第244章 存在即合理(中)(3/3)
Sl4n3pgqXoor3cuQTl8ihl+W+EuhVWXMl9QmuLicUlmLSqasgTn4m/xsqHYvfqD/oe4s7YOL0UwMMnGC8ntmkEWlNPySgLvfVKjqiiNW+ezZz9K5/N6CQ8AQSw/+lm8JJOiI+jtW6ykxI86q2VEfj2k+jDFzK1Kx2cTqVvgtGBjV7G7g9vOtGjodBRJDlNOxx2J5BsaJHgg3Rjj74deISKkV1yvcuWwDaYwpc3mcYLJqcNLJ/j3mz0hrypse9C0f6wygCBVm2+WJTDbu1Yv3wmed67sEMTLDgIkvWjQi7m55+Feepw9IBGZJ59eSWcaMSot1pFaLsXisgvztO58sIZ5/kPHnAXPjHeFQeMClDor7TMv32qPlymbZqHGrJQJDYesQiDtH3VzXOHilwxfj48rdZIIF+93zKjb58Fz2l63vwVZcv5Wgu6IfWj/Gs42CnodSOEO/hPWKFUI4A/8T8960RGu6gVFAXX8vw+vyujvmd45IYrbRxJyQ2FPN2RQ6sqvYgZVNUoWCEGe8QYOBPk72Rd0E4KBoyeTaFyzpjAKWsEqVYpTERBJctiGWD6ppbnTYd83FGCAzKDmCfpb5wrSOcljFdE5PqJZq0VTk/7xeoj7uDEHtG/Nqx6JdRvWT+PmVpmTEDyLa2AiUNsRFVhSz3fpG32U9B5SY+XIgQxscnbF/lN+r9+fywzEfWO1dcFNuesbXgtDDZWw+kbxrMzq3LQFPQKbcz7t2r/aQo9i0Mn4UMsvwhxCmGuXAXzq9X0/qy7HjH2LXcHdnST+A5DGigc6S0xGqkWwWhZcjt8gRiL0t3kauHNv6MDfEP7EyqdxwjNSt/uTRcofxgKkinFj1rvxWOgSbf/VpnISXCPJUYK47zskUQ0onSWanM2SePZ1E9yJPOHuI0txUDlExkb1/O/AiRudBNpbscAJouVgAk5qNA74o53blbY9dmkFmyMV8tPEPqjyxnhweqg68GUIfRz6ILu89O1XNrLVLD0dyzIgsHVWYhfKAbkAvnrms0FAiEPilMxj6t0fvmLI1QPYvHbOM1q3mNPej3te05BWDGb94jELb76Ebm+kEb089bOHkBsP5gqK4UKl0+3/7XZGdiw9jN2L6/7CcIj1wJ/v2O+hwx5r/KeG0Fmcy/ojv1Y+Q48g9+OEe0sb0fhomY1vTKQIuYAb3AVYLIrmqWaO/Te0u9jykRcc9FUguqURgZ1CicXooVzIxLom3MXmN7Np4Vko9+w6XC+gGeJNcB1bmCIhgHKlNfk9R8L/rRN+bMEWdVdyVIl0UNMJ/IFpGIFwoHOItIiZgp8RpZLZuF2cuG/3sZWpEeNarO834ZV/eehzeebbwuii2i3dEJhxW9J9ycA3dkUM1mQHaojq23G2k7QeriHV+KkBQsmEz+tWEpglfxuEnEo6R1Rr+fNvqo54tlDHLsargT6lCkY0BmMqS9QPCtDjXJ4bvXCEKob3/bvHMIrW5TFeTmwJPctl8VanC2YLVAu86pT07Bzcad3CXY84bZ8WhxO+Ibr9bz7hp2R5bk9YSRwMaEPSU7cC9F6NL9rNYSmTAceKQXoWjIz35bUBRgWciSBddkUQvQbNLPDgKfTRWW2gWV/VHryEnx8YVF9FVobg+L1Ji9GCq8AsIMC2CebzoSgaDtd6eEfBqwhSU+xqAlFAVwpqUj2l92E2rDJ9ZXHSDnT9pZf6po0l6kof6VM1HblwWy8W+xaWud7So3gkDiKoJDOOXSgXqktl/JbKG6+vhqWZYeJHQXOwKhCVU9iGTqWT6hGV4mhejmRoewKfkl7OiR/WT6hCf/NXVSdTBx0Qbv9+bA3heJNqtTdctZBI4N+G8iif/2ADe3cOdkI1gzQv+Zln/66DWjyCkWeZnYQrNtLomRJFtDWd6BLNa+I4fNVniOUN7JxqtyWcYew6kme5YPYjDWdftvJx4uXQdYdmIWWNaQ4gCtdY8BvoABxrttuhgdknIvD/tPbkircWX3ydU9A2KnwFyix+/jwAYa8N8TZQ3Sr3fc0KHNNA0hWs/QkElPe6PbRXu+63qgm1qQHCzjcrOqNJsjnM44iSHq++K8WR0v6FQpcu2gKR5g8MUjnnhCinUoZ6xeV+TDNU7PJo74Qss0onshllwEiy56H7lRSMpK7B2Ad2Nu/23NrMkra6/5bWMc5fiY5HW7pUs9B7iiB8ALxT7enGVyQstvp6VSOVbrgqNPHFjkF3ie7zXr8mNM0ackE0ZNzWqons6ePU1yffQPQnBhnjBulGolQFc2un08O3Qwg4VnVnn7sqHY9kkp6iaekSC945kS9OUjP1dnsSzAtwaNoSfMMRYoC+4ElpCp5TYFQ8m4pShL3x+a5FvDATRL9mHx24gomloY8/sHTJcAmKdNfUx+QwIewIK9Fve7MqTSJljIFfzbEtk2TWy0kLHLYRqudpeiEZUPzEXjGfN0MPRhbQ0zhi86gwZJn/1OFhYQWsMdZlGceFQSwx8YZzeXRRQWw73lcbOri0kaeuXBj+IEYhpwvofpNGuvIEeBgOxEaGxm23sVRYepfRLNcBe3bzy/oyga8v+Pck31Za8aEjDKPBkBA2IW8naOG2OLsLTThdtdM/L4zj+2NtWswnSon5sGJHrVmLyjYbojUb7FK5JeMvWkc9+Cek6t2UKlRlgKUPuuboUDwikrNpWwiGzMzCuZKRJya8EN5n8qkVWd7M7GiQpCYC76iD6TjeE8fBUhkQbQ9dvoA5ohvVBE5SDLA+EL+lbhacrmSjwO8yWXS5h1ufe+sYYrvlgoce6ejK8Bhnqg+kkivzjTHegLdOeKGdDqOl3u3aptMisF/EGrpabZd59PYmOJg3TtMF9fSuRhzAePVmsUpZ6Ml36dSyAZGX1cot7oLYsIsgyKLcL6MIJRqWed96BZRsVgDqorWh8Xr8P5+wB1kBEgfSO5nMrxk1mysr3Q6xWh5+omlBhhuinoeKvAsJdDZ3ai+IJdnB9Kuxj7RNTKQ0e4y1uSgUvt9DOYwGiiqQ/cWB7hY7A7ui/RMrftOA6BGwSi7ExpFIvKVO609QMoSwGkarDzmkRpmVMBepyjuk4IMlIbHJurfkSEc8Liwe/wglnMjKsN11XYgqmzuknb12B8+lpPpqzvh5jMn+dYWdMq2hnUAV0vRgAEh5iUdM5duag/q7cfFptLTkdgjqQMV7RaNZfNQLy0lZTwNNgZ1+dQWZxdK+DB/FMWm/jTaVINeKCu6KEIXnP+abF9lXzNdZONOyNFoVc0TP48yDeemnTVKH3VK9JByNkmB14Y69Lylvq5erj8utgARn97p/u0G2i29FrDfUf9+fF3ylExY1e7DM7SoBg0QlMgSdm6DB5mfaWHqkw7WInmUF0aZDMrLCB1YuY1oZjwSnaLEHTCTYAFsFHG90XRQCPr7W8g6Lv1mxP2V7BcX63I8XdGeUYm3/o0hvCwLHgVdH3FlkOC4yUWr40t0CXL56gC0WOIrR3RRTwCi+4K7rac3O913bzL2Ma4nhg91oZ+TyNpw4CJBepQ5KaHLd7AStbdG7BjZ57gP+2kBE67HtXo16Qkj7QaY5cD64ikxNtxyKVmaVaEsNmeFdMaeOBtsT0xt5oFz3jxqiJFQq2pgoj/Sp8bGnsPZII4+VKBrPUvoixORWJg4uZM1ABAyXagTRRYWOeIfvxckwRrGRZxn5xZyF5d+2qfe+tx/cm3DojO/4EhHrNC495qXRFbRH/FcoHAxSI6Aq/GVMPXnJYaNbSybN6WWWa1Ru4aldK7jm/sBpt4rXFDknqXY9k5YcRgbIByWv5G3dqJ/z6n9iuv6EsPEiPT5+lH3XEAb+5RnxlpiFl85WGnbhaEeZ98KVDLj0psYWSWr9uLptC8UxCW+7b5j+ABx33E82fYoV8bbsPlnTpH0LZXw4FZgH5lLRnoivSNDv0oPPgKzBfm7H7Vy4uy4O63x8sjlnsDGP5xc4o491pmg3rCblh/OkNxO/kHT0yIfvLaAna51znhSx9friAD8rFIzl1QyaLfLlom1oY6z59b1VMHpH8KKV02lCmhdWtBOtyO1Ei/90hXuwEuSLqBS2Jt8bqGvMEPFtOUsDuPLsSoGMXxIlRwrEegbS5UzNr8OFppKAP7aSnvOxAGA9O6+3WJwXkoDh3YqWPzRSrS8Xw4MPqIltShNarM/MhdSc+P71+KtSTGtbIZIO1/QDl0ZY1/eNEtJBoaIETiiefHUgLwrV7VjRTz02uIgMfbwetBYr+/M2NAxPLmewIfxhZkdzyJjPOflze5yqOdkn1o7dvG/Dh3y/Esg3c29aJ5hk8LHyADpxSuggsewRdFUkvrwbIJfaMxy4p7DB9lO5MWESVTyctb6eOpoeGX5mCCDePvwubnMxavD4vm8RyA/qS6klMSoHeiwftzEfWYVNBejmS8PvbNMcGcUvEaMZOWpt7I1dNbTDR1C5ySrUGPqrBVGbMGRguR0K25fNWVyG9w6Ba7jp/GTBFjoedW+s+nKQuY4b1/D3eB+9ZvnsYLRnauct3Tq7rs4hh91+vmux/DIrBAMZDkd4X4KpafC9WupLbPAJEIHEsYR5PoH8f34LIh0D0uZWMAyHotO0/j2kneOnk7fPJlctuXVSHmPF4UtbsIBedOZTTLXLle52mjRBqzaTo88v/mPFIfayHOFH6WRHZ/5aIR5/BYvEn8+Qxr6FDWS82oiBGfKQbuo83BDjraoSTZDacTjE9kpMhF2P2XpjYqIA9UJ+tEfJTQtdstHACUVPg3f6v0SicFuRDMoFLjfXOth/4+WSfsGM3qncMGhV7zmp7ROAfCnbcxvLwO50pENNBaUjnJD/KO4v6SNntYa4D10dOyKsuZHvNwd8Y64Bpuu+z9zmok/oalCSO7BR6U56dOrygF/6qXJHhSfRwYT1Q9uGilW7rQRoIdb11qUbR/Ay8iCDi8tOCw9QIP7+Q9t9U6NeWzb4f2cNu/Da6XCKDaJcLqE5pLO39/B36soxUpxGb/CnOQ3Vxc5FvEhoGVVwJdXBzguaX8Eyagu58bDmzqsb43qSvQR3tEMjSYwy1njoZvWxPhtiES4R5yFAJ/ulU5wIahVe9jFmqvCTckoa6CWtSg9iP/yUWwXZVr12OowkOmWmmAwlriLDugGCS3fC84KFShDXUKwJpibLxPAa/jqcYhgCz5qJoILqy5vmUxO12/lxP5wRMx8MsqfeYtjkvXJmLy7YJlYA0piW8GTrK4FHFs0rs9FQbvtUL7znXb3+bJOC2isMmZ2R7RqIoM+HS47swSrkmN8BfmfGWQhmjFJ0Hvad3WuC3Od52n6W4TPbHXND+iWjjTaM+DWKYTSicwq6ogh0t3XZfZGC9y6kXVScZHVwmDQZRBW6dkqNsTZbGq9qs/I0oDTdtFWwpEjg9SJMVH/odd5/3DU4J3lNg83cz0iXQiKzbVNrQLHpF5UqZ4yQWUAWzWK0ZGLannqbSTfK1yQNp4c/XUilsAOcL5KT7yR5LW5Zut/xYoNyUfIafh+xbgGjOGIhP7DeJvJ0X4hDKOBG0poozBMVFUrDyyqSD6EzCm2+aDafMbVym627lnHmz2GB8mxhLpvdYkDZwnIWrZwMo5S6xJOH6lYX/Bz6q2KLX+gc3wV7HcwMXWp/7idf2tLSqKBoVqtZjNri82WjsS3oWeQgZombiV9dnc0HN+W91uDJm5/xNWmGILdM39LC65ac8gsD0/6wR5hLrHaeSC031hfaPaXZUMnVjS4s0bI5M16Q5fFZZgluLJNLQVyHL/+IboNkMk2zx4FpYS0f342kTZ8GoG4Ty42g=