《优等生的调教法则》(20)(3/6)
H+V9HSUio4WeBA03UXuc+P0Z5aT0e2hONC9yY+sFfsOkzo0nU51rPK81xwUKtUeqTvWDUruEifqE6bsgjGmPZ6HQ4r0dTPqQbuf0HXoe56eDvAxW4SHEsQbonkNeY3zTYlv/Gtra9RNV6ouYr/3rnsRlK5GvdojT+MIIr06XNYInZFClt2YKGHA4kyE57caqBnDyZo1N5BGtC7wpwzOmlrrbJWkFx19mBsluT4tC5CkjpzdeSrmvasXgSejOgdEj7N0NmEWlCXXkKfRyyKLxJYclIFi7U7Yz4O82MqkJ1KcFZ2prwUbVhMFJPI6xgxsabnwzKRsawCRs9uKrKvLP2iBkHfXFqeprVk6y+SbxI01wFvRNGCll+rDhv9sFpCFHe0E93TlrlU+7XDnhtx8Cl6uJdzprS5E7wRbEpQ2JT5g8Bj4LIAO0wZS6FJPVU32Bd1mSzq4wg2jppPPSnuDP8Lrwdp0YO1Rheje0GhHSRmoc09B4sk3M53EnViX2lzeIH0Gp9JibbPy6sKQXVV1bMFv7M0QcwbJtX53wkHZi/yXREqCQ8p1ltSTcMOtT+tzgDvmq69/83omppkDsFxLJF0Hf6FMXMWTxGrprmQ2Z0Y9/WkklKbhybOFDyu5bVEuaxtGVHSZLG4oCOFc/B/O4aOSxkauMiEv7RUJbQSpvtmGw734FBajH6PLBn3KTO5HlVFoOE/+DcqkdK0GxB/cT2As7Hbgo3oYsBEsbiRDn5ACraGmIf6lEY7kEl2YtVESqh+DWm9R3cO087+mxI65ORXYYk/Ksp73O63WauL8KdOdhisFPO/eZceng6KXxkJPEalFVqmE7VpS1pNtgbe/QzWqDUpuAVNWdCsCKSmm1UalYO54slT7o8FeHNUDIxBslb9Nd9HQQcsIyaJ/9hIFlkIj+K3D5BdjlHArhbNmb9dcFczHIh01to5aT1pOtOvH60ZNh7Bt1jpiFKuhIJyCEkQQMiNxaAhnBYySLufUrRT6fGjJ1vRUoLbjNYPc1b9OCKE94/ZY1GFjWttVQjO2BoaVSOIyKCFOcl4RBSZnb6RocLg3RkwoWgB0KMaoJoyceQ9/hwSObJt0v5nZn3AnaS/JsPutQUw7TA6/UwHLQ10ZikjU3wGZaD6RyJ3DPN7G2GguV43Vqo5UfVLqmPNOFmWXxvo7kcb7oTr+HtYq1BoKfWOPFRD63GQNSgT9M45V0u8ghAaXwNL0JPdq0r2NV7DATsz786MVTehKNQ4pXCm5+TxORjsfmKq7Xz4vmAdg1IROGy6qkzaNBavCaqVtP+HkNlUSlgHBlOgwBYqw9A0H3SEOUgQGOfLkxMc5w/70zroDkKnsqLykVfD2VGKM2cjLNZpdVbOOmW35mB5JpzW0Ku5ppuf+zUd60qApb5V372AS+nW+BJSRT1uyPxtlszGcrCUnE+hJrLfHELMmhoDP2LJBDMEUaGSBy2JrQhYJXsvTAlW2sq+tbTvlgKAVPd8JCTNhqJ+YxpoMMNzAbuLnU1xeQUdmmpMYJfimo5qe2fpJmSFSSr57xXMkZfhm7HVUOGqiAbLkdXO34wBZYAQZb7gRdvX7p/lIx0KMZoXvfsjv1w3sfnPppcJg3JmvMxSuLUPep2yxpvXhfG1Mj+OOC8HUP8VmOZsKKgyB93sMtjZvl4VzRXOrYtDdTWaGpFkol063Tb5HV3yw+XwkZaytpuxWYpfGa9+/BoTbS8lVGc78SeOMmjC6fa6Gj0jg+Vu1bM/pFYqjbvreyn7xB/lcNjgay56OXQ5eA6kOaC/RqleuOvhaCFNNlAVVLbTLCf5iP44z/E/pOUKnzzAFawJuyUZAeIjZo1yb2kRA8BkWvcGUDNyqXEXe3x6t2nkN3Mzthvsfuj4Znq5IuJ9JuEDF8j8o3Ix4QAXfW49lX4c3Zy6PmBrkLKre64ZEZ5Vy812qo8rdnKtNu8WWyVupOoKqjJkgFJOE83i8RfdozVNSXhMhaEkDpRcRYFQH9ycZt8OKszEHegqH2ZciNTkd/t9wPpYDZQPT9uUPjQB+2b4MYpqqDKDV9xrhY7uIsFyA/RlWDDwymwsUJ5/Fjgb3Ts6/det1/1R0ZjOveKo3FIoxxAvaHous0Slh7tjhiXPZXOKkxqG0n1hLY1wtx2wdF70yLI1oJabqohX6XgXjupVeRbbMsPaG3DhX/yfemdL+ZhHSx8ZMXrlVL/+rvEPZS/GUi4xXI+o3z8GWpkJkcWICF0U2oZaDu3XfZhL0Qw0jdfcS6oOjuuS8wjoiXCFGFp7lzLiLrokVnPCU8B19c2c/SLp2i5ybgnNPgMgsctnuUmnVOBMoJqCCTr7hiilYJzgvEloN+lHpEIRQw6uizqWJnLZN+YOyJd1RQoWVUtjydowgR5JyWXh/zzfPw3Nd6RDOCcTseObZQwUqr8oT7na90pGedPCm/daZhEtnT/p2dzVJm9br8gk0pDRgklW2xTm7lPwEmuQj3DLYReKQ/xOA6N79NW1WoGcnIQehFcS3cOON3uZnHOBEV2rXSc7/EaD7SFlo3RBgYuS8RClkuXvDM6EIQNZl5vdz5DPF3vNnONVnMc2JVg6/TM7EQvUkwX0f7TGUyEVMRNpkvBEuLysaxnrEwPgY9ACy5sRZ5GOuHt46S4jYJK0f7Cr44My7MsiWwcX51+/mOIgsaNQFnvzIXj25yiyib7G9kmrZ0+aICfQ2O3CG9H2lsmsJnmtNtT+4GczYuQHQgcnT5AVLGIx38wwRm07tYYA6joqTkGUIUV44PRwqnVbGBYdwr0PNmXc7ujUvabnS506/uAJieFi2N09hTos8EJZJGC3XVP/xhKtph0HPD250fgQ03Dhfnaj4gphYn8zCVoMnt+kBz/cqcrWZ9B8o149ePkyxqGGlH0m9QzJccVumGs1LcMpfBm9CuxIHiWje/o1IfRXe8PmaGsFCj3znGLk4XavOvXkYI/5fpc+0zvx0jv5+aKrtbDmNytOBF2xVWGe3HeG8DnoBsT9C24nlI8ZuTQVlYyLLAv6joARFKYCT8+I3BUAaEpAe5M7EnsQsOe01WR/yAuBt9jr6vaTMhQkq6boczoQAcyq0ivHIIlIRH9L1/ftzQUi/cUeSbiNODU3ZTM71gYlYxmL9X1Lsm/p8Sc1zQh1sDAjHNhwqvpg/g2LF4FbozNJCE0oz4GeBgzF4moTixDVLXZ7jErDUEc1j1Ya61kJKRR0w0BLjmdpDN3qzOvg5J3Q3gMPpLEQH2RGTg4WBwfrArsLDv085nfLQa511/qN0F9lRbqJuwEpeDMqQeQ9xP1kZ4gJYQh13C9ioC9RpEDiamY3KngLPrDPYO2j3+rbM1bFRPUjbBzgl7ZxGsxQdxhxau46ZmlzjQvgDqSjPGj9MzD5EaedV5eAQJ+qs4ulvfwwcoMU9k6+Fz34O06f62C+cj9Sv3G2IFaXvi+pAcoGUu1pz2HLJ61E1uSlFpWvdyAC6gJbxPx9sAQkqZkU+FNXS+wAc+FucixaK5+LS6eMN9eu8N+CYFCcuE5Gyhy4VsxrVIg4nuxewGTdc6fEeX7EhaSEDdl3iGuUmqK8+Cd5dW3yapASB0ccWj6V7kKN5XVzvKuET98Vts+4hDLW6vLVfQ5rX5+echHHb/y7KUQ9TO/PQqb8P8KqELjSjoSm7ZzSzg+Ro2lygO5zo41Sd5xCO4WGylIzffdoxq4NldX3pwuUL6lYDlqtavlZc+R1mJwhKramL6LM3EvM2kLGQ9RqDKmiZS57gqejZkHtANT3lGPKwkaeSAtr2uTzVkn62YxPAl8FIfGPaME38J53liNTzPoGEE+MQ2EnqDtxQ5DQ7UtYEDwhdWz1+Ec7dNzSGyZLP66cNYSdDBRGHft/gfVn9D5aaUkZuCRP0rBDjjFekmLaj1J1Z3kSSrFYRnClc1PiW4YlOO2IABcgF5Y38b04TN8XTYVXRLcN1z5E+yOjiqQH5ISyM709SrUNYUApRCHCEF5Rj6jUqD3wth4bNHME5fZqXFQqFHwJiVOrlDPA5XhUEBkkYzfo0JgmS8YLdJ4zGjN09pHyeagfvtQYDUwo4336EmTETtsvH6t2JVjIY1usa9Rg5OdzgF66W4pki1uF0W8nRh/brDcrPJ1s1nEBBYeE82jNGpCyT8eliN2gj6yXF9SnkOmep7q+xeaSjbDDwEDNr0/Cygba9MB9OrxlTAq+GgY5gcOHhhNXLSrW+14SeElxvLzE2PIGi3mi51KkTBh0lK2Iexhgy6SACZHag1YhmmnwODd9dMY6XIXl4L942GfJ8V3/8/T5hrkVROYppEg/9QDRWYQphc7UoKH6sBwUo2T/H9f2jKxmguo90mXbtBC63VkAOBRqw1b6e2LnEYS7yqYt3EWN6OOzveHgQ1CzEmvdqegVs1EeAgmY7OQnHOqTHZOWC67aFZhAQ9q2b4ZaLcQZM7TIHkXUMXr64NiNJy5I/cRgTgaZR7/XORjA39x0HLZ3d40wNkfV83LlnHgQDKyCZY5vNGnKljkRW18Uiy7RuqSVAzGUd3q1R2bq4nriU4vc8o3kD7Vk3WcCUZexnkWAlhet5eWSfzLqS0ab6sZ4ubcVLvUEBJ0xe/jvweVKbekoMghxeiTehuGt+CH0LM/SMtB0h1M5o6qyFg2pabyJGNkNzdA29Kji1zm/hkcxJz44Z1l/E3B8tscTxDacj5/W4iXKHbwg/z9oWbt4ZmbSgS2tjF2wllkqnJ4TzEdYbFabQP3BWPysz5CqGngf998wAgY0Bpt3TVHP/BBz/Dn0c6+Efbek9VB/cm9accpCgGLKdkWxG00sVUEghTDvFV7v4aqaDaH160S2ZjqoThIvZH+93DumrYH0s/SXDy2SUPwanXrs9ylK6I/I4SGXPQc3MlSEyoKHYDeiCWa5SRKz0gFzzIn7q8BDxQd7wvy+LTinIQ4tMoKHwiuMNrvXQdbPbDZ5ntquIbXXlFTfmucJ4N8/hf+/XRtfSSP6HkniSsYZlC+zrmDflmSAqIY+0K7lgnUFdVw3pBVDGmmZA0Z9O5ZDhP/KOt3UtK4gdzWyjJ1Ka7hTEFDI9mby48mHijxs8yOy0/AL2MRgEaoyYCA/ISME6mED9q8XSkQXP1XKMPRpOHPz42+JxFF90/zsoCTkjN4c/1MFb4T3bD4i5y3yRdnHByIwmdyDv39QR1R0YKHXQ9/6T0KI5x/ew4kG2YNRkNXjc1yLz0Kpja81VHQMFNOS/lrdXlcivMjMF2ZVxmADE1FaYoy2ntyS3s5wztYvqO9KgQpoFkmz5rBl5Th81HaWEwNQQpW9qEnGKxlutc7BDdvbSxm9VfvHW4ENLW9u2vWDlmdq2cJRioxIcT8de/ZFOOxCRonvIsOJZYGwKX1ljsARwhm4hFRdMovg2KjxPEZDywNEOhtvlbCVAUgSBf8oFntw9Z8dMDfvNArslBwUFFKLKvNiuJPinX1lJHzDMEwX+W56Ba+6qzuuRZUwQBy6eE8kcFVQxvxYurCIoM4WOKZEuSvBSzU1XI+dq76jC2rNezcjgMrueP7WPKAwZP1YdDQxXs6SMtKJNk8PoUNkT4okz1n/VLT+cJRzDXSGIEaudgKCMIOX7CDFSIqembo0k5F+iqDbbbQ5KoaOsJUMiqnZaWFQ7zfwKJhcO4VRuVWlbbhJX1ICWZbidKONDCpUXqZHdtfCB0zfsW86h5pP3rUZh7797ioJZ5DQsGLrzgxUvWOGULsPAdrKZPMlqbiEcrK3895Fr/VS68Ml7IY3MABElAQOUv/PcOBObEZW3zp9VWoO8eEmt3dUeeE6pLyCbRXKwT8BidvA/1m13d9tkTx2mjE5hi3dRZwLi/S2Xu0cxVxXx+ZYJhAyWJ6sKek94I07mCcyt6dYVk7GFOXk6aSBNOrPomTsNQSome19R3ApN7PvvyGNBWr9p8pVDkkBN2upi1FdecIDLVKru2oGVbpoEr/xrh2m7SnFBYFLS60rSech/hOHgNGxJskHpS79A+Y9wOrHwNMwb38Jgcv75ZaIRFZaYHr8zZNinGRDACb0Z2pH9LntMeqgh050QUYgIXz1d37I52UFE7nmOkklQI5150PaBZvd3YJ/7HxMXxCzeLZ6eia3Wf9a8lz87IN8GW5LPQhQR4HhEBiZ8QLcUFydIi7lod30PPnqxk2nZYoW2N5hxL0e14iBCJ3aWcAMHVuOVh5JLwMKl/JJhWA9n5JeD50W+rPOKiW9t/0raQzWZADdBvDLoSapaxf4qr9SdPbvAOpli/9WFv+XNmxNZSQo7T8wS3TxYnQvjjLNHcX3exKWKIyfifQTthWDBgB00RtK8XMm6+sFYIzZ5bMFUSh2mnVbN/umPh7TM2WlScTN4v1aXe2V0yla7ObTAxTx0bMeravhz22dZC5HqwIYZWYe0SpuqhbQqGDE8D46RiHp2Ylbys36a7IPjRVdcTkcno0YQ/dzq9A9tO+RrLpgjwaUFZLUZE/2tr2wfZSML/+vdJQ5ZCL9IsNPddh4SNUObOfGsZrL90mXhSLjlGaL+kVyyeDDQjfDAMP6TR8cSBdtHCr7iCKad7lNjqxUH17f8LkZo+yHK9k158amvygVytstg2ExFgUvZg1m1PdgJ+GfaybQDUKahn6hTkoG4WZb26eHp04aTiGVilyGmnDzCB6oVOhSTQadDGtGbXlOQg4Up/r8WAg1yL3F8eUWqYV8ygYlUBju8ZVCteNBFrLmmzaT3b6gTAsPAdLSChKepe18Golk5ZtlHkGGOFKwnoYKj/LBAM92kIy4odIxU9acYwZCLBOkMTC3RKWEWZ9y4ZvFQIeyszS/UGDC74g8mJQqfXiKQ71GVfKy8xv3YNpsZ10CKVZHPAO7tXjzyyxLVm6+7rb+rR23725lhq8ePWU4wHjw4Vnxd6qX3hkEXaQnjvmqNlBYNvtp4+lHrXWxOeJEoC+ILEnxb6iLDz06nNQSox6dt4nTpKUlFyK2W/+4cgrB4k7HT+OHlqyfhYW0f5AdZQHKreR4XMo0KbCfidGoENYUO9LBZkfVNl3x/ouTbt650/WSf5BYiP19A9cq8Uuql9qtl56LgFxJzaHlYYaMXi84K/0eF/rL3mr3og/WCae8nJ13ZqTdf+Dg1XpHJDKc8xDEZZwf3Y+OOkooJJOIzHpoCvjuP4rg7BrkOIUA4gIqWYPTVtv6tS6av91M9lb6OU5K4yO//Ews0NW5W/+HCp1lU1w7dFq8OOKpqeeZERrnrhglFPnGRkzFztKlFZ8nwz+gCu5cjVOvFdtWNlivbociL51PmNhdaoa/u8zP87eZxNItPud0zVuy5We1JzUw0lXQomljDNja2jR0Lb5/PIcQjXf22+i/lqZ3JIRoikSdSuS4/VoEpxP/nnQj0Vfpyi6BJtC25ugw8cvFQNeh4IFiuBJB6QiImKqIFE5ItwqbTKFW1u2STIAc4/PQw+0KBAo69RV1u6uwH4x+kjpD/VHnZfOamCJJW0J6QCa4BxCwL5YPnsti4KVhBeojNcRWNXB8XVUi9/fFWkcV6/Ve4cabnNWlYBINrpf59HD/9DFswc9/75psKNE3aRTacFlY1zq/qH26/LaevL5jnvEEMbEOE+b0jx7o+7Cemv0Mpq5VSnDht9K9p8Ob/PJZqfihBG3BoKTwwuErCXzumj8XvqW6dDgmYF//ICGBlP/nQ3rFrXq417o7rtM9AhXKvseczABjSvD5o=