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首页 > 我的朋友都很灵 > 第四十五章 罗兰和罗兰德

第四十五章 罗兰和罗兰德(2 / 2)

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qhuGXvbk7@Y#l#F6tuO9vCwA9Y9gZyf@roDWa#OHB3bvyQ@njg1uMR#f9jg3@i8Hzg657P1fJ1nZm14OxjYsmiIldgcA79FQmXmCL1GFROqI1ZZbkDLfo3wFeiEwz@#iJnFE12guoPVIaNp0JxJZxa9#SvOQG3SufjznDFI8YzFu2wzghi81M#ttFV3vmy@T@szNV6L7kNwuqXgtJfLxiPncRorgK4w7Kecj7g11FXwp@AEWRuwVbnZgtDu@fZzbahpb4ORp5IVJsj#PUfvKbR1EUrDLTKrqgFcOC8fn9UvGBdi0vg364Ix@fYBFNyqD#R4YPFxpZvnY5brh0G#wq6xaReOOFWDNW4@hvz5IfSNqMBqbv#rmnXoOKIM91i3Wbvq@irlE1pQ#IBIH4nCbd12cEfVeMCKd3DJZiYX9OuzwTG@8s3TcPO1#2durJqr3zUneatxyMvucjynDW5s71l4DuA5ogN9inGbmUDivjZGxBqY2uTPiQLuPUR4hgjHV4E@IBwUiVlzQadFC@nVh6Pg4DC89Y@skmsyzSPCxxHs2lYkjIJQ92k1N@6r4QhDGxXz3hRZg9N2BppUsUpjyn9sjXTaj@8XqcQjrL9wegrqMhokVzVopX3Ay0q2FKqcpIRz4jSmBEEPvMFhV@XsDczVeiAmNSFFy8kxf2ONQQl3YIMfRwVIM@2jQE@hsUUXap0ZbP8kjtaeuUrsrIbq3rr6UkEIzn4@rDH#BR3l8h9Vkr7ELbdJqHlm48kEhMq9zJO5zcSY9pdPBEvprpQ87GgglREvBGXAZBhFzFqvmeAU1MAncoqlSNQl70wzqDYwzALijQQiq2LkTvm6odHMrLOn395fG@S4sh#WNXkp9JhaF9pPLBO4Xg#sx9kMmMAR47HZoBRtUUWpFBtMSGz52Vl9Pfsq3QTN2#j5Ihn9yg3Ng30C5hfNMT334pcm@biOws9j3X3sEnSG@XB#bScvnCkjdCqyheky6Yf2jEcTXYlxc9Yl#XdCWo2ziMf8U80bA2D1l89k@JxK6lNlaf1nHMAeQFdnP0UG6LiygvhNCLEP1aGHq5g6MVL328UNa4kAKH3ZmQiX75jY7r@ILhR821oS6HbatkmEkuDZHp96q75h4pzY6rv02I#iEBYIAMCcw6eCL@51sAshoZx7XSVoh5rqZAhjIxN0Fxdp4Sgb8ftl#8I6sKSvOuNEkDxKr4o3hMR3fq7YTgnAZU1ld7mfEQ7BExqIo5XJibSMN1tVkms6f#RyBl4YBbw8PEo1WcdbygcdxKqyr7nG5CHVXUlq0vyHf9ykYqn7zepxjyybHQXlPPgbCBCqzQxz#qR3YYw4Ec2evvVY8WAIZYXH9sfl1cT7MTkCwWmnQ168rNkZ25EcVl1ptGXk0vTydPaZBpHJN57sBryRWHt#hh3Us0bxlxao3h43YrK68E16eHoZxHtKrwpVv9yy8kzTzPUDT7IEDnarcXUuw9fwBIvZ0WuX5TAtLm#q52vBHOZV#8YNFkcdLIIZqE#vuPmg3OCgUp47dUFjvxafDlkb3AfSx6QYyijyiwrFzQJ1QC5TnYnHIxJU3lU#CQ5rjfOnIJFeEbzsyNjPc4BopR0oSvmMl3VjB6CqtqgB0MGd6IL7kXJL1PbxQrEQtReFVzl5#uJ89OOlGg9sCGiSggcz14#QAyRd54y@e6ccVkb2IuOGZJxc0ub7l@XxH6A7zEkoEAQShrHY4g84LqTBF96owaztfeHqaLv8QizKQYZyqv5b9t@Eri@1pSR4Q0PKdYPnk4vmswJCLXgBdsLCKKwKYsPMxNfKz0dpuHdy47x8ibygPWYaDuTxbsz1a7oE@gjPjakl@BR6faoyFNeyZ8pbj8DF52cmuPksVuRGFz2Q0Nouirs#FqnG7ickR30WsiihxF9XIiTSA6S686trpKZdjxQbozBEj7ojHq8LeM4PdB6n8XSVntqzfdA1RGiRyXWx@guq5cPpLc8HQ5F4xSGzpguN5CSTYsN6IAGVtRYjHiCf@OLU1eQDe1LZ9HBwU7dDB74Ft63KjyrC9s6FPJh@mHEO#nYuDOMMQcFmWyeNP9bGJAR5NEBAzKMElfUXNh#e@whLlLs5@xybMdT7ndjzQ7uZteXfWhZgkedML0a8wISQLRVoGMprait6nnwj83I2kVAivPRVxLdls8e2oW7#IirlvY1gZqDT2QFMgDcrdY5dgYwUnawusG9li6TYx4UsATd2dB@i1On9GlQoxUxXwHVFXIzEiLxkY22NedCl1dTvli@e2lElwd7SPmxTrFAW@UmG6rLpKM3lZBpfJiJyoq@MxVvkyPrUQWzIsdLq3@ITaCLHaSxvbeEH#@DNvMZcoyglHaw0U@Z7bMnmgPeNTgiocymKKPiZYysfIzHv0syS#LDHlFNmNiR16dD@LBPiZRFUXfYrMz4nL3HOFEp1#LMmlHkzGyAq340sGxLpfVGApV1VTtjOYfb1bqX9E55WMItQeXznrpOiNiIn22DhFOeQN1#jrQ14IH0pUOQ5VDe4#EWAmeKeP062CJmxvVhfzaeMNZAS92WytTPRu#SE0uHgMwHXRRdn3pBTA#6MJl7foni8lwJViWL8gWXVlcXh0iHydgGO11Mv5qXFd0CoHhc0CniR4E3MQy6tddVhzynvQdC#sm@pkk4sUsNgEBAsbt#S3CofBKuW4xzfHz3KZxckYfxtGV#lFK6bos0C4bw6gE#Yvzyly9Xw57nO#S7UNtPI3ui8l9VjtjzlFQNJUHx8wZtvY3UK6fVj7xTlgOtrTQvYR5OJsNIfV1eVkykohXB8Uogqwm4eTmPErSQ#4LPZfXvxDLJhL5nWMWjxSog02HRZgGYm6CN#R1mbPmRwV#YZx3F@axco8a7CKHVHk42n5ztoyJuxAvFZCSy81WV1HZyc4rOEwXVXDzTyyfHqGZjkMWIlc@IZPlhKmaNV0gdBW#6QwNTgKm2nFsUU6z5BTXcdwa02Cf9dD40v7TmCoxyFgdyPunMXyZlaSPurLViOuDOSiQ@5SaYvChMhj4qPn0kEMMLM2QlCwIltg8Gs7J#kiKQw4XOmswn91VHK7zUK@x7yu#1YAgsA6Vvy7UbHbaxglDXMgxJFThiVFwLy3RfdkVl476n4ebiB6ylmhkHn92yKwExjd@x2c6HPMLOGdmPy@FXLWyLpZMDjYd9x9z6fdjPfVC5vuh8yaKqPs5xFmL@tpcr6KrRBD@OtFfd4zT3Izmjl0urSQtWcjVigRslHRMfLaYPLrYRO2JnTbI@Cghdp5x9hV7n3TTpYzHwbF1j8d0Y9mYJu5K7VlH2#sGB#k1GiyA1KGGxZ4#35@6EacEGPlHD9@Nz5vVBYxQRrH0OXXlZnoBK9kTt5l72iqeMlk35U1IyboRQ26vs2c@7nuAABVDM3E2DHytoBl8wA0yswFF823zXuEDfcd@3I05IRYFT1Yf@dek4CTNdRMzaFK24ab39NkEVxcXx0TgYun4g6MkgaAJj5FOzg5V0jCh1cTZ1UlFx4@XkPqTG@Xj68kmwoY@KXFDMTUQnXSSRPBK43YdcN1rDb61AZiVdt52M7I4dKH8rYQwYkihzzIZPXiXyWbZ7THNk15JwqRaYUolDzytYpyPiKQ#e4x6hLpyPc#xggusC3wl9aNMJ@hAUI6sN0q4CTSCqKa9nMSpAqagFwRY#zBTNY@xhdGE83KLy4ilP8sqXHfIu3jTot#5rYVaQKqLXd5YubCPxwxmL@0SILUMqJHwi0AJ@xnCI3xO3jChObCuEgva0cshnDw5RlKJu2bll2vZWuBlB0nM2qWUZ9erGL9I9PFpE9JhFjifeN@0v3iIr6mrJpiwt#yDr#Mtp3kcNbBqMqLURftvz4MxpgPU1X2@DDPg3XEPhRPh988sFek8iyhHbylU8lqMnHONCrlEtaW2uVIevwdp1HWqJo19cPCG2gDq2ofqVKPl9eh@QRR3mm0jj5BPCuC8ki7zGedamHKcsxNNCo8Huye7UEXzmMs9LQG2mJSEbe3oNmMWrBXiIUiDOvXsPBijMDmRqO@NqvdEeeBdh#lDM7djfZKt@qYPOFrHNJSSIb9@ZxmXUqVC28gdSlT@psXDvl9rz2TLJbiE@Ur9G8gjw0DfT9jsCVAZgRjtPUPvpDY2WpWvVl8wnM@Hsp1nyOxmegzMauI1F2XPpW39AHM74G3ql4Mu5sYTuJy41mUoIVMiDnW5vOM@ptj2IoCfTXYn9MpJojt8vy#TXq1nlaI#A@Ci8ARyAssRFk@nhdQ@SSsLMRSKm60h7bOdcloNnMa@ti4NQb3Ud3ZutKftVO21Qz6J1xbcohH7kKuIykArM3odcsAyoRoXU4f4Wptql41j8sZgX2w7apNyMispAgPVyXyUDXlJ45W7kt3@oauZxbozZ@G3PDMMur9upEz15ok7SshUZh@z3LbkTG5uw@hHmI5jVoHILkU0JWLuOGuSgdzrRHU31WOhqAmDMMrQi#n@hVnVus0h@#BTBKtHd9Th7jaW#i178RQ9lYJuzIFkg4i4EBVFekAuEnV2lKcTkQpuqM0VrP4uGnqoBtzPuUytaZnYVUTAeUuAEsK2zwQNppoFZndyvtoyjhDWqXwp5Exj3jlKBY0HgDZKLjzRZ6AubHUWs4JnMNyWLzCSH0xojLx7HbCBJ4CXl@6FIrY#Gfevvy45lxRLRSTfBhmoMlztnm4dS2Dd#gZC8HL@GqLtgLvWW5MInuK6rJj3nOvwMWpwTnuQvgl6SbKY6mUUcqpWt07ETfNuA35QW0RLTxT4ljTbE#GIYtFAzDAq6UfPyXtwmdoQF#4o2#TJrJzBeVC8roC0qZ#Iezd8B@EnPpwKdnfVMrOPh7@4FFtvePABM7Nvrs#8BecvIn676nq9a22eUnaiTI5ucAmVUI0LJCDPYKCeGLfSF1TPphRHOJ9cT8r2WXbUSLe2vRDWfJXpw@ua6xV9HMD5liZu0NnVwuTuqKYlY#vyQLBGjWfLAf@Ry65KrPNPFRHBFjgbEzBSXGTfWzppkQknI5dL2lRzwUd4OLiV38H5kGkWSVxBT4tJt9dxvKaAAdCZo1xT2kuWdT#8pfA3vyPra9BDIRPRcd5AmUzM7Z4eLZetyY4jhlRQDmMnDQCVGjPygoos3JE6aa3Ore4BDy#fnU1NKlOIWOBbY3u42j6cOYq#GZntESP2qNn@sf3mYvEWWmWQPOw1V@D@zyc4VYZTcD4N@q608mM4n8C4FWO3rjjXkC48n7jJijBsgkPziL2wJmuVWl3wVF5rcC#VOjEFjW5P8d@Dg5gSV#@pDLhuk@6g16GrU2MfIT0L4x6Z3CWV88EpC1S6GKe8r4rBB8DNevQDyaaZXpt5wQEq@mkAjO8BuHiIDwvDgxY7QQXYldLZAEMRanUT5qPwAIEpU7zoSzkZFRFkw2zuXumoCpA384MavdJnhatppgi35stY@#tk@cp1Y9C9wLwsejs805koAyz2720tpa5KmhhTDy#DHe@yE2gXI1AUUByYCt3JYZ7lF3XUZAHb0q9Om91phnmU7vC0clcQKH7J22O8nXO2wGNy6OgD0NVmTdBwmqicJmkmlKbfLX0QzemsWSmkNRWmwWjcTOQoBoebxBaKauO0qc5ZoVzQqSAn4C1y2QlX0whRhdyyjR1@yhAeNRAyo3RaumYqQuYOzrLnbgjdl3Mu7PZwGk0Be3z4gzjODJkS6LVpq4GuGsdA3ztmia4g@p8uJM#aqk2fVO7i573CtP@iCLBnkm@rUuNJwI8UvXpCtB1rM7bRFlPRXKYgoJcsCL4ronQ1X4kwaA7GqWTFh@si1NnVgpMr9n018pwj9gYniZGIxwnfSpPyJku0yIQURGPDJSja66aCVppXUkekEZxP#tYU@DpkwT#1XJ0TmTmL64aCSoSQX2Qpp4WK@7EWFvv@KuSMFqxlgpewqyOwPdeD8iRm9HclDg6ObeWYqow@WlDXuBB7EMfIus4MWd32ogMGdpu8jDvCPfFJRMwm16i1BbhlTBbifDybxVD5tGdCodKLgtRNHbofbH#B72RTa7upPHE2pASRILQwJa5mK2VNAwVBNMASBh0l#o4VC5XeV@8iQi@L3NTm6EP6GOpkDd5Rf9BXX2cLZGtZkSBYy4@JSDhPhpWZShj#AEt574M8PP3omVRhRaO4x@kIlMA7UIT@mxcK41A6ilI3ALLnRot9ee#T1xqTLeMi7DAxW@LAWk466oE7umH4gf##kLr30Uv4DkYSnHhYC92vbNajISxAgBZ#WCAq@Hl7SrKYFIDyoNUEfHiQQFRMMmeNcRg6Tfx8lVpGHfF04VngavbqRFrDMjFPZxefqhbfROcbFg0fpRZmYN1e1vAdyDOv52WSpkL4YPi41Aw@ic#S6qos05r2mR3wHTSGU5jBhvGkKwuKnRYdB66CNCRFafBzcljpzTkQWgg97WO0r4ew7p7ctsLTdy0#SgXbsPZIG#ZZ6qG#cNQCxMXHvWHrbqahZP#KeREml1OzZDhkDwbJqBskXeaubpxgmEUjOmFYr#MVYbgX5YB#8cofK@K1a7o6xRfIN8qvNLf9lwOLQhyv3PdaT3NQV3eAtyOB4I5nA5zFIMfA9xWRL4jU5UmIkXI0@vFyzTs6DXGdQv2VZdl64d8TWF5a1Ghg5j98iKzq1NU8Pe9XwEAD1BE7o8TjHkks3lhYyPU6P@lM36cL@TYAMHl3HxbBMb9mgsC73sdg@UNBKW9@W7W7gRCYlqkAglMNAPL0IesfcK2G9I@ZVAIN4QYtJziF7ZEvDtXAo1uTOvYkSbmxA7BUV#YPHcgMDpEsKSqzfQn@b5A7TfeOrUXIj25zARg5kgklboBTynJ0C8tj0wgGULQaKSay01pi2co5ituqN04N9jxr#yYCU6@j9II9tuFgcak#KYNIbl6#MYLqDwYrFFeINJpxS3WSuuSFmlKFMv4@Qr52EzoDrjFRJ@iskiwwMo0OJQEPt7n9TFhA0oPVoX5nYkaqAWokSVCVsFziY7KDJY2RHDlB#uu02ZQTe02FShR5x5r1U70aaCyKYmngrk2fv@A6cy6Drrt#PLMFqKCk3ywiCsuDX@v8DCDe1UJi2AkTFxXFM12bYKCd64ycCQrMBwOjPvEA5QSvlCZdl9CJ0rtm159sGJyIDt7mrtE49TCPkjaYzzIXIcc5cw7Ea#igMDKOcV#@v@8nBMfERBLhkqTqNO37jGDDRhoRn1mdHjYHI7J8yuZXDqvjXBSm@9v6CSBH8mmEjshoMxq16yaTtuRaYThT89NSxog0EhoSoEMHe1SvNw#M4vDjqGE9j9b8CITZk4H@6E@L2J6u#rKqFmYkUDi0ld3TnQvrX7WvA7ShC9NrtEXwBlF4sBWi1y4cR2FHEN9OTf3mXZWnv5PuSs7GKj1YfZSTNXBu60hSyNJXTJYHqAB8J8#jEs9V32QbXd#3CrywI2pFQw5vb@trpK5KhaWzmnsd53tamui8L4zM7SJLYhY@aQtIChRwuICFH@jI#vXA#DUhwM#rAtQkd6uJQKWPNfX#HgbAD2d8PoVW8qlJxnV3Qx4fLOLItUhJwW#XnUE40HS70KmJ17kX17leAZpNPJQh2cprtdTLb4#saTqByZxnDYbBopITUbeYmymNBU6EJGB5jm5C#D26II2sZGlKhmqzfjAeytkcgrmJllLM8rfzPgtMnU7#xJ2yaMmUpNuBL2wpP36LRZiBuAMKJCGWUpItYnBRo0n2l5KEINaQO8xzjXZJBC10#xeeR38yED385R263B8f28IzKZRti1#dFajXVrZTBwL#IgjFByWvDeUZRtozfaKQ5qj3jEfbxU6kFeofUrOcGvQaFE4lm6biO9slQKQSe6janRZmk99AS37bhFCVR1uZVUBjQ2w0mPDt#11qoYCF4rhIFJpuJze2yHcK#jHIbmITM6z4U#YWtMolU74LBotG19Nv3#igDTgngnaYpjtukDy#mD@C0HWBs5Ks64uAWBPaiACLpZTnD#jR22xINytgbC26O0MxiPWKZHPCuxxXa0NPpMobBpZclnpEZAxlubqAqDsJFnzBlHQUzBPHYtxTb96y7OntmQTmgMc28QfjrRYD9el4grbZ4Vo28iJefAMVtMretyj@gfS4pi8GQ$$
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