第三回(3/4)
M67Mk6PytDbUp3ImnYZkm75Q8P14L+xVpoc2saogl2sMmaWDEz4+6ZX1sVF9jzR7MxtH1hx7FgRhiZcVrPc8Tw6x+OU7uv1/+tAbQv4uq3IOlkQqh1Ed22JJ0IulC5Gdnc6yu62+ws/647qkypadn/oM9Gr4Sor7QgiBF4HK3ouoMHKyRoq+uv4QhkqshxOQyKDXhLlu9Km3a3ZFmnIIibz7VkrPmaLLKDV72ETNZnsxLYF+qMo32r6leu6kyKHs4tfsY648QqEm2n2r0sWCM+RxoJxU2gqINYTqlthl2l07TVsKKULtc5ERUWjL0wyDMZ92UwaeZ3BnTf1xk4GUvBHURjjmsiFvwDnfc03vVK0Melh64ASDuTyb/iClbl2gsBV8rK6NmdjkuB/PXLU3fKrut6hfgihQJHeW0S1NLuhPtHRUGXC6r9RR6MR2b+RixrRJKjSpnEm/HGTTEFjK/5zLV7wpBxCzoFaESNkBle4wDWLQyEdYGyBujz+A0nl695RE8zd9JYI0kQkmP0UJ0UQ2KX9Bci3laTk5Oo/ELr1aABfpu20Wf6Y6qA0UN/Sd1+MiTcyHsZXhMRX39NXq5//1lSDreHASkqq6eK5t/I8WbAjmbzgJfDSivc0sc4H6BKChHgKKVYDZtUoNEzf+cBnD1XF0Ud+UuGzX1Z/x7yBe4rqGfZnZF3E+iiJLpOmk3/YfJfV/5cVTy8Q8+gVvuueDWCx0cUzSB9vZwjAdk7qlcGoRnLOci9ETjbXoDe4TbWF1Mqirr+75iP50fFlFMrcjbQRiFTB0NxmXCWDy0JU9q7MhN9jx6utok7W6Go2bmdFUueWMcsP1e0pikyoEt71S67GQS8pKg20GYoLYxyd0889poukmQraMbXCPynm4DwhQAYStQWhRFVKwHojLH19Evq1a6oTXGguGvCbwveOMkI+ZBt8GnrUOciM6Xp9RaoJV4ycYuR96NINl/00EAjcCAnxx4U+qYoWrvraAzWjkuUz4w5jBx+Pw7tDRldvUIlFqbsAHFCILQlBAnxGuhKIuamv/kmRp8+v7CJP94Ig6dNSPjGosKOVWL/9/Q9Qr/SJiMmJEr08uPCTzlnArSB8D1zUwI1b1vXBqPe1fgv0NbZgqWoWKTZzKoeHORHqwEL6NRuit4OTO6BUkJm+p+fiLraZwEopUib6KJrR8/XHWBxE7ioePHJPbPX2VvmdkatMj248zsTy5fjVDPqa46Qz+wLbbpcNdM9x+NfMrd9CyvRibabhxW/Jg5syDa1v1ToPaIaXFgvjUFWTKfOrtkZCX33lenjrGuY5nucE8zx73e8CRYfLUm0dRmzykbad4SjfaKSG9gVZif6PFpWCk3HF6TyvgTzh8HfzcgSQDlt4BLeobmE8vCYqfiNASKcrsxvBJBuVzlzA6dZPSKiPQT81WYC9um/WgMp3dirELQCz3VDBsrR/luvRHi81+y8JZ6sTxsjjOGyD9aVbSXAKGXoUH84VTpIAS5NQZo3etv47hF2GMftSBbPClCRNXyz2k4egcbs7I7+bSe9fiXuylGcNLt7NZCTbxST2NflSgh6YcUtEbKA01GIjLN6Ib9CyUrcKHj91O2ZTe9RNtPxTOedzq7qKEqPVGXQEnwbWSrGUofS4i+Jip1nzSbwzonwLqJ7pYIczHl+/+s6D32LV7+ZwVEmdw+Lo1C3HP3hPcr/2zxrXoKpZhzV/xmyXSqmtotMZj9BY2vc4tU7tcIUngzSeJsxOFzTWSzrCj/FyVH2Ja2OMw11u3msJ7rCFeMTvKhKQjQwG172i6J60U2tyRGFeZn2mqdO8JbXNDiSb0lBent4dEgBX/qJ397Q+4w7UGsu2TN30ddZwnFylyw90SAhD9uhFW1tyxZ6gNHCTWcNmj40jDICu2X+BlTyB7g+mUN9Z8nGLyATnfAeXZPwC74uWdjW5ilSB3tar+0lUCmaWhqGDqFBACAT9e/IZvqUjkRjp8ncX6d0CuqtDlxwsmr2lm+jcQFfP1F7foJfRlGCeJY9h2xlOxtFa8UJ0IhDiUKm/Hw35k7+U6f9U/pFXCF5kAiHr6LJB2y56VKm2UE71dMGcGnjOwQPa3GHILzjjvIAPvIe+tqGsX5pw/1HrE0BXRQylUtfhaHUF+/LmZ/6jZeZapcp+/zQAr2TsDaayYm/zhDp6dGiNKlzEPjpgl8lkUMvOC5BMJfScrRvNa6V0osAfZ7M5egAF6DdTZbzcHi3VH4oSbUQFZl1BFioelGSrkenXuLWYOcCQIi3Z58DJ6VA34p1HZbupXnhekIZLXz25Yo+HUvIHg64zXsvhbBII5J5dKH0dxXQHQxIIONPEGeyGRjS+rxYb+S6HbG1TdCN1y7U4ZdP6fO90GRRUeu04/D9vM4Llru9VFXia2IsTsfGA49bVgmU857+5vjvFPeu5GOrkhCXliYpmiNYsSSab2cfxk5ROXp5GSr+5rwbLH72oHciOCX18cCdwYyo5lpPeosM12cw2cDL8R+IEwV1Vof/1PgJbAyveAdiKKyUiDGar3vgr473Dzi4kEPA6frVetx3eL30oioSbG3xPjOg1+XGIu6CtUKh00HiwE/YGwrIuOSQKriY8fEMAzPf3UoMgcqgryrSTIq1l+k+33UV75gSc5JH5ZOpD2uMONhyAoO/pQNBWeeDfPLHfWcaTrkd1fpskhzo93VPanvr5uJa5XkxEY0hiysighycFnbcHomgj57hSGtFH1pWzaHwX54Ru1Vp94BjulhTGXAmdJyIn88Mss+d0QPRe9BYfXugm5iEpLDuIKXfziShOtKjA+eS5vlAd7dfrTp9KMe/epYRE4PmAyIK/lidy9Z1x6qvsewjCMl6hY9IyPRMa425S0GLlp0G1CYb4LqAnoZsHqQbjLGE9FFqTVUxkFwvBwv6HYJjqtPHlSdQKRWPj/t7cGeN7PXUoRO16fRMnwzeeKfhnX2UbcKl11p2IbVFv8sGZrObfeDWtK0zGGt/c4vMdzxPHlj0oPaK4x7v5ASVfW6PSoRTy04dutlVFCXpRlpx8SpEMi2DkbIf9ZNQrqJhRLrburYfm760ARzYPQ6K7rcV+204Hmhy8fIKuTBIDOKoRaNl6yHAaAL5XD12xW2Wun5ufART7fYDUKJ+SKaSLbLK98N6c8djH7xS5Fuw7ENYUs0l8kVrg78omSefenegqXCmQrRwyKVWWzkkfOyZ9vwKBC4nu/iwljvlQG0LwbeBTKP9SW8BqyCCfEOExXY3DlKVwB4D562yT286R84BsTPNNVlE0bf7Myx1WlrCAZA9jh+YDQdGYDBbXZu/T/z28IJIlyj7Eh0d2F79Nmp2/8hnjGSeNhPN2aIOWG16zZX3IKVyDsUJv25iVFseK5+QfHIqQ4JdcRSIF5OIpRQLS2kUfxZzMF/oudrkQXrHikhx9P2CzIweyXu9NnUPnzpjt1iuy3Q6HKsxykCGkPIdQQppg2H83itmlOfHHXqDowR5zctZJwNOH8ViUAc0aQzCys9tHd6QTOSEQjzlGjEPjlU8bi9KIc4xspiWpkPew6ypxBdIF/oWFKbWJuIEEdy1xnxNb5PUGjgVrxz+WcVQyp06MJQuwToV0L36Uu9u+a/QI6Q2jeN3Izjmj1Y9YYiNdc86SL84sMJrN8BXOMzzl3Tg00ZhgV6chA4Gn4Yk0deBkzJ9ntsyHGDY2tRnpbtzhQphahp9CfhJP4qwdIYCtF8mR/ISqYJs84B5PybXo48FUoEaTUIdwHTe+5pVHSqF1luULINcqvPbJ3bVE3cBuAyPpEfrXjCDgyTurZviYwmGm8bl7MIPsubKxwzRu990CdBMkeqHYfpIb2rF5eHls+WFqmjjNAq+/8+9A/3YH1UiCHELReSVRAUyUhghlaShhZSAvv7dc9eW2sk93j2ALNtt+847NdUyOBZDBj1FpwM1NfHNnqwrZKn3c1Scz2k/kLsGLeO4QAPvepy+qKNJYcjuYV27ZE/pOQ7YjTQJWJGAiJkm9otrvbkgJPwqL07ITyAb1zpnqMrOxGOrtkMXC/1CfrOh1t9Z+OgwqL/L1FVo19E+SDlsa7MI15Ly10y42RcPC1TW7wk0Awwx3eiQpEwNo7kfGN1V/Lds1FII1K1lxb9dznCRve4A5jSdnxMHadantmTXrncEax7pNHdflF4HDch46//++i8FzksdkkdpMkmwKlfgeZ1cCYSAOBjPGreSq5gkxYouw8cvZ1hxa+zPRtLGXoGm60SX8glVCRKg3N19Zkz8fMLyOT4Ynq/uzQzWBwszOCYDtt+xFWlt1c2xnIFTe8pt2hUHQz0jFQMABNsL5MSX+EZn457PWlQdj6JhSZDLu8WeSRwPqkQZ+cCPeEadp5tpDXaJEzLxPyItJfjNq2F0eBvIePvDnOPGYpS8EQiMI8nJ9w23KvN9XRSQe3biIPloxLpd5LOBls6mevc/UIxg1I/W78u86lm2TK15irgRtAIcFHgVPOqI6sDeIKseoBqL0m6+yBKu5PBECUmfnsznqQLeug9LpfYvday2unBTGzq8imIgIsLXbdacLNwDUS6ny0TZk9CbTONkKdIdqD8jGsJ7vjkCgM5BQUlgDgCboeew0F6u6FRF1X+/DaMv8qc8uq72V6RbaWsA5q7aHANtO+FE40m7CTbH1rWoyRgJVytiXN9tiFdImjArW2FG/YIruoL8XdsPdIjFveobQULMLWw2b45W0L7qMckE05JT9kn30VqfmpvEJ9V+4Oab/xA8vAJrqWOi5akGE152oPAhVYuSxYPnxQSBkWcRbiYAzizKTEv1CZB/hS5htBJfmFVe9txEk322ltd5xSmiPShsKQkocprxOXCQ/E6luWIzZMvxkT4xLzbTP1pkQMPCSHbg+wh32KsiOlSSzWtc1tEjn6Z2NP3rdT65LbwTTnZC3dP7wwQSGF0wXa5my9F/saMn49+WPodY0OQSl65z7HWgHNEzhCgDM5MW60cD1JJ7njX3Kv/1gMWHdSDrNqA0g7uK9ev/zdNIPEU5NRxCc2gSj1KtmX+fjoHozHCRpMJw/H8kyst1VLPymbo834XjiSlKDX8x+p/VckPIX18S3fTX+8aLYkESOwbwbxDZQuKIExHdk2pYWZMlPUPn4PH89f5ZuIyItiVJFe3K/oTZGMdOoo7+xqWJhiYt6E7cXpjalamOmZ6TrqtuqfdUtcVP1qAM6lVxAarPIK6c4QBAZDV4/q0oNzqqtkpJBnpKhApgkdjWJIb49n44daib66AEeMwEMZYp3Ohky9/jOu4a3+GHIAps4bzWfHhe04MwzJ2wiu1fjrvD3Vl5s4l4Ab15XV8OF4ZdSrM/aeEyUxspz10NzjV93xTc1KdhL9crvCIcez8rBmoo6C98NzW6ZAbwxk/b6picjbOMkBPMRr9RtNEDvbTPC1M3xhmK2YdgITClIAmXRuFEzwojcmV3noWWtDt5NIkelLDSAv2P/Q39UoeRjfAweYeaSeG1fDfmZs8KyZfiDQ/c7DYFnAKFbWmxQmZRIgk7mLc322sjsq3M97KTEYGv1T27S/FLxHLuG5rn840ReGJVsluLXHlNfA8BMBB9CGjmQxblKeS14yugLivp3Xif2kZJ4x2zWTVD8RE9+b1xkvfOW/hhYI5BlIFYWZd/htkMSjQZ8Ydw1eymBGVResxi13XMvCUwZwypZYo8CPuMej/kbbSnbzEGME+n2worI6QmjhDbvC1LR24ApdspJoEtXH3ayBZut2UDwB3S0GI1RqGc8sjT8XUVe9xRNpUBmSAXjVyHvQ1J3s6Q8d64m+Vyocaox7+0NegtmICLEiK43B7H09aIJAGB1tCntr4zo0ajuZuK0ZrV72W1gHjy0RAj6SYKJNwiqy3V0h34dbXQTRqIx/xVyBIjtZvxX4KHR6KSBvjmoW4Z1G2fZaeDnNRtncZDxHW+2VtpNM0lYL6UmVrk8tlG3yomvnpbLMoaxT8aGissqExhoiT6sY/f9Cjj2HNCl+beDPueKlsGkWrchnqtwYRxiZvMQeOixznCmuw3ctMbzo6GqRvZibFkiSt1A3v00v8jzI7lX3nkJ6Vnffzn3fa7VoCZX0iNRxfVpJDri4fyNJ3J1IRQG/7plCUC2uKduZJkLOWISP85KY8ApqSfzTtipFKt9SaCjDL+auE5i5CMDLI8FF8UEMlOIbKPgbwIzDdUTOInHXk84VcrV3Ki9CrspGNX8Wig8hWYHTIv4wlUbR2/qNMQ1/n7AsCPMr7mHlm0EkncO0uvhAsDTqQxkNjy1kFk6qoRV2q5EG7zpv8CZYW+RiZ9Qhd9TPwYauAKDvOrZaxQXUTBh4r6IKnSe/HM8zGVDYfW5gYJb+0a5qMLMB+T9DdX8SS44ErCCWmEQPPHhC5YB8GWSmTST35gG2BSql0zYGVyQPY9GPCxFcMW6CsxNh+yUneIAPAEhMwo+iihR0uSUZafAydwF5Nuls0kJ3Lq/16bUUdivkQzg7N+AslU1F/JReE71wwDciwsBbRvbUfoY/DmZPz0uKsJf/HhifKUXJLrMEERoK7dTDRYQcVwCkzPJOONzglzieUWbrVxQCFAqcw8wyYyCHAl5OM60ZRIqjB36fdBi0FNEev2rvwPI33kP2OWkdDZdhAkUKTIF4nfae4V5uOumZ8ijWFvLvqZmxI7cgTJlwdrJmjIgVN0Xg9/0ocSngeP+RuRj0g8GdSoZOFPPxiyLaekZ9uGgxKpWrbzfH+zAYQybiU7bed1WWoB1M7gsabAXPx1gT88zTIqw0KuPIjUBUqHS7xdXrdhW1e4OHH2/+4FayiLTDbJN9UM7H8lpzC9xT6CqdzeEjQsR1MRbT09WRLMxmC+owH7Qif/+i0qsuzeYv1aosI39CxVqS+6z6bz0J11I1YbUViHsxyrdJNZT6v2qxlv9VWsTLGxhFkgASUSbC3KoEZuN7MUjQj75pHEOfPPQ2kdtQ/iDHgKqkS85mpWkDcKSVQbAs4uLioUHVNdFnU8h5b3WpOoEC9iDRvhrUn0WnMxWKVAKTWTmpabwwEfSBiIu5/6voO04OdT90lf4E7mR/I1jwArcRbI0YYex78PbIuZvpMQFljzdvsQEY8+GDi/giFVoGLBvLx4jHY6YQhPGxUuv7jM5OchvXbH9Tg4o2bZTQmBNqFmJ8ULIcV5B1mr+iSt1g6MrDkSjVSw/vRCc0L/CWbo7Lliy3dz/aaNCjoRhTra1gZQsX47FmFvLP4e9Iro9+XBbgj+d+LACeOfQs1wrzoKzy5N9C1AdwBS/XUEyUjxodk3UjvitC1r4WFTJaHoCyWgU90628nXhnwPHwKUu3J3Ov06T3mph8QcDBVs1WxkjNLcj8wgFQma0jdzk40uMmJ2EBtVF59Gh/+mqM+9+ROw5dR+krRE3PV+8f3nxnh+8ldfXUCTdvaIeLkxmBtEd4kMRKrhVfKlbYXn3tq096S47Ie1L903RTQBozWRY5DUv1zRPUYj0FDfPfY30Fo7fC7lYzRReKAN/aOeJ9lRt81+Qvpoes7Z9PvB8bGweRjDIex3hF+VhSmMZ9kVYigHZldkuts3Jc+HXYbJnGBRf601riGSJzWfjW75z8Gg/iMqGidkipnq7flXQeIuVPoWWMNYnjFIwcph//yuBO7wyLPLkr6vITdR255466xgR4SYXGkpaF6XVhOZa3rw2+T/DwEn4SdbQXVriwzlbaK/Y0JsD7fYx+PvtJEdGRxj2v1g77Gajk1ob/1l33zFW5/laQF84voMVeaKM6ZMb9UQTJ+Kh004EnQ2jaHkw1tAgT+nhEUIVC92O/M+GVt+MAM2Mkbb1Ml630aF8uaxvX7EdPDFRnTVjVaZjwqI+sXc4mlCGA+ectnAwT0Cf2tgnHJKsOPOSYg6v331MFjwbbWFKuMFo8c8ys/yXaPfII+1O406HXKHBRTFkFP+8A6DX1BM60psJeqCwCD2/Eft9Sb0/yn/AMOdDmYpUe+2LXBfuD8Snuv48tSr7mAJEhySclma2HWzxQAI+c6KLel1Ij8SBxny4Al9e42t2EAE2aNUt6cfar5iIt3aEjkEcravmiu7FYtnyxDFPzMXIJRHpmMOCimJqxM4SUUY51kR7ZfMXZpWMu4niWk/Y74i7ubbLIrPw4VMLB1yLiD9oBMQ3lGdNSOfALlAd2wGhZfjTsUK1TKOncRDra0vbevs/KvjDZBixM3p2DRpTi/l3dtYOUYqxrhFASl71plNoGt9WDEUjNYYS2Zo1RYKE2bjm065+pHxPTzks6gwQUHEhUQDxlyr9j1EhoWZkGTm3ke6RQeaKk8uzpeHnllwYq9akR55nYtw0mTYfIoi0DV9N9WxOa2bRwH4sbkgs5WyZGlvUV0WdYVRY0driLq419HWH++aE6wsy+3NK74MQCrJTMvC5QC4fkWv6N9FNmkKuBRlQKUDxtpuE487I6h9hMjyRjSLSaJSqdc2445UMvrrGl99B/RX9j4Du2CMO8EGrCKQLhdCVyzmhykt9MFhHVJgtj+V+kGDMdlKzQ055PEpjZdSe0Xt97ZfGW3QMou+qVTzAOtE/VO/LpL8uzhoEuRMNgtEYunoxAs24JMFnfwHuC2vwkhFMVlAS6LY0j1bg8/GywYQRxma5n95ztc/Tl/Td6i6mPDrJWbrua4i/deY9XujoGJEAwPHch3aJFhZnPsC3iFs/LGgwRwl1FtDu0zY32qbqeVWknNeBjEP5eWsayWn6617lpVJ0yOZSVix0VxY/q4kEv52NSxeR8SDbsho18QcldQXwaLX6nLUNulp1t+MKSEMNa4jCNvy8Tdu/sojzE+N+6Zm5lmFfASi0SvBQ37wj9lhT+We/gcdhUqSoGNfbANQM8t1Q3auII48jZsWeZSZPCEfzAr6U95QXDz95nkDkUYtHcOIjA80prfIK1g2NDI7EIQL/hc+z1rFyvWNnKyhZEODoub2Dil12pvTZZCcjvHbODRFa7d0fOHyzQpkdtbkLAFBkkKeUoF86aQKbMlezW4bdn/Ifi5xjccf4KL6w7w62of+FkmU1YY7lBMKXcVdIydG4OnW4Rvxkfimfs1p+L5Smsk4L+NBOjVLl1DR/9O3NF2aCupSasgHzZYHA8xl35aCNfHdM+S/eFmnGl8Vldt3WoQ2XztBNuvZrXPX0oLzvVUqk9RSzbBkm9ndrNhtzkqdE634jykViv8qJNWa7kD6U4+ckKC7TMdb3HiK80w3+tPacvuGHytzElj/K6Tryii1ivvt+4kpfuJ5MvPahEnp5VXejhwLFqGkT22vsNpoRfS6pUlrBA5iM7xfAM/eFNPX8lZsoVIPrEDH6UinM5/GMBDln3wx63jTC8YHHcMYlfllBYItFBzd/3aVtK0fQdBYFB8wygbS01TslHGjmAlUVDjSSpMutsJ+B75UFJar0zTW9Lo/hw1e90lEEhe48rSPulu8FVIiwjcxrdAkRY7xgYU/s6pGSeaAGkRtpUgXFO2AD1gM+RFl2g5THB8nRBDmvtRFxP5EYFT8BI6Eo4zHz6bTsRB0a/orLn9d4Ls1auzC0SP0AR51bunm8DjxY9WZuq3x7wZh08LCI9b/90w8V6++vEXEzYsGoczENA5wDG7XyNWBxYoIt0c+zP9V1ijc01wtqStbEflvBvwx8Y9LGv/hnr5vv7Za/7B1I8cVzdIuVMMc9PsY/oTbZ8eanw6M/H9rJNMKi/MpS4UT0JqzuWs+jqq4k16blY6hrcfkYkq0kxPLgvGrieBSQaFPcT0wjXGdNn7rBlSDGGRbTnrCWqt2uBMFm+iHV+MmeYGhFLyFOz/lQZqFDtTfqokmqYT5DAaIlZJ7EMj+9VMvFWvmxgpIs5TsGfHRYXY2tCGDJgTNKYWgdhqcKy/bym3GwZ3QXKiZhdqjUCSUuSzyOq/67G/dMWcknMG5NlQe5HaTHQV6k/l4ed+X++RnMPh0LzHtnPqAaM9Y1+j8ikgy48DCXESfjEI2mly0cp7ew1okdyVkUrSB5gBhcxqjpbKnH3GzvtVQhIf85oOi9NazMVZFzGlELjkq7/FZHs8hYDdsQWfrzcvcvSG2rNyWxgUhLaful50J/y/KFiGu2KVSgZLKrF7Yj87V7HXveelGul9va8mDrOltxWHT/xAUFOM8V33G0PfXy4pzc4PQYTxQMJMWg7+DLWE2xgB+Lol2h5hR9SK3T97PDXuVVxqemynm3ivb0C/yihbId360P/3sOq