El Reglamento para la Gestión de la Seguridad de la Información y la Ciberseguridad, aprobado por la Superintendencia de Banca, Seguros y AFP (SBS) mediante Resolución N° 504-2020, exige a las entidades supervisadas (empresas financieras, compañías de seguros y AFP), entre otras medidas, la implementación de procesos de autenticación para controlar los accesos a los servicios que se provean a través de canales digitales y, con ello mejorar la confianza del usuario respecto al uso de estos.
La creciente adopción de canales digitales permite a los usuarios realizar operaciones de manera más rápida; no obstante, también los expone a eventuales riesgos, tales como la suplantación de identidad, fraudes, robo de información, entre otros. En ese sentido, el citado Reglamento, aprobado el pasado 19 de febrero del 2021, requiere que las empresas supervisadas fortalezcan las medidas de seguridad en los procesos de autenticación para acceder a servicios a través de canales digitales. En particular, estas disposiciones son exigibles a las empresas del régimen general; en cambio, para aquellas del régimen simplificado, solo aplica cuando permitan la realización de operaciones que podrían generar perjuicio para los usuarios por canal digital.
El proceso de autenticación permite verificar que un usuario, dispositivo o sistema informático es quien dice ser, mediante el uso de las credenciales que se le asignan previamente. Dicho proceso puede emplear uno, dos o más factores de autenticación independientes. A continuación, se muestran las categorías de dichos factores, así como algunos ejemplos.
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3A2krA5aHuZoi46ydbSZA5gLmCnHI0C2d2MOAyHHC5DZaR/8kyNrmT1zQZ4La5HGeQuB6pb1d5bo+JFD+I8D++l8/Zf64spF0fH8v2XPv2PdwOn7PrZ1lYLq1LqWOuV5/nftoPLy5iaN/vks0+Z5N5llXax9UXrTfbVly3q3wjfbfltI+zxKhLl9xHjTOXjnw6iNODri8pbhvVm20DPrb1p4+TlrXLSf0k6Y9LBledEnuML1lG4y1L28v6tU2TyOCycZo+tmM8svvmkk/jAFuQ8FZjgP0LRNwiSK1WOurvrGNz0LL/kmbEuZzrj+cl24O7Xc62uyvTY98jj3Ww1fW4gq4sbwcXfkhwkWx5j2ufyYRuU27t/trtybJ6v1EZ7L7bbbvk1ue4z7r9NNs4W+t65dbWqy0vt5tV3+v1IU7uRjDKbdl9k/2W+zYpd+mA62sXbl3t27jxYTZp2bT9SVJvo2NDlrZvVAa2cZI+NuoPWYxHSeSr52e43tk4Xib98zgKIg4i3hBRKaojcIC2/ziAJe0PB4J6f0xKbGLiqj9uaoOrfpeMPpLEwcZuk4Or7x673bigx/U2GszSysAy2RnzeuRH94P7yu3Zekh6nKQd1gPLJ/9cJJDbzKLvSWRvN0a5PZsExumA5fdhMAvcujDD7abBbJqyafqTtN5Gx4Z2217jXo5PSfuY1h+yGo+SypfE11AGhLxZDLAPgYiDiDdMVJoFYCfut0kTO0FassYkwxV8+ZwmIHr6BNfP5+P6ym3bgUEHN95yPXHy8Xmb8Ot7+SdeV5ucieKA5pJf38t12uTXrkv2T8tpl4k7TiID18lyxPWjXh/4OrcTJ0PS89y+S1d8TsvGdpB/+ryrjSz67qrXPpclRpkUunTAWXY97SeNDlqF23qYSYNZuyw/lNk61sdp+mPXy8e6HnvL9TYyNmRp+0ZkSNPHJP6Q9Xhky+ezrW0THIN4Z40BHrdAxEHEYwNB1oArW32cBWLSxYFPZoQa7SfXwcSG/6Wpj4Mll9f/krav22P5uR98nAV5Tdo+l+M2mfSzDPyP9/lc0jq47/p+3Yek96YpxzJlaess+p5E/izl1nVlpedmcKtt3ghmkuitkTKN9idJW6z7tGODthfriPeTtOMr04gMvvrsa7p+lldjrN3jkS0TjkG8W40BEHGQ8KYH51aDFPVjIAQGgAFgABgABoCBMmIARBxEHEQcGAAGgAFgABgABoABYKADGAAR74DSy/hEhz4hUwEMAAPAADAADAADwEA6DICIg4jjCRgYAAaAAWAAGAAGgAFgoAMYABHvgNLxtJjuaRH6gr6AAWAAGAAGgAFgoIwYABEHEccTMDAADAADwAAwAAwAA8BABzAAIt4BpZfxiQ59QqYCGAAGgAFgABgABoCBdBgAEQcRxxMwMAAMAAPAADAADAADwEAHMAAi3gGl42kx3dMi9AV9AQPAADAADAADwEAZMQAiDiKOJ2BgABgABoABYAAYAAaAgQ5gAES8A0ov4xMd+oRMBTAADAADwAAwAAwAA+kwACIOIo4nYGAAGAAGgAFgABgABoCBDmAARLwDSsfTYrqnRegL+gIGgAFgABgABoCBMmIARBxEHE/AwAAwAAwAA8AAMAAMAAMdwACIeAeUXsYnOvQJmQpgABgABoABYAAYAAbSYQBEHEQcT8DAADAADAADwAAwAAwAAx3AgCLi/B/+oAFoABqABqABaAAagAagAWigvRqotLc5tAYNQAPQADQADUAD0AA0AA1AA6wBEHHgABqABqABaAAagAagAWgAGuiABkDEO6B0NAkNQAPQADQADUAD0AA0AA2AiAMD0AA0AA1AA9AANAANQAPQQAc0UFm9ejXhH3QADBQfA77xY/yZDxP+QQfAQDEw4PNlvnbWugX4Bx0AAyXBAIg4HkTwIFYSDPiCNwhYMQgY7AQ7MQbq/YGI40EEGCgPBkDES0LCkNEufka7WRv6gjcIHggeMFAcDPh8ma+BhJWHhMGWsCWIOIg4MuIlwYAveIOEFYeEwVawlc+XQcRB3EDey4UBEPGSkLBms6m4v/gZdV/wBrkDuQMGioMBny+DiJeLhIFUw54g4iDiyIiXBAO+4A0SVhwSBlvBVj5fBhEHcQN5LxcGQMRLQsKQ0S5+RrtZG/qCN8gdyB0wUBwM+HwZRLxcJAykGvYEEQcRR0a8JBjwBW+QsOKQMNgKtvL5Mog4iBvIe7kwACJeEhLWbDYV9xc/o+4L3iB3IHfAQHEw4PNlEPFykTCQatgTRBxEHBnxkmDAF7xBwopDwmAr2MrnyyDiIG4g7+XCAIh4SUgYMtrFz2g3a0Nf8Aa5A7kDBoqDAZ8vg4iXi4SBVMOeIOIg4siIlwQDvuANElYcEgZbwVY+XwYRB3EDeS8XBkDES0LCms2m4v7iZ9R9wRvkDuQOGCgOBny+DCJeLhIGUg17goiDiCMjXhIM+II3SFhxSBhsBVv5fBlEHMQN5L1cGAARLwkJQ0a7+BntZm3oC94gdyB3wEBxMODzZRDxcpEwkGrYE0QcRBwZ8ZJgwBe8QcKKQ8JgK9jK58sg4iBuIO/lwgCIeElIWLPZVNxf/Iy6L3iD3CUnd9PH7Q9UeXL8NILukusuja6g53i9BgCM2QERKxcRgz27254g4hkT8d6+wWDoPDXQi2xzxvrVDwzQc/TBIQCeYycNQSpf2Wm0rV8q5ST1j4snQdPHnwwKg4jH66lZnEDP8boNABizA+LW3cQN9i+X/UHE6xLFXho4JUfDUzTYFyVBAUEUhUHE4/Wk9dXothd6jjzkSZTa+82SpkLff9k2Cql1TTM9PbGZbhDEeIKYJQ6g53g92/5rH4OIZUPExu45Fqi2/8Aagl6z0autR+jZr1cQ8XpEvHeADB7ObjvYFyFBmlCCILaOfGsd8xZ6juo5iCiOnSwJVNHqCgnfSToZZMb3U8+ZbiIUlidCRtytoywwAD3H69bhwsYpm+jgWBOdNfTIy1JVL9GKPfpadDv2wEtBYRDxqH6ywhX07NctiHgdIh4SvlN0KmDkg9QXc19YnggZ8ShZlGS6mX3oOarbIKI4drIgTsWsQ0xL6d9GPWLaSdz0FBDEeIKYJQag53g9O1zYOJUVQSpdPdv3UfCsrTX2p22xmW4QRD9BzAof0LNfzyDiMYS6ShLFtJRTA9QnpkPETU8BQYwSxGYId9y90HNUzzruuLZZEqhC1SWmpajstjim/m003ZEV9xLEy3qovz8y0SVUuVXn9HHbouX7T1L/+B5n227dTqOenpNieg3fzy+R9gSkQ2bupfyRh406L6LyC5ThrwbcrZN0sqeHpl8WTxptmZPWIeWU8tv1deNxCCj3XlYEqWz1hITvJeoPMuPHaNw6NxEKyxMhI+7WURYYgZ79ugUR9xFxMS1FZbfFMZ0aoF7HvV6C2NtHg2FaPTrCWnX29g1Ey586RYMDfc623aS1l/oGT4npNXw/v0TaR/q1Upm5l/JHHjbqvIjKL1Ca3TtFpwb7qLc3Shrdsq6mpHVIOaX8cfV2w/kooMIz3UhmuM89PVoHJ2mbIpMiQ076nEkyYwmiILG61shWEHEmz94/UTbePlJeq7b+kJxLIivlT07Emexb9RuH8VN5QtnT1SHllPKH9Zl26abzhuodB1mQo/LVIaalvLyPxolpJ3HTU0AQ/QQxK4xAz349g4g7yLQmbSHvPEUDikyKDDnpcybJjCWIYWWOYbV2ShBxJs/eP1FWyxvdSnmt2k6F5FwSWSl/ciLOZN+q3ziMn8oTypyuDimnlD+sz7RLN5w3VG4ddBOJCfsaZoxl9lsSThcBdBNESYj3U08tQxy7BJ8k7f1h+fGX9RgruLjaD+V/mKQsYR+qGXJpYlmPvCcpEZf3nBTZetk/ZupSNns/bR1meSwTKfUpbevaz4oglaoeMS1FZbfFMb28j8Y6suJegrh9G614OZxDHrGDVefYPfui5V9+iVYc2OZs2637NTTuTy8Fv3QR8f38Euk2WlETQGbupfyRh406L6LyC5ThrwZc+UvU/6dtNHa7nzRKuZPWIeWU8su6unkfRDyWiIcZY5n9loTTRQDdBFES4kHqq2WIY5fgMxoJy6/u7TNWcHG1LwmnlCXsQzVDLgcVWY+8JykRl/ecEtl62T/fC64sc9o6zPJYJpJ16PuTQb5r9gUZlkR1vDgfktsw++omiILUG4RUEPTgvDjnyrrL6THkyzT764l7oJDyJyPish1bHt+1UGfjz/SVc1+Tchr2cUwX6hrM1vru82W+1s2kJa7v4/6ktfYSPaLIpMiQkz5nksxYgihIrK41shVEnMmz90+UjZP/rHVSXqu2l0NyLomslD85EWeyb9VvHMZP5QllT1eHlFPKH9Zn2qXbzoOIxxFxQYYlUV0tzofkNsy+ugmiIPXGiiuCoAfnxTlX1l1OjyFfptlfj9mNkMhK+ZMRcdmOLY/vWqiz1at95dzXpJyGfeLs2QXnjbHUOug2IsP9DYmqPQVFkGoHUXYTRItMejPisn6b2DJ5lddt2SS5leWi9bjlNLPoyYi4bMcCjnEYlSHEVfo64uQP65S66K59Q+2Og24jKvX7G2aMZfZbEk4XAXQTREmIj9G4WoY4dgk+SdpfDsuftX2bsYKLq33ZLylL2IdqhlxCQNYj70lKxOU9/SJbL/tHnhdcWea0dZjlsUyktDvvg4jHELSQqNpTUASpdhBlN0G0yKQ3Iy7rt4ktk1d53ZZNkltZLlqPW04zM52MiMt25HBh70dlCLP36euIkz+sU+qiO/Ztjcvj7iM3ghg65mKHJD26RGEsQZSZdKlctS8Itcx4O9o2s8fiPjsTXKeeODnl+UREXLYT6Zc84SHiDdQh5URG3HzQkFp37duBvOuPBRmWRPUscT4kt2H21U0QBak3CKkg6MF5cc6VdZfTY8iXafbXE/dAIeVPRsRlO7Y8vmuhzszMfbI6pJyGfRzThboRyyDiTiIuiKFjLnZI0qNLFMYSRHlTZGQVhFpmvB1tm9ljcZ/djzr1xMkpzyci4rKdSL/kCQ8Rb6AOKScy4tUHDalte7/riLiXNFvaschyHEEMyLt4SbK6qsi2YM54Vc/iIcA59aTedU3K/OXi5JTnUxNxSxeJcSOJeMI6pJwg4trm1a2F0MhhN5IVX59DompPQRGk2kGU3QTRIqTejLis3yalTF7ldVs2SW5luWg9bjnNzHQyIi7bicBKnIjKEOo/fR1x8od1Sl103z6IuE1g+dhLmgVWedciy3EEMahSvCRJxKuKDARzxqvZXPEQ4Jx6Uu+6zv76y8XJKc+nJuKWLhJnpyURT1iHlBNEHETcJowBabbcNe5QElYnQRREs7p0oEmczPblNBZHxlvU5ZqjHtYlibhdj2zDzOo75a9l26VeQvLra8fXT3ktfR0+OUMdyDa6Zz8Op/o8CIwka4IYOuZihyQ9ukRhLEGUmXSt9GArCLXMeDvaNrPH4j47E1ynnjg55flERFy2E/THteMh4g3UIeVERlxit7oPIu4g4gFpduHTcU4SVidBFESzunSgJsuurZzG4sh4i7rshwCT+Eoibtcj2zCz+k75azqSegnJr68dV/9c59LX4ZPT1IOrvXKec0AzONVdxEaSwvjpFJKUyhVBnARRkudAq7UdzpDLlVHONOdpM9nWq6ykXTXFkDHINEeXCQxJ9cNkvIzKGfnaso32coryHrudQF7uS23tdFnehae0dTj1bE/P6dJjG2L2MYi4IDNe0mxpziLLcQQxIO/iJcnqqiL7gjnjVRuIhwDn1JN613U//OXi5JTnUxNxSxeJMSWJeMI6pJwg4trm4RZEPELEJSmMn04hSalcEcRJECV5tsYFXnj71CmxMoq1ggiTbb3KStpVUwwZg0xzdJnAkFTbvwZoufwrrdjtBPJyX2prpxttRHS+2lz+UPY5pg6nnh31dhMpt6Elj13EqbTn5LSUYCUTRzZVlhNTSOIIok1kpX71fkceRBAAACAASURBVJhZNzPW+rrc8ody6ttAPlTIu819kyR72hbTasx7+ENFZp32kVneoU9+CTVFHXF6rq8TV9vlOmfr3j5OTJrszGsJjwPSbCsp5lgSVidBFESzunRgSJiiepfTWBwZb1GXa456WJ8k4nY9sg0zq++Uv2ZjqZeQ/Pra8fVTXktfh0/OUAeyje7aBxG3yZtklcFKJo4MqiwnppDEEcS664ITUZhZNzPWrvGEP5RTn2TKhwpXLdVzJkn2tC2m1Zj38IeK4uvnK2Z5hz75JdQUdcTpub5OXG2X45zPAt1EbmRmNiTGLqImSW449UOunR2ST0EyDQI9jXrGiw/3WNeiX5kklT3fNi7Futlq7XHRBn+Zc9w0Y43xUE7dz2m0zfigUO0esWKL656e8faXNdPKy/pIVodbz1r+7t76fJmvgbxooiZJYfx0CklK5YogToIoybNtCM6Qy5VRrBVEmGzrVVbSrppiyBhkmqPLBIakegEZL6NyRr62bKO9nKK8x24nkJf7Uls7XZZ3YS1tHU49l/Ch0KWrJOdAxC0iLvl1SIxdRE2S3HDqh1w7OySfgmQaBLqX+gYE+7SuRb8ySSp7PtAXLjdYl3iqtcdFG/xlzr5ea91uu75eGjBYce0esWJL2DetG+6L/WXNtPImr8OtZy1Ld27tmCGPu4mIt6KvYfY2JOxBO3LaSjB9pPVEMpTJnCMeyNWl0zrK0H/pu679JMG9K8rIaSnBSiaapIutLCemkMQRRJvIumwQZtbNjLWrLH8op7495EOFq5bqOZMke9oW02rMe/hDRfH18xWzvNBjQJ7T1RGn5/o6cbVdvnMg4hYRr0tsGygfZm9Dwh60I6etBNNHWk8kQ5mSZKtbL0+gjwb0i3ur9vENrWUgJ53sg8yyyy9PmksRtpcQg4i3/mGnU5jz+TJfA4GpkjGZmQ2JsYuoSZIbTv2Qa2eH5FOQTINAr6FxB8SHe6xr0a9MksqeP7InxbrZau1x0QZ/mXPPGmvdbru+NfSI8UGh2j1ixZawb1o33Bf7y5pp5U1eh1vPWhZsQcTbQPxkll1+edJcirC9hBhEvHwPF77g3SlCUZp2jfnkMZpuYzac9QoiDiIOQp49iQuztyFhD/Qsp60E00eylyFor5aBDmVKkq1uvTy2fDhuTucg4m0g4omWQ2xjNpwzyCDiIOKlIcntmoLBc7V7TpKYra0YOa+YkmrOd0byYo41iDgIUHMEyKU/mWWXX540lyJsLyEGEc/ezi7bd+ociHg7iDi3wXO1B0+RmK2tgjivmJJqzndG8mKONYg4iHh5iRxsW2zbxvzmEpzuFGHoinaN+eSBys2dNmbDWecg4iDiCVbnKB+pwbxj2LRoGDAjhXkEYlZsYgb7dZf9TO+NHnUFIQ5eDOwACeO52n96iezVOHnFlFRzvjPqA+ZYdwADGdkuia8iI55RhrlopA3ylu9BIxquwzMgct1F5GDvYts79Fz3XpLgjjLlJm+wb3nsCyIOIo5fPEqCAXfIrp4FMSs2MYP9ust+Pl/mayBh5SFhsCVsCSJeEhKGDHf5MtxpbeoL3iBy3UXkYO9i29vnyyDiIG4g7+XCAIg4iDgy4iXBgC94g5gVm5jBft1lP58vg4iXi4SBVMOeIOIlIWFps6coX74Mui94g8h1F5GDvYttb58vg4iDuIG8lwsDIOIg4siIlwQDvuANYlZsYgb7dZf9fL4MIl4uEgZSDXuCiJeEhCHDXb4Md1qb+oI3iFx3ETnYu9j29vkyiDiIG8h7uTAAIg4ijox4STDgC94gZvkkZtPH7w/MdnL8NIKd8mmndtslAEXMDohYuYgY7Nnd9gQRLwgJ6x0YDIbkUwO9IM8FsVvarHYz5QOAOHbaTSTQXjJC2dMjjNXTAyJ+ZjK9lR1fAhXOXRC37iZusH+57A8iXhBC1xfycKLBPhDxgtitGWKd9l5nxK6dLDtxKWr/kBEH8XZh1+fLfA1ErFxELK09xx44FkCk/8Aa4KGNX8FMa6sk5UHEC0LokBHHHPB6xDwYmR07rmCPcyCBwEA+MeBwYeNUkuCOMuUl6+P+JODwp20g4iDiIEj1CBKuAyPtwIAYmiO7IFz5JFywC+ziwkDEga0TINnlJdlJbIuMeLnsj4x4QTLi7SByaKPYDwxWrDYOXcE+7+emjz8Z9KF/nEXYxsW/5Dh93Dbq7w/vJTpJJ3t6aLqYf9xw3Zf1qLpl7a76lW4DGU/StsumUU+Pvuskbav1Z3pQhsj1sma0L0TUf5L6x5v9cdky7ON+6jnzYeK2TvYHKqWT/fup5zJLrzUdpW03Wj6qcy2jLUegv1hZTLnrldftFHkbWsm9l4SsoUy5yBrsWV57loKI9w6cCkarwT6LTInJ1fZLjr19AzR4KryX6BSdGuyjXkHOG667t0/VLWt31a/IbyDjKRro7aW+QX3XKRqo9ac3KENk94PriPaFiE6dosEBsz8+ss1tmOrg+6MvhqZpK9TfIPUpOQdJ946NdmpwwNC3lC9NO/q+5H2w+qpt32vhR2BBt5HXbeAEjp0ikpKQSBIlJeLynogaxMuQslwmdavGqoQ30HVAsk8aBJiL6jalHDYRD4l7pCfVE/3bjIeLoF1NpoMHmf3UHzwE2HXxQ4JJxtO2K/tg105C5+PP5IeRSAlxwtJf6vJmP2x9FOlYKMW5C1JWXlIG23afbbuWiIcE0THOiZchZbmkJF/e46idiKqkNCB0Ack+ZRJhLqmJuHjYsIl4SNzdrdGpeLJblaGXRPWRSrQMXDZtW6Euon0LG7L00UA7q1cn7QM/6IQtR/eisgR2yjkpj/YlPFMkEqJllQRPE1d9bXxAcmUmuYeChK8kqbVsNGfF9f3p636Y1D39+2nbuGmCAE+jbUGjIcFW7QgZQ0tU93R/pBwGEZf3ysz1ZT1Ge8Y9IuPP7cu6VavBrwKmzAZZTt1uYzo/KTL68lcBKYuUP0l5bdsybG282Mcga/FkbeyBlwJ1rdhjldsT/5Lj2D37aMXL4b1EL1H/n7bRWDH/uOG6t29TdYuhglz1K7sGMr5Ej2xfQ+P+pGV6iR6p9WdsUIbI9bJmtC9E9PJLtOKA2R8fjriN/pcDVYbybrd0um4BRduL6s7XVrdf61Ii3kcBF5MktZaN5qy4Jl8hkQxJsb62WjA6SY7VPacGaaCvV2R7TaIoya2sR8Ke93U5KYdsy7j31CD16Yxub59Bro17LEIp62bSLuvg5LyWoZG2jLo5A64z9OoXg7C3QRssm9ArJeyT0Y6nD7JcIEstUx9II+wf2NrSWR7PB/I7dopITiQR08Q16IcgjCEZNUlh3LQLriN93fHZVllXKMvDJB8W2CThtXC9cPe9kihHM9bjL9tGepILkZ1FDuWUdZN8MGHC7qyjkXaT6lzWbcvsuuY6p/vmu6bLFHvrcGHjVLcTF1//GyHL8h5D0XwgXoaU5ZKSfHlPpG514hiNE2T/rIBkv2QRYSLdpqzTJuIhcXe3Ri/vMx4uorpk8h9zr0NeKUvkLqG7aDtRQt+tZUDEJWlzkC1J3AyyaBFGH9HVpE3WZZSXxFORVT0dRG9Xk/teSe55Wos1raJ3QEwDicv01qkj0EmdcjFtueWuyum+1kg7de5x9sHWh6zDvmbpNagvX+cjg6A4ERBYK2ua5/OSSCYj4g9Hpj7wPGjOYNv9bKRuReA5I90TnWqiVR2SbYuIi2y8lEXKEd4ryK2TaMvrDqIemZoiHwI0QXXVIc/ZZJnvk9fDdu3pJm6dy3u1tlxb3W7a8rpf5di6NCPPdSthSdJvSQw1cQ3uC0iuzCRvoxVauZKk1rLRnBXX96evewGpe14+Ro/sWSMI8Bp6RGSbDTmFjFosvdXlpBwGEZf3vnyMxuns9fZtRnvGPfIhgLPb4heFfpFBl1n48OEkue60DrGNPoB0KRHnKRYa2tXtqVoGW5NmvZVkMQ0R7+WM9GD8dIxYIh6TjZVyhPeKzL493UWRRXndQdQjZXwEVNblKievh2255a4RWGmEoN+ynqTt1LtHE2ZZzrS/eeRqV9eR363ZB/NIkr+i7EuSmpSI8zxkJsqRPybkYi50I3XLeyL1106EZLoJIi6z1XYmW5FsmREOCbFtVymvIVdcHQ23m0Dnsu445anzNSKetnyBHjBtO7mOvSrCOuIBMXaROkkkNXENygmiGpJRk0wG5NUiqFxH+rqjpEvLIusKZVlAYUa8ioLwWrheuPteSe55WovV9vZ94dQ9srLwQV9lHXYZ17XkutP9xtayy7oF1LVEXM0pDl6KFMMeE3KRWZZEMikRl/eImo3dkExbUzECQmoSPllncK/MQsspNkHGVmZ5Q3KsHzLUtm4dNTnqlnO35ZRby+ci4o20U/ceRx8Ma9gHIOIuctDuc5JIJifitYwozwsfb6+2obOtjUxNkRlaXvUkzLJLOQ3CK6bPyLnPUo/ue2VboczhffWuV3XgrltnjGUdmszLcw2069O5JNbOhwstl7afmH6TpDyIuJecdhP5kSQ1GRFfEJmK0V/LYNt6a6RurmMsZ6T/FJ1qoiNPSLYtIi6y8VIWKUd4ryDFTqItrzuIuiLjsoyWzrUNSbo9jSVOd1J+7JtkvIuJuCZnvdQ3YK+gERIxSSSTEXGZdeVVT+pNL2mCiK+WbYUyh0S73vXVtFqSWGdWXT8Q1KvLfV3qL3iA8BHxRvqUtA+ynPPBRfe1mFvXcKnPhSTOIjw5JjA+IimnQxjkN9IfztZqLWjCaRJx+35n3ZJIWtNMYuVsmIjXyXhLWTwkVcoVeRCQdQTTX7Jpt/qrhK1zSfJDO8TjMm354uA6vs9hH7T24rYgMiaRkfqQJDUpET9r3RpFlCP6ZkIuMsuN1C3vidRfOxGS6SaIuMx4yyk2zmx3DBGXdcQJq86HRDyp7qSNsG/it3RE3CZ7MulqXwsJKxOvXhoIpquE2WMfkXTWLcmeld2OrUtWZN2jZXTf685C63sMkh1LPCWBDvsd1KFJs7EqiaOc7Ldoyy13jeg6+91In5L2IWk5EPEkZKHlZSSRZbKoppbI9birkSIg0opcnqR+uaqJWvdbRxRBANPWbcyP1rLw2twic2u8kNnE1BTrZVJ+0TJ48TSLVVM8dRjkPUm7KXQuH3CMPnF/9frs48NfGtKWbzkeIw95IXHOum2N2LgtiIxJZKQ+JPFNTsRr9fG88AP2aiEh6Uxft8ww86on9aaXNEHE18m2QplD3dS7voDOkkTcSebj9X5WHd2FcnjqCB4auqtMKYi4scoGZ3XV1BK5Hnd1OAuIuCKNp2hQrmpirOIhiKYki0nqtjO6tWkuvCa2sX62XJ9btpGKiJsvcdornsglCYO+B8Q6JJuyeWOpw9o8d/1LgCTVSduS90RkkA2Lfst7krYjq/L1wS4XrBDDK6fotd+lbRz6ij6khLrs5LW4oM3nsyYK7alPZmit3vWfDFYOMYm4VU4cBuUUoUpZ95nRF0FF1cGu0YYk+1YWXetPEl/jXp7rbq51FrShd+RyjLo+uZV163uiW3sKSsp2jcx6tHazT/wxpGgZeaa58q0jxlKv7diXOnHtg9TEEzVJlo1M8zpzCop9zdQpZ8i15sPsceq6JbG1ppnE1iXmsYcvRZr9dd8r53CHMgf9krLEkmxJ1h11JCLKbt0FciSqw+xv2e8tBxE3srXaeWrbU6cCAhwQQZm9tYrzYVBOkTCZobUKu+pWa2Bb5RyHRhuSHQpCKkmdJKfGvb6+19qVyzHKOsN9/viQQ8jaKU3E663VzcXttuLl9k3J8eg8tk9J++Avp/oAIp4j4m6/CKgz3uHUBUneol94JPUFSTmnOyRS6epWH6Theec1DPKm+nVKtyxy+UJeBztsNySMcg1t2Y9q2WmRr2HqNt39Cevl+yUR57rVFy2l7MG64uZ93M/o1y/j9ZhW59G5+/F1Bzq3CLx7ZRa7H8U9FmZy7padmDTVP0lkea60mloi1+OuqjQg4oqgvkQr5Komat1vrXpBSNPWbWepa9NceN1tCelAFiapsg2LvGu9uIm4+TIpL1MYvHiaYtUUY863rKM2153XWg/kTaM7EPDY9zhKQsQ5I8lTSySb1BnvcDqCJLCurzbGrZyStm4ur+adaz9mgqrWw3bLIjP6vLZ1SJDDTKv/y5q9FPmiZK1NOUfdVW94rvoLgtSg+8uc6dpKSsSj/U7XTrUfyfsQfS+gaqPk+gptE+qws+cE3CK7LhKIc8UlaklsZxPxJPegTD4wEXFg64QmZNi6MqcyM2wpjklk7ZRJJq1y4jAop4hkyrqtLLyo1tg12miCiKv52mJZRKOR2oFcjtGNH/74kOvO8Fwgr8yyh5eDvaAcSHgsCWcblIiId5YE5YWMQY7uxUEw+jl2QLDyQbDaaQcQ8eLa3OHCxik3gXKR0m49Z798qTPe4dQLSRKjX4Ykil/9I13dTI7VvHNhQa57HGfda+ekLDIjzut4u2wt1/Q27q09LES/iunrjwsjrrny7jrS6c7VFs6BiBdoDjBIdveS7CS2F+N8ZLedBBBt5YMAgojnww6N+EPEga0TLnKGcyB0wEAxMQAiDiLunAqThPihTL4eDKxYbRw2QgZwT3GJHNtOzj/nlWRgz+LY03BexwEIVzEJF+wGu7kwACIOIg4iXhIMOOJ1cAokrDgkDLaCrQLHjdlxBXOcA8kDBoqJARDxkpAwZKfzlZ3uhD1iYrY6DXIHcgcMFAcDPl/mayBcxSRcsBvs5sIAiDiIODLiJcGAL3iDhBWHhMFWsJXPl0HEQeZcZA7niosLEPGSkLBOZGDRZr6y8L7gDXIHcgcMFAcDPl8GES8u4QJZhu1cGAARBxFHRrwkGPAFb5Cw4pAw2Aq28vkyiDjInIvM4VxxcQEiXhIShux0vrLTnbCHL3iD3IHcAQPFwYDPl0HEi0u4QJZhOxcGQMRBxJERLwkGfMEbJKw4JAy2gq18vgwiDjLnInM4V1xcgIiXhIR1IgOLNvOVhfcFb5A7kDtgoDgY8PkyiHhxCRfIMmznwgCIOIg4MuIlwYAveIOEFYeEwVawlc+XQcRB5lxkDueKiwsQ8ZKQMGSn85Wd7oQ9fMEb5A7kDhgoDgZ8vgwiXlzCBbIM27kwACIOIo6MeEkw4AveIGHFIWGwFWzl82UQcZA5F5nDueLiAkS8JCSsExlYtJmvLLwveIPcgdwBA8XBgM+XQcSLS7hAlmE7FwZAxEHEkREvCQZ8wRskrDgkDLaCrXy+DCIOMuciczhXXFyAiJeEhCE7na/sdCfs4QveIHcgd8BAcTDg82UQ8eISLpBl2M6FARBxEHFkxEuCAV/wBgkrDgmDrWArny+DiIPMucgczhUXF5XBwUHCP+gAGCg+BnzBG/Ytvn1hw+6xoc+X+Rqw0D1YgK3Lb2sQcTyIYFAvCQZ8wRuDefkHc9i4PDb2+TKIeHnsDJ+FLRkDIOIlIWFwaDi0L3gDH8AHMFAcDPh8GUS8OHaEz8FWSTAAIg4ijox4STDgC95JBgOUQdAABvKBAZ8vg4jnw0bwFdghKwyAiJeEhGUFCNRT3MHFF7xh1+LaFbbrPtv5fBlEvPvwgDGg3DYHEQcRR0a8JBjwBW8M5OUeyGHfctnX58sg4uWyNXwX9gQRLwkJgzPDmX3BG/gAPoCB4mDA58sg4sWxI3wOtkqCARBxEHFkxEuCAV/wTjIYoAyCBjCQDwz4fBlEPB82gq/ADllhAES8JCQsK0CgnuIOLr7gDbsW166wXffZzufLIOLdhweMAeW2OYg4iDgy4iXBgC94YyAv90AO+5bLvj5fBhEvl63hu7AniHhJSBicGc7sC97AB/ABDBQHAz5fBhEvjh3hc7BVEgyAiIOIIyNeEgz4gneSwQBlEDSAgXxgwOfLIOL5sBF8BXbICgMg4iUhYVkBAvUUd3DxBW/Ytbh2he26z3Y+XwYR7z48YAwot81BxEHEkREvCQZ8wRsDebkHcti3XPb1+TKIeLlsDd+FPUHES0LC4MxwZl/wBj6AD2CgOBjw+TKIeHHsCJ+DrZJgAEQcRBwZ8ZJgwBe8kwwGKIOgAQzkAwM+XwYRz4eN4CuwQ1YYABEvCQnLChCop7iDiy94w67FtSts13228/kyiHj34QFjQLltDiIOIo6MeEkw4AveGMjLPZDDvuWyr8+XQcTLZWv4LuwJIl4SEgZnhjP7gjfwAXwAA8XBgM+XQcSLY0f4HGyVBAMg4iDiyIiXBAO+4J1kMEAZBA1gIB8Y8PkyiHg+bARfgR2ywgCIeElIWFaAQD3FHVx8wRt2La5dYbvus53Pl0HEuw8PGAPKbXMQcRBxZMRLggFf8MZAXu6BHPYtl319vgwiXi5bw3dhTxDxkpAwODOc2Re8gQ/gAxgoDgZ8vgwiXhw7wudgqyQYABEHEUdGvCQY8AXvJIMByiBoAAP5wIDPl0HE82Ej+ArskBUGQMRLQsJcgDh2/ASt37qfjh07AbJdYjtr2/uCty6DLYIHMJB/DPh8GUQ8//aDj8FGaTAAIl5igjZr+R6qjJhHkxf1gYiX2M7a4X3BW5fBNl8BYtvuAfrpH3bQ1+/bQF+/b32b/22gcT/fRL+c+DQ9u+8QxogcjRE+XwYRz5cPY0yFPZrFAIh4jgbfZo1p3//HebupMmoZ/WbK0wiyJbaztrsveOsy2OYnaNw/YSv9+cjpVBm5girnLuvMv5HLVPtnXDCTHp+3C+NETsYJny+DiOfHhzGewhZZYABEPCcDbxbGtOt4fP5uqoxcTA9OBRG3dVPGY1/wLmN/i9ynOSv2UGXYHHrlsKl068820GOzd9Ef5uxuyb8/zo2v99FZu+hzP1hDlWEz6VXDp9H6rf0g4zmICT5fBhEH+Svy2AfZo/gFEc/BoNsqYIKIRwHfKl3noV5f8M6DfJAhxOMFn11ElRGL6bczduaC+N718BaqjOyh67+9OhfydDtWfL4MIh76UbfjBP0vBxZAxEHEEXhLggFf8MaAnZ8B+/jxE/S2i6fRa0c+QUeOHk/sf3ueP0z3P76DfvLYNvrJY1s9/7bTryftoMNHTtDsnj005nNr6BePb/e2s/u5Q1QZMpXO/vg8bzngqD048vkyiHh7bACsQ8/twgCIeElImAswf5i7myqjV9CvJ+9AcC2xnbXtfcFbl8G288Hl6LHj9Nb3T6Mzzp9Mh1MQ8R/97imqjNmgMteVkcsp/l8PVUY/SQtW76XLb1lGlfOeojedP5lOnIjvuyLi5zxB770GRDwPPuLzZRDxeBznwXbtkOHg4eO0d/8R9e/FA8cQ3wse30HEc2zA+av20oat+xt2skVr9tGbL1mosmKNDg4//eN24tVXGr0f97UvaPiCN+zQPjvU0zUTcc6In3H+FDp0JF1G/OcTdtC9j26lH/8+/t+9v99Gv570tJERv//xbV4f3vnsQaqcMxEZ8ZzEA58vg4jnx5fr+Xoz1/nXshnL9tDKTS/QH+bsos/8YC0NuW4+veXiaXT6iIlUGfIEVYZMpFcOe4LefOFUGnLdAvrSvetpxrLnUo0rzciIe7PBIoh4TgZeG9C89vfrRk+kV4+ZTbOWP+sNova98nj/i4cbvvdT332SKudtoGvuXNFwHVIW7GfjtHF69AXvuHtwvrU2cem3USLuqiurcyDi7ceBz3Y+XwYRz5etfHZs5tqnvrOKKucuoMrQqepl6jeeP5VG3rCQbvjeavrWbzbRD3/bS98fv4XG/XwDfeyOFfTea+fR6SMmqSWL/+J90+hzP1xPT+0aQOzOKceT2AARz7GRHpiygyrDZ1Nl+Cz61UR/Rksatdn9/oEj9P4vLqPKmCfpgs8vof0DR+HMOcaJtrcveOsy2HY+iIOId94GefcDny+DiHcHfi7+4hKqjF5Nrz9vCm3Y9mKiGHzg0DGat2ovXf+dNfTK4VMVd/jiPRto4CBieJ59HkQ85wSLs+GvP38WVUYuodt/scHrjIePHKM5K/bSHb/aTGNvWU5nXzuf/unKOXTOJ+bT5V9dTrf/cjPNXL6X2FnjQLnjmQH6l48tVAPAlbetJP46Z1xZnM9XQPAFb9gqP7YCEc+PLfLqFz5fBhHvDvwcPnKc7nlsl/og36YdA/S7Wbvpzl9tok9/dzVdfcdK+tgdK+mL96yjex7dSvNW7aMXXjTJ9nMvHKav3reRKiPm0tvHzqcla/cilueU74GI59QwMkBs3NZP7/rofJWh/sQ3o+R43/7D9I1fb6G/+WCVsPPa4ZWhk+n175tEf33RFDXFpTJ0GlVGLlWE/i0Xz6Rx92+ivS+Y01ZWbd5PZ1w0W5W57f6NcNoCYEPixBe8ZTnsdzaQg4h3Vv9FwL/Pl0HEy4+fjdtfpB89upUuvXkZvfH8aSqzXRk2nV417Al60wWT6R2XTqf/9sHp9JdjJqlYXxk+h04bNone/8XlNHGB+SXtjdv76T1X8nKp8+mR6Vi4IY/+DyJeELLFZPv9X+qh9358rrHk2e9m7qS/vngWVUavpDdfNJ2+dM969XIlr4LAT9QnTpygg4eP0fZnDtITC56h6761ml4zagpVRq+it1wyS31IRAPz97N30TuvWIYv7BUEE9pueusL3roMtp0P4iDinbdB3v3A58sg4uXED8frh6btorM/sag6JXXoNPqPj8+nW3++kaYs7qOndh2ggYPmr9n8i3XfvsM0d+Vz9LX7NtCZY2dT5dxF9D+umk8zlj1Lm58+oBJqR48eo8u/tlIl4x6a6l/KNO++UUb5QMQLSroYjDffu1Y51ukjp9NdD/fSiwfMn6biAMuO+5WfbFAvgLDT3na/f8pLXD04n6+A4AvesFV+bAUinh9b5NUvfL4MIl4e/PCv0pwk+8H4LfSmi2aqlzP/9WML6L4/bqddew419Kv0pIV99E9XLVBk/rRhU+lfr55Dvu5TnAAAIABJREFUvNwhY/2KcfwC6CKatdzMmufVD7pFLhDxghLxm+5areZx/9s1C2nT9sY+S83LG779sjlqrfGv37euIafvFkcpQj99wbsI8neLjCDi5SFSrcKsz5dBxMuBn7krnqM3XTSLTj93ipp6cvnXVtCStc9H4jBnyp/c0k+/mfy0mhM+9pZlNOqGhXTeZxfTx7+xmn76xx207Zlq5lviccxNi9Qv5ZVhM2jb7vD68E8vodeMmUXP7G2M6Ms2sJ8NFkHEC0jEf/jIFuVgw65flDgLHucw/HLmOz88jyqjltEDk/GTVZyeinDeF7yLIH+3yAgink3wKjNefL4MIl4O/Nz5q43qvS9eiIFJtsTzzj0H6ZcTd9DFX1pGrxs9pfrr9dCp9FcXTaX/+PhcGvnpBTTiUwvorLEzSL3/NWQynfeZRXTBF1bQ9x7aouripQuvunM9/fQPW426OQv/2jGzaMxNi43zsn3stxdjIOIFI+Lrt/bTK4bPoneMnUPP9x/JxJF6d75Ir79gNv35qJnqZzI4YXudMCt9+4J3Vm2gnuaxASLevA7LjkOfL4OIlwM/ffsO0ZW3r6Kv/Lj6azSvZjZ++k4afdMS4hczednid10xR733NWXxs7Tn+cMq8WbH/aefPUg33rWGKucuDJY7fnKL+SHApeuep6GfXkFfumet4gxPzN+lkm8PT8PLm3kYS0DEC0bE33fTAjXHa/6qbL92+ftZO6kyajlddjOekvPgmI3I4AvejdSHe1oT8EHEW6PXMuHV58sg4uXCz979h+nmH2+g142ZruaI/8MVc+k7D/bS5h3mx3j6Dxylf75qHr3uvLn02JzdRhKOr/GKKpxdf8WQidS707z3os8vrmbfh0wKpqRwBv2NF8zAVzhzwAFBxHNghKQBZOm6fYqEj/1Ka8jymBsXqK9y2U/TSeVDuc4GCF/whm06axupfxDx/NhC2iVP+z5fBhEvB35WbHyePjJuZXVpwqFT6Oo7VtPitfsMgs2Y5Gw2f97+tTxFZWT1Iz/XfWtVpNy8lc/RnQ88TQtWR9cLf3z+bnrLB+YSL3M4c3k1icfLGlbOna9eFM0T9rtRFhDxAhHxj39jpSLiPRuiL3RkAd75q55Tq7DwJ3SzqA91tDdg+II3bNFeW/j0DSKeH1v47NTJaz5fBhEvLn7mrHiOhl6/RH1sj6eevOGCmeobIDxNReKtd+cB+uZvttDf/uccRZZfMXQSXXFrj5pawtNZeDqKLK/3l67fHyxvfOLEIN39yBa6/rvr6YUXj9Dz/Yfp7z8yl/79mnnBvR/88hI644LpwbGuB9v2YgxEvCBEnN+cfsN5k+mssa11mndcOo3efMHkwJnhkO11yGb07QvezdSLe7PFAIh4tvosIz59vgwiXlz8jLmJv1rNSwguVF+6PnQ4XBec537zS5vDP7W49gGfGTTmM0vpoWk76fAR8wvXPIZ86Z516p/Gv5p+Mnoljb5xgSLWqze/oD7iw+3d+rPqEsWPz9utknkLn6xmzVdxmeGz6LZfbKTj+Ip2xx5IQMQ7TMQfnbWLPnjLanr/FxbTBZ9bpP5d+PnFdOEXV9Ldj/QGwFi9eb9yqk99J/qTlHbELLY38rKII+bSuqeqL3u8ePAYfeKbq+jiLy0nlkvKeMnNq+mBKXjZIwu9Z1GHL3hnUT/qyIYAgIhno8cy49HnyyDixcXPIzN20tsuW0IfHbc8iO0Ln9xHV9+xil41YoqaGvruj86lu3+7lbaLJQm37j5AO58NlyC8//Ft1aUJRy2jb/56k6rrn66crd7zqoyYQ/yr+b79R+jMy2aq6SyX3bwkaO/tl86k8z5TJeubtr9Ipw2dSPw17u88uDkoU2bfymPfQMQ7TMT5jenK8NlUGfIEVc55nCrnTKhuh82gD31tWeAYTNgrI5fRfX/cFpxrBaB+NXG7mp4yYV71ZZC+vYfojPMnU2XolEC+04Y+Tq8Y8ji98txZ9Lm717RUnlb0sax1+oJ3WftcxH6BiBeXSLULbz5fBhEvPn54hRSO5e+6Yp56QfP1502nz929jlZueiEST382YTudNny6erFy3dbqN0MWr9lHf/G+GfTKYZMVef/F49vUdJVvP7iV3nPlAnrnh+aoevYPHKUb71pLrzp3hvoCJ+P3J489RZXhM2nv/iO05ekBqgydqr4lcscvN0babhfeu70dEPEOE3EGIL81zU7B//gpVm2tpQl5LdDKyKX0x7nm29JZA3jakmfV0zE/ceu6Dx05Tnv3H63JeFgtm8hyspPrMth2Pjj4gjfs03n7aBuAiOfHFtomedv6fBlEvHj44fev+Fftnc8epK//bCO9lldIGT6HRt24lH4/ezcdqn35UuOQy337wS30jstmVZclHDGXKqN66KGp4S/QT/cdUET6pu+vUdxgUW26ydZdA4qc3/VwNcPN64bzR330+uIct08bNoW+9Zvq9elLn6X7n9hBPP1Vt49tezEGIp4DIp4E9D95rErE+e3nJOUbLTNr+R5FxO+zPgLQaH24r30O7QvesEP77FBP1yDi+bFFPVt16rrPl0HEi4Uf9eEeJtLnTKBXDptErxoxlT5793rib4LY+OJpKh++dSVVhk1T5PniLy6hB6fuoI+O61FTRHmZQvsePh7x6cX0hgtm0YsHqnPOb/jeKvXFzoGD1eMxNy2gd1wavl/2wS8vpr+9PDx21Ylz7cMZiHhBiPjD055WU1N+Mzl8Im6Fo/xh7m41p2z8dPNLX61oC3Vm6+i+4A1dZ6vrZvQJIp4fWzRjx1be6/NlEPFi4edfrpqjMtSVEfPonOsW0HMvHDbINGei+YXMf/kYfyNkAb35opl02y820Y6+cE54Paw9s/cgvWL4dLqxtuLZcy8cUWReZ8UnzHtGrb6iV1z749xn1EeDtu1O3kY9GXC9cVyCiBeEiPNaovym9Vd/ut5w4qzB/63fbDLeqs66ftTXuLPW050veNe7F9dbZxdbtyDi7dO1rfuiHPt8GUS8WPjhpNbrL5hDf3XxbOK1wzUG+f0rXqLwTRfNVAT8P65dSL+duSu4zuX4Jc2Hpu2iz/9wHf3n13roum+vod/N2k0nTpirqHDZH/1ui3rfbPsz1aUNr7ptOb35wqmqLJP9V4+cQnqxB57+WhkyiR6YvN1oT8uGbXsxBiJeECLOP0mdPmISnX1t9SWMVjnK6Bvm02nDJql5661qA/W2xsl9wRs6b43OG9EriHh+bNGI/dpxj8+XQcSLhx/Ogh87Vp2DvWHbi/Tp762tLoAwfA5ddksPLVoTfsiHY/1P/rCd/vnq+Wp6Ci+U8DcfmE6cWX/HpTPU6mnnXLdYvU8mscjLD775oul05W09ilyvfapfEfNZPdUP+Fxz5wr6y/dNoaPHqiT+nZfPoGHXLyJ+cVTWg/324wtEvCBEnJ2DF9/nly6eFssYZek0ffsO0ytHzKBRN8yHYxYIFxoDvuCty2Db/kHW1jmIeOdtYNskb8c+XwYRLyZ++MvYH/xKj1oe+BXDptBN319Hm3a8GMRafkHzS/duoD87d6qaynLOdQvp15OfVoskSHzyFzQrw2bS1bevCO7V13/8+6fUlBOO5Xzu7z80ky6tLV3IX9zk6TEsBy+28JqRk9T7YDfdhQ/4af11agsiXiDCpVY0GbWcvn7fuogDZgGgW3+2Ti1j9NsZO1tSfxYyoo74IOQL3tBbvN7arRsQ8fzYot22T9qez5dBxIuBn+MnBunme9fSkE8upvdeW12m8IwLZ6rpKM/WiDLj4dl9hxQBrwzjlVRmqzXF5Yucu587TJufNudy3/6L9XTa0Cci2ez+gaP0yuFTaNzPqx/wuevhLfSq4ZPo4OHj6oM9fzFmMn3+h2vUS52KiI9aTrf8pDV8IinWUW6QQMQLRMR5Xth7PjqL/nzUTOL5ZVkCmF8M+fPRs+i/j52Br2oWCBMSA77gLcthv7OBHES8s/ovAv59vgwiXgz89O4cqH4j5NyFaj72rybtMJYp5HHgrvG9dPrI6WqO+NV3rKandg2ouH7k6DFF2N9+2WyqDK2uoPIPV8wnvY44v3TJU1ae3FL98J7E9Ie/vozedOFUVQ8vccgEf+KCZ9Txf/3PHvqrC6eofZ66MmH+s8RyyPux3358gYgXjHTNXcnLCy6hS760NFPnGXnDIrUqy6SFVYeFM7bfGZvVuS94N1s37s8ODyDi2emyrLj0+TKIeDHww0sHnvvpBfTq9y0gezngKYv76O8+PF99CZM/Y69XM2E8f/+Rp+jVo2fQacOn0jV3riL+LP3snmfp3z6+SCXKTpwYVF/drAydTPwrue0DM5ftUSuk6M/Y8zKFTMC5nPow4PBZhNVS8oUhEPGCEXF2phu/t4oqo1fT1+/LZgWVa7+5iipjVtMnv7Uy4tS2k+M4Xw4s7eEL3rIc9jtrQxDxzuq/CPj3+TKIeHHwc+z4CfXFS425Hc8MVNcJH7mM3n7ZXHpsTvhdEP4gz7v+a6GaQ87rjNvLHK57ar/KbvO88qefPaj2+bsfvHb4hAV7g7nkvELKa0ZNpk9+e5WK51++Zy298fzJap+nxLxyxDS66+FexPoccT8Q8RwZQzurvZ278jn1RS59nt96HvrJhWo+9zd+VZ0Lpq+l3fJyRkzCOSOu36bmwWN2z3P40lYBsCHt7Qveshz2OxvIQcQ7q/8i4N/nyyDixcTPPY9uVYsh8Oflb//lZjp0OFyt5Kv3bVTLE7/3uiW0enP4mXtJxvv2HqbKkCeIP2+/atML6oVN/lrnB3gRh9EraMh184hjN+P78luW0hk18r147T5F2nmqDM8hf+2oSWrRh898/0k1b7wI/lB2GUHEc062brt/A1VGrwpevtCAZAf9uw/PU5+2/f2sxl6uvOvhTVQZvZJ4/dL9A0eCJ+Rl659XP5kNu34xPfNcdU1S3S62+Q0CvuANu+XHbiDi+bFFXv3C58sg4sXAj14F5dsPbKL3XjtfxepLv9JDT+2szgNn7G15up/+4xNLFAn/xq+rn5zn809ueYFG37SUXn/hPHpifnW6qJoXPmy6mpbyyye2q3nnvB748Ovnq6ko7/rIrICI89rllRFzafOOF9W5Pxs+kR6a+jSpL2fzVz6HTlH3S6KfV1/oBrlAxHNKxDlYX33HSkWUzxw7h7Y8HTqvBubG7f3qBcs3XjAz+FlKX6u35XtPGzGT3nLJbPXWtizP64re8L3V6in7HWPn0oqN4Rqnshz28xUQfMEbtsqPrUDE82OLvPqFz5dBxIuBH/4sPWeqKyOX0pljZ5N8/+qFF4/SIzOeVjH47WPn0+I1e4NE2Pce7lWfp+elBiujltO9v39KXbv53jX0ZyMmqf0LP7eI/vGKWWr/8fm7FRGX88WrL2nOoB8/tlWVee/H59J/fnUZ8dQUXmu8cu4iuviLS4JfwfPqB90iF4h4Don4nucP0cgbFqspI6NuXBIhyhKcdz+yWWXM0y5B9NFxy5WTsxPL+uT+9x7arJ7UTx85gybMM7/4JcthPx+BwRe8YaN82IjtACKeH1vk1S98vgwiXgz83Pkrnm6ygM7+xAI6cOioirM8f/vSm5fSmy6aTZURc+jK25+k/oHqmt/P9x+hCz+/WGWyOZt9+rlT6bsPVbPkvMThK4ZNV0sN8vSTytCp9P3xW1Sd9zz6lJqywi+HSjz/tw9MU98e4XNfvnctvemC6jzxHX0DNLPneayOliPuByKeI2Oww/CSQu/80FyVCf/YnavqLi105Ohxeusl0+kN502lA4eSLUP03AtH6FUjptD/+K/qE7V0Xnv/0Vk7q/Pazp1PTPrt6zjOT1DwBW/YKT92AhHPjy3y6hc+XwYRLw5+1m19kQYOVkk4Y233c/yS5TSqjFlDl391mRFP1dSTkTxNZQEN/9TiYK74wUPH6F8+toje+oHqV7Xv+OUGOm3YFNq3v0rgz//sQnrXR2YadXFbvFLKm2vke8K8Z9RUlGcyXvY4r/5TNLlAxHNExDlA/9VFU6gyqofu+OXGiGPFgWvcz9dTZdQymrq4L9E9M5fvUeU54x1Xpzy/dO1eetsH51DlfWvpW7/ZlOgeeT/22xM4fMEbNmiPDZLoGUQ8P7ZIYq9OlPH5Moh4sfHzk8e20hW3rY8sIciZ7nse7aV7Ht0WxFj+CubffngBvfZ9s6l354vq+yH80R9+d4xxefjoCTp9xCSV8bZxyu1w5rz/wFG1Pjnv6yUN7bI47iymQMRzRMT5gz2/eGIbcRY6jWMsWfu8mvPFPz/Vu+/QkRP02R+sUWuRz1oeXYM07v6n+wbog7c8GcxXiyuH851zaF/whl06Zxdb9yDi+bGFbZu8HPt8GUQ8//jhlyDP/+xildl+4cVwIYSk+Nr+zAG67ttr1NTQd1+5iLY/U31H7D1XLqCz/nNuMK2E1yPnueTL1z8fif2L1uyjyvBZtHRd9dppQx+nX00MSX5SWVCu9XgDEc8REW8U8DzVhL+excsX2XXwW9XzVu2lbz+whS78/BJ6/XlTFQl/9bkTafdz2X6d024bx613YKljX/CW5bDfXrvY+gYR76z+bXvk8djnyyDi+ccPv5jJK5JVRq2gf/3YPPrtzF20o8+/Atmzzx+m38/eTZd8ebki0KcNn0a3/aL6q/Xx48dp1E3L6LQRs2j91vBrmsOvn0fvuHR6JO4zpnkaCq+OwqulcFacM+fvuGw28TrkecR8N8sEIl4CIs4AvvyWJfSFH66hXXsO0aSFffTVn26gYdcvpFcNn0SVkYsV+eY1SM/+xHz62s82q3VIuxn4Zey7L3iXsb9F7ROIeP6JVKex5fNlEPH844ez4FeM66ELPreE/v2aeWqKCJPit1w8jYZeN1+tYHLNnSvoyttW0JibFqovZr5i6ERV7h8/Oo++9/BTwZLCqza/oKanvGrkLFr45HMBiVZzys9dTD/9Q3VlFBuzx48P0l+OmaSmk87q4a9tLlIPB9/8dfJpr3adOG4N9kDES0DE+Wn31p9vpLM/sVC9kMHLJfG/Vwx5goZ+coG6NmPZc6mXOITTtcbpWqVXX/BuVZuoNz1GQMTT66zbcObzZRDx4uGHp5r8Ye4z9LX7NtCHvracRt2wiM6+dh4Nu34BXf7V5eo8X9+5J/yVmjPan/ruWvXy5nuuXEjrt4Yf+mF/GHLdfDrjwhnqw3v87Y9/v7Y6FWbj9jDj/e4rZtKHv76c9g8cpdE3LVYc4aldBwIy321+ldf+goiXgIjzl7h4LlhlyCQ65xMLVDZ8+lI38eapKtOW7lE/Vx08nGyVlbyCF3KZAckXvKErU1ed1AeIeH5s0Ukc+Nr2+TKIeDHws2vPwYa+Tj1/1V766P9cpb5+efrI6fSdB3vp2DFzacIHJm9Tizo8NHW7ItUjP72gmvEeuZSuuLUnINrv/8Ji+qcrZwfHPszhWudwBSJeAiLODsQf6OnbV13OSDrUs88foSmLn6VbfrpBrWdaGTJRrR/On9l1fSRI3ov9zjlmI7r3Be9G6sM9rbE/iHhr9FomvPp8GUQ8//h5ZMZOevWYufRvH5vnjMuM1ePHT6hfqVdt3k+/nrSDrrp9Jb3pwulUGVHNdN/xq820t7ZEocT21l0Daq74+Z9dEhDsr/x4LfFqKjz9RK649vkfrgk+dS/rwH6+MAQiXhIirh2L54g/Pv8Z+uI96+jfrplPlaGT1TQVXpv0L983hd7/xaX0/UeeIp53pu/BNl9O2ag9fMG70TpxX/bYABHPXqdlw6nPl0HE848ftTLZ6NXV97POmUBvvXga/f2HZqpvd7zno7PorLEz6A3nTa5OJeVPzo+YQ284fxpdMW4lTVzYR4ePmBlwje/9Lx6hd354Ab354rkkP0//k8d61dc1+eM+TPB1+Stv61FTW370u97gnL6GbX5wBCJeAiLOc8S/8KO19J4ray+F8Bzxc+fTG8+fRh/48jK6+7dPEc8h4696wfny43xZ28IXvLNuC/U1jiMQ8cZ11y248/kyiHj+8cO/Tn/27nX0jV9vou88uJk+/o1VdNEXFtOwT85Xc8PH3LSIPnJrj5pG+tC0nbT2qReDJQnjMP7cC4foX65ZTK8aOZtWbw6XK+Tppq8ezXPBzQ8E8bzw04c/rr4Z8t8vc6+sEtcWzrcXYyDiJSDiO589SK8c+ji98YIZNPaW5fTjx7bRio0v0JGj4ZOxdqytuw/Sg1N30g8e6aUDh9xP3bostu11xmb17QvezdaN+7PDAoh4drosKy59vgwi3n344Q/7vO3SefSaMbOJP7AncX/h55fS6SNn0J7nzampnBm/7Rcb6R+vXkG/mbzDuEfej/3O4wlEvAREnB2J55K5Mt7bnzmo1ib99PeepH/4yGz1Aoha33QY5oiXbQDyBe+y9bXI/QER73zgyzt+fL4MIt49+OHP2N/84w3Byimbd4RriDOGmWjzl7gfm53uI4B5x3+3yQciXhIiroHLc8QnzOujz/xgLb3nv+ZQZdg09dOUegHkgql02VeW00/+sIPWPdWPJ+SS2d4XvDU+sO18EAcR77wN8u4HPl8GES8/fngJQl5g4dWjplNl+By65acb6chR8xds9Qn70Svoa/etQywveCwHES+4ATmg8BzxL92zlv75an45c0rt5cz5dMYFU+nSryyjex7dqqaq8AL/eQ9AkK9xG/mCN/TauF6z1h2IeH5skbVts6rP58sg4sXDD/9izR/vuebOVeqL1kePnVBzwgcOHiP+ouaa3n56bM5utcjCuz86t7oCytApdM03VtPGbdGk2Xce3KIy4Z/67pNGTOe1x8fctFitGc5TVrPCI+ppLeZAxEtAxHf0HaBXDXuC3nD+dPrIrSvoVxO3U+/OA8TOLh3o6NFjxhvV8hr2W+to7dCvL3i3o320kQxDIOLJ9NTNePL5Moh48fBTzV6vUlNMeAnh142eRK8dNZH+bPgT1ZVThs2gyrDp9Jfvm0oXfWEZ/eKJHfSsYzni/oEjdOXtqxUJ//K96434zv7y8LQd1V/Ax6ymH//+qcj1bvapPPcdRLwERJwB9nz/ETp05AQ9Pn83XX7relr4ZPhCx7HjJ+j3s3fRWz64iL5871o4Z0lsbg8svuBtl8Vx54I5iHjndF8U3Pt8GUS8ePhZ07uf/uaDs+hvPjCdvnbfejW3e9zPNxJntn85cQfNWLaHNj894F055Q9zd9NfX8LZ8pkq2WZjee8Lh+hfr1moPu73H9cuoM07wi9s2mVxnC8MgYiXjJTxz1s8H7wycgn9tw9Mo6HXzaO3XjxVPSW/4YLZNHlRH4h4yWyuB1Vf8NZlsO38AAwi3nkb5N0PfL4MIl5M/HA2m6eRpsHeiRMn1LriZ1+3SK1JPuazy2njNvOFTa5v3VP76R2XL6DXjJlFc1Y8l6qNNPKgbGuwByJeQlK2pvcF+tR319KZY2fRa0ZNob/78By69eeb6Nl9h+CgJbS3Hhx9wVuXwbY1A2kavYKId94GaezVibI+XwYRLyd++Fsf436xVX1sb8XG5+nmH6+nt31gFlXOXUjv/q/5xBlxFxb5K56cJT/z8vm0YWuUpLvuwbl8YQhEvMTEjJ3twCFznjgcMF8OmKU9fME7y3ZQV3MYypKI7x84Qr27DtHBJr8JwC92Vc6ZSGd/fJ4z2MPmzdk8rf58vgwi3l5bpLVdI+WPHD1Ob7tkanWhhWHTqTJsJv3ZiCl0+VdX0Ixl7gw3T0W55htPUmXUcvrAzSvo+X5zHfFG5MA9ncEWiHjJiTgcqzOO1Qm9+4J3J+RBm27sZUXE73poE51xwUyqDJtNb790Lj0weXvDJBpE3G2rTmHY58sg4vmyVRYY4fe4Rt+4kCojF9GITy2k6UufI/4ypqtunq5y/xM76C/Om6nmg//od1ud5Vz34lw+sQMiDiIOJy4JBnzBGwNwfgbgLIj4b/nn6BGL6PThE2nkpxZQ5ZxJVBk2i+avCl/STmNzEPH84IPtVu8vjW1RNl+2ZXtsf+YA/W72Hjp4OFwbnL90PX/1/tiVzXh++f2Pb6ez/nOumi9+yZd7aPOO6NKGsHf+7F3PJiDiJSFh9QyN68VzzrQ28wXvtHWhfOvwkgURH30Dr44wj+atrP5s/fDUHVQ5dxl97PYVDT1Yg4i3zt6N+JLPl/laI3XinnzY+NCR4/R3H5qpppSMunExrdy0nw4fcU8h5XXBJy7oo6vvWEl/PnKqWohh5I1LadbyPcBAibgbiHiJjImBNh8Dbafs4AvenZIJ7UYxmQUR59WQeErKhtrHPmYue5Yq5y6hK25d3lCABhGP2qmT2PX5Moh4vmyVFicHDx+nv/nANKqcu4gqav3wGfSakZPo3VfMojE3LaTzP7uIzr52Hr3tkmnVD/SNmENnXDidPv29terDfGnbQ/n84wVEHES8ocAN586fc/uCN+yVH3sxEX/r+6fRGedPpsNHjzfkf/c++pTKgJ956Qy6/tur6IzzOVu2iB6f/0xD9e1+7hBVznmC3nsNXtbMg6/4fBlEPD++3ChW1m3tpx8+uoN4fXFeUphXSLnkS0vp7E/Mp3+9ei6NvGEhfezOVfTD322lZetfiHycr9F2cV8+sQMiDiLeUOCGQ+fPoX3BG/bKj72OHT9Ob7t4Gr1u1ETvBzx8Njt+/ATd8N1VVBk6UxHy04ZNo9vuj35pz1eHvKaI+JAp9N5r5mI8yEFM8PkyiHh+fFn6EPZhl0YxACKeg0G3UePhPji+xIAveMty2O88bt5300KVwf5jzNrASW3Ut+8w9Wx8UX1ZN+k9rnI/+m0vVUYup2u/sRJEPAcxwefLIOKd91+XD+Ec7NIoBkDEczDoNmo83AfHlxjwBW9ZDvudx83MZXvUy5anj5hK3/z1JvXz9JRFfZTm39TFfeplzcVr9tKcnj00dfGzqe7ntiaBKHpQAAAgAElEQVQueIZu+fE6qgydTpxV55/KgY/O48PnyyDinbcPfAQ2yBIDIOIg4gi8JcGAL3hnOWigrmyC0L2P9tIrh0+nysgV6kVLftmy/f+Wqvb/4n0z6NGZT2MsyMlY4PNlEPFs/A/jGPSYFwyAiOdk4M0LICBHcQcnX/CGXfNp16f7DtADU3bSt36zufZvE33rN+35x5n47zzYS7+duZueewFf5cuTj/h8GUQ8n76cJ/xAlmJhBEQcRBxZsJJgwBe8MTAXa2CGvbrbXj5fBhHvbmxgbCif/UHES0LC4Jzlc860NvUF77R1oTzwBAx0DgM+XwYR75xd4BPQfSswACIOIo6MeEkw4AverRg8UCeCEjDQGgz4fBlEvDU6B5ah105hAES8JCSsUwBCu/kZvHzBG3bKj51gC9iiHgZ8vgwiDvzUww+uFwsjIOIg4siIlwQDvuCNgblYAzPs1d328vkyiHh3YwNjQ/nsDyJeEhIG5yyfc6a1qS94p60L5YEnYKBzGPD5Moh45+wCn4DuW4EBEHEQcWTES4IBX/BuxeCBOhGUgIHWYMDnyyDirdE5sAy9dgoDIOIlIWGdAhDazc/g5QvesFN+7ARbwBb1MODzZRBx4KcefnC9WBgBEQcRR0a8JBjwBW8MzMUamGGv7raXz5dBxLsbGxgbymd/EPGSkDA4Z/mcM61NfcE7bV0oDzwBA53DgM+XQcQ7Zxf4BHTfCgyAiIOIIyNeEgz4gncrBg/UiaAEDLQGAz5fBhFvjc6BZei1UxgAES8JCesUgNBufgYvX/CGnfJjJ9gCtqiHAZ8vg4gDP/Xwg+vFwgiIOIg4MuIlwYAveGNgLtbADHt1t718vgwi3t3YwNhQPvuDiJeEhME5y+ecaW3qC95p60J54AkY6BwGfL4MIt45u8AnoPtWYABEHEQcGfGSYMAXvFsxeKBOBCVgoDUY8PkyiHhrdA4sQ6+dwgCIeElIWKcAhHbzM3j5gjfslB87wRawRT0M+HwZRBz4qYcfXC8WRkDEQcSRES8JBnzBGwNzsQZm2Ku77eXzZRDx7sYGxoby2R9EvCQkDM5ZPudMa1Nf8E5bF8oDT8BA5zDg82UQ8c7ZBT4B3bcCAyDiIOLIiJcEA77g3YrBA3UiKAEDrcGAz5dBxFujc2AZeu0UBkDES0LCOgUgtJufwcsXvGGn/NgJtoAt6mHA58sg4sBPPfzgerEwAiIOIo6MeEkw4AveGJiLNTDDXt1tL58vg4h3NzYwNpTP/iDiJSFhcM7yOWdam/qCd9q6UB54AgY6hwGfL4OId84u8AnovhUYABEHEUdGvCQY8AXvVgweqBNBCRhoDQZ8vgwi3hqdA8vQa6cwACJeEhLWHIB20fVnT6DKVZtoy+AgbXlgNg15oB8EvWDY8AXv5vCBAbpd+pty+wSqsC+ePZvu3tFivc9bTpWzl9OULHCeZV0NyqN0d/uuUoxbPl8GEW+xXzSAPxt79nFT4wd8qxQ+7cMAiHgCpwuDYy1IlmSwD4DBjn77roCAg4jnb6APbOXBqy94J7kfZUK7t97n++nuqyYovwv0vmMTDTEIuKOMx/5BPUnLZBngjbrSyp22fGgn2edMyU9SHbaonM+XQcTd9pdY0PtxmIg7r+9Lu7Xrs4/T1meUh2+BiBuAaNGgk982aplii3izk2WVMc7UYRu0T0i8awExqyxZg/LkFw/JA0An+uAL3p2Qp5httsbno37uIJ9GwGWsOcpk6VOR9prAt1FXWrmj5aP6qi9bI/fkFaM+XwYRr48Fbdc4TMSd1/el3dr12cdp6zPKw7dAxA1AZBkEXHUpwFWzztfPS+5srZJROVNtukZL27CIfqvaQr2dx1QrbeAL3q1st6m6u8TnEwVm1kWLxxvDVkaAb9I3sqxrcJAS6cuKIY3cY+jDqq+T13y+nGsinkd/dsTXrLFi12cfN4Ul+BaIeFMASjWw1bIian4kk/GM5i6mkkEGo2pmrP4DgU/u6rXr59WybMbcT/s+/TM1l51Nd8/jn6nlXFG7vKUfMQCqOaZGQPfd65NR68N3vy6Dbft8xa1rX/DutGzu9vOGqyx83vbf2nS2YFzTfm6STRW465Sp6tDSmUEyrGv2GKqmvmh5ZtPdD9hzxOvcL8fSOnVFiIhRXshQmwcflrdlCPUV/EIQ6MkcA8M63P7hxmA+y/p8Ob9E3LadaZ9O6D8OE+b5qtxGrI+QX3/fzPpM33b6re2b8K3Sk20f/nM0R9wPdF8nWnItMl/TNWDXZBbBUDlk4GS6T+GLV+q6IMm2Aw8OatIuB7FqPXKgMO7zyhqVkaeihJm3ejLWaVsOINjv6GDiC94t8ZGm7a2xp4mZxLzL31p8zutHuu16/uTyX1dgdpzj4C/GBraZ4eeOqSp8vTou1PNTW25bTvt6re1gLNP9561d1q7Llrt6PZjO59Cz2U/7/rDN2DEwoispb/H2fb4MIp7cngpXwYObHmdq2yBuR31n0CDiNt6rCxpIX/XjN1q/XT4cn+224FuhbpLbvWj35IiID9KgGqCrTiIH3I4o1REsInIYzqpBUnWcuOBoOrgr4Mj7dZ3RrUmmrUAnCZKzH1xePxxEBwlbRrvfZttR2ezyOG6PjnzBO7c2KJrP1/Unt/+6Am/kXD0i7mw7HluGn7ruleOX3A/GD3dfquO0Hj9q7Vv3G32LtB0dc4zyCUm10b+E9+TWDwKdV/Xp8+X8EvGcxXAPJky8RfFoxMAIftlGMoZG47hZf9RHbewGuHS1Bd/qaIIrsI3lo1mezxcRb2FH0ystJghJGS0HqbYh76vj4M6BQt4vHFg5qPVEb2TPqvdFlj5z3VfLECR9WJAPSNX6w6UO0+tV9EnqEvtNDza+4A07JcFdjO9JbNb1J3cdrsAcOcfjieHTVoB3jjeiXy7ZdH2ue+U5uR/0190Xg6Tostb9Zt+q9TSXETdJnmscMtsUetEyFmjr8+VcE/Gc6TgOE+b5OnHa5VdGDLX81BXXXXVo35Q6s/xIjdvWOVN2+FYZYhuIuHQCa98EvGNgtxykCggZvOo4uMtha1NTjF8Eak4sz8U+UXMflFy1jJW618peGf2sI2Pato26HTrD9aYJd9zA4wvecffgvInRuj5f15+k/4d1u+qNnGO/tYKzUcbXdj0/dd0rxy+5H/iouy+pM+LBdLswkSDHMsag0U/HsU4GyPvsMdCuo8jY9vkyiHjoV/VsHIcJ83ySGOiLoXXwW883A3/TD5tWW5ZvmrJXfTR4MD1bT1ULdWSWj8rabb5VDzOduA4iLp3A3q85EK+xLY2jAoA6V3MCcV2BPgimdRxcB5ygPDuPI/hFHLnWrnFf6HhmoKzKYPch7E8dGdO2besQxwZ2Qr0Le2WkI1/wbmW7paq7rs/X8yeH/zr93BEQ6xHxyNzsah2KnNb106pcZlaaibGel18bU2LHMonXenVZfXP0y8aMkyzI8a1u/6w2M/IpW852Hft8GURcYtG/b+NK288+bx7XfCHwjXo+H8WeUV8C7Gq5dPyP91OrLfhW2+JraCM/5hopByJed8CuOaF84UMEK+04wROpDB61wCmzOJGfdXXg5/oFuTfuqX3tMmiD53fzige6LfXEHGabuJx5v6MP1iBjlFf16QBdezEl6L/Vdl39ZQ/aRoDeDff4gnc39D+7Pjr8xfB5x/XAn6pB3PAn9pGIn1sBlcs4gqoR0JWvaZJQ83chl0oQ+PxUysDyquPQz/1jmeXHdeqy5TZlq8oudWSXd+nLrCM6DkXqKPDY5PNlEHELix47x2Eiel76lcs3fD4f9WW7/nrYNcYu+FYpyLVhUw9GuRyIeB0FpVEmyiYfIKGr7HXlC97Qd/b6hk6T6bRKQiTh19PnrHMYiwMC4vNlEPFkuOsG/4RvlQMLIOIY/IPBvxsGrjL30Re8y9xv9C3fwUiRBf3rXW28dRIIjMXBWOzzZRDxfOO9neMRfKscWAARx+AfDP7tHEDQVvYDiC94Q9/Z6xs6TapT/8/60GNUjz5fBhGP6qt7MQTfKoPtQcRBxEHES4IBX/Auw2CFPoCAdAsGfL4MIg4/6BY/6JZ+goiXhIR1C2DRz/gg5Ave0Fu83qAb6CZvGPD5Mog48Jo3vEKe5jAJIg4ijox4STDgC94YKJsbKKE/6K+dGPD5Mog4sNhOLKKt1uMNRLwkJAzO0npnybuOfcE777JDPuAXGAgx4PNlEPFQT8AMdFEGDICIg4gjI14SDPiCdxkGK/QBQbdbMODzZRBx+EG3+EG39BNEvCQkrFsAi37GByFf8Ibe4vUG3UA3ecOAz5dBxIHXvOEV8jSHSRBxEHFkxEuCAV/wxkDZ3EAJ/UF/7cSAz5dBxIHFdmIRbbUebyDiJSFhcJbWO0vedewL3nmXHfIBv8BAiAGfL4OIh3oCZqCLMmAARBxEHBnxkmDAF7zLMFihDwi63YIBny+DiMMPusUPuqWfIOIlIWHdAlj0Mz4I+YI39Bavt2x0U/3C3fXzWt1OWP+U2ydQ5Wz+N5vu3lE9r87dvquYD9fzllPl7OU0BWOyz5XVtWwwG2IJ9WWoix2baIjwycx0C/8o5riWYDwDEfcoKQx00YDHzmUHPV1+yAP9BmDscpk5pkd2tJHhwFoQPfuiN/BQDw+uT0Vrv59Alas20RYvDtpMxF3BXp1LQmRrfc0bYQfRCOKGz5f5Gvy5nj9Xr+uYXH1gNR9aW6VDbtPmAJm01ZR/JPH5JGWS6T2T/nrH23LJASLuMbZNoLc8MNubfQqd3gyGdj0AabmcKC/29AXvvMhYFDnS+2ybibgjKLPMyQhATgOuo09FwUvWcvp8GUQ8efyw/diO4fXsZt9fr/xg4ofh5H0I2mzKP5L4fJIyDcjt4VhB37q8TL6IuAJaNQvVzp9448AQdcJddP3ZE0jLZl+vHm+iu68yA6JdLq49nIeTN4MBX/Bupt6W3pszn9d9Te+zHSDidbP0BfOnpohGwfpah3j4fDnXRDxn/hz1YzOGa3+P20bv7yDO4B+l/SUoR0S89jSm5jwyGTezynGO0srzUSc0ndi+HhxbDhOcrzP4trIvqLuDA2ib7O4L3vm0f/58XuvJ7bM+eS0irjJj+oE8yX3VscWe863lkVslWzBOTqBKbYpJRGZBilS9grhHyg5aMhrTVqxr3rE5RdmajoI+P2DPEU9RV5t8TNqhlfs+X84vEc+fvaI4N2P4oI37ANt2X7Sf8f2z6e55PA9cTnWxy0v+Ur12/bzkPq6wlbF/mLpw98MsM0iDnjGklfjvtrpBxD0DuA1KdRw4aswccRXAak4ZFyA9bXYbANHf7B4QfME7n3r2Ba/s9NJI323fDwK2IKjmeKCD7SBVf562SLi4T/08HpBirQPrhcvgeoweOEBaZQyZVRAP67R1YJTVZETIyNerv/yZYxnXY/ZbytdMWU1SNIGJ1mXqTbZbvn2fL4OIJ7e3iXMbu1WM6V+4A2xbfqAfdKs+ZOOUZYli1fSR2nXxAqe6bvmv6aN2nXa79vVBqucfpi7s+qo6NcrUGUNMeZPbBPdFdZUjIh4GMM6QSOfolOGqzlSdKlPN2ugg4QCtDlDaidWTZDUQGuAGCS/tz0udwqlu1xe8dZncbUXWJw8+r/UT8Vnlz6b/Dw5Wg5kkrNc/UM2UBX1xBjO+T5PkakANyvP44GzLGrzrEfGabHFzxo3+OWWsteeURfZbyJWmrKtNeb/ruuqT1ptot4Rjqs+X80vEixfDtb/rrU1mDT9ROHNgX+I2wKIs14CPu/Av23Fdr+MfZl+kfKEvucrEjSFaZ9iG+mtUF/ki4gGIm+9YowqR95mgjMpkXzePwydW83y0Htkm9qGfRjHgC96N1tmt90V8VgbBYJySwazm78bP1SYxqT7Mhw/2BoGXyx4627L8gstYGbWIzDUyHkz9qC1xyDY1yvrac16T/RZyNVtW3q+IRqgrqTvjoSWwhZCjBOd8vpxrIp4z3Rs4d8nmwpnwq+j9DuxL3AZtyHINEHFXnfKcS+7adLU4/zD7IuULfccsw+er5VxjSLfGhlb0G0Q8cJwQjFrRUVCaZezr9nE1szWbhlyl55eZ9+t2sIVessCAL3hnUX831eH25QQZ8Xm1n4h1xtuZuZJ4byBI85jFQVkQBrZNRGY5tqkgHmaTjbI+GWXwD+pzB3F3Jj+mrKtN2ZbretC+1F85932+DCKe3OYGzm38KIyZv74XOyPu14upC7dfmmWs+qwxpJviQav7CiJuO6c49oLSEfii5UWWTE9ZEfW32rio3xpISq57X/AGFtJhIerLtcyQ8GNVJiDDJqFW19T7JLUxQNxn2sK8T12ThDQOs1wmaLvat6jMos8WsTXLRmXk69XMWr1+izZ09kz0VbVjyVntf7Xe4GfvGikKX9KPymTqTbZbvn2fL4OIJ7e3iXPrvggRr2Fd4DWK32oZM+tcz0ca8fHs/cPUhasfdR7mrTGkm/yx1X0FEY8LdA6ibRvDBHYMiHWAEcHJrgfH1gDpsQl0Fa8rX/CG3uL15tKN7dvVMrWAq1csEQFbv7AVBugakVRlavv6PrXV2fVGgnSCjLgi8+bUjlA211hl9c0Yr6xrRr9tvaYoq8dGrQ91rPXC9fr0ZrdbrmOfL4OIJ7e124/D+1UGPPDL2XQ3r9wj8S0xqnyiim/pS+nHhoTvgci2+aG+Sf8wdeHuh1GmzhjiGjdxLsRWGl2AiIP04eXJkmDAF7zTDAoo29hgCr1Bb1lhwOfLIOLAWVY4Qz35wBKIeElIGBwqHw7VSTv4gncn5ULbwCYwkA4DPl8GEU+nS2AP+so7BkDEQcSRES8JBnzBO+8DEeRDsAQGQgz4fBlEPNQTMANdlAEDIOIlIWFlACP60Nyg6gve0G1zuoX+oL92YsDnyyDiwGI7sYi2Wo83EHEQcWTES4IBX/DGYNr6wRQ6ho6zwoDPl0HEgbOscIZ68oElEPGSkDA4VD4cqpN28AXvTsqFtoFNYCAdBny+DCKeTpfAHvSVdwyAiIOIIyNeEgz4gnfeByLIh2AJDIQY8PkyiHioJ2AGuigDBkDES0LCygBG9KG5QdUXvKHb5nQL/UF/7cSAz5dBxIHFdmIRbbUebyDiIOLIiJcEA77gjcG09YMp61h9EEN9ICT8nDx03x7dl0nPPl8GEQeeyoR19GWQQMRLQsIAZgzOvuANfLQBH+rLdyDgwFrzWPP5Moh48/oFRqHDPGEARBxEHBnxkmDAF7zzNOiUVhb1SWj5iXbXp+QRAEtr/wzHEZ8vg4jDh+BD5cIAiHiGgyeco1zOUTR7+oJ30fpSSHmZiF+1ibaIMUVNVbl9Fx52hU4Kads2y+/zZRBxxBn4ULkwACLe5gG2Kx3IkSnsSj20GGu+4A19Jxy4FVYnUEXN855gEet+uvsqce3sMPsdzg2vXb99k1V2AlVu30VbHpht1bmLrj97Ag15oD8k64a/xLc5OMj3zqa7522iIca8dN89CfXQYqwCj347+HwZRNyvO2AL+ikaBkDEPQFHBU0dkGtbI2B67i0aEFoqr0EsMEi0Ste+4N2qNktVr3eOd43ciux2lXyHZHyQcV4vI263MW85Dbmd/4VZ8zCLXm3z+nmhz4TX+FyVxFfEA8HgYFTOKPkP6yuV/Uo0Hvt8GUQ8OX7LG8Ojfp7Ol5u9P7kN0snVnfWCiHsG70gAU0HUyl557s8zAM2A3mLwg4iH2c4W4sUXvPOMxfzI5shOa3s5MVwtHxDlJES8RpT1Az2PMdfP43o0oY+Sb6kfc0yy2mdZbaKv5OdyeIlU6jHv+z5fBhFPHq9Mf9H+UYYY3iyRbvb+qA3ayin0uFySbb6IuAp21Z92g+DWQUVHnFgvTyayV3kf0OPka6vTOElM1JHjZMX5ZLryBW/oMJkOwywzj0OCvDoxbBHhRER8sDo9RY0hHAyrBJz9UY15ikhrUh4Sh2CqDP8yF2TdrfZ5rKwlC4zytV/z8jCmAofJcOjz5VwTccTwtiRd8uhHbeUUHeSFrdB9joh47QktmAoiglGHlJ6MiNeRWwxMKjgGQZTv40BfDabVwCkCfy1zZgTPCBlopG37nurc1Sq47GuWDWL7YgUXgwzMprsfWE7On89zZOtWOFe76/QF73bLUor2FN5rPhnxPca8RYS5TODfVZ9wBqeAbO+i63V5vlfPIdcP+jU/kmOAOSZZ7QdEXI4jlm92aCwtBR7aqDufL+eXiNeJH23Un8ab6S9xPllPbuu69k/VH+ta8MsWt1W9Vv3FS79bYvum7/6wjuDBWrRtji16LJB8guO3rN9s27zf0Vbivsg29Dsyeqqdfc3iFB3AhMZGnrYg4h4gRJw4EhhrIBPOYdyjypvgD42vARpeV/cG4K9el0FYzUG1rnPw1nUmb9u1rFq0PcNRvX2pDnBVOWyd6IFBO6B9vZYh1ITEYw/dT2ylvsN9X/CGzkI9JdaFgfkajoW/Kf+QuI0j4rKMCN7/f3tncyQ3rgRh2fRCrugqM+TAurAO7Em3jdB1HFDsaT1YA9qJfgGCAAs/LJLTZAMsfBuxMT1NED9VmZVJNEb9/Yc339N83FjfPp7fv807467dNL74PZwJj/0F8ZVrK/m1e71wL9bS1jHTuIwRl3jXXyeaWOVUyZf0nvK6473X5fq1ZdNpvi4+WUtrxs77s5oTPEGiz6E2RH8QdDfMddb8WDtyD1DOpRqH1bXk/bm8lH1Oc45z1HPXmoPvHL8jI74Ij3v6C2B7ZzDysSYgxl1b96QXzOQMoESoA6gcAYK59mQI50HT/j1I03VKYa1cl7tyL41dI02Y//IzJaK2luWe6hnVQ/MWfWEMDhkDTbxT7BHjajwmnIadK/+zxs+4OyVEbeqvYsSDmZ7uEYIaasvS/yxaWY0J7fyY86dLcVxZL2ROQ19yLVntgluHuFXFy4Ux1LjcrxE3qOFVnZ25JnUtYkFyckPDt+7Xxi6Oycpx/fxSo/54pht5mQeojuX6DF5mYy3FfMrxPIfKeb6bWz2O15cRj2CWotLudWpEZ3GLIpgWnSjOxXlMD7wopP+G9VSAnXzUXbkuiTsRRwrt8noR97WxMxKGuNf6lOuNT91urEDQsJ75p5xj6Fe+VxujiFnWZ+iHn6p50MS7x+LDnMA5GKhjQONy10a8sxr9soZL7crXVr0mjeaGhm/dX72+4CU12nJc3ya9Xhrj5PqmLm+sBSOuavNWncOI5+QSv6ckXox3NLoTeFcMqegnJmEiVmhfAXbSX+W6JGbSdiFnHCsfPxm7YsRnIsa1PTaOjGT9xXFr83pl3vk6+H2V8Jp4x/wQv9X4EaMddQT8vAU/Gpcx4vtx+rKG1/QscEDqWnjvyGba1v3a2IXxPcOIB29Si++GHynmUxp/X1/LeVJ3H0+MeCRQCb6CxAXYPDjlOW0VVAmx5nvFzvI0nvhoOnlijbvR4SPmV8aejbjc7Z7mJo8EecLkf3wW15esRcbO3xeP48z9Lsd6Ds5byU+cC20mc6CJN7GSGOU1eOgbAxqXMeL7c/e6hpd65XTZb1jNGimOnE2aHXXV3ys3t9LjIfvul/5iGTvfTPN9ybFS/1Aa4/R6uc60RmytpeIpgmdZjc/+PKZzsXcfRlwxcTUSeyLJJ8cZwLWz5NMT73JkxB1PWYgSgD2Tcbpf9uvAJq99PH9OpjYYcXf9s2Mvu/vTkZmZKP5BIMw3O4+qriUjRjTfrq+D81byYZ2Mr65PE+9X++b+DOPg9C07w6PiTuMyRnw/F1/W8InnUoflvzLm5pFdiybcXQsaL+Zb7IJr91f6z01t/N33s/iL3KhvGfFlvukx2+A3dqxF6n42r9hnEh8Rl8HrKUa8GQAqwG42FwhhQfA18bawPtYAT0fBgMZljDg8GIUHo6wTI97M/GLERyHZu9apife75sA4mAQw8DoGNC5jxF+PLxglhj1hACOOEecj5mYYOLcYauLdU9FhLufmnXjai6fGZYy4vXzD4bFzihE3YsIg8thEdvnX/gMf4AMM3AcDGpcx4vfJI5wjV3swgBHHiLMjbgQDmnjvKQa0QTTAQB8Y0LiMEe8jR3CFPJyFAYy4ERN2FiDo577FRRNv8nrfvJK78XKncRkjPh4eqAG2c44Rx4izI24EA5p4U8htF3Lyayu/Gpcx4rZyDXfJJ0bciAmDzJBZE2/wAT7AwH0woHEZI36fPMI5crUHAxhxjPgpO+Lpt3RBvj3kO7uNJt5njzVyf91gvfhykM/zbloTX7ZxSi08gxsalzHix3A+Ybv6hXnH+vlMXrupFficbrhdwxFGHICeAlAKzvVFvUZg+Z4m3rIdr7dztYj3/E2z8ZviKt9Y16qGJEbcfy+B/Drs3XmevhEv/1bf7Ril/b8wfqv4dTyuxmWM+AFsnoLtMN5xjKOLIXb8TOtlGg+MeMfFWEvc2rVWxG817locRnxfE+8R4/G5Nc9fOS2Mt+vH4fvrn/9ND63dYP0kIy7X9rmYOVE5blI+P1YqYhb70biMET+Q/4QjB+6r+oLjGO+mVlTX82o8uP+s2oMRNwbQVsRvNe5ZRLDQjybe3a5vEkq/6/z9V/vCPuF444hGN1g/1WS0j323GG2gERqXMeIHsOo4ssHnK3HXTa1ogOEr42qtb4z4KkDd06/7uHbeISvOmLn3/37+8ev382tybX5qnt5zBuPj+VOOMX1UNn/cHduEj4X9vYkhScQ2XK/NKR/3r+fyMXV+LZuTMENf3JxWC1fWj9g1LAtO1lbEoWp2Kuuc5jLFKJuvjCev49EiTbz7LFzrGGkzX8+rhH8VfDXDelI7/n7+8edHUl/SefnYfv9VqxXByGjxD7GQ9zseyntC3fL9peO792RbWY8q10R9aJP7EJM+fmpcxojvy9GEx6ixEn8ZLgvsZdc/qXMOxyUn9s0dDowVJ2edZXQAAAubSURBVIx4RWg9CQIZF7H558+/hfAFgZImcb5HEHe6Jxpbf0/4iPtRnF/z9ydGoGpQlzlNRI/914hf9pkUh2IOawQo1+b6CXNN+pwFOFwrCtK0pmUNQbB9XMpx0hiuzY/3NfHus7DPuY5iKbnUIJ87udAG6zkvyvpTm9cXt1nwr4/ldD3WCt/fKkcfef/h94zzsb+89uTz9df9eFtjN8j9qg60mYvGZYz4gZw4rREYDVqzjnsNt3WMr/eVtz8w787w2Kd+2IknRnwV8KVYPGZx8sTzwiRJWBprBxTXbhbDQujzMfLfH89HxYgnYybX9xE/NbZ+HfHhYC0exdxTEqQmIL3mSJyO6dcZx5R9y9dxLiKG8b1yjNGLhSbe3cZmyncnR1Oq2Ctx1gTrtbmp3N+qJeW6Uo6W9a1YtzZ+bb4Kd9Oxy7l1i19lTa/MWeMyRvwAPhxGEyNe3ptgbwO3BQey/Cd9sSMeP619hQsj3IsRz4i0JL0iZLuMeH7sRJqMzPQWpK+MmYjd1vUVIz6Nk80rKU5+Xv4oyLKDtsQifyAoi1lRoDbGlAVLvvYPM9lc5x3T5AFkNW/l3JJ1GL5PE+9RYvDaOkvzWeuvCdaTOjBjPHsvndd2rahyLdaFMhZp/2VNSK5ncyviuFEfivaGeVtbq8ZljPiBGu9wGDE936dhbwO3CcYdJrW+MOIY8Z11CyO+GqiKkE2kC0a1FKr6jrgsGtLwSoMe2lTGTArD1vWKEZ8LhTSxifHN1z+NF9YY5hUKTuX9+f6kQO0ZM8YyW1N8X4ydz5HfqwVOE++a2PNeibEExys4S9q8C+s1XiS1Ied+xiu3Ftl+c95lfUvWnfeXm47afEM8N8cu8zIaVjUuY8QP4MNhXhrxLexpuK1ifDmq5TCaa2vBmcABflY1bDSeh/VixFcJ4YVMnrGcSBb/sKMUqnD+bPkjyaxg5EWhMnZK3GDcw9nZDXENhUItPHOfso2cx2ohmuMhzr+7uQaDn8y7KHb1Md09X398PL/GmLp4leMEsPIzw5PM2+Ohajex02MX4zNjN+fwxP0Z+22w7jmUHudyD/OhNrxqxHOO+t8Dv118knU77EljX1wveezun/rbWR9iTjKcj/C+SubnExOzFxO55m5iT8FtjvHNviqc2Ttv2g2FcYz4KuA9Idf/1YFSqLxAzESOf4CWiqU38+nRCyl24Ry6Pyby8fw5kT2IbZiTMBWZGCYflc3GIR1z/tcWghGf7tfmI8aKf8A1t89MuTQv6pgh5mFs0c+eGI4gxJ9Zoyben+lv3HsqHBYYzQ3p27A+C3+9NuSiv10r9HmX9S1ft27EXd2YzX2ohSKG+tiy5oz5WuOyuzYuNw/iITfiYdc6YNL9/Zb714eCHk7atI7bnANbOM7bk7eD+QtewfhPjPhqgitCttp2H7g8aYOpnu/JjfSLY0D0fbmwGCdNvC2ulzWNi3Xrude4jBEH99bxP9r6MOKrxvciI548ec9nysTHy6MBkPWeJyqaeBPn8+JMLInl1RjQuIwRB39X44/+34sxjPgbjXg8/xw/FkuPrQD+94LfWrw18ba2VtYDVyxjQOMyRhzsW8b+iGvDiK8accg+IiHuvGZNvO+8LuZOLRoNAxqXMeLwYTQ+WF8vRhwjzh/+GMGAJt7WCxnrw5xYwoDGZYw4WLeEddbyeGLEjZgwwExx1sQbfIAPMHAfDGhcxojfJ49wjlztwQBGHCPOjrgRDGjivacY0AbRAAN9YEDjMka8jxzBFfJwFgYw4kZM2FmAoJ/7FhdNvMnrffNK7sbLncZljPh4eKAG2M45Rhwjzo64EQxo4k0ht13Iya+t/GpcxojbyjXcJZ8YcSMmDDJDZk28wQf4AAP3wYDGZYz4ffII58jVHgxgxDHi7IgbwYAm3nuKAW0QDTDQBwY0LmPE+8gRXCEPZ2EAI27EhJ0FCPq5b3HRxJu83jev5G683GlcxoiPhwdqgO2cY8Qx4uyIG8GAJt4UctuFnPzayq/GZYy4rVzDXfKJETdiwiAzZNbEG3yADzBwHwxoXMaI3yePcI5c7cEARhwjzo64EQxo4r2nGNAG0QADfWBA4zJGvI8cwRXycBYG+jLivz6eX/731/T/918k+awk088YWNLEu1sMwHkehI08CJ/JMY3LXRtx+Ayf4fNhDHRkxP97/vHNm3Bvxj+eP0no4YSeKQb0dS8Dr4l3n7mE833m5V64txhDjcv9GnH4bBGLrOn6eogRx+xj9o1gQBPvPospwt1nXq4XHtatx1jjMkZcjx3YIj53w0BHRvzxfPz7+/mVoykYYyPG+N3FQBPvd89l93hwHr7D9wIDGpf7NeJo+O66B+YLzI8cu76MOOAEnGDg0xjQxHvkIsfa2SG7GwY0LndtxKnfn67fd8Mo8z2vrmLEKRwUDiMY0MSbonle0SSWxPJqDGhcxoiDv6vxR//vxRhGfNWEzedXv/1+/uPazH8NHv41l58//np+CddW+3hvMiHP2PHWxBts7MEGnAcne3ByfRuNyxjxvfGHz/B5L1batsOIr5poSAyJ25LzaPw18T7a15jt4fyYee+P5xqXMeJ78wWf4fNerLRthxFfNeJtEwOBiP9RDGjifbQv2oM/MNAOAxqXMeLt8gIniP0VGMCIY8Q5I24EA5p4X1E86BNRAgPXYEDjMkb8mpiDZeLaCgMYcSMmrBWAGLef4qWJN3nqJ0/kglxsYUDjMkYc/Gzhh+v3wghGHCPOjrgRDGjiTWG+V2EmX2PnS+MyRnxsbFAb7OUfI27EhEFOe+Q8mlNNvI/2RXvwBAbaYUDjMka8XV7gBLG/AgMYcYw4O+JGMKCJ9xXFgz4RJTBwDQY0LmPEr4k5WCaurTCAETdiwloBiHH7KV6aeJOnfvJELsjFFgY0LmPEwc8Wfrh+L4xgxDHi7IgbwYAm3hTmexVm8jV2vjQuY8THxga1wV7+MeJGTBjktEfOoznVxPtoX7QHT2CgHQY0LmPE2+UFThD7KzCAEceIsyNuBAOaeF9RPOgTUQID12BA4zJG/JqYg2Xi2goDGHEjJqwVgBi3n+KliTd56idP5IJcbGFA4zJGHPxs4Yfr98IIRhwjzo64EQxo4k1hvldhJl9j50vjMkZ8bGxQG+zlHyNuxIRBTnvkPJpTTbyP9kV78AQG2mFA4zJGvF1e4ASxvwIDGHGMODviRjCgifcVxYM+ESUwcA0GNC5jxK+JOVgmrq0wgBE3YsJaAYhx+ylemniTp37yRC7IxRYGNC5jxMHPFn64fi+MYMQx4uyIG8GAJt4U5nsVZvI1dr40LmPEx8YGtcFe/jHiRkwY5LRHzqM51cT7aF+0B09goB0GNC5jxNvlBU4Q+yswgBHHiLMjbgQDmnhfUTzoE1ECA9dgQOMyRvyamINl4toKAxhxIyasFYAYt5/ipYk3eeonT+SCXGxhQOMyRhz8bOGH6/fCCEYcI86OuBEMaOJNYb5XYSZfY+dL4zJGfGxsUBvs5R8jbsSEQU575DyaU028j/ZFe/AEBtphQOMyRrxdXuAEsb8CAxhxjDg74kYwoIn3FcWDPhElMHANBjQuY8SviTlYJq6tMIARN2LCWgGIcfspXpp4k6d+8kQuyMUWBjQuY8TBzxZ+uH4vjGDEMeLsiBvBgCbeFOZ7FWbyNXa+NC5jxMfGBrXBXv4x4kZMGOS0R86jOdXE+2hftAdPYKAdBjQuY8Tb5QVOEPsrMIARx4izI24EA5p4X1E86BNRAgPXYEDjMkb8mpiDZeLaCgMYcSMmrBWAGLef4qWJN3nqJ0/kglxsYUDjMkYc/Gzhh+v3wghGHCPOjrgRDGjiTWG+V2EmX2PnS+MyRnxsbFAb7OUfI27EhEFOe+Q8mlNNvI/2RXvwBAbaYUDjMka8XV7gBLG/AgMYcYw4O+JGMKCJ9xXFgz4RJTBwDQY0LmPEr4k5WCaurTDwf+/XQp0a8uRsAAAAAElFTkSuQmCC)
Entre las medidas a considerar, previo a la implementación del proceso en mención, se encuentra la definición de aspectos como: los factores de autenticación a requerir; los plazos y condiciones para requerir que el usuario vuelva autenticarse, como por ejemplo periodo de inactividad; y, los controles de seguridad de la información para prevenir amenazas a las que dicho proceso podría estar expuesto. Cabe señalar, que el Reglamento exige la reevaluación de estos procesos para los casos en los que la tecnología utilizada no cuente con soporte técnico o cuando se descubran nuevas vulnerabilidades en los mismos.
Adicionalmente, previo a que un usuario pueda autenticarse, la empresa deberá efectuar el enrolamiento del mismo. En dicho proceso, se verifica su identidad utilizando, al menos, dos factores de autenticación independientes de categorías diferentes, y se generan y asignan las credenciales. Asimismo, es responsabilidad de la empresa, la gestión de dichas credenciales, lo que comprende contar con procedimientos para su activación, suspensión, reemplazo, renovación y revocación; además de, asegurar su confidencialidad e integridad.
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Q5tzYKrF8/f6sMnrtIXvuxjfJL8y+Vm+98sNH6J+mzorYVQISXQ7Mu96tLzNbl0LCcdnxUTxuZ1eQLOOZPs0aAFmUvM2BN2T1fh7oqdWXD2/D+XcMPGe0O7991/YKVZqvm5xCUTl0tJ1XqV/wYLa18phYy4G/YX62sa9tKa9Uyztm+De13sjej3jKtVPEBcNr6fNkUe5BZBXrJrHqigcwFb4yT9SVrd8hg7ir5p282A6z/8r0tMjhhtXxv2V3hhPuaj6yX57z5cjkyxl/MmphPhwt1DmiGcY2zUfoXrbQFPLC9VVjNsSG5FzXIytg2Btng6DPzuKxjLaDNgqHQBgU62peXLD8kvmgAVoM2h/GJ2oz6Ur1fWc/STWktr78Nt10PVtNxGkKus701tFLLB+XZwZTvQ11RropfgFVPAKOpQFMPmdUqE0vbxyy96h75mbnL5MUfWC/bdz0y0ln97r0H5M2nXSe/eNJyuXD13cM61mzaJf/jeRfKvv3t3Bvbtm+on8UfDaCBadNAU+xBZhXoJbPqiQa6Mgne9tMH5di3r5OfO3GZfPSsmytD68yeR+XT59wmv/iCxTKYc5n84etWyNGjR0NY3bH7Efn9166SP3jtZUN47Up/sQMAQQNowFcNAKueAEZTgaYeMqtdmyzPvvgn8qxXrZSfnbtY5r1nnXz+O7fJ8mt2yeatD8i2Hfvk5m0PysoNu+WL371dTn7fVfL0E5fIb/zlCjnrgq0SwOlfnLJGfvsVl8vp/3GrPPMll8oxJy+T33nlcvng124EWLlMiQbQABrogAaaYg8yq0AvmVVPNNA1WFX2LF+/W075zLXyB69bIb8wb5H83JyL5OlzLwq3Pz/vYvm9Vy+XN39qo1xy5U7jxwUePXBIPvCVG+XZb1glr/zwj+T/OXmRvOrDV4eZ138AWFmoO7BQK42zJbPqqwaAVU8Ao6lAUw+Z1T5MlsGPCGzb8YjcfOdDsvXuR+T+hw5Whq6L1+yQn51zibzqw1fJL75gifzDV2+oXLYPvsFGgAcNoIG+aaAp9iCzCvSSWfVEA32b5Eaxd9Hae+Rn5ypgXSz/8FVuCRjFj5QBitAAGmhCA8CqJ4DRVKCph8xqExNPH+oIM6wBsH6IDGsf4oWNQBEamF4NNMUeZFaBXjKrnmjApwVh0dodZoaVe1i5JYJ7WNEAGhi7BoBVTwCjqUBTD5lVn2A16Kt5SwD3sPoWf/o7vdk6Ytuf2DbFHmRWgV4yq55owMcJngxrfxY1H/VJn9HntGsAWPUEMJoKNPWQWZ32STGvf2GG1XhKAF+6yvMVnwNPaAANNKmBptiDzCrQS2bVEw00OQH1rS47w/r3PNZq7Peu9U0z2Au0oQF3DQCrngBGU4GmHjKrvk+8w3tYh08JIMPquybovzuM4EN8WKSBptiDzCrQS2bVEw0UTSi+7CPDysLqi9bpJ1rvggaAVU8Ao6lAUw+Z1S5MXF2wYZhhDX/pih8O6EJMsAGwQgPTqYGm2IPMKtBLZtUTDbAYJIuByrC+8kNXyf89f7F85Os3ytGjyX58hS/QABpAA+4aAFY9AYymAk09ZFaZeM2JN8iwPuPExfLcd6yRwfFL5a6Z/XzpiIemowE0gAYa1EBT7EFmFegls+qJBoBVE1YDfyy9aqc869Vr5PUf+5E8+thhFqkGFyn0ltYbPsEnvmkAWPUEMJoKNPWQWfVtkqza30OHjwCpQCoaQANooAUNNMUeZFaBXjKrnmigKrxxHNkfNIAG0AAaaEIDwKongNFUoKmHzGoTEw91sIChATSABtBAVQ00xR5kVoFeMqueaKDq5MJxLERoAA2gATTQhAaAVU8Ao6lAUw+Z1SYmHupgAUMDaAANoIGqGmiKPcisAr1kVj3RQNXJheNYiNAAGkADaKAJDQCrngBGU4GmHjKrTUw81MEChgbQABpAA1U10BR7kFkFesmseqKBqpMLx7EQoQE0gAbQQBMaAFY9AYymAk09ZFabmHiogwUMDaABNIAGqmqgKfYgswr0kln1RANVJxeOYyFCA2gADaCBJjQArHoCGE0FmnrIrDYx8VAHCxgaQANoAA1U1UBT7EFmFegls+qJBqpOLhzHQoQG0AAaQANNaABY9QQwmgo09ZBZbWLioQ4WMDSABtAAGqiqgabYg8wq0Etm1RMNVJ1cOI6FCA2gATSABprQALDqCWA0FWjqIbPaxMRDHSxgaAANoAE0UFUDTbEHmVWgl8yqJxqoOrlwHAsRGkADaAANNKEBYNUTwAgDfd5CeWp4WjEjT6zuQZbwvAXy5EFl9Iw8cV4PbJ5yTTUx8VAHCxgaQANoAA1U1QCwOuVgYQR49VpFfeH2yR7A6tHNM4bNsnMBGdwJa7bq5MJxLERoAA2gATTQhAYMlnFYA02gEBk0VfF465knTwyzeHaXrPd9hCZgFdB1GORqLDYx8VAHCxgaQANoAA1U1YBaf1y3Fsn1FVYXyJN2T/LeH1woRxtY+F0dX6t8D2H1oH3rQoduA3hcz/oeXCiP900PI9pbdXLhOBYiNIAG0AAaaEIDtVinYG2zka6nmdUasEpm1fss5eM7ddmvBVZnmZSbmJSpAx2hATSABkwNAKsGgVuw2kcgNfpjfRmpj5nVov5MeB+wak4mTK74Aw2gATSABtrQALBqAM+IsBp8Y10l2dTl4PMWyBM7zS8HPbVzoTyedRl7tfYt/RCQ58njm9cm39zPgua4/uTb/ZEBTx1cK0+snped9SyD1fPidg+adovMSK7tVt/DWyNSfQ/KL9Bum7D6JyKB3Zm+sW8DyPlS2NHwqQGW3Qdn5MnNersavFt2h5fwU3ZLZr9NSFWB17c5Ty0YJWaGPjX7J/h5GxMRdbLAoQE0gAbQQJ4GgFVj0degM2CPLEg0jo/hwQCqABY10NQZJnydATI6RB5cKE8Yl5dFxLg/dp48bkFwqonggwD+bFv1dkTEeBqA0YfMGsMPjTJB/Ua5tfKEfh+nXU0IpPqjqOwDSnxj2xz2r4o/Muq17a4Rs/qwWsXGnJjZMeR99okYfsEvaAANoAE0UKIBmzqm457VkWDVdkXGe7teCyJTJTRYLQclrbRWLjwrsdoxwNPap9VivbQg2IA+69BR3tax+cyBVPeHo91azMrbNOG4/HjNUXb/SwZeU2eb1NONrDVxIA5oAA2ggfY0oK224cvpgFW7V+q9Bi6hqLKATbusfVS/zB/WYYFTFigOL5vPk6Pq1oFUO8GD/ZNL/kfPW5jcjhDbWgSkxr6wbnW5P6nz4JlBVlB1PNiaIGZmVuPjglshYptTz0kND5mRJ5Xd+uX4eJ/x4H/LN2mb4zaDWwmGPouEftTKlhaVDWupE7MUKFsxVZDpGjNVD1syBmgADaABNIAGnDSQEEP0arph1c5+2UBi7z9zICa0WcBnAZl52T85wyisQwnYtkUHa6sdA95U+aytVadRztqXtj397FqjfE3f6GUNf2T4PDiRMEBb90Wp3SUxs+uWbFg1bLRBX/natkW3Ux3D1mmCIlORzCP4Al+gATTgqwb8glUbJizYeGqznpmMB4UBisWwqgNZIigL+nLgLMiEGj9soB9n2GDdsxrDUJAFfvLgTPLlLjuy9n2jFfpuAKNujwKwIrsK9hn1ZtiZ+khvu4LdB422rZhVgtWCWKi+h9uqxzHBJuMBX+ALNIAG0AAaqKcBmwumI7NqQ6kBGJqDXMHHgKJsiExBaIFtBsTpgFbYjgVMdkS19wZMV+h7rj3Kn0V25e6rbu/QdN0XFexuHFZHiZnyEVsyq2gADaABNIAGnDQw5IH4BbBqC8qALitLZ+ybDKwaQGlH03rfV1gN7mkdnoUCq4kvbK3yHt+gATSABtDAFGrAwpkp+blVHW6KguYKPqPAqp4lNGyzMo76cbntWI/sCu6/VF/qCuq2+tdJWNX7afhDy4Drn1t9qn3rBrcBMJHreuI1ekADaAANdF4DwKrmgdrgkwuRJmiZ2U8rO6sGSRGE5bZjwmrKfqvObsCq9eWpnC84DTOpyj9qa/Up1efgOMNfaX+b8cj+gpV5TLqO0L4qtii72XZ+MszVHLEjdmgADaCBiWpAQ7XwJbcB2IIsAh9jX95tADY8xQ+R1zKg6UdkWXCU244Jq/o3+tN1WvZVAC0D2LIyoLl2pftsgLJVLvwhhPPML7cFv2wV/JLYU/Y38SvYXQ9WA7/EbZ83L/m1rkwbk5OQtH+tmNk64v1EJzpANNEuvsAXaAAN9E0D0wmrdq/09zp0uYKPBTQGkBlwYl3i1+3JeJ3KFha0YwBlRl36R4Z9Ffpu1K37TfWtwC4TGC1Qtp98oBuZem1BYAW7zbat8oHtlt1Jk/qxjjFTPmILpKIBNIAG0AAacNJAsk5Hr6Yjs2r3Sn+vQ5cr+FjQY8BgSphFP1eaGGh8mUjVUdSO1YekpuCV+Sgrwz6rXAqQ7Xs7db9VsavI5rB8NX+U/ZhBlt0mjOoAqs6mrYz00Gn2sdVszIyZ8hFbpwmqb2f/2KvGGFu0gAbQQHMaGC7T8YuewmqNLJgOXdavMA0vB+uAYfyKlQUz9r7V5YFRz0M1Ha9+gSqnvAGWwa9fWcfFl8z1Op+Kf9VJz46asGoCW1bfH988k1Sp+035p6j/ZTbHdSh/PJW0FL566uCMPLl5QfIrYKpN15hp9QS3Geh/T+1cmNwGoI4Lfvwgfoatfmx4IrAz+cUvJiVLk5r/8A2+QQNoAA2gARcNmOuv9PVpAIjARQSURT9oAA2gATSABtBAVzUArJIB4jItGkADaAANoAE0gAY6qwFgFXF2VpxdPcPDLrIPaAANoAE0gAbGpwFgFVgFVtEAGkADaAANoAE00FkNAKuIs7Pi5Kx1fGet+BpfowE0gAbQQFc1AKwCq8AqGkADaAANoAE0gAY6qwFgFXF2VpxdPcPrq12zs7PCPz5AA2gADaCBcWvAdd0EVoFVYNUTDYx7cqI9FkQ0gAbQABoINACsegIaroGmPPcisWiwaKABNIAG0MAkNODKIGRWgV3nMx5XEVJ+PCA9iQmKNlkY0QAaQANowHWdB1aBVWDVEw2wYLBgoAE0gAbQwCQ0AKx6Ahqugab8eLKXXfbzJCYo2mRhRANoAA2gAde1kcwqsEtm1RMNsGCwYKABNIAG0MAkNACsegIaroGmPJnVSUxQtMnCiAbQABpAA64MQmYV2CWz6okGWDBYMNAAGkADaGASGgBWPQEN10BTnszqJCYo2mRhRANoAA2gAVcGIbMK7JJZ9UQDLBgsGGgADaABNDAJDQCrnoCGa6ApT2Z1EhMUbbIwogE0gAbQgCuDkFkFdsmseqIBFgwWDDSABtAAGpiEBoBVT0DDNdCUJ7M6iQmKNlkY0QAaQANowJVByKwCu2RWPdEACwYLBhpAA2gADUxCA8CqJ6DhGmjKk1mdxARFmyyMaAANoAE04MogZFaBXTKrnmiABYMFAw2gATSABiahAWDVE9BwDTTlyaxOYoKiTRZGNIAG0AAacGUQMqvALplVTzTAgsGCgQbQABpAA5PQALDqCWi4BpryZFYnMUHRJgsjGkADaAANuDIImVVgl8yqJxpgwWDBQANoAA2ggUloAFj1BDRcA015MquTmKBok4URDaABNIAGXBmEzCqwS2bVEw2wYLBgoAE0gAbQwCQ0AKx6AhqugaY8mdVJTFC0ycKIBtAAGkADrgxCZhXYJbPqiQZYMFgw0AAaQANoYBIaAFY9AQ3XQFOezOokJijaZGFEA2gADaABVwYhswrskln1RAMsGCwYaAANoAE0MAkNAKuegIZroClPZnUcE9RjB4/ItPwfPcqiNg7N0AY6QwPTrwFXBiGzCuySWfVEA20uCJ9ceLM8+69WybPfsEKe/frL+v//huVhfz70b5vl6NGj0qbvqHv6F2piTIx91wCw6glouAaa8mRW25os/+28LfJbr1gmqzfulhvueGBq/q+8/j75vdcsl8+cczOwOgtstDV+qBdt+VQTVjIAACAASURBVKABVwYhswrskln1RANtTYjz37tWzrpg61QC3feX3yV/8faVU9m3tvRAvcAXGkADtgaAVU9AwzXQlCezak8eTb1/0YIr5VsXbZtKoPvB5dtlzrtWT2Xfmoo/9QAmaAANlGnAlUHIrAK7ZFY90UDZZDLq/he//0r5xoXTm1md+25gdVRtUA6IQQNoINAAsOoJaLgGmvJkVttaNMpgNXg6QFttt11vcBsAsMpi27bOqB+NTbsGXBmEzCqw63zG4ypCyo8HpNuaDPNg9YGHD8opn90k/+u1K+V/v+0K+fx/3Ca3/fQhue72B2TNtfeN7Vv2N217UF7w3qvk5R+8Wl7+wWBr/p/8/g3ynSU/yQRqYBWIaGvcUC/a8kkDrus8sAqsAqueaKCtiTEPVj/wletkMG+dDI6/RAZzlshg7mXytOddIIPnXSSDuctl/t9dKfv2H86ExCZtXXLVTnnDP10jDz1yKPP/az/YKu//8nWZdgCrAEWTWqQu9OSrBoBVT0DDNdCUH0/2sst+bmuSzIPVF/ztWhnMWSaD516Q/D/vhzII/p97oQxOXCNfPfeOTEhs0taVG3bJi96/Tpas25n5v+Arm+WfvnlTph3AarfhYuu5q+WY+YvkpHMfyoyf0tGKLyySY+ZvlBXjfgTX9tvlpAr2KTt7se1Qn6rGP9OvV28MtbPg6m5rPNP2ceu4gfZc10Yyq8AumVVPNNDWpJcHq6edfbMM5l0ZZlGDTOrwXwHsnCVy7NtXh9nOtmwL6r3y+nvlj964Ut77xevkvV+8NvX/gvetl8DWLBs6CavxIhtAmv5fBmxZ/ev7Z5VgJfTXajlr+wSgpENg11isO9SnSvHPAy1gNXPOa0wnlt+BVU9AwzXQlCez2tYklAerG27ZK3/9qQ3yiW/dHMLgpxbeLJ/41k3y7s9vlKeFGdaLZHDiannnZze0OmkuvWpGPvDV7Mv8gU8uuXKHfOhfb8i0oVuweo8sCAE1C7yifT4Ca7GuI79MLHvWIbAr9lMNkJ+WPgGrmXNeYzoBVoEOwBMNjKKBtiahPFg9f+XdsvO+/akJ8drb7g8h9efnLZKnz1sqf/C6ZaljmrR13fX3yv969XJ5w8fXy+s/9iPj/w0fv0aOfcdV8s//3vXM6kNy1qkTupRtLTpNxmbq65oWsNM1MC19AlZbnXftsT3KmqWX4TYAMrPcBuCJBuzJo6n3ebD67cU/GX6BauWG3XL1jfeFk+PMnkflRR/4kdxy50Ny2TUzuV9uasq+Fet3yes+do3c9tOH5dafPGT8B08n+Ox3bpOPnnlj5sTdlcyqutxZP0OosrHJLQN2HVHdUbY2urdTHZt3j2fVOoPy2rGn3i5bFfTEoJDcxpCVLQ6yfQrSlU3W/akFwGH2JRv06/e9KAOp9TXIgH/hHpnNBTvr2PmLxI5Lsf6L/RL1q8D/elzi20my27fsdOxTfX8X93M2L/5V9JVXtqJvTH3ljZUivfi1TwfPUV4Dq56AyijioMx0ZXCLF7/RJ848WD3nkjvl0OHoGavBL0Ft3vpACghXbdglwX9btgX1Lr1qZ/gFq+tuv1+y/j/2jVvk/V++PtOGbsCqWrBrLogxKIXQFENiBAsmGKnPzC8q5bRZq87VctKpFlzOzkq4yAfQo8B1CAd2/2JQ0iE3PFYD20zgyCqn+qOVnZ2VWn0f2ps1VtJt6jBj3J5R0YeJf+z20m3NWn5RUJjlfwXQZbqI6lwkx2j+d+1TPX+X9zMLVivrK0s7FWMT+UHTa1BO81N+7OxY+vPelSeAVWCVzKonGmhrAi2D1btmHpGPf2OzHD5yVAOU2fDZpt/84VbZf6Ddx1dt27FP3vTJjfKmT/5Y3vTJ9an/N37qerl4zQ7DNuWrbsBq1qJdvsiFC2pqAY2hTftcAYQBVAGYZSzmdevUgUj5NHOb19Z8Ey5TZWuVi/2ogXKdvqfa1uA1gpe0rdHnJrBX9WFee3lt6cerfmX5v2r7ee1En4/WJ2VXZa2NEH/dD8PXGToZXd9pHQ3b0TTBZ+YcBax6Ahqugab8dGVJR4lnW5NnHqyeu2J7+CMAR47MyvV33D/MsgZ2BAB5Vg9+orUTsJqR7Ql8qKAhuZSuA0T+ghqVS7JCCiBSl4HjdhOwqFtnGt5yNRjDRNJWGqozy6YgpLjc6H03F17TloI2HXxotqHaL2hLA6Uopln+rxrDgnYc+lRdawXta/3MAs5Mv6X0lXUyVtM3ZSCt28lr56QYmVVg11lEo4ATZcYPz5mTeAOTaB6sBkD69fO3ZGYsv37+Vtly977MfW3ZOUq9nYBVdZlcy4am+mIvxgpwrcdbJWA7AqzWrjMLlhR0WVvbftVnLQua6nOg3RSs5gNHUD6C1cSu6vBk2WuMm4I2bbCr4cPM/lb0Sy6sVm6/nT5V93dB+7rvU/HPiVNKXxnaqeyb2eG9yNF4SvSUHbMcm/R+ePDadc0HVoFVYNUTDbQ1kebBatDeorU7ZOHF22TH7v2y79HDcsf2h8OM6uJ1OzsPqoH93YDVOMtU9FB7ezFWC28Z7Gn3bZZmVmvXmb+IK2hJ4Dn6AlWSWR0VVorLtQqrWScTsc+G/arhw+zxWtw/VaYUVkt1EbfTcJ9U3Eu1VhHK0ycrERiqdvL1VQCrpb5J4NNop0Y5FSeftsBqDmgc3TwjT22eB4jl+MdVOH0t//hO8VYXbU2MRbAatLn+pj1y9qI75dtL7pb/vPSncsMd6S9atWWba73dgNXki0CpRV5lZGxYrbrY14HV2nVmwaoCb2tfnv1ZsKT6HGzjcolfCiBrmFkdIaust5l6XXDJ2obVGj7M1m5x/1SZXFit3H47fVJwl8QrBr88P9WOf1V9FWhnBOi0T4JUHNgmYO/KDFOXWQ1gRHYukMd3zsgTm9eG/XtydfYl1/BYmZEnzjP39wZozlsoT4lIXv9cxTF95efJEwf99VdbE2cZrLbV7jjq7QqsDr+ZnZddTcGeWrQTMMvzV3WAqFunBaQh5OVkBlP2py/ZZ9qfgtWicum2q/c9WXSz7MiDlehz/V7i6j7Maif4LK8t/fh8WK3efl47Ln2q4++89vV+5p6s2MCZoa902eq+MWwYnvBl6b1YN3Y90/zelSemDlYDhwRZ1fBv54KCzGoALjPy5E47A7tAngQAC/xmgr2rAMdbPoht+uRkvDZMzn9tTYTA6pgWJHUJOeOLHQoChpebAzBUx1vZqfBYbTFXZcuzXXXrzFq8M4BA2Tlfh7q8tqLyQ1szYDW73xntDiHDfJRXOE5Smb6SGKs+aH4NYevU1XJSpX7F2XOtfO54VW0ZcTX9EsU0y/95fs1oX7Wj2eTaJ3etmf2sBJyqH3YcKmvH8k1Yn34SWC3bnRvPVKa+RGs9Pd51nZ0uWI0zjU9tXihPhtlVETm4UI5mXgoPwGWtPB6U0Y8J6zCBZgi/obcK9mlwnF8mguGwKr1dHbKDnQcXyuP6rQyxncFnwV94i0No61p5XPVvdZRJDg9Qx6h9amvVEx6r2R0IyrC9ih1lZVTb9nE7F5qZzsB+wydpuDRsywHP3GNsf2l2uQ6kPpRva7IEVse7uKgF37wfLwdM1GVf/YtWGnwEmlD1DQFQLYbxIm8AcLgvXpxL66xqU7DwR3VWacs4Jgs4QhsVnCY/JpD1GKf6fS+ItQZFQWwiO6v3K8u+/DGbjoHul6hfef4P+pAun9l+w32q7++0nXo/07Ca1bccfeVqJ92m7RvVj+EYNE4cCjSixpaHW9c1UnGN2g5cK+xE+QB6LABL2TUEoyjDOrwVYPh5lAGLwCcBQnWbQVBfel8EsunPo1sTDp4ZXYYe3ku7eu3w/km7TPQ+uWSt3g/LqvZjuLPLHwzBLCmv+q/qGfrHOs6uRx2vbjVQ71N2BOAfw586RpUx206Os2/DCMvpcbPgMqrXKq8fr3yi2ZKKlwHDk8tyKp+Mc5u/8LlNrsCqm//aigv1Ehc0gAa6ogHXtU5BqtpOB6xWyJjpYJT3+uCZURY0gS4dNu19Cnzsz/Uy0eshKA7tjD5P2hlIBJtJFjeELgu0gs8iaLTbDGzR21W2DSRdj152FDvKy0QizTjOOjFI+hPba+zX7czrX/ExqfqH/k/84zqguly+rUkLWGVBbEtb1Iu20MB0aMB1bVSQqrbewKoBLloGz/g8gCXrb5hRDPclWb5hIIrKhHAUAVVQ7RBOw/YTMA3rMkAtA/RiGA3ryLTFBrcE8IbtDu2J2x7FjtIyMQhmHKefJCi41m0LYjEE+1K/DuRg4TFZPvQDUpU225r0bVh9+JFD8soPXS0veO86ecHfrmn//30/kr/5wqZWHoXVnS9YTceC1ZYGqRd9oIFua0CtQ6NuLRQTT2A1DS4RpC40vlwVwpSVzVSOztuX97kqN9zqgKm/DgEysm8IamGG14JZ/bNUeQVuNkwHAGvWY9ibqqeCHaVlYiBMHRfB9BD+UzBr7jfszMmIFh+T7vswFjn1Tdv+tiZzG1YPPHZYvrfsLjnnkp/KOZfc2f7/4rvC57m20T9gtdsLYBsxp05ijgaa14DreuonrIZgZIFcCFOBO7TPU4ClZeKsfQEo5Wc5g3IB+CV1G2BlgFoMiPoXpLLs1T8LbdEgNNynbhGwbdY+j48bZjPD96qeOnYUlFEgaNiY1F3ctqo3D761vgXtWDExBofuL2WTZ9u2JmAbVttqZxL1AqvNL1qTiCNtEkc0MFkNGOvxCGuvn7AaQE0qYxpl8uzPw0vRmpeGmcD4Mvxwl/ZFn9wyIUypEgm4qkvgas+TqyOYUyBngG0cZPszu01VVhdIWCb+Bn7Slg58CUQG+6vYUWZ70r5e94w8sTp4RqwGo4Y/g8+DeOg+iu+3VYbrMK8J3/aDipftr8Quvf/T/bqtyRpYnewi0FZcqZe4ogE00JQGXNdcbekPX3pyG8B0Q0meKAKQU/CWd8zYPs88YfAzLuPyeVOTjl2PDav7DxyWM/7rNjnt7FvltLNvrvd/zhZZuWF3K/ef2nZXeU9mlcW6ik44Bp2ggWINuK5zwKqWlXN1ZrfLm9naSdsaZXmLfrQBcG06Rm1NpjasPvLoYXnX5zbKGz+xQd74ifW1/v/qk9fLuSu2A6sePoexLX1SbzFE4B/8Mw4NuK5nwKo3sJq+rO4qHpfyncryeqKBtiYkG1bbamcS9ZJZZSGfhO5oE91NmwZceCEoa/9xG4An4OIqHMr3L/Pb1uQHrLKwtqUt6kVbaGA6NODKDMAqcCquIqJ8P8C1rUnfhtUjR2blznsekS1375Mt2x9u9v/ufRLcE9tWX+x6yaxOx0Jpx5X3xBUNjFcDrpwArAKrwKonGmhrcrZh9cF9h+TYt62U33/tCvn911za4P8y+f3XrZT1N+0FVrmndWwaaGvcUO94YQl/T9bfwKonoOEaaMr3I/vZZpzamqxtWD16dFb27T8sD+8/1ML/YTl85OjYQIXM6mQXuLY0S73EFQ2MVwOuaxuZVZ9hl8dHeZVVbmtytmG1rXYmUS+wOt4FbRIxpk1ijAba1wCw2lXYtH8dqoN2TurxUeGD+7UfUXAVcaq+Hvjetc+jlG9rQn7Rgivl7Iu3jS3b2VY/suo97/K75Ph3rprKvmX1l8/aX7TxMT72UQOjrFl6GTKrHYRIPUBtvp7M46Oi57029+METdc3vbcLtDVBBrD6+e/cMpVA940Lt8jzgNWpjG1b44F6gVE0kNaAK8tMF6ymLmsHzxbVf9Iz/knVoNf6z62WlhtImIVU3jq4UB7fPJP8GlSQyYs/Cw4JQcz+LfqgDe0vE9asesLD9QxkXTuNvlt9iH92Vf9Z1sI+alBfeFyRjXHGM3FDEhujTt3uDJ8MfZdXX/h58lOtRt2aP43Pq8T0zGz9GPXotms+cx2oTZRvawK96Iod8kvzF8sXv7dFvr34Tjnnkv7/B/348ve3yDEnL5H/uvSnwBpf6EIDaAANOGjAdQ1LuCF61evnrIbQoMHIQQNarAzc6rVD2CwupyAvDT8K9BSsDCHqzLhMDMTR/qR8ZJeIKq+CqOoR1YcYxtRxde3UL4/bNoT7NLCy9ytbVNumjUlf7OPC98r+ANaMGGS8V76SpM603SJDn4TQnxybql/Vl+P7x3dGgFzWX9WvJKbZ+rHr0W1XPuvKti1YDer94RU75KX/sF7m/92VMv+9a6bgf628+O+vke8v786vabUZP+pOZ4LwCT5BA81pwHUdnCpYDUAhgYuBHDSyfBFsDKFHy3pVKWdAWwhgSVYwBBQ9U3vmQJI6o2ycUf5MC3xiW9L1mGWTOuNL1Ub/zGMPGm3Y+7J9Y9ho9TESWmR30XHFNtrtBv2wbTN9k/KJ0ees+sp8H7RZrR9G9j0uY+qn2HbXwdl0eSbe5iZefIkv0QAaQAPVNeC6nk0RrKYBJAQdPcunXcZNgKukXBa0GcCULm/AUHCsljWMAmZDTg5AhfYqKE63Y/QvbMcM5xDcM/pgZEAz9pugH8Nx6XElNsYQbwBfkd0ZUGnYnVWfXibT9yq7q/wa9y04dnjCke6HHrfAy6F+Cm2P69VOilwHq2t5JtbqEyu+wldoAA2ggeY04Lp+mXQj0t/bAFIgFQHhENh0aNAhpqycfmxYRwQyCXAF7Vjgo0NmqnycDcwEWLOeEMwUQJXYaRyr9zV4nbLB8k1qv91HDegMu63jSmw0ID62sdBu3Y/x8WbmNgsqk3jk1l3a36SOzAEWl39i84wGuN2DU9t2Jt7mJl58iS/RABpAA9U1YK9Hdd9PKazGEDWEyOB9cp+jATEGYNnl7Cyc2q/dbhCWT+oOA6B/FoKNBqHhPq28AsvwOO3z+LhhBjh8r+pRdqj3WUCqwVNmWe2e2Zz9KdAvOy5zv2ZjnNke9ikTpG27dd9GkJ2Ut9+reMVlLCgN4h6WzbTT9r3ebo5+rPqNwWe0ofVJxXsCWybW6hMrvsJXaAANoIHmNGCsjyOsf9MDq+qewrBHASAFIKMBRwyDUYe1z8vKGfsDwItAUQGTAb5xAOzPwsv1mqdVWT14YZn4G/rqUPM4BajB3oz+qUviqrB6KkFsU2JDVlm97nQfEzvLjtP3Z7UT3U8amqgyxgV2236MvkwV1JvA37BfcX1mGd0e7UtaI8Q0yk4r5yb6GbYf7xoCfhHIjjBQkxgkfa/7GRNvcxMvvsSXaAANoIHqGqi7XtnHq9VXbft7G8CEAMB26KjvA+gZgk7P+zKqDyg3OohW8R0Ta/WJFV/hKzSABtBAcxqoskYVHaMgVW2B1YmAYpQBNDOp7YJLkSjYN52+Z+JtbuLFl/gSDaABNFBdA65coSBVbYHVicCqdcvCRGyYTkBzHSDTVJ6JtfrEiq/wFRpAA2igOQ24rqUKUtUWWAUUxVVUlO8m+DPxNjfx4kt8iQbQABqorgFXLlCQqrbAKrAKrE6pBphYq0+s+ApfoQE0gAaa0wCwOqVg4RpYynczuznJuDDxNjfx4kt8iQbQABqorgHXtU9lVNWWzCrwS2Z1SjXAxFp9YsVX+AoNoAE00JwGgNUpBQvXwFKezKqtASbe5iZefIkv0QAaQAPVNWCvR3Xfq4yq2pJZBX7JrE6pBphYq0+s+ApfoQE0gAaa00BdOLWPV5CqtsDqlIKKHXje+5d5ZeJtbuLFl/gSDaABNFBdA67MoSBVbYFVYJXM6pRqgIm1+sSKr/AVGkADaKA5DQCrUwoWroGlvH+Z07KYM/E2N/HiS3yJBtAAGqiugbL1qWy/yqiqLZlV4JfM6pRqgIm1+sSKr/AVGkADaKA5DZTBaNl+BalqC6xOKaiUCYH905+JZeJtbuLFl/gSDaABNFBdA66MoSBVbYFVYJXM6pRqgIm1+sSKr/AVGkADaKA5DQCrUwoWroGl/PRnSokxMUYDaAANoAEfNKAyqmpLZhX4JbOKBtAAGkADaAANoIHOaEBBqtoCq4izM+L04WyRPpIVQQNoAA2gATRQrAEFqWoLrAKrwCoaQANoAA2gATSABjqjAQWpagusIs7OiJMzzeIzTfyDf9AAGkADaMAHDShIVVtgFVgFVtEAGkADaAANoAE00BkNKEhVW2AVcXZGnD6cLdJHsiJoAA2gATSABoo1oCBVbYFVYBVYRQNoAA2gATSABtBAZzSgIFVtgVXE2RlxcqZZfKaJf/APGkADaAAN+KABBalqC6wCq8AqGkADaAANoAE0gAY6owEFqWoLrCLOzojTh7NF+khWBA2gATSABtBAsQYUpKotsAqsAqtoAA2gATSABtAAGuiMBhSkqi2wijg7I07ONIvPNPEP/kEDaAANoAEfNKAgVW2BVWAVWEUDaAANoAE0gAbQQGc0oCBVbYFVxNkZcfpwtkgfyYqgATSABtAAGijWgIJUtQVWgVVgFQ2gATSABtAAGkADndGAglS1HagXbPEAHsADeAAP4AE8gAfwQNc8AKx2LSLYgwfwAB7AA3gAD+ABPDD0ALA6dAUv8AAewAN4AA/gATyAB7rmAWC1axHBHjyAB/AAHsADeAAP4IGhBwaD4y4Q/vEBGkADaAANoAE0gAbQQBc0MKTU+AWwCqxzsoIG0AAaQANoAA2ggc5oAFhFjJ0RYxfO3rCBLAIaQANoAA2ggW5pAFgFVoFVNIAG0AAaQANoAA10VgPAKuLsrDg5s+3WmS3xIB5oAA2gATQwCQ0Aq8AqsIoG0AAaQANoAA2ggc5qAFhFnJ0V5yTO3miTrAEaQANoAA2ggW5pAFgFVoFVNIAG0AAaQANoAA10VgPAKuLsrDg5s+3WmS3xIB5oAA2gATQwCQ0Aq8AqsIoG0AAaQANoAA2ggc5qAFhFnJ0V5yTO3miTrAEaQANoAA2ggW5pAFgFVoFVNIAG0AAaQANoAA10VgPAKuLsrDg5s+3WmS3xIB5oAA2gATQwCQ0Aq8AqsIoG0AAaQANoAA2ggc5qAFhFnJ0V5yTO3miTrAEaQANoAA2ggW5pAFgFVoFVNIAG0AAaQANoAA10VgPAKuLsrDg5s+3WmS3xIB5oAA2gATQwCQ0Aq8AqsIoG0AAaQANoAA2ggc5qAFhFnJ0V5yTO3qa5zdnZWeEfH/imgbbHtG/+pL/MIaNowHUcAqvAKrDqiQZGmWAow8LUdw24LpJl5fvuH+xnjI9DA2XjqGw/sOoJqJQJgf3Tfx/SOCYk2mDh65oG2p7butZf7GEMdlEDruMQWAVWyax6ooEuTmDYxMLatgZcF8my8m3bT/2MkWnQQNk4KtsPrHoCKmVCYD+Z1WmYEOkDC7utgbbnNrs93qNBNJDWgOs4BFaBVTKrnmiACTQ9geKT6feJ6yJZVh4NTb+GiLF7jMvGUdl+YNUTUCkTAvvJrDIhu0/I+LB7Pmx7biPm3Ys5MeleTFzHIbAKrJJZ9UQDTODdm8CJSfsxcV0ky8oTw/ZjiI/77+OycVS2H1j1BFTKhMB+MqssCP1fEIhhOoZtz234PO1zfIJPbA24jkNgFVgls+qJBuzJg/csKD5owHWRLCvvgw/pI3OFqwbKxlHZfmDVE1ApEwL7yay6TkaUZ0Hrogbantu62GdsYix2TQOu4xBYBVbJrHqiga5NXtjDgjoODbgukmXlx9EH2mCs9F0DZeOobD+w6gmolAmB/WRW+z4ZYj8LepYG2p7bstrkM7SIBkwNuI5DYBVYJbPqiQaYPM3JE3/44Q/XRbKsPDryQ0fE2S3OZeOobD+w6gmolAmB/WRWmYzdJmP8103/tT23Efduxp24dCsuruMQWAVWyax6ogEm725N3sRjPPFwXSTLyhPH8cQRP/fbz2XjqGw/sOoJqJQJgf1kVlkM+r0YEL/s+LU9t+H3bL/jF/yia8B1HAKrwCqZVU80oE8cvGYh8UUDrotkWXlf/Eg/mTNcNFA2jsr2A6uegEqZENhPZtVlIqIsC1lXNdD23NbVfvtm16OPHZbvLtsub/309bL06hnxrf9d76/rOARWgVUyq55ooOuTGfYBvG1owHWRLCvfhs3UWX0s/HTnI/Kps2+VX3nRpTKYu0J+4fmLZHDCSnnWq5bL136wVe69/wDgOlvdn21pr2wcle0HVj0BlTIhsJ/MaluTFPVOfqHwOQZtz20++3aSfb/y+vvk9R/fIIM5y2Qw51J54yc3yDWb98ijBw7LZdfMyIvef7UMTrhcnnb8JfI3Z1wv199xP9A6QWh1HYfAKrBKZtUTDUxyYaFtgHVSGnBdJMvKT6pfPra7b/8h+Y+ld8mfveUKGZx4hfzqS5bJp8+5Tbbv2p8Jorf+5CH5wFdvlGfMWxJmW098zzq5aM09cujwkczjffTpuPpcNo7K9gOrnoBKmRDYT2Z1XJMW7QCu49RA23PbOPvia1tb794nHz3rZvnF+UtlcOJqOe6da+QHl98tBx47XAk6H9x3UL75w23y7L9aGULub7z8Mjnju3fIzvserVTeV7832W/XcQisAqtkVj3RQJMTD3UBnH3RgOsiWVa+L37oo50rN+ySV/7jehnMvUwGxy+Wt316k2y4Za8TYK7auFte8eFrZDB3eVjn2z9zrWy8lVsE2tZH2Tgq2w+segIqZUJgP5nVticr6gdwJ6GBtue2SfRpmtt8cN8h+dZFdw6zoL/5iuXyhf+6XXbel32pf1RfBNnaj5yZZGuf+861tbK1o7braznXcQisAqtkVj3RgK+TJP32G5JdF8my8uirGX3l3V96+MhRp0xqWXyC+2C/s+Sn8qdvWR3eIvBrL71MPn3OrbJ91yOttltm17TtLxtHZfuBVU9ApUwI7CezOm2TI/1pBiL67se257a++2fS9u/a86i8/uM/Di/LP23OJXLqF66T6+94YCKguE5/wsDxS+Q9Z2ySRx6tdl/spP3Y9fZdxyGwCqySWfVEA12fzLAPuGxDA66LZFn5Nmz2qc5Lr94pRYNa9wAAIABJREFUg3lXyScX3tqZZ6LeNbNf3nPG9TKYt1Z+fLPbPbI+xbKor2XjqGw/sOoJqJQJgf1kVosmGvYBkn3VQNtzW1/90hW7l/1oZ/is1ODh/l2xKbDjutv3htneazYDq03ExXUcAqvAKplVTzTQxIRDHUBr3zTgukiWle+bP7pmb/AA/+DB/jdM6NJ/nj/WXLs7fArB+puA1Twf1fm8bByV7QdWPQGVMiGwn8xqnYmHY4HWvmig7bmtL37oqp3Aqh9zies4BFaBVTKrnmigq4uVD3YF32gOvqhx8FC732z2wZd1++i6SJaVr2sPx5twBqya/phWfZSNo7L9wKonoFImBPaTWZ3WSXJS/Vq5Ybf83ZdulBP+Zq386Zsvlz950wr50zevlOPfvUbe9fnrZdmPdnXqHr1J+antdtue29q2f9rrB1aB1SpjFFgFVsmseqKBaV/0utK/xetm5P+8Y5386VvWyvu/cmP4W+Q3bnlA7rxnn9x854Oy9Kqd8o9n3iR/9ta1cuwpV8rlP94NtM62t2BXWQhdjumK7vpqB7Danva7pAmXMRaUtf8GrhVSfvozdMS4nzHu0sQ1rbac8tlr5VmvXin/sXS7HD1afsn/3y/5qfz6y5bLJxfeArC2BKxtz1fTquVx9asJWN374AE57d9vkz9+00r5tZcslee89Qo547t3yCOPHhx5XPEFq2Yh2nUcAqueZNVchUL5fgKqHrdxLT6+tnPy+9bJie9ZJw88/FitBfKumUfkt16+TD521uZa5Xz1c91+62Ogjdd17eF4E4JcYfXmbQ/Ib7zi8vAxUy/5wDp57xevlfnvXSuDE1bJs994hWzfNdrPtAKrZpxcdes69oBVYJXbADzRgOtkQ/n8yftdn9sox71j1ciwObPnUfn5eRfJknU7R66D+GTHx3WRLCuP37P9XtUvLrAa/FTqs159ufz2q1bJLXc+aIydjbfulV964Qp5zltXy6HD5Vc5bHuBVbe42v4sG0dl+4FVT0ClTAjs73/mtCyG9uTB+2Ym49Ubd8kxJy2SB/eNfskxiMVFV+yQ33nFUjl46Iix6BIntziVjQvX/cTHLT4usPr187fI4ITVcuOW+zPHzKoNM+GvUF2w6u7M/UWxA1bd4mr71nWcAavAKplVTzRgTx68b2Yyft47V8m/nbel9mKY5f9j37ZSvr34J43UlVW/j5+5LpJl5X30aZN9doHVk9+3Vv7or5YVjpdff8liectp6wuPyeoPsNrM/Kh8WzaOyvYDq56ASpkQ2E9mVU0qbKtP0rff9bA865WXyv4Dh2svhll+PvvibXLi31zRSF1Z9fv4Wdtzm48+bbLPLrB63Cmr5EULriwcL8958wp52d+vKzwmqz/AavV5MMt/9meu4xBYBVbJrHqiAXvy4L37ZHzmBVtHWgjzfL9j9375vVdfKvc/5HZLQV79Pn7uukiWlffRp032eVRYDW6XOfZtq2Tuu1fLngcfy/3/4zculxcuWCfBD3PUsRtYdZ8fdX+XjaOy/cCqJ6BSJgT2k1nVJxZeV5uo33PGtfKRr99YaxEs8+3/futKufK6exuts6zNad7f9tw2zb4bR99GhdUgWzqYe5kM5lwqg+ddlP8/Z5kM5i6Tt5z241pjClitNgdW1YjrOARWgVUyq55ooOqkwnHVJ+k3fmK9/Mv3bq+1CJb5N3jszihfCCmr19f9rotkWXlf/dpUv0eB1aNHZ+VXXrhIXvDeK+Xsi++Usy7Ykvsf3Frz52+7Qv7wdcX3ttr9AVarz4O277Lel42jsv3AqiegUiYE9pNZzZpg+Kx4wn7TJ9fLF797W+OweuHq+t9eJlbZsWp7bsPv2X6v6pdRYfWYky6WD//r9ZXG3hs/8SP5w9ddVulYZTew6hZX5Ue1dR2HwCqwSmbVEw2oSYNtc5MwsNqcL9vSpesiWVa+Lbt9qXdUWA0yqwu+dJ0BoPc98JgsvupeeXj/IePz13zkann264HVSWqqbByV7QdWPQGVMiGwn8zqJCeyvrYNrAKrfdVuV+xuClaDnzc+4dQrZPCCH0sAp3r/RoHVtdftDu+JvWbzXqMuvV5eVx//rowBrAKrZFY90QATa/WJtaqv3v6ZDXLWhVsbXcyCR/Fc/uNdjdZZtT/TeJzrIllWfhp9Ns4+rbn23hAK19+0p7Lm1T2remY1gNXgsW+DE9fIq//RHVZXbYxgdeMtwGoTeigbR2X7gVVPQKVMCOwns9rEhORDHcElxq/9YJucdvat4TNW57x7tfzzv98ip519s/N/UM8vn7xIXvGhq+Qz375drrs9+5d5fPBzU31se25ryk5f67nlzofCb+svWnuPE6wG/rv06hkZnLBCgp9a1f05Smb13BXbZTBnqWzbsc+oS6+X19UTAK7jEFgFVv3JrJ6+V2aGit8rC06ZfkDVJwgm1uoTa56vHj1wOLzUePL7r5F3f36T/MPXbgjvm3vX5zZKU/8f/Nr18r4vXSdv/fS18syXLpUf32wuvHm28Xl2fPUx0MZr/J7t96p+2bf/kPzM8T+UTy28uTIUZmVWg/ZWbtgtg3lr5MYtDxh1jQKrHztrs/zc3Isa+8GPqv6Y1uNcx95w6Y5fDFwrpHzPAOiUTbJ2j5LBEVnYB4AbyeZNslZ1U0Rmzl/pD6THJ2TTOgmOs19BpjN4aP+42jz19I2pL5GMq+1paaftNWla/DTJfvzFKSvlz9+yovK4yoPV4Mc0vrvsrhRgjgKrgT3PfceqyjZN0n99aNt1HGrLd/gSWPUs0zrv/COmBjZt6jzEjWKzUaYHfXQd2Fnl+zChdd3GDbfslWPftnJsC9g//luUue26X7psX9ZYaPKzLve9L7b96w+2yGDuctm+a3+lsZXA6rWVjn/tR+s9DWDHvfvD+2i/8v1mn6Hcl3i0YafrmDNBRaR3sLpgkwVb0pPsYEeg2IC4QA09ALnaNp+yzbz83xHfuw7euuXbmIB8qzO4Fy74halx9Tu4JeD9XzYfzzOutqelnbrjpO7x0+KnSfZj994DMpizRD7w5WrwGcDqL598sSz4UrXjX/ORq2r9KMA/feNGGcxZJvfcWw2eJ+m7vrRdd1zZx/ccVs1Lu8POjAG4FugZyT3bZEEHAaiSjQbI9QT0a9qcwG1P+teSlvoyqXXZTmDV7f7EScTWXvSafj+JPk1jm397xsbwi1ZVADGA1V978SUyOH6J/MbLlsj/fOni3P9gf5C1/eM3Lq90knn/Q4/Jz827VN78qWsqHT+NsWijT67jbsh38Yt+ZVZP32vbH7/f2zo8LtikN91+e6MEug82jtIvyox2X3QbE5BvdQKrwKo9//g2Btrqb/BA/6fPWyYv/6D52Km89v7r0p/Kgq/cJO8549rS/w987Rap+qtwb//0hvAWgO27HgFWZ5sb7/a4qfteJ67gdY9gdaUsHH4xSGRmk/5Nb5G1p4+2oFd1YB9AsA82VvU3x7nrOW/S5/PqE/KosPrNH94p7z7jJvnB5dtrLYDcBlA9Nnk6bnvuyGuXz+vH7j+X3imD518j3/zhllrjpClfX7xmuwye/yP50vdunUj7TfWji/W4jsP+wmrqUrB1S0DRrQDBt8m1nmeCrZG1TR5zZAKgVsnwZfal5nnhN9it+2v3HJG152+SeVmXfXUb1W0Gp2yShdY9ujObtqUewVTLRtuPmZC/UuYFj33STg5EjsjMnr2y8HTrW/WnrJQF5wfHWn0Njs+w1RRwxXYq2XyBDGJ/JY+rioKUabeKgYPfzb64w2XT9XVxAuubTaPA6nu/eJ38yV+vko9942Z51quWy+e+c0vlhRBYrQ88tqaaHkd2fXZ7vHeL2Vv/eYMM5q2VVRtmKo+TJnx+87YH5GlzL5MXLrhqrO02YXsf6rDHTd33Q8SKX/Qms5rchygie7aFwGdCWsGleQN2crKwBqwmAGq2YbsveJ8cGwVjpaS/BGaXs8sEoGV+KWih8YzQ4vK1bDT6meUL/dFWdrtWfw2bs46NPss8OTiuRjulNlfxeaCbDI0YfQhg3MzYm73KiJuC3g5u+zChdd3GurC6875H5Tf/cok88PBj4QK4eesD8ruvWiqPHTxSaUEEVt3AJ9BT3UWx7vFd12zf7Dt0+KjMOXVd/FOn91YaJ659/OnOffKrL71cfvc1q+SBhw+OpU1Xm/tWvu64so83197e3AZg3QKgnplZCjFxtssAkixAu0AGRl0JlNQCweMukPLjVQgscLJsVEflbrVMcnmbSX/Mftq+MP2c3XZ+XdnHB59afT3OrR0bfsv7r1kWn+gMB4aD34d1dBBUA9v6Nrl10d66sDqz59HwCyC79j4a+v+GOx6QZ71yqRx47HCleACrwGoXx0HbNj247zF5ztvWhsC68sftZlhv+8kD8syXr5Rfe9lK+ck9D1cal233fxrrd10ftVU7fNmPzKoBFBosBdk5vUc2iCiIMMrbgBYDbQ6sKoebQGTDVzYUz2wyL/mHl9Y1ew3osmwMDwsygfFD++edrmdeg71pGyrZaPTT8oW1L8hgq/YHx8WX+/VMcmizutyv3x4QZDq1juplgpjUbcc6vthvR4xbFeadss3UiFh9bsDvSiNd207jBDjuPtWF1cC+4Jdwjn37arnznn3yJ29aIV/+7+rPbgRWgdVxa7wr7QXAOufUq2Rw4hXynSU/aQUi12zaJT8/f4X89qtWy9a7H2qlja74c9J2uK6HOkEEr3sBq1m3AChHFELRmGG1yM5Me7XsqHkbQHKrgyoXbI36bQBMZXXTMBvWVQB+pi9zyiuflm0tCNQBs3Y7BTaX+STss2WL8WxZe1/GCU+lNsr8MYH9k56spqH9UWD12tvul8GcS+UT37pJBsdfIqs27Kq8KAKrwOo0jJtR+/DYwcPypk9tCr/0tODLN8qhQ9WuSFRp76wLt4Ug/BfvXCcz9/E81So+czlGZ5dRXvcQVs1LxqmfzbRAJrU/gAQLSHRwGjrRqEfP3kZZ0yqAZR5juzrjvQ5Glo2Z/WjARjurmfjC9LMBdCWgFWR91+45oj2IP91Xp3aMfuuZUctm3Z+GzQXHNeD3oYaMNuNs+wQ/c5loKBtB0yiwunjdPfK2z94or//4NfLWz9wo566o/kQAYBVYZezNyhe/e4cMTlwjf/bWK+WGO+6vfLKX5bs9DxyQN3xiYwjA7/z89fLYwUNO9WW1wWfpceu6LtoU0f3MqgEqaYgcVLkVwAKSBJw0oChpxwTRrKyjBUS2p7Pe63Bl2Th+WLVuqdCzvrnAVb3Pic9HaMeITQGsFthsxK9hv7sOyrbKM4GmJ9C6PhkFVuu2oR8PrLrHrK3xpOrV48Vr93jl+XDttbvld169WgYnXC5nfPeOkQBz0dod8isvXhH+OtW3F7dza0Ge/b5/rsbLqFsbmToPqwZk2NZnvs8AWgsEE3CaLKwG97QOA2nZ2AdYrRObxOfA6jDmuScBmi4djvF9smyi/8BqezDSRHyy6mh7fGW1yWft6OThRw7Ke754gwzmXRl+AeuazfdVgtad9+2Xvz5tkwzmXSUn/u3Vcsdd3J86bo26jkMb7zoOqxbY2NbnvE+B3lhA0Moy6tm7KsAxFhvTX24aHSLt2CRfBgtFavVn9HaKbK7q84LjLDtT2gliZ2R2M06GqsR3AseMe3KaxvaA1XYgpE2tuC6SZeXbtJ26s/W2csMu+b3XrQrvOX3/V26Uhx7Jf9zUwovvlKc//1J52tylcuYF2yrBLX7P9ruLX8rGUdl+G++6DasGJNimF723LtNbQJK+H9OCmRG/vGRmGi0bymDFsnEUaKrUvuXTBCJtH5TZb8Jqyl6rP6O3Y8OifhuA/aiwHJC0bDFsLdqnYmb4LKcNdWyHti4TDWWjyRtYbX4Ra1tbZYug6/627af+bM0deOyQnPbvt4a3Bfz6yy6X4BK/7qubtj0gc//mKhk8/yp57cc2yF0z/Hyq7p9xv3YdZzbhdRpWK8FXDAfmsSbQpO5rDWBU/RJT8KtHxi81BS5KA0m6/vhRTaesTH6RyoCa+CH0p+iPdLpAgl+2Cn6VasZuowFoGsXGBCLtpw1ETyTQH10V/aqV8o0Jq+qHGgKBph+zZcbD/HZ9WTvFsGpmPZXPk8voaVuU/fExDfjddVC2VX7ck9M0trf+5j3ynDdfbiyKbfbzo2feIH97xrVja6/Nvkyq7rbGk6p3Uv2i3QhiAyg94T0RlL7vS9fL/gOH5KwLtsjghBXyzL8MIPYexs9sNvCPU0NqvIy67RGsWjCk39+Zlb2yQdE63gY52xHmewtogvbs+ocF9GPt7OTwoIwXern0EwuM7J/qr2GDVb6qjUYdJkSmoT7DbO05pXV8qkNx3XZs35t11fG5SMqvwCoTe8HEHjzk/5kvXSz/eel2ufrG+1r9v2LTvfJ7r1km51xyJzEpiEnZgjvq4li1XFn77B8PKP3L9+6QwdwV8odvuDzMtr7jc9fJQ/vybw8gLuOJi/Jz1fGUd5xNH93NrBZCVZI5SzpqwW3qofn2ftMVM+frGdYMELSfOjAsbh9b9jOiqqBVrhFoyuuj1laZXy07lLXJVqur8FjzUVYmYKbhPKlfvdLaKbO59KdbozqNL7SpEwCrDymYTZ0EaHapOjq6VZMGW7dJeulVO+V5714nx759lRz7tstb+l8px56yVj7+jZvk6FE3e32Pd7ImZK0T7p/57t8u9f9r594hg5M3h+OmS3Zhi/vPHisSUNvOwqqRtQt+SakCECzYdET1K/NS/iC+BK8dJDOb1K806Rk668tCqu2c8vPUfm2b9+zRmT1HZO35m2Re/MtUw4n1FBM016rbFLQ6B8avWOVAU5mNBpwFt0NkTN6nBL9AZcJmcGvETPiLWuZtDZk+jX95S49hClaDflVtp4rN8e0HwfNezT/1C1sZ/QxtaMjvepw68poJE+jzUQPDObWlceijT7va5/0HDsvnvnObBNuu2uirXa7j0FzHe/ILVq6dpnwOqLU0mePvbvjb10mSfvsN6W3PP+jLb30R/2rxdx2HwCqAljzbFV9MtS+YVKtNqvhpuvzkukiWlUcv06UX4tlOPMvGUdl+YBVAm2pAKxsAPu1nEm5nEsav3fZr22Oc+Hc7/sSnG/FxHYfAKrAKrHqiASbtbkzaxGG8cXBdJMvKE8/xxhN/99PfZeOobD+w6gmolAmB/d24r7TNODDJ93OSJ25ucWtzTAV1Ex+3+OA/P/znOg6BVWCVzKonGmBR8GNRIM5mnF0XybLy+Nv0N/7AH1kaKBtHZfuBVU9ApUwI7CezmjXB8BkLT9810Pbc1nf/YD9jfBwacB2HwCqwSmbVEw2MY0KiDRa+rmnAdZEsK9+1/mIPY7CLGigbR2X7gVVPQKVMCOwns9rFCQ6bWHhdNdD23OZqH+XRuA8acB2HwCqwSmbVEw34MCHSRxZ+WwOui2RZebs93qNBNJDWQNk4KtsPrHoCKmVCYD+ZVSbY9ASLT/rvk7bnNjTSf40Qw/Zj6DoOgVVglcyqJxpgQm5/QsbH3fOx6yJZVp6YdyvmW89dLcfMXyQnnfvQxB4rVtWGFV9YJMfM3ygrZrvlwzY0XTaOyvYDq56ASpkQ2E9mtY0JijqnfxHqeozbntu63v9M+7bfLifND0BpkSy4ugmN3iMLgvq+cM+YADG/vaqgmOmXhqCxkg1Xb5Rj5q+Ws7Y34f/u1+E6DoFVYJXMqicaaHNypu7uLxa+xsh1kSwr30e/hjB16kZZcGpTgJkPj+34Z9ztNT2+I/ubOVFo2rZ26isbR2X7gVVPQKVMCOwns9rOotLOxIet+LWqBtqe26ra0Z3jIlAKLpNHGcAmsnvjhsdxt8d4c9Wv6zgEVoFVMqueaMB1sqE8C1YfNeC6SJaV751PwsvP8eX/+HXW/Z25IKuXn52V6L7L6JaC4LYC9W/WGcOltt/OKurtmXWa93Sa+zLas+xL4vOQnBVkkjUbTBtnZTYumxyTB/IldeXakOUvs3+BvVV9kfSt+3NT2Tgq2w+segIqZUJgP5nVPk182Nr9xakrMWp7butKP6vaYX6pJ4bIU2+Xrdb9mjowGXVnglhBplPdH6vdzxrVbd4vqz4LQDGBSAWFNtAVtFdkn9HPoI4ERkO/aDbOzsZtpL4AFX9eUJeCXhPIs8qp/iV2BL6u54t+zAWu4xBYBVbJrHqiAWPBsRYm9vVjwidO9ePkukiWle9XTGJg0qAsglcTloI+NQWrYf0G2AUxjCFN+1wBWgKqcayL4FPrxzAOGcfn9XFYJm8+HLWuWuXSManni/pjorTfef5w+LxsHJXtB1Y9AZUyIbCfzOokJjDa7MdC0+c4tT239co3GRClsoA2JDYDq2kQU/6KADLJmCpAM7ORszIbZ2ZN+/LrVf1J6kmDsbKhdBv7K2m7Yl0pPxeXc/NFP+YQ13EIrAKrZFY90UDpxOxw1kzd/VgwfIyT6yJZVr4/Po2BSbv0HdquLtNrWc7g80ZgVdWt3Sea3A8a3D86DlgtANuyOS8FqxXrSsFqcTk781sP3Psx95SNo7L9wKonoFImBPaTWe3PotuPyRl/diNObc9tvYmzAkcLSoeX5K1nrjYKq1mX6y1QrAdoBfBXExT1+CkbTKDW76EtaFfvT00bgNXy9RdYBVbJrHqiAX1S5nU3QIo4tB8HYDXycR6IGWCmQWUjsKq+pKTVm6d5ZV9y+T7WhvNtADFgpiBd115O1jkvs1pYV/JUgaQvxTZwGwCwCoh5AmJtL0jTUH/eIsHn+qI13tdqgU7uiRtv+0Hsq9pgL6h90U3bY7cfflAwllx2N+2OYUq7LJ++9zPQpqrH/Cb/8JvzKShVx+e1m+hd6TABvHifM6yqx0Wlv0SW+CAnY5qC1Sp1ZcFqUbl02/V8kfgw6U/3PnMdh2RWgTmA3hMNdHkiK7RNXb60LlMWltEvyaVepxeH0euqsijkt6cWpc7DarhoFy32VfwwmWNcF8my8u1qpyGfqTGUgsmk/uhkRIfQWLdaFlEdE2RjTagsgFLVtlZP4LNQ+5o9aiyY9eZ9waqgvdQl+KSOYwwbojqi9jLqU3Ybj9KqUlc2rKovimXZoN+7O/RNysdJ25OcL0bVe9k4KtsPrHoCKmVCYH/5ZYi++2jUSWbS5cJFjJ+GHNNvrifwksQ9gpYURKROArLKTv6ztsdt4qfJ9zXPlggyS042FJxpADkErPgLUiEkxcel9RDDbXysud/cF956oLej4LUWoJl1DtvLgtVQq+bxgQ0m9Nn7g2xw9Jl5XBBn+1irrlwbFBRrP05g+SGIYT1w767udD26jkNgFVgls+qJBvSJoz+vk8UimsBLFtxKABUvNBmLRDt+GXd7/Vi82vF1uu+ui2RZ+XH1g3bSscUn/fFJ2Tgq2w+segIqZUJgP5nVTk78eoYifp3OcqhMRAbI6uX5acjhT00aPrR8pOtAv+wbfREnfe+hfhJhHp8+Vq97XK/bntvG1Q/a6Q+YEat0rFzHIbAKrJJZ9UQDfZxAI/hR0BNnKI37zqJJUQcmo5+ZIFaQ6cy4FJp1SU59Zl5KVJf4lL1qwi5or8g+o59BHQmMh34xMsNxG/oXZPRLnwV1ZX+RJq7PKKf6l9gR+LqeL5RPxrd1XSTLyht6q5TZH1/fsQ1fd0UDZeOobD+w6gmolAmB/WRWuzKpJXakIS+CVxOWguObgtWwfgPQgsUuhjTtcwVoRoYyAJUi+DTgMl5EM47P62Pil5wFeNS6apVLx6SeL3JsbxHy2p7bSuPSYt9oe/x6wuej+dx1HAKrwCqZVU800LtJNgOiFAzakNgMrKZBTPksAsgkY6oAbfilDgUkcWbWtC+/XtWfpJ40GCsbSrexv5K2K9aV8nNxOTdfjLbQlfZd+T9j67pIlpV3sY2y49cDPp+Mz8vGUdl+YNUTUCkTAvvJrHZrEo+BSbv0HdqnLtNrWc7g80ZgVdXNT0PKgsAHWZng4X2/SXa7HriPf6Fse27r1rgZv3/pPz6vogHXcQisAqtkVj3RQJUJpTPHKHC0oHR4Sd56xE2jsJoDabpv6gFancxqwbFW1lDZEH3xKXkUTpJZrVhXKrNaXM6+TUHZkWSH48U7M8s8/oXddZEsK6/rgtfjjy8+74fPy8ZR2X5g1RNQKRMC+8msdmnSVwBkg5jxXoPK6Pgk2zfsSwrEgok9D8byPk8vBsq+aoBWUG/KvvjYFKTrNuRkneO6UrBaWFfWfbbFNnAbgDlXDLVmnUzwua7ZnNfqpFR/jmtf/NiRk7G+6MyVMYBVYJXMqica6MuklmRPk3tETdtjmNK/+Z6CvmBxVFBn/9pOHjyq4/PaTRbc9mC16GcZVfs59qdgtUpdWbBaVC7ddj1fqD6Mb+u6SJaVN7U5vn71v91YS2UnU12FV2C11g+VlI2jsv3AqiegUiYE9pvZkmn0R28WN5Vt0TKntu1Rdk+H0PTCp44JsrFmBrQASlXb1gIaAplmTz1AK2gvC7IzbYjqiPqRUZ8qY/8qj/rc6I9eVzasDn+5KKNc334asu2xbGuT9xWBPdZmciWgYrmuwGvf7R+zH13HIbAKrJJZ9UQDfVlE7XsiM+1WEKYB5BCw9EuK8XEmrAaLYgy38bHmfnNfeOuB3s7wC102BBf9drdZ57C9LFgNFxHz+MAGc1G39wfZ4Ogz87h0X1N15dqgoDi5HzbrS1f1wH38QOK6SJaVz9TnmEGglzb0Hfb6bv+YNVo2jsr29x5W551/RGbOXzle4Dp9r8iebTLPE8gpExH7+5GV7eWCNuYJFR+NHybb9nnb81Pb9nex/ugEJTlBCk/ojCy8fTKln9hlnASFJ43m7Tf6lZGwfv22n3heyLcj3X5Uh3Vfe3yiFu0LTsqs/cP5x6ovOHnNg9XKdU7fWCvSqus47C2sLtiBz0EcAAAOwUlEQVQkIps2yYJNR2Th+XvDfqw9vQAaTtkmM3pvHWAzAOSgbVfnU74gXi4nAnGsC/XgUn9PyxZNJOzza+HwKd5tz7M++VL1NYLE1XLSqXbGP7m6oGfhM7PvebCnrnoY8KsA14TJQjuGoBmM7bi8VmcIw8YVEwWkJjQPr8LYZfUrOHFb1ev0b75xHYc6vgWvB64VjrN8CI2B1SXgGB13RBaeksBRALujwkxQduzZ3J4C0jj1QFuJvrN8oRYatv4tFD7HPGssNPmZj75V8KkDqfJDCGwa2EWfp2ExLzMZZVRNKI3qiGFSA8wiO5Q9wVYdN7z9xgBZbT7IuCUmz57o8wxYt+vOqFO3zZfXrmOun7AaZ85mzt8ma8PsquRflq+QZRtCb+CNPdtkgXVrgbF/0zZZuMcEXWN/RvnBcZtkrZhlBqFde2VBDKFGHZKAdZhB1qOUAeZGWdu+1C0LgS1J/YGAjPLWvkhgkf2hGVZGurzsBRL2NfZLUIcC/aKyxr66faro20p2ZcazGApdB2Vb5X2ZFOmntvjaC6eH79saT6peH/WmMppnbbe1lgZK5Z8I7rSsZWZmNQNqNc3adeTbodsV25QCaP2Y+HUMlsl93wX2ZNpfpc6MY7Q+Kn9N21aNl1G3OgYFr3uVWR0EIJYBb7ozQtizAEvfH0FRGhpV1tXeH8FjAnv2fgVZqnzU1soQcBWkBZ+F9cS223Xo+4a2hgCWtKs+zyyrAWe4X/dRJsgl/U+3bdl++l4LNovKRlCnfKL3P9PuIn/U7VMc8/J2EngOfGofr2w34wmsTttESn+mdwFVc2VbWx+1kwuJMcAl94BqX86z70vNhL182A38bGc5c+3Q4K/KMcMYpmC1wJ5M+zPGUarOjGM0e4e2TNlnruOv37Baemk8ygjqkGQ6LAIxA0QMKMzIiBqZyrLyCdQEEDi0o7ANCw7DPmbYEX6e0b5hXwTFw3aDMsZ+u96stqPP0icFVcpG/Q8B2DhhKCrr2ie9z0XtxCcMhl0ZbRuxSuJp6qgfn0/rJEi//Fz8qsa97bFa1Y5pOi4XABWsapfqc/udCXsFcDgSrBbXF/XDBmr90n5cPisrm2l/csuBDexJttbP8eo6DqcbVkPQsC6/64CbBSI6zGXsDzNtKlOZsd+EwQRi9HJG9jJoz/oz4PK4PFiML69rGcdADHo7g7isDuP12lb2R9AXmDmsq9RuVTYDAIvKZvi0Vp/0Phe1ox+nNJHRdl48XQfeJMrnLhpTdgZPP/1cDPPi3vZYy2t3mj/PhVX15ShXWM2CwyGsJrcS5NsRjQE7E5vEJL68b3/7P5UFrXMbQNU6/RyfruPQwqSe3QagICN3G0GWCX8KouIsoySXsRXcDbOIIezo+636UvsLwDI4NsjiWUAUgpiR3dPsU7cL5O1PtW/ZZ7Wl7p1V/ihrOyUurb3qZQObzNsXCstqbUTt1+tT1MeovcJ2wvuITbtCMC3SQ67OzJil/NaRcslE7edkSf/9jHvb49FHXeVDogK2BChz/ZOTmcwHzHSWNN+O7KcSJLak6wr3pWA1feuBqiOyMyMLa4N6Rp2qDp+2ruNwymE1vtSbApAYUgyYi0FT+wJQ9CUoBTTJ/mF2say8DinhsZG7FSyGwUvBmQY+RfuCusP9de1Tx6vyOoxrbYe2B31O9hvwV2ab6nvY76SOan1WNlb1uTpeZZvj9opszLKrTjxV/3q09WlipK9+gmlW3F0XybLyWW1O+2eVINHKjoZldJDLgVX1lIBjjPLZEFxkRwSTedCcUV9sT3D53rhkrz7XbA/rPnW1nGQcW6NOD69mlY2jsv1TD6vDbKnW0yFsqkvs8b61p0dwlOxXsBscEABRkOXTwSuBqeCIrPJJAKIM4TBrq0FOeGlesy+CWbPucLe6/WBYVj/miCw8PXiWrAZuRv+y7Nf7FxlggHTQTgh8yji97xXKqtsSMjLD2X0OYNmtTwZQq8y0Ml87EbGPi+Kkt10WTxvsu/9+2hdQ+gegZmkgmYPbGaNZbU77Z0WQGPU9zlzGzyIN79/UYC88Jg9WQ5BT4KfdT2qXHz6SquAxV3r7qeei2jYGYBt9ZsBqYI8CVqOOrGNr1OkZsLqOQ20ZD1/262kAQ2hrZxJyde7YywdgmQGGY7ejybhMY5+a9E+NuqZ9AaV/wGqWBtqe/7La5DO0iAZMDbiOQ2C1xmLv6uy2y4fZwlT2td8gP419alsHefUzeZqTJ/7wwx9546Gpz9GRHzoizm5xdh1vwOoUwWpwaT11Gb/n/ZvGPrkO2lHLM9m6Tbb4r5/+G3W8VC2HLvqpC+I23rhVHU95xwGrPYe5vMDyeb8zym3Ej8l5vJMz/u6Gv9sYS3qdxLkbcSYO3Y6DPmZGeQ2sAqsyinAo0z8YZjLv9mROfNqJT9tzFXFrJ274dbr86joOgVVgFVj1RANM/tM1+RPPavF0XSTLyhOHanHAT377qWwcle0HVj0BlTIhsL9/mdK6MWOx8Hux8DX+dcdJ3eN99Sv9Zj6po4G648o+HlidYljly0nTD6D2gC56X2di4VgWomnRQNGYaGLftPiJfjDm29SA61jzFlbDh9I3+JinVH3xL1bpPzDgGqx65aMH3E+u/QqgOHEfVbBxik5m2pyIqJuFrqsaqDdv1p8Tutpv7GJMdkkDruPQU1iNQK65xzw1XV/9CTMthOAXs/Rfs2qiTupI+7k/PunSxIUtLKTj0kDbY3Zc/aAdxkyfNeA6DnsLq+HD4pX1e7bJgvOPJM8YTf3qkQZucTZPFY1+RjUCDqNOHfSCMnEbqtwQdPPqCz9Pfp7UqFvL6Bqf2/2w2h22GWf7SssaPw0bQ1WRb8J645+FDTqq/xpWabkLpNQezYdhXywfmT/tOn3PjHUdrK7l+zzRYTsL9agacB03ZeVHtYtyaNonDZSNo7L9ir3Uthc/txpBURoE1SXvcL8GhAMbiuz36jfsNbjTL+sPIUzVGYCbdmyqflVfDHu2vQs2RRlP+3PVjtEP7ffs9WBWKqvDpg64qh/BZ4YvrAzx6XuHJwBhe7nlFKiWxMTqS1hnjo8iu0SUL/S+83q0bK5PEyN9BQSUBtqeL1Q7bNEcGsjXgOs4VJCqtj2A1Yx7MUPgSi55p75YZGcF7ffHRdnEBIxMaAvBVQc/u7z9/rgLJLHBrluBRrV+GNnNGDgHx1Ura2diA7EkdmVlWqN6RYfSuM0q5RL/KQg2Y2L3Jakzy0dmDFyFTvkLhIk0fyLFN9Prm7bHPtqZXu0Q2+Zi6zoOFaSqbfdh1QLT0AEGLKZBLoAiHcDs9/bl58AZCeil67OzjKn6dJgMbNOzsAo4R+jHMNgjl033JW17chtAAp8l5UayR6sz00dZAKtAn+1QC0pPFbZMvM1NvPiyP74cZazUKYMW+qMFYjW5WNUZU1nHKkhV2+7DagpsIugZwmgKnCLoKYVPPXNqLPxB+SRDGDgxALyi+gZhpla71J9Vd1k/tDpSgRu1bKlvNAjU2ygrpx8b+s6KSWZfNL+myl8g0QlEcltBygdGjDS7+Tz3Rx6YqCc3UeP7yfm+7bmD2E4utvi+P753HYcKUtW2+7BqgFMMRXomNHO/DpsZGbssWFLQE9anQ5Nd3n6vLoHHZay6g6xsmLHMtFOD4FS7GpCNWjaznPJN4Mukn/r9pNH9o/pxgVzUe9Vf9T4vJkndoWj1/oU+UuVVfbYvtP0qNmxzwTRrYmBi78/ETqyai1XWWGjyM2LVXKzw5fT60nXMKUhV2+7DanyJXRm89vQIjuxL1tH+AHACmDRBKbz0HRygZTyHn8UVq8ypAW0BHBnAFwHksGxcn1kmgbew6uH9oObndj/MOjRQDQFt1LJ6uQzfhNAYO8DwWUm5kphk9cX+bOjDuPkknmRZXQe5Ks9CML0LAbHNj63Sf1tbfJ/ve3yDb5QGXMefIhO17QGs2uDGe1cRUN4PDalJgy0LiE8aaHt+88mX9JW5Y1QNuI5DBalqC6xyabnWpWVXAVJ+fKA86iRDORaoPmug7Tmmz77Bdsb2uDTgOg4VpKotsAqsAqtTqoFxTUq0wwLYJQ24LpJl5bvUV2xh7HVVA2XjqGy/glS1BVanFFTKhMD+8WU4J+Xrrk5i2MUC26YG2h5vbdpO3YyNadGA6zhUkKq2wCqwSmZ1SjUwLZMe/WABr6MB10WyrHwdWzgW7fqqgbJxVLZfQaraAqtTCiplQmA/mVVfJ1H6Pd0A0fbchn6mWz/Et5n4uo5DBalqC6wCq2RWp1QDTLrNTLr4sV9+dF0ky8qjh37pgXhNJl5l46hsv4JUtQVWpxRUyoTA/unPrBJjYowG0AAaQAN91ICCVLUFVoFVMqtoAA2gATSABtAAGuiMBhSkqi2wijg7I84+nv1hM1kLNIAG0AAaQAPNakBBqtoCq8AqsIoG0AAaQANoAA2ggc5oQEGq2gKriLMz4uTMtNkzU/yJP9EAGkADaKCPGlCQqrbAKrAKrKIBNIAG0AAaQANooDMaUJCqtsAq4uyMOPt49ofNZC3QABpAA2gADTSrAQWpagusAqvAKhpAA2gADaABNIAGOqMBBalqC6wizs6IkzPTZs9M8Sf+RANoAA2ggT5qQEGq2gKrwCqwigbQABpAA2gADaCBzmhAQaraAquIszPi7OPZHzaTtUADaAANoAE00KwGFKSqLbAKrAKraAANoAE0gAbQABrojAYUpKotsIo4OyNOzkybPTPFn/gTDaABNIAG+qgBBalqC6wCq8AqGkADaAANoAE0gAY6owEFqWoLrCLOzoizj2d/2EzWAg2gATSABtBAsxpQkKq2wCqwCqyiATSABtAAGkADaKAzGlCQqrbAKuLsjDg5M232zBR/4k80gAbQABroowYUpKotsAqsAqtoAA2gATSABtAAGuiMBhSkqi2wijg7I84+nv1hM1kLNIAG0AAaQAPNakBBqtoCq8AqsIoG0AAaQANoAA2ggc5oQEGq2gKriLMz4uTMtNkzU/yJP9EAGkADaKCPGlCQqrb/P4/WdGXFVzH+AAAAAElFTkSuQmCC)
Se debe precisar que el Reglamento exige una autenticación reforzada para aquellas acciones que pudieran generar operaciones fraudulentas u otro abuso del servicio que perjudique al usuario, tales como pagos o transferencias de fondos a terceros a través de canales digitales. Para ello, se requiere la utilización de, como mínimo, dos factores de autenticación independientes de categorías diferentes; la generación de un código de autenticación de único uso mediante métodos criptográficos; así como, la notificación al usuario de las operaciones exitosas ejecutadas. No obstante, estos requerimientos no son de aplicación para aquellas operaciones en las que el beneficiario esté registrado como beneficiario de confianza, o en los casos en los que el cliente y el beneficiario sean la misma persona. Adicionalmente, las operaciones con un riesgo de fraude bajo, producto de un análisis de riesgos, se encuentran exentas al requisito de autenticación reforzada por debajo del umbral por operación establecido por la empresa, entre otros requerimientos detallados en el Reglamento.
Por otro lado, el Reglamento señala las medidas de seguridad que deben aplicarse al uso de interfaces de programación de aplicaciones (API), que estén involucradas en la provisión de servicios para realizar operaciones, entre las que se incluyen el análisis de riesgos asociados y la implementación de medidas de mitigación; el cifrado de datos en almacenamiento o transmisión; prácticas de desarrollo seguro; y el análisis de vulnerabilidades y pruebas de penetración. Cabe precisar que deben documentarse las especificaciones técnicas de las API utilizadas.
Si bien el Reglamento entrará en vigencia el 1 de julio de 2021, los requisitos de autenticación tienen un plazo de adecuación hasta el 1 de julio del 2022.
Finalmente, debemos reiterar el compromiso de la SBS en prever que el proceso de transformación digital en las empresas y, consecuentemente, la provisión de servicios por canales digitales se efectúe en el marco de una adecuada gestión de los riesgos operacionales, y en particular, los asociados a la seguridad de la información.