Chương 79: Cố Dong Kế Hoa Mưu Các Tộc đã bị khóa, nếu muốn đọc tiếp bạn vui lòng Click ADS banner để mở khóa chương truyện !
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Mời bạn CLICK ADS để mở khóa toàn bộ Chương 79: Cố Dong Kế Hoa Mưu Các Tộc.

- Ngươi không hề cố kỵ sử dụng một số lượng lớn dị tộc như thế, ngươi không sợ có chuyện sao?Ngưu đầu tộc trưởng đã bắt đầu thay đổi quan điểm về Đoạn Vân.- Ai nói không có, hoàng đế Thiên Long đế quốc và một đám đại thần từng dựa vào chuyện này mà hạch tội ta một lần. Chẳng qua trong mắt ta, vô luận là loài người hay là thú nhân, cho tới cả ma thú đều là sinh vật có trí tuệ, tất cả đều ngang hàng cả. Không nên phân biệt cao thấp. Thú nhân các ngươi sở dĩ sinh ra địch ý với loài người, đó là vì trong mắt các ngươi loài người đều là gian trá, đều là người xấu. Nhưng ở thế giới nhược nhục cường thực này, ở cái thời đại không phải ngươi sống ta chết như thế, thú nhân các ngươi sở dĩ bị loài người khi dễ, nguyên nhân chủ yếu còn là do thú nhân các ngươi không có thực lực cường đại! Hơn nữa, động lực phát triển chủ yếu của loài người lẫn thú nhân là gì, ngươi có biết không? Là chiến tranh, là mâu thuẫn.Đoạn Vân nói một hơi dài.

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6MUQ04SvSBIg2J5CMyxk1FGoa03gTnv2W0xKbHbWC6UDZruomqqs9N8nUVIzmJfhRfRzS4reFLE2q6xYe7+uhr27qbjei3pgpRqHGhvbso6+hf/8Lh33e80Gj1AmEXGJGsvMjEFruqK7ApWVKCNz+YOG1yHE1GEOArtBbNoXRamgSDjZEfZRmnjoyRENEvki6e3Th2mK6cUmdBOdaFJBcVBg+uNV4HQSoDx/dTRvl56dkf93V1m3/VTda6lzJ3k62XB7KlTTzqgoVke3N0ERZHNLN4AWBeay9aHGTdtJMeaNJtxFWuRxSlLpS9RiR0EHNe7hwntxezI4NQDUCSft8D2nhJtKRmCnhnne/h87I/83RLJ4OfYsUqjFKT65/wndWKue6UqQNnIATsE8p2NwFuERYZzbpBFDxFOAxJhOwpIh5vOZGdTIHCCW6xDoKR4Mxl9SaRptlBS7q6ghpcAetpEBh1QdpGD+tKGlVqZNnDrjPGne0Jt5/PfXNufGfTWPflL6KM41ty7z/UfVpPABZLYQclsJ1auhTuBv+sicaXBkk3IyEU3uzNLt6eUn2xG1lJARHWFysmxauBmtw5xsHFuXX7LuewW7TEGJxGl3H+8sVwQnFsDC3XPbHy8EE4S5S66euL6sajvBZSBsZrGhBIdpGX0G4c0pfenSCXkR9lvwoNSTUw0mPaK/q2BU7pdYNG3g+jS7gSHZpvlsm/5SSmomXeNo6Mb53U+JVWoCPfCt65GEJROo8Ch1Z97yYIR4U1ZEurlbwLaoRIbidbjvvNoA6J3PAcOIPcamsYcvKLixJH7UZ1qGr/oBcts6e0R2dylqJD4ftKSnPmtlfkYCVXTIaWvK4XyFLvZ5wgNTPZrab054M/+QmO9uY0RHI1vEzPOQ5azljzYaTX4Ktz9mFPtOtVTOd1PPSaynMil4WEtVmu3cs890Gy97cYgFtwLRwDLnwe5ZKa2VXDGlxwDfxxa77zofLoFO1rio248CxWb4bqi3Ju3HMSwKqtoBjRDxk96wbA/IOqdy+qK6VJb8X3N9glZFu4SubiOzj1dCIfgV2pK+yPxR+IPSCBRnYRArmOWeKs+cajSlULWmDGtfJ+RPP+yKYbeSb6xH+KMCmsZATeRLSgZBQRLEEEhmt/TWMel/lOs6/G5bMjEtdHHN43ll8lQkiuWYecTSqrRZHYQjpNePdRzjE5KdBga5nQAmOxr/+5mTxroeqL0pPEGs/b4pdDf5UjiWfoJoW96BrgkveHqHnlxPbB2h92Wdr+9AtqXxTUO7/GQX6xFvfSs6ZknZ49l9nqcmWYpISPyrGiaZXELBnBsdaLT3+PgvlMAh2RRsG77WwVMpTOwiU4wEEKwcEDGkoPoU5XcKA16EMUyi1cs8t+2i7q4/p68CaH/p+KuU4zDjrQWr95I3Kj/gXdH+py8qQXJYyNYDKAPS3roY88vdaEnAa8pnWoP2V77RXc7JhpaJFdcRQCt4aq8Vfpnf0JbrVF5LHdJIyLwJYwV0hCZUL3twcG7qjkgE2ihwrhsVYlneG9ZzOMi1sXHFV9V12HlpY/yY8Bw260MR3Gbrg9WAvj/jmRBnKSbEHqgWJYqoWCHJ8DnBoW1c4TBglwPhtAfATKzRBhui2QuCciTU08vpfdsx7GQ7tHW7AenAqbGmbOSpod/+vKQQCYSDqHdqTV625iV8sy9K4FqDrnoM+iljAulbEpq544vHojhWeR3He7dItVBOOGorvktAZ3hgC9W2c1GLOaCJ8caXnuiG1EAMoCSJqnqN6e0dJdHjyst0TLqhf2RcB0sN8CIJYFdyWN4HcpxEYPCSK8adyZKPY9Tct9/cT/ktm9ke2P6/hcn5qKnIVL4T5UMKSKYvB0ymZg1SmqivFKlu6o/u+y38JHNEHkjGKIzZedoV2mYJX5jXsgFEA+sd5bR9kaJgxIsoOLgu+Yb0h8EZUL65L1aFcNDrIhpLX3TzzJPllZVDaugPveM320VaD9pFfp8mx7u1bdA1/LxCTZyNejOOqUbdOSkIJKNpOG5ErgbyHzxmd+dZKHOuOOAVWdCp8yFqTLxzQ7LSnej9aKaN25MDyrh4oLE93mwKZZo+coJm8Btkm9+HWym90BN2+gcEAc14LFjMj/jRB1ng/2mXLnZsScfpweBDW6f/OAuu3VPoc+x80+iZBx0WbfyfpmCX6Mhwx7PfWOd5ZtUPZ/hYg54Urebpk07GRI/Cgn+HWH94z+VcFT7qOoX9wmJagjimcahJP4NhRvOzPJ/m6zWH1rPdBihuGUwiq/t+2Q+rQTusKvgzlT0VdoqDN2yI1hGL9Fl3x+zzs1c7jy3j48ypujWeHpm3dvWKhlDCMNmkCpclmVaoj+ajCQVynRURrZLaPmhg9QFMvi/ZeNIu/Lq6g3AmUW/ZYPS7o7PPd6o/PVkVv94qtDiv11+6jMxLhr/5t62QosuXVubJC9y196FWTmfkWvx1zaIZsma9VbQhRfx8cLWriLWx81fyM9L4Id8kgQi49FhysKoK/Gm145U9dMC6x6NIAjyt/hYPApamQOMEC0THzVbY5EAXwzAQEWRFGCG30Wku018oK7z7G83O1+7QOBkcm7f4lyiQ96RSJebpyPqf30w6p+6++TGoy1zPLjeuCXs2pUEaIJv7dD3nYeAi03Y+0Sncb1urI3k9fMs0J8RcYyvwb63pN0ZUhkIUV/9a6HUAhPoblFWTpQAC539oFbzn/H2H7wvMNicPggpqjdqE9HXr2F5CMAvaFDtY3KTEktbrO43tkVND+TkZY5qk66PJWYQVQ6ZXkKPtxgTEd1fdTNA+xrfRFJrORfg6ak8KhyOfuknMeE6jocPpdI7PVsKqVz8EALaJWuhxZFVm1SROnDzuci/1IGNglIrVRjdhTPWwnZKNEtkgMJGH6tBqtkyhAY8beRRKNkplDzh6l5aERzyqYDBPe/hc8I0M9UkrNqXu6G5oS/HRD6GmJBOpMDAFB8CiyeQRiUHEFI2snGGKNOyjnpdfdIRq7PUZiy352Vzz1PUJxcHs+YM912Du4DL7xpFenz4HKdyuytRpijfJ7INcMUHRNunw6dXxnjqcwM+qntxWggF0QFMUk6lxNKoK+JqQaGTAWA10/t9aGH6oVX6dhur3Ucabx28hVy+L34GhfcAg4nzWP0SZNEnBnBViWJQ5wLUcKQfYLFJPVCEMfGYqj9KTtbVSkhKfeGgOiIOhp7G3coVVu39JXSHa5S9u7g015LeZciZAUQHSyXDCMgT0ILZ+10unZEGzX8Ls2403N3HHnTxj8Ie2TLWq6zdLY29WepmqYaEcdEJhCz+aD+S4pIOzjdmcUS8TMgGPdYbWWKsNtlY/dgThsTWtAZJgAfmHy/GH5YwiDLB+jS9xEOZYEH+vsOQvcg18CIME/SZ82SJJ3eoD33UPhyK6U1PcFTCIqe8v79/rr4QMVbegW28KZ8lDPdFnQiwRwP17ersfQ8zVo9Fyx1t1dQWaQmlN42xZepc6WCmuOaMnU4o0A5cmYtVqGOU/QfZL7pnpv/HEpb7VNTwCC4EwCmVkPYm7xJJ0jWPLMgRrx4ryB6/FltSdquaeZdnTmuY9oALhUjAQMqwN3ROOEx7XssmyqvSXH1Qk76tiK2EnD3VJxwr5UDsPmyFDX6VOv7i8V+lg/2+BN1LdC8Ypc+KsMciu2iakUtrPLumyw7cTobkkMm8smP8c2shA82Gb2aUY2/yD2yM0uJ2zWkb/mhGJUKXrDw8ML8URLgDdbT1YxnYI1oQP/5XzZuVnTbi61w+fPPaPLQTJpqu8zH6l88xYWY/HoEA6nVoidw85F70OodsKaaS7Da61nb2N1ZCvpAWy1+pyCNvUGmKIFmhuDCUkURAsRhXB2fMrKAQeYwC7WO0PCOTDgUchPXrD6UVULZ2jfMbV5KI6tYBe3rd/wJLrFRNnk9fjhj/vm/t0B3Gik8UIWJYtYsEOlUWWDRExYMdwdopXhzgNsYp4LxoQhU5z0aBLBl5cHW/1tPhhBiJgnq5ZVt3BdNZhCgyDTxJlRSyFBs0jOsaHS3/QQEUKZkCBjicW89kiuB720DS9Qs5SmsVbhSLiXcqUV+ykF0zLTvm6sQIAYRowgPey2EVFEteEYZEPbapdElN9i0qcd+CLfQ5SGsVfnazZUwH2dXMLohWWVJxzHBx6uucKSD+Ie3hoX9ZH9PNqLgguBby9Xpxxye9DxCHovo0pmifGab/wYTfY6vqcxmervstku0R8p9T+8G3T4CmDi8gUngTedd6usfpxvw4QAJz1M3JEaY6/hrrHuYEZ3ykNAaKw2B+ytlScJX2SKulLhb4cEKa3tjsrZrns9PFD/zatVJGNjSz3aKwDwskqwP5qonYO/WfapJ9Qrzf+tY//zA/8jnjHMBb0SwEREWTACfRZzH1FcrVIX87/2mSakMoKDX+j2M/FYBq/mHP/iPhq4PpFvJItDkR4hkjZxFAop0CRwT7+62iJEZCC4YpaPSZTeZ+JWcbcWPY6wj0Ae0rgGYy5LiyVtTxbcLDl0ghI9E9osmT2EX+rDmEpRy6A4xoyOHYhbcI4R/+pYVE5Vlu3R7bLw/HNVLKHZdYit/j/TOdDHGHpfZaYdnSe/+Ko56HpfsL6gDPzuGrT34OM5a68GYx1Nj25ycbT0sD8faJwL7qI+wlJA1iwpCnnICfsahzRG6EQIX2gidCXJn2OTt6mF0aYy9ERHd9F8o+LUPT8ZhS2/IbD4scEhN3wAvsX6AgQuuN/qartYVH8qz18/G0/fIb5ev5lnkdO1I2EtxjpFVAORDBNL3uTR89RtpkpdHXYceZIyrZ+pPCQMfS4/pPcJBa+1I2j1F7q8ICnZ3K/WhRLe+sG9guv+7ty4Y83RF4G5DKl/UMgqVptvhW94WMQBFF/eJ6nPi4OfdOk5zYET7QRrkZ5BQ2SB8qdUszhqx1/DZkXILu77ap6UXiID+iIq8Of3wm53K7I5ZUUaUy4kd1G3uCm+mHWWrl5nX+Sg2lVngWSYe3euapQ+Fvx+O9BHtQT6DNQid5u9H9BefDfHiHb5za9zsBuvVsSAWVZXr661bk6N2yKmuCSiAoEOmzOLs2Gt/W6oyDDCdFUicVF+tNwhicklT0tWv4tYwdAGo3J/B/1Y3zRkr0vXJRHiOBcs2JkLaxRpBVr6CAEEyPnL6LWVfCVQ/fYArJ9beEyBQdKI1z94dCsYZg3BtUdISU888hP1LAzKBUceROSlOvdRTYMTozcjuuvVKW7ENKcUuS1fDMigePjUac3JP2Zej3cDLYc8Yi4TDWitje7Dd6PB5SzhesjS8MtHwznd5JMMXik2qYk9LR0NmcOycK53+sAgu9QTVVKT197M0SNsVaxoRN7zsEtRJ02WTWKm6MwQalJj6qZ31leRfYE+cFQc4r9pzEWW56lYRrmAAWdJs7/Z7NURjGgPLPqIfOSprAQ/H8ATJFTmkwafoskJLvbxleEUZcESbycboJi4ybbrtrNgMtw1pf/Wf2HLIS0uosaTVB2Z1fIehDq+KX7wbAhQVmUB8KVFGqeykTGdAMbDrBjyD2xJt1iLz9gz+bfjk52hGDyPlpsbBANkQaYbdHbR969vqZazPkyNkdskH4PNPuXSK1kpAEC4veNtXhYxoXiMYtCfA+eVoH9pfBojy2szk08/ijnoo7ljoxOPeSoTjCDXSjoj2y34BZdBqnkCu1EqkKcF4oy0SRZH6iIz1m4yikBcwQXR3o1jFW1dPGbc18MiQRzaQGynlKVXJPQaWr0m6AVEH6JTh2q/eicF0e97qXQAN8cG+1ZyzOzi/pJTvz8n4bMpFbV0tN4AdoSXKC1Ih3+3FWZrXZP3CO2kmtngs2t+5JitJGG1viDUn6s8ZseuC159KHleRvAzXNZ6tlTba+JYBDE1VsQqmZeu2IXLROxIa0hE2zHHboASn8uscgmYmb653d6ZgX+rSmWs1oIqQi/VFXI3vnQ2jhd+50bewAMLDgYcc1ft0E0byLKOqSDdXeLQe/vumgVjnmbYI34qYQJCLSirxSmxth0gh0OUIIMd9hmloiDO2JK/VcwVb6YHfIbAw1gbTVbxyng9w5J8Q0U75zoYlFIdJ8P2SHLA7Xs5hJxHDZ16GlJ4lN1zWEVn8oz1lzNhI9Z4AfQRf9YYAJTMup4eYxK4ObfESFK+ZmxhhvVN8d8rLBwuuuIzCaeIR0GgpS33lJzaokTmW6pj+Yg/wbYhlqIc0yMNVoAxyhwk3cyKy97vU/+X15uPkPU7nx2LgkVgtAPQ2K/Es3xexZMbzqhAXln+Om7c8DrBit6M5nH6lLE555VrLxpxuYnMtJzQ2MafOde9BN8N1L+lq+CPWCT7uRjyaLyOSTDLGPY4/oi2KIz/log+MPkgM6EV3VioRkm9jWiI+nWjeZorkMFBhvka7LDS/sUXN3L4lPeDwagkXwHx/2OoLR4De0TZ3bBG4AfjVfjshRnhqWYZIL36rW0XIxYSaLVyTDIVpdBTni6gjrM3ePKV0gEOfYqGEaZgCfFOISmmHmkWH9yao6dTvh6/DzfcbCySAYuds6aXo0o38/vRMJWeKlT9Ojy8yAyhnlGP+QiKPY5ofp9TcAjT3fLe1X+DK6RQ+IaDHY6m8VZvLIUh16k7pyYoeeTG/nziih86wB9nnkhu0NYeEBHXIfOx8SQ7waziqA29yU+yYRmy6MX/nKr7NorkdPVdlqrJvKQ/ojIvGOOYwvgJmKY0bbsE2zDqQ7QSobVVqga88a+kemzkXjkmcY74OtiKNf6hZdZ+Smuj74LEV0tvFdnAJj1ljMSuWl0cznm3dkl91GPNHzZuBZgKRtKdKC0Ib+qQz8rQm1x+Kj82l9oFOOCS0pyu/80GXcfvO2P2bSr/k6VJyt3mYhjO7QoqhV2ZooshhcpxBmYJP3p+z2J6O7KJuKPQjbKAkkKQBStm9jTpcASH6Cl8KnnGYrUDvBAxmgX1QjhytDBQ8Vqg4+F/1NUdcQVUMK/sN6ZAk42fM+4+la7wEJhtgiL6ZOqwu2AYR8IPQqC1k1y713fONeseLR1nwDVaX0rgIhSvrQem4MavY6jAn/4Nf0S8EGvOFI2xLzzNpj/Qkb02vru8E7tpuQnefCgTUY2DZY6Qj9vvmJ56dNkxwZDZqlGXRt/76l4nx3Lgzlrfp0DLhsKBXR7S4w7F6AdQtv+I2DQECXaTvPOXVB/EnoKV0OJqaRDovsDncIoQVUm5N2SCIu8GTG69vvq+hNnkbfT/QPucV8CgS3abgdm1ttq3wRFZIgIX1NKcwPs1tb8kHpcf/F636XS5MgMvL7JRqCv5OALNvJ7wJ/eiVOhv5DwDaHWauFxcB6GL8zLUVAzN1V3HuEclWOIhDIkUES42dj3YmkFcLd3/aP447jP2wxr0CTd7XNkcqQGISo5bjpsmFIYNe/bbFmkZ9zoNtk/uHenJ528l5VNHdNO6F0NvC4CxkWREoBIhlfewPT1rSP5cgnX6L1BzCzTNi+gxGHMNhCXmkfwHJExxDUkUNFdZJl+mxhnNCIg1NqaiZxD/c6Jb4OYEk6v85E+dmE6u9BHXyJ6heByla56yxcO2DJ86npT+dZ1WYGAPoIkKx5VuU3ekMY1SnizdjmyK9Csn8kSxZlfMgI3+QKfRMcn50LNHv0sf7h2MvcWxCyPP9khOU9pmYuUkeFW3r202Pl1tm5S12NtZu5496ozqImWd40Jtlg95zGz+xdlOsaalShvyOuoUH/51O8QNHTgLTWWdHHBe1IzHTRh6ngz4mqDxDAUzVjDMEWHwmAWKj65oaHbVmzkNhrSpAh12NG9dYMM6/2GKSODrCWrJlI2lPhoTeyPVF2+/7U05hGLBC3PLlfY70sqRLVs59+S1+sKfAUHKAIwXmd16FtDBgfeQMY6F8in+kjYexzlh6P0gRFtM4/4QqLw8BMO7U0v6xCY/RF7e4B4ilrczx7zyrTc/uRAse93ysJS6e7UdzvGbyJuuo4BtcN+M45DZBihUKWxqguElHDrHdbMF8ByGtZbcoKc4PrmDO0n23edQrPiYnG3q959bfsVWByHS0HW+DXoBfeaTPZ7v7/9dyIDytC2hpJJTUuDex9b06FVm88k7B7SWKy4K4KhOM18vriK+q66VDX8dAA9dsZYxcBUfC5CkGiUcvReB4lcYUG/8BY7wIIivoB7dl30u+Y2oOMwfEMjK/WUagd/YNpa8d4008GnMI3cSJecGxKIyrZVFf8ZsufdKT28Htz0fFNQLOcFxmq0AXJk1lSZxoKpiYl1u9DPfbzCTbtOIBxpj4W6B+9seKLKJBdc0x8c0AqBTbp6dAxJ+ZC6xCQnhaYtuiC0ntwMCK7fm6VtLOP0yYYr+SqzbSfvTokU/Ade4BmG44QgkYO6dlaGhUBNqmtBsVZIPnfdwWONA5uwJtSgMmHF1LL1z3NT82lIw+htA8f+W3m6DURYlgs9/MjNZIindK4hynU+f8C9WfDUutekS7+iFOyq96u6e+mZWd7+nMpEvWlOY+cVPyTqzbMldNZ/cTqDZXRo2L554yboJJqdlBUhI2MTQSW2JRbIdCV2aLjBWPbQmKa6DTDH0614dGN2xmugohp1HrZTwp29DNhVTOnWM9UQLzAl29xVdsv0tXJMFZ6CVQLR/k+HaPuRe6qQJWxFLzS3CmSKg4NF31H3WGGSQQDCI06Jiy6/utFyqkeyIZmq4wDFQzq+YAg1QOcvZ2aYqVE7ZJuBd//sS5usRRWZGl97xG2CXfyK2agmuAav43PlBiQCQZp2SVoVKs46Mm9LxMx12zxzHp6JKrcovbF29lhsD7WvFIbrs1dzOwIdlmMegWkxcnMHMTVos66LJ21ZBLx3s1qd9A8J2ZebNl3PO0nvtWmSkrcoPtgfEvQarzBBvi5rSCTBFAX7ueTtL9JpinMlzlz9hn2vviMiJ1BJ0EcotvsNFrC7p9+WBLb7KZ55mD1sdE8xHaOpO9eXr3bNNn1DmYydRshDD73vZG85ix+QOvuA1zv5gJBt7og9bcE/vhgQJoSblW8VpYqZFOcTiqXe5S7v1LKZehnEpqeqWUSGbOfUETGz2k9ud4x9xfRmCYtGHIqKGPYJ2av1jyUGqhbEnwyiHqobjKeYaA1ORjobo5MYVfitqVg0okC0Ew7Ob10cK2TlME7bXGgTAakyifi5rDCkS9OKDCyp1Lc55i/v2UkOwhFfmlNlJDRSto3jExsvLi31Jj9vaYKXroqYo2vqGqE/PAQKAiSiHRExezVq7ajshqZ7KYXPNn44h8/YLJLcOolvlJfjce11q67C+HJK2TCEQUbD3NbCUX85MRV2/QinL7tbg3HBbLCLSTV/M/K9/GW+Nyoi5+IilF22FT82imfwwFI/n6Di0i0XHIlcnFTUvCXD3kJTwTFJmrIQGk822OvraUeP3Ekd0BmFoeJEau14GgvQXlAkcLtC/4cb+ZmSWk9FGCytrB9AfWoyWbgFlCxWZUXEOyBOHoypXD8O2gXhhrEhcV1DQ9jBjuscS9ROeSIkZnOs5qJkO46/NaXduK9cdvp1GfCftEaBeNTIasXy9za02s5d3R9atUSjy36PT0u7IHobN+j9BFKod0KzYLoyfZzO2aHFQ9eQDJkrYeKoe/imjmWgH2RoJdbgBCBwm2QtyM6j+6W6XihZXNHZcKqptXmXNQaFCgZ52YAM16gKdal/984kf54RSCDUr2hSqSKc24RLngE0rUtVFTWTLz7RuDncRQW6Zk21+OUZBEhQJU8UtqRckqQrIHz4vplt8yqHujUglJgtpnE5wwswyxcW9tOozqohByxWQfxgbxMeFk8UJZ3K4MB6g1qos1MnYHDk3rElvlTkOvCt4p8B7QeiSziMeySNxnvm51Iw9gxtPRZvCunXJ2b3Gh0XkEJIuRd24GSNiQm7TF5n46LFgQcZP4TFG3qOIjytTpLAHmJ2oQIYXBRLpEr6+Qq1tT7TjzADr6AzD65n5chJsCEwaCUQXC+jtvKdMeTI7b8Loi/7w9kQ03r/Dkht5e0k1fXLz4reTqLyAApaJOwv3gHA56FyyAGaZfZLZdVUT40Skbr9n63QI8oaD3tqJh/FdWOPOCz3Hg9x9yskcfYs6IQTwn7X2h1I9e254cPDoFigdBvSerT0RqnjqVrJ+ZnVVjfxH7HZG+cWuawKq9HWK2GcUmGjczpICnDDzanBBi3/Nvu+OSI05vvnjEjpEmzqnSOZ6jp6aECn6F9jthhtNJEAk/anyJ3y4gJ1MSXP1Nu+oUr8eBLpIjHjhUQLtpmgpk/Abq3O1xfuisfg7jO/CNAkohBN4ZKlht6WLp6gF5cSamJ8Gq0iemh154F7uPpABZTBykGTK8UlIqBIbEPtvelqnaXSF/uzRTm2tKRbgxP80aiKzT6AxEYZcL1OZk1qzkkfDd4CRUQHZbmtsyGhNViTtmlHPIPB5VXVxPVLbtkBGsIjQGjgdn9Jw3W+5fjPZUWZstq0lWuIBJ0y+jgsjAXkBgNf5i6Xh4h8XIXZfcRKi26MExvnmt6let+zKQWIQnywxkhdlWbeaC4x/5ICh50iIcMAvRP4z5OFKohzmv4QlHRVm3rmgFzJ4nEvtLOC6HmLk9OWMwJBy/Kjyhr+y6YnK+TXrFPTtIV/kJ522nDqq1SBRqW/LS24loNX4q+AqCOQOwNjP2gcT+5l16akMpCiTqYXuhboy4K3El8wwNWtwjjdWRsKFXa/AAgjDtzV+HkRJ4YbatoWTp6vIqd+hznZmggjJOuMBiA0ZKMnYCcx5yggHNuCq0CgK0DOT0+FDeRr6hcgCFCquVJitiMS3ge17BUAvD9SjFObBec1SKvYKtNenW3WF/fHAgU7A0GG8W1XHWU0K341FSVtqYDGjMisb/MsNXLVyO++foY7z3T+d9PSElxvD5LVps2aDM64ufwC/BXrqhRjmRMG29+5tyCDxBAGxnBKi/U+1jF8/RavOfgFAQSHg6zrzvbelVwRXfafoIJLwhVsYwsx30c9mNUOmEnQjk7ax3Udpr6jud/XbRdw5QQXBQZg4bxeW6icTSHLLO03m6EBQSlMW1gARzUro8MeYrgH4h7/irXFEODMguKMI5lkC8akStGl4p4ULOAYLKbylHwC8GLGBnf/CpEorFQUDSM/7SuZGACPHU/IXoQeGEZYz807YCv6zRNx6FbcyYzmbMx/GGYnXabI8h59iti6Q/Cu2ac8L9BwW+8P9j3O2ORFr/E2JdKqb6vDf7SKe+fpehjTs4VGS3jA7DGeDACEKPSSKe6q5paNW4p0iu1rNcfPmTY8BA4ZlLX7sKJtknz8sN3JpC04caJlPerghiD26zsqIrm7NxvlYarjhHtMXrbqG67A8/rtVhiDx+fAZJDUw38xk7Zm3KrmrstZHfkBU4072R1Lfs3ScCGdzZmMZPhYmAGt4A4neXdUY72cn2xI235qhtb0qC2lbUzGGQSZuRRtKB3o2p2pcj0aix6Susxwmrm2eW5erddCDpz1WGg5TaiqcgIiEKMdDD+2/d58xQ58EkyqZ+dsdyYXwCM9vK3IlKirtE+P/peigrIGdsBRs0xByIJUFlmkYbaF/yu+Mkb7rxINSORCLGVqf+y0yjM79xutZMKbB62SDK3e+U76UfQ3U1L8QeYY/QW0+LxSxEr9ojWZGbjakJ8dKFVo80rdoWs2ggzIzpTtsPel/OKZDMGCXh1CRF1FVqI0rpyoiQj3CMgNYo2293FFk+a5dEAs2FvtTuEva/Tx4+6TYnYGbsu7eDJtjDiGGoa6+N2RvByagwm1+6n2efAFG3PuS2p/VkP0zPoOnvRwckCKSzmTvVvUInpHAtlB9alg3GWHmRRPkhY9DyA7f+iC77TJY4fimRpJR4JaxFa/SuQ/16mQoOmVX2lv97Ac8KtWnj9ds4SOQRXpmTUf7Bg3Wp7BaIwvIHerogccprKCJFc/W0Uj0ooZ0jhSDYzpIZ0iZYeqFS1FHviQQbXSdjHWV9Ws/TXn24lVZjleLhENyOEcPQfUoG/pc/Wj9ifdiOBvnxBe8VMUEJ6+dAPWOtXP//uxvU2Usa2JS2DQP0GcEXyeM2J1bkRKKvGLlu/Q5Iac8y3zGOv8rR0QMApo6DBYgAXLUMBDDq2sdWzCoXQWnKRqt1eQWNhD/Y9T3mIz51iYrV6XqcHIRZ0acYyw1YmokO7PVK7ZFWszCB+SFoM/L3VLu2tdj5QiXLMKGmwvWf8t3so9uOthgBarmrs99MUUJLuwejZCLPyZLhpwSgKzCkZxTcDVKe9co40mKK341YngtXctlWb9UpCPQrW7J853DrIEwnjtfbMBcAqNQmk8vBhSksOvqH8E+b9z43UiFDmMHQVjFndGxcFKtZumr7QTbT8Oevw681NFrHDzXW6/B95rfK2to0hM4V3pTwd+KfeHw5hF+YtXnlJqZykrreKwfc8UMNtJqKWUKTe4mq0zi4a7drKSP7aToRsfWiA5Cr37Uc1a+RFCcZHgW7OXNkiwRjBgKf8y4VyTSJoW+hNVnJyLLC5JEzAsE32mq980i/gcsuSVQNfZkAsAAk5q0bHRSFd/wV8UtwHudPA1pLu7U/TA2YJ0LuegJjm5rv0FDdVt0cN44jRWlSRHd6gP7tXb5KV78gcEpzh8hYgsYukR4nyfx4gTFPulm5VQXCJxQ5pmL9ccqSL8HHeTRkujqDbJpEZDQJjiejGRbpcAmACjkh4Tlypp0fCyNatWtIPi3jmYW2x3ht0ZZw75GumLRUfR9Lz93qfAz3GqjsonrmoxAhjNoAQw6xaO+us0kH2r+M+W5eNlG+IndOiM6agRGqetq3nYGt3dEMUjp4kBt4fIfMVst0hBTVtUwTFfJL0x3qVLDkYKoBCHdwYAhGbHzIDns3u3NkA/t7mm/iNb6IhbFx8yT+V44aukdtETlHJQnDYiAyta4woVAny/6ySyHW+UWxO95kPNjyxksdnpI4Uo7RcIflWmiOgekl/oC6e9bLlVUyLR9ProdTM2gH6tpgakWLuCQSHF8QoSAwKtwQ4h3LCiM9dinZGXeCJpV+uFDLfDdSuHUrvTi/uqNo2293cMNKSSKmRQoiH/gaRtdYbwhvYFK2/BuN6lTMDHCY+c7QnKMqfeY0Q+X4qS3vYmlxm93PY3Net5pQPXRkYfS+IP+QfWo73OAYPxoV4sgwwHgxpN4RGZlwHpc8Qpj3/3Veep0358TPfaB4rpsX6+7iyo/eJkYmvwW9ZnCfO/8jPdhI1Vszyv36LW2C15lX24yjOI24ZQJnDBGpODjrcfc6guUUqgvmpXILpY5+RskXuUb0P2UoXCG2qUgwE0NXLe7DiomBtU9QxZvdumH1BPTQo6TqiuVE10KIq1oxfBgz0qhC+u8P6KqZU5n8Rpu33mO24T5wPaPbfYWPmp8vSOenwepbRflVTOkQy+SXt8M74oXANkCDN7c/8DkBvF53vf9NzrAkQR0c+H/C3/S/PLxw4LxPABGDK6TVBDmcKnla1EuT7dEGpSeUq5stEDdq9/DOMerl/D3z5MFaKYJLaJKOoxWtx9DhvQfFVc5dSgKNK7C/6Kjyf09oL80E75gYa7RMxVmg6Se8TjzIQNv+IHNFNZW3CmGvhR775xeXfLuOWdEfhZEpl5NTEYJ5hc688JRpwn5j0aaTwxA3u08BkFFLxzrH8rFckyU6jdvGrPiLMlXWlNZohRkONRX7fAoyEtz4/2FKH3jFTJDEpVdhWS8urx2mRmBB0uAOQQBlym1efkKvG18hzTXWT0d9KZKaC3sQHN7fiNPgaQ4X9VELi8SMfOTpQHx9tmqMzC/CPTJXC1eS3IUQxgjQyH1Jy8uGXmMbLq5n8yQ5+wu8vhI9+XZLhMI8egT54AfIFApdGybHd6GUxcBuk0fygaTboN3b3DdvFikGLUklpA/Sj5i79vvwgleKru/CBgfrSByFHnCRDin504eYkqoXwiMqfi1d/2Pv3OQaKAA7jNosVIiFvSK6OyNhn2OOP5rgwE/4KUNIochYJRGOfGvEQta9kmUws2psB6i4b56eUXOPVRcxLASS7tBlj22W/G7/NPRu3vP5SAmWfGMZ+bv5f2zDAcCMpRA8KdeTqSPpuyetHR/G2HU5GF/+SJnfNpQaDVQ0joueoWj44uBVt4Ib5OLU75e6yYcrhsqd0R9rNxrhxK1pgVOIs8gCVHgTNj0spzyKlmqyfirPUXtFWue1NLDN7/M8dMtQZ83rMWBawO8DtaUC4VFsomaZQAigCn6oLrrxX7H33/gsapupyFKyYJ89NcmTdDgRfD3GJftvCcnC6eZfoh1VYAOV5W0aGK227wBp1ipsh3PTmblrCi6A2/iHhqI+qm9HzbdkaTaYAYmOxO+z9JjUEpFUgoCDZkC62cYy5jFpHkUzl9LBeCLjYDsvkMzkNCs5XRG6qLL2FC/ipKogaLjoHg3fkt9IIbUzQg8WdnT+9m6g4XWGZgqpHCRNgUFoUFERuIDPzFrZS65wmeGtM5r+qUB0CWrf7s3wOytWTprIx2c8KmS591cfviPYSvkt9Ym09IgmhKoO5q7fnlAwW7D/2AASEZNZoiQU/x7gAIWCRkL0FFG3mFM3yU9A32gB5qNrCoHo3Hk+Pz7A03EKn9OBmxtmWakXgdsc6yUuKWXXyutjuD9CIgQ1pTx1epWptuyZwPBcRtXZun2+PNi20OzY6K5PA33j01I/rvCrgV7PDr7ak57B0pl8LfHx9nZDKvLwHOqCUsv/NxjOqQ2YEOhuTbaFKBQl9EAWaBC6exi9W/DWvnUzqWoCgHXTCbTm1c9K95kTPPdd/dcRZz0KQbXCzewrtOiLg6MaXrOoZ37YrTpOEII90Je3+jYq42teNN46pQodqIkrHhOCuAO8kzGguVOnTWxBxwhqVlGXVXU8ZnmnIPHihsNfH1/2jf1mtnr2kOYgNBpi5JxKDeab8aSQpgCyQsE5F9XnOPPt6uJgMVrmW+H1iKdVmqz2pxkWGuqBufFqIeJyI1AmSlaSVpvCmfAKOTAiUaBXAnyxx3t0wIl9WwQs99CqJ0FkC7YPetuWC9ejLv/tx7lEKxFbap7GMI+DPaMwSGJzP+ZE4ThzRni0J6tMmj3I5HUkPruM1XxOWkZFbv6ytfODOudvPaXNOiVJ1YChwFx/3xqrJdOuUln3eJ4+sRMzo4L84wDrIJEmTcF25m3sKYJxKGbkfuR3rih6RUMo+UBHWhWsTURw==

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