第二章:复杂(1)(3/7)
gt9BdhLMUFDaTYhkjv53FUk05wVGTY5ZlTTr/MBdCzh/UKifGEgVkLtOVkIYGLQ3IA+YsImkvVk6XjM6A21Pr8QrnnIYAqgp0R7IHSoHoamXyIeF/L7ZIJLSDEHnWmirG7gu1rn3hrU0m4obYGa409QPxJr+CK1tQWOdJshQsyET89IhfMAowNbL+OO9LgWiEH8oDF+S2KBqsEaRSUfG+oA0K2MqBi5u8VZZhWa+6ZltK9ZyPgWXXEQoQpMVQZ8YfFM0Yja81fFon/MT6PG9UOCC5/avr0lKyZFT5VZIggr64Bqs0l4ysGelkCwoMrCBsKcxMsR/X2j7n/XH6vsZdCA7zSQU9M0pe/BbHjFTb+RO/+NuREs7GIPQTU6f2NhPSOY3LpzNhtagRxpxnRD1FitC8cpI0xylZ1W4KHhGvzY0YZ71ChwGVvGbZYtnqxevTA69my5YMx2r7TVMEg5ZPXb6lw1XgCslP1yXHY+UdgfqJmwNgCosG0jIqHvdziCKOpuYTIRE8e4A+E3i2r49Biwc9tCFd/8CCGR+Z/+6Hjzz4vg/zL4xmEpWKamANJCLznWUv4XJlnhnkAma2tFlHO4FFaY8k/g17e4hxqWwJkHQmIswew1Zoxi7Fz8sA0v7m0JlJfIGBCZh1UY9IHRj0sovXOzX6OtXJV2Ur2wETbzizWpi6P1y2zr99Pl42VDZ0JVU88jFgOmr59F017Jh9XI+Mkdizb1KDSvhNogW9JkJGyTjvQ+XAWuOtr4/LiqHlztaQiDwwVHSVgUXgDU9P2Trba5t1csp4B7mm/8iT2uuNMbHF5AYjyU8OKa5MEE+VmrKwx1dMdgMaFuSYYg7T4vIQeXuA5I9F4WAlBvdY+JpF7XkhU1fpJDZI1E6l/kEIhn8HRB9zRsImzFBJZJYYfsK6xOYZY1J64L93HQQIxB+6CDPIo7uE12brK9+YvL+kr6Mf8kuizmpbfUIBfb6DQ5e29d2NMdPO6TvTLZ6pvBvtWbAKKelEuu3f/iKB0AQPxdddmYqxr5nARm5+2fQkTo/OxRZayOuoJtX//lDeLkq2V8W9WgtRIE+3suqNR44eeUMMJ6Jt508IvBtA2C9oY0Q58k15bh19X45djaz5bel0imS5ViscNXAPuHtx647kYYMFbvmAYmFxhwA/H0Ud1B9T6I18/K/6AfDU1QGhjqWtQiU1ZVmrRZhT+5GPAPWd26da5EeZ6KfU5o1Ll9Ol7MYJev3ALsmDt1+RrMp0scRwAztBM7kiNBpUANUDlDG7w3p7s9nVbgzZAGvJIEj3VqqytvV3EH7aTAFnbMsbksTujsQ6dirVIxJzLBYHpOWHOjoOPKrXtl95Bw/4j3EE8Wgd/unSDarG9kCy8fEDeR5EmuAPzWKUIwbasjgygVSSEGtfFw2XJR8oYVcfYYonxdSlGHQXrI1mqrj99Te3WPMAVoZ9tcVaZM029xMwGQ3pyLrSNjJ8UVyC+aahyn64xrr5ecc/eIgillKH8d2HoNAMPQQiB0IohypYtp/ZJEqT/dCe8N6m4tWRwTEALZ+DHrAxfW7naIkBAOxpM9SfVsJrjhg9eLUQYaYl5Ntyr2ni7CAuoczm7k7seMesCYXM/oZSQ9iuw+oa+3qDsquruzEReDJ4VX0iqL8GAiNvrtSKPnIBjj0TUBAgm7aBrcpisqG/qfWFH1C1Ho4C1Yo7X/tHGPFE3Jeb0GQlTIhhjdMidsF7Q6T8OCcpr6dK8aN5pooG2CtCAfuQ48u/7m28iIYUitrWx/cUUJEB8shphk58mhFQKifR5/XK2mK/b9IVlsgKPajR2/cz3/Eroggrm5q28Dli+GB8raslrwlkBnQ+ZwoBIeMWZ4GGp1ypWqYXZb/1fZke9nw4/teAxT7toH1GP6neuaxojKi1qKQjXiMPyoxmRSJR9UsdTWPl+NGeFu6r9HZPbThUMbI/88llyvdKRuo+Bnl6pSAbNmGWB6Ig2Lp26JQPfs3a8h4fNKnKX8UT99IunGzocbfdCSKE0IvE0qNurityJEYQMvRqFwlUkFRH0v4l5nVRYO56DCatPiKJZ/eKlW36EXWxTqiZIqThhkCBhm7LbgUMkM10zaXbJPCI+dKrUr/V2hDS3Tu2jhNiLu0QhUSGMuSd2Xqxl/OAvsAYCsSVa7D4pbMTyxNxNMIJ6qSXTNHUGjDJD66nsngEl0c1OV9Tuoql6yrI4Rdk6HgG/lKe6nVraPnrWdPE5lUK7a/mfotrtLcv8ihbG4kpEB9aVEWPpA8Jj8hxnY0JqAuDwsfCuVsnotLxrvC3qNwnwrNzDmwkwk38QCjY8+rB+Wc6cDxnAPCQFD/Bhj/+KJgaTx57xmJQDJEx5J5SKaPmdDrpL1G4lH1ypDlpinAXpz1X7nVCMsbW+ypSOBQ71aF2pzfZHqEBq1w+FoSwNKWNX5bYJXDnefHzbeZJIFb2uRnf6WC3m56VYW3hZN/K07HUmWaOVQwxAKGpAWXS+SZ6RmFdzHnHORN5g+ZoUyCg7vC5m1BE7q/H/b2nBO8SwZlk2iFz9QnTvkiASzY6Rx4yNxDCAFaKKXzLeKCQeAo6SkvKPDBqQ2xnVFOp6IkiMQSXhR/7Bs2SV2a+l1klyD20XrvmPIQEMmfss8zIk0w8sg1QUGaYrXjefkzPmz2yGhE5a1sRQJ7m0hS2QG5bbsHd7P/tbvHAXfi2o+0IVvKh+YarUpdROZTkQGcLIIEAaPmIzcVspWDfch1Tv7EPhsEp5BoBLraywJjAm6D4ymXFNrxK+TdRG4HgC+H+at0v4BqLZS3RFjKJoHGjwCh8F1GVIMKllJlR9cgZEJzA/KEA6qHm1sB6oDwVrHH7q6r7qWFiTVtJfR44x+CuuJ0odMKMPFkD8N3hE99oLLJY4DZ1AOaDndnqcM0IFfPIVOA8NFd5sFQbKNEA7d2LzeauI38MnmTYnEqM8b4YM2eIWaR2Jofrl5RyPDjCWlVoa3h4IuMX8cjaXj1IIfgmlBcSylpDY+i1M5xVV7iCn4mLV2wJ8auc+/vvtUZ/ZhXWzoyIqN2TQSBaFZZhMrJexc4c8PmueTe41J+gr+d2qfOQGJBvSsB5De6aUP6phY4g6wsuElQLmH/unRx76vAmtVasqInYF5Jq/2q5weRpX2dZM033OrapIEMNLgbcSauzeqgkQdmrABSBJnBzbvYCilOghT1wnFHiRgoiJn+mg3BHGVaz7fC3mna3k+7R5k8r2r++li9Xj6cPoHDb2vA8Rdt19TZo8UQCecIv0athg5X5ctFi85MBH4Cj/Vo3VRwF98TGsvklkEZ8yg+pdy+LQAAC2tNqnwsF1PZMABdJm7ivXHeHdcvC3SqjcCQB/OWFvDqeJi7SOdzuzHLbv9qsD7kxrVm7si20zPrI4GYHhwqIU+yPZpirBvFEbPpl3eNRnPkUQii33gZnwH2ETlikf8vkLZ8j4vDPpKx2kCMxtb5m0TbbcNnGA4Z/2JCfrM+atfMv48S6bkJj40c4ygEYHTeuC7hodNdnD6gUBHnzsWNrps6ew/hMKptDOk8iTrmkJ/PYc+uSVfVfIqyN60xynVaU8ziotBQ4VOxzmDwMI+lRgN74euwiwcMvoLY0YuzR3A3fV9tEi+4Kli9aRzuU5vgj2zR32vKkbO0fLFUfY78lLV/WGZs9PgAzWJmbd0Eqnbo72qmdmL+gQCEJKA2YBx+JAgc1I5n2JVSilmIKnX4WMjTfoVbS4X8HFUkVEf23hvn9XoEd+H5mzBicrj7fI68W0yA36KLUT9gV+TRmTe4RT35wx+Y4O4aBiBV3UbMS/4vdWJabru6dovGGawsPtGB8sa0bOgY04aDpps8AskExw4t6j9H27QDNk7F3iLSHe6G1+jrphxhxF+vWjM8fcU51clHXfijilWsoEJGlg9/s9xb7nf8FqJ89Dljebg3edQ2sB1rgkvQrxAR9cF8v0Namh/xtTXyljJ+1t5ApaKVhw/esOQB5GC0fmQXmKLh+/zLQAWvIo0+GY2TQG/gtr3gdEc3oLqf4Aj7WqB2bLzYmXaX5xyEvlnip8Ncrv1eQK6tUnhMJW5sToKULtYw1YjWPp/w41UceWV02vadk+MDMDFKCzG/tWsg2E1084AGicZ9KjI64Jzr5o1iSeP6Y1zHmIIs3g75TK4I8YkZ4TsoK00szAD+v3kmNMiDQRaKp9BHCM42MF+XflPPCYkZMQWTp/z/OO7wDzn8EbTQWkK7pL1prG0vNP1ukT0pd1+zWUBp4wOeA+mNNGX63eM8qn2wVPcXNLF1MbR6k4bHEA7c5OlfKQ3jiY3cpnd/SbAfaTS7lyYEz6WgA9BgJ71Mle1wgA0149sRNIlR0t4yysmIPEsRKiPrAiXFDsxI/97T/uLCD/prt8ApCi9qUNgLmwzp0qO/fbsnEN2alR1rfcahGrp9+IAXynUy/H83HVDK+gFuJ1+5HBWtenkG4MwPcOFiLb9yuy1PjufLTGQbIE+3KZsXZYdbdk3X7fZV3dlPf63dbmEpmETzRmBlrtkVuSv/XZHRqx/wm9TBpsR28GtmmkaZXZ8Wj6RW2OpMdIVZtgqInemCYue/+tEozdqWrypMG72miMpq4NjHwwUnS2c7b0iv4oGnv15lPLDK06kDzDtIzbXvcDZgyRj9o4E87gfN0Vil77LcufHsMBZNUXQypNoNdYA7ckts7tg6RylNb5TBJA1fxgxBUbEB6jidbtPkOEFG0USe8gVixfQedlsdB7jYr7SQIu75d8aKBG55pgGrwy3yKdCeM5JpIcg9p9va1vCgudxcSi3/S6+h7yQ4W/1LikPx+Zc0mAhHJspOvzSluWK9RNgL87+TuSXN4lM5fnhXnDgK2NUbeeN1cSg6cQFG/e+zlhKrSTjEKgfgRS2NRWWmqlW3YMOc7QsMQr3jUpsed53RYj56KgX2aqxd4Ez52bACsJUDu1plXDU7sEDNF5atnxYZ6SbjLO6hZCgywzkYRRc02IqW3mM49eRPV3hkXDwK1QR+2/MwmlDLWzWoVipGNwtqdnKN+ymSvTFkM+oP/PV7n27M4VND31x7p8Xv3Mt13Whx6dCD2TJc52r+8+Dw2kVbVLUgE+6jV6XjdmUZxoe4jhotqdyKHAa2sUZghCqAjFNGCDrDttD6oKxELhV93j2xF/VkFlgoiYp9D4F57VH1IT3sPtnqykbXSXJGkxNY0DPbg5Rs32gbGdInr6rgLxTdySdSWnzF2TGzhPGfHzprljhouJXGe6ehOSMVXBYgFd562OOBkfYyatPPU8ezCpzVc/9KfFr+XqF3VH9S9ISV4d5v1HSPFFeq9EvkewyJ0yWvSmuW93k9im7sKYMOnBnTXbBV5e2/ntbKcBpS+y+8hG18R61fIK6OK+QFJrY2MyIwckKUwjqk0cVGXbUACRnm0lxI9ft2ijJj4bStSoTpaDiXYLLmxHE4QglEJA7NlhL021XPi7DepnIkjkpt3vRTyaHmyRUeaMLdLoKwy8C6fxCwN+NzAlFo9uH31HaTv3FwpEt1LqwFTqSZPEzrnssJGoLCuggsKGGCMEBdFeoSrBuMEHilIGsQOMpjTCbXRgfkvRXYWw0cfresQb1eBI5mszWcMBADeZfCLBtV0Boq+rvxEUFXkNAKB6QrfGRXQk9erhBVoNuNpB544tKuL7uSYFVUMyIfM0oSYxjTl0NGvctXGKVEmuKqjr2Ba9xCj1daAL2JKlzoPteKitgW3oZhh+9jSiO7kPK7qa37QDya+HDiKksqAS5DsPVzyVO7oWQi6XXeTShfkm7O3szggYNDcreyeT3SHTRp9xbQYaVyrwKowxz8uDjmEm4+Mosx/0PSai4XcF6/3OMfTQL8t4W2yIPQUy3JM5skZv3LuUANj3lOdA0VK40p89lO+pgv3uqwa8K1u1Pn9T3QL/mFqg4UTJ3n3bskof3FvS5eVjIvSN0W6HKuebT4cL5k99wAvWMQzAC9hlfKm8giH10nW3gnq6EZmQaA+WicyOW4yzFaBXkM8kH7qy4z14m6gB9g4uKYuhtXrTDw/2LPbnyNk+DFlvUBZ5EqZw475uIxBeWCFWVZJE7Kh7kf+PFIcEeTi6TmCxRzuhYZWinaCeh2ruJGGpiG69T/VM14C8occnFLfGvVEwBPYRb9LOGQ9kxpmtMQe3AKsfG/i4fzJL8rKIsA1k8fpOxDhEjtt62MMF8frEOcoM6LUlGpLIWBVHhUPN0dIMKOSY5ytVWMERBTSsVLuKDBW2dbFH8lYoStBsu7lpNOvwffclpYC8SObGMdzSHZ+ERmoCK35vDe7UPPSt7YHzLQzKx1LO2DMoxr/Gk6EY3Rb5zvFOMoHy0RUlnlc+ZwsquwOjzE82lQbGb/NZ+qGiJy7HGTdZ+ovPkp62CtBjdgxgy5dxNgXyscPiZIYyvZ39uIrHfCUYEUqyhcd6Hmimi3cCNUHnS2TeNmfjfTU2Ze/WXh1gwlUKRoBv8ycmO8pFyvOjXqC1CgM91ZvptdUt+PFaL00xXLXmxh6qaZOyw9GVn9E+BjlhQhuN4HH20w9Vm+NDUb0fA/zECUl/vmOt7BnAO+QP8Kj1QbGJEqf03IUeA6b1FNJ0DrBEcC+qWcAeQ6FNmdr+b49m2IgRHWvaF1Ohl7Wca1JGHFeeZZR4CwGh00dX7h47SJQsF++OVBvnIIrSCYzH07Tb6P+nkKzeoKVC3mISduyIeAe3cqEdsC0WDktDcZtrbZOEAN6h0KOxisp0mt7DbrRBbkevZwUAfD6lOd8d3w0MlAJMwgiCScxn0aNwLYrycm9E+7pAnchZRSTFLqHzgKWeUPpM2Ot5plASqiRyi0HPp9pt2pnbFqudby2geztE8EuBx7fWwDbQnU82V582fErKo25hUZQpB7md1f6+RP+gItqe3fAIb1p6RyEv42UTHRAExKwBKgzstBdJwNJuTKRa7DvmRHg7Re5L3I6jkuHrMdOk7eTr7O9xAzhQDUXOPZs8wSPXOKB8xEwhBQELsAHWMCAm2ww+H17FA45Sryyi8I7OcL4WQ0zBx/esXW+k1hzY0xihfei5boSY6ScWilKOKsuEG2HNDPIK3V1DI6BFcEp3Mht8Vam7ow73apLFds1J6WtljSZN+I2/B4iJmMZwhpbHX0a84x4R3nbhzFK7ec6eq9gKdAZHsFZjK1UuT47crLlzFhQ30973LunrS8ujSYPmXNjCd8mGxNu//ozo3Y+b58xxmugv4jjmuTI4K0RhDfmmIWr48lC5DHH7eTtyB0tHZEcwCLf4M7/fmEZzfFFOtKCIWJZmvy16hfbdjvll93sfqbwaLs9GQZjF79KkTZN63ojR3S6F0vkEIrGsfp6/yc+gGZhC+h+tzBxk7uMHBN7qeaUDwFqfFbbNWH2sJXcV3xYoE5exm6C3Sv3BwjHJDI5YdHebGsDbpdUrc6EAzHSWdFGSzHfMbWji6gM+MyOTJIF2jD45k0VM5NP2dDgNtApsfIMf5qV1hUBxPdQrnFdIQUpARTzumCt91FdFJSXmq8W93SwtVqRWWVw4yAjgw6g5QcXqVGBbmylIBbkPxn8y9e2Sr7w7MdVYDbBAaZbpyFff/17GN82+WrCAzTeltj3/7oAq/tlVR5feqL8dXUhkZUNpMJhswe1fPPGNrZW47D5lBQj9ME5etopaEQnVwvL1/2Ao7GkQiS36NV4K8SOOQhF5sN99ArkE/cYptmE8VHPz8P24KFcvcFe2RpGQwS7OnptMvcP/BNfXGCt4rnQzRDwfYDQsq9tVVUHoYvT7+LsPrzextAMeyaVW5Vd0zz11JvJCw1YfDP8eStlmLVZo76au3iWSGQJEMNyG7pNgHqERVq3swhxDNLR3W5fYr2OJCZ+gIK6y4ormvsiK1aPdnIOtFahcbzHeSfL8u0nTHehR542qUgxCFS4Nd/c6nvZon8oqNmrylpd6J0jZCzAhzlbONp1tFeQrGvdOy583Mt4TbAp/8QV/ox3w2pZiS17HU9AAxYF22Pqxwh6Z9/e3SJ0uFcBFci+1A+6wo6MyoWZZWzVNMt+1J7RqVV+WuJmrrHtQL+tPuCbNTBTEpgKeppFptHrE6PxM9SM0snmzJQjlGXEJZTpo9n8GIKSFwAeEwl/GORAtFgcd8xfGjhJnUPF7cTbf7+knV4YEO92yHq8brd3km+rELmBKGcRcfsg3LOvj15c6D8NO2FoFSUpFv1V2fH/hhV2CTKr4Jt42AxV8aHHlfZopMDBU18l95ZeqpE3gKWg1m7y6mpvoOD27Pmr4rNlAzXXWbaE45tN+/+PKmq7LPVCvY8Y3EuwIyHGRIE2E/sJ1j0R2VSCkqoA1xZ/fP1ywFUGsChq4ck6bjwcW2sspcRzT1J2uSlBkykMi9iniSf3T/IOtxHPl4uLPJL1JEQXRyvlXxayHfB/t7Cd5JJm46M1J9a0IzNf2UVcnsHy0b99qnxMnFFsazifUHiIUnDcJalp+XuKfzrlrDsZ+PTm8+J6Xx/pkXgyWTFv7gwcwwlgNwf5KDImIWXdA5TOtFPTC5yrUAVU1gPzknZoYLkUvYptsbQBzIlr9yeSJ4YKhJ/NmB1mbBKJCqAB4qTI21F+gryeIZLWSO03Hukaeg8EY7/vkbpweSEkq7iZbJDcUGbJ1qSUt9rDhqUgyh2M65/skMTOtk5nXFosC7zS0eyWQ99KZOHY41tSwLbaLBExQ5QFFoZihvXaEjMruwyilGacqF0Mw5bvZDD7dgMyUXDUVvpe24JtpA5Feb/iJffM3YNTUTHiB32Fjbqn3PNaZVaMSs8C/lmRXo6KG2Ty1Iotn9LzG3Y4x9IBEm4CapoRHcEisG5I/5RIz8IgQK9goYR1sY/tugOscm+awmcsxmvhlW4EPO7M06XB18K2dgZ/yrnLAd6TDF9hIQaLw/6A8aa4VPOoZUR+fFpDFF6wafXgaJx5adfDx25k1rZ5VB7TRKO5okplpxMh+6gNw0NvSWZgdP0um0PSYMZnaN5vZ8oJHSSpl26nZYH+rM5mK94VA55eo0ak1BeVCElBZo5edHwvojhXBd+pgcYfIfkml/TStwPdIzyW6UbLvw03gq/yuOgX5ceCJ3t0YAm5jFVWvHrFV1g7eyBHyK4zBePRqTt02Qt15VJJIgHfgms6qmcC61o9l792oj3Ag6a1X43+HeiHt1zgeV82HZ/Dc2s67oXGsBwc61v6eDbtOwoNy9joMGPpXV2MGBL9GElZV3xbdjc1miVJPrwhrB9UY1qQ+YcVBaJAP06VrKs8lr42oIwZLTz3E02d9H+fzEUJf4GDXZQJgNCCJONqSpUwXDtB+836/MdECHApfHiYZWfyKRdK9roR08wHDFzKbyPylLrjoU0PvApdjgLcXxpcDph79hc/dBer/ZOSf/FZrtK34eNm+rtBAOiD6n0pmExgOluCb7fHUnEGE8iSpFOaDAovvINL+axSmvD3aqVpmwJuNuLicWcjhtp5qFqFZk53g1zkW3oJx3ZniHkPwIt0vZyONdUmARcQ/l/TWc9pdoPEUltRPX9g1+K1onNMDLtuf/9E4/74oF3wl4EMvPSdvE0q+oOwkvAPD3RPFMxZEcLL3l98NzAS3sM7M7FMQ4onTcmIOzhjcKlIr7nSSK1H6q/EI2DIhD4PIkuCtngNFIs+3jJIKgfdHrNfKyyNfj5UjfdK/3GOKHS3K7SnC2gIJ2k/KBoP2lo3AiSckglWBFcMElG0WEhe2wq6waBieGgphar322YHohryMkzmFYUbCfWwYoryR4tyBxAZUpnJPxXZHlrpNFCvXcOGDhxuk6+6LZJGHofaf5dTrlnTwfaI9SdIQVtxrzJKx4hqQJ9FvvcD0BF3FT+lxZ2/4d3BqxrZ9mYYsDFKCyxnxgK9App74qxRXZ0tm593/aQbSAMPgqw4WkVVd1NsMNI9tqnKNbCryg/RzEf/HOmhmwLMR5JCnvKPl0TATaJADPJ4VTkOy7LjuFWTS0Sn7R7MdV54EUiXqqNioSQXJa0KgpDo2COBV7JXttzUCgiFaEtYd997k+JJ3yMsj833P7M0gKA9kyMatYhfLvvQKBlSRii5l0eRPCWA3S98fwTDPjh7nxiZrBRCoXK2/DmAKvtN4P4L2Mt9roXzrefXk9bqwSzENQEDJ5vnfEB++/aLMhSfoLCRc/n8ES6pl4O0m4zWR+y14YUlYTPYgMkcno9Llx4pvajxkDxDZJJCes9peZULFDR+r+EaP5gqyf63k+xQQeTVkkozC13Y59xhocpa7NOzrDvXPbEYn7DwdP2gKhLAmT3ViBYVRQCI7fsSCu8MX9STQVLiEFM3PddK3Kfkyu1O9/wWwjCGRZNN6VcDJBUpt/7VI1pLj5sLz0lZp1VGsXHZHq8vhc4Uhr5lNhVIi7b5gAjifPypaQ/FYI7roZeH5jeRIzGbhPWYrs1qWrExM2tZvfedIBN4PyOXwLlgeeKbZ24aL+o+oGs6dDasqXQhLLRGKSKIEEjWAv9q9Q29H55AizvM1S1Aq8kSOff2MDt09l1g2B2xOBsVsMOsGTpw3b4t9KpQROWQLRccEGD5riBq+QK57T7DSj49AhICY8LwlxVt3TBrq3JBBSZbNd9WgOmAxB29g9zKqOXVEZJd7QIEBGQ6K6s9/lPnQPE2GBk7RARxorVSlfWewE0WzIMJ22qZnG+nCRb36OF6ZzdcIV7dndt0gaQFTe7iRh5sNaBjLN6cShgZzQLWo+INq73A/J38DYjF0N29p/kYpw9f+KCmpJ4XC0cgHrnZUfkSNMFLZ814ja7VHwBX/A6yurKGKPSDPN2JSvsgL/w1tDxRk7ASvDoH+mVqr6lK2q5hwtmV6g0IvM7IrOXnqbbeYU1zCI3kXeh66GVBcGz5ZABzoRNM6UmkaaVpPez5qneiS7ZQHM3pJubb2xPR9cwR11wsu/os8EWtA858Rd+o9noZA2fbD07IDTjcaQ5X/t0ZnBqAruxVxuo6V81TNRi/bA2ixZKosmKmiYZNB/FSMFHKnuuqCoMCPF6YmgMByOpTQs6YdODyvEizT08uuCKBxBmOTUEtaUitxjQbnSpP/8ZTGuK9pcJPk5QP+ubzUv1C2jCxi9Xrp0jEZnqjhwX6Mvfg28jEa5th0KoIMtm3jxhxHLBO5DDXnQbgFJ5iyuQ5WkWN3lyHFKB2dmazW7DDdhUoOUkZ/uE4q6hLgghGotFFB/G44hMTrfPTP5v8cGW4bLasqlkv5YtiYbNTJw13TWnRLSzeuL6d47D7woTNKGXaE3BSsy9o1k0oKwz4qcPyu+ZOQVypttOC46CRjVP+Zlb4LE7zRnUGOJvI3mCBOJmHUcT7XFFd9zISZ//jp64siH6iPm5+xwHb554blcv39VmuIQEk06ZNbD16vGuBhXfFSrfOctyrBEAW7MTdYHnQLv9DxAMzFF3LVZMmJXi375vtuobcBhZesKiAPHbgRVRGg==