第三章 网调第二课(3/3)
RtvtGxTCITu5xBGk65eTASDcFJ77K4yahCMsGvf3nrWRm2bAGav+xhZLLOnE+hBcT9Gak1ImzFfj1Mj0hrbeMBiUAERI4TKYJ5f2oFfqhIRrFDG5LahEHN7caAQARrP41VBNu4KFZRpEBS+HvXSyCbFa2/ZvfqkYeBETKnTglFBw18RWozVR2FxUXqhRyLuxNocd2WFnogBGkvWWBOFZuz41QuAx8u92DEv6f+prdLM9eSxBBsjMSV5C5JoB6Nv1ejpPQRtKoxURjhmbM7PlS14zLLjmgFzHeKfHeXVLrSS0SbmCYKNZmX7STPnaHvR5pQiL+3Zz5MszgQfa21vF7evEcq7kNfiTO5BBcTxw0F9g1zw28T7dOMJ/6gnb5NB3cZNGJ0pFXQbJhfOrpLYCfrHW4sNZ1FhqoQ7dBj2IHdXqaKU0nQxbC+fW+gi4Jx0HAGyWofA91FtzBmRHWBWndESB0NXF2kvtq7HrRgd3Ylf+rIeyh7uyxhLT8PbeHTBA3SxofcvfRjkcdOT6PEvQo9YvpFsMt40XxWJEpPsJrknvXg/xhwJfTQHInz3Q/azIvalbqH/UyQUt+jslmvckkgJuiC6XRotkBhun/FxXwef7XDQCS3jj+YgHHYmeFWx4bb4PaNwY5bwXIIIh2G14xm281qKakQvQr51dkPo/IathwnXca4zqRD3K2K5s/fK5Kpye5DJ0HZOmuDxxoiCXT0CCgfdMLE7u6gR0JglRLq7lTbiuC+Oebz0aTvu8IDk8SQLzaZp1gSKFlNjYPPpLCoQd2XU53L+ZnPFgDV0JjaJXVyzQE1Y9h5xg/WbmaEXz+tXYTSMa14dT+vPG0uyc6h2xDylHNjSheMTom3vko6fiRORJrezf2TlAMgEDzUrCemWKvG5bH+go18XAATEnFWmTZ2dyUVWZm9E/7KsxthzvvAlqfKRG8A0n+ytVfoTrY4lXHn7mR+DvxNY1QbnbeDofLxyoE1mNUeJl/7T4pBH3TnvZgVCQgpQHhJCSAyHNOss5Gw2qz/UTnaK69bxYgCqti1heLwGvWYZUevaXessZE+6axJ6QsDPw65zesf2h2VF/OXa7kFU/ED57JpfTXJ0FYjEfAm94TQKWLwtNAvURY2CDSa0lZyhv0PaYeIjk1XlK9ntsDVFvs58z9juUuZbbnDSW75xK0uLQD3ZXxhAdtyTCPrVrUhpAIxZ2/2bgu5k+j32mMEXf2UQOSDy7SGRZFRW/r1HmVANLbgEiLmM9xxSebW2NIe1LQM10A1kagznKzB7CX3u6GqMpBxrrnK841keYFwtReVkiR7eanZTo95mhg7FlilNe191vktw0aOx/nfjPJXzHkMssW/d7ymIdLaCLHnAapQ3o5S1dZwSmtWyk4eUbQy6+ZvnHd3unCGNDb3GyWbgCF++e2FXr2IYTGojAUbNIHV3q+KL5prAVIIF8fKCyy6VCvNDngrvBvAWOSTVmNBKyvX4n69humzPDCzdhMLXj3BEOUDEQapTSg0J4yp7qmSZycXtEJo7NGCM0Vow4pGg+zUYJ4ji1AU/ePzEn2ox9NEYbQh8f6P0VHLoafcl/UAg7F6P1F3+PmdvPmXqc+COHN3bk36aKxX4ePj6VBNXLEEbs2gVkIInfGqiUZvu45uLU/j8u8fLSCU3RCl51+nVpS16RdNpdQo0T1cnTPSgZwKmoD/6k02/i2JXkQkgfD+xQwp/YwFtr85xaHrj7nwu/5J5/HL4hGvG1Ak5U+9yKewZ9vlLDqhbd7U7KEEKyTfzR1SdgJMXT3725leOkbk1Twj5bRrj41V7+FJf2xMgBBsVOX+SF+3zuhb72QZYr/iRzwLD2xHQ0BttNhaLGad7j19TpG5NtqcCjdzAdJPyuqI3O+flvvIKwXVK/qHZJndB+V6Gy9xvdAEpCH3Klh9uxYRwO6MpT1YbRKSLsEFeSAIVsGmr+r5YzxX5ZTSsKs66k0uKVJXZ2WOoc9UsnYtqFhPHT22UL7a728jr/iEr046lLfQhUyMYCuCAnbfNyoT2ai08JHT5/7+WIdWS51iLyb6Cc9JjG40fYpgGa1yhQF3xbf8jKCS1o1LIeEmX5JxaBw4W0GAHnue1PJzv0oJhQrs2xroOK1h13HfupUW7qCj0izsvsB83cXyEk3E4qijbQlY3SL4N6aLOL8+3m43WBXHzgC4xhFz3AHg07rURjcfNUBCo9cUA+eHyJhYJpc7UcvoAqqXpEDGsjysZqJ+Fr0rMR280Ou7+gc5uxl/wdfL5nw51LqULlgmS0BbzyKrOIQXTg+vnzEb+KlPo7EzVEQtRRoXZbyjfSKNQU6BQNcpDl3OMe1YOunA9P4k1y9tUkMrhGemHyKXoENFa3qEdFjbR7NZ6DJDVmqoavM1CTznK7ou5vRc9MunI5GC9Lg2D7MOJXtQSI9P4tEMIEqpsGini2KeRFEjwu2PCkPB9R3f9TRS+ol9EvvcXh8yvKGSudy9zerfaVsPLtv4zyPD3FUdfec37+3PJ5ktuv/3G+kkGRgsMxZgfAaTLXR/PHxCNuROE4i5mKkyAJdSFseOQy6JsIJEn4ueVsZiAuHHHZX0W0P6Fk538As0iBBZzd3zeYXSYSDk2LoIT1Itc3YaDV/qhaCzQQCzCzr60z7am79bkb0q4YYcGjpVsmKzzbhR30gdhdhiucKRwC1mc2arYwlw1QmoPTqA/mhsZVYTBC4GBpbGLJO7kUpkZH1DKGRlQHOkRKP1UIDXuHkm61U5BYs47PQVY0C43vnu2jO93OmvXX4/O0rRfVKnhx3WTlPCDaxGmUvI7GwaWKxcz6LRAdVz/KLw+OPIwi4Ts15IjXgFKSkRqo6cK69cB0OstGLyGZ5DjUCHPbxZ2saTbXJaCP5uhUvbVZNAFDLIg5dlpPtC0MqXLtTgT4LqOuIzmN/bIwRiNVih/ar5ZNpyEdWf2PDIdI9Iri4m49thJhei/Vovz/Y7uTU1ONzvPqAh/dJfRndtH3mhBSf4IRyhJBnFeCmYzip0WbY7mA5OmyEHXKPWM6jTYzyvCvB0TI0+aQuYWhDjXn8IUuYteZexzMviZ+O20dDDeqnyf3hv1TC3UH5Mnkful/GJzm5Pfaz6D0NCJ46PxWur2fIG/mU9uwfYoMTQVnQkdbZpJ6HvrSkvpvFakWDgs6jB+fND6EfVXogex4/XzQaH1HLGWHJWN1AGLrxp56/eSkM8nuDWiCUSoSTiUHhT0dz1jqPABQuc4cXPA7R+2zatjGyij93ETzFR/shPwC2EyTenSctR8H2nYQi2xA/RDuirD8OeThPNmSnvAiQK3oFu70OT3nIao6Ow0zSGfsd0BWu8B1YzoFpyoRPZDZCWpS2Bt2a4iohEPd07b2fQt7Cd+w1lk5VIDgaCRr9I5GxKefe9B1nrZWd9jERRKVIbsI4W5fQQm3BWUlSJoLenWTQ6UOdyVPl6ummNMbLtY5fKIfnyzLZ0rnUvVfvyd9jZ9AMAQovwZBZakFxWCAgEt3hY51+zdu6M8xNhOlSHorYBq8vrzbJMgXuiyGG9YePbgVltVwUCzOfuCKv6f8H4mE8dzvKiHUC4dtkAQnuENhNgR9I03pMEkhMSZl+qu4xTnZCpQpSqxvez5S2eSSVsfQ2H2IodNSMvqHblLUU+0pLbxbSJ7+M8amoBHvU2QhsW4lEEbUeF3wkserWwXSPLLe3PyCCZUMxMqhicR+mMQGPJd7O4KD4RXFdkGNR7MCmcmwS9AjjqYlCgk0LL0lwCk7faUs4I10JeDUMvNzi5tDoQLXEO1mIcsGEg4MNCIceTCQCkng1rGYe4iCsG555+VO71ZcjbJKYJXgtRtgbZ2FkO6VTHGPpGwLVxRZSUB0Q9s7NoyhQ5FwPjjbevESsavcWZP37smY7/Jem0OTnN6Bzx9rd69rq8Dx8Iz3UjGlye5EpZyQd8LtXiWbBXWqXa4sfDjcZBp3FZ9bmJJC5gPle3LT5CDuTHbWF5Xz7u00FoD+x2VeZINPvW9632TaQEcVSZggc1QMplA3G/DsuShTne0JxXbgkb8Hllll3ytVbUyshIKAm44eRJqhWp7+GK5vfK4Ohv2Fh3afdozauIXXPJTIpU5ChX8Ua4J7tYmECgtM97rLPcJf1VCJgWzAqvV/CF4aYYJ4F19rxHj0eE6+1lClGKUxkbhNKFF+OP8GsfGoCdEqq5g4yk2ihNid7Gw7uLEzr2LF4y0Xy/cNFIbLzOWWEQkemf9bleu4rYRTWykTKyI3anK2dWI1+5JV7XMDqKOPG/Rc+RxSuvAYcfqnC7PPC/fOx3RZv+pfrY/Fwm1bqTWjGSmigVW3pjoCrQL59GL3RYu9hCnHaia3eb1Gs5Ar/L6HLGeVrCtNNWCf0/7hZlBgfAg2lDYYLDO1DH5YSRc8GaoiurYFOxpbO/KWv1lbCJTlSc637OGsoWPOZceFTgMfQ5ORn6/ja82OtG6PQkLHrBQQ/F1AGiSiDTpzvFTT3MWPkXlBUjITFzCMRHDEdYS7IbP6JfD1dl71rrT+3JN/UdGVBa/hUDKdE2eIMPZeRE39ASc7ztSIFFZSByhbHQUMipPWTyGLfW3Vz3uBpvevI2q2eMFudnA13K9MAv4FdF5jYo6WcO+LKBdztyS2nwX/Mcw0xxt5VxTyOuST98hY2uuCeAyvF6z8knBQvQyeSzMmS0QzlzfwuKIOvRihSn6CSeaerVC58F5f1dEXVMA8wKUcJCuJWnuFhw3QTxmV6EJGbVQib3pc6vZyLs4Q/1hx2oNoRrm/qPN2TZf4pm8o9AiJWd/WUMkLBECpubPMvdHhF6hjqc0IyQwifwSSta7MN0OyOGI0CpJkOr0Uv/8qOc2/4ffCyEaVv5u8G62Q1OqG0hrtQXAoKu/4thv9cErmCOTIgWOjfjO2CJTsNmigq9K2pN3D9EvDfe4qMkbbgBtzwAWU+bBjgQ69ix2Z25TQGJIj6SdVyq9rpW8pWV/p0jS5436aFU0rfvg3qSaAAFBdvskW2CMcjNru29VqAmf4rrzpawynUbklXakPqa6S9g+27LhUw/nnWFMRi4QjHcHEZ3ZT6J/J14+waBxEHqNiIruQMpQxXyV1QF4/CBdkijMZb3DP9ic6LSV70DiRYzHv/K5dmxpi1IvByBuqPz919J8+d7/rDZ7TWjdJf5JxFDadEXouWVFGibrDve92jO2ycF/v3ZQ+AOYp3BoOb4I3mUTJJE4416rLQwKDqONweQVa34Zlp6n5UqlVSlSaB2nU8cU54VY9Bf5EOJI9t5rlinF1FedDnFuatfLhPlTUgKmmjvgeEfiAyXPwPbHToxTizFwAT7XdyaLNaGY1XIb6vyp6Su2+9eNfvKmeSDEDKlJR2gbtIWeEKgSZ0u8vQq0lIceKpXRXfRZSf5JlDESc+UN+eV+tjWYUrxiLuMpz69hP8mCB3YcPxDVGJzWeOcUocwmzIwkpPxOlYwJ5Gn9iLnBKGw8xYdg2EqoLka34C4XMEBZnlx51vo24YPhJskV7SZVyvspGl4JxG5jtpleBxfk/01OgFOWT8TyDjOlr5PUgtnkR+YES6AR7yr6rf+JEUPJYrF8w5qi08FEwp+lMnlxNVcua91m2YCxyDfDeOdcF4GC09Z5MgCmK1RkexvWPP/eehVmhAh8exwX04FqNpe+Y8kzkdsEK+K/R6kWJEkQsoZjzHxon63bB2ynfmyq//EEVKya8ghWctArQLvx7R6HNBVD6ppzqXTKx37KZqsdmJLDzkoVY0v5xqY0uE+TVrX9rolMtUQSp6p64C7ovKgY49qDx2lTGXFijlpE5y0e4v1i39Qs3N7WNJ/Fb/NiTBk4cJe0ZHEc7Gxr/6mkbYsOpiuAQjiWl5la7yAW1rkbKU4xkqg3Of5jXinl7uddAaruQJmYdAlsRwJamfzTuFEfp2OBIc2rCV+nI7zvRrF+98x6mP3Xmwnt8Pmcf6T1vdpuYa4eE5mlwhe4cGt/03qeUDHHfoJWLsxGwKlery2xZMvmls44peK8jm/N097ejYaIo4GJ7RPJrxQf0NfAB9FHMaf4YVeht3aWr9htg1JfJnzsaJenuy+i9CpkZCsl2KHN7uU7WqgbcGDSUQBXRFer+xbO9BOSH+xzgiOc9f2twUGGbfRyLVeQj30B8Qyw3NEAD5hS8Cq8dz6JlMoyt2IHn0CkNOWS3WjjMpWIpm7fN2orlyKjShWji+QDmU8WeCydnzlL1Rz2gQgWdUmAw8yZHwEsdg4Pr2mZA1sQbWlXPcL6nZFYPIKD6Z5fBNypNo61aP3CkvbENf4e0MZar2V2eAAN32AONNKH62dvz46fmV3KACMcesbelaHz3KaMRxahGMLHSVfnmzyu0Cl3DXoWBBim62Af3EVjQueDO8F1qSFyE3rJ+SMk/PkmSTRaJfeVcNn3aG7Cuo1A+5KIp6ki17tQr30c+6mMzcEdeRztnpKluxcHo/vefzmPsj7gLmK5gfdbXvrF/2EbXyCI6sDjkYr/rlJJ7g/hMt4bvwqjkv2puoJoXdwdBXDs2ptCZGyxyaA1KrPelTzwvcoajxtpdQ/Cxbr/D7uwJ6fd9dn43apfwf8yh0BlL4kJXePjh2HQqQoQ2Cx8U8VBNVfSJ+n8NVBZDAXz9MfDftW1DPh+A5NVUfwx8GvM3uT27yPP8FhNeJnAwhhkkMXhiPkjIMHcHHUZYoMhUf7rtcpt5ZbFnhtk3ZSrz+aX/wLS3Wo0eEYOdd2WP4lRUlRgmFbmogltgRhj8/VN3IJ1mufBvm0Uibp2dMkz9J/VK3L6xcrsRb3qvH2IP766QwZyf27j0cprWNb1yitZAVXJDKPpkXkNfqQF0gLSQh5vSACBu75t9l8Rdv8KzyAHA+FDqxSNRt0jvzd0DQA56PIFiKcwEjmW0gbJ2UzHd1IUIEE4Jmoqrod8MZ9MjnwxzzmmqeZLY6x0BJQ+JYq4z+bdF1vlFQd/3O2vdGSRR23RkkBFzIyk0r7/uIWAGa5uaJpCoHGxZ3U/65toULhigSX2PT74tZQBskBNN4rDBih8iMg5I1PRPT4hLIWswiW/RssWXc3NGKN8Trn2U+NsSwAJMGaJh1oLnP3aC4Xaq+Xh1laHrjMLxKKtFXA9KPQY+Uu8ARv8pVQV/EG3m9HdAbmBPNNV0JSDN/P8FjvOHK0e1665AcipsdrbK2j8HT4yknNO8I1kcU0A/R7CxWv6YFos3hMRXFsz0JZvY8P1qUaC05GUFiGBupGXq5VmrBhvMjVTBUOFOg8eo1tN2yI8encEGLFU9dAjhWzxwsloDdMGPB9ObDHxdkAc34KPp9+stNf0JVrYDKlgoaZ797kcdNASBFTWOEFc3L5Z7j4Toi+ojS4UUJSJ/oY41pDa1y9igR44/sNGrPzieygzObSqYLhDsK7j73XfGkMhlFKn+1ZMXmkAH7uLpaXERznZ6PHgAGN2biJSxTVeWegDqOmX2KUjmH+hr0XpCNMZyZWH3F5IzmeOtJg==