pVj+/D0F6YHNXz9uDXmmh/R1dC1+L4evXD6BjHbiiARc1kBYwvIe/OAZfasFjPQRCEARAxzpwd1M/sqKf0oAvtJBWD2n10LEW0qh1bL6WvgTsvIK0e/rhGS12Qkuc1BIntYTJkzgdaHGgiDKlb3r0TR5bFIWZzrHz7lliHEsQH5HOtQ51An4hCrfQNPqcwtWdmyp2XNu+oH8KQXo9+GBOSxw7xo1rKQt60TMI0gKSHf3MIXSsBVUqHYWjJc0CyufQsQ6cVYHru4YvUHoEVeOXcVCj1HVNHQ+Kgd1j6BimqoMOjsDROd2YBnwJQiqZrn1Ki5/UUjha8qSWMKklvj7Vh9/ksIXI7onEaGE2qZaYuid+EfvoxfnAko1gu5b0zyFIqwXvz2iJY1rcuJa2CEifQ9AxINzWzx1Bx1pQodSRJrWUOWDzG+hYBwqUoPgJpAchCIJ0BrCGf6ECAfCVFlTLdR3c47tSYE97Anb/CLw/rSVPaPGTWsKkFj+mZa/opS8gSAs8FmnxE2aBnQMs5uHzLOZ6JGY6r1mGBOsgb4tN3ZO4eOPevjOFbw8mcULbtg5sHkPgc2BqQYsZ12LHtOw5nUYH6QFoflWvOQSPdZBQqmeNHbes6CUvoFfPwE21XnEMHcMkddBLLfhCa+wDAPTqGFTuAKwp3YAYOHgJHesMJF8c6O8uaEflAARBz56CIzNaKk83tglpAejFnq5boMU6B5NkCyaZqyNxtAnG7lli7J4lffuXSvr2/1/23ju6jSy/99Q5+/ad/WN9fGw/r9/42X7Pa0+yZ9ye8XjGPWNPT+rJoVvdPRIl5hxEMScxSFSiSIkJRCRBEkRizkokARKMYgIYRYkkMkAE5oQCqoDC3T8KAAuRICW17d095557fqy6de/v98Hv960LECze7t2+/Xjndu/O7d5tR7vZoUmqXQwlzRAHjxiTKKZBp7cJnDGB1I4jtHGEPWfeQwAA1pFlhD4M00eRmlmLcAsAYJVvmHvWUBMAwGKdWTKPqq3HAMD76OAS0vkSVR4CAMDxASqSm4Vy86ttqwkFiMG6qrb0LSAzCtSEAqvZuq40v1CgW2YrvG9umUHql1CdEQCL9Qiy7hxbt/bRebGFO47Qx/wLwT2iCaR2HKmftFCGDTmN69HkmSyu+Fa3/nbv9u3Hu7d7d2737vhZ55h6RtEWyIPHdRPmc1OljiFtyxYTAKjF+kyE0Edg+hhSO2d5vQ+AFV2WI8+lKAAAgdDxBfPUphUB4Gjb8mwRefwa1RkAANbdPXRWZhYpLGt7wIIC6NC6pDL3zyHdLy3iYwAA2N5GJ9Yta/sAhq2iJfPKnhUGwGSwbh9atw3WXYNVs2UZWkSqz0113E7Vpp7TOY3SW92bJ1Qfe6DqrRVg6lm9SBFAZwY7ceIPZQzpXLGYATAj1iezCH0EoY8hdXOo+AAAFJ2TIQNyFABgMqCjC+aZbWAG4HDL8mQBebqKbkIAAOv2DjojRURKi3gPoCgwHFgXleZ+EdKzYpFBAACwuYWOr1skhwBBrJNCm3rWjiO0EWRCi5oB2N9G+ydPbvznBkvCqeetni3v9HbszLcLe7by2lQJtLlrtQulfbuMF34XvhvMmjGkW4puogA9QMfnEOoYQhtBuCKzHAFmFCy8NE9uWI+twAJZhl+ZR1VWFID9XfSpEBmSW9QmgFrB1hY6r7C8kFkUBygA4PAYXZaZecvmlnmLDgYAgO0tywuxefXACszo1ArCmrdIj4DVCgyQVX9ohSwAMaBjiwhjDKGfg6Q9oroX5lq7eua2qvBpeeFEOh/v3H68U2g3Cjo012sXQ0kzVbzDuglLzSjs1Mbs/RhMH7X19FGYjjfG4JpRmDIKs4TIHmIFVqtgEakWwNWjMHkUGVWjAFglUpj+AhnXWy1WABmskBkAFBWuItUCmDiMjMhQAKxaNdIwBteOwy2r6AECjnSW3imYNGVe3AEAoAo1whqHa8eRtnnkyTxSPw7XzZvlRwBGgQG2fQaPwNZ1pZk5BteMwnSXQPyJaAymj8J1E2aywJDFXY8mz2Ryxbe6N/G4Cnu3C3u3b9v727gfCzHCj3cKe3du2tWTyD+mjyGuDvhPdQRuXTLDVoDC6JNZpFoAV4/AlHFEtIkCFF14DddMIfM7AFiB4dhqRAFA0OElmCqASaOIUIMCgIplCH0Urn2B9MhQ2Aw2lebWSZg0CA+pUBMA+zsobwqhj8GcWXPXHNI+g6wf2X4HClAAwbZfb2xtWp5PwdUOeu5IT4uobsJMHjrO4trU82b3ZmHv9u3Hu3awu4W9GORdb4QxI79NFV89F129SBoynBmsnWrNGEwagTtems0AmE1ozzRcPQxXj8CUCWRxGwUWdHYFpk8jS7tWYAUGg9VkBQBBBxdh6jBMHkUW9Ciwoq8lSM0IXDuJPFGgiBno5ObmSZg0BI9soDAAu1to3yRSMwZzZ829C0jjBFwzaqoZg6tHTfQ5s/jICoB1RWauHrLlqud09Q8scfAog/M6mjJtU8+Tm70TOjzVwp6tvFZlAk2UULvw6PlO3fjphe8NJm0E7pagmygw76PDIpgyAtOGYcYUMrMHYAtYWEJYL5CX+1YArIcm6xEM4GPrzCJCHoLrJpEX2wC2gJVXCHcMpozAo2rUAoBSa2YPm2jjSK/UCgBADs1PRXD1KMyZRZ4uIs1TMGEIeS5GIdwv4fZ1CHccJglOsJxa+O4wa8cR+hicULccQxPltirx6C7cxrKzd8eWprYTO469Z+XAQe0YUj1i8tSM1SNGu+FxgIk8bGoQItjek78AU4Zg2rCJMAaPqFEArEoFTBbADSKzBrH9ulGpRJrGjFUCU+UQPCC2AGDdUMNUgalq2MRaQfcRcLiBtI0ZCTPmlUMATOjMkokwZKIITKQhE1Fgoo2YaiZMHQvIs2WkdwHpWTIvbaIAAOMx2vfCVD1sonnx89SI6GMIcfA406GeXZu3e3cxdLd7PainfS+/4yB8u3e3oF2dUDMfRZuv4h3VjMLnpkocNrUsmhEAUBjtmYEpQybasKlqAhZtocCKrqzDFYOmlmXE8YUZsRhpGDESBSaCAH6hRgGwrklgwqCJOAK3r6MmM9DJEPaosZxvGtWgVgAkSnMtz0QeNpEFpgqeqeYFvG4AVgB0GsvwEtwhQgalFj0CgMm6sATT3pAq/yiTsxZFmc627z0L7RWOw2szcGCd7voF7er46rno6gXi4LFPsKZTwApMbctmMwCIEe2agikCE23YRHwBL+2gAEUXV+HyQVP7innf/ivytXWkHgM7BM9oUADQl+twJR8mjsJdUhQxA40EYY4YKwdNE3oUALAqNdMxsEOmqiETecRUPWKijZioQ6YBFXqMAtOhRSAyEQS+efoFtop3mM5ejaLO5DTJsNtSoSNRH9vr/bFTK+zdzmtTJVTPJdQuljzb8VT4pzPEGlVg6hSjehRYDizDQhNp2EQWmBhTyMIBMFvA4iJcN2hkv7RsYGqHWsUyhCEwkoaMNRPwyCYwWcDCElwnMJXzTTwligAgUSPUAYg0Bj9TWa0Wq14BM0ZNVQITechEHDJVDcKt82bJvhW1goMDVL5rRQFAIHRdhnAmTCRfPE+JCEsnu3oqbCnXu3P78c4FB1B7/du04GaHNql2KZQ0Uz6wXzMK04aN1GEjddhIGzbShiHqMEQbNlJthgn7kTZssg+wDaYOG0kCY/0ssoMAAKy8OROJD1EEEHESnty0AmBVq+CqQSNtDFbANvWUimHOsKFKAFUKTDwpCoBVuwFTBUbisLFxxXKAgCMN0jEOVU0hKwcAHFnGZ43EYSNlBFsLog4bqQJT1aCRwDdWDZpK+43cRUSLAKMBlDWMWQAAIABJREFUHZky0gRGCi4QPyPCxlSPmqr4Rw71vNmlL+zdwQTUpcjtMD0Y+Xb1rBw4pI2YaCcOOJaGnH0weaRaJTA2LZiNAFgQtHvKRB40UgRG8gyyvA8AQFck8KN+I3MG3rQX+csVE0MAEQUQQWDC1HNdZqoahEijpi4xajKDTTnMHYPKecbhDRQF4LUcofAg6oiROmwkDkI146aXx1YUgKUlhM4zlvZD5Glkfh8Ai3VVDFMERorAiapzREYfEVWPmgi8w0zOWhRlJrtReqt7y/l2vo1rjiOewNr2ngsE/pFPsEZ3N6i4RhAYW5fMMACICe2YNJEHjZRhI2XWvHoAgBVdXIdL+owcIbJt34YvLpnqMLDDplktCgD6Smwi8CHSqKlXakXMQCuFWaNQBd84rkWtACxLYDLfBpYsgMjDRtqwiTJspLxAxAdWAIBMbuYIjGRPWXqmVKkeNVUOHKSzXkdRp3Hq6bTZLHS+uxf27tzq2cptVcbTRPH0heKn2zWjsPvSzq8sdsoB3OQgSR4ytotRPQqs+5bRWWOVwEjkG5lTsBwGFiuYXzDVDxqoC2bpMQAAAIt1RQJX8SDyoIE+YRrfBiYULCyb6gVQBd/IV1oQAKRqpJpnII2ZnsqtZsSqWIUbRo2kYSNt2EgagqrG4Gm9FQDr5pb5sQhunEVGVRYjAMCM8uZM5EFfMPER0dwioo2YqMNGh3riE/KCc4JuOzgWONSzf79mxEQVQN4aRWCkCiCKAKIIjBSbcdKIgxD9BSw3AQCsC8vGat5xyfNjxhwsgQBA0JcvjeRhqEdiOUKB1QIAAPCxZWjOSB4wlA0aB8TYO3eYMgRVCaDGFfMBAo40cMeYgTCNrOwDAKOiFePDfkM5z0AQQJwXxpoRiDQEVfKgCh5UyTc+7IPYC4jODIwGdGQSog1BZO+B+I6INmIk8A4zOetR5JlMrrigS3+rd/t2786t3u1brlm47a3lt6uv1cxH0eYqBw5pw0bvPhjtPhg9UiUMQmwhsmkFqMU6IYIoPMPDPkPjS7MGBlbIMj0HVY2Y+GoUBjaqhgPzkykjiWcoGzJOYOopNRH4BuKIsUtsMZmtm3ITd9RQNgCNbqAoABo1whk8Lh0wVA1B9HEj64VxcscKA6CWIiyBsfi5gTYLLx8BYLaurZtIQxBpyH+qRheqlQMH2Mdz2Y3Sm91bhb07t3q3C21gtzBuDsMrWId68o58gvXsxglYPsSdQ3YAMCPW0VmIxDM86jc0vzLrYWA1WMZFEGHUJNCgiB3s8b65d9JI4hnKBUZs77kiNlXwDMQRY68URcxWrdTEHDGU86BJHWoFQKWAWXwb2LpJI2MU88TQLrHsm4HVaBlZNFbyIMowRLF5e36wFd7V8xbOwLebTuq5dVrhnzhAcasX0hDEWDbLjQCYLNPLxod9hocDEGMOObQCYEH7Z6CKIWhkAzUAYAUABeBgz/xsyljBN9DGjWNbwISC+SVT3aChnAfxFRYzsEpUcPWAgThmeqpAAWrd1cI1w4ZHA4YyPlQ7ArW9MoshAEzozILxQR9U3AcRRuANxAqAdWrBVMODSH7ApAgc2E8iog4bKQII/87d0VzV04E13/65Z1n/Pm3ERBZA52tVgxB1FBrbsqIAHO+Yh5eMTTOmWZ0FAcCwb+4ZMzTMwRozAFbrstwsOQQoADod0jYG3ecZ+8UWAKwaNUwegggCiGNTT1P7mOHRiEm4hQIANneRJ3Nw5zw8IjOvbSDMCajrFTyyBj+bN7XNmjoWkcVNKwAAOrT0jEHkIYh03kCoI6ZK3mGGs3q6tMLeLawvtFW7a81j6hlJmysf2Kdgu4/zUeUb6C+MogMAANjVI7x5Y4vItLSDogDs6pGWYUPTinnbCixmdF5uVhsBAECpgNkjUBHfpp6rUlMl31A1YuywqaeRPWooHYB6pZZ9FJiP0cU1U4fQ1L+OLKgtwyJjp9hyjAL02DK5YuROG4cVlj0rsBjQF7MQpp7nploxcJjBWcXeuRd0b2Kiae/PrJ4VvIM3AUvgG2onjQtHAACwo0P65oytc/DKHmoFYFuLcIcNLa/NOwAgMDonN2tMAACgkMENw9ADPqae1pdiUznPUDVi7JZaELNVKzUyRwxlPOip3HKEAuTIMv/a1CE0DYiRxQ2zYAaiDEGVI8aX+6gFAJ3K1DJiqDwvTBew5QMHaedVzzj6QtHTrTcpfJIAqhwzLeygAFh120iv0Ng2j8xgH6Ntw8xRQ8NL8w4MgAldUZklB1ZgtapVSD3fQB03jtjVs3bQUMYz8BQWBFglKpjGM1QKjB2vzRYAAGIZfw13COGnr5HlDWRMbXl5CABilcqQthkjc9L47JV5DwUAoKPzJjIPIp43ECyd4s+hniGkmUf9+5QRE2kIIgogosBWKkR7TxyCSAJb72IQsUuGIKIAYi4gagMAAJhh9NAEAAAojIpeGenjphe7VgDA4TZcPwI1LJn1ZgCAdVlsKus3DkgsAIBNLUwagioEEPuVGbICkw5uHzcU90GdK8gm9nshMzAgAAAA7cPMCWhqxwoAAIh198gKowAAABvR+VUTaQiqwty2B+JnRJhNHjaVDxym29XzZpfeUxY6lT2u+G3D8trVCTXzkdS5soF90rAR84GEX9pPqoMQcdjYsmLeQWwBHiEAAIAYzWMLEH3StHgEAAAatYkqgFpX0SMAAEAnl00PB4yTGisAVoncVM4zVI4YO6QWAMCu0sgaNZTxIOoULNy0/YmW0YSRRCeFEPWF8eUuCgCwIugeZLUAACzWdTnMHsJ5Zafqf0TkYWPZwEG6s3q6g3Wvc5dh+W2q+GpRVPV8Oe/grGDx/lcNQlXDxvZX2LdEgAlCj80AAABDZsEcVDNtWjEAAIBSZSILoA4xagAAAHR00fRowCjUWQGwvpaaSgcMlSPGbrkFALAlNzaMGMr5EG0aXtixfTwFYWBNlhczEHkIqn9pMaAAoOjEorGq34BlqSOE84PtP0hjvY6iTGc3ygq6N/G4PFY9Xj1jaxbuP9mijJjcl3ZZ1yvMIaiCB3WtIluwrd6PTAAAgBgsL+Yh+qRJjJGUm2p4hs5XFsgKgBmdn4eoY8bRXQAAWF420QcNjwYMfJUFAKDUwBQeVMGD6BOm5UMr9pEUhP2lltXCe23qWTMbrQAAcHBoUe2jMAAAWHe34OZJqJx/gtR3RJ5gGolDUFzdcjRVdKNFeavnhNgFXME7paZDPR/27ZOHTcQhQ9UQVDUEEYcMxCFD1aCtrxo0EIcgrHcxqgYNVUNQ1aCBMAgRBqHuVbNkF906QneOUf0BOr9mqh04rp00Lu2j6h3L0AxE5htK+cZhhVlzgC6ummoHoPYlRLNvWVo3EgehyiGobh5Z30bXxSbOqKFswFAxDPWsIeoDdPsI3T5CN3bME4sQbcjQtoKs76D6Q3T7GN0+QnW75qkVE40HEQYx/yF7IJCfEWE2achY1n+QxlmLJM9keNl7ntoc6lnav08UGIl2T3BL+0u1kg+RhqFnErNy30ZVt2+ZXjZS+45ZItPqAarUm5+9MBD4EEFgmtJaNAfozJKROgA9XTNr9s1TK8YKHlQhMHKWEcWOZfmVsU5gqOAbygcMHJFpcQvVH6E7R6j+wLyqMLGHDZV8A3MefrVl2TxCd47RzUP0lQxpHjNUuFI1nCki0hBU2r+fzl6Nokxnedp7Ot+WXIXVYeRh6kmbLxs4IAqMZ3LjhOoQVDVoqOBDpGGoX2pR7aPbxzawL5aMlL5j7jwsPkAVWvOTCUMlH6oaNs3qLZoDdGrRSBmA+sVmzb55fNlYxjNUCIxNK4hyx7KwYqQLDBV8Q8WAoXEBfrl9AvaV3MQcMlQNGTrFFuk+qlbCrS+gUp7hxL03BNu3n8p65VBPZ6ouzUb4Zs/WDWzvWbNw78kWedhUdeKJ5zLxCnPQUDVoKB2GeteQjQN06xjdOUJ1u5aZFWPVoIEshF9vo5odpHMGKn5+TJuER9Wo9sCyuGYkj0CP5ahiDx2ZhWh8QynP0L2KqPYtM+tGIs9A4Bsqhwx1Qnhlx7J5iJFEX0lNnJFj6rhxXGXRHdhetc0DVK5DeiYhEt9QaddHfO17jMhb3cXVLmF7T3zWXcCQYT1m3Ordvtlzop4lz/dIAiOBf0QYPCYMHhP4RwS+3Rg0+Nkq+YZKvqFy0EAfhxomDFSBoYJnqOTbzw7abMcwwqCBwDcQMJuPm2fQcfa4kn9cwTsmDR0zxgz1owYC/6jCMcmggTwM1U9A9WMG8pChgn+y1knDovA7IuKQsbT/II2zGkmezuCKC7p0t3oxYluYgdmOI/iad4DNbVPF18xFUuce9e1XDUEE/rHNkxO8x2emOmSoG4cYE66RVvLdqPJtML1TPSLwjyt5x5WDx9QxA2PcQB06qrSPr+QbKvgG2piBOQHRBN6oHtmiwCeML6rQo759bIuU2Sixq6fTe0mX/MRl6YmR26qMr56Los2X9h9UDUG2Rd8E7KCBMGSon4AYEwbS2wLLP64cPKaNGxjjBooDLG5RX155AOsrIuIQ9PD5XgpzBbst5Xfp8cTcmi1db/Zs3rDvPe8+3iIJjCcL8Y/sVDEH/CVZwTcQBYbacYgxbqAO4Qoch9qGlO+r8O32MYF/VMk3EPhH9BFDw5iBPHRcwT+utK9FGjLUj0OMCahaYEtaN6/OFlHVEEQYNMTVLmF7T3zWue49Hefy2jcSaxdCSNMPnu5UDRoq+UcVvKMK3lEl/6gSywP+kS17bMYxNqaSf+QY7NLKBo7K7UbZwFEF/8QuPxlmKBs4Lhs4ruQbKnjHZbzjcp6hgn9UwT+qGDgqs0+CLVFuv7Ccd1TOOyrjHVXwj8odwwbsxwdOvMIH4mdE2BgC3/Cwby+NvRpJnk7nrmPq6bJFOrXOHer58NmeCzG7D8fOPhydiaqDjAvVcp6hbOC4nHdcyTeU26geY1QduCqcqZbjqJbzbZBtLxzuFfRI1TmiIx8REfjHD5/tpbBeR1Cms7jS/C49Rs/RHDcnvOF+r8prU8ZVi6Jo84+e7/sEe+zuhkeqHsGWewZ75CfYCp4r2AoXsE45eSpYX6lC4B+XPNtNbngVeaKennnic9Wx94ylz9/u1VcNGtyWNtgdMODcOAVmOe+ofOAkUs8pOnBczjsuGziq5BsqeIYy3lEF31DBP7aRHDgq4zmh8Jii2LBye+27pKgXmKdEVMk/ruAdxdIXo6nC7BYFPvEuuCSro+HVkzBoOKmoAZ8N53o5z+2Ic1meNPdhHkfizlbgDZ6ThjpN4tE9npvhOyLeUfnAUSXfUPJ8L5W1GkmeTuesF3R62Hue2nJbbepZ8nyvgn/sy9V3QfW0YXiqFW9C1e+IKgcNJc92UxteRZCnM7mSM6mnM1ibej7s2z8zWJ4bqHcDFq8mnwPY4qe7yYyVSLLttuRt245vBd2bOS2KOJootmb+do+eMGg489IeEXmj5BG+x2FeYJa5kPTmqo8KOi2iCv5xOaaeFGFOswKPy6d61i2EkKYfPNkh8A3O8x6W9x+WDxyV9x+U9x/YjIHD8oGjsv7D8oHD8oHDsv4Dl4Y7e1TWf4jZuFMH2ORltqm8zeBxoUP8DE6t36Or7qR8RYStVTFwWPxsJ4X1GlPP/E6dn4rpVORtqnj6XAR1rvjZbgXv2JOrh+6uvjkTbExZv48Z3BeyGZ6pDjhcPfRK1Tt8h6sVvMPipzvJzFcRFM/qWdCzVeBmeFPPSNp8yfM9n2AP3cH6geXQGxZHYrvN4IP/2wLrK1UqeIcPnmwnMVYce09/8rOgezOnVRFHE8VVz9/u1rkVvn2h/kNbgTheYntEnkhi8R46EzvAoXPMcOjHDIfuM2D578XVAzdXfUY04BoRZsTQF6OpwpwWN/Us6N7EenzLbVcn1s6HEKeLHm9V8jyE5LGV4oxS5yMuw0r9GFbmPMxH8zHDGzbH/OWe1BND507PgdRxFjNutCrja+YiKHNFT3Y8quEbUj0H/H8vqvbsP3yAqSd5OpMjzu/UuaBzL28Hbfwwm3pS5x883T0r2FJndP+vAVuEqSd5OosrcUlXb1Tzu/Q5LYo4mjC2eq6wW1vhd+G7w/Snol3gexv270LyZOaBw9L+g1j6YhRVmN0su4lLvAs3ne/tjpaLvXMnTt97vFXOO3rUd/Co/+BR/8GjvgOb7TiCb87DSvttvcM4udy/GZxav6drT/Wnz8uwM85Q1o/V+Yl6FmBljBFzV0w8VfswTD3DKXP3n+yUDhy6+vbmVPt8zuCO9NxMvA07Y0Sl/YdFT3aSmCfv3E9wYfchZ4D4vSf+5nSjVRFbLYqgzhc93T0zWDvVdw7W46l3Bvb+4+3rXtTT213foZ4x1XO3urXlvCMPS3tc1w0mnqQHmKfN4ErSBwp/ZvOIzr8ZSvsPH/UdxNQsRlOFOc1yPLoLJ5nas1XQs5XvqPM29TX6fAhx+m7vVunAUUnfwcO+g4d9ByV9ByV246Fb8zGsxPm4nzOUPLf3zw8e9dt6F6Pk+cHDPlvvPluJT3/8iQg7/qj/6P6TnaSGV5Gk6XTOel6nFmOV372Z71LkWCLa+3xHanZv3mizqee9xzuP+g/Px8QH1RKfM5wgfWOqb+tVftR/eO/JThL2uSdHktepy+/eLOjBkNoMx5F8HFiXdqNVEVctiqDO33+ye1awHoe9C7C2AZ8b2MfbiYyXDvV0h3bS7Kmb372Z06yIo4piauYLurWlA0ceUbiv62OYjxo8BSaOpDeY3kj6fgXP5M/D/sOSvoPomsUoijC7SY7ndiHfXuH53U4J6lDP2z1bD/sOS/r2i5/tFz/bL+nbx+yTI89tfcnzfacc6jsofraP9Y7xjsudZzjA+pLnB8XPT4zi5/sl9t6lOVYsfrZf/OwAP0PJ8xMDP0kxNvi52+qnRtSHvWA49WSv53WcXz3DKKI7vdslzw98MvFB9cAbVdxUB+5Ui23GW6Ba4pOq/xE96j+692QnifEqgjydwRHb1XPLCSl+K+ql3WhVxNFE4dS5u493zgzWTvVdg8Vm/tzA3n28nVj/MpJiU0+nhHTJW3vL797MbpbH0UQxNfP5ndqHfYceUeDXtS+Nlcm+c+EfeGToXPgHGBAM46mF7wITm8FxW8Ih9VT4XmDiI8LBtEV0op7U09TTUee5bepE+nwIcbqwR1/ct//g2W7Rs92iZ7sPnu0+sBtFOMN+fO/Bs70Hz/aKnu0XPdsrerZb9Gzfw7Cnu0VP8cY+1tuNvQfP9vBjHFc5LinCG7blsLX2cW64LmS7ys1/3xFhsxU/P7jzePu6i3o6c3PfxbuqZ6tNPQt7Nx8833NeyIcP+85U97xRxeHdc6da9HTPBeZpVPecqe47qOJfR3eqfkRky5Pi5wd3ercT7epp2yK5fSTiaji/nbe9c6eJwqlzdx5vnRVs0ZnB7jmD3fcX7LPPAey+A+ztni1/1dMONr9Ln90sj6MJo2hzue0bxX377kt7dABLzgf2oPBhPvAEE1f4e1iuYvmJIXUvfO8wT144R42clti+InrgFtGD5wdFz/Zt6tksx2edd/VsVyfWzgcTp29264ue79v++/Opzfn/RDsdcRn2xI9hzu2+vXcxHP+o2vZPVvH/t/rNm93D+0/3Cnu2EhteRZKn09m2zz3zcVrpT8tpUcZVz4VRRLd6Nu8/23v7VP0Z9h+E6lMH1c1ExgpePfF17jdYm3oW9m6dGewTZ3TvDKzj1OcD9lb35rX6l5GU6UyuJA8H1sXAt7wufXaLPJZqU88zFL47TG9BuQ87LXz35PSWou8C5v2ne/ee7EZVL0RRhFlNMjyuC/ndm/ldeluPGd2b+V2bN9rUifT5YOJ0QZf+/rN9P/95pJ//3/x8Df//u+/gjDvY/2Zx/ANLe+9y5NyLYuti6nmN4bT3PGtzqOfNbv29p3v/eaneeWOqd0+oYuo5lcFZx965nwusTT1v9WyeFew9Z8LvDuydzxfsre7NBJx6+oMxr0uf3Yypp+hG+4b/he8O8+2S9AbThaQ7zDd/BX2pZx5GDYfPlo6tqms188HE6fxO/b2n++f7X13vruH/6YXHf4Nx2+3IG7a7T/Zudm9eY6xEkqbT2GuYejpw5XXpMRt/BH88v3szr2szp0WBqWdBt+7uk71/d4znpnr7LVLt2rxW/zKcPJ3BEed2aN0x4knmYUb3pouR3SyPqRaGU+du9ujvnvYPOP+9wPr4ry3vAmxBlz6+bjnCrp5OGJ0bPl2zMPWkinLaNv4DFr5HYnfcjricekOSdx7vRlYvRFKEmU1yfNZdcKlz+4nNnDb1Nfp8MHE6t0N758ku7jHAu/YHWe76fmiYj4Z7GiY28/abzObHQtvuC+Eep+9XRLcf7xR06a/Vr4STptPYa7kdWtdKdq5tj/ek7GZ5XLUolCLK79Tdfrxjd8npKctvEqxzRO+QqreFcM/bP0kY31TzO3UJ9S/DyVPpnPXcTt0JQ6cbj92w9y6Ec1oUsdXCMMpcfpf+3YN9o+R/e2B9RYSBja9bjnDcltySM8/H3pMqym5V33myW+i5gt4E5q7zbG/00vi9EP5/QJwtIuyR+3b1lOHz8ILrjciDempuP9nx8mgW18dhOBuen97k/ugHfHN5XonHZxn4/wfmPmfwP6KtW73bhY+387p08fUr4aSpVNZabrsGX+ROuyH327udanaLMq56LpQsyuvQFj727cl5qHr887uzMPk8qW7bqHbq4lzUE9/wtyXvLatZHkMThlHm8jt1hac44+7Glrtj7was04TvGmxupza2bjmCMp3BleR26vzBmNupw/aekVRRZqvKv8L3BtNzUN4K3ycK9+U8p6jPGfBT+YjIFSZWpxHVC5GU2cxGKR7Xhbwu/Y0ufW6XPrdLfwPXsltVCTXzwcTpG+2awsc7J19R9vKlZd9fKPHw/TJvX4F2Xsif37e6fk3duz/u32b3P6KbPVu5Hdq4upfhpKk01tqNds0NZ2IOhhhZzMjFncrt0mc3K+KqRaFkUW6H9lbvtsvfIL4Fqji87lTP9FvsN6Hqf0Q3e7ZutGviapfDyVNpnPUbHdobXfrcTj3W53Y6qtqJ6g0c3twuvW3HRBOGUebyOnX/ccF6JPbOwOa0a2LpSxG4j0RwKnliOGjf6NLndOqymuUxVGEEVZTZqip8vOO+tMe/VjgzTO8ReS58LzDd3fDoD/6s74jcZ8B+DK+ej6TMZjRK8Vl3wUUC3NUzu33jZu+2jw/4/iM39/cp7u+m/YyooGfrhl09U+3qieWco9TxzfVsl/5Glz6rSRFLE4WSRTnt2oKeLU+fjf7noOqOF++//xEV9GzluKmn0z2p00lM3QnbwcpjqMJQytyNDl1B9/8P1gY2tnYpgjydzhbfaNfiE9Jby+nUZTbLY6jCcKoovUV5s3fbfen/FCTzPRW+N5inksy3q2dmo/RGpz7XTvJCDpaInfobnU7VjqlnEHE6s02d37OVi9tAubQ8e+90cztLc5qhE2d06nO7bL37JS7L5Xma7YbzbsVlJ3imiPK6N7PbNbF1y3j1dC91l4L3qJ4hZFFWmyave9OHA3leDP+ReqDaeQLTH6p53qnmvUWqbZpYTD3ZNvXMse2D9Dn2zMzxck+yrdvpUE9Rdrs2r+v/u2BzcWCz2jZi6Cfq6ah0B9Ub7jekDl1GkzyGIoygzKU2K08tfG81eCaYeV5g+iDpj+Fe+KfC9BgRVqfhtPlIijCzUeqo5dxObO9pT1aMLGZktajia+aDiNPprerc7q0c+yn35vJ63MDN42e74Vwnfs7gbZj7JG/iz0nr2sxs18TWLUcQp1JZazntGt8X5noyMm3qKcxs3bjRtXlqaGdl4nuGM13ocskb+uOLapsmlr4cTppKZa/ntGtzHNnYhdPQLsd4e+9sZDbJY2jCUIooq01zo/M/KFgf9tsCm4MDm9G6EUNfCidNp7HFOe1aPDGnOxAuS3M6dJnN8hiKMJwyl9KszO06pfBdSv4cnp91Bn9K/u36g9VpGG0+iiLE9p6OrLvgcqt3NJt6Vk2ntahyOjezOvTZHbrsDl1Whz6rQ5/daetdW4cOuxwbnGPvc3A/uhzJ6dBld+qx3uOE2Sez6bE+p0Of7dp09l53cpXP2fyPyBFURvtGTK0v9fTximK2Qz0zWtQ52Lo4B96cqpPhjSqe0ruh6n9EOZ36jLYNf9TTW51gxzOb5DFUUQhZlNm6kd2xeSY3POfkf36w6S0bMTVO6pnTqc+xV35Olz6ny/VOme1QT+pccrMyp3PTfWmP6+a4lqoTSXeGjsI/geCz8B0wMYA53kh6g4k/e8aIcro2szt0YdT5KLIwkyvFJ94F2zg7xOwOm53ZfKKeWZ2bWR3azA5dZocuq0Ob1aHNbtdhfXa7LsveZ7XrMjtODMzGH8Efx5/Katfae21Wh/7E6NBnduiwPrNDl9WuxXr3YVk2FrqsDl1muxbrM7EBeMM+CRaInxHZ/OzUp7XZ1DPZrp7ZHThuHXqXI/jjOZ36nI4T9UxvVme16zEfHA44fMg6L1U8Xg9U7UjfnGqmT6ruEXnLk6xOfVrrRjR9OYw0lcpaz27TumB0aY50xeftDZx6prdsZHecDazHnHwnYG1UPyew6S0b0TVL4WSbevqz+cru0KU3YeopTG6SZ3Vuui+NXxff3Im5J63LKTtJzzDxJL3DdCLpDtPlWo8wfUeU1aHL7NCFUecjyMJ0rhSfh6erZ2qzOqtjM7Ndm9muy2y3eZbZZu/btBn2PqNNm9mmcxiZbbpMm4GN19n6ducjrk2HM1xmsPcuRps2o12H9RntugzMsLtk98fNB78jwoLKatentWzE1C6HE6eSmWs5bW+knmnN6qx2vd2Hk6UxI+PcVPF4PVDVOeM9P1WnyT1QdY3IW55ktevTmjei6Muhb6ZD30ckAAAgAElEQVSeGU3yaJoolCxKb9nw4YZHsF6wvAOw9qs+L7DqqJqlMD/U8yRX23XpTfJoijCcIkxqlGd1bHpYGreuc4npvKaoO0wPJN1h4kh6gelKEgczs82t8L3B9B1Ruy6zzYt6egOa1aJKqFkIqppOblRltOnT27Tprdr0Vm16m2tLa7X1aa3a9NYTI71Vm96qsfea9DatrW9zPuJ6Snti+J4BN1WavU9r1aS3atNsV2k9zIkPxL+IsKAy2nSpzepo+lI4cSq5YTW7VeOuj/gj2fZbUTaOqkM9U5pVGW06J9/eClV3vO6BY2ffkKo7XvwpvyPKaNOlNKmjapbCcO/cnTA6N2/CmtEoj6aKQsii1Ba164t+mhtnxXJ+sLYBnxtYVWT1okM9XdLVc9626zKa5NEUYRhFmMiVZ7TpfCyd1npieIKJ4+ANRZvLGO+F72UGF5IeYHpUFe8ReUiPNl16qzaUMh9JFmbY37nn2Paenj+R0Wc2K+Or54Oqpq5zlWmturRWTWqLJrXF5ii+YQcdZ70Nc2otmrQWN8P3JT5bassG1qe2bKS1aLD+ZM4WxzC/XHU/m9qiSW/TpjSrohzq2aZx/zzFqbmc7dRnd+ozGuUxNFEwWZjUpEpr1TrWemtU3fG+I6otvqj6H1F6mza5SRVZsxRKmkphrWe3aVzQ4W/1Oc6fVOLT1aGeyc3qs4I9HcV/WrAR1YthpOlUG9gTXNn4ezz+Q8Z2bXqjTT2vcWRprVofS+Or48wwPcX75iQ9wDyLq+7lltqiwdIplDIXSZpN40hycIl34WSL5Cyjmc2q+JoFh3qmtGxgM6a0bLg07KDjLH5Yqr1Pxf3ocbDHmd0Wcp0t1ZMPqTYDf/Z0V31EZLNbNUlNyqiaJeydO7b3PElHD4qJp3pS5A71TG3V+gj8fFTd8b4jqt6GnTUijGpkzWJoFaaeWtdfBTgD9Hinz+7QZTTKHOqZ2no2N1K8EHjrYD368A7BNiojqhfDiB7UMwtnZNl+kaKzqWeTPJoiDCVj6qnzsbQPLJ5iOVsNupD0/dLgSLrCPNMr6FGXMCOEMhdJFqZxpTm4rLuAcXTQzG531LkyjjYfWDWV2ChPad1IbtlIblEnt6iTWzaSWzaSm9W23qU5DroPc/zocqRZndxi723ze1nIZQanqXAzOH50H+w6v38RtWwkN6tTWjXXm5SRdvXMat2wsWrXOaA5YGZ1YJ/r6+wf8GOpqUvH1JMkTGxUOLvkxuR8VL0x8bHQ+aji/fFA1d+IMKoRNQuhVVMpzPWsVs0JVUdC4jg7wLq0tEZZDFUUTBZeb1KeGeybYDkT2JN1PxewjYqI6vlQ4lQKaz2rTYPHhdNN5xtSuy69URZNEYZRRPEcaUrrhoelPa7rI153hi4kvcH0f4YW56nc/WnBG+eJKIQyF0GeTeVI8BgveK3zZmVc9Xxg1VQ8W369aSOxUY1v1xpVWO8wbKea1CdGkzqxUWXrbQNULvM4XYW/xHEV7si1RhXWu6zuNgPODaelffngK6ImdWKj+nrzRgJXEVG9GEacSmpYzWrZyG7XZZ1Utd6lOZ89Uc9Y2lwQSRjPlrs78M6pOpC+BarueD0gPTUijGo4bSG0aiqZtYYVuafNkd6eso5fszoZNvUkCRM4ijO74Z5v7waslxneGViOPJw6H2ZXT3yZe7vrZ7Zr0xpl0ZTZUPJsLFPiT+F7helE0gtMH4ntTNIrTBeSHmC6K4CviDxNvpHYpA6hiCLIs6lcGT7rTlfPOLbM4bfHlsC19e7NcdbtEmUCV+kw3C9xXOV0xN5fw846jEbXC/GXezt15oga1fEcnHq2ahwSaTPs3x3Bfq+X1WHr8UYaVx5DnQsizcaxZefx4TSqeLzeLnFlci6q7lOdnypbHuasng567i3b3mOG7Zsl7bo0riyGKgoiCeM58vOBdQntnYD15MO7AxvHlodR50OJU8ms9YxWDT4Ps/EGDmxGmzatURZFng0hzcYwxf4UvjeY3jz3VPhKbygScAw9wvSmGB4hnwrTZbC9qRO4qmCyKJI8m8qR4LPugss3zhxpmt6kjKXNB1ZNxTClWITxHGU8R2kP+6TF2/t4rjKeq8IZqniO0tZzlNgMtktwR+I5yniuMo6rjm1UxeGmcox0GY9bV4UtZxvgz0K4dpaIVPFcZXyjOo6tCKteDCVOJTWsZrRsZOK+I3Y29STOxjJl8RyVS0RvThUfdTxXhVGNx03ozuR0qrYVvS/kRvUMETWqY9nyMOpCaNVkEnM1o1XjyE7XL9+5qaftlo975x5EEsax5Gd3Q+Xg+fmD9bXQG4JlyUNx6um432Q7N2/qGd0gTnDz0H1drzBxJN1jdJCM5api7T67wHSp0BPDQ+GrTlnIP5jxnmGq4h3qyZZktdv2l1kdugtut3etXT0VsbQ5TD3juao4tiKOo4zjKOPYCtfGsfccbIzDcG7YDLZLcEe4ygSWLJf+6kaTLrZJE81WxHPsczousU2Cn18d2awLa9qIZivi2IpYrjq8ZTOsWRPDdYzHT+JptjNEpIzjKOK4qliWPKx6MbRq6jrjNaaeWfZvkGW1aTE7y9N3yhwSkN4oj6WJgoizMUyZK5O3QtVuxHJViUxJHv11TvNmdKPaRtUdvgtVtiKqSRfWrIvkKOPYiniOKqpRG9qqj2xUxXIU8Xiq3l6js0bEVcWwZGHUhdCqqSTmWkbrRmY79rV2rf2epM1q12bjSDp44o00rjSaIgwizsay5Gd3w42qT7DXGyT5tavZzZvRjeoY/8E260KbtVEOsE260FZ9JPddgmXKQu3v3DNbNVknYJ0alqhZ7VpMPVO5siiyMJg4E8VYj+eqfC2Nry8fMN0Y2oNSxbLWbzLk6RxdaJPKV6ni5o/nKKMbtWEt2kiOMpatiOcoI5v0YS36yEZVLFvhwtx1tlNhcjzCVMZxlEFkYQR5NoUjycJl3QUMWabjK6bttm+HOtQzukESx1HGsBWxbEUsWxHDVsSwFbEsOdbHsuQxLAXWx7AUMU6GPJatwHqHcXKco4xmK2I5iiiu5hrjJT3r9vzVu9zyuaRGTaR92hi2MoatjGHZlo7FpmLJY9iqWPokrbCr+f5ENksZzt1IqRHVZ1e33RcUMGQxHFUEVxXJVsawbN46jFh772KcFhHmjCKaKQ2lLYQSp67b956u36N2+nozrtkPpmJvMImz0Q3SWJxLJ0u/IVX7nJGNuiT6NDf5xnxIGZ3yKoG7EYVx8EVVEcWVPbzX3nazu7hGEs7diGat3C7pfJraRiS/TmArozmqCI4yyrauL6pniIitiG6QhlLnQ6smrzNXMfXE/8mN7ebU7okqrqVxZdFUURBRGMOUnd0NuQtP32BTqieaE7PnQiuptLV4rtovsBxp6Z3WtluP79Ml4dyNaObL+w/an6Z2VFJX49nKaI763YCVhFDmQolTycy1TJd09dLw6hlRvxbHUbov7bKuN5h4kk4wOcpotjyWo4jhqMI4y90RiUuB96rI8ohGFT6QaFzs2CqxbEUMWxXd8OpW6ePOvL5i+nocRxXJkZXe5nTnthKor+O5qki2MpKrinYwdCbpDSY+Im91F3iinie4Lrh+vd5W7br0JmUcbT6QMBXJEMewFNEseTRTHs2UR7PkNtt+JIZl62NY8hi8wZRHs2y9w7AfV0RzNBGNukDuRmCTPoirvHW3UvVPXzz45OFDqupyqz6IqwnmakIa9aEtm6FNG5EseRRbFcpRh3DVIRx1cNNmaPXj0YvB+wGPyrg7n7XtpxCervz469CnjyqrpUHteyn1yiSWKrxRFX3yiipiWIpophzr8f6fHpHNVkQ34NSzWe30VyIe/m5EZ+9P/mIhlSuLpogCq2Yi6yUnK7KcnXkzquGNuqBGTWDzVjBnvTQrf/e9L2lCmPl1GwEtuiCuJoSrCWnShbToQxs3oliyaJYijKMOxag2agJadE2hgeZfhPSWvPq0be8Ke5GUnAi+8+Op+7OxjZu/b1Rls/XX2BthbLs/3qj6HxFLEd0gDTlRT43Lth0D6DBwYLGzNp1N40ijKaLAqtkohvTMbjBdeXoEG2YDux3CWa1My9r/hy8rI5qzGRsBLbpgriaEqwlt0oe06EMb1VEsWTTbCezV5o32q5+afx3dVrr6SdveFZaInhAD/uXnY8Xz0Y2blxtVOezN+LcNNsqunknMtYyWDeeEdGoY3sx2bUabJoUrjSLPBpNmIurXbKuzfJWJN5h4kvYjsmimPIKjiWzUhjRqghp1AS2qR4nXN7/1VU101V3O3tVGbRB3I5irCWnajG/eDuOoI1iyGJYyjKMO4apDuergps2rrIWKtFzjj6J7CS+jW3YuN6k7An9t/f5nQ4XTEZ17MSxdRr08omkjiuWBpFeYzoF4jCiQJAwnzSazJZm4xPOqnml29QxnSKKYiqgGeWSDPLJBHoU1pr0/R2uQhzSq8h8NNmRzKiomSsvGignCBxWCqR/+Afhffz2czCqhzD0qGympmiEUclsSHjQ8mEppkCXWLd+izN0jzd4lzt4hL90roS/86Jf7v8xl017l1bysuEXe+MYfmH9awC6dLnnYMBgUNZxYU0yThLOVUQ2yKKY8qkEW1SCLbJBjPRbI2SJqUERi6om9c29WO+/ZdS67eM9UufIYqiiwaia8XuLw4cSB81OVRTXIQxqVd+8/ZeQ2lxMmS8tGi0iLZQ/aVv75AvjSP/bmdZeQZh+VjRQTZ4m5Na3XymrK5q6xlbGM9RvkuTtk4V3i7F2SqIA2P/Drb1u/95OxmxM5Na/uEPq7gj9E//FPlwv6HxJGa2JThJfTmx+MJbE14Sy5D6pniKhBEelBPZ12Q96puqinMLBqNoIhfctgmfKQRsWDuz31ea1lGFjyUsU9zto3L4Cv/HPnrSclpNnSstFi4iz5BrX1eiWtfCGBrYxlrN0gz90hCe8SZ++QRDepQsHP/gH9/m+GCieza17dqXj6JOD71m/+j/nbQ8WVQ3UxScIrWZySF4lvFyzDvvdkrWe0arxhxJPMaNMkc6VR5Nkg0kxY/VoUU+Fh6XMXPksZyVjNqOzj3B6oLB0pKR8vLZ+5VdEl/NFfgO98e+au8A5h7FH5+MOKsfL73MfXCbTymWssVRTjdQ5t/h5JeI80e4e8VFjZ3xIRafrmp4J7ww9oLwvIL8Z+8VXw3g+mMgR3KQPNCalTwTmsR6J4piKS6UrSK0w/IgokCcNIs0ksSWabBqee7djWyRVoKvbOnTAVXi+JZCoi7FoT4dYi7X1kgzzS7l9kg8xuy5xPySIbVJebVxticgzv/241rXbuOlmUXD2TTHn5mw82v/f30rCs+dSGyXTmYDZh9SdfBn/+X+DAmqrqtYLSzsn4sqVrxJmUmqkM1kxM4s6/fLj7YdZ0Dns8o04UFot+8Q/R78YJk+gLoUGH7/8v64dR/XdnYrkbYQ2yyAZ5RIMswm5EOvvsR0T2SxiSEOo8Xj1dm2P76bwPdahnqrN6Rnhx4BxUIxrUAY1LPZdjj38QsJJRP3edKEyhzySWvf75P21+/6tr0XfnUhkTGazBjIfy9/8v8Jd/shPTcoe5kUid7kwuW4wnCFOqp1PpY5lkxfe+Yvruj9cTGSM5bOG12xs/+ILlvf+mjCNNJT7a/t57yN99WZbIKq7XXmUqfFA9S0TyCIYkmDIfgqlny4bH8vZS87oM3Eci0VRhIFGIqecZ3ZC58cSBZaqucBf6Pgk//nHQy0zGXCJRmFo7m/hw7af/uPnB36/GFs2l1E9kMAfTH6j++Y/A//xzXULXTbb2OvlFT1LpYgJhNqV6KpU+lkFUf+f/Nv7bL1evN4zkcETxBdrv/zfLN74gT6BNXXuw+/7XkK/9nSS56V695m2CrZcEk+dCiZM29cQ+2WzXnpS8W9VntNr2noHEmdA6m3p6WzoSZ3iC6Zy0DFkIVx9Dm2gJu2i4eOPlNeJMMnn+Om0ipWLt4m92f/6pMpY8kUobz+SMpTxS/fBL4H/+1WYc+1adOrx6tCOD9DqmfCaleiq9YSq5RPyrX8LfDF66TpvMbBhLebT97b8CX/6uJLR6IrlA++OvWt7/N1V8ex5DEc5URDiTPBVmpFeYskCSMIyMqedJ4rnuPV3U8yphKqxeHMGUhzNk2PLhDNcWYe/9bMFsdWYRde77Pzz+QVp7yWjd/efMu09Zd582FA9VPxLUF/Eb7j7tKOwXxCYof/Anxz/8xVhqeyn1dVZpNy+6WJBU8zib3ZPX1pWcoXz/h1s/SXt6q6M9v40Xk2b62/8KvhXOT23k3nncdKu7O7eTWjZznakMsXuIhYAP5IwRycPrJcHU+dCqqUQv6plu79NxP+JbClcWQ8HUU+zwwd2Bs1INZ8hDWIqCm8Xif/5g+1eFjaXj9feeMe8+Zd19xigZpj0aZtzjN9x52nPr2XDEFf2//un+h7/n5Ty7U6eKp0yzk4vHE0jPslg9OZyOAvbL733V9J0fLqc0txa0d6eXzP30r8Hf/5n0WnVnfg+rsLslv7X1/mh+tTiQKfdB9SwRycPrJcHkuXOopxNYjjSKIgwkzoYzJG8ZLFN6O++2/Jsf6D+6zy2dqL/3jHnnKevecxzYJ703n4yEfbr1vT/b/dnV/rz+m4yNa+QXTUlF49coTzGw+czX//I3pu/9Yj61pbWgvTvt/uKP/wf4+l+Ir9e3F/Swb3W35Le1FI3lvF2wdeIgsiiUOGl/5+4HSWf1jGDKfSwdgTNObWENyhCm7E5ekfpb/8dueEVzkYBe1Me6+4R152l9sYD+cIhe1Me+87SzoGk0Id/y93+9/WHUSOaznBppWM0EO7VyMrr8SRanJ6+1M5vw4uNfGd+7NJbK6M5r78ihK97/C/DX//g6kMq929t4q6c9r4N7h5dX5+Szw/YNM8IrTFkgSRhOnk1iSTLaNA5cFzJaNelt2gz7X+A7VMChnqF162ENsjCG1HuT2XsXw1NrkP+eu8YOC4W+9K2Vq9WPHvXeLuq7X8IvKuEXlQwVPRy+XTaYW8J+Gp27872faC8mNVesBTXIQxqkYQxpKEMWzNoIZquDOfortNahT7JmQnqC23Z+37KbVPp44fvf1MV33qCtXqOLY+rlwUx5qC+ffTf3QGRhDFlovTiIMudDPb01B9hkriyaIgysmg6tWz+jD76ohjbIA1iLTz75NfTVH85ENRSVPbld1FdUwi8q4RWVDN1/OFJYNpBfVDcSmrH73R+orhTWkOQBdj6hDFkwUxnM1gSzNZea9dzf/k5zMa2Wcfxp09alhvmHyWmbP7nEpC6n01au1UnCmIpgHy/ueSKShdWLg8hzIVWTiQ71bNXY+laNo6r9Us+qmdB68dnd8DoytEF+pWFu4HcfQn/304lY1r2yJ3eK+ovs6Xr/4fCtsv6b9+njQWm773+gDC4ik+WXWfIwZ7BB7I3LTZq2X/x841IepeH4k6atSwwhISFx86eBddWv06gvE+qkYUxFyNsGG1onDiKLQoiTicy1tJYNR6W7GE53+lZNCkeCqWdw7ap/he8XzCC2JoYy1hj8W8P3/mE5u730wbM7xX0PbCnKv186klc5XnKzfuRK0OZvLx18UkEmrYazVcH2y0OYqmC2JoizGcCYKUm9pf2wKrdaHtC8eYWrbrn484PfpnFLVyPqVpPoshCmPOSNCt9z3V31qJ4O6bQla6sWaylcRQxt7iphKqR2PZQhC6mXhNZLQ+ulIfUSzHYcCbUZEjfDY5MFMF49uNvdmt/Tknl/4cd/o/nRRfFHkesfR61ejF35LFX8q785fu+/gC//kfFrPx0KeRzC3QhskIXUS0MYsuD61zmlvOJiXnH55IM79S9iisbSW25Wjt6qGHt4v3sg7tFQfg837e5K0ANW8XQkWx3I8OaDFO+/HxFhtiykDlPPyUTG67RmVYb9kTmOZ71gBj5B7c9usRlJHGkURXi1ajqkdt2xosOBc1MNqZddrV8m3GxrKXzakZT26gd/u/GTS+sfRa1/FPn6k4SVzxJlP/8z49f+d/CVPzZ8/bOORMHVJm0gQxpSLw2plwUzpNGU6Xslz0seCgoqBU8jC15GldeXjOWVj98r6WdmUWeT6uoK2TOfxk9mP8mqVVxukIecRvUsEclC6sSBpLkQwotrDa/TmjcyWrXpbdoM+yNw3KvdnWpaqybZBnYmpE58djd8hCMLrFsi57c0337Wde3a6gdf3PhJwPrHUesfR77+5NrKp/Hyn/6J6e//q/Urf2L4hytNKWMBTmAlsZSp+8XPix8KblYM9oXlLcUS6A/H8son7pU852ZSppMZtbcaRJ/ET+T2pdUqAt462FpxIEkUQpy81rCa2qzGE3NpDrBpLRtJHGkkafZq1XQQfTWUIXNf2m1dv2AGNygjafMld9u6CnqYWcXrP3hP+5PfST6OXf8ocvVi3NLVFNXPvm/52//N+uU/NvzbtyaKhPENmssNspB6aWi9LJApTSS+uP/geUnZi/sPnzSlFK3F1JQ/4heWjxaWD7ckVUykN7Xk1YyF5r5I7UplqgIZMh8kT4vIc3rY1JMtwWfdBbti2nQTezBURqs2mSuPoomuEqaC6KvB9ZLgOklwnTi4ThxcJwmuk4TY+xDcj/Yx+MH4ZjsbVCcOpa+H10kia5YSK0aSK6aSqmaTCDPJhJm0CsHzy9+Av/zn27+5xX0wFl8ju9SgCGTIguqkVxvkYdQR3i/f3/7XDzS/DpN/HC//JFj3g787/PbXNL+JkP0uSvJpkuzj4N1v/Cn44h+tJDNyGfrfM8SevJI4++NPRLYxQbVrgWRRKGEyof5VapMKh06TYX+sVkarFntei0t5u6hnIH3NxbeQN6YaRheH10ujaPPXK0aSK6evVwmTCLPJhNnsh4/Hf/tXli9/RX2ppObhdFSt4hJTEciQBtVJAhmKUPpyeWaO/N++tPnT38g/ipR+dl3zw/cPv/bF7e9fkv0uUvZxnOSzSOWH/2T56h9YfnWronwlgKUIcsbiiar/EUmCateukkQhBFuRuzz2xvHYMSw/03CEndKVLY0iz16tmg6sXT87WHeqHsHO2cHOJhFmk6qEN4o7pn71BfNXvq64Wk59NBuBga3HwCrDahYJaRmqf/2S/mcfyT+OlH52XfvBt4++9uWtDy7LPoqUX4yXfBap/Ml76Ff/0Pzb+w8rX70rsHb1zLDf493v+g6w6S2aZI4kkjx7tWomsOZVcL3EfWmPDviEeZK6YbXiiFpJePXi9YqxlMrJpCrhdcJMMmE6q7ht4OKPwNf+UhFSWftwPLZeHtCgulovDaqTBNfJPmNLiHEJmm9/efOXQfKPouWfxCh/9aODb/3l1k8/VfwuSnoxQfL765offNP813+w/5tAOlV9pV4a5Oy2WwV5jchb3V0hzoaTZ6+zxI5H52W0ai94exhXMlceTRNdJUxdrVkNrJNcrRUH1ooDa8VXa8VX7YbtCH0d610Mr61OGlAvv1Qvu8RQfsbUfspUX2RrP2tQPMipWvrxN/c+imkpGLhOXQ9tUF1ukAXWrgfViq/WSa7WSQLpK8kPn9940Jf9UJBdOhlL4vV8dtX4rxe55S8yS8dSKmYySvpaL/0M+sanXTmDYWz15dr1qzaH1z247XdE9iOSQPraVWf1xGfhKU/iatWktWrw6hlYK7nq7MAbUr1so6r6jKX9lKn+iKO/UrdGTC5c/8F7O5eyau+MJFRLgpmqyw3SwNr1oFpJYJ04sFYSWLsWQ5zIevA4p4SX/Wg0ibj4KCFm46e/Wo7vSS4fzyh7cZ0wfie3aPvrf7wVXZNfrfyEIbEj9Ur1LBFJAulrV0lzwYQX1xiv05rULs8W86Ge+JbEltjUE5v8LG74ooqBZbiCvVq7Sk3Mk37w3lZAHu3uWEK1JIipusyQBmIR2cHGEsezi3pzSvjZj0aTqxbKY0P1P/tIdO1xUsV4RvlkYtXY/ezCva//sS6emVOj+PRdgCWKQqoc6ml79mXGydMztS65mtq8cZ0tiSTNXCHMXKl+HVgncV/aZd0zwKyTBjAUl+pllxnKz1iaT5kbn7I0v2KtVabEKr7zd7Lf5rNLxhJo4uCGjUv10kD6epB9rSt14pjK0Zz7j3NKBFmPxpOqxu/mPjz8h29PZXLvVE6llE0kV4nKk5JU3/re+meUNIYyoM5R8k4kvcHER+QtPRzqmda64cg6N/VsPVFPbO95pfr1lVrxVfr6Ffr6Ffo6Nu8Ve3/WFlArjqS9SiEvpeFaMu31ddJsW8jH6N/8n/Joyp16XQT99TX6+q0HHN7l8LkA2h2q+Gqt5HKt5NMGzcfMjYsNqovMjQ8bX9WHpO19GF/O3PyIufFblu7TutfkmE+P/iWJkT99maMMwPns7snZIxJfqVm9QhIFEybj61+lNKnO8ThCm3oSpq/WrF7BrXvVp6t+NHEMdSWVvJRGsSFNJy8lVq+nVQj6P/k++Ns/XcrovFG/EVnz6hp97d5dyvjFiMlwzo1aeQBdHEAXX6pTXmRqP2aqLzaof83dy7yRJ/00fCR38RcczcfMjV+z1eGPONpvfkGdzM6kqy/WiV18dqd6lojEV2pWrxBF2Dt3972nn4+CTWJLIsmzV6qmr9asvVWw67GewKaXDwx+9C/gS1+Yy36SVa+Oqnl1jb76oLBy8uPI8ajmzHrFZTewv+Hs5mRlqD6LHShY/hlH8zFT8yu2OvpB3dY3viBPb02tVX/yLsBWCR3q6c+DNVNbTtQzgPbqSq3YfelzkRQH0FdDacuplJf4wk+lvI6jTAx89G3w5S8uJPYnNCjjalYTaSu37rJmP/y+KJGdRpVdrBNfpa9fYmAkVRcbNL/kyGOLOfp//k1f0URo4/avmarfcPfSCu+IP/jVUkBHOEseUCv2jegcEQV4U0/8A0HtD460VQEAACAASURBVMjTJHFk0VThVcJkAO11QI34Ss16QM16QM36lZr1K3Yj4MxN/AlDUZxx5+XPf6n6ddzLgNSVSykrl1JeBmQsX0rQfPe/o1/9ov53MUsh2UuXUl5eSRdfDIXe/1fwQeh43lhIjeSzWvHJVHTprxvmmIGJBz+OJtUof0+XfFanvEKbr4n49fF3Ypm5Ly6zlJd8OnP2iMQB1Q71XMHU0+Wpq/jHC6bZH92KN66zJVGU2SuE6YDq1wG4da+4eXWGRhf/vnadlJi2+rPfKn577WVAmp1q1stPwra+/UeWr72n+ixxMShz6XLKyyvp0o+uIt/+Lvjp9ad3hZfokst0MT7GTxjagqxs5cdBYxlTH9VLL9fKPq4Tx9yv1X/zv2sSGjKrVR/hXwUvVM8SkTigejWAKAwmvEhgvE5pUrmgcy/vtFYPhJPYkkjyzBXCdED16tsCe5kuuUxfpcVfX//Z7+S/S3SAXb6S9fKToJ1v/SH6/7T33tFRZtmhr966613b793n67S8xu/6+fqO79jjGdszPWPPTLcn9Uw3TdMEhSrlnFAWIEDkDA0IpSpVzlkSsQM0oIhQjoggVVQsSQhoklCqUtX3/vhCfbmCvpKYnum11167vnPOPvu3zz67SrSg/vXHk1GF9xP2PIze+Si2aGxb9Mp/vOf6uOjqmXtsmS1aisFkKaZP7N45HZbWUNy7RTESLR0JlVtzT/G/fudbE4XVuySTYUFIbGxVXxK3E0ws7T/DDCVzZ429QGtL4/XEcrqjhUMxEitx60BKVDYaIRk8Xnx84v13RyPyhuFMDkXvfhCd/ewn/wN45/uP2Yd74oqGonc9iimyhMW73v0x8MGOi6e7U5XjkRhvI2EKU8Ep+ZN//7jxeNN2pT1Cao1Qzuw/dHD0Fx88jK5JV41FSekyGSBRVW8qrydfbUEXHrF7QlKoH8sU9cVyOqOEw1EiS6TIHCUyR4nMkSJzpMgcJYZ0lNgcJYI1UZBRyLBESGw7ThlEOZ8q88XCIrlot1y0Wy7coxHv5DVtfmd+U+71XEV5sVJcJBftkgr2aCuLDRUHqs+e7Y0VmdkSi8eb2LZJ0a+Ky3v1m3SueGKbwr5B83Sz1FSRGfP6p7nqA22RqnG2GBsGVvwnskSJjDFV/YmVnbnyoZ2GSfSbDVnHJHlPgrtnV5RwGIkBCSDgrLLF5r1H5ZLsc4p8sWA3lFXBHp0s/2znx//6ZtuB6kIFZ69CVCQT7ZLy9+grinWVBy+dKLkXKbZEilFZFVnC5NOH9hZPhMa17e7YpJjcpJr9rXY6tlQ/9aO/mc5R7hZNbJVaMLuTZdVPImM0F+medtybEC6B2Hcsz5tTgdaWwe+J5XRHCY0BhiHGJzZSbI0UG/cdFkuzz8vzJZ7E7tXLc0/2bPyXudCj2h3YxO7TcQ5dOVYyyBZbItHexJZw+dSxoh3ToSmNe3s2Kic3qWZ/o5tOOq948s63xgsMO0QT24KQ2Jiq3kSke5K9ncNJhv/hYbh7xlR2RwmGosQW4tb4famSic0kSzyUd8qgzDgo3ykRFSlEUDKVnH3c+++///ID9rWDlwRFcmGRXFgkE+xRlx+5ytl75Whpf5LExsZsZ9smM+adlD35940NRxtTVbMbVDMf6F7lHT1r+sXmR1GGVMUoW4JKPtkNoiOiWBXN7U3j9xZorOjUhaAqFfxXlKELX6AfyxT1x3I62cIhtsjMFprYIhNbZGIL6YSFMliEJ2yhiS0whkonPlY+/kg5tVFh/1hh/1hh36B6sklq5GRGvIivOlk29p/amY8V9o0K+0bFJKg/kVhYQlMk2pvI+pGsTxmb++zDLC7//rHiqi8Sj9cWCO5s+XfHfySrDraxleMR2DBYQhNbBGkIxDci2IOZJTRGVfUnVHbmyod3GCaw/3g12D0hXXRxamctpNH/JjbSPdnCIU8MtAH4lFWhaavMvlH1+COlHcnqB5qvQ3kd6qQtX6cZ8nkTv9TMbERnVT6xWUzIqtC8VTZ1YPfe8W2JDfu6Uks+u5Sy/3JeVXV20asf/OlUrqpIMPGJyIKPh5hVf4jYguEobm8ipyNHadxRbd9ZO72rdmpnLf5iEzOMvIS7Z28Mp5stHPY3DBZZPpGhrTL7RtUMJrHa5+HcO9WJm5+lX8rkT/5KPU1IrJlNSOw2qf3IzoKp0PQbB3szzl2+krz/Uj7v4vaCN//2p+OF1YWCiS3BSCynJ5HbAXdPfOqQ7CEdYGfNVL7WCnZPtmCILTIHnEwsi5EtNIdKJz5SPQFzBWbyY+Xjn2sfXAlNfxx66KD+5W+VUx9BmbRvlE9uVExsEVsiBMZIjEPrZulwznHp7H9svHW84cD5LzTJh67lSK8mRz//9589iNGnyUcjRBbSix9YMsGF0ZzeNH5Pgcayq9aOFB6xe8KfknSjmcL+WE4niz/EEphZQhNLYGIJIF8RfEgjBktIIhECSCMGNMQ3svhGlsAYITBtE9k+kk1u5Q8KUsJesUvOn3n4kdRCvkpgQoVh3SDtU8TkPfswm8O/f3gv5862uMV3/xb4TgjwQWHFmcEtUlu4wAg6iYANFqyxrnwkMrOExsiq/oTKzmxP98T8i//UXwyA754s/iNPDEL81oFnVWhiCYwRAvNWkW2DfJpV3lwd+8mLOOme0qFNEiuyhDKrAtMW6dSBor3joUn1+7qTSz6/HpsztfFj4Pt/CXz7293F17PE45uhHELHR55VP4jM2O45Sf91C1QCd88uFn8osMSi80mT2C0i24eK6ajSussxm54nqHaUD38iMXtNbITAvFViP7KjYCo04/rB3tRzV27GZD/+aAPwvT8D/vc/tR+8nSEe3xKMxKK6J803VSCC6p5dbN5DlsBM3Jo0APoSJUumaYvYtkky9mt579WtSc+27D4jndoqNEdQXXxPMq2bJcNZx6SP//3jr4437D/7mTq+8PH7PwX+OQT44Q87CusjpdZwgQnOISaTVMnEgZASRXOQn9ztSNWFUN3zQt3odmF/bGVnOG8ojG8KFxjD+cZwvjFcYAwXGMP4kA7jG8NhTRRkFJkPLodGBWY2937O+Tv7SvoLyjv1Mb+Yizh19syjDyUWcA40n3RTgeUDSZ8sJvv1+ykc4eQG2dQWTqM6YcPob99v3nF5e5Vtk9AUIcBsjQ/VbyJTOH84ktufUNmZrRii6J6oQiT5NpXpAu1IhqAvprIrnPconEDHQFYFxlCBOZIzUHC2ubj0wc7zN66H//RlrKjowvBGsSWMwEsE/0Ri31tUPL4t/u7Ojl/L7Z9ILCf2lj74zfvmzWfOlgyyJbZQ7FryrPpBZIrgD0dxehM47TnKYfDPPYl/JEIwpnFGgcaazu+NqewK5w0FltgwHxIbxekvPNu8t/zRrrPXbof95Hm8vKDM+LHY7DWxYXzTZvHEgR07prel1u/u+qV8erPIdKbozMNfv2/cWnKq7AFbYg1CYofg7mnaWW3HFSTpu/7OGjvYPaMruiKqHobxTcStcftSJROdSVwywwTGcN7grjPNB0rupfJbGj6Jerq16LTEvllgChN45bVsEg9lHpPO/viDhsMNCfLZX0ith4p2Pfztr4Zij569YNokNHkPlZqIqjwiOT0pvN48tRVddd67ZxjvYSh/OJw/HMYfCuMPhfOHw/jDoBHKHwrlD4XyhiFNFGSUPxTON4bxhyAS3lAYb2ir0BJZ0V1SLBpIPdUfnzP6sz92hx0+c274A7E5DNoRuxFkDIfyh0MF5t9I+uVRUe53N1SXWbcKzJsExm38B4fO98dUDW8SGMP5w8hG4XxjKG8olAdGC7oaCvObyBjGG4ri9iVC3XPS96+1QiRfawMveRjvUSi8YxgqvWH+ZzUUnVW+cYvQGlPaKtjFfZByqi86cfonf7IYy9tZbtogMpNvhM4qf3iTZHJP0c6pX23oT/5im9iyWWgO5Q1nlXTs4VnYfNNWJKt8YxhZVmH/mILxltVHkZwedPfEfYeaT4nVWNP5vdGV3YEnFj0KJzYcm9i4C3ckOzkPUk71RsU8/sn/PZcgzaswfeRTYo2fiCf278ie/dWmjvQbWyTWzQJzaNVQVknnbp4lIqDEeiOCEpvIhT7UE79YjZjkHZ7u2R1W9TAU3hQMIBw2wrC5oi9R+P0DSmYob3ibwBhW1aUurHoUu6czLm32nR/PbDt8UjK5WWAEWw1+IyiHoGHeKBrKPMp7+W//+KjoWqZwbKPA9JHwUUFZX2H5g41CM3jfwSuPv/g8MB5aIoryiOT0JPN6ctWWnbV2JF0hVOVYoBvNEPbHVHawOH0sbn8Ep5/F7QcNnLC4A6AmCjKKmwY+Ca8ajOD05Z+6ei15+9Mf/RXw/W9NJ3OLLwxu4g0ic6g2iuDe38DvFCUlvv7tpstn+sKr7oVxByKq7oVXDYZX3WNxMRuhDAxIAESRlV0JlR3IZ09/JV9rS+f3RVd0sFExEAMIOKss7kB41WBEZc+e49V10TEv//UvgR/+gylHm11+/xPeoNeNIjgDWwXmfcXFw7/6sCdalSp8GMYdCIezGoENgCar/hJFVnaA3RP8yT2QxGqsafze1SSWUCokiWVV9uw7qmuMYr/6l790/+ifHuXWZFTc3+xLYrkDW/mmg7t3WH6xsS1elyR6GI4q16Altj+ysiOB2478kYhX2VFjz9NaU3k90RUdbE4f/dboXNGXKA4tnHsvnNNz4Hj1ra2/fvW9v3B/9z96UuQ7BMOh3IEIiouP8jC4mTew/Shv+uc/HCrU53IffVKFZHIwgjuAvvu4THpNJi5UtERVdiXzer10zx3wWL5uJE3YF13axD5XH3muLnjCOtsQdeLqsaxDLTEnzx68Enm+nnXWl4X1oeevH9wjFe+Qbz93mw0/Z58ParT1USWNiZXt2crhHdUT6HSB39WHe4J+DtoF2pE0fl9USXNkULN6ti7iXEPMMUNJ+r6WuHMHj3/BPlfP8m1txPnG7QdV3J3C00e+jDhbz4azyg44GG+hRp5riCppSOC05aiMhdUTxDTiMonLMGjka6yp/N6okqbgJ7Yx7qiuPK34TnxJ8Ykv2ed8zUzEucbs/fKqXaITR6+Hw0EGP7GNidy2XJVpR/XkDihXJN8x6SnXGnu+1pbG740ruxN5viHSp5sYoLDP3g49c5GfuKc54czJ4zdDfV1YH37+VvIxgzSXf+DE59ElDSwkk+eDF2195IXGFF53vtqCrroQMGU78V/+OVVgGM+UDMadr2Mfv8o6epF19CL76CXEYB+9xII1C/US94Qw5HHCOnqRdfQS6+jFsMO1Ww7ot+6Rs4pk4fs04UdqWEfgLY5cZB25yAINorfDNRH7deH7teGHq5ElyEIqD8i+/hKxjl5iHb8c++mNtKquXLUFShr2kqPrcieskQyDn+gzRQNx526zj10hbkQjvhOx4axu3q/bukfK3iUP3a8NP1yD24gS9khtxEF9xH5d+CFDxJFalH/ctItgSFRn5BWKdeQi+8hF1tFL7GOXY8/cSOV15arNhTXoHNrJGqWnBaAzXAD+5Y6zt9nHrxCrDlt4ARKB08IO127er922W8ouUoQd0LGO1LB98MA6epF15GLEAX34fm3EIUPEEbqqQxce1T2iJ4JmHrsS++lXafyuXLWlsHoS/f266Bzif3LXjWSK7iWUNESeuOqFyGNcRG43MWw2KdGRi+FHaj85aNhWJGEVycIO6iKO1HgnQtYe0IUXa0IPGlhQieI38nqV/CICM5nO783TjqALL4Ts+6mndtTaC6snc9WWDNFAKqcjmdOWzGlLrmzzGDghjnqdhkhla1J5S3xZc0xZU0L5neTKVowT/GS059bEirvx5XeSKlrxQ5xWj8FpTea0wZrMmz9E6fyeLPmjAv2Y9y/gxn21dO3Ujhp7QfVkrtqcIexL5XaQEBGjCoAIXFXRmlR+J76sOaa0KbG8xZNV8kyipTWp4m5C+d3ECoJ/mlBpskpH1Jpc2ZbCacvg92Qrh/P1o4WeTE4hSaP+7nJP3RZUT+SoTBnC3lROO8lR0ofqF1FFa1IZWK7NieV3seXaCh0T6RlVtiZVtCZUtCRWYFcRq440XX4RcdqSK9tSOO0Zgt5s5VC+fqywxk5SnGRffV5YPZGrtmQK+1Mq25MraYkoLyZ1qJ5prcmVrUlld2IvNMWUwhff13JqTapojStvSay4S1L59FWHXCV/iFI57Rn8nmzFcIFhHJ3AENz3wRfW2Atho8AwnqcbydVYc9SWHLUlV2NBjFyNJVcNazXqJUEwC2GNXWXN1Vhy1WZIg0/UyJA1VwPPwXrLUVty1OYctRkdHiY2ODxka5wEQJSnHcnTjxXWTKITVVhDUoUkvbXGvqN2qqB6Il83kqe1URDhw/OXCLXKnKs2Qyn174zMOfgzIubHCh0TxRmRQlEQmfO0tnz9WGE1lFW0gMVaiL7tuDsPp7fAMJGvG83TWolEmMJjhggqPPB2oI/G6xmR50FNMGjPyAsRfLPytCMF+nHiJ3p0YolSYBjP046gruHqiCgKD1qlMufAJeqdCGkO8NGgz4jqKmFi0wRClKexgiUK/gEIcpfxnz2RksW00epJeimEdSH2ie+C81BI5aEG1jXwwhoSD4U1KKMGMy2weDxPsO0SbeCvPWEUN42KqCD4RIWoJ6vPCfkZoaG8ESH32cfUkb51+V6uqyeirLoaBs6oYNVnhAqJInWom06ZfPQxrYKIeLVJJ6w2JzWEq0R6RgER4aoOSVFIYbW9sMYOaeoC9dodaGaSLvF9lSdC2lBJplHNXB3RDjL7d5qIlG61RKShUkyDri7FRyF6ItLjwC0JIA8BEtGcZkBEVEuCTbSj2r6DISJfwmOGiCpU9DT6G+cnUUhhtb2g2g7qAthpAZl39GhBtX1HDaQRw6sHHAZuX+Ja4hAuHmQ0YA/MENV4J8KEWh1EIrQHKiIaDwESUXmrCTrRDq8xYPtFUIkC8BAMIlySMVVH1j3JpzFEhLtKTBL5f0aBeaAiCiG6o6ljdJUU1MC6BvXSBw/IBUYLzj+xHEm9rf5mMkJECkUVRrCJMEmmIPIjJ6sjoilWxoj89RBMogA8BIMIl+R1Jqp+i4gC80BFFMI4Bk25F8LaqweiK9IlNPCUiQgCUYEPRPSwDBLROKeqoWAQ+VKgjBCRDuGICt8mIvoCYITIl5JeMyKqIcaJaKo9SEQhpCvJBY1dg33idZVfSxj3EGwif0MKKlEAzoNBxBQUI0QBJDl4RKTO/0C0eqIAPKyOyI/umY8y8rFPcNPyfZjm775MefvGE/noPNhETEF984h8D/UPRH5tunqH/oYakl9tzzfYIW2w5xsm8w2THqPaDmlioAZIe5aDE9ALsR6wG9mpNsIYuCG0eN2o2stGjBF524jOA9NEBb4QIUuCTbTqjbwTGXzYCF/hQSPyZaM1IMJdpeARYa8SOVH120RUzSQRsXviBOUdYxAuAGW+KGKlbyLEgq6251fb8wyToM6DneSResPfzGATeTtO6psZBCK7dyK6IWaI0FDBJar2hYiykTFMRHmVsJW/NkTI8yAS2b0TGdaICHeVyImIF2EVRCF5hsl8gz0PngfvjTGQIfQcKiEeDwrJ4wSxSTygdsdNw3lAC3GaVw9MEZFuhCMi7hskIqoYiFBBJSKFWi8iqlAZJ/LxlNeGiJhJxol8iWHNiKiuEs4bg0QhXmipe42PtFixw9qeBy0kJUQbdvSTwO5V8IkmfSCyE4ygEBELYl2I/N83QCIfnGNCXXci0kvLLBHhKgWLiNRDQCXNAFFA1b4qIp+6JxhrLsrINUzmG+y5sEfkZS68MNfjBNMxqcWTiFyUAdq5ZLmDt/Psm0vLQuph1URoYzJPD2s96qVhMlc/mavHG8Ql0KiebBqN+OYBHQDBeRCIUCEFlYg8BiLIW0NE44ExIrJDDwqRNw90WWWcSO89HmaJQnABoSVHN5GlsmYozBkKU4bClCFHGaCNPIHmmD2TYSNdYQY1YsATTOlySKfLTRkKM6hxBjIHWYVejvXgmZau8Bjp0O5kMfhHZMpQmrerLDm6cdKyoDla2hryCM00nCu00NQQpiaohbgpU0T0HtaMiLhvkIiorhLeW5CJvMIyRYQ5pt8FItzQKolCCF4mcvUTufrJHN3EdpU1STCQI3+UrzLmKY15yuE8xFAOY56okJegYcxTDeepjPCo0fMQ0igPSqPHUA3jDURAb5DbYfxC3DS04ZkzDAeMAvGFSGXMUxrzVcZcxVCGZDBDPgw20DzDZK5+AjHAvMF6EvVygjAZfX4T6LRjPdAIxjkuDK/x4IawhcsUEamHYBCRDOGIfMnJmhEhdjCJSDPJPBEubxTxTKwVEflGwSMKydVP5oDtUj+RA1+tHP1ktnYsVfIgsarrwo0n/MZX3LqX3PqX3PqX3LqXkI1+gnsOD3FgDRsvoOd1Lzh1L2ADeoLxRrYRytsLbh3slhiPj+I7Uf1Lbt1LXsPLspvPirTDyYL+TKWF9JJT3cxcw0SuAW1MQhrf1CapTj0HfogcE3JYPhYr9vlqu6cPRF7qmDmi1d9MxohwV4mCiHjoweqewSeiKmPvxxcEIqoYSAqPEaIQ0Asi8AaT2ZqRRH5/Mr9H1eG4dh+42A9cHAAuDgAX+wkygBrFST9qiV/TSGcGMI0mVD+JrgwCuu6VIxdHE7ldadKhbO1Yjn4yVz+Ro5/MgXOKnAdyQv7fK/JjJh5TDsUqHyVHNwHqHN1EDmjAIAwRUXbMtScCoX5/iNBQv09E5FcpeEQhVEFsV1njuT3JvB5Z2+LFAcDQ4zb0ug29bkNPoNLrNnS79T1uXY9b1+PW97oNvW59j1vf4zbAmii6breqw63sdKu63Ppu+GWHW9np1nZ72RGcr+/GxoAG8Yeopg9QdTgO1djiKtpTxQ+z1aP0R5ujg7UOHtWRTSN566IsFK89F1dw2BggDRUo/MQzx1uxBkBE7FCMEyFQNERUMTBOFMj7YjCIUFDrToQuvHUnImt3gROFINFASLBkKi3xnO4kXo/07mJNH6DvcevAZtTj1ve49d2whjuUjkyQUX23W9vlVnW6tT3u6l63ttOt6nBrkJk9sAZbHmxoutyGfvfNYXe90X3rgbu6213d77455G4wuhseua/2ubVd+BjAwDSdblWXW9fjru5x68B9UTMREL+IDL2Asn35YI01rqI9DeyeqJzCZzMJa/h9lfxmQho3DSeYJSiDTogFR1Z2+ELBfCJgiIgs1GAQkULhifRrRER6lcihgkqEDWZ9iagKj3kiiquEC4BBohDyefqJTKUlntudxOuRtCxU9wLaLhdadN1uUCMGbgJumrbLbehzff7Ifcfm7h133TW6rg+4arpcauKqbtjodOv63a3T7nk3AADA8jxw+7673Q6AL4EFd6/JLW8n2Vfd4arpd10fdrWOuPvH3a0m1xcDLn3nioYsQt+J9D2Aom35YI01rrI9VfwgWzNKfGPMhnU26qV/h4TuX8RpZMfJgJAVwGqJvIa6lkS6tSKiuHJrTOQd6htJ5GOozBGFZOvGs3UTsPZEj3RPccuCoRdQdzo1XSuarhV1p1PduaLpXFF3OjWdLk2nS9MF6y6XpnMFnKbpdGo6VzRdLk2nU93p0vS4WqeAuRVgxQU4VgCXG1h47e5+5FJ3uFSdLnWHU93l0nQ6NZ1OdadT3eFUdzqlrSs3Le6XbsDtAuYWgGevgXaL+8UCALiA53PAs6/d7cMuWduKqsOp7FhRdbpUHU5Nl0vd6dJ2u/pm3YsAsLICOFaAFTfw8qW7ecCp7oR36XJpulxqOFTvRJ0rmq4VXbdL1rp4oNoaV9GeIn6QRfrZ07fDyNaN50A5J08+9bRx4rVHT0M/oS8UyibCGJGXUBkj8toWA2oBgRJN+DBt/BtDhD4mSiLdmhH5lHwGiUJydBPZ2nFQZ2uRICYylJY4bncSr1vY/EbX7VZ3OlUdTlWHU93pVHc6VR0OUKs6HKoOJ6yd6g4nYkB2u1PZ6bxmBV4sAwAAPH7qfjAFPF0EAAB49sx1o9OhbHcoO5zKdsgDIpK2lZZRNwAAz1+4LvY4td3OK2bgtQOYf7pSd8+p7nJqu5zKDqeyw6nudGo6naoOp7zNqepwNk66X60AAADYZ9wDdveTZQAAgCdPXdWdTmU7KkKficAl2i6X9O7ifoM1rqI9VfwgSz2aDSYNzBiUPVhjD8mTW+04km1iPeEqG3OiWo/hcUVWAbjWg/MALaeJgSEiLFQQiXKoYyANNahE+KtERoS7z8EhQkEFk4jqDY/KQ1CJCFeJrA/iLsLqiEKyPfthLk+GwhzH6UridQua3mi6XMp2B1oUsFagXirbHcoOlNHhULY75G0OTbfj3ivABQBP7Cs3eh3yNuct28oTN+BacN8fdl4ZdNY9cl7qcijbHPI2h37AWTfs/KLfWdO38ugJAADA189c1wecXw467066F1aA5ecrHcOOmi6Hqs0h73BcGVxpt7l6bK66+05Vu0PR4Xz0yg0AwPjEyrUOh7TVWW9beQMAi/Pupl6Hqg0Vqu9EHQ5lu0PdtSK5u7DPYI2raE8R3Ye6J2n2CAdDVgck1YDvXzSCXoUWvAeKTelCZYjIF+fMEFFk8q0lItmXaSKvBbCmRNTVziyRj86ZIwrJ0o5na8ez4DWIgXRPftMbdZdLAXcWoshhTRRFu0Pa6tD1OqcdAAC4u4ccijvLohaHon/l/ksAcLqmnqx0PnPPLbpnpp36Lge/0/ngqfvNsvvhtHtw2r28AgAAsOIE3iy53yy5F52AGwDcLvfisvvx1ErdA+edSfeLRfeSE3A4gTcL7pFxZ3W/c/yNGwCALqNT3OwQNDv0gyuWRcC97B4acqjbHdI2ShB6ImXniqhlYb/BElfRniy6v109mq2byILzmwWmDvsE0JAj0AAAIABJREFUeY4T9DT0+WXB+SdZgjKyCU+y0EeOOnV0DJhpOA+EsBkgQkEFlYjcAwVIsImIV4k0+cEmIoUKBlGWD0SUHhgnwl4lUqIsRolCqNIKdc+qbl7jG2WnS9a2LGtzyNocsrZlgjhQozhZFt11aPsdLxxuAHA3P3BIm5eldx2SHmfvUzfgdo1PO2/YVlYAAHC62+456sZcr92Aa87VOuS8blyZeeMGAGDhjWt4amVoamX0hdvhAlYWgbFZV8sDR/eY680KAKy4J2dW7k275lyA85XzUp/j4Ss3AAAmm1PT4uA0LqvvOYcXAGDZbR52KNsc4lY0iB9Eio4V4Z2FfXq4e6pGcOdNcxsDqyFioeCPyVuhUJYaTagMEXn3wBCRLxv50jEZIaJ5X1x7oqzgE3mF8jX5TBD56oE5ohCqSUj35DbMydtXJHeXqUQKa6JI7i4LW5bVfY4XDjfgdjffd4ibl8V3l/mtjla7CwDc1pFlWYej92vA5QZev3S/cgAA4HpgdcjuLFe1LLeNuQDA/XjKqW1bVnYsXza7XjmAudmVGz0OXqdz8JkbANxT047qjmVFh+PLR87Ghw5V+/LdJ24HACzPu0emV+5NrtheuOZcgGvJPTzkkN9dFrVQgtATyducgqb5vbjuSXb3SI+c6tSZloks7QTB8MPDN5LIl1DXkGh8bYiy/kAUZCIv3TOxqptTPydrdUhalsUty+KWZUnLsqRlSdyyJGlZFrcsilsWxS1LsEYLNJ/fsqzqc7x0AIDb3TDoEDYti1qWOXeXW+wuAHBPjC/z7yxr7jlnneAvIgEzU87a9kVO01Jl43KddQUA3FOTy8LmZe6dZc2Q66UDeDXluNS6yOlxDr0GgGVX38OlyqZlQfMSr3GpqnlJeGfZcM85/NztAjD/rSy5h4cdsrvLwjseEL+IpK1OXuP8Hh2me26H07UdtreTJXO7Zny7Bm/AQ2Og3q4ZA50gBpU3vHNMABNZ2gnECKCOmSLCQK030XaCsY5EIMsaECEIwSPKepuI8Fcp+ETeu2dF/StJ67KoZVHYsihsWRS1LIpaFoR3FkQti8I7oLEEvhS1LKEEnLnIa15U9DqeOwAAcNcPLPEaFgXNi1Wdyx2zbgBw2yeXuY2LotblsWWoe1rMy9rmeW7zQmXzUsOICwDcM1PLwjuLvJZFw7DrlQOYm3ZcaVvgdjmGXgHA3Epb7yLvzqKwZVF4Z5HXvCi4s8hrXDL0O+6OOAcmV3ptjn6789kK4Fh0995bktxZFN7xgPhFJGld4jbO7dFZYt/q7jmWpR1DDKyMw9qvGlr37umVyAvUW9k914IIQViT7klD5L3w3sru6Z0oBLcTFIF2PF1uiq3sTKzqrqh7Kbm7BLYVUhHcWQQ1VhZAqWpckHUuTy4DAODue7AorH9TcuuNvG/Z9AYAnC6jcZHXvHDZtPJqBQBcAAAAC69W6voWq+rmyxoX62xQ9xQ0L3DvLBiGVl45gLnp5SttC5xux9BLAFhy9T5cvFA3X9Ewz21aULUtilsWeI2L5XULJbcWSm4unL45r3/oeLICvHmz8lnbgqBpQUANQk8kurvIbXi9R2eOqWhPEt3PVNkyNWPbteOZmrFMT/ZgrQFPkbwtZmogjRjbsYeHLnFMNeBcoSqGvIYwgoSEihOKBwPCCBEaKshEY16JkCdBJ8JeJVIi/KqgEJE0kWAQoY+Jmmh8bYhwV4mciNDuVkMUsh2MXjOWCRugjXTP8tsvRS1L/OaFwITbuCC6u9j13O0CgJezjtv9C8r2xVa7cxEAFl85b7bPK3uXRpcBAHBbp5xT84AbACbtjuqW+U/rF29bVwDAPW1f5jctcJoX9EPOVw5gbnrpcut8aevSwDM3AADTTx213UuGnqWbRsf9cYeqfUHasXR1YOli96KmY7H2wfLQCzfgdtvty+LmhaqmACn4zQvCliVO/evdWnNMRXuicDBDacvUjG3XwMePdCVYiKM4A92tPGeJbisoQR9NJvYJSYXhDXxsuBjQwhQRBmq9idChBpUo0yei8WAToaGCTDT29hDhrxJ572OSyHv3LLv9UtiyxGta4DUv8JoXeE0LkI08oZWqpoWq5gX9I+fsEgAAwPz8ypM5txMA3CuuR9Ylaeti86wLAICFlw5N24JheOXZCgAArn7TUsntxTrbCgC4Z6eXeU0Llc0L2mHnvAtYfLx0uW3+3K3FL83Ol04AAADHovv5AgAAwOLrZU3HwtWRlTkn8GZuZeK5a9EJAADw/JmzvnOhqmmB27SAAfGHSHBnqbL+dZGne44QjzZTDWs16iXuiXpsuwbSuOR7nUZ66jQe8DEgz7FDxIpcPREmpKASkQ1R3bpgE1HdTAwRfQyMEJEdejCISD3QZDWoRPiyIZtG0z0DIAohuVfqsUz1WKrMFFvRmVjVfeHWS/6dJbD1cJsWqpoWqpoWuI3zoEYM9HNkiNu0wG2c5zQucJsXvrKtzLxxzy253yy5Xy+6TaPL6vo3sq4l4xv38zlX+8CCoHG+rHGpY2rl5YLbaF2S1S1cG3K+XHCZR5aqGhcqmhYU9x2Tr92TY0uGu/NldfOVLYu3Rp3PF9xvltxzS+6Xc67+oQVx87xu2Dn22v16yT235H696J5+7PiqZ4HT6ImfaNATgTavabG87tUurcnz2ZP2aDEZ91F87xRoCWAj4r4+FGuAG70NRMR9g0REdpXWgSiAwguMaDVQ60KkYZIoBOc9AzZSZKaYis7Equ6Smy94zYuchjlO4xtO4xtOwxynATYa532UyoZ5btO8oGVB07VQ072gaF3gNc1zGua5TfPClnnhnfkqeBqvaV7YsiBsnuc2zFc1zQtb5gVNkBNwsqB5nts4z2l4U9nwhtP0Rnp3vrpzQd8xL7rzpqoJmsa/u6DqXDD0LCjaFsD5lcSoQAqfiaqaFsvqXu3SmqLL2xMEg+lKGzpdGeqxDPVYJqwzUS8zCLkFjQw1XjKxHmiOFu2BJAxv8eD3JcTGFFFG8IlIoQLICTNEhKtEjAc/FASiTIpVjBOROicJ4+0hUjNJFEJ1r5Duee6rr7mN85UNcxX1cxX1c5UNc5UNbyob3lQ2zFU2zFc2zMPGG3BOZcMcMhknpbfnymGjtG6uogGyL9yeK4PnlNfNX7j9prTuTWXDfEX9mwt1b8rq5ysa5ioa5irq5krr5krr5srroS3K6ubK6uYq6ufK6+dK6+bK6ucqGubK6+ZK6+bK6ubK6+bKUPOR8BAQH4nAOZyG+Qu3XuzSGKMr2hMEg+kKm5dy97GG0MdM/Q5MsxHOm5dutZoL7A9RBum+wSBazQVmmojKg693myEiXN7WmYiqWzFNhL9KZEQ0HgIgCqEKIg3+yf3sV19zGufL6+bK6+fK6+fK62ilHmXUE57UzZXXz5XVw6P11NPqCHOw0yrQRj3UfHHTyqjCqycY9ET1c+V1c5UN8yW3XuzUGKPL2xP4g+kKm9cDCJ4Q+x35TBWsVaiXXod+t4hU1EN/IAoyETkUFcg3jiiEfJ56LEUKffY8e+NrTsM8tqe8Lr/9urxurvz2q/LbryCj7nV53VzZ7dflda/L616X3X6FE9ToXNnt16CNGnoFOi+DXFF5IN3oNdoDRm6ThkrsknRE4F4VdXPnv3q+QzMMfvZMk9vSVWMZ6rF01Vg6aRHQ1BBK0E5wgozSO0+HNTKZchWF4EAYISKFWi8iSg/rQeRlFSNEaKhgEmW8TURUVyl4RCFUaU2WmqIrOhOquj+9/qyy/g3YRGAB2xmJUQp3utLbr0phg3RaKWYauBDt3OOHMI10I7QHr6H6OA0Tannd63Ng9yxvT+APpilsvlchsTGRHoyP04iVR7URTQ3ReGCQiGYjpohwkQeckzUjwg0Fg8irB6aISDfCxUOsrm8MUUi6ajRdNQZrjyDd88z1Z+X1cxduvbpw+9WF268u3HoF2cgTtGCnld6GNGJ4lvvmASO3ydZ6jecWxTQ/PZTdfn32xvNCNdQ9U8k+e2IyroY17okn26NUyaeeRjWTXKgK1+sSJohIQ2WeyCsUzQUOAhHNaa4hERpqvYnSfSg8hoioQkVPo79x/hGFpKtG01SjoE6DnaaB3bOyM4HbffrLZ6V1cyW3Xvki51HGeeyTAD3chHTJzVcXbkP6wu1XJbc8RlAFAblwe+7MjecFKkz3TFfDx6AehWw1ycEguU1DZduv7onMR7vyulGGegzUiJHmzQNzRF7qmCkiBIqOCAEJMlGaD0TI82AT4TZaLyJ04QWZiOoqYbong0QhhIDw3fPk509Lbr0+d/Plua9envvq5bmbLyEbeYIWmmk3sc999EAlpK5IN6UZ8pHo5stzX70sufX69PWvC5SY7onKGF1bJNxM1JkpYa0cwzwhO0tyD3QtALMQeU7vgRkiNFQwifz3EEQiSg90LSAYRCSHvl5EvnhghkjpnYjOg/9EIfg1SmhSksQUVdGZwO06/tnsuZsvP73x3Dd5gTJeYJ945MyN52fQxlcvQP3pVy8+RRugDT9BZp7BOkHtQrdpoAL5PPfVi5NfPMtXDkeXt8fz70GfPVddQ2DC05SjSOYRg0bQq9JUsCa5hJBOQ70k3Zdq04CJfHHOCFHa7xoRYV/miXB5CyKR0jtR+loR+eicQaIQaAFBkiSmaLh7nr358gzcrejl9HWPAdrIE9w0ZPT09eenb8AaHIUN3wXtjWrTwATxeebGixOfP81TDkeVt8fz76XIbWlg3sG0QnnHPkGeYwVTvuiPhLhT9FEwNxM8Y7IYsBcYWy6EsFdNhIEKKpHSByLMqnUnGg06ERlUUIiUPhCp1ogIf5WCTxSCjxVekAT95N519LPZM1+9PHX9uS9yGmWcxj5ZvZwmeGbQOc2m4C6f3nhx/POnuYrhqLK2ON69FJkVf940tzGwGsJ4wG7kOV2Mt1TlaCrBINlINZaqHAU1+bTVE3n3wBAR7IGOyJeOyQgRyVUiucxrRKQMPpHKByKUh+AS+eqBMaIQ3DxEEuGf3I9cmz194+XJL5+/VXICZZwgPEE/Rw+tRk5df3Hss6e5iiF090RymkoQ4qi/03BDvmzka7GueiOvRKkMbeSVyJeNAkh+YES+bIS7wMEgIvUQDKJUH4iIhx4kIl828j0nvhB56Z7x3K5DV2dOXn9+4ovnx7/4+vgXX5/44vkJ2Dj+xbPA5MQXX5/weHt+/Itnq/Hmw0bPiBuBAfhOdOLLr49cm82VD0WVtcXx7yXLrF5vI+khEaaNgDpVOQJPGKHyRuWQSnyMZ/UeiERYqCASBSkngREFkOQ1y8l6EQUvJzgiwlUiIQrsIlARheB2SoGNBMlwZEVnPLfr4NXpE9e/PvbFU2p5BmucgRvyyNHPnx79/ClioAU9SpCnBM9PEYc4t2TLcR58J3p67Itnx798dvja42xP97SAuUpRjqR4Gp9HiKOk02gFORqcgXeO3gI7BGncKdOH+rtGFHioQSDCXyUiEWGIeSKqfRknSiEfwhGRF946EZG0u4CJQsBhoiRIjFD3vDJ9/Muvj8Dd7cjnT4/ABvTksyeg9kNAP7CB8YbdCJqDrCKsBYeQMOjjwUzzk+jo508PXpnJkj2KKmuL5Q8kraJ70twrKg80ElA9UTpnisirh7Ukor+Z3zwi0uoKBpG/UEEl8uWUmSUKSYHW4IIAf3Lviud2Hbg8feyLZ4fhJnL4syeHYeMIyji8CiF689ehj/HQbOTVw5HPnx5AdU/wJ3fc0fooVBVAEORocIbvHgKMZ/VEFB7WhygAh4ESjfxeEa0GinEiag9oIny7Ww1RSIpyNFk5Aupk+GNtsnIE6Z7Fl6YOf/704LVZKjl8bfbgtdlD12YPX5s9BAvNfKIcgjVRDlJ4O/QZNOHwZ7OHPps9eG328Gck3g5Se/CX6NBnT/Zfmd4ue4j+7EkrNFUI6VTUS3oPySgDPKZkv28mZQ35LH4QUUAFg2jk7SHCXaX1IyLxEAwiH6CI75TBIkrxgYjY7lZDFJKsGElWjkBaOZKssIFGvHiYXd4Rz+3ac3Hq4GdP91+dpZIDsEYLNHoN1tdQL3FPrs0evArpg1dn91/1GHjBejtwbfbANc9eB8jiwQ35KKREB649KYa7ZwwP6p7JChuY02SFLVlhS1aMwHokWTEK61F4DmJAGjXfhlqIGChRogzkmBQ2MABUGDjnPgkSEqNEpB7WhwjxGXQi4lUiEBGcB4PIAxVUIvQxvQVENoJBtjVzRCHJipEk5Qiok2B3SejuWTt14OrT4iuz+67O7rs6W3xltvjK7P6rkMbJPpSx7+rs/iuQRgzkOdUQjWCWXPEY+8C1PnhAi+9EENS1J3svT2fKHkb62j3RB2ZLVtrwBqaOvXTPJKXHAI8pye9eg94IE6rP3dMvIi8emCMi2cjnm8kwEe4qkRLR3kxGiRCEoBH50Gsom1oQiHzqngwShSQrRpIUNlAnwfslKUbixcbI8s54btfuWnvx1SfFVx6jZd9lSO+7/LgY1sWXHxdfQRlXCE/Qz9FDaLky6zGuzBZfeQxrnDfKaXsvQ3ov7HPvZbIYfCe68rj48uN9V2f3XJrKkD5gl7bG8AYSpBYvVYh6i4Nyq/QkOYlsGl6QUdR8Eg+Y2sK9tWI/4inInft4gf0jIoUKBhHpkG8XmHEi3FUiJ1IEnwgFtf5EVEOME1FdJeymDBKFJClsyZAj9MefkXjxcGR5Zxy3q6jWXnzlyd7LM2A/2nt5Zu/lmb2XYH1pZg+s91ya2XvpMWLsvfR4L2SA8x9DGnECG8WXIF18aWbvpceIQfAAa5yBdb7n0gyo0UIRg09EIFTx5dndtVD3jOb1J0jNxHcddAUgiUW3Cb+mYf0jc2g/LGDLHS24QqGftnqiZLJ9g0FE6hw3LYDkB0ZEuEoUH3+CTEQa6noRUTlnnCjJB6IkRonwnz2T5NCkONEQu6wjjtO1s2Zyz+XZPZdmdl+a2Q33lN2wxsmeix5jz8WZPRenYT2959IMpC9hn+CHZjwGvQeUq92XZkC9GxUeOmaSUH0mAqH2XnpcVGPPkN4HP3smSs1U1U9WhbjiQB2S3AZqoiCjOLeeYyJbQlxFVnY+FcpqiEihgkFEHsM6EZFcJd9Ollkir4e+lkSUMTBNRHWV0LHh910dUUiSwpYEDYygjTjxELu8I47TVWiYKLr4uOji9K7a6V2100UX8QI+REappmGkdrqolmDQL6GVXbVToN5VO1VUOw1qj89aZJpPoRJHd9VO7740s7NmMl16n116N7oK+uyJvNmQHABxVEE2hE++LYlYUsrxFI09RTWapBhJVttTNZPJCluScixFa09Vj4FLkjWTqdqJFMVIkmI0RTOZqh5LktuSleOpGnuKciRJDjqZhJ1MpqonkhW2JMVoisYOToZs1Xgy6FA1kaqZTEGXo39EuIoiXhLfpsmpSxw9qqCOx6sHJomIV4mkOwSdyKuHtSRSrBmRb6EyRxSSKLclyW2JuDGFDdc9d9ZOgd1kZ+0UTsCHyCh62i5Y70K9JJ1M6pmwEd7bLrIYdkEGetR7qDREkH1xekf1ZLrkPru0NaqqP0FiDrjcE+VWUCfKrYmQ4TkCnJEotyVKHkRz+mIEw0kKaxz/XjT3XoJ8JFE6HMftieIPJchtSQprPK8vsmowTmpLkg3H8vqiuQ8TFdZEyaPoyr44sSlJMQI6iRUakxXWOP69KM69BNlIonQoltMTxRtKkNmSZKYYTm8M/0GCfCRZYY0T3Ivi9MVLrYESeaBIiLAGznmiHNLEnJBcRQWl89Vc4MCIqEJFE5GExzgR2VAwiNDHREkkXzMim1cimlADIApJUtgS5VZQo4KwxYqGWOUdcZyufP3Yjtqpwho7WgqqIV1QbS+EdWG1vbAGZeCmwS9xT3BDdBthPRBdkS6hce4rUY29sNq+o3aqoHoiVXIf+nNPiRl9WqStEHV+VvRJIwePE3xbUdgSFWPJqrHo4n3/37ff/+f4mlRt73uffPxn/7L1A+5o1EnZd/7mu3/22wuhfHO6pvuXP/nln3478sdH76dxdO/87Nff+snRSPlw+K7Df/533//Bjq/iFPbo4uL/8b9+872E2hRN93ubPv6zf9n2QdVo9Enpd7713T/7oDyMb0qt0P7P733/rz8o/oQ/tV3R+l7otv/2nfd/dqwnUTGapBgJjAh/YTA1akUMfOqw09D1id4IbSBzyLoVsV8Efkb0RISrREKEu3HBIEJDBZUId5qkRJgY1puIrN0FThSCtEtc844VPWKVt8dxunK1YwXVU/kGO1ryDJOgRgxoqNruMart+YZJSEMTJnF+MKvQS5BVqCd5hklQ43YneECFgdmaLgY6omp7vsFeUDOVp59IEQ+yS+9GVfXFQ92TNHv4g6EV/AcBzCrFWJJyLLIg7b//8f/6n1sVKbqeH733byF/9YNfVo5EHqn425D/EvKDA5u5pgxN+0///u9C/ujd7++7l14u/qdv//2ffDsvQjm0NSf7//g//+t3sq7GKKejC1P/9I++/XfblCnarh+9+68hf/XOLzmjkYfL/jbkv4S8c3gL15hSKv2Lv/jjP3onfUPVTLai5Ue/+o+Q//btH+4Hu6fNf6LV5AEthJz4mkmqJQGfEVNEAdeG70RenX8jiVZ5+/wmComXWRPl1gSZNUHuMRLk1mjho4iy9jhOV452DOlZ5KKHtX4yV+8xcvWTeQZIkyzxrJrINdhzDPZsgz3XAC2hXIVfCw3lGibzDPZcxAO8BB0GXTy0RBCUwZ6jG08RD7JK70Zyoe6ZILMmyG0Jclu8DEydLV4GZRw0EmTWeKwkyKyJqGno80uARiEjHnYeV9nwcfGlLed6ExXGiFPXPjx4lS22xvO7Nu/WfnD8bozEkqgYijhy8cPiz8OqzEni3tAjlzYeaY5VWKIrGjcU67dW3IuTjyRwGj7ee2nL+d4kpTH81NUPD1yLlNjieJ2bd2s3nGiNFluSxH2birUbjjVESceS5cOhJ6/9Zk9tOM8UL7MhRAlkRPHkRLZEuTVBTiBC8oDmlYNOEG+egsT5RPaKl2EzBm+EjidBboPOCD4aXPKZJ5L7QmQlEiV4zwlUbDiieFIieIhIlOADUTwZUSIpkcwHIsqc4IkSyYgS/CCyeieSecLAESXQEiWQEYUk4LssZMRAnz07szWjeYbJXP0EleTAOkc/kaOfRBmTufoJUOOX6CZydLChn8jTjh2QGffXPsmqmclC+QQn4OZDTgxTGRdn02qns/UTubqJbP1U+sVnqTUzWeCmOrKNcB78IJrM0U/kGOzZuvEU0SC79C6b2xcnNiUgFQAfcAKcZcK9Qo1ip9HUEHjMCTJrosqeVvMkVTOWILOl6GbTq2eTFdYk5URqzdN03WSi3JogG0nWz6ZVzyQrbfHy8RT9bKreniizJarsadVPU1SjiTJLkmoqrXo2VTueKB9J1s2m6x8nK6zxivHk6qdpuskEuTVeMZ6qe5KmnUqSW+NlI8mamTTD42TlSAL5vfJGBBpyGwmR3IqqOviSyMH5cBHDm+IF9QaP9oDfCHNbKEMlEuHREA++EtkYJIpfJRHynuGNKB5LlOA7ESkUhYegE8FHQ0tkRUBWTxSCP1rYALtnLKdzu2Y0Rz+ZrR3P1k1k6yayteN40cFaB85BDKyAHrTj2drxHN1Etm4iSzeRo5vIMkznq4ak+0/1JZ3VVg7uqJ7J0I3nQD4nsvWTWdpxsPdl66CF2Xp7jrybf/IL/dmufdqJjOqpndIB+QF57dmWw+qxLP1khsGeqZ/M0mEjRAJAx+MT0US2bjxbP5mlHUO6Z6zYhFweyJBb0U/Al/Fya7wcPhVYMAtl4BnbYMPqMVA3E3+0qCfYTW3x6PKSWxPILjCufHFNhNBNAiOyJsBQARDF+04k90IUjz4ab2cUT0YU7zsR8SoRiUAohogIBeAxAiYiPxpSIrkPRLI1I7J5JyJtd2RECT4QhZCQyKzxMugn91hO53b1SLZuIks7jpUxWI9t14yDertmfLsGbYxlacdBnaUd364dA/V27ViWdiLLMJNWPZtUPZNU+zS5euLkqfKpH//jC3Z5idgee2k22TCdbJhJrp5Nufg0uWY6QzueqbOn6qdSDNMp+qnkmqcp4i/vRqQ8jy0vM3wdeeXlLu5Xjz744XxkKUc6mnjl5U6VvUA7mWawbwe31oxv145DNh7EF6Kx7Zrx7brxTPVIkgj6yR3snnSCOo84mTVOhjJgHS+zxsksoAYN5ElggnsPR4qAGfGHCA21eqL4bxIR9mbGwx+gmCRCQf3+EOGu0hoQee+eGSrbdu14pmY8UzOWqRnL1CA29GS7ZjxTQ949yUU9llJtP1zeLD9YU8btKqls/5Q38Cmnpev9PwX+/jtNu/RnxYMl5a1nef0Vp2oNhWXykp6d6tEC+aOjwsGTgv6T/P4TwocnS+T3fvPxy08OaiXmA1JjxQmB/Uf/j3PDEU1Zz9kyfX1ybuMOxVnxSJp+MhOKZxyJEwXiIxFkZ6pHkoQ+d0+UoA87qN0zXmqJl1riZdY4tMFUHftDxFQdo4nivhlEIFTwieJ/z4gY7J4IAkIUT0YUgqNFjCjBw4jStlhOZ7rSlqEZB78JniGxx9RalFkH597bZtwtGygU9O0Ud+8UDm3++dP3vjuSUjywW91ZpGrcV2Xc8D3g//2vS/FSrtR8tPyz9ryKwQJ+1y5J515td1bB1z/b8HzDvs6Durt7FX2p2a7v/HfXf+b07JTfS4l//e7fuT7MuH26J9swlc5Y2OMZKqh7srl9MSJjnNQSB+c3Dj5RjxBHSaehJB5XEISKxB0TsVhxk2k2pdqIWSKajdaUiGoV00TEq0TaUIJO5INzRohIh95mItJ2FzBRCOIUFisoUYJHEaXtsZzONIUtXT3u9ZuRYRlFGaPnXnmAAAAPbklEQVSEJ2PpqrFkrX3veUnfrz6Y/9Wua+da1Kdv6k5d15+8rj3bILvQqD5Trz11/dqJ283Z+eO//ouFX23o2HWpQmTaX3atMePs3QLxjX3a64cufrFj9+S77z/7oOjm0SvXDl1szNy19L//CPhxStMuQ82Jzy8evfbFgSuSst4d6skUTxi4eHwngpcobYmCexGld9mc1XVP1BDmLFEHj/dAckzwYclg7ZdQOWeICA21/kT0N/ObR4SGCiqRv1DBJMJdpTUgCiGvIZk1Cv7JPVVhTVOD3yo3mqYi+efpcV+65E3Go/UWXWry4nfeMcZKS8pvHT/fcOpC85kLzadLW06Vth2vaNl/oebL7OPPfvHRTHje5TJjsmosRTmaqhxJV46mqO0p2qkU3ZMEYW1z+N6+xM9SLz6LrXm+68IXD37+gydZlw+LzHlSW7ZiPEU1RvxSKjB+BMRPorE0hS0B6Z5iE/FoY2EdK7XESa2x8MGgn8RKLXEyayxZBcTiPBCnkdUQMpMoSEi42HBDJBW5eiJSD0EgivOFCJvkIBLhrtI6EaGhgkpECkUFEnQiKg/oacR2twqiEFxAiLAFD8NL22MrO5PllhQV/b+3TPl1C6STY1XDJaeuXjt49fKeM/d/+w8zvwmzhaZbw9PNEVnD7CLL5n969c4fu77750vf++2dpM9TDDMJ6rFk5UiyaixJZd5b0XK69M4pbu/pM+r27eda91w5xO86zOk+d/bLuuwLTUeva/aee5BcqirpTdPZE7yE7TsRbCus8YIBsHtGi4y4sqA5M/QT+qaGPTPM3UZf8kCKFf0267GJxcoMESlUcIgsXomoEs44EelVIoQddCI0VFCJyGPAE1nXhijWByKqdhcYUQjeiwQyIvkPwy+0x1Z2JsssycrRJLp/6cTz70RhDXJJUtjS5NYMxch2yf2dFU17KtqLON1F3K49nJ49FS23on/g/Me/fr75UPWnLfmS0Rj1RLxqNEkxmqAeSxPdbfjk3We/+NX0ltTxsJzxiMTH7//Ly5/929SWtNHQjJGIwrGwxOc/+mvgH/98eKfqkOppjGqUPgyfiUB7NFkOdU8W3D2RdMVKYFtCcn50IsEu99EDalWcFNL0NYTZiCZUpoj89RAwkdeNJIQkrysR3Vvm7xoR+pgoiXwJlRGiADysjigkVmqJkVhAHQPvF4P67JkoMyUqcL/NT/OX8NG/TUrxN58Uo3HKsRjlWIxqMkrzOFIzxdLNRqsnzh7kD274yfPQzCuHbhYJLWkae6xmPEExkqgYSVCMJChGkmRDe859eezM9SPnGw9faM+vuv0lO2bxP0NrS9sOXmjZU9514NxXV6I+XPhh+Gf7GzN0U3EK0qjI/wYYLRG8XGaO4/eju6cnYxJPGokZR4/STKMRHzdavXwjiXwJlRGiVXpgfKM/EAXDAyIhoBdEoA3g7hlT2RkvNcXT/4Yd8n/0cQbp7wHIbRli0w7h0C7R0C7Ro13CR7uEjwoklgLhwMWUCNc//F/jmcJTqqcpCmuOfOTohZpbcdt742UnJLYExUisfCRS8zhcOxOhsbM0MxtqTIrkohcf5pZrn4VrZ0K1TyIVZn5W5NzPClVHemL0E7GeX1nw83cXiCBSS7zMFi8zx/D7wy/cZVX2RQmNJO86qCckWWVomu8tIABhlggX6noRBS/5ARDRr2KQKLBQ/0DkOxG+eyLC5j8Mu9AeU9kZJzHFyfH/xyqW8o8YPAaZWNnK8fPFZx58snVsW/6DuD0PY3c/jN39IL74fkzB9M//xvXP//A4LGsw5dBgbNH9hGIzK2Xx3feAXye3HWlLltoiZVbUn4aMbFEPaBLyX/02ky+diJHbIhUTCeJ7svTNb36apTnUEaudiCGLiio2GiJ41BonNcfwMN0TL1JYS1Ev/SmO4AmuUHyN4a0n8juG3wciss9W60UUSAy/I0T47hkNGyy4e8aIjNESS4zEHC02R4vNMRJzjMQMPZFYoiWWaLEZ0mJzNDwtWmKOlphjJBZQIwZbNlJ0SifLOqHL5cuKJLJdEtkuiXS3Qr6Dc2fzDxY2Zd/MlVXtlcl3SeS7xNLdal6xlndQf+Fsb7zYEonsJbFES0c+UQ2o4/Nf/yaDJ5kMVU59pHu2VW6qzIx5/dNczYG2aPV4lAQJAzLQEfpBBC20xEhM0VV94RfuRlRA3TNaDOdNbIkWg2st0XAao/08GPRCeg9U03AePCGJLbFSSIOCPAER0CAMEtGEyhQRAkVDhDx5G4higk8UQOEFRhTtAxG68L5hRCHRYksMGDpowMtY/Idhpe0xlZ1RQmOkyBIpMkWKzJEic6TIFCkywU8skSJLpMgMazNuWpTIAmrYMEcKTWGyyU3q2Y/V05uU9k2qqU2qqY3qp5tlZk4m+0UC71TZ+C+0s5uU05uUU5Ao7JulVja4HNlUPPKxYkAVl/f1h9lVgodH9wmvpZw27JQ0bf3p8k9S1IfaolTjLE+0OIMkVFoiaGaUyBgFd89IoTFagsoYKo3ECsA8oREJYRVSWGKPAW4aQzaNxoOXfVEgTBIRV60HEeI/2ES4q0RORO2BMaJVOPePiKzfvc1E0YwShUSLLVFiM6ij4E92UajuGSk0skUWttDEFpnZIjNbaGILTWyhGdbgQzM4yoKnsYQm0EY/AZezIA8m0GeoZORjuT1UcF+YGv4qsqTk00cbZTbEA1oiRWZQR4rMLJHtI3mfMi7v2YacKsGDY3sq2rbGLL7398B3QoDfFnA/vR8qH2UJcdFCAXhAfCOCQcyRQnz3jEY+rkIfUS2QxmffjPk8K7bAmnDkFGcWBc9Hjgk5LGyFocLAfvaPEptBDXlA+cRsyiwRdRUyRYRA0RKZ14YId5XIiZAAgkeEhgoqkcQ7Ebrw1p2I2O5WQxSCrEfwosWWKLGFxYN+cmcLhlkCM0toYglMLAHUyCIEkEYMYrOjmyYwsgTGCKE5qup+9oWWvaX38iu7dLG/nGOfPvfpo4+kVopVJlQY1g3SPnls9uv3U7ki+8eKqTBOgyHu/cn3f95WeDGXN7JZZGYJYCdYwwPiH5GZLTRGcvvCL9yNqOyLFBhJWgC6OMSYA/P1XlFUgOeNjb4KcS0AqTbsKdPEwBgRKVQQiDweqIkwoQaTCHeVKDqFZW2I/OgUARORNjUsEcZDUImorhI2+QwShZAGFy22RPAehF5oi6nsjOAPhfNNEQJjON8YzjdGCIzhAmMY3xghMIbxjWF86GW4gESQUWR+uMCIuAoVWaMrey/sEw+knelNKhj52Z+4w4+cOWf8UGIJFxjDYefhfBJv4QLLB5IBeVS0672PDOW2UKFli9AUxn9wtKQ/jje8WWSOEHgi9IQK63DEsx9EpgjBMJvTF37hbngF1D3pjhbTiSxRBIN0CU3dUG2EFpwHqk1pQmWKyBfnjBBRZfKtJSLuyziR1wJYSyLivkEi8tE5g0Qh+GUiyIioerCtBOyej0L5xgi+MZw/HM4fjoC6z3AE3xjGHw7jD4fxYE0UZBRaOBwOuuINh/OGwwSmsKpH+Z9e/zwl59mP/hr4/rcepwj3VZg3ikzkG6FFYP5AfE+YnDL3webLZ4e28Y1b+cOhfNM2gSlMYAznYTaK4BuJ8YT7TWSM4A2xOb3o7hklgvMrAlNngTRiiDwpRQxc+XrOD5mMNsiOlmoa8W5QFQdloTBEhIFabyIQ6i0hoisApojQUEEl8lrSa0gUhbtKwScCu6cF1h6J4D0MvdAeXd7O5vSxOP0sTj+bM8Dm9LM4/SzOAIszABv9iLA5/WyUTWqwUfNZnP4IzkA4515Macupnec7UrgXTrdE8u6HEabhPLA5/SzOwGZu56GjV2T7rmZx70XAgUVwBlicATY2GGpX/hGxOf2RFZ1hJS1h5X1swTAqdUj20E/QYsEkGXNpifVBUiiEjVCCWgL/3y3YEEOaeMqRIjOoKaatmoiqQzFPZPaByLJWRCRXCb9k7YjMQSdCHRM1kWWNiIg9l7x7MkYUgpuHSATv4daStq1n6racvrX19M0tp29uxRi3tpy6Ceotp25uhTVobEEbpyGNGFtOYWTTya8+OvHVx0evRRz6bPOxLzedvIGevwXlcCv4HNafnLyx5diXW5Elp0jmbyEIOh5/ibaevrXt0/otZ5vCKqDuieQ0kpBA4qjHgDXuaGmmoQ2ajeiKFb0pdXEwRoR1GDyiSB+I0DEElYj0KhGIzMEmivQWKlNE2GMiJyIeerCIxN6JqNpdYEQhuJ0QYfOHtl3o+PDIF+/vMbxfpA2K7Na+X6T99S7lLwqk7+WKfpon+s8Cya92qkinvb8bNDSQLtL8eqf6Pwvk7xZIf7lD+f4uDXYaymBOfrNb/+HBK5982hTOuccWmqgOgHh+tNNMoCb+KpWPTY1GqAqXfogRIixUEImiqIfWnojG4VoS+fBWsXZEkWtFRLhKJET0h+4vUQhuJ/DXdyJFZhZ/OKzy3uZzdzeeuL3xxK2A5SNYf4R6CclJ0Lj50bEbHx7+7MPDn3109MuPjmHme6adRBmI86NfbThyfePxm+TTTvoQg19ysu6TT5u3lXWzeA+RRCEGToijpNNohfibqiZS5yjPNL/fSilEb98wIqpQg0Bk9oGINA9MElHvyzAR9ph+J4jw7W41RCFsEfiLkCYcBltoYgmMEbyH4dzB8Cp/hHsvnHsPMcI4kA7j3AuvGgQ1YckgatogOM0zE+XN87JqMLxqMII7GM4djOASpuFlENbQdoESDYZz70fwHrEEw6vpNbT3CuVBZAK154xQx+R/DVGGhxamiMg9rBMRlXPmiYRvBRFpdX3jiSg9oIkI7W41RCG+15DPYmQLjYgRKTKBOlIE+qdYJTJh8AIQzIU0egyhMVJkBjUTRKZIIT4/5A6Jv5DvrQKIJUW10arPyNeNAiaiuiTrQkTpkGki9EbrSYSGCibRaqAYJ6LygGuRDBIRuqfQFIkYvp/6qjsF/NeZLHjDj15jATXO8COGQInWoXsSDss/ooDuVXC7Z8BEwsDvVXC75zoS+eCBESLvUCLC3+sLGhGVB7ruuTqiEFxALPhvUqINNsHAD4nMoGYhfvx8U8J5wLhCbYoWXFQ0fwvzbSBCewgqEeUQKh7EDjYRK/hEuLJZZyKhySsRHSxDRKQegkGEK1pSIuLVXk8iQrtbDVEIPlbaOmZTh0slRA9eh2gw6HoNzQEEmYjGOWmoQSWiKam1J8LX8ToR0RfAGhPRO2eEyCssU0S+OP8GE/3/dB8mOpzq1O0AAAAASUVORK5CYII=" alt="" width="354" height="220" />

0x表示的是十六进制,不用过于纠结,能看懂这些数字之间谁大谁小就行了

(2)不同类型占用的字节是不一样的,数据越大,所需的字节数就越多

2.变量的存储

(1)所占用字节数跟类型有关,也跟编译器环境有关

aaarticlea/png;base64,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" alt="" width="398" height="130" />

(2)变量实例

int b = ;

int a = ;

●内存由大到小寻址,优先分配内存地址较大的字节给变量。b的内存地址比a大

●每个变量都有地址:第一个字节的地址就是变量的地址

(3)查看内存地址:

int a;

printf("a的地址是:%p\n", &a);

(4)注意:下面写法是不建议的

在变量未经初始化之前,不要尝试使用变量的值

int a;

printf("a的值是:%d\n", a);

二、scanf函数

1.简介

这也是在stdio.h中声明的一个函数,因此使用前必须加入#include <stdio.h>。调用scanf函数时,需要传入变量的地址作为参数,scanf函数会等待标准输入设备(比如键盘)输入数据,并且将输入的数据赋值给地址对应的变量

2. 简单用法

int age;

scanf("%d", &age);

●scanf函数时,会等待用户的键盘输入,并不会往后执行代码。scanf的第1个参数是"%d",说明要求用户以10进制的形式输入一个整数。这里要注意,scanf的第2个参数传递的不是age变量,而是age变量的地址&age,&是C语言中的一个地址运算符,可以用来获取变量的地址

● 输入完毕后,敲一下回车键,目的是告诉scanf函数我们已经输入完毕了,scanf函数会将输入的值赋值给age变量

3.其他用法

(1)用scanf函数接收3个数值,每个数值之间用中划线-隔开

scanf("%d-%d-%d", &a, &b, &c);

3个%d之间是用中划线-隔开的,因此我们在每输入一个整数后都必须加个中划线-,比如这样输入10-14-20,不然在给变量赋值的时候会出问题

●注意:数值之间的分隔符是任意的,不一定要用中划线-,可以是逗号、空格、星号*、井号#等等,甚至是英文字母

// 逗号,

scanf("%d,%d,%d", &a, &b, &c); // 输入格式:10,14,20 

// 井号#

scanf("%d#%d#%d", &a, &b, &c); // 输入格式:10#14#20 

// 字母x

scanf("%dx%dx%d", &a, &b, &c); // 输入格式:10x14x20

(2)用scanf函数接收3个数值,每个数值之间用空格隔开

scanf("%d %d %d", &a, &b, &c);

3个%d之间是用空格隔开的,我们在每输入一个整数后必须输入一个分隔符,分隔符可以是空格、tab、回车

4.注意

scanf的第一个参数中不要包含\n,比如scanf(“%d\n”, &a); 这将导致scanf函数无法结束

5.习题

提示用户输入两个整数n,然后计算并输出两个整数的和