第二章 不恨你不代表原谅你
OMEGA傻少爷逆袭记
Hh8b7SCIWusp46fxAmWFtS3/jZ9eejdAyU4t57W2piINaasbJcWpZNUEY2XJM5iEP6VZsSSVz2sZsJJt5ujG9VsUxWQMbYAnXxLdaQl3AZrHZypgPDhfcgpEqbT/HIkE3H9aCagjZSObK8fQwjhJK/rh0LfISB5QIv8jkNDlfup8HqDsMY2KDfqX+Rnn1IOMbnx+A358LhX74vb8dyahjA5BaLLgk1duW32/iPW9B9SZaPyqUPjHwcRmopUeIj06JPdt5Y+6B6MVsFBf50ZYVN6p91rXTEpZzLXrjHl1UlApnuM5GcOCu2bzdjtiFEoMGxf9O0udcpoLjqqk+H6ZzU+YC/gFVm9R/+7t42kWgkeBRJTpcsTtd7PG7NbezkA1RXThGt5cHm9VGCvqs3NunXaQq3d13tGGNx4yD/BzRkJM2DCQTLm+sIRi6eszKxDJOKAo5KWneV01qj70lzoEDj6Ecg2GN2qL5+Z+/bSIg4tFp3SgQZdbBDb8VE8KJOOMjH+dXAmcu8i2ichXSKK1oSQpzikUg2ZgbhsEkdxyaIujdXuKDEh9pcjuyxbkPTPsNoQgIHyGmMJVEEiwvGBFdUdbgi2lYUXZbc5L6Oc3bfoDoU3cPWK/6yNWqijqI8RazPfBIigYbwx+pgjyb3frTjuF6tKR4VuyYxgkQ0nm2iwm64P2JrdDyznGRPou+VLXYnrsy8oEbeO03gM/fT2ZOTgqo62EmwDnxWFo61XeVBmrsd5BGK6Sytg98c2duYqn+SmRvX7JajG6HLy9+u+gJKLodFlJpw6Btn9sDhfc3q29D+GRt07RDwhpoirp1nQY7mS+H9fJPFsefANm+nWV6iCNuW/n4BijHdigokycNaEK+PCFfk40nw6Xs/784ON5raDZW8fHmyn3x8z1T1+Opc42nxociOe9mkAwb4Y4OG0SOVKeM9PXpqGrYkn8e13b+Ny4X9umRP2YrTq+MmPTmv4JVAKPpysk49pQaJpXnAB4HEyCnD6PxuaIcon5J/60n7kyMwYCeH+VNJnDzEaRvpIq0h8swVpW38Yx5sZHKZt1FuUzbxvOu/ANNT+2Jkr/U5U3+IGbNjo5kAxVIwx64Dq+pd4QqlZjUYhioDGT3qCtyL4xFbg2PvIr8GmBWixs1PExZ+5JvPz0RHYumzt8MKKNhP4+3Fdr9vSipuGHrsl18K8xhrKZ7SjM2CtTNuu+z998IAhlfJYOo33qNqGq1djY6+5J9QATwPcng6+TYOOlVdKltDqbZVNH0wlKke1hL3owm/SwBWqOssDjaySCYv5wDmuEUWvJCY5g2qaheMCGopQkrDAJ9aDZEQwrFwXPwxDIgLZ0DBkbVahF00LKGVDMF6iDvgUBNe46o/60G/dmfHZ8CZAeVas13LKQKzlU6opANdVZ8eNaHkvbMmTX6NRcXI7aSuTCc96uAkfENhgSs4nb64DJeI5ArkRgtqYpZmJInGJJG7gStLZ19sahFX8sKLZB9+FTb9UEfEdcR3YDu44hsMEb9Hw5Yvm9aAZjg5P+sm8X4v9IZc6TR5zUw7rmm0C3Vl/OKyE5UB3u5xLOAXKUf7sj2HihS85Js31sge/WZMPyW9+RsWvI+7aJixr3fPcWZwey043Eev+rRrHeTY34qXSukWLbWDSlKQvdBo/nmigX3wEMwcKFwVyaD3TdYui36a+/B4EK9Gs/FmWHZf9mwfwI6sBVzuNEACnLXvLxYbQ+TNDnPl/iSUtJUKMce8MEaCk01AkT3rPeVQAqj7lTRaOlzEWAY17GFS9ZhYcHAcAnAcIPCLkT0G46/0pogRgEJAyRnoyWXmgsrOJoEKn5rNLjevvnKcAdok9ShAaLPCVfhv17X22CcA/nAC2dU6iyWHHpsfJuZI1A+lq0VD/Z684F9TUVkJCbYJOMDGcoTPwqNlS+1AFTg0uxoolb7TKesjRhDUAJs6uHHWgk/gtPJwjX+zn/EKK2ZnDQUvsj2nor70PEM84mUyC1rreqeofhgeaWGyxhlK2NGYsPgOM47kTe9ftWKwv3ApDynm414KCVAl4zDruTUdhEZVrW/ybtNAHgdh9a45vXjMVKhnShINOW+2Ty51vxWAKAsAcc4CfnzLFUj+yoqxxpA2/2GxwFZUK+N3HSFT8YoEBK1sidZaJju6XI9FFRrrETYgwOajkxVvtAVGjD/spLmFAV8BQbMuGkhlZ6e3lpyLH5Oor+HNXJd7qhWQYMd0bfYKyfgmWzw2/s2sa9uuPyvybasyMxAwMfZYOz/5G8YuNqKcPm80NUb61R4unIBUByaiwZIyMVjAWjIIb/esVxapzayQivuVZV9McyEJNFjtQAm7XuNnQKdgo16zTzt3lARQOLjO84HwQrk4nuTOixSEyjtE9ynih3KhgEd49WkYQr+7AGuw4j9dO2BWsAQxPanOBN/pZViScxli4ulVI7B+1kDG5JMhxTeq7KQzwiECuKbrLWt7Q2IqETSRBBRuvViPyq2Ky0vPpdy81tmiY7ZPwsXg1uBhlBhwk6bu7HwqQ8HmBF+MdGV7B0m4/uPpSv4Wpale+hZHUbbXIE2zZ3EzklZVsdMG+hlBCLJ/iTpySPUiXwYUKMX7Pf18Q0+N9BQdHs+CmdoIU0iE3n8uknXPKgiQQKjK/law5GJljp4lzZjIPc5PUrp/AVF9uJRyGHdZfwdgiqzZ9SPbnHQD3mkZi7bFPvMbZ64zQZRg37/ATQHI59TApyavEC48+JCi29/JSKQLsNEIbOsGDcG4HqqhT8rtl2vuKp1gBy40a3ZkZ1bG9879p4sORVUsNvfeLLm6deEDbHjE24dK1X/wnn7AgQsy/wB9Cxdum9oHUB/9QIulWWaG52Xc+2syv3khaI2IHWa83v/7BWOJW1QUpCCAZ+nC2pNcAquCV15KYDOU7aRPu8dFAB1zfe88Pfn1dHls+gRcE2ouz8+f9n3NYXk8Bkqbz8R6Qju1ydZYzY8CL0c9/32PAdJvxh6x+1nRZArLUzGoPXEZNy9nTwYuF0U8vQ+WTD+ZYAzV4CxNZMIl16O9JHPSsJA7cLYUnEtlaBJm2humhpW+T62aO+t5+Ezqk0x4sMyeefNf10PmUnXJ0FYrX1N1N0E5juRHYSSKAYfXtzyQVkv9xuQ7OlssHCvVDzy+1a2PGLLYB+3dSvs/lvXfU0rO1RE0FlxNOegoIIs8ui3F9GoUf56Uw43dTvhfOvdZUIMSa4Bzn0hbRv5iiuiPj2RgR6z3sONkMI6NM5/jnIrH3dYnnwWJbpIpNofim1nui1dNwwKoDPSYBHWmST8+XJRLdJc/6QeIWk2hqH80uwDaJwfgZigVwUy51xaS1vad2pSvV1reonoYpZJVfqFLO7Eotug4iKXo3wm0aEHxuLGWWjzmtErDlgC/0CgoMdwfExW9/DAidgOtZ8fq6kf2ckzcjj5Z2AB8A8SHTaHCfYVeuVqJo/9qNLcEnBGn7dRoZlACFNGy8JeK2JIdOJjQvnFOkFI5NztdjRzTu1+Rf6SdN768MtjRtJxiD+vsqEOwKDosguEju/XEMqwm5Wnrpvh/XOawlJEBD4quqn8whJ9wXRDjtxPrTqZUskqw3dHeaOpPMGeIN5tTayW1D+waugmSiQ9RAusKRfv4LucHZIa8ORhf7HzWuBj1vqPgnGlWAsNTISUGyy0gDdjYe0MFNwfXY6pEDTPGIsBpisa60k48J0v8hsumW/mg1ETsNEFYjyeyXHCTdCE4t1eYwwF5/s2fM7B3yLg/ppqmD/c+elRnTBOi/lkSR4oMulb9fdnqed6GqdMSp4GJk42JeQMUoYT6UM2dqkwTZ0v+XFI2U993dM0WSx6weapDRmcr4XASSbzWsm03B5skXemQM1svds8JzTdrprkpCx9w5j90I1ZtwyvsIx0UMjLiKYsmrJvY1DaKQcQTp6SODqAmTB97omkwqka/OAfMYGWoMS0SrmfhDZxU/bC8vzgp2G5Ds2Yz6UlAZjCcLoJ435BBMr76v5ZnpEOgieOJic4Pv/UrV7w7OsGt4/7FFZJdU4bs6OaMnjgIbybJef0SGDuCY7ym/IQSdWlVn/fNvBzKL/Y6ovfG6oxeoy6BEBrjipS+nLWat1e+072BmgjvUUxzt3sZHxbcLYYWCPprLfuglYxnE8kCnmN7OohUbACK2Y2ILnLT0NxEBiYbLPHwxpSgTbytwMv8rn/0k2hKxbgJs7vJrkTMm2pjAG5Edm7/D+R28gWPunbsMy0MNcapsY1ZJmU9rqS0IAz+DrkGep/zMdEmSRcDBrzl6Ik29Tyy3BhPA/KGccEIpx31GjN5WrsUxdCjR4EeeGo+D2bwAFx6ahsmoIPkYE5pwSz0KYjrpE2ZcPUIKUev+OpCON8hgHPUuAEzEBYFlC16teJAbmTyaf+CUZiwiWDQVWPnwiVx7rLkK0fRvR359Z4l1IfbYFGs3vdFaOYpJf+VEjZIwZkWZEils299m0PkLcA/ApZb5UcenTtVutrRVgI3vTK/QJmjAnJ8M5JkvK+sQkBDlPjB2SO5m6S+aMpoaG1jCfS3GjDWnh4Lo66XaJ/O2Ut1eJ8c1G+DKXGlmAb3xVCd7UALlacJEjxv77BVNia+71Pp3NzrfKDJ0sl+gfMau7wGOor7KZ3uvSEQuBA8kk+pOlt+RqOMJGUdxJZLLUTZ6pyjzW09mtVVQd3Yb6F2TfMnQxjKwWAdefef0IaWWKpR4iWRMb726l2bt5J8BIvNVvkipgpDhG8koFqKO6D/QDNWW2lLm6KcQmKYWXhjmUY3IIrOW+29J1mLu8B7wBkI1VEs6LdkEicgQfuqeJW2e43/RJwOYzdODHV6WohTmt8M7VCtmVuLVjMNCFJ62I8IdAWqeYWpOImtTUhTrsbQAWa3vpazljshwbcRB5NLmXIShpTq/vzRYUsij/YJ0uwN8Z1HAudlqAbh/vS+jkWPg+53Fm5V7rhkOnhKPCKuiO10Ga3FOANBRUopje/1Uah8E9R7NUlyY/aRaOTRKDkv+jh9XcKT40GXk3Z9li4YJM6rKz1ThqEbDmI2XiwUSEqjzMy+DTUFIYaisrwv6CyEV+MgyFmONjCqus6yHiRKagJ+urxmhmhOBoYm86uHGXNeR1Pqw73eIWRH36SDT0wIsHh91aOdlF9UbWKaaGFyuL+6UJzkyrQgsTsPY+0ooV6ZRjcIcq2Hc6RVcXioTyd+SPyfsLE5psUYZmOL97iHb2ENkujanO9gj5HpgyFq+d0+rvlhAGWeXCxI8y8dwp3VBz7c9+lKZ3THci1YlRRHZeTfKWN7cL1uahsiI/VHsaidbsTg3KeqG98+c3ZI7ZWmE2CpBKInH0KTXn8KvChriuyVNo5E0y1r4dsCxWNOsN+Shg4sH2wQ8vdbmVQGC3dK/BcXAmprn5k6BnXh3y1M0SLc+TPufXCf1M1A6xgYlfP2dWTRUCHuQ8XwFe0T3faT56e/Dp1QEsYpFdoppPuHMQG0MGtXkABhlq2nKx5llIfJktnwDe2mwDSQf6BDNLx6aAe1CP8d5COxJTJGQVUDmjojx4+Z/R4N/UrBJyubKBpn2BkxkhlT6VxIeSrUBI1z8v2Khn3ZE9oU7QDeZLYVQKbzN+I/Tf14nkmrUtudolQxq8bYyc7PaXXZWU12pkBkx1lGxAmupvLqgP06+6eFpdNpz3xtBo1tnZfGQAxWs5wNTfrOHOBCxtECZlzYy9RK95zWxCkJyAC4kGArJj3qATQvAB0yWGS6wuf1undFBXTRtn21xgVGaxTBmo/1EUfAyLcbHnr6bv3J0StQlHIApGhKDKYHXOQJ4MUUwWTCXZ+mmv4KtkPX+HOyQzcRl+O42OYawwpkAvvj15KCIf1XhQWTUDr+YgDCfIhRwHK9lCFBm/Gta6Hj0fWg5IF9tWMrvy8NKk9dnMctByfhYGM1qTXBqtCpg2ytEVEB1V0k6GnYlnRo+86X/NRUGt5R+3IR5tXh8uyS0S+M5x5rlWco0NQZzGi4nvnrIyfIeQ5o1sMWfYE8OfZiEcSQVHa3RdgtmKr8CAuWLMLKcJaFMjvFYYyugyWPILvhFZomlVpD8tvfgjyoKDiLwJrTJa/3y0lh0o91MLqpBPq1CN9yfNVUk0ucrlcn7GpjCgoR272Ae0pLWDMmJBBUNGLsy5y0Wsbic6KaWYErTnhYefIyHUnSet3r/LOBvwNYnkO81Uo2VTAmFygdIBRZRoMJvHZ6/cvshycz/s/38mWbGXPgcV3/4y0wRTdAFD5cCuvtmLLwXImos3xILDFY0nLptZkFLlAVhiI/jcmHceHlzyWOiOkZefkP4ygn+G+B5gZYZ7r8TYdqSxeH7udp2RjgSggtpemg/THODj1FTPkFfboVnWAw+e8twE+9p7z7qqbiZzPmL7zYmZAnnuJekUyepY1GSjHxrvLuQYORNetDlkgy/y3GqOBY/gYMclcnpOQ/OjtbgsrThhPMEspMCqG3x3VltVio7lX+OdcMFInvG4hgR1TuhgJdxhIkCcB7MZW50zwgVgwr169gGmoWX8qzsJu0y/P7wzkqxaSiLwFyukj3CBqldL+9z8vRnbHoVzc5vlcniQhWmcDnW8aEOJjfeUKtRkOtfe1+KLmXBoC8FsagCapXM5GBn0civBog1bFccXBqJ/ju8YFFN+PNpBUKqaDQho/hQKEEq56ju4mhp6PSaNUiKH1LkQb/4tKD/lXAlAWfsaBBNsn0WqR/0cpQAUBPGiCgiFJZLz52ITYFLPVyX19qfyVsuNEckcO4ZVrPsZkPAr5PZhgvLyiWYkf2aUL8tvKdB3z3rlP3EXQ3Kv/26IBbzo677illWlX6GzXedYiwOAX/gSXcbn/5FDxisqwdzofromES1hsi4NKjzD38/BH5oYMc1N4KRrEtAQNt5zzx+pxKpAFoatp4NS4rYpCWwDxB46pGQ8jLqSsgXWhpGHjT51oOWMQcY88Pt8qWunuCMtMUNqRWJAPZbBhR8Y38ais6OONKE7luzArHGcrhFLvE+ZMB6CTrh91NzfbPxpntEFTLBpxC6CXhUSyqBZ6VS2Y8Pe7oD9/StiG/kpe/gC7GMAuN8bLbGiu8lwIaNCFTbnM7QVwgxJHudNXdso8oK7UADnEg9keztgKM28b6KrgBKiLlvVIZkuS9D715JijP474LvptnxM1VOUzqD2dX4P3F3uTByArI89snN0I3TJw5XEdQacjVZIMlQllQL5njfHnKXyfX0GZOdzZQU75mW+ZFxTAnv5zvBxQjGAoeOOwwwcyHARDqYpbz7YznPsMiPXQfDqgdclMQ8FF/JUHMCiF4wln3w9bHvtJxjPSIX4T+4WQNqrKCdglbcoRJNITU2fs//2dw8CEHfPOLUmRXiDwsm+1IUOtSMT0qf/9YMUr/dSg7DZ5Ovap2cq4rtfBuSyPX7H/j7JiVDTdLTS7exkslC5i694xlXVmh2py7EapXcfe+3qM1/ZvTc/2agNiLduJezKzNazyTtLbZ+9XNHq+hV/4Dm8l6dyskwgoZZBXxk93yCib5m9PemxKQDpKbFIMUHQGNFTejEzDFK7YqhbsKLDVyV033F+n3AP8RSGESaHYNa4nQiQq85oYlLFlLuIxL4vP6yvpYVkHMqbcyt09neDzbRF8QiSCb/Qwd6D1NYqxBud9KgK8Z+AA/dtR9rNeE37nb+3kp4Tcqa2PSbhdVlRwnZIvmUxysbJFLWXz4JxtVgor+7sW6Bud6HPLnoigbl3Tq0JTObIF3xbtXpQJy2+B0psY4EliE8+nu8RSjBlwu1bJycv/x5vm4hNoPAaoGMxpNPwjhqLx3gKQ41v9M/VxfbUg8/dX3/nFtmWxGxKRTtjSppFxoFfBoGsNNS4DoGWtibl79vn3YhPiYrF3vNX8GIJci4XphrcyDTaUQdoJb5gh6Es3ri8bNBB3iI8424ZzogUcSERKo27ieMENcI2THuIDIhrPisosH02yEoyz4VGZl4x5PcLZw2ZpX6D1m+lRSbQ1dCQCEOney8708ii8CTHRcDwtNwCJf0ayNw9EwCiXHIbVUc2vCUHsQULe0kId6Z47/YhnbQHGrgaxrEo9PHrVG8hQK85OCl+KVrhiMOH4O4lMKb0uLf5Ug8yDTbSu4hkR9I58y1N4CL/7VCws7sHjERIhZVzxE+acHiEGwHkB266eGKUtoxsLJIsZEZ9M2iKWFMpqtVsm2PYn7ZC7eUvWsWKt4SIvyLg+woo+xM1P3rEOXoEGvVYEDdIiKlArL9vkAhLtBFsWCLCffJPczN86wMzCGXMQ1sqy9NZebsMOfpUvGQfd0WOCYxOGPEbVviSRJGFWu7a65HX7YKgYyJOxEDIy5YMuyMW+fSY/bGyTUm2BBJw8uoKhFXThGOeVA7QFRlpnmo13e4OAdSvGpE0TKsIIA8G76fyZduKYNQzFhrtedkpXk1gsD+bIIK61evSW5hdIMiDDR9RKMo0hurBnmiCmH8anrO868XpsfYnwWTiFRD8RjkkZraIPU+NFBe4YKIapX3K1dC9TJMMcujNlojWPdVOuDAu9w1IZKxFABwUbtvD177aVenCXXzHqSCU91KuCf2sdjurpLR6OJBonFfiZv8I8J9xlofjyQDsSTANauXkbBR4RzWOy1Uuh9wcZN0oYzNFcZQtPYFEhkQEoDAI8rmFmD/NP7wgcTbDRWlJxExaTmk9T66VgzQPrVQm6RZwxSYi6zaJVLw1vcCLtYf/jGxyRN9NcosC7p31tXyhvkBTBSjATEQE31k4A5l+EG/sG4TVaRmH0JYQE5m4jy9M3qVZ6AQLke+gJeixrVyli66GiL8/U9GGDNEgu/RwOQTIlfBK7FQ40YREL0Ok/Bj7MwNuevwkACLRayXj8g0uTQPHINFT978SvG4n6aLhTU/GFY2KDt8FXtjM94n/WjxwrjQWwP9/Jjefkm3rGwxH6J4hZqryj4YtPTxdNcFwKLuyYyheiBN36RpTWX7kqrJYzFN8Dr69r+2i+PujHxtXIy1o5hZ0tthqv5o5JKFiBaeHo3w6dxsW46lFzEO85jaJrJLHBWwln7FjP6s3ZR/p95i3j/w9MEHSY7J27TBo72PjDlKmOautCOtkjoVzEdpLq+sWcWg47iQBprXuNaXlghIWk58IrncxlUDDFE6AueFAkm7was0InaYZ71ZMZ1WZ8w/tjCrqDRRHkWXBPHv52SDPsB44urGnIIfYFqiePdWlX3El9yxcqG5zp8WldCBXlSH+YJpXYs8mFe/6vcyJcBpjlW6jO2Q5BNq4P51uSuGIPZDVA0AcraQxBDYLAyCBZhHG+qih808jroRcWJPW0KyM5A5THCOoQJ1qAt8YdjX/I8ZCPbAkJa534n1pQqWiyA47VQsDeQB9hw/KVrEEW3E1TCkfYsRuLIaAMErNgUbluTYMlhEdwhtCs5ONLsdDAX1qj7R3vPjIwu/P10IycODz4Ds19rUfFct4D6OG3EXuIdHAwP77MZ4n/HUs/vcQKW9R3/0DgaCuWREYr10v9Y8xf8CiG0bmyKxDfyA4YLxUTylctlr/0nSfKF25+noZvqNe6LfuStlh8BBcQoMp8t+nrLuCHpWYGqhhB1BrMg3tNxg08F7/WkuNvZJzwhbUGYlE8nt1VCJNtaP2sFHZ56RK91iv/xLCYDTXAN0BPPrCo0zmnAMblMXk8ckXZE9Sp7BesCCfWUvja/K7UjtnMG83dy9Le/c6P5NHV25F3uF5RcmKkBH5ZzC64I9fA0c3z2wZ9thcwbs5lxLLIAoBvnOeKzhK5FysDzjynAX4KtxoaBN+fC/2xhdxJTWNcH8yQ66VsJJZpxHRpx/Hh3K+vg+NZdPf87z6RcNut7B724hb8GWH+rvmVNv+vGpPR2dvtj3Tj+/HoVjt3Lk1tGL93AAGvQeHRowtRoZNbYNsqqUnETKXYkHPajQbMd52wSSpXfCmcVq8HzUln9PfOn2L+biEydJg0ZUfmVyyXjegTqc1wh5OUtk+M6L885KPu7MRIaJ1qme0Wg/HXHanOsKr4PE8+0fzV9qIYkw54IqUzCboLS8qy6DKz7PjaYa5IMAGyvh+5HkQq4R38+e5eMlYtpLkSKY6lm2DEV+aDW+9CN5bsnfhZDtDVadYUCDUM+TArEtTuMYfSL5fb6PIG1vE0n6ao76Ux6+XNRnBDQruLz68tU8axa7lxKIBWRFzrf1vW2hrUOvzhxF48EMP8VCBx1x2BbjvNVaWIrk75Iz6bqad2sfvPSQ1KgXnmQswRZDh88sBWLS766kApqV8W6DYES+ysPEFriQZJm1aHqADq170CwNw2C8RAsL/juj1O5uIsni4J9p2+AcLyXOURfGWYKksw9ZjhF0CzYN14fW5SGOQnOfstnfWIXNDwK5kXYtirms/ixcXkaQ8cZeFKAS1CGvTKQKBdOmWbclEJMjLqEuHydGvYsJsG3VPQOfIsAKRyF8j1SidsBjsBTxl8L47j96jfYKkNAwffco8k2rUQzM9KyR1IdAd58Jsd8VdMBTHBCouypeMQlQ+y6GOf64Q
追 书
上一章节
下一章节
统计代码