第172章德文教学(3/4)
LwkvYCevytnBalOT/akjKJFAnebE9QYHfhE2643+ipVt56bjwzbnJDaAvOU+pnW7BxfnrqP1J9c8GrZdqD7ofsrdcZNdCsW760c8R/ddL0z1SRCOQhnHPwhx7IsMiE2+doaQwVct2I56BqnamlfFppGc+2RIkN9ZgOor8uQX1hN0UX7GNldCB4+7HdfdsbU3yJlE9ERLncK0ZdnncRuZXDxMib2621gBnANRcqBqUuwQplLSF+LAVgk1l6bBDoxGanL8VJw3akTeWNMRPy2N9NP+4FAaDla6ztZoSJ0DVQauWlFXtU5zBrhwubmAQ4fvCMqH5ILE+fJH6EW4pwZkmRtbZc81vB6546LXpnHNyshTLjFVUsctuF1xFUT8Mi6RxahiW4kmatjrNpacPvF8wgEIKwuBMFvhJcRCs8XXFRuE88m8u3b8FtvyG3leVnZiBvNPas/w3MKaRkSXwOi1ANT5hcAA3O/z8kE71aanPut4Z58h+CfxCQoHQ1sVCtPiKT4UkLVW9csXBIE1eZexeiLKnD1mgROdrkuwVT9q3itTm2SNg3Jv0YqjErwi1T0JFnTaNXwFRq2MJNh3RGF69vHAqHspcK+THE9xotdrKvUQiFg999R/Ex7bBJul/FJwlyxBTu3Md1huJbFGxMeU/J5fWBgPdTtg0afOFdzc+YBEPlTsYUqkIinB/lUGveA16Ze6Pxwap6JGg/79jhRGO4F7s8CMbVUv2EdQguCoZ6tNBe1tllI9T/VAzr19zcSunpHxBOCw0/9Oo4FZEq43OHMi9ctdr+jOCh2XCSDppYYwogrUfc6RibE0O9NJRz/U0QTa3vQ1HGrNwswLU6R2vvHcxzEGmC6+ik3+QWxsRClssUZTaIGC+pi3HCcnQAAy/s4vMYM8m350GpSr6tWBL7fLzWpcc348YK8dS25BqfQm0pMf+Qa+9ZTjtGXLNGLUciul3wmdSDgAQKC2bzb2SCSQqJcm3AH12twb4TvxBvcHHyl9DeklHGbTy5ZHvSRYYNuu+5hYoChjBDnK4kRzSmdCPyOJx9CEcuuaNT/wyjkYIRrD2LdrJm3CW0EW2DURkmUv9MLNIrSavR3QBspQ0h0khXw8e9944kuQHPbpvwGPNhIe1xGbE1Ydxg6MTViZdb31qaP2wvID6vW8p/qJWs13OfYc7tylKsK+fRxXNJ3TVrqXizYu9Fc47u2k/HJpEF9koFQQ6MrrKSWW9lXmcZ1bo1Skx/BP4lAUQSbpulQ8Q3fhOxrZih+Vr34MRy13UuGo4PGnX/Gn/b0Z4BXY9CSEUDaT4UXmlbko5GgA5h0lKY0qC4VD3zaZHULhI1YMMcwxwjyVGLQfzAQ6d8jwE5LiFmHo9fFr90+ybLHyISf1hOJ5Myjh5NoA2LWMibtulCntYaxVfX4xTt60bKdxrCY9wf4YtHDkZxyZbc0ruc7ghcDrE+0gTSKNwjWohD/sbxBbb7kfs3J+eXjcvo3xF0VHpkhW+Dffh8Zm2elWQKRDbuA0v5V9pSnjxQY3BWleGRTEIsa2yb+fv6qVC8DVFjsaptXfjqUYBACOVqQcna34gZn9TM0JpGjbtQkeadza71OMzVN+E8IiZZjjCPZiHjb5AxZ/2jikh1yHOoiRaoDTBumPmWeeEIx8ux5Vk9piBX4/Z7mdOO42PmDD25019QEmcC2N3tUZMSwZiPeO90qWDRXPVJ0ZOCN95SSytJTB3OEEEzJlroY2ISbW3q0yyfI9V48aztV4Erwd8Ke3E7kTPUpYrKq0Ka/b4+XOFmGetkMATV1InNNBPjPttZDTdW7EDsAQMRJKchYlij9xCxLjgCv/A6KQGfwYzdYQ/BbinAKT7KoS8mXeJwBeE8oqyCioPrhVFyC/FFcKIy+s8cMn2n9/BLeOxEuX7vha1FCOJkhBVuoest7WqNCUy0lnFMoUdSo8nklas7+2Zi6mKR0CvysfVWRiZxzb/qQjbZoD3zqO7vOmgM/1XQXkDNoV1leOgboazu0YOIplXddChsTjFkNEpxYaEcNYrGJKW8iDTCYfVttfqU3XyEvuh8Uv7cBwVrDi+f7uORYMHCyOdZWN1neQBSPnGYQ9JfSnSxnu7/vBBLtYK43CBdbS1qek341czWnywWZWHjfM93Fea+om6d4+uar7mewlTDMMzNBplKLg0hjJM7yJw/JwUSA3I61UpdPb46qBw4ILhNYRIjX+0Vsa3H0CIqDtGuyz9/k0FU6SAVrSTvQxm4de76yAK5gTv77Hte16USAY72Qs429z/t0vUgoPTZ9jI8sNU6OpeYO7FYx9VdD6Is0kDOEahUTWQf6JYdfFXEr78eDg6uFjNhIY0r0jkpw+d26bnRUQs4LZtLir4HlamnhU5nTSgWhYtAlQkK/3kTa5iwhuW+P4qrNsopglDD/Kj+WYs9vW6K0PSwQOxlPET+BGWNryI4tzqZirC87x5Glvjsb6a7Lwu7GQhiHyIe+Rn40z9cMVzNzUIozmyn2xoHz4MzvS8aavYqI1CH/0u5BHoJ2d73YLTAXy/g2C1BdIGoKYw6JBwjimwMZH5IcheYp5Buy9JsBQQpdI168PweNfDWy9s0/3pcICfc+Fy5mXIRVwWAtmuV8QX79v3d4jrTYIuogFKBqXUEkG/1ok8K+kiqXivQ+Br6T3+hsGy/7VcZu20GUpbQa3+7FNoOY+wD4nrMAXY+nDL2C7baF6AzBUni2HEt/Cd5jO32pumVKf5sPOSp10bxjySyr9mehH+p2RrqL5UQbMZ2UrymMLlxXyyioClouAV2+6NC7WIBj1WGWTFqFG32EhKWnRH58uI2iud/KIVqor3vwMP+9lTAD0wxTqk1ThOu+yr2NOBNCr9NRe9RzI5pjLnM+cVnxY8lGmRRopvRd3GqK94/PDrdM66vRm3PS6Oc3gPZZpbvyvJseGyFrZuDAUqcYPbVw8u0k6Ia8+eD7DSru7L3KI3+mBsaDY/1kCXiLvHfC38GHrNppaxOeYF2bbNDkMPyEPFc0JNg4D1hPXaLd1xLxtg0H7j1/pF9S7umv+GvPiiRK11fjWzBGcK6NOo8NkLjgDfk3q9EDrgGkGM/RYnFxuwzbWqhgGqyQTkV7OWS+1QggX/xsQizm9V/OCMpHGUAoB0SENTFqoiHOk9guoQJiyQZeZmb5V0yczjXmQfsSCtpOg3v2LUe/J4j8B/XkqwZIQpdAsszCiUY9HnJ0r+U8jWlDtyBwu0Bc352stJhTUaagio99eHMb9N5HqFRplImuwM1SQUQTe0mY2+jQ0fS532tjzgiF+/UAQKIzUDtQxu4quQvZe1vG6vttAzsUPcJ4yqoq9Aq59O0ZCilIRU4G+BNfB5cD/3dEeoB+8Icy1svjmh1ebyroTyTpqUA09IAo5M4nNpqLkoNYY0mBxBHTL1IEV2KJCeyLZCPNTSdaGmIbPtYpAFko/QZqCWaFeDbwZpQHT0OYPsHqiLvg9u4nEhWeNJr9xe9K9cIpIEFl797Kl5/qEhqRuN6mDHys/7IMg52CeXWIQh2V9uKGTCoRkAzQ25Ymz4nRXelS087ZSMdRgd6/wG3jn31IkzJH2DVe0m7I80Tz19WAJOwk8sc8k+17TXCI2tMPpYsdjW7h7Iqj84bv96mfifX2mCyGvdcBQJOaKfZ6WZc+JBwbjZM4dwPUnTBO+tok5PRMme5cSu+5cirpXX6UFQJxJ4XxgGxJgHWV2ma+UaqZFbkx/Qb0YDEoyyqK9kGIxgFRB2sKYOCXFCOWHzdIwTlKFmCXTiZL+yFDR5CQZ25/fMWVbYVeHijbsBzxI+u9S17fPurnNAQRM/6T0/YW5T33XD82Jh6etHVrXC5XPNcIQIFXlEGHppkEtjfCkH9XUSTra54lMViBcXxUUmEnk0iqHzoeU2gpYhZgZckQ7M5h9hoQJ2xfinYODvIvMmWjVKMO59gF0xgTUfv7Ljzdyjb9bymTERQT2kou+rcXMjkp9Kas2C+QAzKPq+2aBRm2ixrbGMTyaHZ0WTIJl2PFdkkI26ZJfhhKSn3YnFWiNmVtk3FZwEJHhVOF5LrhTNDOrdo187yD8NNmGQ6PRJNFSZ43hTx3tiaDlvJPh7rXR93fSCN0cUOiWPK9qo2Kd8GbYC0ZkDvms7ckrMYOfKMAm70kXzmBzduO8NS97uXrcDg3xB10yJZLHxfAGTFlJ5dWXgpZd9PRQel1MbWqtjAcZM1poMA0ooFWKwqovDL8uG5yKmiGDpOU/rTqJ1lyB8mEyc5R+45Zlf+hnKTkqz+O9/kao+FQZHUVEGHOsTkRWp8Rg+oqaHlfKygvGJdm2WGi1px22+zOpX6nBA5SkL4ZQnDkr6oStsFfcwylp48Zc3iuiulaRov1mr6LroXxzqelDcOwnjREDpnckwwSi22DTU+6TPwaBglTagKlJ5V4JtvVWYmKVTLbN2wze6j8ZjfYFLYy6S2s0eswxGWw27VfRGx9YsMk6ZsNQAXnYry8Y9lF9pUtI2ItIxO2et4ooJWSE9ShZ7yyJdz5/rjysPVdEYctbJXrdOAKcTJWjR2CbCw1HFlvAm/YffQiiugnXPQvBJv3NNDy8Y501kKcKkPQXd748/H1+P9b/XKoB4OIkxB63rltPCl1hvPjxAv5p6sMP6LNGfLl+GrX0RWdDa0aT+0fOhrmHA87RZoa/tjODb1RQw4+ggfs97RFhZDzE/wwKb7FlA0vjnE4hJwvxKHRIIhxTKifinPWoxNi0bMDjKO//NO22ASB+F3ECtf8hgRIpjG0BpyCKSQjMKwQKcYHftvn/BN/+l+ewm/UTQSNSL7Jzgh4Uq7diQGjvYyU8wxhs/qv2CoTOYJWOkd4uyDvaAN6kz6Df9PZloKk6l8f424bG4kEQO3RJwSwcsPiX7U9buXSYN6gbl0NAuiCTjeMxSwSCpsFHsLt8MhATadNZph0nVKL4298tw6gurE0cPBtJbqJvuODQNr0V3joHod/wIKE7xNC1jhlD2qtKFtOTntn6qj1jZxOWXBIYBePZfZTA8vhSgsa20cjInQmQObyznTk742z6jZGXdT0SXF6Y8VnmwpxQ+fgwG9FVbBuQ4V6OQBff0r+/CIjHDPPDEookA5pHxPidWMbqQ0lzfEMosk0k/NjEF7BZY/ox2I2A4pI9018n8cXHpQcceU4nPSXJkFwRa54Xvayam9UhhT65T9emqnZHqZHssTOMn0unGS6w5/OYf10fSM9Dzfv/KIPnr1LgK4/sqGwgFcztWfNwDJXKYSseMjri4CkHnhNjbPgOrYal7d2yBPh4lJwLy60iJtcKNDetyD1FK+9b8C/rKXLDiO40fvb02cB1IbJ92tE8OjLVURk+hZ2sEkw+UAyJdNSKHoBy4SBy7iwyoGNN8JigbX3g3NbDn3kHgDszh/4K2fhTb0HF89wai5e2t0Bb4j+CavDwW4qGYEdL475G94ZATDHnu/8m1qEZqAQIe5qxq4FWjANji1mm+5IriOhJkmyjBp4fFAS+nKeDS2J66OqnUauYQi01kYxj8jxjYM/HjgUpIxaPfDDE/Cf6RaObEk2trKu5YHWsuLVMSiHZ5BMuEY5GPRESd5V2Sr0sW9vjx3hBj2UXqyXNis5z1gY5TNwd8KLtPMsSWaqXve02vIPfJUO7y1jZgm0zQHMLISR6q/kYRNCMdjoCymCCs6YXkA2CpM67KbIF5dEisklEBKvjlrv/625Go/tkZt3N/R4gU5CxngDiwP8+iTgtaJ1JySCwIQok4O95NiYLkbNRRLtaJUETzG7zxemZyCO6A7n7T8ajmZoRwBEf5CAfzNauRULQgdMKdIy5JGebhnz2lnpLwHmM8bYr8zArGb6/P79eD5M7w1l3swqs6fyDGqAL9CejLJCVKToZ8Y3nkY6i52INB0/91BqWPGI9sLn3RJ9Q/NPkWaUIIxy4VYavwGbUDMYKOvNcA7aT07J9x0dTgfh6ljGtuRADIEl7090jEuUP/MdCiSbW/AagRFzR3iKQhMYJWiDETeOPWQEbpjm4h3Ch3mx8ppRc7AmvFrqzChLlKRrgpYvMmSt4i+GRXYgNA5JP0nIpu/93J3af3VLx61T+5YovXHFEGJVnGAtVIU85k+djQgR9DYjR89GEDQmEr9hhfGCGbXPsHbeai4gqKfzfcrvHJXwbqe41UNSrw5cZszUKCp7Db4m4F1ddzpXVxDdBdLY5Peg2YLXXiCeI9mh2gFB7CKHEJpjsQ18MviPtf7YdjRobQiqvGqhF+mSedHFCkw8aoYYLGpkBVi4UTkNFbxlO13Puk/VcOsJAkAZGm2bVOnD1e8+Er34VpEP5qJlhTh8yUpdBMfUPC+RMdFnL2NxMJqx5BLB9rxLzypeawgaiKbXB/6/lc1OB95pf687VQxpYEG594AISUkKTZea66tJZ3HFHMhe7NQJmwvB29e8ix9Mt/dgUWz0A6CEM/BHiJHenEXu1S5Ug5MO1pYtQdfPViDk3CG/GMdBzt4RY/DbfBPPg/2LrijOqPf2YlI6xosGujnVfCri1RiZ8LfalWNAFB90zhUeHDtxHJ8D4yt75xUcVWSaiJ2Ao2neSNlK3DOV4iJn0ph0tPg0FP0F5pOl/DSPv0aRcjLp43fFoF0CpxHiCoYW5B+AA7dP22UhBImjsVgNvjoiUbzME0SPxgpd+VKHGg9TOk/nA9w3SSfqixDuF42tx0ez9+7nBOzQ722Wj3UmDFNSoyg38H9bRhl+zp8HmfvPgPlo8FOOkUD6GhwDQbRn7R2XCyV83vrZ9UKCk+Dp+4t6O/ND+Lhe59++Z2M+fevBDvv9b7jZpAUgWZv1SVJB/VMPH5SkfhK78DxGOa7BynbHRc8FHDygGLU+dJ3as2rFJe51GQaMSE442YeiroOxvSfWLoCmGSClzK/BNo2oXlR2NYsyp3Dr1/BT1D6wQ3AQ/B2wnvRBarjWwX2oFKeDWZ8J2XH3d002S4Y2xnaLq/G3vhJxA0opFT3byuuGOMUd6iqF1xmbtZHL/AFr1IL7scJ8JwM3/2KFHAsdLHDXTH8Y+ItcnG0yeYmSdukF84hTaNFVnBxMWUMpiB0svJwZMOjH3YgT5Y2osX4D6H78fvzJb/DLHfpB0v0kFkklykbyd8fQ5jBymynAvLZhRtEm0nj+6ySZaBK48QTRs2JI5zlZBvJE3EvlXA4gHRnoR65iK07+7JBm+KUkup07Da59+39Rx8mSmtLIxi9qu0lFH+OnVVq+0BMKXGPiO6BQqxz+1YXOrOqT5YtCSHXq3OSt6fAQ5N8iiEkrWNltwed9ASJ62FsHvgfeTbgkGKisF1cyKgvGHH3xI3WllrVY3szDU/cIJk2udtR0akXSJUleKiLYXl6rjVoP687gp5ctZv2rN5viUMdH+JhnxNshcceWK57c87mVoeDdyXgqFvuxYTEkWiQYAkhhwvbiDV8tw42/HENMKEK48p/2634q2xJLXb/V8DpshEleU3veS1PvuGV5W8duL3w7ULQ9281sKoalDPOxf0h8lk49Qoz19TF5lXCkr5EC8xfXu/iLID4cc6pEg8GHPvaQ9S6L7pB18gteMDK3RaIM5j3p+Sz1MVHA9gRVuyPgQTEbdcdwl57GgVKcaqrr6PF7wTe3fsSLFrT9LufDwzqTHZtf3wguF/IcY/h9Kclgl8KUygXjwsqUuhHP9KVMRiJspIERxqGhHcOhrRP8HZMsz78RusE/GZwPCeaRQiubXSKOwntBmzPrmM8Ws7xB8VNBvPoyS2V9a+ZdJHW307iAaN7IQ93UsYepKnM4RuuOAt7YW/g6Psx0WL3PMPArYYizpgeI1+KGCp/jQ5U293Z3BrF8wK6tjZ14G5ZCSneScCpIPnS2QeI+Skx5Y782e4cxAOH+oyzOHXd4c2sgoRBPp0byeBdPMd0CePUHwXERWW3XP08ZIMBGGrecD0PbFYUPL/uWoOmBHGr1Q9dTOw3LCJv13wMqoQpaTDPemBcD56BZe+lVQAvC7hDJ62uFr52WznzxJesG+Jl1ISdHNQCqJA+5sjqvzfI/RaDknqCVw1MoTA4WdnTJWk/rplNwYBH5hycjW3jWtCDmgSbyOQyCC+LNdDDg9U1KBOD5NMVAWLT5OJhmi6DUCGufn5N2K+4ixsa/gwC1XmhzHyrj30WryfSded1jDT27PJICZEfxsLzU1dXqY4YfSl6hCXN4o/AOihP+Yj0CuXdSXFnzI+VzFaJLQ3RHZi4J56WyL4rdKU+s4pgmWbHKicnrsL6JjogHL9PI0KUpuKj2Ap/4ap/DiSZ163vY6adAYnWuR1l8Nj3p9Yluiarw49WH2sw5Qcj7rBzr0VCgVqKKOmsMzIC18eZFNOTMp/lSkttyLBQ+M7mg6M38BIkklPJ1O1Goge4IFdmZ2sItz8QyNRDIVvGtnnpRCOX+bV9WehUmo5m/0jH4+zi0UNQ0bmF5vvqlx1sre0cqJ7kexctQBd0ItvBW6pGENR71bcWBbd8o77Xaj7qiiuK/m78K+gClkp0+kFbCzY9NJWt2x8rJTCPtOYHIryEHrbEwzA+Hr/L8sjZsbSXMKPLDrDGUAs3+bjoOqO7aaOriyr58c+UbAu+3QehbJLrwvtNCWhQZ0dITp7RFfnm6+j+ARpTo2jwG+BBDCd7X44qToRB1Cv9rik2PTtwhaYKnNObghSToue6OhnLu1Ibb1Ifcxp2u7erGmqeLk3emZFsfeJqIeRFltZunqiscSrPvpTS4r4nr91igciJAZmP9VAZrxE3mXJ9YrOLJEIPmrb1Vq2Uw9468Ysf6WI04SD9iOeJPa+2FQGcsliT4gRjyo5Nc6IwVZWKJDXTspcbmjCb/8tgCu3ACBksnivQilQR2NvCpL/1LyeMdqtzjzYBIhthy0RFK+3BLY+NmSCE6eaVVAWbpFQBfyRorPmXGtw0BZdss4ryfmBPGN8JOVxVGU0WDffHFr1eU5WRl12UJN2BARODNMKU9wIf58uqWhTcU7chmaB7ykwR6YNcYf+HlEu8Lmhe4GNrGoaUlmoEpTphKbc8LeGSrPwRB33MlUFyndmJqxUE/3HnHxJSLzlBjqs0WBATb2ig0B53ybWeuFCdakbSUfcIOLIbnNUD4iR0auGzjn6kOeT8WPW0QTu3aKQ/9c3DBVZQegStLoWIFf0UwBjqW8GKc7WeyLPlleWouXBJzy60irS4fQ+/R9xRRgrqr3pZUsRMYJgCvy8ej8XQcFZsGsxJDteFoE1pBT5AgHVETcJ5mYUswJq308M7jvq+vjg6Ky8cWFLOBq4KEelWvXDGc8TE2KC6jBbG0tpnAEtPLAphYS718SytreyoP/iIRaaT3EDp6AhGYSNBQ0+oz6HtaRhYzXbyGyfaK61leY/uVB2B55pjzD27zVKmlED3CPbKW5pzya577RzzMskT1GWBSXhWxygjsBu6FHNtxsaHM1moikBDnWPrXa4BHqiq7jB6luXmDO1+AJNuAp1bPn6FDjpZ01o3PElmiktdB+nmIeO7SMkxUVNlrHnX0cTT/O4CnLaOxcq/XV3VJZDhHaevb38gHMjTzwr1ObgpRKMVoUeFicK8CnSewSjnfq22BxrDruBRLAzoLzMujYs5hcBlrEjmfvZ3OsEUjpajg3rBlU5hb2xIUh0nJqGKc2t6+/WAdLC+oRVHabB2B7B7KzN7Kfg37lhJjzb4mDtgCswudP1FUxiNmSRfpdnjPC+tE0U2yhsUsDuPIBWQdzKPbYXHkxN/K00NMSAMGptg4PgNpl0tXsZx16Pzy0NiQ2/qeQpmO3JYLj5E8gWbKjIiDPzZnHoDuef2IkFRoyGOdpyDduWxB4J5WQQ4KwHV/Kr3+ykIxJNj/UNQWVKP+oBuL10L1jxbcxWqqRm4s=