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hoặc

Mời bạn CLICK ADS để mở khóa toàn bộ Chương 18: Bao Nhiêu Ứng Dụng (1).

Với cách vẽ Lục Mang Tinh Trận cơ sở như vậy sẽ theo trình độ của ma pháp sư mà trở thành vàng thau lẫn lộn. Tất nhiên, bởi vì cơ sở không giống nhau, cho nên tỉ lệ chế tạo quyển sách thành công cũng không giống nhau, uy lực của quyển sách cũng không giống nhau.Hoặc là bởi vì những ma pháp sư này nghiên cứu quá mức tập trung vào ma pháp, từ trước đến nay không nghiên cứu tới hình học phẳng, thậm chí thế giới này cũng rất ít người nghiên cứu điều đó. Chắc hẳn người tiếp xúc với những thứ này nhiều nhất, lại chính là những người thợ thủ công. Nhưng các ma pháp sư đại nhân tôn quý sao có thể tới học tập các thợ thủ công được?

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QkGWG+/6yYQbhb+Kn5952OtcjMFENG3IQXSxj9Ne90pFcJ5j2AZhInft/hM3DXWU/9IvUinLvLZyZg7i9T4PMUXsz1izP35fxvQoGXWgGA895hErcQEkk3KMi/XO79vq51awE+mM/dNe6N5iVoZCHSirvVS4VGTFNijP5wNYDBhmDr6pg/oWP8POnZkp2dN351qWFsnSMrZzIkaiK23hdOQAcOWPV0l+j1HG5gycoSOdPjMoagujs5iW5dvP6fHCo2bqwkvMNpbTG+pHHcMQcVABxgjaXXHFFeX8wfVqrJrHcDbXGtcLYJGPWd9B9C4maVmZi2tzC/FSh0/AFENVl0FaAWQGYboagIXXRjRmgwd5R72di6g481EYrGmt9eOVM+cOniSjjoEtl7HusZCEjL7wPGyee6n7KhYfjiKqO/AxVXYpk6wbAR+lMHBVCjwV6rwk8JD0xXKnkk2uP3pSdtu29fY6qmSqjfIqexsygZdZs/MvUOBBEh7gDA8GS17EL51F00mtewT5MhiXUdAU+PfM0ygRcRDyOvmUExzuZ9K+gB6SM7FopGQCQfDFIcebROYeYvQqW/q4XRcsU2mCGNrOvFODO07zlSmuR1mYJQXABUOrVMeQebFApcJ9tWWYtxu5aE/FE/35RYFW4sG5nAK2V4vaXprIu0Qs7fSnPfdES92R15snWpHAwkglNhOkpgBLBmVl72JXKH8VDJe3Pc86LEObEFRi/vEje/QpCrBTWE7Bo8hr+90eEWoj+vHXPRP+uu0ujNbdCcm3ISyUgaXLgtE6j7I6TMoQBNBlQ5GlxHTTiHDxlAETUWdZbthpFQIekz5B3wW3+epZ2Ed428CYLZdT444mgARaAm9xpJfg4kr+oLyx73pI3QmmA/7mpqss/aVzkrS9EE3mJBVRKZDzGCdch8HqTshz/Za3IvpS5B6Y3NInIFnElzSGFWY3j7x+U0KxaHpRg6jEB2j6OFPjMkzbUgU43UahltZHejFTWdOGg4vuDAcx9H+p5gYW84lj5mCKHNrOFpVdXzI19iQyasbI/DY/8v0D2s7FXyjv0ceR+iI7COHb03RTWHNuNxepBIkzzpHvtsrTnCBx/cp+7dnpGK/2SM/Qh27BYyjT+AkBvtuDltHMgXG8eLnhjbV0s/5dlNQKjJYJvm3ESRPg2YKzMcQFzzavMjgK+Za9koK0mdq+tVfOZIE2AU79N+edJvN2tLlHv89JsSPbvQpgh62KO/YqS2XBwnm3DawT+WBA6YoTqgAmmv7tuv+5nAJWYKCG6iFg1OoAglODmalw1ivm/3pgAwEWr/p30rlcfScii8/mgqzryiDwyF1UbmiAhSG8ys/4bL2Ywp5K8BI6njvNk5nbkeFnKvLReMBIboKDG6wvQ8tAiZohp6Rx7hFRE4vAmPLBXbWFijezSmRWQUvsaXap3QkRPs4tOR3jlqFwwxxsvvCjfeGRw0bvdDxpxD5Avrnugc3yVcoYxf9+K6juenhO4DmbEenEaHLFk1+4UALOW05e/+zFNNFq9wJs3Zfqr/TgVotWBtCgfrnG3cV6Ywv1mqZrCyy8wr4+RpI/afp3tWYeSX+u0KN0tjeMgiqQiHdVhVXD5TYTRfDVd2bF3B3ReBl0FkPJGjjiJzrpPuQM3g8NV+ULsX3YHixqSKVH7VaI50fcwkVA0oGOdmCmUGUg4e70BAV0ktLEVE7Pv2fYsOXVKE3/pQ45E/HKgUJrKdl0ZSwvYviKaCkMozNCxX9bST5AQu8MzQYFEd6C6SsJ65pz/CYWJLc1k5yGxSDyvKlYh6j9/GWTgf3cqZA9eclYnSD8supG563y8zK32T8wio8OvkZDKF8J2G/plUzyl/jaL1DBdcHp2MK2XxWvfdDjGCjzRPbaKHhDlQkhjuAh1lMl3PNJvratZq2zEQUd1G5a8aOmioSzcZAeOlMnP9//IVorRWWVI9Z9r4ZNMYCedsrpfeLu9EC5SQwHoGAip56vSYMCO7/dmWyVLENdjmkpkoHkhiUO5FzPGcQu8qNQSb/5PbYQi+xjbkqRgATQWDVqM4tUVucOO4m1BNSQQefIDJHZss49hRtAy8TJo6FncUMui8EnWitRVVtJG7j8efuZs3l0z0uzLJ/v0g5Bp0d3LhobDvVXRpjYXqifGo+Sanyzeu9hGCYZSI9bH7zDSUj0RP7fkabXwdvGkT/KTuXo3BJ88UZCL0X4RaIQw7YGQmDzADJNvXZ6qdJsc1+IkfKS9KCWVvjNeSrF7hbDHvzOTukxbx9lm6MV4V+6jXBwPHPNxCK3N6RiTiAqlwyBrdmzNNBR7Rt5hxb0UsKma29T4W9+z3UVxNTWKG1/cVDj5zl3uwMN+FakILLz6DTzGECeA0gYXJX1oWbrzu4rdGcYGJkVK6L/G00uaitV/jnofo0xHN5yEWVI28nBFaDQgvHKoydlJVzWOACfMKJwpXAufuz2cd2SghiRc3cvZZj2bJ72yMuuF9u7uI+ooQC8qmPOuLt7vHNpv+EuXlaPnWjf3eASmSN3RXmPycHqfs8zJunpcPKegZDPBYzSuw4IHmkhh/lwBKgoDrfIkdDECeMXQ9qL7/Iy1b6gU33S9PafkwEQbkO8GW/PygDPNsPlOm7nLWSCxJ+T4d5C+Hr4e6kce2BGF3mil7smr6bhw5mY3XMdwgRwS+0lanAbCZCu8s2mkcn6sPc99VgS4vZMyTomOpX60rmokRgdSLNqdC4Delx9wK6UncR7EoW65N2oezsjx4h4WnMNvzZm4EBB7GLWk4GqzqmC0apVHeC00seTgRXUpsbhpKqzc9ltesKLm5Yj0132MiU4lGyOX312JSlxDrrOJux2oXVCEVVD71XCGMgGFg4JXM8iVceBc0iLbUU92/VxVUt2nkKCVOQOs+bNNdg9HGVWBReSinJabiJqg2Hq/bYW/BmJPY/3FMHjkPRNdKBSLMHMEcRpfSQIn3iqqU2kP7DNFrnWP7P9aTOTKAXv6pKXMM5Z1iKqIq9lmZowViNKyUyZ5/ikO+oiTlUlxCWXrf+q5LFKPXIJhCX6sSkonH4Sq+gArOQ7y5ZkOYoElcdEa/hvsse+5G+g+Cy56NJiJ3Wnq5JY5V+wEQ3yH2gwpY6crBkBII/MTqjh4wZgFZrX0VyQRa+GU41Gsyc5+Z3NB5xNFdsLcxI1XqCSt67WHG553mrUyRShkT7Qqlwb76yyUgYfno0x+lSHDU6Fssd+XaIVrblg6Au09QjeFgXbubY6Mr2Ho+Xo9yTcjFQ7IhRxFF+vhAP7DT1MoaYvgTe0LMtrnEjxGWUq6xnT76caNdOMhZ1DZMvd1cNZH5hqeKEyOL2UCOI2zzYROR7UHEWk8v9BikKaaJfdBA38cLsA/9QNFoQ7N6XN/S2khDck9ZxzQ1EqM9Aj8H8wvOjkOSKd4jwCdq7aDEGT8i1Lr2s3Sbumr1MmfojrRPL4McJR1kRpj7jvvFfCypv9Dy4977WabGzY8JgCHwQfoftjdx8Aj6K024YJW6wf19P6Z1bT2BtSRnr/aOwnQ5T5Em3L2Phs63vKmlXIqn18bD0rPe8jydzy2XXMMQAa4NkgV9OaXrHLOo1JLYw47JiHXJ9TYRNuiotBS5SOBSc4pYDuk2qxaU5qCHXUEUEuGJZbqwBpgm/iOnwvYlXtIOrPvj0CeyM5zYAj/86wzxTPt+Yt415DanxFF8okGjRHi2Dj9gkwR3TWco/niwr/4zyhw7NoWYF1msSvRH3X0j4sfGGHVyLKgVEEV2lFlL3KKLHhK6wnluCKFBu3pDT1WRUzor0X1OkpXzRhyKA7vnWzKRa1xsaN2RMwFKh6ufbJQ1HXN5RobFrWn6INFg1DPZRadxW7RapdgpAm7ZKGyefC28tB0Eq0AmAV9KPSsZfLT71nHzUk2SCuxdvXSebFDCCJ9UJQYrdOIVaHAPp4hBtWlsBuGpSYLaoksndGwViWDyFT5MVMYbFXipNg30sCCHOxkzfJEDaas7+1EJeQgUTmYx5SMqxbAYeAa/o5edyDUN1plGlcMkTP99YT5UEFKLjdmjNVEo1Qtv7vmNZ3CUGoSWTFUILnLks7BRgCQE91az4nlLfm2blxki2QpoKKmseHKLNGrTld/0qFNkt8j4k9hVP2zVlKfvINWEtV1nvpurSdZyyZY3rOFFGN2jP6MGV58DoGWaOqcNOGTZ7GeS15buO76P5L8d8Aihc6aBUv1+cVJklO8Z/fiZdGPDLuTbVp4SzD0VvBkilASZKTnK/5kEr7qF1dKSQ2nPIVvVgPigN+pr2IOe+kzFbidVTVVpPd1QeGC+h7gnKNjfJN0SEq2l22wUBTx8JWN0luOaE1LNk9VcPZSmk2D5rjrtgV60hADKmc2PagUEEmtfwNMNV95oAStU7/4L0PLwy/PjFqXuS8B0taeSaYv8zEBITz8Kbc399e7TDBwSd+vSOvfRjOf0stocHENnLDVzXi1U/ZaDU3fx+x3JAnQ6IeC+sgTA8Z4x/hxt3HtvdxpuChe9YYRlULv39Ec+VhfyF3HXvkVvoTj0Eu46ENGv/HBE8nUUsLNqLMr6mX4TdFi0eOZ5d/kbvnMLkxlgUzwtAdpDNhydEWxtovA2+pyKx/FCbQBB3zHInsKwnTtt20VIg7lJs8McM0OFvszeSWXQojZJlPsHIvZU7EtIr3hQWthB7kdUdlXnvOZo+XtUcsKG0SzAnJ+YsArQD1vYfx73nMd3q1LsSmJCcRL6TYTjmOQiJUhXRQHkcJHkuzln03nkGK9LdM01vvQ4PXcaT322cpgkDG+MOrDF+7O2evCa6HnAAdO3hEnVR7RfggM+rNVkRCoLVdlRTIpqScJVnEiJ3WYhqfGVpCJsQT4xFil/R5BY9fE5unx92fCp14arNKrf5CibyurtoYiuNsHrVsVlZsX+b4g3cabkmuswiny2J/xjChoLm8Mte1xmQHfY/GI4UdNbzTk/W2eyHTTlo8yGU7uy37ZzB9kHbnaAWJUnQMK+i+zDDyl19bbG1LSvpnqbV38spUMS4B55BmWoADkAsD+V2bN8BYO/Bgxz7Ubcsfmjq1qqUHhnAna/qmIRzqTSA+UUP9kUqVBBVcgee5c1T7as9bnFE/PQCPs1EB/6izwkKj8l+j2bhl3SMMqNMf2dCjM/HWWGfTect8otMWIGR6QKrsS1oENbfUZUQ6PrGSqwjiJQz3ODWVve2GpTE+TzT7tt/NpMmLDEFTs+CYQwlW7KcdwZLj9WPNPaHgdLYsDUYqtlSCTImknmac9BDJD/yaaAFRaT4PgOTVZtQo8tY31ga7DycJyFJx1lLHYd3tr5Fd/cxmnNEppJLxzP0GiGIyp5+ehAtREZE3OUniBi5jqGDFD53jY+Yz1gXeg/utDf5KKjb0Re0SwjdPVTXEwP/6FdOPsnr+1hwp3tBLvQSZ5vPJgWciInmJgdqna5nCvHEA0N4WQPakW7xXtsOBiNlO764B9xVBK9HcqQviHL7vWEJsMiMx7D+9PVSnjKmKbux+x/veZrVTtbMBUDOSOfpZ7wYqHLeCy8H3Tm9BiTOEtuOU38W00YnJRY1bZ0RIZl+og2APpOuF7+Tyzm3BmcjJTQLj1BtGzeLvnm9zptSyM2Uxc4Nv8Zw/V1mZeRNGTWO00Y3ASp7DEMJoQ0kK43lxbUvlB2drqqnh99RcrR3/NfHGTRW2yrKfCQH/jTeS+zBAzd0C6cwjdL6fSpE0Ug2RjBb6KvRvwg9mAwwzMfZfT5d3/Siz3GVhCyvQcoFGkWXuRiZrCS2/CY0EBadUET0yC46z8E5BQtS6eYXdIW3uS/8VxFDJnJz6vdZ9gm1++eTfHUus9PrNY/6lLZC5EQKPn82Ad0MdIbxDDI6arQanCgVVt9SpyJu25Eb+xwP2ciVmy+suFcIYgCeiKpJfw5bXbP+c8FcMw/a/EfC0WAKfecH8Pf2ud1ZUkadlVUe68oTS1l7rs22VhvgO2cmy3f9Tn0bqr7fYi2Al3SPF+hxsjYXlIwwpL/IgVIC7JtFnMj7vfY2OwSher3XetqgeokfLXzdPpyX1f8bs/UTmSbUglTvHtJbFJEiisbXOW9xPObBNuXN6BfPGNvneS9sKjsTFGvYn0unQn6wX8ZlnHUaSwLT/vIVZ3IxShVMVTRCb58t08EXhffKLeDrHaqkFOuNQgKQD3p1gdtY1Ozd2cDdMb4F3E2ritvgiq3dqc+/7esdHGmQr+r1p3zwJFdaDSt9pGDHd/+X8GFZt3d419douvgMykHobKP0w90VogDaWVt++42z5lhaWjkpvXcQvXc4+L/wQ4YbLFysqEZGedeLnAuIZN7slyvrLozRuKG0kLuNDOtwEvZK1Lm6UN9zwJDQRyIgMaoCqLwtzoNOO84M5IaR+XmICVbsCqh9wvXPPaZ3ZOx2nm+A2QG7qlUG5Pms0aPSjYnVJwGBYWCwz2pFisYc1GdVjEbc65ZpSLVHWvGafNAqptcHTLkN8vu7DVJfy9jW+iljUfDGkMGgQVGqxRV/9esg3nL8vfHPz7dycFu/TSqdYDWqnCreobg9mH1hqoV4V8/v5Wm5zqQwGOMO7zSEG1KAE6ratrPXXEXysCIZSJQIRjugKdZ1NwD1yry0FJUl6I+jSJ/M6lPJ4Uk70MmoUi8OCmFmM7rx3HTU1bBIYIHtQxajhR+0ZDSmY9obl9aG5ARTyrrs+jFTAcSsZirte05iyT2MXkjROTiUev7LioiPue5bqotIY593oIA9yiGiG9ABMjB6sC5vjhUryG/EGl/qd8MCXWAdPh2g/o63MFiBY1f+F49drWLVrNNv8xjv+GP0G6rQCEssIDz/Q962e5WNWDU5cJ03bxFvgcW07NwbEZrN/qFm9yuSEdfB88D2ECCiFb2ardOj8pKb6o2y+9YNBoNwHVYlPr1J0rkwWA+nkzOsDCphLXmKnbgx0TpknaOYhn6Cu6nOclYIROFCdPydpAx5gEA1a6KyEpFUInz3zLRkp0pl+oOiIjVobka8YxdZrGsvu/yCebZGHECqx4yY4mpATF0rg1luWag050esBqw3BNgtAS0K50eBf0xagZsw5GDJrftxQOc3kYqHAtzGJN+PHmolMOleINIUHSTbj6puD8tkkWAFy+1OYyJi+Lz20ag3EyMNlT2NUTG6jCakqIcXNGnkILII0w6dxAvaFv8u4uwWkb1BVxAKL4SWvlbzKGUauPZPMD876pPD03KoZY+OBBgKP4Y58xNiwnklQ+Bmmhd8XiR1MKCGrjxj5FyOvCtzkchb98K01W26X9G/lOY9QFrKoeQgWvQS+p2LChx2mls14QuWH2yejMEnLi9Bmat+4e6DfptNjy2XM6bNL07qkM8+ZOq1+m89upCgMSmZtLm9zRnqK8eQxt5Q0azGRE6pLytYRq3+yJdiebgs3LZ/7awgJj2fPbxKuSwfDdflVzyFeWD/VJFjYs6n4Z7d59AL49PArKDFv7fTYR0iN6UNLuxARMveWsNDFm5CY4MKGBFe7Vy2nmoYosvWMhTuBxTlPILft+RnfpDo2qesjxnP5i8k5GaPNHQfGL1FoXOX1bq8NwaL8xn/+/RnaHfMLI4eQO4hD2wBkHSfS2bsCnUS0OVuhweYV9V14Yl2qoXvTSEeWlTIdgGXZWWSvGLH1S+xkHgRBGyhfZg47TJK+od4h3X6P+voJhKWyHPJVYykoPejusnDXCYQv0s/QjLCCHh9WY7OtPvQ37x4+kxU+eVYwIOMv6im5d5ZMrQzOIb82mBZ1wUDVdqKL9xK/m9J88jmZ6XyaS8/hYrtryqwM7u3NyX6e7mtBz8qqvY3KYyTcND6ebHaXAjr8uN58avEetkn1NQFfpSQknYYczZsjwHxxa8ARYAqkmfaktLW6rTD0mz+jhSXZCrfJuBdObVbqtGo6GCYBHYvbU8vUjvl77VuvWWPylziVGUd0IfJqT2FA98b1a9u06Dz8QVtTmaaQE+Kqqg+BSmAG2A23npM0R+Rj4UCr71nN68Epkmep1sW3WzFVqs1FHcoIDsLVDSzqRw0nDx4OOOguNRf/2lGg34L9/Hj9H9tz8kkyAIhSvUCYkha+YSLYH1GvHGQY1NNg+KTbpw59wJKX3d53oshCgHjv4rupaBSgwrjIF90HJ72OPKnLhGe7uY17luUKa5sw676zQSnFc8kIzFVXotNxDyMQYZ9Y0fvyq9SpjcJMEC/vcAyxXMhZD0EPisjk7iupVuhY0SoiF15XVSgdch2Ry5kbBQD1/JJ3VgI31kiqJk1iJvHJXOFBbUfB5jhCDvrkDVC0gwsUsR/ygm3zQQXAw2OLjy/+d0MKlJw6Lk4SIfpkX5CHqOB55LvN+XMXQXCn6EEPuHWlchM9RJT3xn3eM08fTf+V0hJihymAfcsS1l5myc7HVr6qK86NZUvk+/jId3O/RcHgdGFAnLXsGVingwRW0DSqG63ve95jI0mLOoDkx1hhTyOOVjvjmSLxBEFgOslTaGphSioEBI2JXlB+LFmEwv3GAV1IBRJPzcqCTjEKZ3UyFcbX6Fh2lWCZH9Fb8rHWexA0LC23RSTmChn17eCkUbOVKEvirIVlzeTRsO/5TDfLHjmrQsDKHRbNYN9hF+BcKwsojhChgIfAPlTWahJL4EhS1atmi8VJkuzDQ8Gl2CsWdT2mncup06F0/Zac52247FAti7oszLlVl6aH9n7TUTPdmh2TxkyJhwaCxYBZuK7HQTMZJa7U+aaYWAupx95ZAsof0aplOy2pcO8aZ1Yl7KDnzbDzXDA6EdRchQgIA6wjARU/SQAXXmXTdwuiIDmk0ciSFqJxJu9sHFzc50RHEsLm1tGrbiH4ACkTg1lMoDeD8JHFkAW+JJDLgezcuAV5c0hJtKn9BDba3s+d0Fza+yBOSmheFaXAniVHV+6Qj5v/9G8AgutkxP/hF5ldg9HSsNLxz1H3C+wNs+CXhS5QkPJK5RFhRFXGyU+446HhTHUBvskx/PYo8u7pc/X0qcRHUeSp7uyd04K9Bar9Q5im+EC6C5IxpAOBTo/N+WC+fZENU5x14ttjWJBu92fI8GA/snP//lXgGxSt7VyA2vpOYwP91ZKwMJFPJgTMEzHTR8G+W2GIKtjrG29aIutfrM6UTRXrn8ObKGd8We3fBfB2fj1CDNBtK03O2tGUMSEm4OFJyK/IdqkVt1ODoP80OOgIYUYvroWvQRkqWZSBrD+UiGZaBYWgDTLKSzyMWHY9o3lFqNlNSuBUhD4CEFp+u95WAFaozBHPIY5zuXBVlhIRkaJnDpSrKObNawSPYoMeYlr3lLXVZKkA5D99nYwTXxJuVnDuehlE5EZXQtusONxllStyq/OtQAhARrakyVWC9vDLkEE9jpW9FT6d2PgXun3zTlDXnIv+BogtXb3EVzylXPdoFz28sedZOvVaHtwwRThh8tw8XmV5g9yEwZvZulOHuSfYXHpYWF0nfdthy9zid1tmcP6P+XlYRWQ2aB7Jge339zS7R46m0VJJdT+xmej9rosKVVy4mowA73sLJd+ijGVRP5EJ3lEcCF+/8qQm6x+7Qph5tiz1oyKnVv0ZJcpTLN5POU6QV9UKpKfIXGL7qyTs8NuZTXjfECDKeAnPYErKHBuLbNCYos8TkvQlJ3nd5FBbMBbuRqZ5UuyMuW69ZNVML1rGUmC21Uz1GBULpmP4rdQCto4Z0NYZPAuztCfHR7CKlqPbs8osr5S7hP8eaNf+WG0cVyVatkOgRtN4+WMCc9d4lM/t8VHs37TDLjdZkrv9LW7U9l+wGoCg2LH0apa3TVtFKnfBPANXVmL3o4gcKas05a1meInYNYoWuIIpXoyOpwDHNd8CjveuOdjaxbxlGs2t5ksL44kaSvzOKurA9zsE4uqrdSisD0xFaPD0OHOqCB1/u5B4QSgZwWSBr9Ib3G+HxlDqMwE92NaNln8N5MDzZE6LzGj5G0pTx5Dn2H8BvMpIZ1dfGPgcOm0sOHCFNz1kzIIpYDcp9WGs33i9cWNm6+R6xuulgu9tafHbGpPfgGAL3dxKAVaO+NkRDgzYWEQsxCR7j6BBpp5aN0I2XQySDnknJ5w+0kj3+GbAiY4oLOVSYoQDCVli73f6LzKJD0rT+rZCAdVRxzzfwU1gViKIhP0K7/FYXEzzX/wTykcbhP89Cc4dbtOOKZfUR+FCFu0AUUQMsXFALFTS3/tLI9IQMC8lEGX/FvORXTeUM4cH7k6kHxyVp8OT7sYeenU57X+CQCfpUG7DuhwHjbFNLfV+Uka83IwdLkvcFGFbzhLKZgIjiH7Ziu2RdtR+9lfjZ6qgKosBssO8K2/3a5uhvE7I8txxAApOGXX/GS9qF5Wq9AHRIgQjaX3n/W+ezVUzj62fjvZGD3RpARTexDCw2qvKYiBNciI6MQDKRdiCSihN90A9vax/oM3TlLWAWn3ty8hBNmYTvY+E2jv20eOygptL3P5RyDeYVJ8EdWEelGlPSpr/0nqOCG3RfmKvQXwHAkPGmn+tBZAGv2uXUT51c/KkTV7X8UDdDKW94rJjeEQXIJsMlfDGbVhOoSYTA5aVV05N6kUWYcQJSVQFaEZKXG0030DNSuANP/ZMYSXEAWyETW9fLbP+fJiYMt6x8keeNfrrxwCZWsJdaELsouQLedWwqoWflXH9esPrDR71Kehi5h8/vLOAeteAaSMDl5TkejbwPr6oIf6no4gsb25dF6/9DwYjEybHFjPGUtWXT/eKi2HfOXem+9UcrG40w7xD0X0i0PteEBD1K1UE3ZsSDaG12nl1dNmAhmjxG8V3MvABfBBefSKSaQHe/D0YEybpqrZPlIgz7/0BrY+cMyuv6jUQM5ByPpukUlPJ/A5W922swXxFZTdreRA0fWx703C5fXrd3J9JEp5KXaS7C7xI1VX8nJ9GEa3igE3jBQjtE6BOIpQg3L6S8WVH93eCzGyNfs3OVxO19E42civ4pSJaallqirSE0YRn67ypQuGl5T/51chSfx7U9CWQZjzDm7CPDWwuzkpcsAI4+xoCmkGuFedbhEwwec9e4auQlFiVUod558cNg/COLriiWSC2Hi1kmi4Tu3bG79eiPDOxcTn2YSsWb8vW5yw0WhXF1wg1/PcyuRfMy0oiDZ10m4GPT5Uih0YsveWbY74tczHMV60=

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