《强者的tian狗》25 小型吃醋修罗场稳定的三角形结构(5/6)

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HWfvS1RfPERptpkR+caMO1QG3CqyUbzuR/15/EjE/0N6Kc3TkV+ObqhDTd98NzzEdw1fqhQT9ZAp41z7mrw2uzM4X8qSpVEmTfTIkzc8gjbe2BvO72sHzHU75UHswFB93QpS0CggUumqVjfUk8A5MDhwSu2g+VPVk/7MXLbmWPq+/pGbrnyEWJfJ4Dv18h90nAtNZ75MGR608LVewF2JmkIk/b40hAGhIUVVoCsgJFywKX/sWKOktY4tzvf3ibVmPch/4wYktB0oFVML7nelbwVpP7DVfLiQ4xZ7qlIOzT6Jzc+q0J5kJ2O81XPiZjo2R3dmJ0jmpF+cv4TLgRyt1J/3MC7+Ai01aene8/sY1J0pLsjbNvUgL0L8cIlOTefMGnE2RFqQVbOaLExSfbCgjFJyi+aG0TyqolG39QhX8OyoaO5X1nvF2IijFe+raBoyfpLtasLdram3ix3ATvlWICM18qZiW/ZZF8lpvqhFM+23FBuexY1rde/tZyKPPDgBNnz6kHXqAGSBNbhKku4PNuNds93aCo2lEfHs14DEXQP7X0nadTbzCM7v3psyIQI8wZaz9tKyBCLIWlZL2lcd16XRfgqxWwA0wGDlpcNkyD9FrIxg9DLS+rnrLFVC6aPOGQBbv15SUCiJHUYSVunNScFFLfH4RF5VQkh2mErc6o9MgJCyHWv0xoNxy/pPoGJzDKeTX8890ZyvC2HudP7CrIgi06fvAB3zZIDOpYCbBbHLfUMq9PfmT9/bdT2EjpI8MxcFpPE+DFkYgaFj8zf/jC+MCp9J0j1ILKEI5tsJegJfQL0U6bldvClLBfh7ljge1jgsmzKm1ti1T13MGhL9+Fo28Na7iECwRl6RPNMAJrZJgHWVa5TBAdj96OFTciWkXsvyVOYxLnct9Yc8tThsTLUwD9enNjY+GjfYNkIi/t4/G2etHEYW3Eq4URAZgxbZD47iRexmfHktRweJa8v99qrJelEFzE57Itfg6GtFjTU093e5p9/RiABH1AnHBDt3zGUKWWKGCIYSpeX7YylBHiSPFJoooFnhvbPT6Nd8OD5ISOJDw84WykyQ4gjNjA2/HQU6XWq+bQkP3ksNsJT1Qt2/1LmCWuA1pAElscT8USlWj4fDaqWwRTbAaRWimXyhSiAurr0dL+XZ80rZdzqjbM5EcMvG16AkcgO22JkEZlqJzimL7TgJjqBhw0VxzACyaJZPpcp/80Jnvx0CfmFVUcCbNu/T3OquVNzvXrgXmwPehD7lPFGHbHBsjrqL7ROEW2ijuIgHxNenPtKvS/kHuBL1//HIJc5St17XerwXZOpQQsovr2kgQ6xBxj4mAjXSsP7C26LUYfgPLvRLeAWXJxej1ol3ZM1DUd1Llh0RwXpjD+hUO6VTDk9n2AAESkW5WPFGMTf9ZwcbTd9hNoRR6Kc5et3/G4o0nmsl5S9gkc4r8c2QEav5H2nLdLa0LE+Zuzj0HYVMzArHxFQH5G+O2pVOcBxQUM+Ee+ybMF9JafQ/rcHYBblsapzhMvGUAKHxYK9EcyynOfI4SD1hiRrgyY4gFfIIgXoVM+HWGkThqUoYOvOl3KKUWTZEH7vpID0Pa+UvUyDMGGBjEyiQGadxE6q8oA+OU2/Zkt+zzBZTeU56nIQ923YNd486VJNTzBO+TOyXew17si5lNSJcjuEptvGxUmwFUwhNH0jbOlhpiwneDh1DrUHUENg9JdvvI1dOkZ2HikqZXzdHSumVNhYoGzREZmJHnLwM2SKLFX7HTUXbOCnht9YphC58cA1SWMsAYpME2ol4xUArAPWF59UX86WVEo2UFuv+HbVf3n30inZ8tG7WOB9H4L2kRgbCrcds6KcKeDIpyxBHH32iudcyLkqZGdOvPfVzT9YgB8ElSZKtNgXWiXA62pYZDxG1cc8JEaJcwrMlfOE5izPzg5WzNMjI3yRT28dMAEw8wbM184EWZDVSjSTSKquiaJ8iT10urUiK56J8180B57aLq/H+GnVdTsJTIFC7dUZy0AVkuEg92gNlgDVMRUiFBWB2q4xwTxQU2yzSTtJkXZrOf2tEll31QlCUj+p3MqYh4MaFqse+cqXnVx5WZfvCg5O/s3di45nE6WMG2plv/4PA0HAu5pqA02vdz108oXoNq5dF6R61U9i8wWzd8OfNJBf88aGczz1UG1WPQfD6ez3hlEZU2a8TitUx/viKu2EI3oJVSy+3v+2zaVaJaff2h3An6uEhUbxPgcNndP4PndPCxpKuZIDrBcAx6DDgLTSZ+jQZn2r3VscTXoYosn3c7t4rFJdmwa+5SrUic/ZomfPkhnQUlfgUVD8xbBoBx2G/cZJD1/EvT3mTO1WNx+bupEaMLeD2cBhHeJ4kkTJIANb+pZPPAsOH+IQ7ma/qQ+GgbteToozg4jeuEB2wg1Bu6Ca5BljyuN0IGcVtSLHbdeRNYDiL+cBPTIxIQCH8OF/cIYMZHtFaZo0b4ZBwkWOutJvAbPxVfrH45xdv9bQZsUlxDaAXptFrbTc2urNclKobdfeeq24A8FfbVrW0E7FbhB8KdctsMfV9gas7qUX5sIqEXMKbOLjYu1Hikbkf/BD+6jO3IgD/Jfkh5DZ/Jd9h293Nzs2Mh9JzrenNoahdaOJi2qh8lpiiAheZ8w/AW/tcB67Cr1n+QxE/IWlZTRX0z9oEx7J66Ch1Bp57PZ1CKUXfWDVhh++iTR4oe1X8ZPdO4MuM5fenAGNCprSDHNFRnTJ2UCBHY/nvjck2DS9RL9mlIfqzg0+SvLjbQvkogr8u/biaBOySRUacz7G1iyfgAYuJAFgd+PKyo+G0UnChmURWhl7B8B92wUtK9wfUFgRTcoWt/wGAswWcIb/iocxor4lBXLuPwSB1BNYAzgzvg/CI+TQDHceshdbauRGmpzqu+PG4aPCUVxN86Nh/UN6+qrBZU5rSuX/gzdLXspU+9Kgm0KPlYstqfXfYTVJwdHjT54fjiRQFdTP5B2lDw1JyskBVPAeg6g3dPc4D6IvcYTwEc+4XikfCfmPgqou6FOjIPxzc9IOdYlRNNEaortxrQhyAzg37aAtsedfCZay4+fsrKJeNwfjoYEjs2ECGYy8pdN0qHAiDb/+Mj6fIlxaIPnnjLBWKPCTXx2/PgzWvXJsFQGwjJXtZ7nKcea28Ld49c8H2Y9yMHaN+GMB6gLUUNySueztoLs2pNnpZ+S5PuPBW/1MaKIdV2T0FvP3GCFnDqx0MvJdXTXwcQTwBe0yl/yE1ryvxuEmvG7UeS6xiB35xwSmxyGdKqfd5JgaP46VKk7gexl9w34rGZi0ycYa1F/eu4GdCPx7yap1D/8msv65xOyD0SolVnl5sd6eo55d+4fiylqITAcXs0pb2CHyLZi4iwAY0A/XbNvBRTWi7Se0Q2zB93dHvpnKskj2ybAO+6q3vmlV0Ix3dAkBM0+SdUcjdHb4+/iQdIH7nezjbLLVSkpncOG9nWl8IIcbNZ8W+2f/ZgzoFykHx8x2yzKuAB+4wsCb0//t2FpMMb0MftwSDvyVs9y0Eyr4AOnLoroINuTvrJG85SNRwLIsYBv0SnkUH4ArVChI30R+5wGE6yHMFv3rmLlFQLC2ics3z59/1JMnyGocOI7vjml7kn2fu0b3eBD+8Rq8J4M/FpNs/++Q6ZwjwBb4knE05jKSK+Wj0ivSS+Ce7ODYap4iiAEs3SEDkD3KRqoldZsbeF9mANcSY/FnR2nv+FA/dnedK/G5lDkC6w+BoSJC72OOwWF1Cj2u+DE/0Aa8TzzOJt9nT6nqpAnngPUNAkwEc++Ianh7EYSjD9uUaFqz/WXPwN+IPUVKtPEgYmVaJS05Q5KS6RSHjXm7wT5L+DagftQRNlE4ocaHpQuuZe8Bg5pwttPyo/TTrRW4fuo1JViVXGbn4gZdQHZQuLV5mMPcudhAg7gXwprU3Xa2rTLWYlW3hmW8lQrbgGUPyeVvzghU2F6DEOyjn3jaCKPp/eE6hMw7nVhan8MFmK5MGggpQ7YF4Cb4ytdPXatsqJPAPdwVSmPPAQedABsVXk3DJy9c8OpIl0kySEoAnIvNTNztlFR5no5Xlhbyg0+kv83bUYhtq+ihAQnlboaXMi4BZOMnIPVHV3aNWD9RhjJSWe2Scq/d9vHaQwvsTyy2JVDMBc0qP4LDKmWnQ8iMjFRh7M3cKb1MvOaetut7a4E+MX5nwLa8aV931SSbhwocIzvvXpVEG+aIzBUPm0HSnnL2Dsw2dJGTaM/aB31xgho316VVhUNFDpqgk0EwE7A5BezSumstGRzJ25P23ug4Rg7Rmko8f9twIo9JI/+ILS6BazumdYprvAHChoHvbf2Lvz+FU3hpHB/UWjCGsBOvayDp3Un3T+098mIoTb8zXcvlTe4zo4dIoJnRIU62GpxHWfJkXqviDpDlgLeBYTY+yerq5rfI62zkCkUQmIm4/kD9nZyiaN48L/b1JYX+ggsLsh+AnQSOs3roa5PsbldRsYanV5N3MnIy5jbTLfqjwgVl5pU4smgUQIAIuCTX/XhIgWIItLImBhAEfG+WTLaZJPxZtVycETPfz9JfMlrmss8JnUE7LHsWGqqfk69KLjmAUqY0TjmsWDtsMdDQldcAQNhGOop62FUQVZZs8haaVP7V4JcGVarqXULi/X7KMiHRYPRiBHzM8jE4zI6RiTG4c3y6ZCpRid2lcphbll5yuyLXpHHUG/4mg1Ql7j1F0ToycrkZaknCv2NPpeySnRk8E7AuhQlgsClOnsXHMvh6INozuvK2s9AUHJF4kS4H3do6BqYP8IBV2QNotyGAtAQl23exloxOWIzWkup1Hnu09C5HglgwacbnspCjfQrnjPygMvhyXFiWzakT3UizGWPsV6pe3AsR+KTzHqWKIfCXyKnU5RxYYnyzOyt5Xi8jow/OXnMRgYuCHAjWyycuf6YhrXh/wHlTAKUuZAAqK21YklRlyfADvkHf6+Zk/LREZydtBLZBA55g8rxE5+WUvnR86kqRIYgCx2KOXRNy05Q8lufQDP017KtyKn8arJXe3eM7KJtk3+7H3LVJrJjvRTvbL+b+zw4CUV1++M/sWt/hs3Sgy8XCt+OaHJmoIl/a4q7cuJCbDG3l71vnxPeMdhAkdfVn0RxNeNNLPTUynSj+1QtY0jrUTv50py7WL2mkJywzVW1xFeEodF73667PsBSTn2hZ/MyqMD+MeRC5T5UmsjINP4lFGjbfhkH/Uc5BokjGPbwsC3Nv/2Com4YLo1xo0x1knjeHA2FEc+BAB9nm3Rl5f0GY2W40z3G+wJYz4uo+wzqLQBWDqIxfn6bot4lhRmpLxPLOMMWzcttQl4HcgHdudH7BYYL46WxD9ISfXU7SGEUJKPw/WoT6QAPQPPBPlHsPMr17MDiLjnZCfdkXFz8CMP0lWwRO4nOXGU2il96kojJ6q+Ty3u9M1A2sKcTON6cgXIv2kxC3QY5S8gUoKxOwRddNoSppuO/6CTg2lfikmqS4YPzXvli/9Iw+wedyRMlYiVCw1SrcB6zKRSD6ZSnXxedLUEeapmENbstR0xLP40JRfN3ZDJw0schdAzKyPxCIzHiOrJxI8lLLe1WJ+nTPIHfUm0Yaem+oeqxxCMeF4yICPkwxUpIvXis2Dhu9qcxXq5A5PjwyM+8Vuowm7fG/drTUxPD3FUBwRq6xnWtF/HzOPmM77o+uVAxueWrOfbaq+dvK1n06gZ5nidiYPaW2NUMI9nJAzQFzhotSvFRJim0Ws8Mnd5GQYl+pKxCmUr5GZXcRLzTkpWceY60gRtFKL4yVustR5NPitKz0o9ZMgWptZoU2xEOCqs0tZ+HvKkHGUgYWgulcddAoBPgvh8CocwSE1XyxlqXdAj5aQ1Eo0VxXhYCOSE7LZhVR85Wu536cnsbwlnPi3Vs5bLbUf0mZHW2c4c0bSRJwPyKPHEPphTsFxVb8+ZNzQmDogbVjIuYt4jBDszo+0t82Nd5yV/DuGRfOaF3SgkjAFmlyB1pa8iZAL5Vw3IR5e/+1oZbR38qEcDOPgHNbUTC7JIfvBNcRXcj9+nrubfUtIYNNFgbrSRl7P4W9NjXg3C+b7ooOt4X46/NNppKf/bsDr3PQhV5wYy1tDDo7YY+JEDo3lFUP627UOU2itbgzh++TI+nQ9ndDC0UeF5htIH6BQGGAxPcvwtSJIg9rx7YMQDBXel/4eIpggF9gP6N9qMtnO66n6JcwXbhVoJPK5/HP38nz9V+qQ5Tb3M0q+24asPQghmS+tzVVVoEP57wB0h4uWI2od5l51u1y2BMcYL3ZhJpEkKcu4wYeUUmbXVv1p0OvR1AmitOefAL/oIrxB6wu6cN+mYilb9fsu5dcOO89LUcfkgmvisjLIU06IYVZmQDXKSWWiw7YlbGc6i8dU5Dx8k3Ma+vkE+1Tb3v4PtdeSd7xFO+QY+c/9F/GkbnJbATVNjk6W2hak+UrMl/jzluQa8TE1Hf12HQV9QwoDI8rY1qFj/7q5cfrXeAmRbPQLIsWsG5uD5MMEoC8iioFD5Qmpe7v9sHo8jNBWOxucA/FmAUREyNc9qJ1J/M6DN9gqf7ogPc//L6dNraSzMibptYiPVSctLi48PhOO2oeRxpJjOcitV1gppvHni9MK4DuHOTTZVMDStyd55sKnpYhUbPY4y5rZrwtBBr4jfwaQQrFYFhLM4sSq/R/+L/qyrgeCwIMgOKU6pcLdDGO4tfq61GfTLdrKDMC3tRg3CZqnVuTzsxJiyBL4OBlqG6Ig0XCNY8LU5glnskB9Ir1xfI9y7ljz0CxTmdb3nlRFHfibeB/TKKNOSAyVLvCTPI3afr0oql82HKV4AidHUh4aAnHVfLqzhuKdmWBI2pWCgcKX2FjCl8dhWKn1h4Pag1/qfTdVaFKkU/+NkaPbHDSCDentWV0Ktc04xPPI4pDunMVVmFNiMK0/11mqqG5hz9QX31tg8r/xOCiJVpgQzDSK07wWvlZOfk7wyeRA20XLnKHtxBnlBQwoySVnuSLlfMFxX186Q40z0U08JHXFW0AtmR+RQE+aCmISiauJ7sbE5PxCCjrpq38Ge9/XC4n1LSX1nVBi8KZ3wR9fL2Hv6o9JOpfvp5UV8gQ/Qn7LLEtm5sR77+i3bGeqB0G1OkvetBKsDAVK7cZWgClX/+KKbJ+ni+pK5gB0n4ZiV6n7Xs6SmTsAQnRnJdSsyTF+93OqQqAnVb3iTekV/QIdtCvCqLJ6/tOZttKk4BIUtgNddHWcyn+bIpTxAV2FP2K//rrfu5m1VEw4aWTsR7mKSr883WbrR7Fy7q9J9LcPbh05rT0GgOkoed0s+qT5SMCvM0CooXblJoORXIgEw/4WvQwHtcvWEceRGpFnxyKXK3iWuKPi6rJT9JJyGsxUMOgqkSrqAow6CFgzDJWDspJjmnWuVuQBv4ry3MrDNoqJaXwme0uKthsowdlYl5QA90/BhuKVk1SIOcnp07MKV104SARIPhNzQHYjOEhKTxabkJ4hRDK6B/VieRD25b9+b70PelDN25dEdmaQvQGB2IePsgSAKsHGF8srdZNhpRWzSfSadadSMBk0XZQIeeSzZ393DN3nEoKiwP+B9bZZbMZNpz6yawKNp4KidU/fem95/d9MSRuGxUvHKXph5WAfPQEUeLlS8oGRg68XHldLo8ox+0Xs4+qwF3igaoBWh9rlJHCH7SQzIaxYbxZd4jaOngb7wSPOBSVMI0xuWCjv6um51YBmZbO0kMYqd41kwj4Iu/emW+oLmfVp/mVuuiIOpBAfOb9cvVFUm9W4tlle+6IZHCM2y9vGWqk93MKueqKYOf6Rzr9mm+KMn8QPtqOyI3U/YleztSDJrNooYbi1iDB70a8SrM24Ron7Mqi2FlV6om1DYvA5+TODocfdppslJ5+L55uLZVBLtlj1L5pwJoMH+fyLHQEol7Is+vkeL4jUJwls6l6OqggzPg5vbCNne2OzmHVR5lyOkHd/2R/T+POQChoXxDMqFIT7sx7TLpicw1AlZfaUb7YS7dz+YTpe3jh3FNt8/UpKRUHQ8fugZaom+XiTtuGNk3OSO5bHZSv1fy1vemXwU+6ovLo/EYosTG1En6wC70hRpBPCURxyqQILfKrOq8XShWv2f3ZL13/0WbTrevqRBkx8PCApq6RlKCrmZHyjQYalTQKeZmESUxSZzzgw+WKLJFzljubyqpjRmRjWwNyRQVpvKvfRCvHq+U8fog3J/KLazpJUaSXTkP6g5UsDSuKQ6LHeZNp8fKyGqQxPFjNHSTdh4eH/3xuWoHsHRW0l3G70wmYpnW62WYkKtt0jKj/XuXTQzqC4o3pU6YoNk+kSSnOMpWcADpAX5YGhCQmhXMSE8HabxgnpbBlWgoxyakhMkpfXytTeqIrZwWWZAfSiHcCgsJdEvXLlyFH1kLnrWeSKhUJiDU4flck1APh0xt4pOMMHAPoxviMHDXpSbwbpCLANdIZLPOVzQn2go8sX0iWd11WUGkUE8QG+GdbLuWe5rziopmENh6uxDdE9jaSUlKHVfxW8nikZ2LGi5+RiRIxrXcUTXY8VQCxrl1bhVP4QssHZ1DNUebDGwcFVmotVdQ2X5bnIvt9eGxAHoIUWeATvknxGx5VZzYp/4SkL0c/lji9aoD8/TxkVZ09ZYB5v6fDShg477a3Rc+pCXj555EXpvrlYn0ZhER75oc6doQkEmChghHkQLCHRpMcidYCWUy7quEJB9k+f8N9pVeG/VSAmrIrN2ClWVhdbltD4GAAiwm0V42YzcmSuFd3X8LN1JH1lOPCz7q15Yc4BqEd2YzcbNI2U7iVTIySNFu5ykvduSYhiIrTlGEWkcWlHanj58URicHGJ0NhVzEaL6QdRnF68HrGHFq2XbRiPhd+i6rENKWlZ+I5+2tgjOmUbChg+/9V7GXlE7QgFfJvDK8FdyR168Ur69Q0irgYoYahXiGjM/gEYnVfCrfDFmKVFCVHySL3SJONU6LxXtA4agTcUSAVHGgE5wudOkvYKRCQK5KBb/UPSzL0n3fdfpZ5ivmUvmxN1IO4gniS1vSuW6srEEe0DwJzvM2ivTRTAUd0AB+iRoMIdOETG8G8rAXEyhkMWq1wjN9gcrF+5Ufbf7qjJJSrBEGC519uPoxYBv2wcXarNwjRKX7YvzMUQ6/BXgeU7xrwV7e/Brv+Iiu2ax9bGyMZjWZYfm2EnYBnxOa+/zYsKN22UUq8Tj1PGCGcCIir9b0b7zNdSPudY08wofm2lxFhG3JGPGuRsAmKPSKjwk/WT27srop9HbqzESYTXefhLvDU/6Uh3tZOUE47gTCyh1Q9hssdPC5Aic6OG+Nhk+Uf0xL0qZedxUWAsUnJEsf4Z3EZgYG9Y7wLnE3mlLX+8Tko88HtXP6keqsMN+qPSJ7WyOwtJ9w==
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