某个老师与学生的心理辅导(4.1)(3/3)

I6d5I5yy4sQ0QNY3PgWmKJ3Ht0+njuQaiUBjrVcqq0bRq8caf09FDXc/QaIZl7erAk6DEeRBDxMy2G/A1DPqdI5+MAJ07iHhGau2HYVayhP5lqrervPCUB1vgsbnlbNjQ+uE4Y2d5XqxJdsJIbUzMX0ypuLn+vYmawb6BRAiXZ0pt818H4LXc2r89tn/7N05M9K7D7+LYw6gd/ICeTpHunTxPGWFW8y2PtpazUkUZ/r25Tuk+DTdGNNDdCIUwqoa+XJXV9I2Pu8Zkp3ZgHtn3Si27M7sMNuVN5ecT122S/pxwnutUS9jAg2fMzGurJmfQs+8AVhRW8l1HwL33FO8NqchSWy2UqV0wbg7RgsXxWX7rVuWUQXJJf2b9sKKlmnDqKbNbWK5MP9KMJipheAEVwsjtmRSKjNR89mi3AEpcb6otgBBLzf1JUYuS7QTjzzMZc9+7FY80fh7YP0hUA1qwsezkJO1+1GCJDfkHzIzEX4Evmk6X4ECyY9aJV4ydCGa0ERe5no5b1YhFmorClYLaDMWaULOOWrTswOKCkMeFsJSrnlk9LZhmzoMNRdCiW96NPZhu3uUT69nbC7B/d4OB32qGodsKWIsuPs/7Lr0wk0Jszatk0PCiQp9Hh766fqyItOxKWlTtDvy1TEwIkyUpmvezQ5pf5FTKIrzFA0ViuhY8wWqzNgB9SRBOGRdkEIiDotndDULWM9btRzlRGBuH8PsGup6m6oNCJh6UufUWJpbXZeYfeH0N72LvZfSZerKjl1CeP+6wXeN2yNyErc18sYqThflsZUWaOxnUjDhz0kB98/woiiHgkqoe0ghvEeDVdrEF8B7Hy/YlXjAFzaDorz2s+rLuZF1tYoZwdXJXDeMB58VPygh9SFWSXMf/IxZZPrZOG1kRZtrPNR0AAKtrfgi4ZGdaUoCtGNl70uW9/NabSShO3k6mJcXxfy06ZPBXImHuyxzoBT5a2uFqDECAhmPpGcQrU/8gzLKDhRuEoAUxoOPILN2U4vMaPvfqcbHkVpZ5VV/TV8GymacAI/xzAypvmwhcUsuQMTl3omlCuKxdS139jhh6TI6yqjD1kPXoSk6ZRtJUjeTlwcjI+koeuWgbN7kAt28xETsfRwQ7MsfLdzHwAbbpJn0mA6CiDjV0FRdHnMky2kPwja0U9C6CBiW0ueyRbhTzAOdp1X9XoUL1330yHYnorN4KQ72nfqUgIMGePla9s8yc+LZmWEeEyBDnvqbYqsj9pd+0wRm7sg/En5n7ph7Kvnc0FoicnJY445ciqaUkUbnt8tUKGvaoWpqTD53Ko1JvL/HDLZD7e4UASwjh0AC9ESYUvWC4268gedP1C2urx2w1dwaRNmc8VLv4lHtMjtPgzDz4HyunqXJaZ16N8PymSGYbmQYrSLnlmMWh8wOQ/jv7HDXnXsup7HFt3ZRFqX1W6fG0EEUrdpx48S9z4D/3wEhzH4osIK+36ZgyABh1bbYfH/3+lFjckFb2ZCEWuqT9B1R/9nK+Ves0+ZshRC7DNftNNBVFb62ZJMc8mRjm3TXCEyZU3rCgiu5t0uJUpWrn2vWch6/rPO6fZn/BPH12e1W0Qo7C6uay/bz6FV6JM+KWbyJlWtbjNnhytouW2qr3WoPsIkTx3axBW0D6AecIg9XQ927irBc9BqSWNdOlRRuVNPVjjkrs5oURuv3eSEDMmOIMyYu1Ngcp40FYaUGssKlmhuZAD4rDChW04G+8ESZJtFtJMyDf5KiKC+ja/hxvfKM1NLgDvRh8CHIiah5qi8Y4yEC+p5u+9//lTR4cQCai352tybuRW5U4DkjpmAQnG/sO1Zh2Z3xfbijLNqzXenjpmfD7LCVRqMXZVL3iAOB/QPnnwe9Rai4PDuB3X6I4VDUVKjUb5O6mJQU0+zDSEVfxeoiJl7K3tif2sMwwf55GJkYaiQFjq+3N/XQcs1+LjbMtdohFzBzaBji2Qg+psFL1SkC3sL113Ho1VaHe16KpBon11f1uQGwWMy5k9lhBZgHTSFEvaTtJ1MJjVxRx0uz9YmSCoYG6YRq1q0fcSJlsgittKaPV2XGthne7x18izKq9W1b/JJoBl9aI+y7wkvAmn40kedIHljbcTZt5aTHHyPHYTXhQRT4DRT56KHELDQS4wt33txKDzgrTqniIC9vuug/i//zzcNsPyuI8FP9pM0tqswdWTBpO+/7LgkHGsj6kEZTbZLVPOb6rvd+RDLH9/1VWHKenbVweS3YsjQ6NOY6fo60C8oPDSxUAazUPLlnOWU1040GU/0e6jJz/ozkB18tWmANBoZyYhXNY8uT9dYK5zv/XivUpN24JqacBztPpjwv1HDd6wZAEVIGMPk8C3r+p4ZHvn4GvXLnl1LaXyy51bCtVIgy8qyO+bDtDPntR2eL9ZekYWMNlTi1bdFIwQjWF+Xsq9J6CDQUKvJD8YITIKWeAxFLgF4HcDsJ9uY0bUN8RlcCNgm8Y4c9Tz1d/PUL0XXNlSdXYo3cJx1Yr7WS/FApL+8qZd/jZMKrtDpN5KAa/vjc7n9Slay2JJsMtZaxvsrvHGDVgVW8SfTnNL7xBUNuL/lcfBtp0/vdshyKVtFj8T0jnjTP4iWfRjx/lUgZMfK7cz3O90Zm0jsRGDKJWQmTHZkq1VB7ngo4fJOBVKU2zW4gtdgIipgCEfqARygYRwnpx55WU/FQgYn0RcR5L3dcXzeCL3LgcT1+CB9EPkOaBhn892f1AuPUh1pDegOOl4cIPl/A7HPiOOB4Mzi2WNRf+PHZlKUXjvGl8pL/ibI3HwXnC4aldZn6HA3ZIO5B+Uj31d3jz5XpVcD0AfpGVTBxEsjq7xhepFpoqpo/ZP3h873ywyHnKjIR07NAh/yRrhEfmHRk1x+nC5HMOf9fLvmYzmv4yLBiloFMgH8PkHo7QdJU/ZRhG3Q/SiXSy/knVnvjwiJ1jxf5fZN0GKlkErOvAkGQu8obas6mPwp/pF0g/6upBrOsFT8J8AgFGtFbQIvYcokeouL5E7v9ODWlAz9RkMh9btE8lO2IbR4TNQpVn0f+DO4ce1+skcExYVkLUaQoh80V9+mGM5GE7AW1mdyZrOFsqPnmdMDXZFHFitUgOVnYOHSneWbghX6TDlbs/WtJ559WtlqxF63VLS/gQku5QlVQBiWCA5Q+6dvLzoDIvgaASmS4VcLl88p2GfW6eAoQJwNnVwNUAYyKeRO5OGpbu+QL2fxE6zp8HMcUp/VM1FLMexpFh23PLHssDTyOj0ywN6sB9/kQQXv4LoTctbos7SOV6JdOAuukL6EAw8mbbnBt69HK07OFk+bYTQPHe3KVgQUNtmPmGaof6vMkqwfdnRSBKBKCzZct3TzK7Qmak/PDsZOaw33ZTd0LeSdgOw+nOJfBCOg8khxn4wrxqUzq2+DTOhbqR8gwrMgavz9l3qVyULxYg3pfYXR/P8aEPF3Dx5XEEoH00VIqQYJs0481eOjDPHprMw7gBt8XMysgfUobFR8nDpgwSOL+cH1lQqsgBL4TkmJV7XQk2uBM3uMa1+/L9QhoD2aUg9fLdwaviL9IQp6NzMqRsG2/TArPyaNor2X/26PK7v2xpnwV3XTRVmCMViZrDDKAYIGqDEATQDxWAVBud+5WGmEkN6L+3qFbdn57nQ/eGLLHJESh8iEEMN4pKcOQ8bFNbKw9zjvhQaPw9vJTUt//iXizNQqrN4zUQKNap5WKPiY7V7ZzJicDvVPg6Y4nn3JRoqo3ep2FBVfLv1QlJpyEcQubNOIsqdJuOIq8WQos55Is0aK0bsoyCa9rcRWUXS1MhiK3l2Ntk4Gv1Nv+1UprCpPkOM+zlJIc2SqCVDlVZxI75LE6TlJYnU7GxjoiQF3hOYmNQdpwa3k45fMPlY7m4scsuHdfQ+Pdgrjt0Agh9GTtTEBREKDTOVNZDKMShDlbgw/3TEcwcMHEcvRDn2tQtr5OyQLZw17fQpgK65oouarRJJUYOM3iypNeGbpQEol8nxC2upc8WpJWfwNQc5N1Xn1nCL69F6HCCkKqZxR7HpPazmUYfOCVqBDF3aBts78qTjPx+90hipheymdzH+9n90o3qPvVWWAUCVoPcbpZeMPaTfxdrgkX7ZLmJc3gxyw27qxQTMzVSJ6cqBA2ob05nC85IIbbPaMLbgZWDu+a11Is0EbtPnSwP9vI6m1ChSKsiOSa8ybgE/IajQJNmQBxja/fanr6bnUKUcglVOu5Z5APsFIRZ98x0HR3irZfdVNO657HOxpMn7Qy6ZRiyChPnfIthUOnCN5QROqO0OjWehNLoJX8Bfy8GjQwOEaoeNvuXB+zcjZ+WnslcG47/l4lU6OElm5e7hQOzDOcmgekKa2fvANSDkqUwVa9wkA8g5FwgXTIto4Bu8yIHV5sFV4TSqi3LQVmLeDZQxWco7y1SQDsL1TpEuOy7QviW/G+bh7UOJOu7VHxHGTriT+u0ATfK/5DF2J+hoeSHNFb80X8dYypymCgJ7LNlQ9vCWk5+GHbyZM4Cx3o2RvUN/J6tR+pfhrKFrAEbmM9YsMhf/+ggxWHMkFEf5HIs4PB0vl+HtVyTE4WlQATL3Th93zzmB4DztO2A8614UVpxsev3+PwpgBUgc+qM0n6P4TIycZdLOnEevG2dDVhpkoom39HsBJvYt7n6C/FEDYKVsVislqWYvMxRM+7T6pQ0jYZ1DPcdtb93RZvNCRRpA+CsmmZmbrSUsoFHYsSqeZXXYQenR/O20FXatdgyYkqbh7KYkxou54SWnYCjyBFERcX5BCsphk8MPqwdJYmZmYSqPoLMoyF1PiI228vU47K+5iZhjwCEXK9DJ0241Axv0cadjtOwhbpRYHJFxfIosfL/uJPp7jp+niI9F5ceK55Al7Q0qXl723al794dMNIj0V0rJVt8yEy6aC5rb2JyLSGMVHgj6ROhtI8fRj6hp6jlBQgjH/bUDiVRXtfrQUQJrsNINaQvj/ubxcG7tlQobQHUM0lomq/VgukW0z12rQ08nxmXq45AbiefHO53xmWnBPow5Eyqrm8dZAVLMgZEhhw3k8xAO291IQaOPWQpBqzP9KJOlb1AcdfwGLzI14mtW4KVFzCDOzPK1K6AqPvVLq/OMJcIjvs6U4SUKYLNL7Kh2U/F2WxOG8HwT3eTli6F1Vd6+l2usxroDWWqEihBgdEKz1+lBcqPcHc9txihjcniqoHZoqvCb53J7E70fVYKt38egzEp7UEzWT/B59u+B1h2pV1BzWRdvIzdac90mHnAVUig1mi8yQdWtNxABrpTHY1v0u3be1XEndAbnB0mNZ/bL7S/SlBwOIx9eYMr3SBSXm5K8o1QHs6n8JfefwWk9GXRkjKf6rzXXq8p/M3VJBcqoXQ2OZLdtLs6xntSaGx9Q8sM6OQWni6mwnAQwlCo/RGR6hK3GCW/o4MPVkkxwIPuRNatwA55oHTHw9+cuo7TzQv3+ThR+hrNKxGwX7eSOYdRbN3ne737GbwDs47YOuiT3rlONpv7xF4a3zgLXygVtx1+OJRbMzhbHghBZfmfRHs83ZfNWCvWjaJXL7tUQ9fZwSkOKmmFOdA8QRlBRrQkI2lAv40UFE+9XE/YroWmUpPGclE3YobIaOELk1N5XZaMHT3iE2FnIF5/JC7jY8pJ/jiwmQAowa5KF16yDvNw54t4BVqXP3nPI80+zt7FBwVfLT0nevWdg4LBXxcFVPnXtiZ8uP1uyolr8ayYUvU26r38J3/MjiTX5tSJcttAGsNH750uR2VkFwv74CCs86UT1kxC42Ti0Au0fKZbEuyiUvMnPxF28pIcWrDBISj6BDsfqfZR3/8zYPAv/PVyvoHJK44agSoJJskDrs6fMaP1a22hcL6VFZ0tsyQ++2I7vqwTz+I8Ss+VpwFYUiX0Ub4nEfcedKsddQNAIc9ugbpghyUUpyxSHK6ci/OQwwN4zmaz+Wj/xAqkAHRZpTzyxkDTioIQPBYL8rf+Gv9VZjUXvlR9NO+yrHcyE1dg51Yi10JDYFu6CuLB/IJukKctPmX1W0T+kriYDKCxPpdyvyLU1Z4p+wnwvWlvb6eu//1iRu8k3Q0sEkgxUCmZzoYL4mseAhdASjAyGyH+/Fi8D2cZSgO43ELIIGajOcDrW84MDPWQ+3HMTJpjRCcfDqQ/8r1NEozsXWf8qT2i5c9ewpHY0cBp/ehH8EnP2m743Kq1gvdgU+biJugx00qygvc0QNjhZbOupjvz1m4Eb6g2aj/nGceehrSMMsdPStqhqjtCmutGQ8eVZQwFJ8nN1Ot9c00Sb46eODCjJaPKRibRWq5GkSEy5GAan2KF1L0uB4RWReBtA/8BX7+yxDfT29NKv453O3W+Hrk2hn4It31QjUAM5IopxNGHE8mA9KIPB9GeTiwlBBtAsIoNhxxOe05itmmh/BRI0luwpae3ewSeNpbs4upnKPt3ZRggvjsgPdErJWaj45WvPORDK121kwJqyRnbH7ksbCyI79tI8VzJYLhPpqv9TPxhBfNgncCsh5Dat+CQKzB0W+WsWdgEvzgy/rhX8aT4J0DEcNgFox2t3+3LU4C9RG+7zvyAnfnAxHyAlI1f+y4qGgW2V4OZxPdOtMMiiQXsiSX4T+YC3mBgJHCtIJo3csWYnZXBnr07v4nZeBsTwjFkfYu7zShvN50gX5MH85PzY8KsIupYlALf4/qvrv2rEvlaxzb4qRpsokVqIa6/oWuOhrUbNO7Uhi2EwJTxRHMY97vXFpWFfQvbcVQ13348ACczSxfUvznuwnSTKFs+ZKc9mLB5Ns5mjt5iSfioJmuql3L0dy/fbPVVx+pzIfrNURHXXXB+cCmZK68MOyz7YvRutcWS8/l2wU3uza59YcZyZ/AYQY3fJb7CPLwK2iSuXNV0Beuwhi8o++yCLSaVqeGfg7UBywn5O56ENbQ+0K3hCITccmvH+Q/GRVcmLaHgWCrdK+/zF9XcKkPSWe+5I9lsxah5gNuwuh0JAOD5PTEgJ9CxGJysQliyUuHn0QA+vgWkGurg1DMpRLjcR1q+FgP6TbSIVvec0j+GeZxdXi1BHBdBXXTgz2rtqUoWaGBfH9Bb1sS13nZQH8F05n3LMBKF66U226jjl4Z1KzWri5/fPywFsDMYolXq+vYOH9Ly3DhIP73FgBalncOHHCR1OfyXQhxnSi2DNb4iqMVMpJeXkKmrz0XcMU/QvUzpHqGL3K6yCO8O5L6n2i3waM0vglVCFglB62N+CRBSrern9uID1EjkwCQ2yttsNchGgBXUotLZzIJ3wqS4h3jKT8/5i4rjZy8ikGNoDYmlauEzPJS6XxiHIeAD9YEiaC1h1NBqcMpNAv2ZlRw1kp09I/9EDJtZQI+nduEEuUOJu5esRWScV+rV04jLZDN7VvSj7FX7W3zs4ZrtGT9K3AcxomCZxrTltZZleUs1WHL4+9UJeXR6Pdo22xbVaMdRb4DWq/gN8Ia/Lvs0IRt5Sb2XmojB8d+0yvjiY+++nStQxdhxdPmwZje/q2jUhTcATUqx+kqJMD2hfVWgMA3JOAtGkM/nKvvtM+hxs8U7tKuNuLjxRtmttyRVN3hvFdtP3DzAsFRYyNxweJmP2JliJefYakM1JrIYNVKqAd+6SzIiypw9jgOZFSJXWwtg+Xml08OJwc+cuZkbvnGIDA9UwP/eTHoQ14zxOs0MImzyKu8wx9JSAoXnM0JrX3boCCU1qvxlJochVAeBuXl2k9oYfkCQmlFeAEoQ5ij3AGmeQHhFcIjHcuu5gIWgCAep9KIWgbheQMxG5dqVtx4KZIiWvQCwwMz7yulXNmA/J1xbIVUFb8U/vJgEuP0orNgWHANvWadPJzQWvSYXDff2USGIlY53ar2CE23+m4Bf0ngyPpzbGs8ROO+QXgtaKoLjuwhpswXYO45ZLE1Yu/j9HR3WKQy4G/l5SpFWfMQL1hD6CfVPJFpoqhEulcw72zAyDIs8EXIqxU1W/9vZfvuBxOzW/tqpm5NTcWexSoprawPW1mGrC4GYwQFFQAksLW0FIscEDUaLRTey6z93Fhh2MvRxRalgupocU58LVlE3yuAhZRHhKV6X/EEmgr9J+A2cM4VvExEVl2Itnd77OEwklEK/0FRfeY4TLZ8xhjsqksEJb9iZeF2M56mRi6R0l0zn20UZpZTTtz5vyXt2TYuJLTbmlWIq6eT7a1Xn7D1d7j+nHrF5hU9rIta6VNuVINtvZLUVz+CNG5PjuHS2mewbGS0FYXNKAv79esvA53twYkeLcsQp1BzIoVjxzIrz7ei/CFLBXYWVVFV0OXrgmP+9mya/XzEOkdk8dq4U3qN8/oxomBXHYluUEyEi9mg854Kq594+hgF6Nh6evkrGiHj6IfADW6ZE9wzfVTJxby5iq83tSu0JTmNV/irLbu1gpCpqttLhP7EGliVuAy2nE7ZnlTAXhWBWXLbK5lIc3HaH2so3pJhHuUMsf0k99XaFxO2Kf0Fycnq7jRS0szB5nbctm2uSAX11s/0yauv1qmWfMCT/itCYTwIMtMILQJT5slkSsQHp4qqoR8N4uzFT3tHdG+T7haNoogFDLcIYqpGkESLEzd/PQVE7uAPDTjswn9zfIXsDa+jv/mRlhAgD8xXkUC83xj/7tELSEPeYVgm+cLthfVcQcipdzpKMWUtJd9Fk6ZoOaOxTDQiJaciRpFK88UUDOqQF0n8A4dCNCBoBsXCdrN99VIxU1N8GL3raZbfbgY9WW9eGGbPUFC+WIUyz1LZuzKPh9CVFs2PYVtnJ8ubG9YjhomaBw==

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