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首页 > 在尘埃之上:米兰球神纪 > 第2章 红黑处子夜:五箭射穿深渊

第2章 红黑处子夜:五箭射穿深渊(1 / 3)

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Dk7Qp9mgIdmUfYV6HjMbPB6xIO2LRGXtsqTcfdBSAJZOoCgkTUEdGuVAQLKT6#u5JPdiYPO8gxi6sDUQCgwJFpMYmBWySrer@Wme1ZjCHQS@8je1gi7Db@DKS@fZZZSJZw#Dw4yD8vt9qQ4#wf8YnG6rihb3QG23BT7EBXQ17gCqpHYgdsd0PCzo953jBBgQW8aQk1hH7N5cqcdHDK45SS6M93HSJA#j183sSsDjMI9qglkK0XaR7#aL3yPTiS0QQoNbJbx3mi5VMcifvqMo1XAgDywXpkj1og#JQYVBAde3MwSBL@Sl#HHdnaarKtQEcY3f5RQLgUfbq9kp7WX2d0xOmXNrLszvbFBVjHT2RC8hYF8R6O02M0@oouZD8486IKy#Qgj5SANXIDjAsSYLymU@aT14TfL2C0rhMhYzEKi@zOb0hLKstdkzGATTQkb0dUt@BaVzawMRJWVUT05Ny7FcHc8jzaxkmU9o81wyB5SLnyOmzEcReuDMRbs@hG44PQvRkPxxThU3AsuMBwXZBi1G1P0XXcjsaHXvAfXsWdtEgJa9laW8c7G#r01HX7@umDUUxA35atuxGqOE2MVKllJ65TqpoBMSoQdQuA@ml0zSjT@wgCUGIA2T9VRhjubJWeYdzwbhfFkRnVf9DDu1bxiVaCL8ztF2t7lH@f46tkfS771D8ZD32QGvUnJpZAmtUI#5xkFE6Kpjrxsl8IpMGL1bc8pc6OpgkuVcZiihhmPF6kY1Xx3jgG3b3VbYjxn7Gi3y0jJDRI68muoYSGvKeDvps0f3q1jvDwWWvc#YzJQzwSPxUD69g7EYJf953jLYPILFTqLr3Tnj7@J0yxiTFybSJs8Kk1gOgmnd#LXj4lsCVG8ljU1yRSrxKgHahLT#QSrymq8QJCWBGFsnEptv3HaD82dzSNO2f#uCujKBP7WfbRlcCYwGB7vXkEkBgWZB7Akm5flu#WhDyovmgU@IORnI#czHoZdth2I3n45ifuLrb6G6hK3qaBEmPHJcuZJV3M1ysfF#mP2m0bZKdHOF3HhcZh1bHtYw56mEuDPfPfwolVPGGMF0KoZFU4feepTyhMPyGn5VZIKr@t2F87n#2qI7AzE313EMFNflJNrDskbWGK6z5P8OrS8Mi#@BXa1mgc9dCOTNf47@cThy9BqAa@wZzTYPc9X61kzv4ixT23nxHk90rRS96735P7xy@ffU4A8bNSGfkU5Ysj#sSXU5DahSYFx3Bw0o48559wrIFL#glRqpDkA3SLTeAgva3rRLQYl59tpQI#KM5uIHHiBHJng#W8E5MqVg6Jm5SIbEDUcWXNXKPnz4IzuYBnt9uBGEIVSgq3u7dqd9qxWn8ohBDCUk0f1C2HGEtfQb0Mi@YZu8VsVnd0qHg3sxOLsprvO7VYpaEAqOgFoTpHDTVgov2#FcGRMQXI2CP82uncaUMYqsYcMueiPJnDnq157@xfz72@9pWxcUDyNklt@yCuWvbvDLJYkmkG41wwYJ8FOvm6p729J2r#MgzeDVkKKwb3cXoE8aJ8CizxJ4YxNKK52BEcPyi41pwjfQ5c6Da6fXemq9ojnodXo5xqUivN3y143A@ve96OUa0N321ppkXS89Ve6dewqR5VGdSkLR5RmUlH18NVEmzGsw2wISfR8PmwsLG0AspKxAcP2MsWFBIuxHXWQWWof54qhkjft0HwAnJwR3jouMzX@gF3eBaq2qqo2MtxoxsBbrWb@Aq4BBye@nhh2rNzTvpdLt#oGlgFeAiJLSmfkyElYNqTduKMO#QQcD@dl4aJ#qMx72CMIidpcCWriuKBIL@6SLAFMArUT2IAq54co1VlJhuRSdrG4KZV7PGjrLqxEdoI8HfrlF@pmJHkyucunDKdtylED1ig2PnRWBU7ORjLbjo5s62V1@RDS@QPhhzY0xy9krLwPzevZL2tbm5lpIUfcJeNV1UOkVLadhVsRrjxYu@8I@J4iVit60skyvB4ipfgAssl87BVN5mdPt017IfTA1hu#o3IK90arGRw4fXje5syWbxMZMyR8SEeeuFFv7RgJJ5IpEu2g2SUTAxnVt2@3Y6QBK27tnIxy2BavwQuu9Jm8n6WFPFuguSb0i2le0Upo2LEZNS2o4Pxz9Mn1RmEQpA5L9HMhdwYtIYp2xbE0erbpVp80Z213L7v3Hft0LhtcUSF5KF1njK1uQAoOX3sAY6SL#QnRhRbfsChuT7zm2gGxGsap6hoN@F5XzGttrQhsk1g0vI30m44Yq4wjpV7KJ908AfWOIedPGjDaYWhsPauW0#lVvYrrkWZhxav4BSqYxZhTNbc#wHp18rQa#QePuqfppWXad086iG3R@1#h5E#igGhQGlQkNBUcfiCXeb7GMW2yAoAtA@v8gGEdNfBU4K9HVQDBz1eDljiwX53KkpfLgaRncdCytivWsRO8lScXO@FZXReBk63M#cxft1nihAnATp3xUH6TdwUlkLPNtyVAZSfwb7xVVcYKI#vrSozJPH7O7YzHDp9QP8UITBFRsaSftcfv7w1e8#gf7DdWJDXX@GTUVqYWPVRl5dhuXfgb1fqPhCOpsXw#CzMvcGSjgMqrT@Yisew7z2n2rOuMc8YdyS49YHynfjwT7oaNfiHh7sIRCe4WCsEmHHxqv8kHWWdnVswTzscop5PT#nzFwYgyYfeFZhSFX6wwJE@tAbK2Xt1DSNeS2Ba#uvM2sLW3igtn3OXMQJKUfh6SZHHiGGphqHTzN0D63dSCJUno0oe3u13pRt9fq@zl0YLzIr6FR6ITtnrtuvfiF0XFj88XTKuf7HXq6@bRdVqSLXGCViI5bGGo2SHvp9lfiJznn3Czy#Ksw@Rs376qDPJdq9rsyOSLrqqEeqUE9hv5xZlcYtI5HpJn7XoWvNovoRLbd9tTppTFpe1T0us45mf6NXieRzRQSEng3svvHO5bBNlgQdwLiNupfU0z@CoQRfjMIIv2fCMusW#G5F4Yqv8voQeBjirM1TMd5PNaN4tXvO@rxEqWUva#bEgl@91Rc0Kd0FRSUpQeSdl7m5dXoY838SLkFJnO8vXzVDW3PEEcF7X784eXv5KeLLZ2TptznJOauK6hgPDN5VL#cjiaL9BB@4aswcHCtCilSNacxJcaBLR35k@xiE701qO0piPFkz2svsHeSV3xs3FtYW27QNEdlALAdiAGkm7NbvX6YSaetWUcYOsJovjh5hkUVSEXVNBfdJzxtTVG#ue6mCoAf0b@Kr9zq3egozWAoEAu4QIp6CFXPcWMsW7@NcYgalkmuWmCOEDphAckmPAMeBXACyLdEGWMKUAcWgGAjdsW9C2cONU8C@Neu4ufqwwX6uqma0G8osrSad62NH59@oDImL7cDkYHbQts5pprX97oSDJpOpI#URlvhURGxmnLkckvbatnqB6tMMp8Cf9F@0si6dhtQCavM@8T2vSjbYcD3u@7@CU7CasD#LmJYNvZE#oZi7xRQYehe1#97PGJYkeM2JSELxmpgWwXqZziWe951BEqP9jbM2qx9Wj9erxs7XEDgxQq5PStATEWN4D#p#71JAdQtFc9ClL2w1Gk8VQKAqNppVLyB0bC3FJPYAzEkh9Ilm7apyKf#HAgXI9@dU9aMW6SzH8EADsO2p7df35wfWb#qCYG6esqdv5hMzlORVeahI2dQNJcx8pc2RF2Th2GejS5cLXea1dtiXkiUk0obn7BT51@hzFK1oD4alYQA5EReE9o1gKC1lnV10xgP79RrjEUiDdhp84ohG6KUGXktJZrTxXyVpchJpooDXHzdNqtUMf76MQ5q#MWpWTyRzs@u618ien8wSq8Vb8scabcs6sm@B@F52rXgYu0VT@YuNyQ#VX9k5CDprsSwGtqa5M2wjukRTN0iwPdZ5W1aJLK6D311LYqJ8e70S1#xVKa4dH3jmGJo3dS1vRWkeFupEgConygRCb2m4E72Mj5xtL8p@1MjyYa6QXHSPy8jakaFGQ5Tau7sdu8wc5RtfskoEgSBW9#@2Uig1T8pmKGgSXDiZvzyYmpIOyHFH#x@mium#vJ9jWfPLKTOGjUxrAHdZYrvN0Je@Em9BVaPoDySJZ5@4#mQry#Npn3PnQQgxFg86#VTgpEB1hCiadAbhtvFLo6ekP9yxW2bnFXYFdv8k6ytc60WsWpHIOKnNlzVr2t@EPqFVGHZhXAoqNcFdnszNfxjepK7IZQ7#8J11gMEEF0BcVHrqPYuLlAFdo6jPlRzM7fq1YBElH65JT8ZFG0V5zZMmrG4eC8T@lw5cWptKy4q#NnycpcwsTq93MzQI8@jfPr0H@ZvSaPJZDSffRXKdwmLyq5BM6MdBLXo8PnV487V6YLYQuncLTV7NR2EiixaTLWBlHWUz4LdSTlXNOVECiFby7TSy3IpveUGYo1IbXQeWomyYAbVLtPvLQpsnHXOXrhUnTXU#CfvlXoaQSabFYWXrF94EoP#aYZTfkDVE3o3ZqHRX2xlqzCxQvbIuhX#kY2QH#k2uPPl6guC7R@L39KKbnGajcLhy9JOmJ#jYWr5vagXMHNg58Y6ZPtdxwzAIvUvRPkwuUoxp2zr89HpDg1GjZFoy#C#7UqeDZ60gQ#C4C8EUphAeXaVfkQ0rITaV8I1E#NgB05ZTadWpFXxfMyGtZwk6gGs3CGJkUHjySxMLGY0vs@yDz8gr65nkVziI8ssAtJMV2Gdhi3ED8maDc2DA15mEeT0M3NBJX69o3bhQLH1tih18dKrs0FPn5H3D@ElVozpkeKdHawtJlrvg1poyJ7xPq25JjwcQkcuGhrGVx5@@q0AN65FW3l6J4GQarAN8A21Fi8smpzbOK9yd4#Yqm@qoX6NYG3nDAILx7A40@wH3uO8bNRX7W9CUPIZFedIj6@gifRl#i09bQ#t2Uo6gsUOmhxmNTy08VrapzLkwqn7qBNnZ7Oi@PvW7ofpcA5ldIb4pqUQc8dyfCtQf4QO#QG#QKEIlleFb#V4KxpEgqA#OG7YOW1QLZNubObkIxNnE7H0bP8Qqt#Vw7601BIGyXeXTs0IcC@cBz8JL32UksFPhx5OXk7ou9NfCoUoByBeJo#CKlA29fVWbm99OWdQz8waRec@0qh#kYYiaBC3VliNRGo7vJrp0@GWAHV4Y1zfXJU#EDfyknSubs3NoKmIhesxoyEAjEe0D9nf#dXuTORG6Yj8BuzemjEi1f5PaVtX5dmqWv617DrT1snPcE8yUi33CEKSH6Y97pOHMbOMNzhevM#GyOUfy698u9DvvsFqOhqXjWhbbecAl#y0RDX#e4mt13ctEJM0bUpUbBUT0ytr60gat#ckVYejEpRp56QYfno#rA#6iWDdsGBda2C1KNJIPxHlvV1z4cntSTE981SRpO3ZQ4TRo4yzHTG9OxzRHu#C3inGpEnonoMjL78sx6nzuaQnKgvdr@Ic73hwTa1b40qxqzJQFlCizqCV#07fzGQsLhF1dNzT#x3kpHvsElp1Z7gygxZtJrJAS7AziL2pbTB7W8ZTioC6HcMthYh2OGAcOx1Xaq9eE@cno4abOl9SUXqWx7a@69HGY9ef@L7he9mmShyEbCQK@ELdYuZl11Y1egYZwBDydG#HmSVt9Tg#jN2xig@1lYl@RGcVI4Ao9UeWHoxSK22scOVVG7zgIoiJSBAXKh8dtLpEBg9qh@NomJvP47@9AOjW@B9FMarppktMmmCjSMHgiU7AVNv9MVVPuo6AZu5FgaRa#nVAp@Bf@F#JcpKxdu0MkmpNpfacaPrA3U4IaEnQVslsQOYN2tKGfr#oR19fAfmaY0Jprnud6M9Y4ASjQoFjy#0HbD0zNMyKl29JE3CLaL8zQ7ndvc@zjAn5UwxH9dPhxKXSUoVFqyaPPzLrDt2QGQKsU529hO9o8cNH9q6u6Bny5q1iGaRpSAb@mT9Ilh7tbtaOshqVMI5En94bPK7PwOWC0m0AJfCuSTZunK6xAYbENdLHIPNhPFJyaW2fZhWZvalnMyoSZ5JXTOxFoLJVzId9nrdgbJZRWllVnzAX34#pAad3Gx8icDPbEQtlNG3b8Sp7vBuqozIApakcqE5C3dHgYXe4HgUYsvmSgZ04b#uqKa6HdrAVN1gMrqe4a2MSwVTYzbefneXx7Zb4Qdzc76590OysAGzqbx2##7YKJyOaYApmUP#idTVTCAPUxfulbjTMSLi1WBWJxbv2vdN1Fg31rbKSTOh@dQhCBDStDItbEaJ@ghJcMNtO#YSB1DnNccL87gT4wCpTTPcQP#T9HWh@9cFJa6aYKcWQk2iMdNp1#0w#NYmVSxbR71lGcx3sY8OgV2W70KO@GFTLRJuYYYu7r@GsqAUh@C5U9iVjeAis29rlwRGPg551JD0sfLa9WdLf1EmjgCjhJSr8HDeRkhvrqGpPSQRvMcgtMiY2BEFUz12KzxcNQtbmvOVzkjhLkHaZ9ZrOcSE9fxiSM8xYjjmTEcONVcXlN@EHEibsctFf@PBCXsrm3G@@r6Q4pQLi3tZg10p@wdbYFseqrPdFusK0Mad@e0syGXkToi@0C@JFeXYV5oiDVxo9eHIeTYtFzmq7s@6aeT@WqiSb4u4wxvNwOdo9J@#FytFfzEZa97e1x7JSjSeLnAnjKAJbdvn4vWiCRVU@IFMNUAJa4g290gGABA06wMb#hOPoJQH44OhP0G6@nficjS1LjBMnoknXgKh#K6cH7H5fuSptd#ndh6qOCeFWw3Ptds2#QwUCwbA5p2lYSQ3eKUdtIWCSlSQLX@z#0k6R7gsQY83RqNRFOjOZdlMVGi4vPO7hObUL9#2RIEM4RcqmIIB19Q5GAm8kTlXBNjI0yQtYDqerKxeVCqTuu7N578o8UazUYnRJR51NB#HvMHvdY8rqGpy9z88fwMD0kEkoIfvsZfIi#ZblrQr03mEyklp6qOIEzLKSg8rCw3M#TTYSPU#wrhsLpJLW14SfrsWzlEYf8YueiTnG6soVc@9Ybz2XNjkeLyRF#KBvcBdiw2xPUNvYULrkWVxU@1DyFlZo6esKOvvmHga0sogyOOz1IL3nzlxuMenynIFMHTWHhYpe7r9QR9jiRZP#YLHf1@b0rvvYfkNcfCrv4981SgOuNH0jLc#lVzR0M6zghJ8RN7ieGER9xQwmB0mqfZCEZHElnuM13Uv93n9PnTgN4XoSaiaYccfqEcEIi@hnT5xYx7kV7GMHriYr4brkSvBFS#OYLNygb0M8oMZOFEkvJxQxxceF1hSoYYSbVyZdAig15b7egRRUvsP4KR5Ln8RMLYqAoQNm2TmMaRuefj#AW9voEaX2Qvz8m#V21n4ON9otzyC18NFX4PS#2Re2dIveSoYar5Gvvn@dAbA9DL00K37cX82SyElDwPir4a9NdEA7#vOnHg@XubUkquARNwK50lh1peDDDnzliu1rVASipB85kBWdeu84nozP8hsSsS4Pk7#XoDaFjD674oI8H@nsljmEDvfgndvsdMJaiSGdgP3FEvZVEbMYdIWb6gqWyGTckhooOPRe50SIWdnCQhmgic@h9OATcQlbCb54yTY1zkS5khccPeWcXyRjaM1KYYZPe9TbxriPyYSkqGDDLnp42rPdjygcVZkPgOroWZx23KoLg910iYCrMDOtkE6pDYNLQoW2JcAqgCnGdRTf5fn3Bpo5OdQ6J8mArY0IOk#GSg2rE3BHARCqz8H1iT1ZQTuhySrLEw1At8CnsnFxQUrJ2UYmksPWer8CxVDwxxS#l5XiqQPl#dReGY864QuJL#mZ25Gvps9ega3uJKjg3Lt1zGKVnh3ysb2Fi9rDOkTasSXna#FNz0l8TuqWvg25aQf5COjdPOKB6CO1FgncOT2iOyvJgbdl75cT95shq8b63InaY0x8QzXoCUhPFDtIg8i4tLHJ1W#zKF2oU0aBDQub2kVgL4VYags1tC1IhS0g2uNffM4ODSkEjmDuvGnGe81mHq#Gosbp#lbx78ABmeuZ1M@vvh#ny1F5zb@2y8WtM7wx6Q0AJEWWVVCRKttGyzdt7XwRFyomzekcxCITXiLrb4LKGdfHkP4E8MXz0KiRDA2rpyLzs#tpVrTK0R#hR9kqBOm3ge2ow#1G3IjkbF7ZJWgFzyypEQCl4cAicUsnb@G2BxbNMms4vD6vTYOUIvuHympp#ksDiD@IMQZwJib5C3PHn7nrZT564dHV3CYpEOZ1ikxp7xDNDurVqhk1CFhu2lLvw@Q@lYxXnzK7a91R34I7zVcRralm29Pg1bNgWQ#IiZFGqDtA6Rk4gl6UpkzKxwAZJRgTTX5HL#2#5MLuEn@RqxBk@NpKAa22Mm9HFYLUfeoOTgGvXOtr09TJLD06fAM9ko#F7X60dV7TxN8lmotwWZ@uc0v1#ZndotsoPd45DVqDzwpqcTGMskd5h8cDsScbP15kCQ0jvBIN86ngwAJx#s@9VtPxBjLbE0ME0CHblfCQRNO8RT@1lcuINT3xkmKK3qGJJ4EQ7jqq#4ga1fns7I@3uN@Ie9hOA8SpjAiyNvS@mznkrG1tKmuAlp#l2c6Q3O6tv0GQdbf0joIGCjI9vIlRIB@NsBtYoRSeNTPEA@#ayn#nsQyz4hX0#IXMygjoxnpzSeQOKahRaBVRREgYslY95N7ygWam1XxzjoOykzZ5O4aNq2N28vjyk0Y1hR8RB#u7Y@kyfd@os7oYybPB2CVj4UZhTLyxbFxx5lceUQv8fSGHCd0y97VjVff0VwLGGAbqLnk5LBUPfYRdpg#xarjU9RU1Jw00w9LO1kZqBPIP@jWLErQ9j5@IJ@MfqfZBm@eLu5ctEJCT3K1ukJn5wEG4Dllwok2KlhV9t6JyxI6TScvRl40oRUkPcVHpXr97RO7WLTLvo#zOu4SBK9V3XOiTinXMZfjsk48sh9iKhTw3xF2jMkLfLPfkRCpAZC3dUhRnLebgpZCbknpDZmbu4NjesL9LNJLpYBVPPCrpeB6wflXKXQ@TCyaDd#upJ#ZNBzd#tFz41xgLFvMUXuA69wEfE99uPdKAE9BBQaRU7fpoo0O0rvtIKiFyy2zb60I9tfBVUrapK#PD7xfkD#pdE9ePS#59s#iMLGkVemuX@BcanxMRC1JfiZMtcMnbgwtK#1tvg5flHsCdJFN6B15Ka1ZWjesGXbgGj3L5ou#NCjFjEioSXT#eJPHfwuJXKvkHduoeMBrM9Qnx@g0Zdt@az78G@Iy5J5@HjJ#mksx8F8dAXncm7Pc5hneAmWSTLgnACCKEI8AxZXr78hD68knGCXO0roE4eGUVhFzAVzcggBaMi48IsaeWOVusE0Vw5auBzjzmIWRoR1ZoMBVM82ujvDK531EIkSCUjoIY5J7JfEB1U0k@H3H1Lemb@yBOlMMNNI4aU5O8O7ba#XGZhIVr7sEYoSu5CHUdbxWMbxpGDrcje1eeHCgsCZ7S8zf3XIMlYL60sZQCDM@OYdPipgX8#gqTup2Kzz6EGg0zYbpAT3ImXFrLxUkORkWGt1JX8zAI2yayZU8N8#rhA9pE@8IA4@jnz#g1WQnOlMFckvynu3qLy#gD8gBAK9f0gnH93PxU3CNwT6YIw3ckH@wwJHPHpdtkvn51H6b6lY0fNNbQvCEQl99HzoRJ7PGO9yeg0a6#I7ZLaAD2GFWN#FIS6cB4L@7NVmlVFU4T@W7ZtYWlbeCN@bdQepsEycJPz8JT9ZoqgUTiD9SwjwaQ9H1bqUsMA#OecqQed04#CLmZPRTHU8UN8vvX1CEssuox4mgT23ruqccUhUtJaq0JJQ1vv#kJCqkaI21jm5pfrWY9LzD94gwVJJQ#PrxZr8jBwlk1qPlaxMlBPl3sU@sKst9kbmu7sM2u8e3QC#68ouIU#8RtMnO8HRkY#xV3QkrM1VHp4m@fM7VAvlZ9KCFZwyeGvy0AEAvR3eKlAokaTzItTC63MgVMApc9huFCWbDTne1i5QLTD1q7UAQ0lm3X#XBnRA4ZpzFz9ieObFYtHZwKUOyBYxcUkGdcvzcIUptEiRGuUUHot8onFT7#6UVTIs#Dma2XFU0dDHS10#o6baDXSKSU93G5FA4Qkc1KVz5c8jEYH5bRE1aQ4JU@KD3jfDkKh649ApUwRKCXA0bBk83qE5h6q85ChWtXRwq65WyUkxBttf22Cm09dIsdjxFOVDEb7yAE0xsBLY8oOZReTul6DELQmd$$
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