42小矛盾(3/3)
MbbmzBe9MBdl4u973JHSae73ET4jY2iuCPhytggBzRW6se53CrdkEa4c2XbwYbNAA1SDeTtQjakJL+PLEIT/ok/Fudu3XbqqmQF+LFsmCcwGKhVcf3KswL3Ce3tKvCL4FHiTHuZYidC1WrEFVj4US+M+4OEF8Z8NKIJIhnwJ+R7F4Lhy3AAt5v5CV+/5XFFBN665khLjB0bTNuZfe+Y+WH6vzTmcz1GMprv39RVifRsuyb6VddQJYgvY3yOsjRzuIXnUvG4+1C9ywmtJRDoSy5KE7QGSrzAplBrZ1cHy/ZqkK4v/zKR0H4YfIyCXFq60p7NRhSnDIsp0AeenmmHLCL46Q5NVFYeKjZt6XblbcGtq74IUGDFZLtVjAULQMemjZYb0zCbr+pfq7kQ1JGIaWBJ6PTCnJpBGjumQYmYr6WpkgVGgmcgGr2QIrtcHffdEsjsCRhneE3Ps9VpPmGD4a+4aYC9v3zgRlVlJSMpJafZU4eQFUbz2oV0rqpHNOqMw5Ks37UR+CrodMT50lL1JwMK10VqrZu0xymhVx43XiJgH2Xbcm7AVrJG5W95WQshwZM0txIUQ6cSpPCIH6nb4tLiDY5QNT7lAN681LM0Hu3XVaSMfV9beSX8i/7PzaZ5pvO00VbxoAjIWI3/TEp0ZUTtK2BFKy7wdiPkP8qOkHyqx6KUDNr5ZKYsZUFD4CpL4hu/65Bx2knOSbDLz8hhB2AvzazxqfeR7OE53sGDQKL9ijaxjrCdnYRiWjSphu59W/jWi15TP4cUl+eCn6LXjVmdOsIS8nA2oIXIR+NkP0eYjODtCwWcpfEKetYLTU1sxIAKrOc5MsSV2n6TwbBL/wPqsPnUFNi5JmSubOSceLtLgdXnTOgMxT5nMBgkjNwpONDGVvPWCLLjVVh8OleFW1q9T0sfzQqrA1nD27dLfLibCvTHt1vUFpWRMA+2GOmbMZrV2GCBMaF1aUgqWOgvHOBAQByua4GWhlvK5i2ZpiZ4vr843dp/jrJCrD5kf54VziSUos/6uK3EROaZGchrpr72vaKt890FBz/JFrqO8MfthuWfNha/V2l0/ZDyCoQ2bPLvn7+n4QFT239GdF4J8XPgXMWUxTErKG9xwxUoFIXVxNd3rFYZg+hRCaGAxYGE71HT4nSsIqKRypzO+atmn3Ir9SgH2TpLrF9MrAdCEK9AM7BSORgn2ZsFyL3ASeWTNrb3ejJiBS3GDKHfv7vDlBYEC9/2yYuGuZRVYHjbeeZ6f1hjOu3WCGmmL/m79tEC+5DCzIZEwx5jiFsiQPhnaGVW+r1Cr8geeSjm57DC58yMQfWQw13XIK6mZw47BV4qkyrFVrsjwTsA4yW6gluDk9f1nRu7CvV4WJI75rfy0p0t8a/l1vuHbwYxidvFf5z5BA3G/2ZxnPZB4W39M2Vn6rtXV6JnP/TyA1RN7OF7hiZfb6vtRrUOU0RAXT0BYPES0C3wEpady7FJVZDPY72nF1Z8OKStwJy1g2we3ItkE1N3vgA3/jzpoh14+81yjiSJJgHihQ1RIPYn1s6Jh61foBFD73+ZuWEMFmmEzjYZ8410lqo0GwtO4iApZX5rX858WNddRIJ4Bk/0jTPCB1+cLXq/aBEXMVYvncaGFYtqsGgJnWdYzvqPCpdVvxr14sPNV5cWmeG47L+fKzLKT7Ck4BQgncVqnPTrIcZoiQhuQZ4mUJ8Aakb7yAaXYxeuTh52nE8Hk1Dqj0Vpib7F9mA+EqOgly0z8OYTm0yy3y4GWQamYFurM7InHLKjofXWOO1TJGRKRBjEgynmsRct9omux8+kds10+QTYCNcn3+R4kR3Uqn118JXHVq4mOKb1aA36GWCd9vFOjNblNMj35JCU+Sz+Zw3mRMCRlpqxbvA22KT5Cdb1YKQzpXH3a1XIrtOJzFbRkHuoqAZHmOlfxSl0kPG22QhXW3BTRROiqkfKaZ4mzYBBXRAULoxC9Kh35qtmnng0WyKvUFZiBTUGKzIfFrv2hSU5r/auSv9xPznmf26HzB2NErK3xIo9Ff+/BuJcpDzXuTAIDYzbIBfTQ5a3eZaNxXAcraNfdPfqlZKcfC3v/CGeQR/91ZayjxY09+mYEwLXzbi43kCrLhxxIlzpdjpZEWaWgGBqIaO+juG03fkxc+xIFnsoqT02r4B5NdDzYNyGU7Un/B2kcILv0i1GInV/PwZCrrGwvT8eB8YPwStnteFJKpYu+UTfWAsklgs5aQTHve7jN5l+H1oICxKgxTeZSkJlfEL9yi2b5//7bhvZiDyxBizmzKbfDh81EdceX/ruy2cxpHwaUs9eUONHYeE53CsO+/wsEF6YGj64m4C3r8sEZNHApiaBeDMQzS9U37StXe/x0e/0cNqe7EzczgwiwddCmuxFsSG9l+LXw3lIWjuvGa9NlygdEnTv1rH0AptHZjPr+Gg2BPqMM83vdAqXlfDPm3URHvzO2FQePyMpohVE+62thUhNErPWY3wAEv12eCzBIJYwFuYmbKwmk1VPcOAgvIcWkgGopBRun5RiUsQX9dfMXZBJt1/+Imx1ZyUKkuvVjxSAq8th3NiqqVVGSddQkIMFOzn+Ac5puho0PxzSJlS4TacSQUj++cui2QNmI6ch1Zybgtu7nf2pCK1foa/g5RZ5/2rn11b4cTfHLCK8TFDDDo4fwNXyxwZngxf46GsD0O0yVNbt+kO7EX8QEIIX0wz90kPPDdEA/WmOrhI8yGFnXXV5+LPHUa26lTLkPNPImq2C6eto9VEr73xSk1nPMkegMNOPpXUVJjBqVmeCZkRDZIi2WKET4a6q+3YgwCp+pdADnGGGdcCwfoNfgTNLfAa7TAzdrukY7TzETj3ex6jj41fNfqKtpUz1CrAV6Qw54j/dBLgUXt6IEKjwaW6CdtM5Z4SL/vaSN8m3jWb5nlDJKHHmtG/M5Ufd/rck0duB7UoZemaXr9LuusxscHB0kHU36tmj9BAflzSf9tD3IAbmOdGpDDNTjt2mvmicxMbyM0YY4JS7C9XQ7yhVGC/GYAJ9vJzLisaHetrvStp2mSaN8Rk7SDqPWqZu6g48OBAEbOw1OMf/KKvz6X8OpjsrCO+80XPL99plwa45bRN1v2qd+LpksGiRFj1baKo3exkkS1zNJ5EtDkqAqbtPedkCvbHc+M0NBmZCuwX2m/1g8ERRiySCasU8NZU6FVsjmie/VGs9STkOKYKKcazvxnwL46EkVDQAqMy8BBEMt4mfvLEDO4mtcsSUzbqXWgNsEEsJ2I5YVBpXPD4w2spQcRzhMkuDdOyNt/Srl5BMxrYV3iKTthWCTl1U4HMbbA2ztMTTM1IDo4fJVeh2R5Y1fPWDDYbjRibvQqXRq3iHCrA9hiDlMoB2YUCAWO6b2P7NGQSbxVbZf6UDXBCkYPx0QAtrgnUzTCGw5kMl37BVScibXseX5dkD5f7e6Co5cCva6Eidcnrt3cZWL9LWN8ickOr9XUuqgvtEi2BgEHoPnXP+3vB0MhmvDpMCNp/vVhoC0YN6yI5l9p+gKF/TyzgaMrtVCqs75oIqKafUblTLybOJYpH8rbQb4DsWtuGJGywr4Y7V8xs6oNCHOEXMFWw/EgOixnu0GLJQcSNmM36qyhiCZuXFjiuFd5mr6Ny6Pt9oCcNcFQPrw0q1AawBQmsRfQLEDJ7MUFXadoE2j+kr1GcTSz2ZZM9PzIAgOTvfafB46YFdI5BXWnJqIVL1pLPj4p22Yg3f0J9XZ4E29UTzWe/Ts9Hfdx0wVKmKsOPjY5NWPq6kyg6Xxic+eh+mp0DjUId9Xwph4NAtXjVJ98ixz4DbXbdOVYuTOwQS++S/uU7zBzI3FNwuRSbUkbRh1Ors+fFF/2kGLjOIpQFObqsrfr7R/agrYy3LEFlwayKRyy7XWkV4I+SbESHkfNdtUvP3WjoCujlyC4HcfIkuzuvfT9KKxRa57MJExe1VObOjsU0fhy6FCty3+VgE2B0WElH2DOU3Tp2yCR/EA+gdxxXOu0AFdyl/DSEkekkeXdC6cC2RuhKj7LovLhhCCJBvg2OmNo20mjOd2WnXn7viCxYPqESa1WlVDlpadBt54Fq+zexDHHHB9zQ/dzDQ6oHFvEplmCHSspRDAvy1sQDI+L6wSTbklw4tnKU7WG7Zb8x9DY4C+i4TCm/BYyuTsScyozbvcp5ZUZcEVBk0HTfaBnrJgK7qHFYp2XaKUIWo0aj3LxlEmYqZtV/VBFBRDXi7vxGPPq4r8z9VkjfAoPQhhOF0SBgKwC/QMOAQIVWxgEG6J+pro6A2A4cLixF9uOwRvdueW+wcs3jZ4iADJCje+y0Exz/355bpT1KeccYr3A9JjH8Pg4PzHE8oQ3Kp46Ke7zbHE8wPXPzBh4xei+/mYyIpaogb81bWgDacdbiAlojZMmY8gYZ40yxwSpr2FQ30AGJc8xE/Y6MoL+LE9EqbdLE1mEvCxHsqHZX3iIP0n8oEonwRTOumpwtZjS69kQ1G9QvbsVRQxvax3XC60k2si5FOOaV5AR3KKe0fmFlETZAo7KpTx+0QpUdFBvqy1ftQ+utoPL3j/+ty54TGVEuFvGLMv8Gox1PH5CxSzZRegYfSw0HU93pfcMqLaYwex+Lfxgnk1kRqsnV1Z4HiV0afvcEs0gzRclUrHoDMRvCaQmDdjaUR72gNTTSI6FHqbsECi1PEbg88hDD/LCwgUN8ppuS7CSY65l4u4rcuD9XjhzLCxACQsX8rygcNdEJ5kqJ71xPexSRtAZLytOJj9HxVBjvnKphyQB41TnLgHI6gwz7pmiJn+D+XSCiiR+Rsl9teGwBeVa+jB49gkwgXLbYI9o2RZIAmwa5sM0G0TE1kFeaAv/h+zM8iHr82geiSeeCOaOmKVCdW/vH60MYrkEt76ngtxzH8Vk2D9Yi0+rYMbAfSUT+ddK1Jdsb1QBie0k/BI5/vFrXRINCaazuADCg33+ccTb1qd22hl01QHjfc7+gOtHLZJz3IUIOOc+zOEGJSexp+spPa3ez6MroiW56DAC+19wKb+A88Q0TvUZcdbpbNPswB2LYQRLmBIDWAKUAggMKcFYzpKpe5eMu0DtYHu8bwYczTtBUE7KAx7zjpQWu/tqmQxr6liu2Np8Iuenr9XrlnIsijGzX0ifuMVPWceLa0VC1km4hNIb1EtFMdI/tJSrQSrmCDSVsYteP6mjco5DRGAWRFvhXdLWyC5de4I4cDxqKQF8aM96NZvyZsjQewybTlL5AeI0oKYbV2xDCRXK5luHJcMK+KfQGwKAvjKjs8myrUVVT9j+Ph1HQYs5EPz0SP7y1847NjubIezaDhjb2io9X1KBJY5bNtBOxVxwnVBzykRnuipTTefRFnJsoV+b2b2luF67ZQLQr5iWWPwVWcAjpdUxKIJ41VlUqT5CdvsymJQGpd7tUmbL/MKE40hlA95Dhyof5o3Ckv7U5BcPx1hJiaUTx1edDFdl7iFWF6k02pGIyjW/fPRBsPT98BAaGCLWFWqZFUewpjXgiIwnDNTWavHy1bJt41hm1l7Lbc=