燕山大学2021年博士研究生报考须知(2020年秋季学期)

　 　燕山大学2021年博士研究生报考须知(2020年秋季学期)

　　一、招生计划

　　按学院进行招生计划拟分配，具体如下：

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" 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OX2j1I88Dze+/h4jPDznFfpVIYvhZPTyi59CU4s7mNFrLPQqSjtqxYRvCrXp1K3bRs60vysG8+fE9dd1s5zQK/nZzP7LxFuE3ho4wQa9nAJzM3pGu04ZmKIKFPR6C3azonNbDiSrFHqFQFqqM+xe6OEjqxZ6i2xBtjjHnaoK9qUlhV7TTGBZ6EVk9EL1VT0ReicNB+9KIV8nQKpEVM3MRKgPhYReo4UNganb+b06dZnVtXbxYrh5nWle6IXqTKf9G6G3pZxigx2bul1k9xaBxfe3+hVYYaEXHhyLgdUJFM5UXf57a4VepRhdTujhI+vvt0ZpsU52uL3Q80xpnXVGb2JF+zJPWyj0TjsevL0zA7XTlXou4nTFQ6vRvpq6xfG+zGD+b6EsXpWYDy/GyP1mw1WxTahf+OEReqX657DQC03Peu2G0ANYg9BzNj4uF+I6AbJieX6xzsPJ6E1iMnpObUpBJBavo0roFWtvst9eLMhgH71+rLqtm751p8LWUaPXOqPXMAvTh6nc2LF44c91vurZUqVqe5UlFtyUHgICWbjCw4inP5Wma1X3wt6/P+kqhF7gvgvfqRpvrYLQWzEPscEOZPSq9shzjqvYQy8YQBpl9JzfC26JULe9Sl7cFbdpCA7I+MiWCr2IjF7bfcRWmdGr6Nt9mrp9uMTK6qTh1jT+7JIjslyx12R6M39uC6G32O/Od3wuG9ZpNi8k1KqmxJebuk2UFq2K3zvfo1XrWYy3jTKXCD2AVsHUETihASXbkiAQKEtBw7spaTijVw60+WPLWbjoqduqWpo29TWw/UIv62uBTEX4waZlRs9GblMRcc19XIyRpsNGGb0qXy/HA//2KvU+v8KMXuUDgiOoll5xG95aaNmMXvDhvrRYSostzBDlt+2aHcOqWxZfwPqmRwAf6dvU7WIQWQw2lQsy3Nq9LjJ6+cG2VBPY3zdjxPjH6IkrnQg9f2Y+INhCmb2OhF7U9Hxge5g0fUPuTSby2c1BR2LPzSBXT7c2X3VbtFW+HUo1h05NeCb0Yvt1Z0Kv8WtXSk97vvnoWEM1WWHjnHPmS7EBoQew4n4bzEzEbF7sHzT9U4X5gaohs3hfVRJQ/N7lNrftLOtzRgzOX4zLxLfKvNcLtlZTxcrIL30bcLfM6GVce+ek+PnP3li6jQtTxbF9LP+WmYqFTeEVzc6bTSYTmVgjyq3DTs7kzRgtXruSWw5fbsyYp4K41+N4nxjqtgXocPWUu4LqEYMQQg/wEfotLOkftDGsbzFG29euzIVetqLHxL/YuK4guK4I3auO41dmMe2EgwBTs/RbOEv/oI1h7UKv7WtXtHG2ivClWvMF6U4GrjhlXP/i+PLO3c1eDv8FnQYHgUrwEfotrN4/RgdPYU/YDqE33fem5RYNgWyi71p89QRKqUa7aX/uSau3MfrndDwGzJ6Cj9BvYT3+sXdwEZvC+lfdNnrtineDw3CxY1hINtk/p1wkmdUHmkzoGdNqQ0Lor4NADYOBDB87lPHFL8n+4xckSRIZDAayf/iUjA4vy+jgKTl38ao8eflLMjh4WgYHT8uXv/qsPPfcc3LhqauSPHZRDp5+Rr7y1a/KU1e/LIPDKzI8uizjg6ckGQx21q5pmsp4PJbRaFR53Gg0kvF4LGmaFv6O//abMRk9OAuhV5VxK2XK3MUYTVcFxdYG+qZ13dUxhQ1hy9sGPOyoxoK6JTIjfaWNj5y/eBUfod/iHy3HkPToKraFsxV6ta9dyQm9rCZORbySx52CDWbe3P1+nE1erbsSODd1W7fj/yNEHg4ClcT4SHLuIj5Cv8U/Wo4ho/3HsCWsR+i1fu1KSeh5XhtVtSlm3UaYjtCb7okze7VI4dUks9/11Q+abgQcL3FnwGSFYZknL38JH6Hf4h8txxDaGDYmoxdc3OBMvXpfhZITeqXNCxsKvYnVpWlio0OvYHF2eG8AAxYDJsT5yLPPPos96LfQcgwZHFzCXrAdQq/wufuqG1folV6B03z382A94N2XV7ZxMjBgQpmLV7+CHdbUb70zL+7L0wML4KJnbXJxNXiOUsEFd+HYG7uBfm6syL0+avq91e8c3crFGI8fVn5efFVX9dumFuVKka8wq2qntjZu87o63+vxIur5s0WX0a9cQ+hVGLSqwQtCL/Qqs2Jj+ERhdEYvJPTsLUmPrsjehSeWauCTJT8HhN6uTVGlh5fwkbPot77SlKVeBRnx3tuKGui6mug4obf4vbnQy48BW/Cqy6ZjSF1sihd62UsLbLF0qkuhZ1RZjHkTO6sTeoVyMOu/z5jXAiL0elwjwXQtAyYirVsfGe3tY9t19Vv3TUTOpvHVGbbI98hGCj13z9L6wTXu3edWJ6LNtCQnSbQYq+fvCPVnNM1WjyHLCT0jqvBZ/oUEDYRO7cyaEmO0Z2GmJ7mzhNAb3PwsQujZXKIHobdzQm+TBkTYDgcplhJMg1Y+aFgdE7DymYr8U3XsNkLZ/o/lKatt8JG9c49XHzu/92b31GTKarm29NTyxmQYzqjf5sVOcXB1smmN3/9dkdHzicfC90dM98X0gwrBoYwp+pZZYpP+DRpDym28eMtUrR+spJ+W23Le55zfiS0HmO4l+by8V9Hug8FAxq9+XC/0tM6JO6ZuEXodwM7+fXaQXJDI7cHovqavfrD0r/wuB5qiCCy/xm+7hN7ctoflfcDufD2NX71f9ZrDaKG3RFt6BVH2fWcrJNx+693Mfr7NVK42q7CnaMtdFXIZE29Gr1BWE7HwzW2TWpHv+EF2fiG7t/l+8nnT2OTcZ5UfFD9rR9u+8ctQnGuZ0RsOh/5NxTOfdx6W8wsuyejtqNDzvYfwAYIHoReVYeugyNwoT6DbLKHXlY9U7uy/RMYhespqybbM2sFGLAxb9yKvygeUTMxFCL1Fny+KAt+AaHTk1G0u82Mjsod5QVH/hiQtWldnalpt0L+BY4ivjTOhO99hwucHgfr1LohqK99CzLZC7/vH07fC3Pg0fuo2V6NHRm/HhN4XDf8Ouy302r7buamoqH5qVqL1+oRe1z7i2vb+rWG7PTnbTlm1bcuKxV5bkYnOxNxc1FULPd/m9yWhV7JlxdStm2GsFF2ZKMzvgRqefvcu7DAq90718tT8to4h3jaeZ/WyFdVlPzB6BQ8fMfEtXx7h85sWQu9v3n5++uq/2MUYnmlcN24ahdDrldCrK4B9hNBB6HUl9CqnmeKmrgqD5Joyeqv0kWAsaZrNaztltURburVH3iyR1TIcDmX42icbJ/TmdYm+VYi+fuu+IrIg3HJ/m7dZVUavOCVeZf/CNl2hTFDlNGKxHywE3/aPIf42LrZPyQ+6zlp5Hpya+O1wOJThsPoBr9I/3z9uturWV69XennD5j7AIfQaUueALKqAuv5uVPP6saricb8gLE/vhqaeuhZ6q/aRkG0zuzZ5sl92yqpZWzp1fZPAvqGzgWz8/Nubl9GbFBdjTDPD+QU+5f7o7k+XuFOlBbvWCD2PDWO2yKqqLStmGQN+0+EgftZjSNVCsSo/sN7ykJbTtDF7J8bafG376GmxTo1e9EM3Qq8/mTyAVv09F1Cqp0WyQVA7dUV+kWa0pzYs8Q263QWpdfjI6OBicwEdGjy6nrKqaEuvvYOiJJFXfjjZXKFXsJHyLyTxZNLmoioonrPfMk575rPPFe9Dz743KLJdX8kJx1ztn7t6uquaydMtiE1NV5+vhCbibR376Dn9ZZ7Ry/p+D0UeNXoNnsCYxkXoxRUh100LebZUqdpeJXYRxxb6yOjCk0sUe7t27m7KqrYtjZpP/bjbsvgySvcmGyz0SoIqu+7Aqye9YqssvkqiKriPXsW5ESuli4LN7QPud+aL8FfjO+scQ7ZB6NkmD1d3jtcn9NwsX37quUdvT9kJodf1SqeHCJ+dF3qtthQITj054iCUHYl93V+LJ9Kz9JHKPQp9Iqtm25qmU1at29La+dRP3t6+erKzyhAEt97I2zVY8xZ66CgKqdKAXDXoZuLO+La1WPxeE2GQr6fyifNC+xYG7/iHqk0eQzqJTR2LGu81hLK9Ocbj8XRRhfP3wWAg4/FY9r79v+Te9bSlv3qEXrCvNnngRuj1FsQeGb22T675OrKq7VWiVyJu6DYADzuxbXEqLn5afPlMRpzYKAu903evSZoeF6Ymz+rd2ex32v8xhDYGhF5k6vwUsQdrEHr+LFVAsNVmg1Yn9NbpI82nxeOE01kJvQU/lhtpeqZCHBHQ/zGENgaE3oqfuNhfDwcp1Xk0ngapF2ybMB2zKh9pHkv89VWd2KhxW94RlSQyuPGB/PG1kQwGg/krm0ajkYzHYxmNRovpqDXX/SAC+j+G0MaA0Kt5Eqt7vczpGp7IoGerbnuWrVi1jzBQ0W/xD9oYEHpnWiPx+ZoKdIEBcxd9hIGKfot/0MaA0Dvzlbif00lwkB2753X5CAMV/Rb/oI0BobdyB43Z24h6PBxklwexVfkIAxX9Fv+gjQGht/KnsNjX1LBhMg6yq5mKVfkIAxX9Fv+gjQGhtzZOOzoGGDD7Stc+gm3pt/gHbQwbKvTOgsFgIKO9fdl77LzsPX4g4/NHMjp4SoaHlyS58LSMDi7K+PFDGY7GUd+XjsYyPros6XAsg9GeDI6ekfToioz39r3Hj849Lun+eUlm2yj0iWw7CN/O5EmSTF/MPh7LcDgs/G00GgV3Mh/00E6bDj6CjwD+gX+Aj95k9B6d8flAZmTbtog4Sx8hI0G/xT9oY2DqthXLFL6e0ClgB4LpJvgIAxX9Fv+gjQGhdyaOSmYPdiGYnrWPMFDRb/EP2hgQeisvjgXY5WB6im3pt7CVYwhtDAg9pmKBYLrRPsJAhW3xD9oYEHqdwNstgGC6eT7CQIVt8Q/aGBB6ndRQMIULuxpMN9lHGKiwLf5BG8M2CT2jRJnFv60u7+Oibfk8o5SYwI9aPT3nj166LP/k48Xfv/fSZRk+cVX2Dp+WNLDn0d7+OUkPL0v6kpG/chzVqESSRImZWNGhfWeUyV2LFZ3krtNqSRItNn+9VjvnGFGV3+ecD9vjIEbV9BffceF+vin1RKcbEnym/llhV1gqsE/tG4g/VtfG7F2ttzvtSxsD8SDQv1sJvXyQcP+dF3p3K4TeKz+byOnkU/lXh9+U7z0KX6TVSeH33dqKX773TRk/fiBJkj8uILhKoi0g9rJjvMcbUdl3O7aZiwBt6YTbKvTqBEjMMRswiJ1smG2tTgp+YVSCn3Rk24KADsW9gq2nD6t9EHvb6B8raWPYSdJ0EOUfQaEXytzVCr1ctmP/3Ege++6NUnZtON6T9OiKjI4uy+jwkgxv/CJa6J1EHRcj9JzMXATT+1wIvSxrWXTCuIwnbKPQy4l8iswb2NaIKmU+t8OWW/UE75uRqMgMlR5SWYTRqzaG/rN/btTN1K0bEOIyetPA/mHoh+/8HfnaH8fdiNWJvGjCDvrei4/L+MKTjrCKmbo1ohpkZoxyhF5ONFZNUy/Og60XemvO1p5u6SBWsq13cJr6KL6B0Ns1/0DoQVdcONiL8o8aoTfNejUWerN6kIOj12eZLycbeOcbc6H3716+Kq/9PHwjn373gnztdt0N3xedtA1cFaLQmyafCj2dv2+n/qUA01PbW6PniL5p1tgWM7grbN/TLR3A4jJ6CL2zEwH9mLo97ZnAQ+hBUw6Oxh0IvfzANxvQYoSe1UqUUnL3L/+zvPidD8pC77M3JXn95zJ5cFeOL7xV2Wn/6+tX5Dferbnhz94qTpP6iupzRAnCmXgrH5tNOTXLCMK2FbHOHgDcurKCYCk/CJ3FFNPJFtjWrcnLSkMQeusXAX2pjzzpochD6EETnnx6GNXvK4TetM7NZAsOZv+tF3pWtDaLxRgfvlASWjdvfUfSl+7KJx/8TmXAOZlM5M/fuCy/+V71zd7TL4tSiSitPXU/zQXZdBAKTccuaousTkSb+lo/BrMtXZZudaEfeKe71rw4YxsGMb9ti5nzLDOKb6xXBFi9WyueT3ZUzMNu8NSVwZI1elk9krOy1K1H8y3G0HZ63B3nnMWxd+Xr5x6XZBDusJmD/vcbl2qE3l35+ot3xWSLMax2BmO/0PMtNqlF28pVt3PblFa5wXbuP1Scctw0obfdO/s7q91h9SLAqJ0SCSc7KuZhl4TekvvoWe0TM+WVcgvxNv3svxjjbK/yP+cBPS8KS4sbAg76325clt/8fsUT6q10Pi1cvM7YmruYLVhitlfJrfRF6PUoo5frL77FGGck9E76YFtKH9YnAhB5CD3oHRcvDbtZdVsQM56BriD0coHbqGzV7b+VF14whWOzYnbfea6D/rcbl+XXKlboGm2827C0nrqNEnqezXLzA35e6DGgbU0wNSofQMs1euUi9rMpat/G7SEyPw0vzoCViQCnBAGRh9CDfnBYsRijpdDzB+e50HMETSb07v1hIt/4ryeF6dL59ykjE6tleOsvZTKZyCPP7//p9avyW+/F1dWtT+g5juY+LbtCj+zelgTTYiY42J86r7/8IvrYR72wLQNVl7YNlaFM+2Z4V4Ht2V6lX/7RfRvDrrK/P4ryj2ihFxRSuRWupXo1a+Tvfus/yenkNFjPlySJ3Lw/kb+4cUkGh1ckPboig8MrMjy6IqMnrsj+wZMySIe1W5csrq9uu5Qk8HaM2ACYF3q+rM+qxACsv45snZxiW8C2O+AftDF031dOlxR6nfCARgGC6Y74CAMVtsU/aGNYZ195sAlCbyKTyUMaBgimO+AjDFTYFv+gjWHdfeXhJgg9xB4QTHfBRxiosC3+QRvDWfSVh5sg9JjGBYJp332EgQrb4h+0MZxVX3mwCUIv44SGAoJpD32EgQrb4h+0MZx1XznZBKEHQDDFtoBtgTaGVfaVgtBbN4NBIvv7I7lwsCcHh2M5OBzL4xdGcu6xoYzGQxkMBmdyXesiTVMZj8eSpmnlMaPRSEajUe/tAfgIPgL4B/4B8TQWeihk4EkIsC22BdoYeprRw3CAgwC2xbZAGwNCD4BgCtgW2wJtDAg9AIIptgVsC7QxIPQACKbYFoKMRiPsgP8AIPQACKbYFqEH+A/QVxB6gIMAtsW2QBvDDgs9qyVRpuJLjCjf51ZLom34vKrPjZruEeP7XqNEGfccKzpRYvLfnWixkfdhVCLaxhvXqNg9ngYyvnZbTrznKzETKzcGA/8+SIVrbXN/RlTl9znn4yDePljqF1nfTJJyG0DYtgW7JWH/hlb91uqEftn72PRI3jtOaV84e6Fn9WxwnAs5I2rWMY1yxEpe6OUHgoIAdESJV+gFxFB2XTX3ULiullidBK5rysk71+b3tzjuM3ll9Ip8EmXzpve3sLvXZkZVC/GddhAjSilRJaFnRBtncEWsxAs9bLUS2352c1Dsp0YhBnrWxv/5+bGMRiOEPHQs9AJP4EZXZLGUWYiOmZArCCCjZ5msioye7+82d15JtDiZqwiKg7cVHXtuhTCqE3oZn95I5fj97N8fy6ujV+WzSqHX9v7KArsuE9kkq9lnB5lmeKf9otImvswqIPRWyHA4jDjOiEqWf3iFDRy8P3lN0vSGfIqdoMuMXl3Wovz5LPNktCRal6cIMyHXROjl/+4Teg0GkPI0bbPz2wq9946nr6EZj8dzXv/JT+RmlWhe6v5mQi8nGqsyl02nr3vrIPNMJ0IPobd5jMdjhN4uD94/elXG41fkY+wE3Qm9fLbLM6BZLUrryBo9R7A4n1tfplBp0a44qZy6rcpYBQbkulrCjoReNlX7xmAg6v02v9H0/qZCT+ucWLG6VbZydxwkN90dIfSMisviEnw8MwSIvtWtumXqtr+D92c3ZTB4g4wedCj0rBalpk/itvREntXOlWv0Qtmp6bTvLAAFBJbVSVkg5gfcoNCryrpUDMi+KeoWQihK6OWElrb1vx11n8H7y0RLNxnLXXCQonDzC718/96lDGi3wWf20LLDNaJtSdO0+pgHb8vxYEDf7Kv/MIsAXQs9o4pTfxOj5gGkMEXoERJGJUEhV1ysEaq3y2fycr/RQOhNB+UOpjAifjNG6FmtRKlkmgX1ZeAaCrLq+1tkp6xORJv6Wr+dnrr1PshU28RqCqNbB5983S10ZFsrrw+H8vzth9gKoQfE2rjFGMr4V3QWMx8egZJlAoNTps405Ox8qxPRurxat0p0Wd1soUKbacoYEffzN9KaY94XNVvMktk1ptaw/f2FV93Oa/U6mrbug4NULlSpXLHN9G274DOtI7uDvTpdRDS8/lPshNAD+kqc0LM6N8U6H+imAq1aoMz+nd9epbRaN1usYcsrTasWYzTZh6t2S5X4FaxWJ3L8QbUhf/TqSNSd8Of3rg/n31UQyU1rCptse+MVerntahB6tdOLdVnOXVvE0sn0Ym7A+gx7NWIwGHj/fuc4keHrP8FGCD2grzRfdTsprNoM1IIVavQis0WlxRjl8wpiLDs2duq2VgjFY1Qi1+9VH/PRK2M5fi/8+Z2bd2qygw2nbqOEnmcaPD9FmW+DDu3VV6E376MUvTdeMPDB8Q35iBq9ldjW6kQGxz+Qh9gHoQf0lWWFXlBQdPlmjLrz1i70ptvF1E0x/fT6UK69/WCJaeBVCD0nILjCxBV6OzTwtsvouSufCbjxGT0jx8OhjMfj+IVGUJ/RC66kp/6xT7EpVMLDbAJ9ZYVCrzjgeYP2mQi9iOuKyN5VrX798WvT3cnTNJXxeLpb+WAwkCRJZDQayXA4rKwJXAi9iI2a29i9YquQ6sUv7KMHa9wCBOi34CVuU2yALoUeAAMmIPTot7AW4jbFBkDoATBgbvJiDKDfAkIPEHoADJjYFrAtD0oACD0ABkxsi22BNgb6CkIPgP5OjR79FmhjQOgBEEwBobdBhDZMBmIT0FeihB4kMhgMZDweS5qmwWOGs/3A8lur7JJd0jSV0Wg0t9FwOJxvKzMcDuefZXbybjnjfHeVvQEfwUfwEfwD/8A/ypDRA+CpGdtiW6CNgYwenQtwEMC22BZoY0DoARBMAdtiW6CNAaEHQDDFtoBtgTYGhB4AwRTbAraljWljQOgBEEyxLbYF2hjoKwg9AIIptsW2QBsDQi/2BCs60WKjLsKKTpSYBhdtVIP9Y5QJnK/ETKzo3L49+X2K0mvflwfzc+6JTpR8kP37Fzckce/Paue3jKjgdTSxD2yigxT6oLaeY4rtry227M620Ni2VgdjJH2zf4P31IcYY2BThJ5RkaKtWgxanYgycb+zOG56nffdY0uibSKTySdyMzmW7/uO8R5vRGU2MKp8bUYxiG2rgxid64vTh4Vi+05F3nwAtbq2/2LbWNtCZ4HdasRAz9q4mAShbaEzoedkripxO17zbF5roec9LiBIC8LNiJrtzj0ajeY7cFftrj0d4BdCz6jpPdZlInmy3k4HsbqYeXL/nQVgBMvytgVsCxFtjIiH7oWeT8BF/M0oUcZGTMXWi8E6oef7DW2nGYPs35mYK061GlGe6d+q3ykIvZxozARf9Xmw7QOmV9QZ5S0jwLaIkbOxrZN1BoQeIPQ6F3re6c5VZ/Ss3EwSufb9Nr+xqOfzv3PQvd+pXbR2p/ACYpbBbIsHTFWabiwNoAi9DmwLndmW/ojQA/rKqqdurVZijI46L+apM0rozYTWaDSSVz+eyMPbz5emYLMXJSextUGz7ywfmwngZhlB2AYHyWeCfQ80CL3V2Ba6CuyUEiD0gL6ynqnbyExdV0LPaiVKJXLt+nW5NnpNflb4/AeNBZnVVdPKC7tYnYg29YKYaZRtdJCZMJlnZBF6q7MtdCcCyJQi9IC+0juhN82sGZ2IujORyY9eFfV+7vO/eVuuXXs3IOYaom3lqtt5rZ7VDGK9cJDiFKO33pJV1p3YFpa3LXWPCD2gr6xx1W0TAecTlPFCLxOMheMe3p5fe5pbWTv9/1flJ3VTtpUZmpDQywlehF6PxEi+LIFVt6uyLSxr20DGGRB6gNBbPqPXMrORHV8jrKqF3l/Lu6+/W3OckePjO/HXFSX0PKuG81N4eaHX8eIUWJWDWNFOOxnlCjsnC0XQ7dC2sFRgN4q+iNAD+kpToRd6avR3stj97lwhaWoEYuz3/uyNNCj0GtXoNcnohYKsK/QY0LbDQdzV0752KxxDwO3UttA6sJNZ7ncbh0qNyODSV1Yg9Kpq29pN32adtX3N3PS7Pvr2WK69cyKTyS9Ez1bgDofDyNenFffdq60JnN9rqKic12T1xUEA22JboI1hp4QeAMEUsC22BdoYEHoABFNsC9gWaGNA6AEQTLEtYFugjQGhB0AwxbbYFmhjoK8g9AAIptgW2wJtDAg9OhfgIIBtsS3QxtBvoQe7S5qmMhgMSn/DNgD4CAD+sZmQ0QPgqRnbYlugjYGMHp0LcBDAttgWaGNA6AEQTAHbYlugjQGhB0AwxbaAbYE2BoQeAMEU2wK2pY1pY0DoARBMsS22BdoY6CsIPQCCKbbFtkAbA0Kv6gQrOlFiCn8zokp/q8AoSbSNvwGjpnvEKOP9TJmaa7RakkSLzR9jtf/7JhMxKhFt441rVIN9bjy/OT1fiZlY0VHntbk/I6ry+5zzcRCZTCZidb4dfDYq2rVJv8G2dbaFVrbN4mVN3IHtH7ynYwe+A10LPaslUVq0aiJqKgRMgZx4yQergih0RIlX6AXEUHY9FSJv6jwNRGsAq5PAdZXvb3FcQHB5r7fp/RlR2Xf7bNZUfO+Ag1jtCDejnKA6FXnzY6wu9mFYwrawlNBD2PW6jYvJBfwGOhV6vmxeDDHnBY6xuixA8gNqSbQ4masIilmYWFGaVAqjWqHnPS5G6LW9v4XQy4RsXSZyl7JTcQ5SzFxbXe4DRsW1O8Gn2raA0IMI//HN5gB9ZRmhN51qyTpVnSDKd74WGb0qoZf/u0/oNQhy5WnaZue3FXo+kaVtzNRt2/ubCb2caKzKXDadvt5FMeIVdQyyCD2EHiD0YCuFntWSKLWY/ltxRq9Yv5OJHS3aFSeVU7exQjRCWHY9dZu7xnYZoKb3NxV6WrtTjc2zlTvrIIXpxan9S2KYQbYD20KnNXr0R4Qe0FdihJ7V2WKBrFPVTSF2k9ErT485dVFBoVflGBXiylfI3EIIRQm9nNDStv63o+4zeH/Z1G03GcvdcxCn3yH0Vmhb6M62s9i7w/W3CD2grzSu0VtPRq9cj5b/LCdWGgi9aZawg+mhiN+MEXpWK1EqEaW1J1PaXJBV39+iRs/qRLSpr/Vj6rYq84rQW51todPAziIhhB7QV9oJvZosXWn7juYZPasT0TqbSjX+aWNHdHmnfJfMzrUTcXXHTIWcyY6zOqrWsP39hVfdzmv1Opq27uUWBh67eOsYd3z1cle2BeofAaEHGyH0KurcqvZ9i8noZd9RtRijyV5RtVuqxK9g7ULoZdtLFI+ryrLVOHPN/YWFXq4dEXqNhAirbldnW+g6o4cYQOgB8WBlQi83xTUXGIsMX2kvrdl505rAovgoiLFsgIiduq0VQvHErEitXXWrTc1xDaduo4ReYL/C/P57mV07tNe2OojVSYRNazauhpa2hba2NcpTH42gRugBQm9VU7eFp/agKMtlm1yBUZdlWrvQi9tLsN0+eqsWek5AcFc6ukJvhwYH7yrzmAVDheMIuJ3aFloG9uLMABnmnj4o7XhdNWzc1G391GQwGC0l9IpitE3A803pdlkTuBB6EXWM3rdjxN5fXuiFnvJ393VevE8S22JboI0BoQdAMAVsi22BNgaEHgDBFLAttgXaGBB6AARTbAvYFmhjQOgBEEyxLWBb2hgAoQdAMMW22BZoY6CvIPQA6O/YFtsCbQw7J/QAAAAAYDsgowfAUzO2xbZAGwMZPToX4CCAbbEt0MaA0AMgmAK2xbZAGwNCD4Bgim0B2wJtDAg9AIIptgVsSxvTxoDQAyCYYltsC7Qx0FcQegAEU2yLbYE2BoRexQlWS6JMgx83ohIlJvRdoc8mE5lMrOgkkUTb8mdGef9ulLuvjBZjVMW+M1ps4fdy12O187nv/o38xsHTsn/+YPp9hc+saPd82DoHmfYpXzsaUaX+VNWfd5NBmmKHdfZbX7xrFLNhK2JToZ0ZZ6BDoWdUItpWBJTAYGdUIkprz8DoYSbgyqItC1rK/z25YGZU7hryorAg1HxCzCP2suN9IveLu/LrR2/Jn00mMrn7DVEmTpDC5jtIsf+FhB7Cro7h4SXssG6hh7DbATG/iElWI+ahK6EXkc2zOqkVNlYnJUHk/s3q3OCay/xlg6+21RnBktCrzeiZOBE6YzAcyT/9eCKTk7ui0ltybzKRP3jxm4VrDDEXyrAdDuLL7CL0ohkfLYTeCfZA6EGQk6g2ns50FccRYhF0JPQW4snJeuWEkk/AlYVfsaP6j2kmvFwB1TyjZ0Q1CI5/+OIV+f2fZtepxVoto5fuln+7KiMKCL0ec5pN3Q4G2AOhBwH/aN7G/rhjVHn8BeJBM6GXF0tG5zpZJsiUaK3801zeTOCs/i5Ug9dQeLkCarmp27CYTEffkT91rvPF82/JK7cuLX7f6tppaeiL0KM+j2LyDa/RQ/T1q40D8QihB0sLvfx0pDK5YOINIhWLKEJiqvQ9U6FndE0mb3ZeJvSsXmYxxqRysB+M9uRX/9j97EP5laO35H+cNBOm0Aeh58leUxRdYv/xC/IQO5xRYK+LxbAJPEToQV+2V1mIsJrsSE4w+er5YmoG22f0yvzw1kUZP/bb8u8feD7/4q787ce+K3Yykft6ILfu3i1kedJ0KIPBgBq9HRB62aBKsHUWYxxdxg5nGdhrdzeATSZNhwg9WJfQc6aptK1e5JB/giwJsrLACtWu2ciMXqXQixCHvt8ZjkYyunBRBodXJDl/Sc4/9Yw8++yz8txzz8neE1ckeeWeTB7dndboTSbyV+/8rjz/g8V3fvDSb8t/+GIik/vf5Yl6J4QewdZXXD48eBpbnGlgp5Z0mxZfuIyeuOJpT7/QI4lAPFhK6NVOS1VsI1LOypU7apXQazNw5oXeUqtgf/FdSV64Iw9Cn39+V75+4S350WQi/+fdb8oLZiFm/+kTb8lfTCYyuX8LobdDGT2CrTNQHV3BDmee0aOkYFsZnL/IqlvYkKnbCqFXyq5ZXTq2dUYvMBW8EHcxC0Mq+OGb8sQ3/6TimD+Rr52/JIOjqzIavzS/z/u3vyXpi3fL92tvURzdF6FnVKHPUqPn5/DSM3LqWWX4CNuspN8a5W4CT43eNqzADflHzMrqmG3NAKEXLfSCAioo9JzsXaBepH1Gr/j98+sLdfoGQu9kMpHJp38oz/6DPw8f9+hD+dULb043TJ7xv9/5lozPv7m45/vfkfGt+9P//+wtHHJLHCT0kFFc3b3bqxujpp6o0VtzYC+W2VBKsNn+0XbwLsQnxhTobtVt7CbEzurcWSesynh0ndGbNLjO8gB9X/7R0TNy7vyBHDzxpPzt9yqM9tDI7335j+TeZCKTyafyTw4uy/CNXzjH3JXfOLos6fknZTjeY2qPLUB6wRextr1AjR79Fv9oXfpw8BT2hO1ZdbstfO5Jq3fxPcCAuYs+8qWvfBUfod/iHy2/Z+/gIjYFhB4AA+bm8txzz2EH+i20ZExGDxB63fGwoxoL3ufJgImPLDh/8So+Qr/FP1qOIenRVWwLCL1V8QiRh4PA0j6SnLuIj9Bv8Y+WY8ho/zFsCQi9TVk9dYqdGDDxkRJPXv4SPkK/xT9ajiG0MSD0zggGLAZMiPORZ599FnvQb6HlGDI4uIS9YHVCr2+M9vZltLff7LzBQMaPnZ//e+/gooyfuCrDw0tydOkZuXj1K5JcuCTjvXMyGKSSnr8ow9FI0nQo46PLMn78UAZp2kt7Lt7nm8p4PI4+fjgcyng8luFw2Gu74CP4CD6Cf+Af+Mc6IaO3hvQ79UdkRvCR4r/Tw0v4CP0WWo4htDEwdbvGhRJM1+Ig1BE195HR3j62pd/iHy3HENoYEHpb6vDAgLkrPrJ37nHsQb+FlmMIbQwIvTOGnf0ZMKHGtofsA0a/hbZjCG0MCL2W+N5D+ICOgoNA5z7Czv70W/yDNgaE3pk6Z9XfAQdhAFvOR7At/Rb/oI0BoXem+xU9ooPgIDseTFfpIwxU9Fv8gzaGbRB6RhX2alEmf6IVnSgxFV9slHvORCYTIypJRNvwOdH7xyhTOv97L1+W5PBb8vbkM7mx/5gMBoPcPjwjSQ4uy+Al4/3d0DXFYLXvXn04drNakkSLzR9jtefe2pw3tbXfXla0ez4OUurzoX627dQNUicMVFsZ2Kfxc7f9ehv8o3UbF+IT7QydZvSMqJnIsDosvApCyWrvgGkC51eJpFoRdecbkh5ckvToivzaOzkhM7wl991jP35Lxi/e9QTIr1eK1u6EXkC0ZWLCK/LanmdEZcHAqPL1GSWJtjiIa5MeCrtlt3toyujgIkF4jf22+ICMANh0/2j/ELpoW6uT3scqWJvQs6K9Gbii6ChmxBZZO6vdv886qtXRIiNWRH1067L8+ruL6/v9C2/OnWL+BGa/U3KOR5OfyyuHT0ftRD68ZYPXWJ8RdDJsEUy/c5nzpvY2atpWdRnTZbKaCL3+bv3QdJpqdOFJgvBZBHZfph82zj+at7FvHF4kYGgf4sFSQq8g4HxZOk/W7r87wiz7DqudTunLMkUKvfxKpztfH0mSJHLu4lVJ9x6TJEnk+i+s/PODp2Vv/5wMDq/I6PDSYhpXGfmbwm98KL/ywp0Gq6emThctvOaC1ohqICIWtl/ivESLzWX7MsFXfR5Crw/31/VqwIdM3SL0esRZ+kfzNvaLOn95FBAPmgg9R9hV1ejVCUJljF8cRQyqcRm9z+RfHz7drtNbLfu37i/lqEGR5J0erROKoUDd9Lyp0NM63DaDwUCGw6Gkabpz07hRNXpMjbQazBB6CD38o8M2DrQrQg+6XXU7y75F1+iVpmc9xf+V9WjNhN6jj96av3ha24mc3vkdSQ4uy/iJK/Klr3xVDi9/WZILl2R0eEnGR5fkBVMe3PcuPCHJ4TOyf/BkTWbOJ/T8mbJGtXszEdbYcYPnZVO3RpS6g1M0dpCZsO6JAH7UUT3SQ4QeQm9HFmCcnpHYQ+jBelfdzga5cg1a/apbn9Az+enaDoXej279riiViNJaXnjsTfmzwud/Ib/ze38qfxnphF9UCN2wIPAH11ihNxXQzestqs9b1Ojdu57Kq7dvy3EukzcajebT2Wmaymg0km9/hIOUA+xu1cG09hGEHkIP/4jyD4QebFBGLxMKC1FXWczvZj4CGT2rZ8d2JPQe/T8j6uvTFb0vmIl8/tGb8rU/zh/z5/Jbv/2h/HXkU9rDptdQcR95gVyVDa2yadvzCotfPjiWa7cfzq/r9vPPy+3PJzL57ObOrryNc5B+FDy72Yq6VzCdLjnYIfQQevhH1zV6fqG3S3XVsMrFGDpiX7fajJ6zoMCo3Pf6O3Gs0Lt360C0ncjPbl2QX/kvp/MFFscXr8qXvvJVSZ+4KsMLF2UwGMggTSU9eEs+nEzk/ZcPCuJo/8KRJAfPyP6FJ0pT0uFrCK1KbuCIkYK3+XnF7VWOP8j+/kN5bfha49XPu5vR69fAGTsIfb5EETtCD6GHf7DqFramRi+3wXHEqttCR5wXtivRWvkzfpnQqxAsdULP6NmK0leeEfWB75i7or5+N9pR4wVbfQ1X1SrX1Qu9D3Lbsij5IAtEb1+T4bV3y2K87XX0yEGMyg+S/arRazMIfb7i4AMIvV30jy52BJjPjNFuxINlhV5h2rD0ZoWAiJkJvIU4C2TsMmFRk1WKqXN7MJnIj289WTjuUV6sBgRMXC2F516jFk5EPnGtTOj9oGT303evSZq+IR/5sq47lt2rerCJ2ci7D4NYzP5fXyD0Nr7fhso7mNbbTP9o6z+FdkbkQRdCz31iiKoV8wiP8GbCi0G1bkVviNEtO3fQhSC08u2Di5I+8YwMDy/L3v65yut85MneVb65w9mhvGr7k+oFHG0ERZPz8gLbys3BoBwcTt8tCJud30dvxzIVsa9yeoRt6bf4R2f+QRvDZm6vssWcdnQMMGD2la59BNvSb/EP2hgQemvjhM4ABNO1+gi2pd/iH7QxIPSWWv6+7vOBAXPbtog4Sx9hoKLf4h+0MSD0WvHFFj2VAQPmrvoIAxX9Fv+gjQGhdyaOSmYPdiGYnrWPMFDRb/EP2hgQeisvjgXY5WB6im3pt7CVYwhtDCsVetvC3uMHMjh6RsZHl2SQplt17atgMBjIeDyW4XAYddx4PJ6/5xb6CT6CjwD+gX/0n96vuv0cRQ88NW+cj5CRwLb4B20MTN12UkPBFC7sajDdZB9hoMK2+AdtDAi9zhwNsQd9D6bb5iMMVNgW/6CNYTP6yulZC722DsZWKbArwXQbfYSBCtviH7QxrJ40HUT5x9bV6CHygGC62T7CQIVt8Q/aGFbP/rnRZk/dniLygGDaSx9hoMK2+AdtDKvnwsFelH9shdBD4AFCb3t8hIEK2+IftDGsnoOj8XJCzyh3vxYtxqiK/Vy02Pn5VnSi5G72b6udzydy8sM3Zfjy3dxO40ZU/vuUyTnop/LPjt6Sn9KwsOJganW+TysxWzDFdMJARb/VoVjMFOxJX8R8YfzdjTaGap58ehjV72szekblBjujJNF2Id5mYmwq7NyOZ+XNK78uH+bFXna8/Y6kL911XidjRGXfYZS8YIoX+r/f/aaM9X0aF1YWTK1Ocn06C6ybHVBPyEjQb3Ui2k62qt9Sj9fQf5w2LcUq2EmeujLopkavJPRqM3qLzNxTVxK5cLjn2V07lfG5xyWZ7aw9DVILoffey9+QP/jrifyHly7L6PCSjI4uy+DwiuydPyp8TyG4ASwZTI1KRBn34eNss3rbOIgh9M7atpvdbxF5TdvYii6Nd9M2fh+f2HGhl6xI6NVm9IyoBk8aRhWF3k9/8ZYkL96Rv5pM5Hsvf1O+90XdeQAdZvSy/h0oOWAQQ+gh9BB5621jf3salcjxB/jELnPx0vCshF5u6vZoLJe/nMhwmNbU9M0688Fb8o9fvyL/4pPZ3z75NzI6vCzp0VXZP3qq+G69/IAM0MmAOX1yTpQRO8teb+LDBNtD0G8r2fGp25O+tXHggbM8AwG7xmHFYowooVcs7m26GCPPF55O6+ugH8rXDt+Uv/jirvzWy3fl/9KIcNYFz2urgfki+thHrBqk39Zm8/o229Ev/0DoQVfs74+i/GOFGb08pznxGJhS+OKu/OrhW/Jnk4n86fUr8s/fvSu/+cQV2T94Ugbp0CsumbqFzqdu3YLntWVGTtkCBJa07TQj3c/B/3R32xihB7V95bRDoed2Pk/Gw80EPn5+T575W4k8dXlUnHrNo61MJndFnfuu/HgykYfv/65ce99zDVYzZQtrrINZ58D5AKEHS9nWqD6XtDzY8djkF3okO4gHMf7RSOiV99ZrkGG7/w/lyW+9XTPlsNheZTG45rKFCD04g4Ln9T01P0ToQSvb9lvk9cs/ulx1a/AJ4kGEfyRRAcRXgxfI6AWx/1Ku/v1/U1tbUtqo1qjc/ns6MHUM0E0wLa+6XXcwfYjQg+YlBzsTCx/uppjPj4O+HQKAeFDhH/Vvxgh1psZC76Zc+nv/UR4FU4ye9LS7eswVenR0WMWq2zN/M8YDhB40qN/yzbD0OdvzYAdjk1MWxdgHwb7yoHlGz7saMURJ+BUHzhfv5j87qRB60/MGpc5cfE0a9QnQbzFygm0B2/bMP2hjWE9fOWkh9AAIpoBtsS3QxrBVfQWhBzgIYFtsC7QxIPQACKaAbbEt0MaA0AMgmGJbwLZAGwNCD4Bgim0B2wJtDAg9AIIptsW22IE2Bmgr9KBbhsOhDIfF9/QOBgMZjUalv7vH7Ip9xuOxpGkqo9FIRqPRztw74CP4COAf+MeykNED4KkZ2/aI0WiEHfAfAKZuAQim2BbbAm0M9BWEHuAggG2xLdDGgNADIJgCtsW2QBsDQg+AYIptYQUMh0PsgP8AIPQACKbYto+Mx2PsgP8AIPQACKbYllW3gP8AfaWx0LOik0SUqTtGiw18bnXV+VZ0osRk/7ZaEve7rJZEmdw5RlR+X5nCZ9XXAjiID6NC/QkYqM6WNE2DcTXbU2wwuEHM66P/GJXbP41xDVaa0ZuKPW3Dx1ijJMkLtmihFxB72WBbEnmZ0Jt1eqPK322UJNrSKSDKQYyq65+A0Nss2376xqAQjx/efh6x1zf/uXNcEHdW8xAKHQi9QlYjlnzHywSW1TXnZaLOycxFMA1uC6Fn1PS76q69SqTCDjsIDwUIvT7Y9uFtOR4cex+0YRvb+BN5dTSSG5+6CQ5FG9NXusro5TJm3gyI09l8WbWojJ4R1eAJxShH6OWyfaVr8p4HOAh9Y53Ti7A8g8Eg4rj3EQF9ik0Pb8vze8/L95l9gFVO3YYHQI84s3qamQtkRuKmbqsycq7onAo9rXPXWJVFJGMD3v4+Kxmwxcwywo8FA1tnW6Oo4epTbPr0DRkOr8tnCD1YaY2e1V6BZHWFAAwEmnqhV3EN3oUg2W81ywgCDlLuR57yAzIjZPS2KqM37cc8oPQoNvkWJSL0YBWLMUpZPe/CCH/QaVTbFxCH4QF3ISqtTkSb+t8kCIJf6JX7GMGUjN72BPaYXRFg0yltio3Qg/Wtus0NhIGOF1w5GyEOp2KuIdpWrrqd1+oFMpKAgyD0EHp9CexGUZrSB8qbYvtnyKgphhVtr5Jly2rqP+q2QalZMBErDkvfWxB6uT30EHrQcjEGQo+p220I7Ii8Pgs935ZmrLqFlQi92SIJpWZir8nKVl+Gr3o1bzOh527VMquvyu+/lwXBqCln2EkHcYvYKWpfafCBbmzLnmo78KCUH8+yNkfYEw86E3rz3bh9q10TzwIJV8CVRV5hmrYuQDXJ6IUGaFfo4SA4CLvPI/R6U6hftT8p9MV/CuMmYxhMOtwwOWraKhsclZFfOpvO+mrv8tk+/8rd4hYr1deQF3qz80pOwJYZgBihRo9+C7QxIPQAcBBA6G0ocRsmA7EJ6CsIPcBBsAO2xbZAGwNCD4BgCtgW2wJtDAg9AIIpYFtsC7QxIPQACKbYFrAt0MaA0AMgmGJbwLa0McDyQq/PDAYDGQwGpb+PRiNJ03R+zHA4lPF4LMPhUNI0lfF47D1vl8nskaapjEYjGQ6HBVsOBoO53bL/Hw6H2BEfwUfwEfwD8I8OIaMHwFMztsW2QBsDGT06F+AggG2xLdDGgNADIJgCtsW2QBsDQg+AYIptAdsCbQwIPQCCKbYFbEsb08aA0AMgmGJbbAu0MdBXEHoABFNsi22BNgaEnucEo5z9WpQYa0RV7OeibXa+FZ1osZ4fNCqRRNvKizIq/13xfH77eRm/+vH831YnokzVOVZ0osRk/7ZaEve6rZZEmfI9xO5z45y7OF+JmVjRUee1uU6nrQqffSqvjV6TH+Egwf6XBPqva9c2/RTbhmwLbW1rdT5+YN9e+k9hTKaNocOMntWhwcyICna2vNCrEDOBDmtUTtREY+V6msprP1787UevjuT4B/ljPpLr6XXn9zwiKhNFHpEXolZU5px0cVxAEHt/t+l15trHqPK1ff+aDG7ex0GCAt7Xt6cib+4PVs8EOwFnedtCW9uWYrRR2Lhvg7fTplYn0WMTIPTaCz2jKjJzZQFjdT6TNxV/fgFZJwxz5H/fKEnUHfk8912fvDaS59/+m/m/f3CcyvjV2/6MVwRV2Zv67KHvuBih1/Y6F0IvE87vXhsWdhfPdiXPdiN/42c4SDBjWurDCwET0+4En2rbQpeB3YjiAaRHbewbL2ljWLnQCwu14hRCIlrrZoJtYkQ1flLxX4/Viaj3JzKZfCyvjkaSvvHz1r9TN51cJ/R8073axkzdtr3OmdDLicY7FZnSt6+N5ZWPcZAqMeIVdUbxZI3QQ+jBCtvY3548ZMJqhV5tsA7X6NVidW0Nn8v9mwNvxs3qRJTWcpwkMrz+00qR2GRquX1Gb/pb7Zyz6XVOhZ7W7lTj4v2M2fsF0zSV8Ssf4SCV/TvwcIPQQ+htWmBn6rZfbdzkwROIB0svxnAFh9aivYNcUehVLl5wzy/9buClyDd+MT3+o1dkNHpF3ngjLQ3CmQBs5QwzURR7bpTQywktbevvNeq3g9eZTd22yZAiRhB6CL3tDOxOHSkg9ACh1zijNxvYbFaj583AuUIvMI3QYLGDO7hmHfzTG8fyzslEPvr2WF77ZHHMyTvXZDgctnKE6fRzs6mPGKFntRKlpllG5cvANbRF9XUuavSsTkSbRa1fVqeXpqmMx2NJ01SGw6Fcv4eDIPQQetsb2JeZMQCEHiD03FqB3GKMsshZIqPXUlTdu57Kqx9PZDJ5ID84TuX4g9mq2/cnEdsRtFj80VjoTYWcyY6z2jneL/TaX2d41a1RSn4wy4amb/wMB2lQo+cVeg1LDbAtQm9lW9fQF3taoxcZj4B4sJzQczIahQHOzXbkp3dNVEYvdm86bf2iyupEbt6frix95aPFqttr7zxqlkVsmWWsE3qZHYvHVa2orRkMa68zJPSs3BzclB9OJjK5d31nBwZW3SL0+mRbRB6rboG+spTQ89aMuZmM2RSubzqx64ye70nGt2jko1fGcvz9hhmYFQk9o03NcQ2nbqOEnltfudiGprTw5d51GV+7LQ9xkAox4gRXRAtCbwNsy55qO+A/TomI76ET6CuNhV4m8IKp4cZTVosNfwtip7GwcjYOrhB6n95IvZm/ygzMioRe/XGrEHrOgOquxssLvZ9el+HrP2HArNs/0Wo2/l2VbaFl/ZbPtmR7+jZ4F3wIkQeTdbzrNkro5bNKuUHRWW3adP853/H+/f58U6O+wbm4dUndFOwytX0LoRexMbT37Rixq3LzQm92Xqm9FvYZjUZy/ac4CGBbbAu0MSD0AAimgG2xLdDGgNADIJhiW8C2QBsDQg+AYIptAdvSxtgBEHoABFNsi22BNgb6CkIPgGCKbbEt0MaA0KNzAQ4C2BbbAm0MvRV6AAAAALAdkNED4KkZ22JboI2BjB6dC3AQwLbYFmhjQOgBEEwB22JboI0BoQdAMMW2gG2BNgaEHgDBFNsCtqWNaWNA6AEQTLEttgXaGOgrCD0Agim2xbZAGwNCL+YEIypRYqIuwIqeH2tF1+0Fo0zhfKMS0bbhTVstSaLFlq4j/zf3uhafWR2xZ838OvPfE/htq537MqKC9+xeJ5y5gxglSdKiH0KlbY1KPH4Ky9q2GL+wby/9ZxaTaGNYmdCzOpFE29ovLAumXIe0WpTJAn64oxoVKyhzDpBdm9W561wIqOl1Od9r1Pz6rE7m1+YXalVi1jnee64RldnCqOJvufcAZ+wgRpRSohB6ndl2KvAYpFZhW6udfpqLa9isJ7HJaVOrk5rxCRjHooSek4GqpdgJvQPkXOhVZbAiMoAZ2oYzccoUvmt+PQUhuBBYc6FXeGry3V9Tu2S/vRB6mZAtDn6h8+Assk7aTvsObdBx8PFm3qHbwN5k9gU2v419sYg2ho4zeqVsV+20rRaby2rVTYsWv9uI6uJJxajZYO0MKrNsmntPBaFXyqzlv6fZ9S2moWdCL2eXqsxlq+lr6GZ6RNtAcAWEHkIP1t3G/vY0qsm4DAi9yhNyU44x9WRZxswRetr6M3reKdNGU5j+DOBiitj9rFg7mB0Xn9GLzTy6x0/tqLWTXazIVtKR1+0g+b6O0EPobWlgZ+q2X20c8BmEHnQm9MrZvBqhVxJKOXFj1GzgtKJzIrDw/UGhFRJC4axdk0Uj8Rm9mEUhPgfMRERHGUtYSR3Zot0Qegi9bQzshtpShB4QD5oIvdh6OU/g9mT0FgWki8xJs2lhn5Cryui52ciwc9icGI2+R+9ClNCUSfGetamv9SNYr9FBjPKshKYNEHrbFNiLsxSA0AOEXsPtVRpmtzxCz6hZjVqSiFLTgdW0EHpFcViV0SuudC2Jp5p6OV+dXNQ2LN7sY3jV7fy3G09bQ1cOUrkwhgwsQm9btq4hfvS0Rs8v9HgQpa+cidDzba+iswzWvMh9Jmxm4kuZX9auQM1nucpCryqjlwSmUvPfU3Sk/KpYbRfTzLHCtrbWsZSRnP0dobdBDkJGD6G3PbZF5LHqFugrjYVem8xVaB+6wpTmvE6vzYpe35NMZEbPs9hjnknLT9sV9vpbLCKpDaJRQs9dEFL+7cJ+gGSSEHoIPaixLXuq7YD/OKUlsfvaAkJv7VO3y2/dUlxA0UrolT7LFy8Xs3d5QWl1zdNTk4xeaHWcK/RwZIRen8QIdagrqt/y2ZZsT99iU8GHGBtg84VeILsVmpKo3Hcvdz25hRTZ7wW3V5mvrs2mlHNibh488/e5OC60WKVasJa37ig7a3GBBoPg2TsIYFtsC7Qx7JjQAyCYArbFtkAbA0IPgGCKbQHbAm0MCD0Agim2BWxLG9PGgNADIJhiW2wLtDHQVxB6AARTbIttgTYGhB6dC3AQwLbYFmhj6LPQAwAAAIDtoJHQAwAAAICeZf4wAgAAAABCDwAAAAAQervBCTYAwEcA8A9A6G0/p9gAAB8BwD8AoQcAAAAAm8D/HwDha4Yn/haOSAAAAABJRU5ErkJggg==" title="\" style="width: 580px; height: 297px;" width="580" vspace="0" hspace="0" height="297" border="0"/>

　　最终人数以教育部下达指标为准。

　　二、招生专业

　　招生专业详见我校博士招生网站《2021年博士研究生招生专业目录》。

　　三、招考方式

　　2020年秋季学期组织硕博连读、“申请-考核”制招考;若有剩余计划，将于2021年春季学期由学校统一组织落实，具体办法另行通知。

　　四、报名条件

　　(一)学术型博士研究生

　　1、硕博连读考生

　　按《燕山大学研究生硕博连读管理办法》执行。

　　2、“申请-考核”制考生

　　(1)申请人基本条件

　　1)拥护中国共产党的领导，身心健康。

　　2)已获得硕士学历及学位人员，或统招全日制应届硕士毕业生(最迟须在2021年7月前获得硕士学位)，初始学历须为普通全日制本科毕业。

　　3)申请专业应与原所学专业相同或相近。

　　4)申请人报考类别为“非定向就业”，录取后全日制脱产学习，档案及人事关系转入我校。

　　5)申请人博士入学时年龄不超过35周岁(1986年9月1日以后出生)。

　　6)仅招收英语语种考生，申请人英语水平应达到以下条件之一：

　　CET-6成绩≥425分或CET-4成绩≥500分;

　　托福(TOEFL)成绩≥70分;

　　雅思(IELTS)成绩≥5.5或GRE成绩≥240分;

　　在英语语种国家或地区获得硕士学位，并能提供相关证明。

　　(2)各学院可自定申请要求(含学术要求)，但不得低于学校基本条件。各学院要求汇总见附件1。

　　(二)专业学位博士研究生

　　1、全脱产学习考生

　　满足学术型“申请-考核”制申请基本要求的理工类考生。

　　2、在职攻读人员

　　(1)具有报考相关领域实际工作经验，具有硕士学位且取得硕士学位不少于3年。

　　未获得硕士学位的人员，同时符合以下条件的可按同等学力报考：

　　1)获得学士学位6年或6年以上。

　　2)具有高级技术职称。

　　3)满足以下条件之一：

　　发表两篇(含两篇)以上被SCI、EI收录的与报考领域(研究方向)相关的学术论文。

　　作为主研人获得过国家级科学技术奖项、或省部级科学技术一等奖(前五名)一项、或省部级科学技术二等奖(前三名)一项、或省部级科学技术三等奖(第一名)一项。

　　作为主研人完成验收或在研国家级科研项目(国家自然科学基金、科技重大专项、重点研发计划等)一项。

　　提示：同等学力考生须加试政治理论课以及两门报考领域(研究方向)对应学科的硕士学位主干课程，加试方式为笔试。

　　(2)报考领域(研究方向)应与原所学专业相同或相近。

　　(3)近年在期刊上正式发表与所报考学科相关的学术论文，或获得省部级及以上与所报考学科相关的科技成果奖励。

　　(4)报名者所在单位承接国家重大专项、重大工程项目、重要产品研发任务，考生本人实质参与了相关研究工作，并在行业内具有一定认知度的工程技术骨干和创新管理者。

　　(5)报名者工作单位须为企事业单位(其中事业单位仅指科研院所)，考生须由工作单位推荐。

　　(6)报考类别为“定向就业”。

　　五、报考流程

　　(一)所有考生需经导师同意后方可报名(需导师在《报名登记表》中“博士生导师是否同意本年度报考”栏目签署意见)。

　　(二)提交纸质报名材料：

　　1、硕博连读考生需提交材料如下：

　　(1)《燕山大学2021年攻读博士学位研究生硕博连读审批登记表》(附件2);

　　(2)居民身份证复印件;

　　(3)本科毕业证书、学士学位证书复印件;

　　(4)2份《报考燕山大学2021年博士研究生专家推荐书》(附件3)(由报考专业领域内的两位正高职专家(不含报考导师)推荐，并加盖推荐人所在单位公章);

　　(5)学信网《学籍在线验证报告》;

　　以上材料于2020年11月17日-20日(工作时间)交至招生就业处(世纪楼402)。

　　2、“申请-考核”制考生(学术型考生、全脱产学习的专业学位考生)需提交材料如下：

　　(1)《燕山大学2021年博士研究生“申请-考核”制招考审核表》(附件4);

　　(2)《燕山大学2021年攻读博士学位研究生报名登记表》(附件5);

　　(3)2份《报考燕山大学2021年博士研究生专家推荐书》(附件3)(由报考专业领域内的两位正高职专家(不含报考导师)推荐，并加盖推荐人所在单位公章);

　　(4)居民身份证复印件;

　　(5)硕士学位证复印件(应届硕士研究生提供本科学位证复印件);

　　(6)硕士毕业证复印件及硕士学历《教育部学历证书电子注册备案表》(应届硕士研究生提供本科毕业证书复印件及本科学历《教育部学历证书电子注册备案表》);

　　(7)硕士阶段成绩单(若为复印件，须加盖成绩单出具部门或档案管理部门公章);

　　(8)英语等级考试成绩单复印件;

　　(9)应届硕士研究生提供学信网《学籍在线验证报告》;

　　(10)《审核表》中要求提供的其他材料。

　　生需将纸质报名材料，在2020年11月17日-20日(工作时间)交至招生就业处(世纪楼402室)(特别提示：仅接受现场提交纸质报名材料;可委托他人代交，但不接收快递邮寄报名材料)。

　　3、“申请-考核”制考生(专业学位考生中的在职攻读人员)需提交材料如下：

　　(1)本人居民身份证复印件;

　　(2)所有高等教育阶段获得的全部学历证书、学位证书复印件;

　　(3)对所获得的最高学历证书进行网上认证，提交《教育部学历证书电子注册备案表》;国外学历提供教育部留学服务中心出具的认证报告复印件;

　　(4)填写、盖章完整的《燕山大学2021年攻读博士学位研究生报名登记表》(附件5);

　　(5)《专家推荐书》两份(推荐人应为与考生报考学科专业相关的教授或相当职称的专家，加盖推荐人所在单位公章)(附件3)。

　　(6)在职考生提供所在单位推荐信，推荐信中须说明单位承担的项目、考生在项目中承担的工作任务和取得的成果(推荐信无固定格式，需加盖单位公章或单位人力资源部门公章)。

　　(7)已发表学术论文的复印件或科技成果奖励的复印件、证明信。

　　(8)在职考生提供考生本人参与国家重大专项、重大工程项目、重要产品研发任务的佐证材料。

　　(9)在职人员提供拟攻读工程博士学位研究生计划书(含本人感兴趣的研究领域、支撑开展研究的重点工程技术项目、企业合作导师情况等)。

　　(10)同等学力人员还须提供符合报考条件的证明材料。

　　考生需将纸质报名材料，在2020年11月17日-20日(工作时间)交至招生就业处(世纪楼402室)(特别提示：仅接受现场提交纸质报名材料;可委托他人代交，但不接收快递邮寄报名材料)。

　　(三)资格审核

　　硕博连读考生由招生就业处组织进行审核。其他考生按报考导师所在学院对考生进行分组。由学院对申请人的申请材料进行评定，确定进入综合考核的人选。材料审核评定不合格者取消申请资格。

　　(四)综合考核

　　综合考核时间拟定于2020年12月上旬，考核内容和形式由学院确定，具体安排另见综合考核公告。

　　六、录取事宜

　　(一)各学院按照学校要求对考生组织考核后，以学院为单位确定考生排序名单，学校根据各学院排序先后按拟定分配计划择优进行录取，确定待录取名单。

　　(二)各学院2021年全日制学术型博士研究生录取“定向就业”考生数量不得超过学校给定的名额上限。

　　七、其他事宜

　　(一)学费标准10000元/生˙年，按年缴费。若上级主管部门出台新的收费标准，则按新标准执行。

　　(二)各环节通知公告均在我校博士招生信息网发布，请考生随时关注。

　　(三)报名费为160元，在综合考核时缴纳。

　　(四)所有考生均须按规定时间(一般为年底)进行网上报名。2020年秋季学期待录取考生未在规定时间进行网上报名者，取消待录取资格。参加综合考核合格未被待录取考生未在规定时间进行网上报名者，视为自愿放弃递补资格。

　　(五)若上级主管部门发布新的招考要求，我校将做相应调整。

　　(六)本须知由燕山大学招生就业处负责解释。

　　原文链接：https://zsjyc.ysu.edu.cn/info/1071/2638.htm

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