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IAABCAAAQhAAAIQgAAEIAABCEAAAiTeOAYgAAEIQAACEIAABCAAAQhAAAIQgAAEILADAiTedgAVkxCAAAQgAAEIQAACEIAABCAAAQhAAAIQIPHGMQABCEAAAhCAAAQgAAEIQAACEIAABCAAgR0QIPG2A6iYhAAEIAABCEAAAhCAAAQgAAEIQAACEIAAiTeOAQhAAAIQgAAEIAABCEAAAhCAAAQgAAEI7IAAibcdQMUkBCAAAQhAAAIQgAAEIAABCEAAAhCAAARIvHEMQAACEIAABCAAAQhAAAIQgAAEIAABCEBgBwRIvO0AKiYhAAEIQAACEIAABCAAAQhAAAIQgAAEIEDijWMAAhCAAAQgAAEIQAACEIAABCAAAQhAAAI7IEDibQdQMQkBCEAAAhCAAAQgAAEIQAACEIAABCAAARJvHAMQgAAEIAABCEAAAhCAAAQgAAEIQAACENgBARJvO4CKSQhAAAIQgAAEIAABCEAAAhCAAAQgAAEIkHjjGIAABCAAAQhAAAIQgAAEIAABCEAAAhCAwA4IkHjbAVRMQgACEIAABCAAAQhAAAIQgAAEIAABCECAxBvHAAQgAAEIQAACEIAABCAAAQhAAAIQgAAEdkCAxNsOoGISAhCAAAQgAAEIQAACEIAABCAAAQhAAAIk3jgGIAABCEAAAhCAAAQgAAEIQAACEIAABCCwAwIk3nYAFZMQgAAEIAABCEAAAhCAAAQgAAEIQAACECDxxjEAAQhAAAIQgAAEIAABCEAAAhCAAAQgAIEdECDxtgOomIQABCAAAQhAAAIQgAAEIAABCEAAAhCAAIk3jgEIQAACEIAABCAAAQhAAAIQgAAEIAABCOyAAIm3HUDFJAQgcFUJHA4T3xu22YQABCAAAQhAAAIQgMB5JjDGs+fZV2Lt87x38K0TIPHWWVCDAAQgcAICPTg5nHq9GcrBQK73YWato3oXW19LBk6ibob3tlH0cbYRXXI2udm6T83Q0mi0QQACEIAABCAAAQhsS2Aew540SNt2tNOT25sswlyJMk9vACxB4JQIkHg7JZCYgQAEriqBHpzMgxbjkQOBXO+sZq3dVBc4qpYMnETdzJN4Owoy/RCAAAQgAAEIQODyEpjHsCeNKJ89HxJvz545I56MAIm3k3FDCwIQgIAT6MHJPGix7pQVm9U7vCyxsmCui62vJQPdk/XiSz3PIvGmccPdJWeX2qS4rwolBCAAAQhAAAIQgMBpEpjHsJsCstMc9SS2IpKsyi3xdhI76EDg2RIg8fZseTMaBCBw6Qj04GQetNhEc3CQ6x3CrLWb6gJH1ZKBk6ibeRJvR0GmHwIQgAAEIAABCFxeAvMY9qQR5bPgkwLfMhyJt2fBnDFOgwCJt9OgiA0IQOAKE+jByTxoMSQ5OMj1jmvW2k11gaNqycCqem5RXQoqlxJvkl0avPUd7nX9JaneZvJddu+w17uM1zYNy4q3FVw0QAACEIAABCAAgVMjEHFYVAbTuX1DPBdax5UPRa8s6Q/jDpujBbYhcF4IkHg7L3sCPyAAgQtKoAcFJN7GXdjZKPlG4m1kxDYEIAABCEAAAhA4YwI5ZNt47xMJbpPxOo7s0vyX9Idxh80lK7RB4DwQIPF2HvYCPkAAAheYgIKCqYQpvd4mlKOBXO/TnbWO6l1sfS0ZWFVXi0ozkxS8vnqpaZbPQ6f2YuZwZivLqZ7kZ2NlHyRbyiyemmuVFW8jEbYhAAEIQAACEIDA6RCYxWCzjdOxfypWFuLHhaZTGQojEDhlAiTeThko5iAAgatGoAcn2yTeThwf9GEa4AVDo0jLZKlVpRRVHvdSU9+/XX3tDteIJtCTe1JUmdSzQmquVYmrHPvZhgAEIAABCEAAAhA4GYFNMdjJLD4bLeLCZ8OZUZ6aAIm3p0aIAQhA4GoT6JEKibf5kdDJLCXeTHaIlrLC3FQXHVRGMbYhAAEIQAACEIAABI5JYFMMdkxTz1ScuPCZ4mawkxMg8XZydmhCAAIQKAR6pLIp8fZsnrrUfMkebbOL+mq0baRd5oSBzqE7N+exbKzPo+TdlkWO4TCiEIAABCAAAQhAAAKLBHLQFQJqXArClvrGtnE7DJfKUt/YNm5nfa8vubYgRhMEzpoAibez3gOMDwEIXHACCgoshOj1NqkeDcwTTbuachu/e9Frm0Yk8baJDn0QgAAEIAABCEDgkhNYDBnV2OPZTmGpb2wbt7s2ibfMgvpVIEDi7SrsZeYIAQg8EwKribc+7LNJvB30AY+oKRQ6QuyE3UsB2iZT28tvL7lpPPogAAEIQAACEIAABILALDDUhsqQWqjkyEzyatP2glo0SdYaJK+2cdtk1Gf18ho2WyPvEDh/BEi8nb99gkcQgMAFJUDiTTvuuFHQ9vLbS8oXSghAAAIQgAAEIACBjQSU46pC2lC5STNHZpJXm7afVl/2zE6ur25uGok+CJwlARJvZ0mfsSEAAQicCgEFNiqPNrq95NG2VoKgqjIERtuY2UJmN1a3GBgRCEAAAhCAAAQgcIkJ9B+QTzdKPD1kq1Hgs7mi5PRmgKWrS4DE29Xd98wcAhC4FARycJTrmye3veRmO613DITG7W1sbCezO8vbjY8UBCAAAQhAAAIQuGwEetLNZna6UeIuWbXEG9HhLhlj+3QIkHg7HY5YgQAEILAjAscJfraX3V5yzbTCwFKws9C20LTG8sbmUzKzcQw6IQABCEAAAhCAwFUiQOLtKu1t5noWBEi8nQV1xoQABC4ngUhGLUxvi4zRqrq1rLZm6xvNblCdd7kVGfNObebxoj4zsFGyqhweLRKmFyuu/7RmFm3TCAEIQAACEIAABK4wgXni7eKA4FLTi7OvrrqnJN6u+hHA/CEAgdMjMEtGDWa3yBitqlvLamu2vNHsBtV515DV8s7tbW+UrO6SeMt7jToEIAABCEAAAhA4PwRIvJ2ffYEnl5MAibfLuV+ZFQQgcBYE5tmsuQdH56YWUmxmcJPR5ccaxMAbVbNDuR7ay5WNNpdVFluPMWTVP6784qA0QgACEIAABCAAAQhAAAIQeLYESLw9W96MBgEIXGYCm5JSWySOVtWtZbU1I9xodqNq1sz1bH2hvtHmgvy6pmMMWU0cV37duLRDAAIQgAAEIAABCEAAAhB4hgRIvD1D2AwFAQhccgKbklJbJI5W1a1ltbVSPGzte3tbGnYzh1OTX1aTrYUxn/paUdn0MTTU+hnODpZlf2cibEAAAhCAAAQgAIErReDQ48E86a1iw6zgdUVqY1cK2XpUOgovCrml1Jeq4zAbtzcNt05xic06WWs/KbdNNumDgAiQeBMJSghAAAJPS2CMCrK9LSKNVXVrWW2tZkm8ZbrUIQABCEAAAhCAwJUjoOSSSksenSSBtCbarDxzCBtyUUnIJTj2qb2IpmpS3FwdzZn0NnbEZLP13nsSbl2bGgQ2EyDxtpkPvRCAAAS2J7AUGUh7iwhhVd1aVluryfQL55GBQjKjFW8WsWzhkrwvbhxLuus1Z9O22/Ei38w3z7SP1mqseEsIqUIAAhCAAAQgAIFCQMkllQZlf3//2GxyDLakbNHYTGa24RoK3rwvi5x2HKehlnxVW2aitk3lkfH0JmX6IHAEARJvRwCiGwIQgMDWBHKEMSptESGsqltLa1WCai+EVOmGFdQoJxePWC+iaotsW1cbPQ2ReYcraNh5Z9vyPuXoFoeQmdSpwEim1RX+m3WfnPqWhqcNAhCAAAQgAAEIXCUCBwcHdbqKpSx5tE0CSTKKvWbM1LgQdEU8OVNoG2McumhmweaCqVnTooqMz9OBM71tNsTNZMVE5Tb6yEBgWwIk3rYlhRwEIACBowhEELAguBg1zOVW1T2YSkHFcRJvtqbNhq1BkozLD5VzF+rWcpe3ys6CntxU4s1EVmzJjEpTcpsynXUi+UbibYk4bRCAAAQgAAEIXGECSrwZAksiWdJom8SRZBR7zRCqMQdkLnAWiTcbesUV+aggcjaB7TdIvG3PCsmnI0Di7en4oQ0BCECgE4ggoDdFbSViiJ6ojOqHh5Z4a63qkxmV81DEZSWcwhTJHypzpzJGj6GiRUGZNUh/U3wTwZgLx3a16E7JkMoYrQWMabOMaUJNcG+vXTYRibgsSB0CEIAABCAAAQhcIQI5YWTTztuK39Sm0uTUp9La2isHZhFIqjPK9T1mu4mFTFRC/akr3ctmXLGmzVHz1KW2q3NcHV461qP6cfRXLdICgWUCJN6WudAKAQhA4PgENgUYPVJYa3dUJ/Fm0Bo4Em9rDxs6IAABCEAAAhC4YgSUJNK087YSTmpTabLqUyl9xVtte4xIu9T6HhJvnRI1CKwSIPG2yoQWCEAAAicjsDEaOdrkqF4Tb0PjaqC0alcq+hVwJrHXLl/d87L1uUa+RtQ6FpKFm1acaTyp2bbuTXfgS+X2vNy3SyHq4OXdfyLV5RKSsfY2X5PVjYJlXWWbAe8QgAAEIAABCEDgshPISbSj5roku00cOU0tVrQobnyNLT0as3hukB6Fh+7jb44D2Cq1ZiXPVXNUuWmcrCc56alUOyUEnoYAibenoYcuBCAAgUxgU4CxGitkzVof1WswoIjCpbcJAmRnUG0WnmniraXdzB8l4PY8mGuJN4NS/q1JvNW51j4Sb777KSAAAQhAAAIQuMIElhJF63AsyW4TR54s8Va88Hgu/FFAGg2nUZkH1DnW1Xw1R5WbRpVOlpGeytxHHQInJUDi7aTk0IMABCCwYwKbggElslrAYZFNCUQ8wGkL18q6sbLdmuy91bSabHHF28pPlXmCLdCZhzu5v4RpHv1YUs1ebUSryFtrbb+i9sSbxWnNq4ODJyYQL2uvK92KufmKt01ehDoVCEAAAhCAAAQgcKkILMWGmmCNpzwWs7YsuymJNJczzXHFW4m7elBnAquvWWjmG/KlxnOrKsdvmQ1S1cvjJEppMW+JNX08zVXlccc5qd5xx0H+ahEg8Xa19jezhQAELhABBRDZZQUDSmXVQEMCfqnooRJfJUhqcZJJt9p+lAqqinI8aGE1oJFpC2qOeulSUd2UNsv3ubgfKQjTnJ6sJN72y6htXN3jbYpLTrN16hCAAAQgAAEIQODyE+jx1HyuiqWsVTIqc99cq8sqYrT+vYgLW8w2zW5F4m0eT87jQ/UpZmzb8/Hnfdvoz2Wk32ZC4m3co2yfVwIk3s7rnsEvCEDgyhNQwFRBpF8N67bHHdaspJoCo20Sb7bGrJkoBiKGicoC+019Jn4YK94swFLCrBmqTtZqkaqlpdTs1XKErR4r3nyoakVPM/WSxFvFxhsEIAABCEAAAleQwCw2HOZv8VfuV32e+JorSWaeeJNMS5xFjk3NswbFhy5bZeZtOdYLE7OKya/Xb6KyqbLJb0q8md6muTe7q+8n0Vm1QgsE5gRIvM15sAUBCEDgxARyyDAaUZgwiytGoXHbk211vdqQeFNQkMc88A0l3hTEWLMCK/lhjypQvQVE4+DzbaXpZDMn1uRDf4BCs2x2W61IuP9aFaexbRTZOjxsl5rKnzZHkywS+zxcYb5H2IIABCAAAQhAAAKNgOK8bXmsyiuaKz9xKhBbCFol1eM41axn3jvfWueZ9K1/1Bi3TabJ60dnhcc2H81JMfJYmvaml+Q3ydAHgZMSIPF2UnLoQQACEBgIKDwYmutmhBWbhEZFjyZIvJF4Gw8NtiEAAQhAAAIQgIAIKOmk7aPKVfkeoJJ4O4oe/RA4PgESb8dnhgYEIACBRQI9ZFntPvXE236zaKvcbDWajX2g27b54rD4wTK748k8rR+rXYPgpnmoT2XMqxhaaqv2rUM/SbqUuW+67Z+sNAt1VZxV1Vwqum8cv0ZWorxBAAIQgAAEIACBILCaSIuuWWVFLsWAFnZZ+HUQ8VeLy1JANrM135CstcrAUpu01LdJVjLZZpMvSYxqyLbsX56X6ooZVVaFLd6OK7+FSUQgUG6prSMTGBCAAAQg8FQEcngwGlJYEdmpUWBpe9OKt0i8taSbjX0WiTdzW3PT/LUdU7IOEm+BgwoEIAABCEAAAhA4TQLb/km/IueJN8VuNZ7URgSt0XCEy2MkOG5n9aW+sW3cNv3my5h4sx7NTaUSaCpNZpvXceW3sYkMBEi8cQxAAAIQOCUCCg9UymwOV+JBUercorQA4uBQy9magu55Zqvd1KPEW70dWhrUqmlzNqL5OvorgaX23Kb6aFvb6q/2fENPVU0/sJbuuUafqinZDMuKNwWGKuUkJQQgAAEIQAACELhiBJRcWpq2EkeSUZllJaMYUhGXyfSHmLbgrd/nt0dssuXhnW+2Ld27t0eYivOkZaU0c9/YNm53/dAql37ogWE1Viwxs+YrbdPSfFV2S+trx5Fdb4UeCDQCJN44EiAAAQicEgF9wavMZhUgnHbi7aCGG20kJd6uXcsjtyApxveueaA1l9eWzWNpLta/1D6OkfXVN7hW7ciWZPriuGbB2pV4UylZ84UXBCAAAQhAAAIQuEoElFxamrMSRpJRmWUlo3jQ4knVS3X2UpxmjUPXxnhwZuSUN8KPes+VwxInTtM1/3H20APiAw8oba6ar8pt3DmO7Db2kLnaBEi8Xe39z+whAIFTJKDARGU2rQDh1BJve+UubcXoUuKtrI+rQz96/Lhcfvqk/DucnjxpbfoV86AEIUprhb9y0h1v/W0jZPKkVupNyn7pNFNNv7eZeCTeLBhqXc1KUXju+o1av3H9Wg2QrpU2uxedBT7SI/HWcPEOAQhAAAIQgMDVJLCUSMsklDCSnMolmcclRrT/HpbycUlYPSnx2edP2lPmLXJUqNauP8gWVJeEtk9SDgFomJjbzlI3Pcn2XLnM41qJia+XzNuNa+0OxroMlcRbgKRyDgiQeDsHOwEXIACBy0FA4YF+McwBguonSrxZSKRlYD7IoQccVsa4Xvns0cMK9NNPfz19/vDh9Ojxk+kfP29tD13voAQqTbfoe5t+xpQ9S9JFXbvIJ6L5qNnKQ79GVMkx89n0TVaXHVxzg4eWCCz91rdf3vdLwHTnxdtla5q+cPvWdK0ETzftX/HTZK67j0rALY1flXmDAAQgAAEIQAACl5RAxIPHmN+SjpJzn5cY0RJUnz58NP1j+fewJN3+62f/VK1/5mO0OLFFXqvxlyLFYzhkoqG2arEGftWcgsZm2ySVVHvJL+945dYL0/PXr5cfb69NL9y8XgUtEWev+rCuUmqu1qaHdVl93SvLr5OhHQLHJUDi7bjEkIcABCCwhoBiiLNOvP3Tw89rPPOrjz+ZPvv88+nho8fTrz9rbS39Nk1PasDSkm41/ZXiHs1jU+LNECSVSkSJNwtYrK/+hurGWvqsrHhTDOWJN7s0oCXe9qffuPNStfMbL92erhf/nqv/SLxVKLxBAAIQgAAEIHDlCSwl0Y6CsqSj5NJnJUa0xNsn5QfaT8s/W+324a8/rSY/KzGbhW1nnngzb2r8WC4p9Tjyzo2WZHv9xRenWzdv1MTbredu1PiTxFvdfbydMwIk3s7ZDsEdCEDg4hLwWKDFBsM0lKTavOJNFiTdjZSYqL60vk3JvbpqrYhbt10uYK+7H/6XGkT96P/72fThRx9Nv/z00+lnDz60BWbTR77y7dAu6ywJsqbffhkcU2ntdrXVZMxJl6quZN1MzFe8aQGdAj1Lw2kV3L4cf/K4ylty7daNG9ONEkB95b//l3Ww3/3yv5huPf/c9IUXXpjuvPB8vdz0piNZ9rT5yDsEIAABCEAAAhC4CgQUY3lGql8ZUSbvIWOJn1rU1GS91YO0lkwrceE//tP0pFxi+ov/+svp3ke/mn75yafTX/7oP1eEH/5T+9H2sMRqh/ZLaQ3+5jGqVqBl5u16h9ySdORcBJKya/KtU7GmYt56z7YSxNoDuq57rPnbr/yzOsC//1f/w/TGb/yz6eUSL/7zl1+sq9tu+61LauCb3Sh1JRzVLF8tVh37JEMJgdMgQOLtNChiAwIQgEAhoFhCZYaikIPEm1Mh8ZYPD+oQgAAEIAABCEBgawIk3ki8bX2wIHguCJB4Oxe7AScgAIHLQGA14WYtubX8mqaf8VYmXC/MXGltDfV3uFmfrNYRSlbPFpI99Kc4/fiD+/W+Fv/3u++VlW4Ppvu//NX0g5//onhyOH34mV9sWlaZTfUBDfmXxtkQRbqlC9vKN6UONXKRrVlEtdu26k3Gf5SsRvWr6577uF8Sb3tF4PlyT46XyiUCz9+8Of0vv/dvquz/9Lv/anq53LPj1ZdenH6j3O/Nfq993k1rBJVVgTcIQAACEIAABCBwEQikMGrm7rEDm3YJQXuAQDHa/p+bHGNOi9M8Vnvi5YeffFIfqvCf796bfvrhh9ODEjP+n3/1vWrnZx9/Wq6gKDFmXfFWojHz0e+fpoFaXFs66qUZbXKH8Stz2y6XV7i4xbN6qWZRnq1tc1nrVpc/LOywPCjMHNkvceNNjyO/9qXXq9w3fv+t6V+88dr0yssvT//tK68U1b3pJb8MNVbjJdMaXWNYAtP+q5G2M9HwKsUsdI+oLA0nlbCpBsorQ4DE25XZ1UwUAhDYNYHVL1prmbfuHbZl/6u+tC/+1XZr2ZB4K9/gNkJOvFnwZDeU/U/f/8H0D/fuTx/88qPpb8tlpxY8PSj3fKsWlXizyMMDjcHVGoaY7GLiLYKqas3eSizWwgn9CqsYrHnf+sbE2wsl8fZySby98NzN6Y/eebva+Z+/9jvTnZJwe60k3v55eeACibeKhTcIQAACEIAABC46gXlY2GfTwqS+fWRNibdW1phr0Fn5sdfiPY/5lHh7UBJvj8p93d59/+704/v2Y+1H0//x/3y3WvqHX1ni7bDeF/iwPOyq6ipm9MxVj2vLxNyJ9Ym3YsL1rNZeLfFm9Ui+qWuWeDso9wk+LIm39sTV3/tvvljV//R//P3py198fXrtzhem/+6118qtTabppfKwBXudWuKtGgunqu1Nb+t2cTWzSZG+S02AxNul3r1MDgIQOFsC9tWrr1//wo5f/XpXlSiJrAg4TKeIx1d80RkDFVk1c1bPibcffXCv3q/jL77/w+mn9x5Md3/5y+l7P/t5jYfu+T3e9pV4UxDWnFjA1e6wYXfW6HMxseajFKqv7rCCP5VN1PTLnPyXymu+4u1WTbxdL0+iujn9b+/8XpX5Xy3xdqsl3l4h8VaZ8AYBCEAAAhCAwCUgoABunEoEfSnactnoioope+KtRoFFR0FXst9/IzXF8s/+LyvWTOSx27qvxNvdu9Pfl8TbPUu8/eVf2wDTT3/1Sf3R1h7IdWCJNzNQS+ttBlrizepm1f+57Yhr3SfXMOXykpASbyFtT91yiaZ4WBKD5Rflkng7mJ7zxNtbv9VWvP3pv3+nJt5eL4m3L1virWi+HIm3suFjN4vp3eEsrniTv9VF91PuyoRktO39trluSOtLYrbJ6woRIPF2hXY2U4UABJ41Afvq1devvrFVNl/UW9NuipD2WjDV022lFgm7ph96ZdPqOfH23r2WePvz7787/aQk3t4vQdRfl8SbyfTE283y7V/Ck5J46zeTdd+aa+Vd25Z8Uz1GDqmoRBDTWg7D52LJ63tPmv61g8f1koFb1/enl2/YI+BvTt98599WxT/4aku8vV5WvJF4C7pUIAABCEAAAhC46AQURo3zUJhV2kPEK6mrh2brEm9mV3phyCyUfx7zWbMSbx944u2Hlngrtye5Vy41/bO/bJea/uRjS7zZirfr04FuTxKXmrbsWHl8VrNdBlXqTIviDt1H+VMEixdtNhFX1vhwNsONibfnS/xor7d/67Va1sRbudT0jZJ4e9MTb3eUeGvhdJVbeYuYtfldY253PMJxTcSU3cVAKsbZ8CiT+7w+zHRBgqbLSoDE22Xds8wLAhA4BwTsW1lf0fo2VtncU++zTrzt3XiuXRpag7AWPIWrQa752oIjhQpLkUafhanaVm1R4q2UCrR64u1RSbwdTi9c25/uWOKtPAL+m2/PE292qemrrHiLvUEFAhCAAAQgAIELTkAh0zgNhVmlPUS8kroiAbR2xZvZlV4YMgvlX4352pUM2yTeflwSb7aQ7nFJvNVLTasNjxmViZqu1VpLuhVhG8Z8KC8l4rRlPZbUam4lO4oXrcddbTq2WaxoxVupP//kUe16qyTeTJTEm0hRnncCJN7O+x7CPwhA4AITsNCihRcRhii48Gb1nnrirURK/1e51LSueCuPh//rn/1idcWb36/DLjuwlwVX9mohmXmu6Eel9YaQbdSX5A+8T2W7mW5LurVfRIvtfKlpqd+yxFu53LSueHv7a9XeH3ztX9dLTeuKt9u3S0jHwxUaad4hAAEIQAACELjQBBT4jZOwUMtfIbIackU4eVqJt7ufftru8RYr3j6avv3/thVvP/74H/uKN11qGivemsN5xVvEiJqHlo4pdiztugJCy9radrMViTqxkH5NvD2p93jrK95eraN86+vlUtO64u3O9Oar7VLTk6x4M7C6AmRf3Fnx5nuS4jQIkHg7DYrYgAAEILBIwL65FT55FEHirZKq93gj8bZ41NAIAQhAAAIQgMAlJaCwcJyekk2lPUS8krpIvMWlpiTexkOI7fNNgMTb+d4/eAcBCFxoAhYxKXzaXeLNENV7vJWbztrrXXu4Qlm+Fvd4+6jc4+3n79cb5N572Jbo79nDFXzFWzwaXq5WK/Lc/LY1bc1/rW7b06+QLmuFVrrFL5b1Ca7tIlOteLNHwdvr2uPH5VfPsuKt+KAVb9/QirevasXb7ekVVrxVXrxBAAIQgAAEIHAJCAyxVswoZddCxCup64SJN7uyoVix/8sqLjOrS03rirfywIJ3734QD1f49ne14u3XNb60e7wdxj3e7DqEEiP6D8mK8ixqjPivSpQWLR3TJRXeboXiwljxVpySvp6KGrGmLjUtdp4vD+eyl+7x9q2vvz29yYq3yoS3802AxNv53j94BwEIXGgCFtp41OSJq3b5ZW9Wbw1XlMw65sMVDNEs8VYfrpATb+VS05/rUtPjJN4U6j1t4q1dbmp+RuLNnmpqK942Jt7KwxVu3+JSUwPHCwIQgAAEIACBi09Agd84E4VcpT1EvJK6avKsqbYfMuNHz5zckl4YOmHi7ZN+qen6xJvu1faUiTebt8+BxNt4cLB9GQiQeLsMe5E5QAAC55SARTyKejxs2tGlpjbKQ79/2rv37seKt5+WR8P/oqx4+15d8XY4feAr3iateGs/fzq/5qMCPFvl1ry3lt5qwupxxVrEL5XR2PRa2q3p7x80i9fKzXFr4i3d4+2PteLtK1rxZg9X8MSb25QXKmMoKhCAAAQgAAEIQOC8E1BYOPqZApsQ8Urq6uFY/ck1XW3wNIm3JwdlxZs91fTD6V6JGfOKN3Ph8X5+uMJ8xVt1yBys4zeHFerWJynUecaM+qy1Ys6vjrB4WXHkqLeXV7zpUtMvtaea2j3eWPHWsVI7vwRIvJ3ffYNnEIDAhSdggYaCDQ+bFI14s3pruHHCFW9mw373fDQk3r7z/Xenn5TE2/v2cAVf8fbB5w8bVRJvjQPvEIAABCAAAQhA4FkRUOA3jpeyayHildS1w8RbudT0wYNZ4u0nacXbQX2oQvFkb0i8xQMIirOxYs0np7g2YuE0aRJvCQbVq0CAxNtV2MvMEQIQOCMCFjEpfNpx4q0M80j3ePMVb9/5QUm83VuTeLtZ7vFWgqjDGjA139p9OnpMd5wVb3WWHmD1H13Nrta7tTG04m3/8aN62Wl/qumN6Y/f/jd1P/0BK97O6HhlWAhAAAIQgAAEdkpAYeE4iIeJ1hwiXkldPUg79RVvq4m3H5fEm13++Vj3eJvKZaX+VFPd+7c7ZM42h8P/bRJvZrMm4Y674s0errA3seLNjhheF4EAibeLsJfwEQIQuKAEehASgckpr3g7KNGYjWJXcD7yyzjfu3+vPv79Oz94b2XF211f8XZYV7xZKFcuGvVfK/flm9OeB1UK+1o4lS81bS1FyW+iu5h40y+b5XIGe9WnmtrDFeqlpvvTCzdvlsTb12rfH371d6Y7t25Nr79ULjXVPd5qT1AsXvOCAAQgAAEIQAACF4xABE2D3ymwCRGvpK4eCJ1y4u2H9nCFuuLtV9Of6eEKn5SHK5Sg7sm1GyVWtKRb8cQTbweWMCuv7ps5K89b66H72Nu7QnuogqmYHZdXAOkJu4g1y8MfpvLvWul/Xpea/mZ/qumbb7w+vXHnzvTmq69Vr+5cv15sFqst5Kz1lbf4sVgJv/JDccTDTVrbdcsnqhlqqn3+RWqUWRk0RBZ6aLrsBEi8XfY9zPwgAIEzJLAahLRf9YpL/s2tL/CTXmp68RNve/FU05XE24u3yz3ebreHK/heVICj8gx3LkNDAAIQgAAEIACB4xFQ4DdqpcAmRLySulLm5hQfrlB+FN2ceLOnmpZLTEm8KXyPOH5p38T+G/dx2Z7JL/TTdHkJkHi7vPuWmUEAAmdOwL569fXrX7VaVebN6l2XeGtTKL/CacWYfhX0uVmz2bDwSw9X+NH9+23F2/fbirdf1Hu8vV9lPnj4edU8sBVv9Ze91RVv85VubSC16ddHldarOdQMWd6uPpvvZSj5bzfILa99PdU0rXj7hl9q+odfzQ9XIPFWgfEGAQhAAAIQgMDFJxBB0zCVlJEJEa+krpS5Of3E29/5Pd5ixdvH6amm5Sn0LfHm93iLFW/yzpydO2yxbXup7HO2G5HU18KKt721K94OpudK/Givt7+UVry9zoq3CoW3c02AxNu53j04BwEIXGwCKQiJAEOBRpuZQhESbzcnEm8X+2jHewhAAAIQgAAEjiCgwG8UU/6qtIeIV1IXiTcSb+ORw/YFIUDi7YLsKNyEAAQuIgGLmBQ+KeGmss1HvYuJN18x1iSb3v7Cijfrryve/OEK75WHK9g9Of7cV7y1p5r6irfPhxVvZdWbVrN12wrxVNosWl0r3VRW3yR2rVVs7PratOLt0aNy741yj7fr+9PL5d8Lz+XE2+9MX7j1gt/jzVe8+X03NJTKNhDvEIAABCAAAQhA4AIQUOA3upoCmxDxSuraTeKtxGN2qenf3S9PNf3lR/0ebx/3e7wdaMWblfXlpV/R0OLd4rA56zFbj4FjRq5rRZvVXlrxFvJa8aZ40q6WqPd4KyvedI83VrwlllQvAgESbxdhL+EjBCBwQQlYoKFgw8MmBSjerN4zS7yVwCceruBBkJJsCooMvtqUcFNZd4wiwpMk3sqlpi/faA9X+MY77ammdqnpF+LhCiTeKmPeIAABCEAAAhC4+AQU+I0zUSxV2kPEK6krhWaneKnpaSbebF778lgzUZkn3WRIvGUm1C8zARJvl3nvMjcIQOCMCVigoWDDg5DTTrzZDIvpE694i8Tbnt+toyfZenTX02yqqayAFV/5j58HmnOda2ksCPTE1L3Hfo+3x77ibSHx9kf5Hm+3SbxVxrxBAAIQgAAEIHDxCSgsHGeiWKq0h4hXUlcPzWrkZ/FfEzrU6jCzK70wZAFasWL/1ysdpumxG7376afTo5R4u19WvH1bTzXdYsWb7uHb7ufmA54k8Rb+FxseT5ZEhc1mmuzy0uLjtXJlByveGhLeLx4BEm8Xb5/hMQQgcGEIWMDgQYNFO/Y6aeLN9TwWCat1tVoxvX3i7WF1Y/HhCuFjFfGVcO63+jzQy4k3XVFw4M9t14zjEfGlQYHZvhJv9nCFEkDdssSbXWp68+b0zYUVb6+QeGs7g3cIQAACEIAABC4+gQiShqko3CrNIeKV1FWTZ03z9Fe8/b1fahqJt0/6wxUO9koEagHfcKmpflitV24oUaZg1S8ZHWbaNj2utRVv7UELxULot4lHrFkvNSXxtsiRxgtDgMTbhdlVOAoBCFw8AhY4KHzysOm8JN6ul6ea1l8kS1hTAinzrj9hqpGul5cqq3Zk4u1wOvAASzM+aeLtj75Snmp6+9b0+osvTq+8eLv+8PmC+6HgU+XFOybwGAIQgAAEIACBK0sggqSBQApsQsQrqevSJd724x5vJN6GI4LNS0aAxNsl26FMBwIQOE8ELGJS+ORh0y4Tb2UZvr3eu7/p4Qq+4s0SbzWZVfyyXzHLS4k3BXiWeNO93SLvtrTizee4knirKbNitSDQL6JxqamteCv+blrx9tpLPfH2vCfe4kfU6jFvEIAABCAAAQhA4AIRUFg4uqzgq7SHiFdS18kSbzX2tHivxGTln5l97AFVvdS0rCizhyvUFW8f/Wr69l99r3r3k4+14u1G+XG1KFgstnHFW4tDdalou/w0uVys9rm0mu7xNl8x1yYeK97KgxV0qelNf6rpOxservDy9evV/313p274W7B1ys1Ha21sTGzfhYxVvLwa+pIJgVIZZXKf15PFhV6aLjMBEm+Xee8yNwhA4IwJ2LeyvqL1bayyuabeGnBoSb5fstkuz5R8K5V4Cj0LCsr/Fls8JPF2xvub4SEAAQhAAAIQgMAGAgrgRhEP96w5RLySuiK50yI/e29CcZlmMqCwst3mxOJFEm/BVtxqaa0k3uzQ4bU7AiTedscWyxCAwJUnYF/k+or3sOk4K97ip7MSDHhdpazWspg+buLtsK542y/eWSDW0nmy7Z66521L4+35irc+LwtVWu+h/0QoWbvUVDbbpQRF1u/xtvckPVxB93h7259q+rX2VFNb8faqX2qqFW/yTeWVP8QAAAEIQAACEIDAxSEQQdLgcgpsQsQrqcuCLn+15VxaVRY61qt7pWnF16YVb5+UhytoxduDB9O9suLtz3zF24/TirfDccVbvUS0uONxbfOjDbjnD1eQb/OY0d2PeNhiUIskywzcb8WTii+ntOJt7cMVXr4z/farr9W7qLzkK978d+yOzND48FGL7KR50eCqiRVvAYvKKRAg8XYKEDEBAQhAYJmAfb3rK94jpQg0moZ6LeA4jG96D1wiVCihgOspKAg9N2sax1nxpsRbDXbWJt4iukuziCgupqzASIGSfNPlA+Zz+H+MxNvrC5eayiOV4QQVCEAAAhCAAAQgcN4JKEga/UyBTYh4JXVZ2OavFo8puRU61nsGiTeLd8vdfqtvJ0m8VX0Sb75vKS4jARJvl3GvMicIQOCcELAwSKGQR0rHTLw1rZ64UsQlqzJ3/MTbzWLKf2WMxFvDFjGdR3caq/X2xJvk/HfKuClGv9yhrHjzm+ZqxVt9JHwxtP+4rXh7wZ5qeqM91fRP3kor3srDFeqKt5fawxWec1/6mM0b3iEAAQhAAAIQgMCFITAPqrrbCnBKS4h4JXUpDCxSzybxZjHd42s3yo/DJWastzfRVRKtbJex2jTMWY8RfcVbn0nMyATbSwFseriCJQyrpG6yVrZs7od6qmmx/7zf4+2tco836/vW19+ZvvzG69MbrHhzsBTnlQCJt/O6Z/ALAhC4BAQsfFCw4WFTBBpteuq1UGNpxVvTOtvEW94R8WtmzMtiQJ+FLjXVL601mGqXm7YEXLHkAdM2ibfXX+4PVyDxlvcCdQhAAAIQgAAELiQBBX6j8x4mWnOIeCV1PdPE2+LDFeLH2t0k3ur8PZ5UfBmJt8OSeDt4XMm9nR6uQOKtIuHtnBMg8XbOdxDuQQACF5mARUwKn0i81T15nMSbXWrKireL/AHAdwhAAAIQgAAEMgGFhbnN6im7FiJRSd0ht/sVbz/5VXmqaYljn+yXp5rWp5mWwf2ppnvx6FI5ZM4+/Yo3Q6FblyjxNpUVb4flAWLXSLwZHl4XlACJtwu643AbAhC4CAQsCElRk7nsN6NVbKJVblVyzT3e8j3SFHrJqi2gs7qFOo/0VNN796eDsursz3/w3vST+w+m98uNcv/65+9XmQ8+f2heTIfX86WmLWiytWn26iGUarXZ3zyoSvOKwGiLFW97nnjbe+QPVygPVtClpt8cLjXN93h7zh/pLo9UZs+oQwACEIAABCAAgXNNQAHc6GQKbEIkKl04xPzJAX5xZorKiqyuPIiQzbTKv6Wnmg4PV7hvD1f47vfqgIsr3jzxVjJwVUb38LVoVFdF1Ccc1F5NQGVtbG9+BYhuSVL15Xe61LQK61LThcTbn+70UtPkr8ehMROvxP4wUd8ImaSu6kxejZRXggCJtyuxm5kkBCBwNgTsq3f4+iXxVncFibezOSIZFQIQgAAEIACBMyQwhIXhScrIhEhUQkq5nZLkaVk1Em+7vMdb517vb1c2Y5d4Je02Em8JF9VVAiTeVpnQAgEIQOCUCNi3sr6i9TOYyjaEei1w0uo3BVN1pVsV2/U93ppPT7vi7VDPbQ969mvo/B5v+4/bvTn2Fh6u8M239XCF35m+cOvWNL/HWzOqAEdlDEUFAhCAAAQgAAEInHcCCvxGP1NgEyJeSV2R3FF82RNvoVW6vH6MFW/v3v1g+vsHD6Z7dcXb31TvfvLxr+sVFE/KwxUO9HCFM1vx9qReavqC3+PtrS+9Vn3c7Yq3RN6rQXnDvgmZcR+X7WRxoZemy0yAxNtl3rvMDQIQOGMC9tWrr199Y6tsrqmXxNvNicTbGR+uDA8BCEAAAhCAwG4JKPAbR0kZmRDxSupKmZvWSeJtlyveEvl5+B7hfZKIfRP7b9zHZXsmv9BP0+UlQOLt8u5bZgYBCJw5Afvq1devvrFVNufUe7aJt3afjn3db8O5ybe6GZFC/HzqUhZENMltVrzt+Yq3xaeavv1vq80//Fpb8fbay7enV1+8Xe8i8lyM1irhztDOJgQgAAEIQAACEDi3BGbBVfIyBTYh4pXUlTI3HnspBot4s9hct+LN0j5+r7JH/lDSDz79dHpY7qGmFW92j7dvf7etePtxWfFmpp5cux4r3vaeyYo3cbGY0xx4Um5mbCveDstTTR/Vzre+9Hotv7XTe7wl8l71XRLhfZKIfRMymkYqZ/KpnerlJ0Di7fLvY2YIAQicGQH76tXXr76xVTan1Evi7eb0J0PirV1qeovE25kdvwwMAQhAAAIQgMCpElDgNxpNGZkQ8UrqiuSO4stjrXjzxJuZfeyJt7sl8fYoJd7ypaY//rg81bQkuyzxduiXmj7bxFtJuNkrEm8H03N+qenbJN4aG94vDAESbxdmV+EoBCBw8QhYaKPwSQk3lW026j27xNt+CabMp/JgeDlTt7rntTmivrbiTavcbBZWN5mlFW/1cfNlJd1+TZ8V2W1WvH21rHi7fWt67eUXy4o3Em/GmBcEIAABCEAAApeAQIq1ZrOJOKvHXwohU9e5S7yV4M/SeR4J+lUR+/JYk1WZZqyrLOpDx1okeaiVep4U3JtIvCViVC84ARJvF3wH4j4EIHCeCdR0lDvoQYgHGgqmFIqcbeKtRTh6JPwYLtkE9Itqf/DDYQ202uTaLA6GhyvsHV4r3e3hCvHghg2Jt2++lS41LYm3pRVv8k1lG593CEAAAhCAAAQgcAEIKPAbXU2BTYh4JXXtKPF2EJeaLq94uzYd2iWm9kOtrXyrr3ns2CLF5nCIKNiNMk16IfF2cKjEnUbw7aUVb7+VLjV9/fXpjZfvTL/96muT5fxeun69GlBYmvkFW/m011taCrFMUdz9stxmrPkU0pJpze3dBwqZ3Of17MtCN02XmACJt0u8c5kaBCBw1gTsq1dfv/o2Vtl8U+9ZJd4ObSWaR0innnibSuKt/JJpM95mxRuJt7M+XhkfAhCAAAQgAIGdElDgNw6SMjIh4pXUVWI2KbZO/TCqsvZq5ZjnrWxVWlMsZUkmmeb8UtOzS7y1OLGteCPxpn1LeRkJkHi7jHuVOUEAAueEgIU2HjXJo7qkvjer91QSb/5L4Xv37td7cnzn++9NP7n/YPpFuVHuX//8/cnirw8+f1g9ObheHldQE24WhPmvlh7NKaabe++e+s+HFiJJTnM8qCMU896xV+dabJeAL5J69qtleV17/KgsnjuYbl3bn16+sT+9cNOeappWvN0qK95eenF6RZeaymbVjiF8iwICEIAABCAAAQhcAAIK/EZXe1DVI0eFXlk25FqnEm4qq+i6xFtdseaJN7fT7vF2VOKt3OPNV7zVsg7SDOwrri1e61LRPb93iXxSOZvGwoq3wzGO1HZ5sEJ7uMJBebjC42pmdo83VrxltNTPKQESb+d0x+AWBCBwGQhYUDREWApQvFm9FpQcxtr29hOlLXlvYU1PXCnlFHoeOJnGQxJvl+GgYQ4QgAAEIAABCFxWAgrgxvl5PGfNIeKV1KUwMKSU1FJZzZJ4qxi41LRi4O2cECDxtuMdoROnTpjazsOqr59lc6/XQ6j3jbYWRLrwQm2t/thhukoILNjZ3LQzdKdKAABAAElEQVSFV0vjyegW6hJdLDfZXlTwxqcdd7Cd3RhN575BTQuHxuZLvy0mIyubuGKJpb4As7EzpFYrGlg9x7Wzoq8GlcWw/8JXnsteR1GyzSRU7/dR2y7xZro18VZWkNnrR/fvT08ODqfv/KCteHs/rXi7+3l7DPvh9Zvlc20r3dKlplW7x3Tyeuab//rYfi/Nq97Mhza+Dty24q0lDVu9DBAr3h6mFW/X6oq3/FTTO7de8BVvt83D6XnfF9olKt3l818I5pKnPpktRJa0e9smA5K6cODk+FOWS2xOmUUeYpNpyW2SWZmtlFY61jQcy/gaG6k5D3/KptMoz7qaZ6WxL8/sNCNKCGQCS0e9+jce/ZsUZWCp3Gh0SeEKtK1jmViFSFQ6lxZ/pZjRu7TarG26oodlNfa0+DOveLPgqrzmTzX9cFq+x9v16UD3eNu3+/faqxnQFQ0WBcqHPf+7MeJa+yNX89OcYsWbxbo2q/afWVaovKeY01a5lVVv18ofAbtc8aaBHU3FZf7Yqz2IrNVbQ6trWnXLNzTFJB3VmXy0UrkKBEi87Xgv64OnD5m287DqI/GWqXg94Cz0bdO0BHwbvacddxgjuzGazn2DWnxHje2XfVtMRlY274uZeKuet92maGKHibe41PQZJN5sUtpPp5d4+9fTnbjUlMRbZtwOojXv+uCs6a7N2lmbZC5j3xKbU2aRh9hkWnKbZFZ2gZRWOtY0HMv4GhupOQ9/yqbTKM+6mmelsS/P7DQjSghkAktHvfo3Hv2bFGVgqdxodEnhCrStY5lYhUhUOpfzm3griTO/8mIl8ZYXcGhOJN76TqV2JQiQeNvBbtb5xEzneh6qnVtbb5xnV4Sjp6uWJolZmSVyvUu5qv7Y30ZfA5hqZDn0k4mPMh/MB1kqmqDWxSyqzcZLNqqwdy4qJtl11Wx7ncym9rXjrumw8VJXHn7oilFnS8Pn6tlUyF/MSoLiExCb3KM2lUt9+gDo16g5D9fMinMBqRe2SUgDqkxdVT1trxOpcuocxswrRg8j0JgL1d/5FJh42Yb1d32G3W8NZc1Wt0/o52WVm71+VO7x9qR8dr/zg3enn97/cHr/o4+m7/38br3v293P270xDm7cKMeqUSz//KlNmqbKGKNIxfBa1eYkFQDauHEsu4H2K2h5uEIxlFe8Wff+47LirQRot8ovqHGPt3feMjPTH35Vibfb5R5vt+0RDdNzblP7XT5WhW3eNJltFU1+W9mF8VfUNf6SrI8ziuThc33BRGvKBtY5EIaistbc+erIkxs92zCXrJbrWSXXV7iNY61uZ7Pr1LOMWWhDttY8/Kp1b8kGVgZZsLDQJNsyFZ9XdaRySX0cdlVmtSVOuMm2qjqnLGhJZFaO4886N25oxqPQUvvozbg92mD7XBHQLj0Pu02+HAXoSF+3NVQGkqh/py8NLRHry3XbliutHHqHzS5tmhteMrpB5Km75NuWY5n4lqJP7dqiAfk7dianQiQqyecql8/gTUirzapZ/f1Wu4pCOeHW0DKteHvkAdUHn346PXpyMP3w7gfT35f7AtcVb3/1t9XMjz/+dY0dn1yzFW8lGqv6TbE+nKtI9Xi6+FTiuuqe3+OtHmWKbesR55MsfnmtiJi9Ek0WnzWrfggXezaHuuLtoMSDdo+3dq/gt3/zterjt77+zvTlN7Z4qmllkqJW+aXSvPAvJsWadQDzVG6H06Unz6EJdjltH1na5JrRbDqrdYncelTdtLZ9pZGllpq2tYLc0QRIvB3N6NgSdszquJWytnUcp4+9PsurSlVZGs2SAlXbWrXZZHqPtk242dlKX4ZtBJ24dZF891bniTTIUlUn5zb+fDYur/FUZjM6GS4qZsE19SWba0QXmzeOO3TmsbxLTSoXx4g92XtlWWXvuai11ZmISe5Rm0rNNm/rkJh/KQ6S2ai6vJStCBTUYP2qL+l72yaR0B/GrJvu+HaJt2Ygu6FgQB88+WGfaatb4u2zSLw9aA9XqIm3ByXx9quSeCsPVyiCutS0J96KgXi4wnzcGKM093OHkvDqNR3VvXTH55eatsY9v9R0/0m61PR6e7jCN1Li7Qux4u3W7FJT7Xcfojm8zbtc3EZRsmZ3G/lh/EX13DjI++LHobVtaniVi0Jq1BgqrT0UvTG2Z52ycI7LPKnRzdmk5p1SU5l7paYyy6gty6+pS03lkljuk2nFAdpe0ou2bED1UIxKiPf93pusZqpS1x84c4m2tWAxxNSnMjpqZWjVYHOhuqVzyqCxINl9ts5t5LuRJQfUplLSZnm0Pm5LlvJcEtAuPevdJj+2hbTRXxlTmY0OihLpWYssXOsSsY1cz4J2bhosrxFekcpmWn0LkVWlY7ZoIluMJVEbYQvxYzqypXh2Iqskh0LEK6krHO/n8Ca0nHhrmjWGNLETJ95u9EtNPWZU4i0csiPKV7xNnnjbi78ffSJ1vvLJJ6/EW9HXHHQI2w+09RUPVyiXmh76wxWOk3jT37PFWBzd+oNCZelTrK1Ys8/NOqsnEQ8ntdZh75LpLSu1TqLV4u+Rrh46XTZMR9/mStbcLNl6B8d9cxtNZLYnQOJte1ZbS+rPUlPQYa9Sx3H7UrPW9HGT0GwkabRGBapZdC5hFnOvG3PF2lMUsoT0VUZnPUm5ZJw4zZ5LhoKPsVjME29Ju0vLGZW9pwyl8Zc6s2CuJ8c2qqkzyWczVt/QtdIpc0lPTSqtK9dtWy15KNVVNrmL8D7ObpxB386S1qptlZqttq00OR0S/UtxlHRBb5a+pFTGJ08CKk2guynxaJPYkkhMomv1mju+feLNPPTRyue3j9dq8sM+2nbOsX+x4q2scjuo93izFW+WeLMVb/PE2+GNmyV4MFuFpEc4Gk9jxRjmiRrrSJpWl2gtvu2yPfFm+63tsb0nLWDat6ea2oq3a3vTy9fbPd5y4k2Xmr7qTzXVPd6038MduXJUKVe3UZSs2dxGfhh7UT03Jnlr7mxTh1c1vMpVidSiMVRaVyj6N5Oi2aoWncnIea3mSY0+bpiH1FRmVampzDJqy/Jr6lJTmcWW2mR6/LxlvV53CzKk0gQ27UsN0g3VmqnLhP5o03YWlbrKbfvSAddUloy7sXzcL42Tx8xmjpLNem22Wdt6x+2soTNMbjveiFmT+jMmoF171rtMfmw7/Y3+ypjKbHRQDJHSPnRJSyIqrV11qdi5SXXphVA0WGVFatZbN7YQWVU6ZosmYGpHjHcM0WM6saV4dmBJxf0PMa/MplU2dP5uJlyo/N3W9dTWNPf0C599b5R/1ru84s3v8fZXf1NNtxVv5fa8dcWbnR+Lvt3rrbxWE28lzrC/HW1Ij3lPmnjbb24Xe20F3eFS4u2LZcVbkfvW13/fV7y9PP32q69NpvvS9evVR/35WhIeddveFIcrOWgzqT7Xog3cvwncES+qvpq6ybBd7dgYvWVWa+2rvYry0zBVL0uOfTPDKxtZc6VzocGtS+14gy3Yo2mJAIm3JSrHbNMxKjXbVttY9kDbvtRab3zYJCxD9dM7P/L9T6cqoaB1LmHnDjPktmXThe0P7aHJb40Z58iiGhJhp/1Zb8Om0VLVenJX3S5vqyflrqQESjgkpVmpPxbl06xzw0YfZ72QbG6Q3dClCQeuhYF0I06NZCK53lRaS98zstzLbHqjS1nwTOrj7Fa97eHcUl8m0lnJqmlo9Xr/UlSv6XrdTefPS7OcRZqFOA5DoFf0Gastq+52Qa/lL/bW1JVmtqxz7moV7yGT9Prc1NLshnp5RkO79azN9XM/GH9077/UFW9/4Sve7tqKt5/9wle8PawmDkrira10K0eeBWLlpV8WdSyq3bxQvX/O5Vsp9SEYnGy/sJYzXBHZdwCReHvSEm8vXCuXmlri7bmb0x+nFW+WeHvjpRcnS7zZpabPm4Plpf01DNU6z/h9ZR+bP45p9Ff0TETxsNXHl/RUjv15WwFmbusOtE9D7Mcq1KzqO2iud962Fj7NAXwLOhm4praFmo73JXWZUZ9KtVspr/NQqutzpjLrSSb2nxmPAbziqw76N0XXyrasHqiqmaZfboNdxeRj3fA3nV+XLKpNZdabDVQ69HkN16uwa8qAypmhozc2q7URdb+hubW5N9rHxjE+CyGSR8n1YnHYnI9xsbZiuu52TG3seJppudGTmtSxdGIXYlInttAUt5nABpn4nk/++FdwsZ8a62hmqBnTSqDmRHvfk2KMJ32VRc6rElFpFlRXKS07J+m8pLYQbkP7u3pVzjqP3thGTc4dbW0u4ba3UQ83Ngkfw152ZCvbWWGLuh5YoGOpj+ETsEJzUeylL4EibHGAdSvxdi8uNb03/V354bZdaqrE2z/WeNISb4f2nWO6seLNR+4OxMC6x5sejtAcklNSaN80kQgL7anGfWWzPISrXVZaE28lCVcfruAr3t764qsmUhJv/2560y41vfPy9Oarr9bE24ueeNu3Sz3K/3b+0KgKWf334NZpY9V/TUqy8x+4bLT0CqHU5lXNNPdof6lUX/vm2WBMgluVGlnleqU+Yqnp+BjFu9DYw/YJCJB4OwG0UWU8tG1bbWPZv8jyl1o7qleDCmufH/E5QNZnZC5hGt2DsOnCOtnaHKQfAXY4G5U0E42cRktVsze4WptIvDVIImpQcr1C8hYdG9YmtCqbXHtfasv9Z1sfZ7fqLYk330OOKhPqX8Zq7TzVov2rHhJvInL2pc6pM08W9rP1a/9ZncSbUTjqpe+gJBfAx09HklE1A1fbFmo6GS+py4z6VKrdSnmdh1Jd53yVWU8ycaSY8RjAKyTeMrKh3hiReBuwrNmMQ8v74/gbO9bob9XsRk9qMuLZrQZbEIpJLfQdp2mbCWyQie/55I/yZz36k0NmqBkj8SYmW5bHON5iV2zYb9t8Fyx5tpXtJcUNbSTe2pUTJN6WDhIdxCqXZFpbHJt2cEc8Nch3oaGDzZMQIPF2EmqDjjLnataxa4f8eNj3AHs1/dCDinyU53oP4m0sjaNxJZlX3XSbTUo61S//pu96bimczjNQo8oiK8XBgSahznVlUZcplbIzK/3PFheurENeFY3hirY5zC1MSqU2+EaPeEJsu0obd2ZyVHTbkrEygi6Xzd73etPo291wb+u13ntUTZ4cJXfSftlXKR9V2vxV91KiaUg1LSUkYsWbhGafMm9006YfYm5fx91+rPVcGNib9Hmpm3I7ibdqHyF/9lpfV5qvNFoxUhvk24rTtWGYW9GwFku8GVP7pGjF23v324q3//T99+qlpnfLpaZ/4yvePvh8vuKt7g99BvxeGjpPaf4mE/73KVWfqxdC4BMIkdJuq96sWfttccXbjXap6R+/83a1+QfxcIW+4u0FH02MYgxvPw+FeM18cTbyW31Zduk4l5zmqVLti+XiWPPGPK5O4rHKZ9HoeWn0eWR3omkLOiGbDGyhptPVknqyVKtLMkuJN+n14aWpUhKl9AAjHz+hp8/tFk7Wz28otnG04m1h1HBAKiqtY+PxMhiT37Pm8DuG6ZU8UG+d1WRz1qiN0G8j9mTFzANJtzJ00txC3DqTQNZc05xFLko9pusOx9TGjqeZkBs9lskk3Pd7apQ/4XBU1NPLDV1daIvawvBrtRZklTSZ6fhnYtnFZmT8W8P0V+VXWyQkV1Safq43e63FrHRLLjUKm0JIdenavOFtZsbV1JatRF2dG2xu6pp/580lYww1bxpr8FUqR5Uxxha2V3ZIMp7/dtAxNJq0z0gdz0p1RumelEKLMLTiTQ9XePfuvfJwhbbi7dtxqWle8TZ/uIK+3+IwaFFp9XrfJ6OVb/OjTVRa6Y9j8Nm2tlgU4vcFnmzlW13xdjA9d9hWwb31m23F23/8d79fV7y9Xla8fdlXvOlS0/34M7JEsvoQOZO+4q2DjlWkvSlq43ffcY6ttv/awNolYbgAHG33vuPWZF3lNvpl9HEy2kXbqCOzNQESb1ujWi+oz7EkdOzaIT8e9vqDVqXp6NiOk2S05F6rn17izWzpD+mV8cPpPAM1qiwGpGjG7OXb9Q/51tIb1RnlwpdC6ORKnDFrY2UdLqgyOGKb64IYqTRrbaBNfwQ0iTXvbdyZyVHSbUvGyvzlaeLyXmUz0TTmba2nt/Va69n2Xd5sK38cOdlWKR9V2vxV91KiaRg1jQkJ09DnRImc+afMNd00ibejE292BOpcoJvi6vzUz2VJRrsv7S8lB7RzJNIuNW37TPuLxFsDJ7a2NR7nGW2wzI3r6jr89QGqcvPGPK7OPqcX8K1z7DTaZ5NqBqNJlDaME7JJZgs1na6W1JOlWl2S0R8mS0P1NmmqTJY9wNB5z3pCL767vGVBXZZIvG2AE0CN7chSf/6JZCqTXmq9kNWRTkxt7Hia2Y1ot7GVxu+fgdQoG+FwVNTTyw1dXWiL2sLwG7UGeSVNZjrrYtYq1AyMf2tY1+qUVlskJDdUmn6uN3utxax0Sy41CptCSHXp2rzhbWbG1dSWrURdnRtsbuqaf+fNJWMMNW8aa/BVKkeVMcYWtld2SDKe/3bQMTSatM9IHc9KdUbpnpTiZIm3G0WvnA/tWPXV1vp+i8OgTqC1HifxVn/cjbk2P3Xm1QO5euLtsCTefMWbEm/lHm9vvv76dJ4Tb/Zp0z7ULtGU2/eO7x81nriUdZXbGCLxtg2l05Ah8XZSijqeVSY7tclObKUtuv3z1D9W0RMnx+jrXclq69UXSBUJhSRWqnGyLaP3epOZmQ79VonNItrlVGultmYjZsVZR/Gln41rT9bXH/cxWO50vTDtE6kiM7lhQNusSqHpAq6UdONvlsHHbDHEZxGPbKvXt0uxOl/JNKu2NW9xd2PQee9oz1zto6sWyiuVbK1J95bQ7k0r+hsbxoOrCDdTqwZn89BBrJkM4rappkhIuLNWaFglcrq0eeuaLh/61qWXi5x4xZuckz2NWbbjmPa+mmR0X3rCMRRnlSq28Ed2E9LXddnyaERu2C+FFubYv3HF21/4ijd7qqlWvN3zFW/t4QpmrCXVKlufi+7JYWMoIAr/fT7afUXEX/LI9lGr6xc022faXznxZom+W3aPt5vXpxdulnu8vf1WtTVb8Xbb7/Hm44qxjgONfi5KsRGcBrC6Fl3uqAJn21w9Tru0aipdPR11aumfjcwm9oo3xsevqxVvm/VxjCRyZtXw3z3I2+GvN+Z5x7lgyfNQbJ3ZZoiHTKtos8ouKoTmrLJJtO+LDVL6LLlV+WGb2m+zAe3IWDLnX3jpTLIoZlbby424k/pMW1+MG3e/dpWlwv2fueRDzNqkq+HDD3WUsihY93w/p/7QzW0aRWXH01uS/DBuzDWLeH023LKxjnNB/zw1je7H3MaOp3HajS6a9ONkxXwSDp/8yE1dwTn2VxcOkzP5aH2KSjLYh2u11LU8QFdY7t/UmozLTGpKmutavb0qy0JT0/erbc17SsOiOUm1chSp2y4y9rURx/eINGJ8xRGj5Lbb/Ty7qiHvo2eTk8eaR1gs82hGN5kO2klo9K2eu1d8kG1XLEUVsdKbSrasOeNlLcr3gXVrxVu/x9sHseLtz2LF26/r/YHbPd7WrXiTt2b1WSbeXqlzs4crtMTbnbjHW6x4cw579V5vvuFFxNMOq87Cvys1owZv/q7zjNC23rnGfMskbA9qYJWyaxZdY3Axjg2Jri1dMXb8WsGFDhu7jb/q94I4TScmQOLtpOjs+NbnRqXbyh/EqK8cyV1Jn5EQ6V3Ju9Yb9mz4UEhipSp71pqDZdteNt0Mydxcpm2pTaXZipcUo6FX9IuFWrq+1XxLjSpLj05AKofzkcwdoxzGsjF65m2tHbnUL1dJk9UfRDpJL9jren0I2dScFnqiKeYfLeZ32+jhSer0qsZQmbwuw7bWaJPQqpnNLflAG8aNfevts3nowFW5MEr72k4JCXfWCg2rRM58LJ+My68mNIoBF3kmiTftrDpsc2rE7a42CR1To1B3+1iJt+/Epab94Qr3h0tN7dOmFW/xC6UHTj3pZtjcUzmssvjWX81xnXcUMNs+0/5S4m3PH65w63pJvN04TuKtHR06DvrY56AW+9vhGA7flyOulnhrnf04lZRK2zvtpVKzTKa7jMby0mRVVaIvf+xkU59PbWuM81DKf/li22qTvzoWVDZZSUnTy5lQs9CD4SQ77EuNtS4/UDXXDFn7ZKBsSEz7YnF8ueLCpi4TYynRbjkNok4pLXSFQzGCKfnA4aS8Nj/cmBJvybaGi9KBde3S4/KzNimErVaRjHabtaoulVkZ+t66ICybYzmz4xv7cnahM4aSoQWZDepL0mfWNk5hq7kd11s3Oo5VzYwfrAWh8MmPzdnnxjvj2OzC4eWCyeg7USUZjHF9h6euVdMLvq0KbWhJxmUqNbniaos+05nbujhYdmdeLJmMA7xpSESl6ccpZGZseSPHp/JBccSyxtGtGn9JUmNEX3Y8Gr3iwptERhXb1pwy9y4nD1aNq0ey+g637e5Dq4XtFEMGNwcQDzAohscVb/fj4QqWeHuw5uEKSyve3Mv4vjR/ziLx9s705bLi7Y07lnibP9U0Ys8tEm/GVlMZ+VufXvq892PLpOca8y3TtL2kPTcvmz3X8K6IuQe78mFeyl5pXfjOm8subXX/V/1ekqftpARIvJ2UnB3jOs5VylY5atUUH8rFI7lJ6TMSIlKWvVq23mxvUazIdntFYkFopcnPMhpf/a3M7zOHYiN88haNb5uKy0O4VLpFH8mL7KtOajqR6UQo0WxvrGeZ+ZzSeMWg+kb9pe32XWb6WavZk6WlAOZ4iTcbOXtvo+XxmmfWUqUEpTXHe7aQ691Sa42kaBYKK1tU8o4u4nMz863ZTHTAqFwYStqRkCjOW5vNQcPqy3Q+smv6ZG0I2YphvOG0E28KrmKcUlFCy9r0JTr64642iRQ0mU5+hd6WK96eFFsrK96Kwfufjfd4K431soH8KJQWOO008XbwsDyt6mB6oTzR9E65x9vzZcXbN2LF2+9M9lTT1+2ppmXFm035BQel1Xh1M6BkUmdYj8+kO2v+uY99Pzf/lhNv1ifJ+adfrU27mdX0o680qK7PiWQUtOePXci6lrY1xnkow393Rtu2KX81V2OttgAfk3DNLjD2xHYzIkGVzfb8nN77qnJ2rlvrNReXmPZFD8a7aNQW3W5nk2H0qhJtGkSGUkfvGhxK9IJfd7JYsnHD0PwLPjVryFr6Oc3qddwk1/1IGqk/dLyiLj0hOWn1qoSipY0yju0mq9SiH65v810xGX2uucmAycZ5wRXPYTFOYTbnsfMk/ieDq+ZKy9g4bhvGGLd1xuemd/S9ldpMbcFcWHuqihvuR0kbeON47tuSzOD2smtJ0eTTZpIfW/N2I1fHWjNgn88Gk7VLBlqpUVSayOwUkswtV5umWQvLbkDby3rLrdXaBsXFrux8NpuE14lkcdUVG8bxqo5SKi5sTT6AG0/DeXfrWLbjSjrfls04Tzq/OlZpr5vlnGTlIx9km8TbQXmq6cHeuOLNDYSz5kfzJX7IzV/QbSblXQqtNN+altqL/5It93irrXGPt3ypqVa8rSbe4qmmxbDp1x+ELflmLy80iOKjcKuIxPhVYf6mz4ejLZ11hDBr0qv6tuc08Lxs9nzu4aJvZ6fmbqQt2bOmXHcRmUoa82rz39qOFJ0rsnVMAiTejgksxO24zv+io1T68RtfOBuPZP+MxMG+8JkJ8+mTvE5Mq02qzjqhMNg/oooN9UuIiUhdZVKLavR5xcbXXCLxpoZkMU5AYSBMlooUWqmTXG/vsuF3aZIplTrfayy1m3a32W2pptG1Lcur7UXCjS4l3uLeV92QxJemkqS8Gg4vjKwmL0O0u7Rqz1pcUIeSzCwLb2pthvoXTzK+QW38FU7+LKkcuJMaw3zVPlUZE6oGfHJionI2SGuMxFsGNzgx63Jb3VTrVbiQVeVv3sn6VMxs2nxCMYUeo1CRiaaYU1PMl5p+5kGXPVwhJ97u2qWmP3+/Xi5w77PPq+LBjRtlcANcDPqHqB8TGxJvEkqe6zgXC5U6AZrLkSgtK93stfekJN50qamveFPi7Q+/+ruReHvFE2/P+7z3/ddU36y2zv5t7k0c4+ZY7Li5l/PEmwv5gZPPTd2y17wwjdG0PhMmIj3JtD1adNSRZNQUu3bu6plujf5nZ+S35j0H0jQlo1/h8/y7LZfqwr0rSLam+v0qp4a++fjrbcoHldo3adCVqr7D2l5vDmh/af7Z/VxfMSZH5UDMY0FLc1WZjcmB3LZSF4duoM+lCevcWLc0GbejvyNl1qzp85U/J+rXVEa9mGoI9kr3rLepFuey0rBKR5oqTWYuNZubjHq5GDMMMudys093xb1x3y7NUTIzM74xp1fMJyH1ST+CgeSF4sG8t5KJJHn8arejmjzK+723rRtB2iqzXGgvdUow9YV8VFxo9gFwhfhsLRlQWzO0V9MGrR68Nf6s1MAqW6es2ZbqKrN6b+s16zdrsii3Yzt6kiWf78yKK0SbDLi+bUZTMnXaVfE79Ngl29f5QWX2R/MO+VlDm5XmprLHYhZzuTUvteLNNvV33mM/h9//5NPp0ZOD6Yd3y4q3B77i7bt/W4f+8cd2qWnxviTe+j3eSgKuvOK7Kzmu+W6XeGsO2PxjDtVySlz5wxX2lhJvXxoSby/3FW+3r1+vliz2NPf2yxz097E+Hh2RC/nYVujrLU2t9/YTTW1r+69Jah6r+tajXpUymUaJLrWplKyZCaHUqOrQl9TzYgBJ9zIJlsb5Vpei9nQEyjG4ce89nfXLrG3Hdf6X52pHqx+x+lBrO4tF3T8jcZAPn5mQs0q2PevoGzqx1JZNtlxFIjqP1JNyGUjtJpbrrhZF9HnFxtdcTj/xZsPKenNBfusLIPwxSd/QF8Gsb7DTrLnNvFHrXXM+eunsXSV/MfQufLxCfBBdGdIaNglL38sQzWpLRl1w9UthSXhTWzMUx3gVzV4s6+qPpsgAbFBR4s12lYnZVLVPVSZIpdeNiYlKtVeXWuOzTLw1r9q443Tdxeq7PnV9btXhmfc6bGVnKfH2rj/VVCveTp54M6LNq/hU68CRI+aiH+fhvzyuTrY/RU+WeLs9vXL7dg2ALmvizRDFr63+YWrHRH43yH6keFH1rDm9dNyYiP3TMWIicX50fWtTVWXsWus8Jy/NQf5nt+S35j2bsG9IRgTm5ytZc6kurI5SDo32/SanVvqSmvoGdZOQDyqX5pYtVZ2YXN/z2l/dn+7twrBuMpzvjsjXKjFoSlxldkwO5LbFutksBkqh7+Is1kx3mVnfMK5J6TtkTHJVPRMor/Grt5rxvibR34chekep6Zxmjavq0lRpMnOpOG/OrLaNlXhhQeZcNvXprri3tH/HeUomzERlgfFCn/TTBzH86CFY2w9JPWROWum2VOv7uu/33rZuHGmrzHKhvdQpwdQX8lFxodkHwBXiRLFkQG0yZDOy1InaNfhYdvnck7VUV7ksN+81q2HZu7Rt+p23W/P5zqy4QrRlA25961OYD3OSQgy3SbyZfbkZu0uDzhrarDQ3lTrxmY3TS7x9Wn+0PevEmz1cwX6svVb+xVNNSbzp6EhlHA29TZ+FfoLsfVHTkdca5lshROUpCZB4OylAO67j33CQ29EaR2zrO/AMlIKw6E6icU4dzM1cTIqjWHTNvnCl3aTtXXoK+iWhcp4RD6utW8plK3raU537dh2/CUbQ6t9u+gKqAZNPOP7oCIP2lWob5Wvfn/WsYXOeONfNOZuP5LozzWica9KkYzhTLi/ptpFbW8ioktlKQWVYaLr2LjWVM6vhVJdfqYXtbiGaJKwulaU9TVNSUWoKY8CR1EN2YUp9Ul2q1swvJRDk45JNJYajLzsbiq03ukLYBmkD9yYpWbvqrfdg8UPV+vTHW6g0szPjmk/uUgbDfj2rr+5I2dS40uid+uyrR2V8RqojzWbX6jXJq9RMD8pxpOTbZ+XSTXu9+8BXvP3Anmr64WSJt+/97Be+4q1dajrFirei4MeicGlVmfG3ccz38F/HbXbNWURyTZDMmfIy0bhXUl7xVvytD1col5rawxW+6Zea2oq3L/ilpkq8Pefj9UtNswN1mCPeRGwbPcmayW3kBxkdGzPtZlOW41xYZOKSau80a7KoUi36g8NEZcv2f37ZfowWr6yeZ7uMZMdzQrZ5VnX5rblmP+S3jtsAUoWahmQ2Jt50TM8MNP1x3DqWN2pfdLUs7SMv2fYuzU2laWcLNg2p53bNKUrv7OcSs9MaQz8dk9HnR8le/YWjf+/WcUdP4mRsTplEeS2Dr10xp/JHUnulGcgp75ltyra0Qq11NC9dyOMDF22Fulwv1JNQuD2MlUTSjugWgq/GcIXZ94RsOq84RoqsujTOmJBS+5mUfZrz4UenrXdBVsfU2JXVtZ91KEqnDuiKIT8ayl5JSGU2IMoaLOuN9dkYs41R0kfQgKOstauvqc635uakrXLe27ZyX9jKjUWsjTo0hjG1W6m6244PgBtJEl0yRm1KXbR/7Gub5Lx0A7O/I9Ql41JZHLcNZyL6vGV3rTepF1/alo6peWezpWHb1vz9OJ/BPG5Y2Whc4zehfLyrHnGVHHd7bf4xilfSYO6Mzq6SzPG1uO35ebLe4swEi+6h/0362O3cqyvensxWvH37u39Tzf7UV7w9uZbv8aYVb27AC1PQ3GLFW7XSeqIan88WdbQYU71tnopH9FTTw7ri7cl0rYwwPtVUD1do93h7tf5Y21e8Ncp15Zsj1PFy6EFrIhsHWPc/TU4uRlOr9P3YP20S0T4xVbVJSuP2dg3QpbNt7VPpDx/trFzqC9bF3QeURFVcdiL5PJhn80QESLydCFtRsqM1/s0O3fbJigO49ZF4a6B1QibxVnjoBNjQLL/HoRUHVJxKQ0FdKktH/hsp5LyiLxx9qak/qaupn7d7S/7myK3t4+DfCnJ7yaa+hKIvOxuKrTe6QrgM6TK9SUrmjuqtl8Qbibd+kM6Pjd6+VJOs9fUjbUmytQ0y+pDNtJtNWY5zYZEh8baerP6wELcsKeoRjM6E2oZkSLx1ODr2lBQi8ZaPKq8HrqiUM4HX/aBSD4k3++ZtNMRERPvnr4c8Oj1Kp8rO0favchnKpYyqzAZ0vj5WfGUGRs/zgK3e/wAeZc2RmTPD1tyWtFXOezVWbw3Lg0IbdWgMNbVbqbrbjhNm2XbjklAZHWGvt8zV5d3cEIm3zLZRzce76v2YmvOzLZHtu6DvHXXq+1EyOb7WfiLx1iiTeLODyo+q+eHWDp/VA662r2nWIUd5TAIk3o4JLMTr+a+8qYyOXrEuJQ6i9LNlBLxFRge1TpLDd2Q3mGtSym2qV5+00UotcbaTvQWJ1TeJuC351D2SQCnDpqRK6W17T6KzzKWOUORbW6xKszHKv8ah9EU9/dHpflinLXFvKv5riIYodlWNMdRSTijRl2zVWehkk6YUIt6mYLCN2xpDRhUJWbdu0un6CVJpaZ5ITWWbuCn0FqmL7LzX5Rb8l16ULlpHVj0NE9WAFJorlY2y0elqvm1mZVrBwChqEtpL6tNxFMpmNubbpPT5qSP6INKvbWveDmQ0C8vJDXZivOqcC0rPJzcmLs0FBVGzoDN8m89FHBo1GW/C3d1ei5OJz0ljWdKmrnorJj73Y/KHZcWb3ZPjO3XF24PpfVvx9nNf8eZPNZ2u3yycfR2aD2PL+O2luRkHjVPv7VH6VuZWxolgzz8fMbfkftg8eNzGeFxW3h0+ma14+5O33qp9f/SVr9QVb6/ZwxVebJea9hVvVaS+JfO98QxrsRcrB22pnDtmrerR8abPQp7XUptZsv0ifdv/9eWGsn7rsP3mNZVlU1WV2kfSOQ+lziWaa/ZJfqtcPSf3OR4v8VZG82M5xvVBtD/MD622iD3pOtnHfi5LrW5Lc/NF43V/tvFiRkW91cMPN9Ml0hyLkLXXb8kQaJqhHxUz1IRsHlbL75q/SbVXkQibrSUSTmEzKs2HKqY2le6fW7VCh29t0jBd3CX74PpDsjnU2kM8xLySO6LeTIao+aBRBpnYt7W/deqz1MvSXgxYr86X3V6r2bvafKjYt9o+03Jl3u7N6PSSk0VXkdk6M1Vt6fMhe6645XBVa37cjJq+PTabZjgZFXmxsdwsPQ7UpHNcJ+NLdtQWpSpFSZZVyo5t928BtUrRStVbn/ZRBO+m7UYlOWrlMVXXOdDmprYw5C36HMiredlG09jWp/ElZ3b73MZeKTSpptM8qe+tKlNRZitdxGu9IeTHykwkGxsFte0K4j6q2LbaVDa2OhM3QxpXdkxL8vOTZzMoee0nuWMfv6pXBGzFm9VbNFYeuhX3eLub7vH2var6k7Lizf6WsxVvB3ZfYPvg+f2BezzYRjWb+rtPtxqSPza61asPOnL0/VYOBvkmCV1BUe/tVnoPS7xoMeO14stzU/vWfOuLrxWLe9O3vv7O9GZ9qunL05uv+Yq3ck86e8nOUuJNwW4iaubqS35vjItcKB/vbX7FjJ/vZKcaVWcbon9sfHux8A9KthP1wd6i/qZGn1xn34VjjN5E7RQIkHg7KUT/QFX1XE/27EDWF0uU/olOX1f63Pfvwm0/SOs+FQv6kXgrZ+L2n05txUm3031aMOw2u4ydVJqcEm/6kmwn3aagE7DGqIG6qZV/YqLVHtq2MdqNXU0snxWKTmbtdZ0w+xdAn1Of3MKcitjslbhJOk64asjjnyjxVkbURA2CvZbYtp7ivsuoVPtSKR/NpExLPcuneebmXA9TS7LR6Roaq2xKXH9QjqImoeNEfbPgQAZivk1K86kjuoz0s99j/ekTb5rJ6uTi2EiD6st3dixG/3wu4tCoaeJNuM+t12KnOmWNVZNuRcwORyXedKnpNok3G1G4VxNv8rKULqQyplU+ExFg+OdDWjrEbRaayaEn3urDFcqlA/lS0zHxZk81fWVN4k32wo9zUIm9WDloS+XcQWtVj45vfRby3JbazFLTb5Ik3pytcRdUb+os22dZrL27FfoAhLLZaYbCnBvS/jBFfQfGoLP97iOE7e6JPgw6P/kz23yfup4LrUu81fElqqHC2eJRODrMw2RDrvmkewG1797Wps+0hlj53JsZjRH2unF9L8e5oA9aajOFOP/UsYKzZBI3F+jc21lY58KsH2ccmVnY8bKs0vQ1pWqrvsmAbbS6TPWytBcj1itfZFO+2rbazJK9tG/b1hm/52lmV0anc1+qKzZbZ6aK+mcqqfWqK24znMaIj5ZZmW3Uhm57NCoDw3HYFZZrobbYvXaQst/nfUt21BalKmUsaavU8LbdP19qlaKVqre++Nylg1yfa0mmiEcGV8aXehvfvdKHwaX1OQgjs4pGKx5Kfdbf5tzn1uWrWGw2D5pqM7RyGCS7UvMhvce35o1Jq1dDRIZ613LNFcR9SU281bd0vtC4smODRX2YsPaNyeR61SmD1HGKweMk3vKlpvPEm+0/RcLNS7Ovc8GYeOv70/zwWbn/9uAHMZDjSpitJN6KZNzj7Yuv29QuZeJNPHRM2Dx1LKjs0Kz3BC/tvqKqz6KsxBhqoDwVAiTeToqxfCLah8Le9fGYG6s9K0euGvpXcbTIjMq5udWtelaVtnV3xVrrm6VHf3RYY+tI3dV298g2s93avSqjT6nfVyo0SnBVbZc3famEOfPZBXWPASXebADTa8G/VryF1aqmE3p1pr7VkVLN5UvReyTdballXSlJlV2uza2i9wHiC1Aj1vbWOdO3jdpcKq7b7WrerSX04ku1tERjqaYxqkZrcHNdULsoj9PrXa63zWszs+pao2ZjaVoqpdJL62m9MqOyNVtftPR6NEVF383d9EJNf9jOupJz3ZokWmdwGwFYt+srKGiazdIYxOY+jRBltS1nVI4ayUN3Si36bFnSxbps4WlOvB2UTNx3flguNb1nK94+aiveivl7vuLt8Ppz5adAt1YKc6cn3lp7m08LiA739Q3tOppIWSWnP9Klb11VKokqrDqIxNujotcTb7fKPd7+5Pfairf/8JVyj7fyNNPXXnyprngzM33FW2OVTMuTMy/735XFx74x98sdt1m0mZSKJlMaVNWhpzI63FrTb9I67rJB2THxKqsGlWlYNWkP+xDnohCjfp5ddSsYSXhVpLR4ZwgnofIZagyaTB2rVldHFSvT7qY0sJeuW0cIhUJXdS/jM+yf7batT8ogrE0btxq2t9Watax6HbMPzVyxeYhAKzWfLGU22nittyo1gRXx7kGfjYTGcj5G+O+fnz7DIueq8rWtuuh+VUtVwd5mmkVI26Fd7alVXtRtuajGWmpOpdOVqslSr+Jq807fnI0RbTO7xVx8zw8dz3Jzcc7FgXVOu2+h5vsrtrPv686FM5m2ccRwVSjGyMJe73u3d9Za30yn5rCUPTmyvr2WSfaB5dsmfcW4SzLSbw7q05hHsMPNNKXdZUxHR3D0OxhJm4zOSc3t7rv12VZtKQrqUVJApfSqzWzYDMSrddT3YmidWH+0wzqJouyfHc1Ufmmotr1Jv0muk7Be2Qz+m4Q1cFIU9yU1xajyX+cpG1PfxxpfpGRHZR2yCFW52th69P0kOY1h2/r7K694e1yeHvqD+lTT+9O9cpXEn/1VW/H201+1FW+P7R5vJQ6sdmo8aCPKu+Ztte2fd/lvIpKqvvqbe1m3zKb81BerYmyLE+3VfrQdHq7whq14s8Tb709vlrrd4+23X321HhYv+oo3cajfcxpEpTupfVSNubPyOeZRO6VYN+ItYrDSotOd9Gu5rKbd7XNvQqNoP+6i1nkmYatqTHMs12178ZUmp69ImZS+ykV9Go9NgMTbsZE1BX2w6olQn2q31ftK78oR2xr6x6d/OMKMjvqjfAsFDdIUZ+q+sZR4q76nMbpPspc6vdpl7OTickPizeYvH/qXuMvK57KpE5XM6EvBxtA4Oies92jVR2vR+GO5yY5kTV9yKq3NXjMZ3+iBUu+NRERTmx8HElPpMn3WaXwF5Cpd1gqNMe0F5dxb62KbOkzTN1XOe/OWdlduC/VZY2Oj8YapJUnrab0aXWUVyh+e2uC9s/m3tkXf0khWVVAza3bnZuOGQOvUPBQARLdVHLeCgs6zzCyCQGksj1J7Y7+5Q1IpZdfqNR1EatFeV+LNVrx95qsw3ytPNX1SWPYVbwuJtxvtUtPmSxt83z/LehBC+zWzBERlUM0te1e1yjhKuEXZzCkm9q02z0i8Hdilpu3hCneut4cr/O9KvMXDFV6Kp5re9IkrPBMHN34uikPnr2N80Sl33GjEntfcvCEf21EfJtz0pdhKfXx0/szjxw8cyY6qKnW+zXpnXRejWWA8OBWMJDz0t80FuC7XEx/dwNJ53cTFqtYF3O30PVrsqE8KsTLAjLTG+Az7CSf/8aHvw/jzS3ZmPrRGdakMd0pFM1KZ+yQ/lllGdelbqbr6lssm1W1LK1kQo2RR+/LQL3vX5z2JFHxu1Zl2VsUTDRh/tso762idShJoLElYGepyN3XGMeiKerZDPzdmCz7/ZCdsJ5tVQ/MZ2p/pZvJzNu46p4vQTMX35azNDMU+nlld3XDFDcOFToyRhb3ez329M2pe6S6FpbC9TWVZa7m12WsDy7dNkv28s+qJ9DN5zU2lYv0lmTh+854bYhb5tnRM6/shf25U12dK57Y8hGYi2/mYUKylUno2H332u99uSZO1T2v4H40aLj7LshMduRL6uXFel+XgHxOZy61suaL8X1JTjBrnMAdhqsE7DHcLqqmMU0g/uCN8lYzGsCG0f5V4exAPV7g7/d2DB7PE2z+UxJvduqReamoJtzJYX+kmL1tpY+kYVk/4FvPolfAp9nbp84NKMfb/z96bfml2HGd+b3VX73ujFwCNtQGCBLiAokitQ42kc+aMjseS5Zkzsj3+8zSffPzFHMnWhxl7tA5FUpS4iAsWYm0sve97Vfn5RcSTmfett5uNBgg0B5Xd9WbezIjIyMjILTJv3mZ4G181XUvOf7UZ3vSq6cNHm+GNvP1xha6jjXRvHsWk6yg4q3orr9VDcm1p5pN/m/4qwlVgfXH+hh1945G/Kds3nOnw7HZm3ow04jjN8jedhf4A1HlJSNOxvxB/I/IDS2DD8PaBRZYIoeT10163MK1qAVZiR6efKjxpSAXQGufYgqbIw5OAWmtwIBEn6PXgwXjtrot90yGbMdyzzdgaxqqAa/OGN4GTbf4VndbzKrai3PFbTsVq5G35tC9HdhZayJ2bI3q31ftU07S/qFQ9TqF6cJz9zGPxkweZhMmcDGm/81ghM+QE+cAavvlNbgA6lrCeSgBL6+q0w1m2iRFYYNaj/Z46H2o6OSbcAY28XCz7I1qGScnUkQzhqL9C7GkVCs+x6S/kbS5DT2om0evycGolwEvLqscFFI8V5UlBlyd4idixTMh5DP66eutpHauHzJRjvGgnz7jnTZmuN7z9OL5q6hNv6Oq7N29FRmsfmeFt/Yk389jVt0vEhreZDG8Y6njV9E6GtyN7dOJtV97xNm94oxDOp0vukw195IY3ia2VsQWyjEjUk9a2+CgxJ+gUoRneQFfSmOrwMAfLTB6AX2vO2L/Ps9X6AgPPA8TzKJwpYDPkuHEr2fnZN0nLimf3wU5rnQN0PEAZwYa3eM4x1FysRofjuO4nXRMgw/mYijAh898Z8j5BWwyRZPCBskkPmIuCNfaPiAU2H+W27/j0M+ei0mTUnkUr61JS9/hmbgOVH80OGtHU2NYO4MVpc8ulTMjEtnixIMArZ3RXn+PTL4RSuGZ4I1MjtkDCNt0UgQYyJary3CllDvAX+bhAFpHdXVjrKArVQ48bmF0szA4wIN0luwbfwEfgCnvumMAZ2cAq0NlplBrtewmsx1ofM6VjPtK/G7T1fhFML1tPddnse67fKkSM9DTj2SdxypNTPJfp2IMhyECgV9htyvSi/AMcz5NHKkFZO67NuSoCrtwvzPfBrUAEGv9Zjsi3fhxjOmNaCzf8FrMu0OlUyEyvg5yLaOCJ0NF6qM3jAlUIkZQ17fHY+Xdp9ZAptS6kK3erG8OkL2mQTSF0w9ul2a2VVX3V1Ia38zrxll81ff3C5bjKZGV5WXNNfc1UuD/P8AbP5rvxNiceHt1345tPM+459nrD22p/1fThw5FT3PEWhre9OvF2JHr/j97w1jhcV5Kmv5SpwNxe3UbWIQFbQkLHQbtTDp1WIli2RliEt15/FnBQQIEvoiOdlofQxvACKhtRH0ACG4a3DyCsERTlzD83lzG1h7uy9hCpNKIWU5o+/9yp9FAfgBSq1rzUdn2zC582nKQal1JCxj2CgvP5teeenfrXwq84d9Y8+sTb7brk0sNywhRe63HXUzefHnjsw6MnH+bXbBNPGJ8dmOCjugqeieHPaY1mQKrMgmmcFG+by98k3+W175M/m+o1u6HWZhUlmkkxyCjIU5FsebkDhI3kuvuOGIadhucAVW2+u5+l66eMTLnDVrEHj1ySG9flIJEGZ15cXvsNYAyYIcWZA/sGmz77ad4HP+NM0vnah14PF5TJODP5PapCPWKAcnBIrDbVYswIoI4s3/ciWdpEexBtldUiDOU8IVfaeZdRuZe1EzdLZidOvCmZw/jd8HYq2sBf/RDD28nZO8Orpu/Wq6arGN5q9zIUVgT7ibdRR6QNUmjrSytBtT90xQaIdbpoZkGq8MpqGv6WVuSX4W3vlumJtz/gVdOdO2dHZXg7NG94q9cORtKNp481MHJQtTHf4Szip9AG1WjCsSpYnovQx7jWdt3hjIkVNoz1xfVAsktgdD8vIPOJR7X2MnJSOugol5Vnj0+tkAZqDbmX329cD0kKWmLlN31vhMhlfBjCii9417Nf7UmglPSq++LmR2sKqlaldohyoO58XXyPlzE+Cm4cH28XUI6PNUa2Is3z358tS/dBMSaKbXSljY+lOIydOH4ty001L3FajK+GAVjO42KWOuOa7teGHn1EOBdWD85/yZktrIeinqyBVX8KuVKCMD8NqFGyTMc0y30dmhsQlExq4NfwTvKzfZfHz5+I36t+mv0Cpg3a28gUZfJkYCItkzFuAoy0naH9ETjDjvEcOEhU5+l7gY2d5PPJcm51a0IjD1PEMaWFO1oPrdONBt0D5s0xI7bjLKOFaa3F9FTrm0XbjuQ3TZZMG3gGaG/dTQu8Wm0qxvwAIj1hvBHe66jTHuM67Qo5izHbSnJTbP1cL4hyNYL9OXp69LzEvuUHpMttOvaLSharBKjtwxY9H+j9VIXm2JmHb89F0vo2HcOSiDfEnL/7JlAtU3Nmv9FXoLHijdxBfkNioLhPj7qtck8Nbytzhrd81fT1S1djPrmiVzfjjjdkhQEuXPpeVxDl8lpuCTf3W4VpPA3yd7tuhrdaY67pTmDWsps1JmyrE29ffQTDm141/fX8uMIj+/an4U30u+EtpRT6YIGV73G59WUUrXjzWMTLtXdyLaVwAq4iXX+paEWhIeSzy7oq5uaSepYtgUwyo5ZdpVmOgVRxHh47VifZQkUIFPPiNOfRy+HcDbHh348EpFdjK70fEp9OnFBSFZ2mcpfmMnQlVuGUF4rcYqqRzD8vkmzPS6EaVTYMbynADcNbKZIUp+nSOiVi6pHDoScqkw674D1BsZbaX0eOiCEzc2Df8NNnP8372Z5Gks7XfqY5w/JNxpnJ71EV6hEDlINDYrWpFuOsAHVk+RuGtxQEuuIJyobhzTp1F99qO+pWNaJSvybPu1CJpNZ2PVNcgGAYq+/YXs2C0f28gMwnHjVdtBQ7c9MXl5XUDcNb1viG4c2qi3anhntx6xTH8+x20qfGY6twamE6yQ1I0S04p5tgGLywm2eDUIv4JAJzRWssLGDaoH0+2qDXBwxMimUyxs1h9LHeGY/AGXaM58BBwvPhmt8YO8nnk+Xc6taERh6miGNKC3e0Huqa08DWBTYMb+tEonVMxm0Y3kpHSyA8uS1YJe2PUmwauGF4i6+abhjepB2lFBuGt7GlPDjhDcPbfdYFep26zdTDofXEWsfp0WUAcSfqxVZLckLQNW37DaoZ3jydSwjSzdHQcdeEhwVy5tehTbFlS0SbPWZq231XPIsbsP0lNu/YrFQZRwOYJ/23AyMvgGeAZTP7to41427dyj2X27fZzVib3bp9O+JWtatx/abugZK7eftWzNlur+h8nfBWReC24CjpLaXhuBiUvLlUfoVdcvKpckMrXBWb4vkU2zZO/sht2bIcccQv684p6m7rcqZt1RFrdvA367W4zZuUph5tk8K4ndt0Sb3obRXOsnA3KW1z4ItmwUS8YJn4Ief4Kxn7RABx3iGyTxzOOy4NV3E2dmyuk1NZK1lA65T9IKIfUq2KcWScBL8CFalE4EpewSn8WpOT94Txr7lMOGJLzAZofsb7dx6q660p+MRhz73nsYgTZ1TVbjKODj/l1KPGXKtxNP6RVeOyAl60jTxBjWTDVtUGOUtnHl5anExEJTXiGVeVlHl1CiT6KQFVU8oMbKj1E28nQ/f/Ok68vT87ce7C7Ptvvh0w71SbWtHHDOKiXJhFB0TEO9qWexgylBxt3orTdMKldY8gMtXO5mUcKMX4Su1Uzm7nHW871Eb2qO3tED9/+JWvRrH6ibdd7VXT7YV/xzwskE/Q99x3fS11pixG+5lShbPiWrRKrBT5Q2QjZ6EYKhNGyKjDBj8QHILW1xHsgQm3wrhP6pxN2q6iAR3/ArIVLmU0SsrhtrPe8mqBogilMS4otx+njL7Dq9WZ8+yWkmHGw+SAcZI4PpASY5jCt2slepNIuZs3b8fYxjjHGImq4OPiWRQYQ1c0NvJ3Q/C4Gzeuh39LYyfjUphYTwAAQABJREFU5qpODKzo5AAZ3saXY8zEwYX1cqmOdG/enCcalnXagbHR4yPwjHm4LTE+akxUOvCMaduWt0Tajm1bY9xbjrFT6UozXht7oSto8DZLJEhlueqNxQN9J3HZL2nriAe5zTXApScYCaWS5GeZWoECw6nxYIgJiMvvuUNRSYT6NRX36clfPhXbglyEOSHTHmwQahGfROBO7LqwA08GnW9/A8ji4s/1bwtIi4RnPxNq+VD17XztR6J1oTRgSttP5bsAQnRKi3LEguwd1fMV1jx8I2To7ltfekwPzaNZVAnhTOzPQ3c6LRQECq6IGXupZNVgFfCrgzmfyOsrsjX10jaVNtkgMHloJCO2kuZlZD4CuDWYipXndPwIV4TnvC0TBdxerXCtLwe38jde6xMmGaS+mVX7Yx7WyGY4XQQ0Ijhc+djQm/dWguw/5m8JnCfJKimislchOJYpkhb9uEwDbddX32S3lARc8/4cAWaz9y/xqmmeeHul7nj7i3/ME28/u8irpnXHW+BJIu3Em+VnKSmP0rchJjheKLbio/fcwq+Ka+WueeWa5o5swHHibbtPvD18KGj7xNvDi0681fhmfRjFZ/1xnqRZJa03vRwjZoYXlqnAWpU0NMU0hEx16yL/xkuDnws0XOKNbxieM67lUQV2Cn4ri9fElZiknYH9pJd673D6znXD/+ASkF5VC/nguJ9qDNTSitoazgKJeKD1Yt0go+qu6wxa4jQXcN0cItwQE8Fp5geYnn+m0pE0tAm11mQVaAxAIpyXPG1QVqyPRnvgYBFBLnTQ+PzZ8CazmZ68sMiJ/u3bGXfzVhnObnXDG3EsEq5NDG8sLGR4Y/Ggv1uFd5MFvByLjli0KH9gcPbXG95ykQDMdi34cTa8bdYiYFkLCSbDNryxiOB5WYsKFhaENy1nF7Zz+/bo7rbqdTkb3jDc4bzA2CKaSJU/G9rW+ZUeMArjXBNI1viOs5Hkl8nwRpmsn/aJs+txqRs2AFmPgethS8LY3W+9WpLpCYE/jex5kphphrBuB4GKdFvufCR5ko3nJgQ5czkP//EY3n6Ur5rK8Pa9OxjeaO+edG+qCYrl3idsgvGsoEqUrZ2yo5tZ8jsaxay8gm6GtxW1W7XTuxvedsvwtjMmCxuGN2sXMrcr7bLCVfQIOU5oI9kKqQcH59BN/MHwW2E8CnW2Jm1X0YCOfwHZCpeldZlJc7hP8AOjfpzxvD/CZHgewjyQasObx0vSKAm+DW+3qsNivKQJ8uex82aNkxjScsPJhrc1bUgNhjfhsnBa4U/tyoa369dteMsxFRor9WVhjHg44uAnJv8RI9lozMIxFoa/wPC2TQZz3CLD2/ba0LLhjU0oxlb+PC4ahvHRRjcMc9SLDW/tKgjFEs/fpuqnu+EtazLSS5buk9pqJjCFPDjKjGtd2xDeMLyFaHojqUe8JrcWGhIdNJCf8atujJa1NgIQbkvD+QTxkkTd7u0HYKV5nJ3S9lP5xZtjwW/sjpHrOYiYlm/lOQFrhCax8WDe1qcM+VeiRZWPZsr+XTIx8SBQcK1NFLUFfHsOsFKGEG/ogeHyNp6G7J3WBZh5NFgezXYmTR/n++eCxTOaQWwIKTLh9babTFE047qYxmt9wki4iLtI9sc8rJGfJsPb+3zV9IEzvGmNqCMfv7yGN2lVU9hUQrefezK8oZRNQY1vTbXWDzDVAJyCb11uVzi0iN7OeyaZx4bhzTL+aPwNw9t9ytG6n40mnxwXJKtxeaD1ADBmlyo9xlQ4EqAG9TIgtdamxJZu3CkljEzYU4m1kWBzDaYelKJhCSZ4nqDnQ2Ar6D7Ciwb8uB9AtL1TkmYznbbhJJoI3tBigB14dtOvXL8RTF6WT27XtXi4pUk+RrIbXPIu+CvXcmFwU8/wTvz1MrxdqUXDjVs3A59FBbvzwPnEXFtExPv/pOUfA7/tylFOMsPhMbmvAZfTbDiMapxW49VdFgckL2/KtK02vAmWnf9Ik6ENt2fnjqC1feuyTrjJMCfcbVtlqFPa7h3bA2bntu214FiOkwCcDCAO54XJVuW9rD/6wcy1d5LEQY+JAz4ucxdM7Vxoj1Jlc00ljA0onvBSdFNoO2xQLFn0iW3qXWmIIBolhc1B5pG67dhM6xA9BHTVQCCads8z6Y1QxjZ1IHrYqSNG0XBG9gOv0prnMhKRgF3f8zkhSO95tckX0XdwPpHBCShjdr4TyW07d9qK0dZRJNZSWP4q3ChNMx3bo0+8vaR73fiq6d/88Eez17nj7dz5Mrytzd6pjyvc2rqtnXizgc0GCL9Ga13Bd9glykksfCuFxhYuJZZpFYWHfpUgfN/kmgxv7ABjeNutdkM7+MOvfi2Q/uALdcfbbp14270zdD1bC/puTtJ3zkNun1iwn3iDhSpwcWPdCn4tC6cVrNtEU4OJ1LOkU6r5NI1Lbe5SaplkoIDp/4zn5l+QD5bXKtgB+7CZYcfgt78qnOXQyjqUrsVVQ49nEyu4RbIxiH2TjLxFBD/GSvm3KxPGS+IxqHGajXHqam0sXbh6Lcaqq7p/EWMal1xfq3ZqmKvXb8ap7ps6IX5daXzI47rGRdxN0aEJcvo7Tn4rzUY54HGMk+gXbS4NbeJBcDjMbuBnXxRRMaYRYqzC5ZgondEzJ79x7UQ3m1F6Hk+82ajGGIiuMc4yxi7rxDhtHbdnx47w2fxi0woDHqfgGId3aUMLt0sw4G/XZhbjK6e/t5VMk4ryFRxRtBufDndf5rYUKFQmBS3n9ua2SbTD9J/xHL/1U/m65XTaGUOyR0rTHtHnw56D2J9P/1ifu1im2VaZx0iD3rWMBhoQG6lKi/lZyLmloESB4ZhxDuf8PL76GQS3U9fNkC2p08d6cv3xaHbtNwwFCDs+Uf2U/vhrvJG31Dk4c2rlKKbdP3mu0SmPsCWTShxTHB7Lkjx2ilZ5+ywHRp2DLIY2XPZXSzG/h0KkRYrSatIf83AR4+Qsb6FAt715IqDAUd8SdRdkk7bfEnFfEsZ2zacRi0/I0gfAGydf6WbAzNLnnDcpZXyxFV7MfxWyHAIPRuS8Se1KjKI2Qhlwfbn9gwd60Kl683qKNNOa5ySzTGrIhbxKtMKRRCMSqIIpZfYbRCNd68vmxlRSj/z94ygXnPgqm9tOe44AickUqNaSyYm399+fvXfhwuwv/vH7UJu9fPFijFcrm7aof6RSWB95lZIrEbMBPEXENbnn41i0ipEHPblsB/DmmgA/kvSToydzR+bNaXhLZfza0Tzx9se/4Tve9s2OHzkc/fAOdEtuiVPjYqrE4uJHmo9PO9fIsgCdv/1EmPstWOOPqS0/IqssrtNgokfn2CsEwApUvkNDpILpknqH0DOKpgjHJQTtR2WvSml1UnclR/kBDKTCtC5V3dDy5vk2Fxv+B5fAhuHtg8ssMKzYaOukcZDaOsketh4Hsn7cIOJ58kBiUk/K2bnkUEbaCGwuMs4NY1WDIYYpYj1QLFcnGXGRqXCrIXZ2kw7dU1DWoxfkNudMT7xRek36g54MaBpwmaxeu3EjTqqx+37h8pVIPSefQQBDXCwstLi4poUEcZcuXw0YXitlp55FhcOXr1+LtDC8CZb0WDQQ1h+OsuJu0ykrjr+2W50gvUrqGXhPPFgM4JgMMBEg3qfReK0UN294I31LGd727c6FAa/KbanFwXYMb4LZJ8MBbu/OXbHo2CFjx079QXffrt2RtocTPYLdrhN0WzTbIMd8SScnGgARl7WDnwNIcsbglOXP00YVBknOiwAJRU9olLEZcIuiO1ceK4rBDedTWeiW9ct+AOjHRhqerW8dxlwbOnUmn7IyYrG3DmyoKOiasUk4kaaQlY8jy19HPsCyjGP7dVtQCyqIETPD84Y3Z0Wqob0woCm77Y9lgLhlfFfDGwwVU/P4wSB0pDvwQE8xGt5oA387Mby9FaU6scDw5km3Jxiu09Q0eO1641JmruSs1NAvBcscn2k8l0RCOBluhjd9ZAEjwHa1u92aYe/QK9t/+LUyvH3+8/VxBV41TcNbLtHVFiqvokwmUf4IfMI/U8PblBnr1uQUZYG4LVoXx7JZtpapFyGJmpBOc46ur6ydiuVBTuqSfoQLf8wwkx+c3+K713KLEI8Zdgx++6syWYddxFFWLS6be2urWfhMtbysy84LmEJLcP1Gc8XX30ohenxkg4r4W1qQxuaTxrKL13J8O31BCxs9X5IB7loZ39iswl2qzafLV6+HUY3xERjaN2Mt7kYY3kRXG1a+csGvoXqDildM0a8cI6t/q8KE4U10rH/QdLk9FjKe+c/GuGVWx3KxkJZPfPxpTNlRJ968MbVty5YwnLGwjusZBL9vd46BGNkYhzHA7ahNqr17Mm3/3r1Bc6fGVIxvjHs7quJsjCeOdkG0Fxabq2zu01wegaigmdj74IjNpAKM6yoUM9Yx5ce5L+59e+Yd+Vef17rE4jUQ534avQlzc0Af12PJa112C/g36Kgv6/AMNCQ0UpWGLrouUoICXmB4cz6ui1K7pq/Q7SJ0LvYHBuaCrj+iza79Edu0nbYemmJkaofluTCcFlrac8v5dfZIHgNcRvdbqW3Jjfk1b/gtXFn5OfNOyVkXy84uWwdtGT7kynd/5X6K+QS8QDZN91z5ogc5+hb6K4xunpu3vkiG/piDM1d3uSuzzWr7OL+Ojm9Dm/sEDPb0IbxQwh/sea7reTFxc+zrOSU3ysht33MGV0e0uzkC1jGP0/BZIlX+Cez5bUsAqHESD1F28OKvCNQSQwK1RJVQjPpjFh/a8GamkHWwqxK54qusqVM8AJORucKczU4Or5q+LMNbnHj7pzS8vTRneONwwocyvCGq4mm94Q3ZpeBcf+sNb2vtVVMb3v7nMrw9vG/f7BkZ3uijd9TBCS0co0Kq5Fl8T6Rqsu48o96Kt/kxBLbXuYI1/pjuIrpqSPPYYQGUiuSjEHjO8+ddDiN+p5/UOz7PFVeR+ZRjIr0Mc0nPJ2fzhjcIW18s+HqdONc8Fpipdk42Qh9MAqoDS/qDIW5AZwPJptFUP8XinjuiU0k9GFhuE9WdPAChZqc4GrInhm6I7iwzd+dbeUSj0/ATJ7/o4NXEi5fl1oCKg0At/MrfRjY6Z1Kik660W9Wgb2rgwODFjjwn21CfK/Jxl7QYII0TbFd1r8xNGeLOXbwUaecuX442HTv6Mshx4s33t/nE24045ZY79dBe0Szhyq1cWPDqaUijBnPyjWFWvqWwMiwsPMFQcroqRz1NIlk04DYzGeGfYGOBoTh/mW1LnHKTUUy+Jw1b6lXT3Tu2Bc42TSq4x4ade16lgcbe2tHfoy80xk5/Gd5YZNjwdkBfbmSisVMn5rYJD/yd9QrPrnoNdqvo+hUc7+h7vyk6U/E6nnhzce3ngG+tyfJG/VLwGHgodBDRT2oeSfdmeAMyc7K+Icd09utRnqukhdQ43GQWQRFnepVLgeVTp9exWyaVOHLRurwFVhLzsd7wBgVTsZ/5OX9iPTTVWN527Mz/wGFI2RRCi6dkIynluQi7U3J7pT1cL4V/6eTpmPSG4e097njTibc33lTcbHaiTtnkibfNOvUmzZGukr37qXszvEULVDWaA3jKaVw3blShgniGMQDg1vi6qQ1v0nsm3v+jDW8+8Saj2+FdO3KxHVhqp1XGopy0Ku2T9iy/RXxYt0pqDQT9cVvsvVkmj2W0TEOUDbvg5mSSNZLY1s8CiUpOGqrzysAGgDmyD8bjugLAliKL93xKIGTr3svytmxdNzEBdbmLSOsKJpWTQJaRx8fKHa/1W2bRi1VOtd1UY6OvuVrj4zX5nDC7Lv+GFqe3NE4zLuJO6bUeFrIXZXjDsMbm1BWNp9C9cjPHQMZO7jdlXOVEOLTxcdz/Rrn7VQycqst2xjiKY8QM/RKe+0AX1/OLSA/oLl6XP8fE1BlOvSEdTqbh2uugAk7DW7/jbSd3vOlfnnhjfMTAxonwJZ0IT3M6RnfGvW1heNsWNPbZ8LZnb4y5u0Vnh8ZF4LgTErdXxjyRmW3XeMqpfk6M+1oHL9K9eApO+UEckkG6lAC64hhLy5udAS7glANck2VQa/0lzxnPGJBpLYt8rPymntud/Wnqx/xkAcxnu4D/EXTUmQnqCFQJjZTTmi62FLWpDDsG+g280lA70p1C2PBjaMLPHR6STk90Xp2e8+owPZTQ4+98WmiWlaGIVzGirB49bXhz/o6HXix8SajENs8gzQUwbRDCKYJOL/9HjPOIvVbhgcIfreBm8XhVfRP9wU31Nczz4y2UeiX96vXsb3grhXUG90Yyb6c/6Ya3fKbf8aZ4ZK4fG96Y/9JPMPfeqjZM69nlt0O25tshzK+ZR8emdLX37TEPxyCX82HSmHPjdBYrfPfzxHpubGN8gcTcvClMVbR1yeMGxJKi+C5gz29bQuYYv/6xsTFkWwRq/z74aVSLUW96Zm9dVITXexTy727US2KtWp0usakULhMx6WL0y+Qqk/M9qbGIDaEfvfPO7BVOvGlM+r+/m3e8vaSNIWj5xBv6uGSjVnFnWZkfOGhGHmcv33CVvYCy/vzRN0DNt+0/dzO8ffVoftX03/7mr82OP3x0Foa3wxjedP+2BV/3pAZPZICrRrSuvgVkHsexA9y7O3PdoeZx8nka67wCq5I8LptiwEwAgU7gFq1Hz3VcB1VEFTVToj04sa6biPUfpCK+qBmx2Q2IaJFkvuE+hARUD66FD0HlU41K02iqn5JwSya6wtWeFkvKidURcwokqeZUOZBqgtvzEnFXXY3ivISB84kwGqYHik2+CHOOVeCr39Piu/BFz2D2c19+Nrug3fcbmvhjLDt/6Uos7s9cTuPaWZ1qY7f94pWrs0v6w1h2Ugt+3NlLGN5YKMjoFsY7BvXs8puveIoUr+IogBSu12kuYOAlZDNXbk/UoJ//gEvOzX+b2JasginTiQd3Y+nnoKeupuoGAxzBTerIkSVkvNu/fTmB2IV190SY2J0sDOR2b5fxQLicduOPicfB2u0/cvChmIDsl5EB4wOLkgM6KQf+Iw89FPh7d+g0HUY9Pdng5sHY3SEn32pY7QOey8giLORjCBEqWcRdPmTmPwWtZ/YtDyUFGL6djTSkWN86PETv5KqOPFMawebQpo/55EFmRHO4wXsEc4JKRvvA+bUqxGB465IXXZ6oAuE059t0q2hDw3VinzjTLrDmGb9FLAjcCXcEhQ5/lCqX6Ho14PS5aJt/84N/nr2O4e3sudk/vfZGxJ2okzS3dLIkPq4gJcfHuSpcpy5rlL9KYr77pAoox6Zsl5olYyhBBTGQ4/g0PIa3dscbhrdf+7VI+9dfzFdNH9Zk/Ij+kOd4ugWggXLgPOg/VkVLyj58z6eNZXE57U/Tkko79VqJWW/GSN8LgtSWgqg+wBsMI+0HJmxBWUjWNYpVRXQ/hcG8jQEeTwtoqQxQaUBK1NZPmTZ+5DcQr0HACySGdLPUxs4S1nUlsA2Fce2STnQj89Ma+3DnWdho7LysU26Xrl6NUyPvnzsXafic5r6kNF4xZby7Ih93TYtbHIY8isDm1u2YIygvLYxx+HT15JfjYIZJM6+tcRNZzsW2/AZoQTTMgC5Rx6K1j6dJyAskYOhJ8NnIwm3RuEcorlGQvrFYxjiG27Y5x0c2rViIb9UCm1NvLMj3aUMKd3DvvnzWlQ67tmt8FMyhMsod278vYPZpYwsa2zXe7la/Rn67amAkh+QkQONnqcYAlzF1pn4RpFy/m6/Lwbpj45r7Sca9/Ke8qk0VmaB1px/D2r8T3McS34s5zW5eeEpdBNp1qNAXADVSThuE5KD7KYPEPAVE/fneQdOxT44O2y8u7uq1PO4KdefEEX8MgwEfyQttM1vamtp/pNE29J8+xcsFzzU85rZRVYTb/arVYBkPoY2K+0RqZdEqJz6gkAz0PKpNFmOxTUbvQp9ysTbkTmten31RvblCX6b+Cnf2/MXwr2odwGk3Tr41w1ttEMQ1MaIX83zPtUpj2LjG8WYI7T1OueoDZug/m9O4vTu0Sa35Mcb4nWrvhPdXe9+3a1eUF2M+7Z0N6V3bsg/ZVe2Ovohih3xKqWx4K3Eo0SFqLWvO80HP8+AlU+7N8GZY97/gN2feVGHOmTRw3AenZkzTjX+3+WTL18DlE++0MU+DOS1HF23+6O0iDG8/fufd2au6nuRdjUl/9p1/CPCXz1+KsWVVxjZeNY0Tbza81drS1xZQAo+rvvPXeU78Ysp3C6bhjcjsh4H1uLLI8Lat5pFffTgNb//ut39j9swjD88e1gnp4zK80TbyfaPFMrXcLQf75GtXQ0gb04hfJEviF+HfCRb4OznomNa8vwjHMJRnDAM7rhXhJf8Kqj5K2OcFxFeaC95eJyaiRSq84T6MBDYMbx9GeoHbO4lGyiNp6HE2vbs2QCd6oRCT6qTLMiJcDZh9cqN4z1SqU/+oDG8MAAw+5OxJ0FXy0v/z6pwxvF2V4e0chjd11Gev5MJiNLxd1s49A/KpMrwBC++LDG++4JlXcMizGd6U5/UaltYb3iS0kpsHyjS2JY11g5/KE+Alq5Cp5RcP/cfDBvAG9x15GN0wvhFvw9s2jYrgcNEzOHRPaXhb6ifXtu3IyYSO0a8zvB04GJOQfTK87dJkg1dyDu7JIePRieFNp+GUQewPkn+WSBOR5J3Ft0/DeaLRdGTD8JZCkobdj+EtalaVjn5abTxwl/ijNjxBsk+a04uB5kHrXtyd8I0bPOkBfuYNb+3E25lzs++9/qAa3jbrBEtOtP+NDW9f+PyMxfTDOhFzRCdKkee84Y3y/zzZAPOgOOuL6330x/A8vy6jfafzTD+EAdTt3jDZE/kpffflnuoT6wX/p8rwVuWO8luDXDn4URmZqidWtuEtMrx5LsqYheNVb8xl13Vq5JIM3MjchrdzMsAx1o2Gt5Pnc2OqG96uxym2xYY3+h4taMUgC+UIY4mTu307Zwrk57HP9W3d6hPsQIkfp+Wo6fge6xj7IQkpXVvsp2jaAomxz5JrhrdYqDE+5h/iTMObTsHVQnxieONVMy2o/RrqQU68aczdq5Ovu7Tgxrh2yOOjDG/kt0+LdT70YMMb/O2qetsqAPMLLG7D8JZymPy62ieRCGs+oprIJHqqQZG0gF4j5TTpq52D6/VWEHR0uDrd5EG40VOSw/YD/uf89Nx/DuAdko1vfwTzMjWlpY6FApahnFc9YdiGN/Czz576QVc/P9fwFjCVeyApzHxUecRjCWWl2oRrC6MLfRf9yYV6bb0b3q7nJsAiw5veaOF0Lf2UDW/Xy/B2rU7A3c3wxsfHMK5z+pU7HcPwVqdf9/rtkHsxvInObhneKN5u0cNh5uc5x8WIaq+flxgyMnQK6aTAfpGGN69R/FGYZCBz9tBjwxtpEz71fLf5pKvb/kjbcfP0HI/vfG14+0kY3k7N3j1/bvbnn4DhLXUzObwXw9uvjoY3nXg7qldNjx86FEPznQxvUB9lgMz8TNjObdjjGvHzsjTsIvw7wRpnkX+vvBnX+XrqMuIvMrxlmdQ31IZenxcMmC74huHNYv5I/Q3D24cWJ92EVT+JxamfFlVNz8/2xxbpcJ0SSYr561f9zKYXSjwzwSZrLlnGba6dhzIxKUaEywjozt02QUZkDwaOY8EApauaHLCAYOfqfV2wiXvp7bcjvxOnT8fC4aoWFT7xdqk+jsCrMRwvzzvabsVrMf44wjW+WCo6MdEIio21xocXNtyBZDhfTG3+s/wC4L/+cG3CgjzKuUyOMWzvNiVfw5f8nBaGt0JoE/YyiqY8M+NNZRSMV+bIl929qBNxVNuPNo5t1QQDWstahPgLbtu1Y4fjdVTSuMOGBQgLiL31wYYnjhwJmKMHD8aF1Ht0+me/TsOxC/jIwQORdkiwLHK26cm7++43gyeg6nJRgiW2mOzw3Dpel1FRlp+BPSkJ+PppdLz6FHA78TZPYERcF3YtKcE8mPg6WCIy0fW+CMTobht+Bra9/lB5TdtUUrtdeVgPER+TU3aCfS/TpbpXKfTVTMzrjeRA3v4DzP1FM6obF9+MlkjclkedbPjiJXqJypM2cqvw3pShjQXMP7786uyd02dmJ/WqwE/efldx+my82iluRRPWOOkmfPcF1huf5LC+Q9byriyiqpJdUrKFmjeN6pFHL1A9Bp2EZWIMVe5t2iWdx+D8O7rbDfebzz4726N7nx7SYvsg7UNxLKBxNipbVBn7838b3z8fVFx1d2/5JMbdYH2Hy0jbuVgXmvwqAXopJ/Xv1afwERbWTzskL/6y78hr5ulfcG5G6x+madavXybD2yL5uX9KHwhJsgmhMOif55z7K3d4ucANqSsqZblWF0q5S4vFqujwJdILGtdwJ9TGaG/vaaPpssZDjGsneX2UOLVF3AWdAsfwxgKV17LiVIkWsLhLOt3GeHRDPLJgzbacfPvuJfdF0dqqzbtNtn6jB1TRpY1TL/JrMqy0iNTP5LEBObX7uQUhKTeYFmj66jEwLrYWanvdhXCBu4qQNHmj13Hlg3jfVka5HbyWqmd8Xlfl9bO9MsbjjtRJGE6PY3TbIwPcIZ14YHx8XPf84B479FDg8XrqLuFGXxIp/ceGzOhP6ySFC7dW8zLE6bHCfLf2I+4dthAtmxYPhOvEQMVCj+88feyhXoXTrCdKkUnz/RSxbT41xdZTJ2C5WbZjuS0vTnPi3FqdF3V0vU5pnFP7Ij9OgUbdKQuuTMDxGlz64cVPbyfFy8KyZmSvL+OHVhSdQpzDT71Jjt028vVn3d0rPd6FMVl1v1unu3CWCH2K+5W1ZLuXW2ULmSgvy9b9NIYYaMRfEbAsPZYHPQHAlUfjCyVU3kDhdfYLV67Mzly6GOE3T50S5Gz27pnz0U9dukY/lR904eoY3CXB43ibhf6LexDprxDHTfVtOD8z45+vw8a/jGTwG3NiwsJr7V0fMiOe9swfbXlv3Yd8UO2dtL06Ccdr53s1H378oQNB64XHj0X+D+lUHP2EDf1EbiqDZ+t3RENISpGMrZTlW37guZr7xw3AEaoT4sk/mQY9kun7MWpSh1fr9PIVzRmR2y31MVw1AFxb43i8Cb6SlhnIM8O9D3WO+Galy7qnOs0xRTUerXfWjfMat+DttZOnZm+fOTM7pXvd/r8f/DBg3+TgBGWRISY/rqBWojUNzm1rlYmwMqRerYueu6Qil8gDq+MZP7cPi8Mm4CzBJmtw9A06YCBeltfyrN7nDx0Miv/qV78cff5DWh89dmC/dEprqhpDfNrd0oKq5eXyWx7FXnjLJUCPT0SOMuS5QJpPXI9N6LFPMb59w66qzObJNE20wyb1zCFjDYveEubPa5zNqk/cNukWXwnfqra0S20KFduvTSzcsvI1pTglG7HmJNeonHBE+9It4qaSNrx7ksCG4e2exHQ3IDpZq37CbRje+DjChuENbdgwvN1LJz20Hw+4d0Vrw8QdG6bRNwxvG4Y3K4m1zLrh+EW+YUm7F3hPnu4Gu2F4WyTpe4hzZdRc0I8jphdP6QPBIsGQ5dckdMTbMLyN0pjTdYtvChJPNi6wqEzXAhuGt+oELJu+6OoL0jlJt4WqpfmJ+L0Kp9kv6NTm57wg2Dg0ReapE+hNMjPzAh0oy2vD8IY0JI8Nw9uG4a3a5IbhrcxjG4a37BzoH5q5LKM2DG9NNA98YMPw9hFU0fx8JSYX85F+tt/nIn1eUrOS9vWxMOnlasMTFCZxoAaZouUNWnaTxkleJmdGPmLuL+rRjbHTwm7hpRt5l8w7eu2FHfnT+rrNBd3pwBdI2fnAvXTiREyM2AW5qt36m3q1hddpmIDdqIsrFRV8ceqNPyZStystdiXFXewqYG4fXe1Uxk6TkuDbp9+8CxEW90DLyWuWLX+V1eDqYS4LA2QqmcB5wTYUaANpXyHz6lkhZRA8Cw/v5qzWzkskgC4Ap3mi6R0TyLNbQz3VQQrtQvCUz8SxU7dNu0lkfUi7N7iHtIvPiaDdnHjTK6l87OHxw3n/25OHD8WXoQ5qp2+fTgex23dAp+Bwu8lQf/BDsMYtkhQXnvKptBZBYqbpnZwI9EVsxU+8vhNCOXDzC9oJ+LqHEGjFmql1QENE5pFcD9FD0Oy3xUCRBWT9vpKhSc1wrfHVRtDZpfiQCPc2XdcO8KtqC7hX331Xu7s6waI2w90YwK1qRylc7V4iByiOOcABzqecCEfMANSrIrFTDw1QdUJlCjEGXPgUndtJenZGp2ug/8b7p3WB+1Wd0rs+e0f3dJB8oXZ/V3V5sU8JlOK3Pa1FJ94sk2zE4+6rqBbDYiNc+3Jp5Jhx81LIUq/NtgiJL5tukeye1x0duGd1WoXTXLt1yoV7EiHLzhzObSseHpAfn/i7GzvWV/uGzVL5N/3SCIHo5p8yGG2Nxqs7r9S2uSPn8L79syP7D8S9WI/qdXXczi186EU6F+3dtLLm3JdZJwOhNNMnETLuAfutYqhI6eQ7aE6b3tWecfbtQCHteegkkLFuU/i0dbUJESMNQyk+97bhuN+UEx60Jb40yitVb53NV0Vfffc9HS5e0yk3nXgjTf3EeZ0OYWy6cCVvSG13H6n9rajfoH3Sb+D85VPG5ZZ/vTqlewgCBjZyPITPke9Ijp+IJU3CKrbXNTtjJtYdnoTsvrwRcKcEYhF3/9pyi3jJvHxA3V5z3COmx5mkxyck3uATNMZDdJe3DDkNx3SBMRPHSVn426174eg/dsrnFXVeYzumk264p3RqnLHzIZ2KO6ixk3vkjuj1VdxDemUV2pwijQ9EeJwUH6t1gifaNvJQ/py2ofBNagVP/5lx+m2JkYV+HAFMHyudiu+2OcZ97OGq03X5mv0hodW3FYG0aqDrydAfFbIndIXncpMcSQp4nDGoX1nklcaTF7K9/eD11+NE0Wm1sauKpz2sVDtZWvfmR6mryuGaa/y0uhlrKXmdljEL4GLEHA8w0UQ8wPoeNylOENine315g+GQdO2Jhw6Hfn7m4RzfNrmQli28VdhvuUTbKplattayEl/oIzKMf1X+MlHMrqpv4UQg/RTzAej97NTZ4O0dzes5dXte18Sc1ok3XhnlTi/c2Yu6402wN3Salw+55MmtpOovJXMyKsoseOfHagCHjAllP6ZCUa4qWyuHeVaSW4Q/msRmNfXDnZCc0mFs2l4nBZkPKEonBxWn8u7buX329KEDIYff+/IXRW02e+6xx+K+OPqDeJVdZVlicSLXTsuLtnXPDHheSD1kScw0p80rXH5PCbL5A2Ny5AQ+MrohuXL6iA8V4F5++4Q+mnNjdlFX9vDmBORuFd6adAWXfXvScv/qk3rTFV7BBBZ4GfC8MsqQBYFqQVVVFCyxbhPxUQ3J6qTWeGfUrhjHfqJxDXeGtyQEvKq2lSfBGYOY60pqRbqmJyHX1EnyykT36V0Rer5uCv2ON5Et/iLTeEyoPEUtjpXZ5lr4PrY7LyH5/BOP6Yqe3XpTYpvelMh1k2ZDwpaLdSi80FKSquXl+5z9DLgZ8Ik3cMySfce4nygxBLb5Nkz3x1BiGD8ODBZx03I/leNikqYETifG4WhvoUuKqXnFkto+EJy05a0rrjN6lDvFNZi+8MTjQXCn2lKMq3pKylCs9hKNg7ZCK3XJ7Qf6xs99SEDtQS1tw30oCcwLMBrLfKSf7Y+663C1srsZ3vJQdrELLf2tlTWtL54gmESd3UpNVOs0cFwATZNkgD2rI+W413XEmIH1fS0ezsr4xmuib5w6HWkv60s3qAr31VzTcenb6m356hH0b1eP5RvGeF3H+a62tOKHjiGDwsxAtGk9+YJ3cFsnWIMSF7GGi+eiVbm44w9hJJRJ+6n5Xds9bVBSZebBAmAPyvY9Yej4gqnOzV9pbPmrAG2gKQQ/4zvsSQB3w+FyYZLDT14XO5MBLQcVXqXh60+79fpdGN40SGNwwx2XsQJj2xHdbXCgXrk5snd3pO232PQUUlN/akNt46PynxjXPBv6OAxvlX8wbM1pOpKx01/X/52BnNK6NyukCHmC1eqrK6RSE9OTgdvSO1CZvPLHpcI/eu11xcxmP3rjDU1Yb8dXC/naLwOfDW85KUEPcqAH3jw53zZB6gkNyCJJbAAIGTC580TfAy58rpQunxeflP2dsxfCUHBFxvVTMsABc6kaDIa3RtLtTOm4j8/wxqlQjsJrki1ZH6/F8hN6VYBFC6+T7JCRiZJnTcDyUJkwe6/OaBbj3fAMC8zPhWfqOiKANP+smHqXyBPdKd2E9yQs8RVH/6GFHCz4MuHDmlzS3vnwyrFDh8Oo8OSRo2Q626MvwkU/Rj8TPEA3absvG3XShetjR5B5sH6SfXfBzR+ZLPVVSV1ehZCdnD/04Wp0PGmtLmr1tabJabRjpbGghMKV6gxYjGAE4C7T89qY4iujvJaDe0njYxreLsS4yYlvNq9ggbvecPmFQBYq+QftlWroNhq0tqwCeTzUhWeB38ZEnlzgpkRZuhYtkFZOFzyo5E+PqlCKqlEDqvc3HkQKiMQKOg/7JLmCPL64bcTYFwCi7bqZ88Ftr6hWP2VeuR+J8kHPY+b2uvNrp15Po//gdVReUQ/DW92P+vTRo9FGjuzbK0Pbnvh40TFd3YB79IDuiBNRPvDCIh/n/FY0F4rnWFFm3v6Kq/uiVtZR8GM4KcRvSrQNrBWXntvmJPLjfhiqd5K1BTJETvupSqi6nCdDf9NcCyeUy82Tkzyf86YQm8G0u+uad544k/PRb/30p2HYeE/z1MsyZLBR6zbkry2O+Zo27QtX0xoFOm9tzK2oaRmT3ypi6GDQESzgwLbxuO5OOrhzV5zYenj/wdmzRx+JPvtLTz4B2mwThYRkz17tPZK05PX4Dkzm29pLIbi9Ib/ou/FrjpxaO5tdZnNccrusfuo9vkopWj9+Ow0pb+u1Ul4fPReGtwux4W7j0HltFNCXMb9n45x/Nk74FTZowRl/3iRfsdxqQh+ytnyrbO0NhIoHxWXbJF5xyIa6AIWejzXP1rrIf6fuggWH+xu3CWC/5sfHZXijvf/B176ilNnsC8ePx/2QGN2YQ8DkUn3UwnNu7tgL3QsGAk1gJXfFUa50ANyf4Q2dvaE+hDuF3zqbBs/vv/qz+IDOuatXJHvuvdami3jBrWl+Hy5kU6N31f8HMbxljSWpQhfxLJGrI1MLpiKvS18Ym86Kr/PXNL6pvb2hj3LhLsRXs6lrjY9RM+Kv6hkc3LzhjTj3k67jUeFVy4CU1JE5NZ5x9ojFeWOzG940BtSBh6P68BzuuO5626dNyV1svugAApS2JLoyUd0q3Mc0PZZONoNxZR3EigEb3ix/0jpYhrIliF5PEJQzdqT9ET9hxnUANIg1tvNFfqbgMhim+dRj1KViqi0tqW/E7dGG7DYZog9q/HtS4yGvb3/luWcrTa9lSwcRR9YXFKstRixkh7ppnAT6xs99SED1Wa3mPpA3UHoDmcgCva3W4Mbi5+a3BME6XCN/Gt5ojvmPZE9Q3OhaK1c+vniVxgFsb6IKKwJWblTnelWTGE6jXdOAcFkdKztdJ87koMBuDHc3cK8bAzJfV3tfAzbu3fqcNKfjuMuBeQOna6CNwQ3XdkLiqabb1RuZJ3dO4GUngR9PavUpCMMgmIxRUk0qiOPPsoGBwo44yOKquPkw/I7a7g7TsqzswQ58YBudQkwPHlQixxUH5jUeG1MOZEcWRS28Nig1fJ1uETjxmxGw3M4tKdvdumiWz6Zz5wUDC4sMG9eeeChPvD184EB0rHyg4bEyyh3by46+LqYXXnyCXcL1sfVl86H0xrvrwhETw5vLEqwNP8ljyK0otUlvr8wBvtdZREb+pl2+859g+SETE3IxoGMn3VuR9gRryoUxRtrSccmZmuNuDib4fN3r2z/6cTDyrR//KO5GuXTrpu6e0dQU2LpTgq8/4UYjh3NwvqkReoqEabl7NXTZWk89KAYd4XqCS3V695ndSyiev6p7WrRzzam8SzcyLm9rERVIm6lSdOfWDG8AiEFoBb/Fph6j1Qd6KnXQcnuJL5YKprUxEHpm8ZQ/TKAwvrGYXpodrS+bHdIdTugrXy3bUg3TtKtnGWh80kGEMggm2HHtjryldN0XjimuButmyk00NYFaihMUuguvZrbHZJSkPT/1yCOz448ei6+/ffax3L08sH1n7P7nRM08JS8eQ3rdwkH2sTmxGjl6gMJVjOquvIaYMGjdyPaeo4MBbXiLsqLOppfKG3Q8ht2UPPi64E3JnDbNxtRJGdpwb2uc5F4kTn2f0YKfDag3dLcb7i2lsQDhNBwnY/l6KYZ6HAsaXJz6Vt5knywMC9oqQGvLPEv/w9UChzAly3q0xiQIZYNmK5J4yTycPvUtr8IwQwFkyh59c0FU+LR1/Qcm6FcmkVuFLWCPj87Lz2C2/q0qo7VpPRvOfueclkMmcJQyZe8Axx029B/cYcPdqRjIMHzgjsrgxukX7v7Zr/6FryU+qa/e4Z559JGA5YQ4J2zzsve8ICJOwAmGpSblpRviL8LBhyK92lTQ5XQAuHSuG5h1rP2CaMiF8kl4rr9FeU/ZVekNbF9IVZdDTFDKuhaB+QTno7KT5KlCTX1S2IpnjsrJUDaCf/buO4H1n7/7XRmFVmdvyqBxXieHMP4wVuOW6ku5EESszjZ8y9mRrT4W1UwCZVkV1v8uhtQJyEUetLfShdW6h45TlTs0V3vy8NHZF594Kgy+v/25zwaPnO5yGyAiciriHgMsT9JbWyj+09gBQyqz/mgNtyr/CzL00w+elgENo9sFfejsrbqD8sdvpvze08lBTuBelvHtouTKSd4L6rtwVzXHpw7izZVgTMPQyKxgXFckt1ZZvGWa6tTCgajLVjqSUUSqLUce+JkZG9pkR5nDF1S7sgV563mHSrxFift1uunpg/r4imTwP/1WfhH9K5/7nL6EvLf6AhmzoCUdwkVeohsG9OBPkeat+pToWSrOifdz4g29ZZ3FybdX9GV53N/ozjS+bn1SpwwZR6Lean6ThreSm2CRRoxnClQ3J1arV0a3IYhr/Gc4e0b0MVLzx7Idoih+gFS9cToSMNaFzHe5g+5sbRpx7zewOmcmX4jCoRcmznNsd4WMTzlGAZGu6W88Zns348kvvABdhSmvOFRsQoUvJqGwOeZFuiO71kiH9qhv3ypjq+bg3GOG2+LORPyngzD8yyvmmuENgMjXMk7Db0SroJFkkPYEh0ihODVQxIw/Q0ILJl6rL8VH21F0pihPBQBPn9ih3ou8YVt7C5wqr9o+bt9WDG/Ls6O6F/yzOunGxu3vfSUN1fu2LWvcS8NbbfEpl8TfVELqc47GfOW+4d2PBNQeJs3zfmh8KnGs7BR+DIcwiKhIqykNp6URcMIQ9iW+NrwFfBHKVxwUYzM9iR79GHzDJdHoGCvZIJcr/zPqSG+oE2IwPqPTaxzff0knd3A//NnPZjfU4TIgsCPDjpe/dORd/1sxyOfgsOp868snzSoeHbkLaD+ysFjiwby1k1YuhlKN5RN+/qpodrkqutS2vc5WZbOIIV5jSaMTGepnhHGccwPH+bpVtObhiAbRYbNT4tnYPSPjt8kUmRYT7twckYOTEpVXmyis5v5lfpktTwfl8Xt9fl27f7hH9u6LBcOjMsAdUniPjhM/+/ixSPvcY4+ELA5owcFinQ87cEQfTrcWHxyG5NkyA9FDo7eGUzcTwaUsdEG74pBAptrwZqMwNOed69/0Mr3yaA1mHovnxHD+1veeYghEaahOxxPkMiUJyBx0/h11S7KCApNTLp9l0vT/fufbQey/yGcX/rwMcmHo0smUVZ28wN3elH7KIaXSZBoQTGYz0PS/4vFGjqI2xESTZc1wovkBGIqb1L0jvRJ7xbzCtlnGOJ0G0N+tirtd1TXRycrQ/YzbXchGwkAGXZQpU/MIs76U1V1CvqblKQkl6LK1vjiVifYmTaKgtzNJ6wumeX4W6VtulpfAwo366rhPyndZmk6lxObYSYm16WiVFSC3INdJ0hMActEJCjB3lFn1ab2Gyyt1n3vqqdkLTz+jU7A7Zr/yTO5eHt61Z87wJvlVxdX8flIT1AzOfZifI/IB+bGYPLEP0RZv8zoQ7V3ljX9V7qabBRwTVPD17LA/pnJVJzzYUOL1NRawnLZ59f1cNP1UG1O0d17J4pVSNqZO1EmG07w2pH83hMtbLWgtBjycTwY0Qxrx5K00t9esb0XAY/0tlSFBEZCRAwOntgTM4ObbZiQVuLE6fmaR6EXHHd5A03k0fR3TKmzarZ8loiLdblsxYLIjBAXDRJGJUbr11X47ERAKAAFJy31gHd/GkMGimnZkQxmnaHG7dWoWI9penYTbI6PbLvnHZbTGvfiZZ+O0zKM6AccHjTC+cWqCstPGcPExE/lBW+MSVJuRYKKUpPW6qezFresKfwzrsZxl7edPxHfd3C3zYr/pa6tQIXUlTAqmZ39CNwk5CfWzCrrdWCZs9HKi/KI2vf75tdeCyv/5l38ZBrmX3j85O60xmQ+QdMNb1lsYpSpP8+v8pvWQvFTRWg1leRLD+O0Eihem6lSpZ/Tfm00rt/PF8Ud1DcCubdtnzx17bPYbn31+tlOXmf8PX/2V4GiL4CM/yJsp+zX3cdsAwWH3V/miOjKT0U1/GPX52BPu7XMXwtjz9umzcTqXDym8oi9VwuM/v/5WwJxVfxVyVdwNDC6KvVmMsE+QbMGh/vhfA1TboKHQJAdnEWh9qYvhfgyoCMtr/UREJgm3801u06rr4ACjCX/IKuIEL0MWbpvmxctq+/v1gaintLnMibc/+Z3firTf+vKLs0P7dWJehoYdNR9rH1eAnhy6RRGiDMm+ajSNDXnkIcAAjMCy112lpIVioPC7/qb8kC+nxjj59oM3U+5//s1vzk7ptdMTGkMYO9CCm+4gMRYpv2gLoqhiN3lZRphH6GNwnmPXY2s/1GbWKEQCVHSybOCad7cvlxHjNeAYuflwEPGez94sOTAWwDN/3qzidGS48sgAcPLJ2TO8ZiJ46fAzbDTTjfTKzwXwWik5FKTobaq+Hz3AbdEhAfLjYIFPLy+XvvjEWyqy8iVrberifJrTfBCXnAmkIsfliCVoGOO5/sFvBOJh+mM411HHV0wRLXGloVjo9DvOr/OSMR1fz/m/ZvpqPmwaitgBjXtsSD2maxd+5bOfiRPg/+73fj8YO7iDdSEHMlTeysRt0euBLHMlTouz8XQfEpD+uorvA/tTjNKUfZEMSCwAq2prLEZ0AvgVnhreBiIC8aKpG96EVK3Ug7EJZQeWLHD8mxo+Xx3Q+3rdjB157p85pVNsGN5efvNNuJj9VIMDJ97O6LQbdxAw2eFra7hryguObsdRY3WD6hgzX2UQ7/qTuzqy6DApEH/zLmk4qXUyFo59oRnbBgB3ANFxi5EYWqrDtQZHmnGLgOmYE8qw3iVUDhZB3NXXBr6MABvYgi9CHsDcIQdsZdQ71yHnCLqWIOK0ilOBYqKh6KU6Tr1VsmGYiM5R+aMPu2q7/8jO3THxOKqJHkeJd8vIdlw7+bjnn3hUVbKke0b2xGs4HDeOr9oobWfNptjtiFLpJ0uGnzz5tMiHNby5hMFU/bj+I++W4HwXYRgouTSE653Uzn/Cru/eVCNWmJpouR2B7To0bza8cb/Teb2Sff7ypdl/+fa3gvh/boa3m/G6aZx4q7tIbHijvbp8U641KBazUY5B98dyMHWBJ1hOw1vnf8mjcSiuiAmICTiOnUncLbVNpiOj4W0FRZJLI09JsXhxO2uSQBD6A6qJzboRVPQj3qPZ82zamhh3+KyX3FMbgBSELq8PhOFNDzsKidcqYcnTvMi/eIwEyOAcl08fy6+zhKfu8smGsyzZFMLMpr6KipJNy9Vv/Ow3BIkc6tWlnWV4O67TOpykeP6pp2afP27D22eClcP6+htGBiamVWsRJtFjSKvbwEgO3Id1jiLxgfixFCc2juKs6V09R9tW2UN+gTgKGSBJJYpc0imhsPjEXbrJ6Zq1ON16Vgt9DG8v6y5H3MtavGJ440T4aW1OcWKEV7hw53RyBAo3RTyXjfhVu33Vqux7HDy213QCWwQiXTD894LMdIAhk0guOpUW3PcfAQVY+BGtUOpUxRvdtAOoRQaedSL1laie7lCj7cZOREWmhIXFtAB0xVM/GU6gZhQ19YhG7wsBtKjPfM56DckREe0Df1l1Bl26n+wz+ApycrlLCyz6Ne6B4+uSGED8tfAvHH96MLztjLSDOhlH2Tkdh+NVd/CXRc6bVF6QeYFCj4sjR8utslexk49KDbgMV3DA6TGfQCir5O4ZV1GsS62ywbIOmILp2Xd8+EnISTXMhOq43ViONrzxRc0fvvZaYP8ff/VXcS1KGt50J5naMWM1ct1UJ95ixjTHr/Pr8geAHrG7Fo7yGEO+/tfwJmBxqWdeWaQLCY1UX4Gz4e1YGd4+qzvH0vC2bfZvvvrlgLHhLfR8yCISFZk8OAEOM+zXOvUCY8SwSRBjuzZoztXpltd1uo1TVm+V4e28Ft+vvXcy+pqXT+SrpmwW8uo7s/ubogH/OdPXHD9VuXIUJ/yvgq8zvMXcoLgthW9c8+xG4LRq/4ahXG7rU2O2IOiT+dP/PPUtZpvh7ZZeI1wNw9vT+3L+a8Pbb774pTS8aSN0uwxvcLfe8AZrybcr9U6GN6A2f0jD2/feGAxvGj9O6BXOtzG8iYebFi6GfmUW4peP+vnV3KoMsZoVERqr9CicvHBVnNQMErtbb3jrOu/1o3ULoxtfY6Xu1spweavRzjaGht6f4Q2eiliVxZxC05rf9KYKnqMqmECjM93w5q+9L6sl0BbhkNkvuWyuNukva0cs9U7ZAJYbDa1QJxk4vGZoRxxEy837nX9xNp+YKJPfgBec+9CGTxyNIf8Hjqf44RdgM7gWJ964j3oUDVjI2b/KJqM79PbL8MY49rheM/2V52R4k679+9///cjj4PblieENfF/3MK4HeskDbePnQ0hgw/B2n8KjDVQ7aL5J5UDip/RbnJHGZDRdbm0pB+5OOWIjrf14AFDzcicVr4wJwBMW9oSgdEtb71duqXkrz5dP5t0YPz7xpk67XZm9r07/Le3k39Qraa/rfhocO/ws3G+KHwZhOmLvIq5srl1EXqXTQJHlL8ZteDNvZGhXwTbIZa+WbTjHEPFaI33zhVw06GBxNsBVxvIoV8nLvZ1pC34IBn7/KZ6JMPsOmLiSXIQ28FUFNmOjYMxTGwxj9pi4xicbHBO0qWPRleV2B8zx9y6ngq4Tb0zwY9DB16QKBjet5FRpqyZQUOfz9XyUYbs61cP79wWBLz77TNA8/sijce/Fgd07Z8d0rw2L80dkjMNhwOOZRYU77KoalTHljwEuBz0huHCu5iZsERjDAvUdf4AaXMF0JRK8CrY8nFdrNw3CyCAl1jq6Az0vbDuWoEvujSPrD3gVXq1F7y3VCbV04frN2Tm1j3N6ReAvvvnfgtz/8+2/zxNvakNX4lVTnS7bknfyrdQp0DSU1yBeTPi1Dfuuf5I9HbI8+hSii53XQgKWG5oFaJFTLdwnkon1qivtthnLs1ZzYgYU7aekV4K2/jU+LBvE5rB1ouF2Hlbr1ujVeA2ACVJS4jf31GC5tMyMi4to5yrAcr2mE7odegZ/yaPrZHVdWxLIx+hcNyU55Tzw2PoJ6sEQ9guz5BiycVL53fCW+BjeNtWJt101Pjyre904jfP5p56efUkn3fboPpOvPftcSOCIjAVMlljEUNsxSoQc1V+5jhXbXYbbgqonPDChJiKr9sCZjehjiYbkCBaatD2hMHgTx9/tksnpK/ma1Ykz53Sp9A1tSl3Q/aYn4886CtQAAEAASURBVNXS7//staDDPT28asqr5VdkdKP1XKv2dlu7ybg19cG5SpW+17joyXtrqLBRus+6ErfW2m3ymCAZdn9royLwxbbIuKcmdurcvJr8mj6imY6tPAo4W+uUjucZaNO8M5VpvPnOWPcpWVeJ4f7dTXlCufTV7cdjMDwnNr9Fp2BDzxU70Xf38yzWBbdZMuYeKTaadterSI/rHjjay2OHDumk267ZAd2f+MTDR8IY97knnowCHN23J17NYXzlD4lzAh3H4h/n/otoj5m2VnT5AViIkwITPRcB0Y/bpUjX57qANdeE6yGQWr0VCT8vpJtELZtok5VPnmmiv0rdTsPbij5ScmX2vVd+FsT/43/9r3Hi7aea155S/G3B3qTtyW2qzS/TJs4s9LjKLOTuMJBVl4MfkVUWtzYbgpizocPo9kptkKzczHuVHtcpSu7kff7xx2e//cILYdT946+8GOS2iSFyjXZczNnw5DlYa/eC89B7u46kXNO8kLn6RW0EXOTEvf44kYv7zssvh1EyDW95ZczpS/nK2UVdO4FbkXEyTuJyJQZzermcRcp3u3EnQ2ITUXI36qvnTK5uz7ls0An00m/3V2ksyIJ7ju8+wYv+wIOo/tw/rqrfpTa3q/xbNMc4qCspPnNQ81nN1/633/1tUGZfk6x51XSLdGJbzeM2cwxZLl7xle/+IishkoaN0KoQRVvuzfBWgnCZEzN/DUuPAAU+rHBFYwWbN9957c0A+sY3v60PhFzQnW/n4g+Z3ygedYmzGNN8U3IHP4qe3UsOVorLeVRVRlAMlAyVjMFOCllOEvs42XHd17fSVmfc6k30NlWb6pvEua0Bzji3DwZMSFn4g23WaetywLWf5MX3Ife2ifw6n4B3w5ulK4hSOKehIzlGCqZ0eLyjDYojXb+x1U68tSwZu/PBbbF9DCV4gSP6+XSuIurfIphjvyDTM0yb/1c7swENKMNsLsHb8AZX1j3XX6ej1PzvGfZsVRuEyP6g5os7VJdP6uMuX9Or2KwR/8O//lfB0EMazHhbl16AP/LwGOY8AnDj5yOTgHS3tPcjI/npIETDcOOw75KP49W6uHlgANB0uQ3Dm7swhJGCcudqI1cIXUkxtGwY3kJvNgxvIYbJTzUpTQ7mGxzKYz2rNM+YRMGDmo08G4Y3d040SUs15eaJcgz2lbRheEvZjCdE6a3SWZbpo2ttrLAqhjkIDHSUyeWG4c3Sc7O1FiJTT1/GuJR1/3Vr3zC8WZJolsMluVpoLJpo98XKeimbSpc2oYKrRC9isq4y0n1HrfWMkWRan52wG4a3qXR/YU+LK7NV55hv158BqdVbQfp5AOk0UkesWxuGNy12S15e7HsOjPg89G4Y3jYMb/N9dHXdaqduU7E6iqbmfraPk70PN53WPDcMb9U9STIbhrfSn64vJZwN7yOQwIbh7T6F2Dor4Ttsv6mqI8hjDFee81HcxIRrHWk8FVSNvG2iojTutSDVn6PO8095Ooc7py7octXXdcScievf/fOPgtpL756IuzK4KP4Cl9JqsL+mXZlwsoKT+YpOTfGFKBYsOjAXLnYlKBg7ZNpJYo5QSZo0Z4lttIiESmyySDKaQPQpm2fbfsU2P7fpDPHnsYmp3MSABxPDubMkK/NU2coztz1mXWh9dlMQVww+5IpkMwrmWjllsy67Ii7PvFkSDRSy0AaUv3C5bGSHNaJi9ZkYPmLNcWoMlLyux44+O/jb6v6Cw/rSKXI5oh3Anbpg89DePbMn9OEFLtf88vFnIocnDx/UO/98QXJz/JGPP8CwLZnQaTgOlitf5bOkE3bpksk8zWeGUyetp/7SFQVyOSliuowhxVHrfM84A8GphT73WLETr5/ucu7oTfGPEsul3kKsaVec9iStGd504fA5nXo7qxNvf/733yRp9uff+ZZeN9Mdb9pFvsqJN+0cr+rEG1RXfeKNfTGVgd0x13vfobIGQG3qeltKvrqkIFdliW04hQViUbTTNZGjYFWTnH2iqHkGSr7LP56wLZq9bpKfzoeeW12M3Cie/IuBldoadB6xUweAcJfWaklRJ2N9ejRxIYAO53kHTqcE0+4vlOxXIXzCt7JMRj/hX9ek61bHUlUaXP4me7lHan1D5BP5CmhVeOnyNKJfNaWN7K7Xzp/RSYo88fbU7Etqw3t0x9uvPZuvmj6s+6ni9Cr9gQgho757mbSj34StEHxKcfrxmuTgk/jtffqi3EuieNV2DdVOUiRISN2nyawvt0tJea2U10m5cuGMrl7A/eC1N4SzNnvprbd0qvXS7Ix2it86fTpOlbzLrrHcNY17SPC2RHZbixSyytfbGIuzbkeZIvlwxUjTV/goXordhON3Uq5MdXMHP/5oSxHqaAtDlaHzsI7aB8dp2UMpAtaKmNPsZ/t3agEZtsqTj1MYP/W6FcVWzqQ+QZ/jIPBNxH5x3vs7863SVf/W5BZZaIyJPoV+RS/ix4lcrltIgnv1Kg7XMHBC6bDGSj5k9PmnnorifPbxx2a7dLLmkC7LP8yHGjQ3OrQjTzbvEDoUePUUP8Zhl638foIEAKC685zFfk9BRCmbMe5ewoto3QteU4Z54CnLkdp1aOBxjl9vmo7kDNL8qmuGFl79gppPvPnE4E2dJOPU28UrV2ffe+21IPenf/03carrp6fO6sSbXglXnVzXvBVym+rtjJxVJPOeYQzcJlsLyjZGWYfQV+KTQ+VBAfQ/Xj1WnaJzK6VTqzfz9Ozjush8jy7/f0Gvmv6LF3THm040/dGLX4x8uV8Xej7JQqTzql5DMZKygOhzeNUPfbigjyXg3tHHEbgm5u2zZ/TRlzPx4Ykfvv56pL303nt6XVTy0pco+aiSZoVx5QSJN2sMXqt5fJzKZa4ifnzSbbXGmYgMivqB2fCSO/MKnuuScDjruPxCC0zSmk47Qb7BbYTPEgdwylsZGG+tXjXdoXnCVsn8kN7g+MLDh+rE29fJQmPi8dn+3Xr9VPxslvDIarlOvPG6OM/khR8/ERBv1Zl03QYgncdp+44ffbfzuN5HCegsHyngxNu361XTb/z9d+MO7TfPnteHQc6pbpdm13ziTa/AIwzESJ2Hq4DvUcueX7/BfzFuAQohq4ASlL4WiFMCoOqp1VthpUAQSRDP/I1flcPmK5Qh4Y3YItdyBzH5k5yLtusvlQUMCBfxOhnuNkp8CzfitTbuuTe9IT8cM66ou9CXXC8tl74zJ0q6TRIa2wNNeDlXa28lCZT8wfD4Er7gk0qmJbZgA777AeTEOb8VR/HBK74zaY2KtHSbawEFCMnk70RzEeUOxiQ3+VU7SUBzF/rhQxrXdmnN94ReNf3qc8/Fibf/9fd/N2AO6fPAnHiT9sUfkb5KIQD4iYzb00bgQ0pAddKb34ek9alCd8Og0A7bn+ioI+2XlOYeI/Z+DW+++DL3gnSfm+6iuqJBl7sdXtWdDlTxX3//B5HHy+/I8KZPRTMgXJLxDT74ghtukxonvRmGN078xIBfjPo4sGY1gsnu1JrjDqANSuAU3kQWRKv3qKTWmO9seIOrKQXyihhl3lU3YcYJp3mCQrqWqyPW+9Ospuke3OyTWoPiBzK8Cc18WhLmbGJ0a7xkJnH8PgQu6BI8t3fhbHiLS9hVl0yNthSf3PmGO7ybO962yvC2d/bkkTS8/epnnou045q48OGFnfoiEMY3svZXpHJ5wQTzboa3PlV0ffm1BRve2kAq2l2EWfJhmG217eI3nWopwXL+GGiImg/a/NEUUtrnhZnlmHlArGlXM/KsN7xdkuEtXzX9s3+ojyvIyB1ffSrDGzw0w1sYmVIbrSc2ztif55lnlzsmN4ymcpahB+q1MrxZnkB5DGfKEziaeIAXf6ZTC1OMQykX1UMN+qYVyPoxHyIgUAu811vAKdp46w1vbq/y72B4g4bbhA1vGJDhuhkZBeNXTG1IMTfBwyf847bsOk2+U05d97JOlsrwiGzbXKtA72x40yXxa7m1chzDm9orhoEwvOlV019/5j4Mb7SpqrhfLsObhGXRVr3fzfDmOw29UYXhjS+4XVe7PXlRd6DI/dMrrwbJn+hDQ7xOzldLbXg7qVfZcDfVvumjuU+KP8LtKgYb3pBpOPwKf9SGN9Ft7bJyW+hV9haVdRRYh51mw5vbccIkVcNk+3f5Ms2/XnTm8xTGT328FkVPHqoix3yb3ObTTMiZyvfI05JiXlBjZsG1NsY8h75PMEt1TcN2jHFyvHrKF1H5Ijj3oW6W4e0LTz0Vac8/+cRstwxtR7SJdVRXOGxRGq9043YqY/Km34WXDcMbUkn3URveLsjA9v3R8CaDRjO8qf1dV/3hlupVU2sH+uuxMwDGn6Y4Y2SGm97o0WWxIWFTtel4rV800O2V2jRaaHh7/nOxWfJHL34hiN+L4c1jH7NzG9647gL39rmzccfkW6dPzd48dSoMbz8ow9srukKGC/0va4P0hvz4+EJ97OlWvEwmAmV408xOQwAvmGl8rXUAH3dDYvlHilzJqfUTJOPkzzVlwSawx/QEzLjWBxQ96Lrtl21H4NkmIW65+1XTZngTjxjeDmN4e+RwGN7+w+9+PbL64tNPz/bt0gcXxNuDYXhbleHtzeDtG9/6x7hbe6HhbXsa3ih9iJefCFA3GcjZVP6ie+HKL1ChJCKpBmmEMinQWr05k6QmHFcOBIrqA2d4o2wucTLO3CtipBfoC6XQZ3UikdfWeXbx8UukMkynvkW5q+gez2yA8qumJKf08dO113AV0ThyYsG0eD33cIY8n2+yHmDmDW+Qc7HNRxjewKGOIl/RrTn+kuYxNNDDNrzp4wpf/exn4+MKo+FtqwYvG94g0dcR5Cg3V56M3Pi9XwmoX+vN736JfJrweqNZX+pJmh/m/ULLaCc6Mrvcsd9zLq4lTn2ARceAcQyrfe7Zz2bvq5Fxx9PbuqeGLxnxx70PVPH3Xn0tSJ2UBfyadsr4cs0NDbTQ8kmSJV08TE/NQM0faf7Usg0psQsZPKxviV4M0DG4UxBoOGjh4CW6R8W3yVD1JFEywgFsjPl8ivII0wwCwX7k4/zjITNuwRYwb86qJfSAr63LmDlePBg6Gjr6S9ZM3LTymV8bYNpX7ir/6ECRj4BcpDa4aqKB7Hx3Arl44NmkCSgTlDgVpw6XcA43uhiaU4xyu1W3W7Vg2KMO+PDe3Vo8bJ69oJ183Av6vPQO7cwe0W4+J+JYWBzQYh7HLzzniTudohHtcdIJjBe9hBO6T53uyfCmDMgD1/ySSa9HpyTcBHiImg8uMrx5UGJAChfChj65ZT7WdwxvJJ/Xibez2m0+qzb2Z9/6+0D7s3/4Trvj7arqYA2D9XKeEVxd0n0duKJt6hmV+dpIE3D+qYp3W/KuYkimGlMfqJWnCGePkLLzQtQKtIaVqnhYmyqz+M0JdrbH5Mnt1eyYD5TaskH30tkniwz7VVPDLGlWkknyV2thlEtUEYTblC/9TuhwnXeIk14iGbwJCuqeDJWIkoUH5rfKX3IIzlsYJlVRJf9+J6SiE63JNgxvKIsmg8g02t3qLbBnu+Xjjh84EKcnPv9kGt72yijQDW/b24k3TxoxveKsJ83wDNXIS7KPugAoIgL+F/nzwaYdJaSaTAYuUWYfRmvX3O2WkZQwYJxQw12WoY0T3md1EvyiNqcu68T3a++firR/evXV6A7e1L1uFxV/SR9TOaO7UIG/XKcsVmWcia8I0ifwJ8w6hyy4yqSJj0A95LxeuJFVithtOaP06zISUeFKU+1EqNCVTMw0biJP0CO5YSQlPfYYQm5dmRy/BRMcjCwZxIUwpSIoTTWE/DHcn6a5mXj5hdWfIJdPTSWnZAFQThZuPOZP9evcvxXOPLMgQ4eU7g+WcPINKL7qhvlhmy6g5iMMGKKfPPRQoB8/emS2Qwa5R3SC6djBh2JM/cwjRyPtEd0JFyfMRYTNKvown4YiHE5pIZ+hP/Di1os912ci5O+kTseEjyDs/CekpsLvSSXGHjFqTkdq5e1RI0rI3artjwBZb6I91ckfzxmsOdyVxVw17nh77fWg+ad/xYm3ldlL+pDAKX1UgDvebrApjPN9xEMbcz6mmYB3/40WHmUBOwvlBalFwom3mKNJr2y4WqkTb08c2B/zrecfOzb7+uc+G3e8+cQbH1dghs34yj9UpYmtiEcfpjAnp+iDmNu7v3pJ9zJflRHuhE68ndCJN95aee3kySjQe9pwj7ua9cTXmmPTXJfkQ183HGah695XDGlpTFPrLH3V2T3BAN04ktiSqWIt+A5ZDiDVPRd9IFPqAeI2mKlZDUWs66KJkT8genYbMi+qc9xOlYQPjh3ds2v2pWMPTwxvLxw7pi8U665TocedbvKXq5ug9ORH1vP9St/0yp7KZSU/Z2/DY8aZ34Ks/gb9Jbs88XYr73jTh+tw3/jmd3XH20WdduPE2/mAu6b5djgMb+Is6j1CwWUkTQ1vQA2cND1PfoL7Ysll9GvMLkeINijzMy1HoVZ8pcXdguJNj25LfcwzRsFGnSWU75Vt9eisWt4KTE68ZZmdR2MtdJJyk5JEXDaTCgOY0POut6xwf42WOReUwTQLqUl6rn45VNRFKaKbyqoWIEJM7hLIoOsMb04wY0OePXcSixMpqnmKDAa8mKLrGV2GhyBdwNaAFfOPGqGDkv9abQIs6UOJPB/Reo4Tb09ieHsuDW//y+/+TuR0ZPum+HI3K5ZcvZBf4yhgKufmVeSGd58S0Fi5TsL3SerTgTavjotKPZGoEewXwtDUWvvLVy0FMDRcB5t1Xr0NpJiohOFN4UvZx8xe1cDLseZXTrw7e0+fqz5z8dLsx3p1hip++Z33IufLMiBgdKOz4AQAmS3VTmFcsqq4MLpVPlraB54nSrVqCLw+ciWMF+kMCubbg6rLCy8tHPknKTKpcYugXNLMX56TovMgxq76HT+G7/xbZCfUopy9Zes8G4AC3VaRFCdkJMdwzmxIbHwWSONfCDEEKPNNnigWHl+iYqHHoweDzVU3azr+j+zg2Xzb8LakOof3ZnjTkyfBPrnGZdD0yzv0SuleHWlfFt1njx5WzGz2oj7AsEsGuSeOHJ4d02uofHb6URnhcOzrU7zIQzMraCyLD1we3ya9Jg4Rm8LwYNQGt6YRgneFJWiWKXAzL4IdpIAG/ALtwC1ifeAjM7zp6742vP2nb387MsLwdk0nR8/LkB2vmmJ482suc4Y3EFqrqMLZ8NbURgHrjU9FtTTKb+NIzf5tOPNEhDxcE5bfGsd9PKPwibMS6WoZ3tAd65t1C1o48zMNm6v0+TV+nsIDOtMwvBGEjk+89Y8rsFCiXODDFIuRetGodt3H4cmTMfvk8uC4LG+bvLsCgkHKJlfyX2h4K8HbcBmngKEhOXA6Bwrd8LY/TrxxIudLT+tVU02qfuOZZyKLh3em4Y02GpM1xfqUhvUkZZr8ujPxhwD8HMR+QT9jnd5bFtWJVn878u/xxZP3NLbV4kUypZR8LAh3Vsa2FXX275y9oBNtl2cXtED9yZtvR1oY3hR6TxdfX9Hl6Nf1etsltevETwJLdRUDXy+24c1DgBdGUVFBEZzKuNhvY4mizXfVgmArVH1rkKifZhR1pEDdLiuHGBsiuRPUY6a634k8C8FxHotb/iYobNdTIzlZPJuQEeybSQgMYYITkEpcUN6OlqH58WJC1at96BSiZTt/ihOjW5QJ2Drds1QLlE20M8UvS2e2aSKCMeXwrjzVxiuDnAg/pg8wPK4Pm/A66ovPPB1sPKPT48vSB15ZZYylyXpjaskTi7Hc1S+YR7/e5PoYy2b5j3EfVdj5T+iV/CZxPIz8V+I6vQHMdXknOsQXjOeT9OUBLpnTrnB3Nrxdnf3Ta68FzJ/+pQxvmve8pC93nubrw2F4S6PSWn3VdOzL+pgxX5j5Z5F3OaxQ8t131tDbROKPUlFX/tjXir5wjEvDG6+aHpv9Cwxv6j/+6Mt+1bR6KnUK1D0y8Ktv7ifYMKDruKYNg/Myst3WCbYf6pV4HK+VsnHwrub579RHX965eCHSLmCkUyjeXJFcljQv8SnAtTrdlht65Jz/ArHKbcObx3TSgEo/vOp/prJb86QvQfQbNRtPTaSmA6rR1XbSGT7nsyOi5e9rTnaqHW3T31FtIn/58UfD8Pa/14m3z+oC+b1qo9QVBgSoc/INF8Zx+WTpXB3Q7Dtgum4nXEYmbznXFWYvENQCxAuY9Ya31dl33nwzYEbD2xtnZHgTajO81aumcMFf1EzN+VZLOcZ6cNjZm+9JvZVsMUCGs4j1sL5/yXJY1olQgivjIMY2SMSfx4N19afUkvu9Gd6y3TP7S1mSR8m08ZsriUzJyJZtMhpzSFiKtlgD8+bicTS8AQ4Frw1cjGh3la3rN+avgm0+Yf3hLH+rfeSdSeKlApGTw040/+m3+mo4Hd4n7fBr6Gj5e7ZfU+xcqyJCyX7V49rVbnjjVHcY3vSm0zaF/+R3vh4ZHd2xOQxvPvFGZP9at5myr8QhGAQ2fj6wBDYMbx9QZNlUfg6SgAJuBB7DQncnOQL6JELT6xagk8gHvy7D8pS73fgk+Mn6jPiPZGRjMvLqu+/N3j9/fnZer8i8+t77kQVfOMJd07fCWXzQWOOkm2gs1YQnj58Tr4WF4mHZnZP9bHWZ1iY21am7I8I3657gubzRKQZl0ehAwZs70qIeca0DTogQrNEiSj/ukPyM3+IMPMqfsOKdn+fHiZ+ABjePvRwJFb9edTmPrMwkXgTcYSeW5KL4GGaQe+30mFe+Vokoxw58Uw14a3E6UdJofAuwEDG44bjjDQLIz5NgTxTZ78SwyT02u/Q6KV+Belw7srjnn9SJN+3oY3jj6247NQF4+nAa5bgbgLIvizY0mcgsMrw1EUTuWQZoM2ynKHqtzi+kUh5RJaCEs0wGTXJS93umPW4u1PU2uQhuxsUa8FHJECO3JOr25hNv52R4Oxcn3i7PvvGdNLz9p3jV9NbsvNKuarIbJ97abvv0xBvZmLYH2uaTiIsqzfxteAupKCrbQaa53sPwJkFlbJYvZClSlp9m3718dzC80TbNi9tE8NPomKfKv2o0GA62wU+MdYY3Epg08K+deKuTCZzLVIZwDhgklpZ8w0/qdEwOaRTAVEkTMqIeoJ/k0cbUkE3JxPx2w2OUNOso0aKNUZh1hjfatE+81etxxw+W4e3Jp2YvHn8mFhm//uyzIYtHdm5rJ97ubngTePCXTDbjzrwCBNWP9mf9hH8R/RJMJNGLyLm/RV9DJ8S7+a2+NF60VzTnmNAgFvg+sXbi3MXYmHr79Lm4Z4c7o15++90g/aMTMsApy9M65XZdBjde0bpak9dbtfiZaUMi9JWO1HpbbLpLCWIpUgUVUHqpb06MiTXPCrvdBGAg8+OyJyH3G9PkijWo/RG92ktnRzjx0GKGvAYCkYyMM8eW0plVQtFoZRlpDmSTxPpfgzuTBqF8hzDBNl7EQ0vMgAUPHf0P2RZP/iqm6cXcI+CATZ1aqvusuP8Ncy0XLfDaDdI9ECdQZrOHdaqNO1Ef3r9/9sj+A7FJ9eLxpyL/F449GptY+3VifKdg6NnyjLlolNr2+uxlsQ7M+1mo/L23djLBqAcLd0ybhp1vi7WQWsQQWECu11IiBojr8k60iC+YD2J4454yrkPhVdNmePurv4073l46I8ObTrD2E28aT+ornaXspU8uhH2Xb/6585gQwbS0IQvl+ZSx4sSbUqljG95WR8Ob5lXPP/bo7OvP2/D2pSDL13ChGYYctSuo54inbq6IX1OZuYuS07e8Es+m+j++/Grg/+Stt+P10lM6gc9bLMz7MUDiLos2Yu6GNxnfdOINrZYJChCluwSKrbDLmIY3AbVJBBgJ37CEMxczoQlGMBGBIVhts3UbpLeHlHFKQmHrk0C8ecQYAFs7VRHbxMDDekPjK08em5x4e05zV97sAM6GN3/dctllFW4rSwVseFPGUR8RbaDi5b4Mb+L5O77j7Zv/kCfeZHR7QyfeMNJd94m3D2R4Q/7FXNWT22T45rvkn7WuB4t4kO0giYLGM2D1k6wRRbMZ3pTc5mPr6o/ETF1neBtJO7caX214S8wqgNmolUS2mYx0tgaJqlVk9Ju1qHN7XW948/fjxSpZ6c9+sOX6rsYYbUQZFWiAWP5ur+BPeElC8dt+Si5JIKEn9UUGg5s/8UZSB8nZPvlDCcNhGA+VRzvxhuFN7uh44k2GNzaS/uRffj3Ttm+OzSZO4bqXyIumSM48AtA5dwYyeuP3A0tgw/D2gUW2AMGtrZKqzcZTS6pAn0y1lOwoBO2uoI13KHj1Lv7KInfKgHlFBrTLOnbNZ8R/+IYWDXJ/98MfxIWrr+veBwbkq1pAnKrB+OrtzC92vKBJB1W020maerbRDZqG8cK89SykAYBzgQufSV1rmw5UR9hwQGv5J1B0fEFQ7LWHTDPFLr8ClOc0G5siZY6nxmyLRwTFXPmmDY99EMt8DOr6INaG0jZBaRUXBAJxU21fjgY4g9m4YhFlvqD1umliCL5LeoXgu/H0wnHklYOSgsBWOddu5+tpaA1odKh8lIHw7uXsVI/JAMfCgt0QDG/cj/Grz30maL5w7LGY1OwUPp0yExlfTO3JjBc4gRCUu/wyJz03AQKV5XAUfhVpnb8+JXMJKoVk3J7SQ1PDW8nPi67iQ8wVS1DKKYpfv77FYKZYDG9ned30cje8feO7deJN8RjeOHWzVoY335sStKtU1lPz1F4ZNbviw3rfdCOEk/xVlWpiXiu62AZTtlYo0fFOlaOWhldNbfixTqWRB03Xv4ZgZtJ3NPXQeCu5ZRup36oE66TH69B7CRDc4EVk86Uu5AoSWqtwZbSp3o/MvlC0B12ubOEkmXsAf1MaUaziLsvIQ6vT4j/l6bKkv1ozRb5wHTLh5F8Z3nbezou1ny3D2xefemr25aeP54k3nVrFPbJz6zrDm/tFt7dS9oBH/uFsXDI7lfrzvGpRdwVrOlS0s06nKE1uLTq0op5sJHFumYb+eAHJIhPHa1X0NfR6SIsF6dsyuOG+/+rrejX81uw1bUa9qwX7ZS1o3zh1JtLeUbvGXZe+0Ztyn6Dvb1v15oeVOiDzx+JyGf1Mauo3i5WEraEgH+rXeu9qaH6kj9QmaBQ0IdyYR9E00ITpU+eRXuG7UcXCBrImBBGHi4Ifg0nTst8yVaDi3GGNSQ53ZcyYIV+Pwz3/yrhlxXPGxd2nQaESRbcZkYsP27/GvqQXxbqlWhe/MYaGr02qGid2qU2iXfu1mOePe+A+/8STketvff75HDu12OeaBk7L7dPrqjh30zEWF0331a4T8xpzkVa+QM++T8H1bSPTJ78TWSehNr+ZAObDB+pDJ3xZcvYH4ubBSfYHENebv88ESIBhzK525q0X6xGGt3zVtBve/iOGN8XnibcyvJXx3YY3t7/IvulbFcbPbj8LeDSv4VfZmP/gbAjivFrWZeoOac3wpvsA98iY8sJgePvjX3kRkBin4cRYUPWcI29x0yaADIpXNIc/ef7C7KdvnQhD49/94IegR79FX3ZF847LgkGLb1QffkubqyFX1grE0Saqf2zcUo4AQk8JAJa+mIvnXv56xGtJo1JkeF7frA6BVngNZkC3Lnr9k0ZxECwd5J3Om8y7pS8Y3h49sG/2teNPpuGtDAlPaz7L6+JkQZHwPVdlehHxRQ+vt69kctIHAoyrwlh+TQ6RWEDxOmaaDamPeNVUdcNJxX+ok9X/13+T4e38xTC6vaErgajz6zUP1zEkKiHqEnxk5f6B/Tdcn4OR1piLNBsOszxZlkjQT/ZICgzRxm5lKmD6ySaT0gmfzGW8hUT+FQWMcnKZQqKwa41hw5vnIEP2gRM/NTBieMs2K7qtbAmWUnEeRaXqpNGEHReqIt0H57lS+M4Efts83OO79Z8sXd91Qax1dMwCMJzzpysZw5NU01OkWTS0u6BR7wyzqY7/Wo/H/FNW9BtJiblj0hIXNXbNtJFIKq+a7o413uHZVz/zmbzjrdrLw1vT8MaBCv7Io9Wb54URW1yVl+Xb+L0fCWwY3u5HavM4bm0VX20snlpSBdZPKtUsCsEDT2v/KHh1QM3wpmcWFldkdLss49sVHUH/5+rU/1aGt5vq6O/F8BaGEHdublz1HMNdNS4bTFqn0AqUjT0LWZGFj+eOqvUyH8TwJnINvwj42bIqUYfnNHfu7jQz0QUpDFcOPLbyJ4xpU5qxgwbToD1AveWkPUb3AFovnF8mw9sTMrw9fgfD2w5JhJ18DDvxxUmFPZlhclBSRlJIosnvozO8QbXnEnnU4zSWlO48uKa2Vv1UvfWJgihEEpRyiuJJ8C+F4Q3mSwi/nIY3TxikX58iwxuzJPddrsBfJsPb0Nv1BrcgNBnPlB797Byy+9uODsD4Jwm57674GKdq1mrD2yqLb3XWiwxv33vl9diYek0nwt/VF+XuZnjLDyjkguJjNbwhgNahtUAXi0NVbi/Esv9S4kSuie9F60C4ZdL6wAfE8BZ60MrgQPlNHDxn3C/K8IaYt9c4sUsKzJrahredMrx9oQxvv/nC52IR86SuaODDRf9dGt4QxkT2RLhuCJdz+3SSfaeHn5H//RjeMAohnOiNooQfleHtlAxvbJ6/f+787KW331lseFN63P+mnO/P8Ca+PY11R/0pMLxRUVbpPvakbra1zgQo05qRaqLbRekjMrxhY4P8L6/hTbNu9QVIpRlwqm+YiA354j5qw9uQiXV7w/CWhjfeavrahuEt9e4T/N0wvN2v8IfGPTH0DPQAye5HfvXNXJCKw2hjQ493z7y7YdIYvVa0e4XLc0v6jPjlq7PrMrqxeHhFr8lc0a799175WcC8op18jqOf10WrV3RHzW3hXy+L0ZKs3bi476Hi2tBTGXrelPFiGJ6L7+YPHej8gNUuMx7wXF7P09LYVQCNj2BtKkYvLGqvy6CWWWIYzzK15HqqjWv+SAH4LqfT2m5OoUW9GcgkSw6BE8xQ+pqxuHDhGyF9D9Rt8RPEh4wU9KmNMOoF7S7A1fGoc6H1xVLmsalGlzHeclqrLyHCN6STsvBUPk8Qt4lv+Nur12XYoeUOm+eOPRK5/csXvxSv0nzmkUdiYbFD+rhPx5Shs6PqCA3lOVzJzZLxaQ/LGsAoooDNr3HxuyEiy2Y6bkeRRyEY1viktXCix515geP6BMaj8f/P3pt/63kcZ2LvxcXFvgMEQJDYCe4QJVoiRW2WZDvxiTOTk5yc/JB4JhP/a3F+HNsaaeY440k8GdtDiiRESbYlrhJBENwAYr9YLu6S56l6nur+vnsBgiAlUeLXwP263+7q6qrqvd56u+0LNnNnTS1IGc0+xOTe4u17L7wYKMviTW+eafE2JYu3VXr73lFU9eyxwAs88xGKmGr32e9bGoos2aq968quelNN3qxUFE9haUapEK8XOBJSKXnAoWkJxrqf2tgzTrRVW1Z7Z1EWoW8cdUV4LU+/cJkOA0V+YdDitcaWrt68H3D7IUkfy5nIaiS3yW1YgtwJvFG5cnsiOx4SXUqw+j0i3b4lmqwPCo0Wbzrjba2sV4/t3IbPxWeGJw4dGr50+PDAyxW+9sCRoGCvLN54zpRlX7UjmnrSXKcfi0fxShHdst0Ihl5Z+0qmvWhNZItrPd6WD37BYZh8GYR+CUZaP835bRZ807j77OUrw3uwLKBF+HM/ezmo+SkuGKKVyDmc7Xbp2nXA8TPUNCXwweyLtBahpQgsKnzmlHlc4mCG/6EAFDGeuz2/uLEw2dUeVichiCAjfty+baVgOdQgHfBqeEbUsreQv3NpMQpx5Mj8Vlj27c3gNRZWDxZjBgjfdLRI427QgolSDa9UJzVgiCkjHWUZU8Ceu5zNpfbt1nOHyfYLwiR3DHcBGRN8I1MhiQ/UUNaS9yqsoehWs/8hLj7FwfjKM912rMljqB/GQe48L/UhXFC0d+eOYQes3h68//5Af3DH1sjPm8FjjgQO3tZMVxef+KXnSAdMqXgo4efrjMm/TMsntrZ8bn2diiCN0OYxSswf15t9i6YDcRNWiSMp1d/H64ZQEhsCSm0Rhcvt3jAc94ID0ip6fQuxx8S0eFvE0SlXh5d++csg6P/6u2fD4u0VnvGGeM7T7sNLvLGTrue/CJZsTOMKcs/MzG9ZM0ZylumRXz7yjLe8XAHUem2vT0334xbcsHjbf9/wLX5qirXV//BkWrx5nuYLPr6cZKuwpdsvcGYbz/r9p1+8GUo3Wuf+M8524xnAvlzhKsYiHvu1CEu2BX5aSzy6zZVxdMTbcxCRYr/aOQFUTzUWSFYlssioH8mt5vIureAVqLplER1cBBVB0DZ2KlJrGOYyB5btlC4Y2r5m9bAB/e4ALkD51sMPhsXb//KNZwL13g3rh3VIo3MTrP6GOJbpMZEwy6gLgLEUyyhyj2VRO+OcQWfFWW/x9iMZR/xlb/HGyxWQt31q2izeLC+vm31+nuXO/lt9WO20zuZbLm1QlbSZ75RBkFvyd3/z+Bupwl17UxBG2vwXMOLbTYupxuH50fWYJeavy1s2FpDWGhcT1niqQiM6peQxJTlUCaqTcVEYllBeaUAAymQPlLm+tSCz3BMiy5VIqwjFJkiNHYm7L6EljeSIsdX0GWaVFtRZvnG5/OTASwDPE+aC/pK+eNu1fi0uV5geDsIy+6ljR+NT0//tO98M0L0zq3E+KU9ebscIlcK06oFli4uemcAw+fm4EkD78tD0cbN+zuH7PnMLERLEg4vneSuiJoo39F4PjmpKI2L0BD9RvIV0+oG/TWLZCCeKtzYW1Zyg/skFbDj7eGgLTE29AsmJJZcPbUOf0p4o3iA49cl+gRWLLCaFkLkRUMBztBK4kKg2PFG8hZB6RUjNE5JfKCIotIniDWvt7KduYxPFm/oYPa+6u6gMto2ZNxF9ezN4jYXVgy1lQ9BXZ+6SvOlrUR55W7m1SXJSA+YgHAU4aqJ4s5AolpRKrRkxDjAm/0piIT+vBbxRY+RE8TZRvLEdTBRv6DPqLhPFW44vngv45DHDis9ag1hobEQCmijelo/P49OiR2aKzXJDIB/jN38s9waT8ZwDJ4q3TlC/w8GJ4u1uKzd6mbpaP1B1+DiQ+U2sbwel4i2z8jeHunw3gycvRqllRpjvW+fgU3lwGm/16H78xsnhMi5TeOP0O8OreItyAzceva1zanjIO7FfYz788W3KTR/cKUuSWBZzLAgiPJiYDz/beB5wdkrywEAEDtuPT/2NwvCSjUWUb3CUKH6TFo5VjHfG9PVkKjSRJr1e/NeZV0IUqWLJ6LwdYHSjpdACjHXlZ3Dk/EZAP/9H3fT8twE0sAtJIjBK+5FYuBO0QRLKkLkDX/IVX5INB+2m28ic+TaI4XzOmnFYJ6bgrY4xZwhQaDt007zRDXlngHw1fF7AsGvj+kh78ujhYRpt6PjhI8O9O3YM2zdsHA7u3BUvifYgTMd3/6LWJEQ8f8JKBL4t7hhXmwU+wLEZFHVJNiPC5WSkcHr1a2vCxlclVZXEewXjjGQ82NLNvuSWhSa2+GQN8LxPkr00L1e4OXzIM95eOBGYvofLFa6hz7Hf8ayVsCatM97cq5MmklBkmGDGMFwND1LQBQh1HlilATQQwFIxA4jgOWBEITwsSg23ikBqhJkXCq9AocTCEyREShFZ9RE4M4PjGu5AWnzFU0sUb0SQzkmlgFNOlRxAtg7q2M7MAGrtXgg/k565NHEpo3gSo5Zjjv4JX59k++0r65h/tLAIyxv0S1ngHMMti7R4++Khg8OTh9Pi7evop3R7N+YZb1xgM3s2BxecZeWwuxKdgUI/4+l9WuLjrxUmKqGAmNsYyuJtTEmUdZw5nVTWm1S2UekItygrE176E8/wOVdyfluQZemFmwn7Fs7NuYqbht8++yEuGXp/uAaLtxM6kPxtWBjwXKjrMBWZg8UIS+ah7HQLspLhkQ7ETdpaGxR3of9LuVKwyZ/SXG+BDfkVzUfP600iWTZSkCZA+5FfPxZgh6tPjvCyNGdiaQovgzEWJFS5twQycAONmFZOAbi86KmSExILcy8Uyb2yEAooQzKCcz6XZJ/lFW9CQFjDG6elPEK4gGxJ0jIJAz1ZLsW4isfVaCsM08qJFmscRdcgjo7zJDeu9+3cOWzHJQw78LnpQwcPRtxTDz0QMPs2b8QtxLAqwBPPpSIf08rPyxzEeMDmT+J2++MSINojyq32InsN00h5uCrr4AfQ1RyRNLmV/LKoBsZQZWuJy2WZQAWKTFW9JrxsSpjbuOQbxnMSC8V/ptoS21Yv1+KMN1u8vUkKhz8vi7cPcY4xz3hrFm9xSVhA4acIdECziMs3XPhjNEYW05uAaZuGuciWbyggbncH83m7PHjAVyh0B3AZx2Z8lvwoLd4eTYu3f/FkXq7gesOqISykboDHD5Xv73/287Bu+zHGLVq7nYeF7ltY41OGl3G8DF2MV+hDcYFCWLiBMlm65fcLlKVLadJfdn4bK80V5wYUJXSiw7Pbi5X3nsMpIks2a4+/KbNos2qDlqxQJygiideKH1u0owUITKpD0qc+uUoWb7thwbN5zcxwCJ94f/exR2HxNjX8T199KvJtR/xMbEYaa8bd1hCUTjpLSY8gytyaI6RIRi2loGt8d5PiTER+afHGT4V5xtuPdA73Xzz3Yp7xdv7i8CZu1yan12WdN7WWCmPOa8hffTcl5/UgE02Dfa9ny+LNjAFbXzvxVHwgJVGXHLzCcnPI7AZKpHqKpD4cuPHjotkGGPZzJ8nIO5JiwSElcSJX8Z/gDY+yjxBpSuwTJnM4pisiEDg+HowckQ66TbidGyPzOW/D6ZjAlhBCNJ6/lWBY+sqPCnHfKTp8IVm8rGZso2AK6//KjSTu/YsSBRZh2U+3syzedg1PHzsSFm//+rvfjLTd+BpuDfoPjw7iroWlmP+Rehirk8g8+bkrCUwUb3clNmSqjo/WWmEjy24TE58aK+48jMRUvCFFeQjJK67pSsfCCRT5qBZht6Hi7XUcsEr33D+/MpzHZzSv48yHV3FTzk18KnPmog6G5qYBMHPweTA0D4hesOJNM051KCLTyNHiEigHC/NAQDiN0q1rt0HCcTHXMVtmjWxOs4hGFG8GTNGgCE+LyFq0BRo8p298fPLEU4o3zyRIc3mZq8EKjaLzyXhMDhNbfjGjeqwFO2G8QHC59jsElm1tKCONP8US8FhgFp59ANV3F4iDTJgyvojwDTQpG/7mvyhDg3MMoMwMV/zqM6upuL2Pn8FgGYi/1eB1sw58PX4wL1f44gPHhn04/+0ebCwe3LsvFkv7t24JfPyUxjXndg0S0mmDwc95JcKRtk+gUMoJvPKJViuHjI5gDvvNvkADg8NVFSrf6Jm7LgCw4q2ACZUYeL8d3c3YZk2Fcs2XK3yvFG+6XCEUb1Beot/6U1O/IQwk+CHNrJVwRWQ+uq1HzXyk4g14RHf6wDlC/2gRKiE99SnLT4+RVhu6IlFEFhBbTca5TSdXQq2CvGQWqGLTc74itwINU20a3Fg6DG73Fl+X9BkKjlNHgUqoGlQsx1xcJzxvC6Pz541Rp5RPKd5wW6IUbw92irffO3woPjVdSfHWinWlZhn9GBaFxo9gKmKcj0pAIGH563ZTbVtgrbWgeVqr5gmuQ+38BqlxshRvGGW16bIVKpVjVMJxW0bFG+k4ixuH6V6Dsu0yFpsn3/8gDiS/BiXcSzqKgRt0fq5FZVvefooWqRsQF6V4S6VbttRq+q633i9xSRYeALuGX3NIteXGuOXlvrxSHw6GPuqn6DBgK8PtzO2gIw0Vp4zug/aNpvfHQPukFna59DPs/u6iqkymWyaVzYxQMhl2zDIQ5C/eNPMQ1vBuUxXjgcMAQaFoVFx++IEHEus5SwVzQ8IgP3fzzeGrcJwH3SZ8vsO03fiscAs+cdsJ/yEoxKlM+PYTxwPmMC5D2YSD09chbgPnQcRO8ztB+vGEAB8zCgVlwO3vjhVvRAhXird8xG9QH0/eCJb8XGbBCjyeRUcRxjRnIM7EHAGUYaVMA8/ZIOtD+dwYzFxtKMF+olxR8XYdss9PTU9GcaOKt9FPTUvxJnymL311VBeWkfo1b/KLVyQ7Smu+UryhTqMOwdcUL1giKM5dpjuIQ/6tePsmzgLkp6b/4slsEwGAH+aIdT7yvgsFG91/PPGjvMH01deHd/ACgZ/Fv6f1/9xqXnEFuc/gdSfHQIx/qXCjwiZ5qznUIgd89QnzZJ+MuU7MZJTQ1y3DKcwlrdFbO2KaCpJf/RdZLGb7DZSJiffWijeujNGGok+mkmFairc96GtbIc/D+HTuD45T8bZq+B+f+nJQvhmKhBn0M1Jl1jwEuElwp+Rwoz8ZH92jSBhGpMfes5LMPH4sxRvaz/XYOEEWUBiSKL5QMq4QEgrz3ijkrkTXCV/A0vk22kg2c+ZSVeT1OZMNUk3BY2krnAUHbgPrKeL6MCNqCuxSXYb5aKUSKFNXFC1kQOdaangiOn+U0fXndpeJmcPr0WJpRUTK0TFksDH2s02JBK9ZLCPLNpKFoO8nygbP2B1jGdPviCDkYlrvZv0zX4OZmtJ4I3Rt5gSUGF/UWETF2wbMVVRUP33scCje/ncr3upTU57bncgs0yJV9WGKJ/4nkwDayorN/pNh/TzkLrGhI1TYjGfjjUU8Wi67yrx6wmL4HE5y2CSkF0rz6uXcYNDyg2dbXIw3Jgu4FedUIH/2n14OxdvpM+eGUx+cxUYCb8Gu5SJwTue40cotNydUvKlXymPHTYoQoT5enUxDZw4WmUEgGAEy5N/0tbASIs774/2zDYYmwD7ZUbgVklKJ55pWgm/T2jdXbyCb4i1B+98ReHHuYl1vIyWBpNHqFI1iLGCL7BrWi5XAHQiSKcvW/ghtevDkkkiEnHVBFB7dOSDij5ObB3NPdNyC0qWs/as43nxJZ5prBkK7k9ynlnIAn+LGHmFuZXmZAt2hXdtjE/Hw/v2xudiNt7iP3H8g3jA+sm9fwGzDDVI894Y3fgV9iDXuECZQxfl/pAEw45MZRTtSB8Qqeq14Y5TIZTDcuMUbI5WtyvAmKnPkL2+MDHcHird5cMQNPq3azvNWUyi9v/diWrz9Ffxr2IBdQDzPVJzCInhK56ww3JzrBByYQCY6HIzhAXXDZXwkRT3huasvy60266CsNjXGFblv8dPhIkR7BH3OLyFXfSghnxNotC0zQ4tRdmIv/hIiSuQPeBKUGUKc+0D52kREBv6obTFoUhn+7Llx6sir+BXfhkjrvnxa1IYmz4lBHNsmk+5E8YYzGb/+wOEQxb2weONGJmSMYqPkkneW5XFzVHaicSQy4Uei4iFh2ardbrKFN0jmjDYD0GrD0e2QIrR9fg9zbEkx1ErxxpL8qWlap1HZBsUZ/5DIW0jJ3hvYoNL908m3YoP+9pmzw+s4B5UW4a9DCUd3GS8aqFNhXl/CgNs8Io23odJx00MX5UaID3wi2fL5nEF4GWjvjMRc5Bj/MW7lYV6Dd30hcgl/hA1TcYhgXD335SSws/QpI2HxhMqJaLE9CuKnrpxb4nVDCMKSOMvLRVmOWWDOXq1cFBLIo1UEiIutMhXRj0VcPdExyfClZHCMJ6MihEVlvpaE3FGvbE+Jyf0k7VBQKhVv0S7RRnHuG906lEH6eM7ielihbtm0cTiwd2/0wd8//ljAPHrf3mEr0rdgntyBc1QJvz6ZBb7khqRWE1DAIrXijRyaN7/0s4yJxXLyejIKj5/klVy7jIK20Bqw6oERmeg2XpkDNkvrf5cr3pjfNKsg14GZW0Hx5tu+bf1Mizcq3i7iq48f4awzuj//u+d0xttZWLz9ihRvwf+ogCzvVbTGRRKVbiFd8GXF26CXAAe3bx82o75p8fYNnfH230vxplUZ1viLcWPrLPK88UGOU//hh8+HldTPMJadgcLtGsawC9dzjb+gswUHrjM4jnF9Ap+VVgogtW3Sl9SzDig110WGo8G4PgTJFLusWzeHfLLijQidnq/7mStL0zc92VYBFLHu6AmSkQgTy6qgv1szaj1LVdK44m01Xw6jpH2wLt0GZQIVb3+EfkYc//LLXwrSN2L/w5fHHOujOPy4BxCA+VmPjnOdRmamBa3mTrElJ0Oln3JNWDdpTnMs944s3pD1uuagKd5qCtcUb0F9xN1a8QYYv4jF66TIAZymJbkFCqHy2osUJ9Xwq5iUSIxojAsAZwwy4sfg9gtPA0EoU53m567Ugl4m2siUOXN0bbkqEwPK2NdfjlWtVPezkkdLGkHFB8uhBxmPI1fBGYCMuzIiJeA7BF77dFFduY61JOG7QEFZ8cavVbLHmQKUZYs3oSHvgQk/lukyxdtuKN6wVlyHuerffPcbUco9COcZb80IyO2kNRLT2pE/Cd61BCBfV9Fd4/h8Ziyxda3cktDAHV0EYfo3Za3gTQQnCk84znZTnY6fl/Ljv0v4TOZdbPRp1fbXeAtG91//8eeheLt49cZw4ep1dnXAplZ8Md6YYMLBxBMHRKOv0OqNzgu27JGkqPVxdykvRrtRO+D440Gm8JArDxKWhWYy48vMWRaAhUv04KmankBsJcQBxrS0IpIC5imMIWcgso7DRagkepa3SYxdneEqUhmMOB4F5DJEfw5+CV+UmEjjDQoTma+fbxJskvBk4GJzkiES/DlRO9IawBHvsBcOXviYHvpWztRnG2YRhUkHHIdCMzoWN/CXaPnGhQ0Apudzobd1dXJ8P6xstm3YgM9Nd8ZnpzxQ+muPPhJY9/E2Nyh92QpnIC9ywGup6XjIOx0XMyFK1p/jJFM2UeYZcWq3veKtpRs6fT8x3WFXSTXcygx6rHCTUjLllnQazBZvqYacGi72ijdZvP0l+iQtalb61JQXLYQrQlqduGpdVtR1RLJus1Zb+ydH43yqLwRzxEvak34vvgv3CgHLqE8qmhTIWiTaBt1CfU6HR1O9MeyyE1kAc7uQrsk82z57SeIppVTXR93OR0sSqs+MN05dqxv3M5Pa1NRM0aJXb79rbO0UbzOaQx7CIe7xqenBA0NYvEHx9o2jhwLt3k1r69MnRkTpkqHr1AqFyFA/rhNHkI9xXpyWPMWvQFzfhuAY5dxl8VbatUxhv/MmzUk+1JeUUyosw+c0zqtP3cTcSeXZDWxaL2FTyvTnYR1C9/zLLw8fXro0vIubAN88cwbKuaXh3PVUkizMrEFzxnwcFuXonxyQ3E8t/669Oeh5ygv8WpSSNvM/5pMWRYEVcjHqcsxBXAyK9JXegzqfYfo0xxmtno0mog3vSD9HcX5Iv9B1HdZzvSFdVPjjOCsf612JnmjMh32Wb3rtR01nCZaNfaNrYxHwV3nqNxpnSavpZhsK55dPXfm+bZyKL7qoY6bzv+BMI61pCMX6z7qHz7kSbpUuPOF8x/FpHZVrUApQ+f3Nx3N+fPrBo8NOxO3evHm4HxZx/DRxq16STvsdEMr1VGGrT7PIOVCcFG+e36tNlpB6JYPqIdp2hl03LqsQBzf6cTYljsrTlBgf5Z/hEq9AWj6OLc7nxKy3qEcz6jqspAxY8ZYWb28Fkf/niOJtdvRTU1mxiht5pJF/Rp7RSXmGTSFU84pgjGPlK7svV6DiNpS3bOuyeFs1l23jINZMWzA2PwLF29epeEPb+O+efDxwE4IYr0DhNou1xYXZ2eGlN96ItO/93T+ExdubeHlAnvmSYF4XKAzr8giQYRWtoziTcpQUF5aj6yOw8YclJf3tJXWLq2yCt0yqjUR8xi7JIt9iYaxEEpQQdAHrq8BOBEbmgAqLfhTJaJEag11eXjxBDOCMazU0rCl92jvCkxUQAABAAElEQVQTx6LgM97tW4edWI8eCcXb42Hx9sdPpGxpWUp7Ay4ztdQsGkkfHeeZRjfLokti3UcybuVf54hU8egZ1Io3HmtwTZ+anug+NX3/4qXhJD41PenLFax4k8VbGmwQM/t9luTxqu8vRWcpYLLdtvwkTMR5TKMsFauUDiZjEgLRdK6UfBr5tQwanpHkePD41FIatPO3tJVChrffwZinilqO0Ub21cZXQCMRB6tONtt+thxYguWzfG/Syne+ZXiKVgbcAt1yuvxGsJR7eyreou6DWFEhi7exKo4SvGZalMJ+By3eYNl26J6dpXj7s+98PWB3od2twRzHHYu/vjPdAcAf01MRk8AnkcBE8Xa30lOnj+xeYBpXLCZzyIlBELDzmjisCKKSyYo3dzcr3q4j4ibyXISJ+amLF+Ma8f/7xEuB/fmfvzZcgEn6ZXSoS7B04yCwTPGGThS3sqGzLFe8uZO3MdV9ypv9HIgcm0w5V1tMgUj3TjOgcaTlRELJSbEhG+BEkjddWR7QQSZ0nFBMSxUhGbOo8YVxKd4yM3/LWd6NDNBhAitS4OajABBvehWXWfPXk2LJwaUG0YmsKd6C8h6z2S6fZcWgHrOEiCzFG5FDLkgbV7wpF/JmmTFdS7l0Z4q3pI1KtyUubPB2eXohFW9bWCUgZR8/pcFb+z3bdwyPHTgYSruvP55v9PfjzS7f9vOtCQdwUs4b4Oia4i2oRwyo+x1RvP3Vi1C8weKN579d5aIbC0hbvNWG3g2YfKtOahEQEqJIIDHV+cdTvHmhpfoLVGo3xr2CPw4RNeVIEcceGK5LNMgKKBE1mmpFzCivahPo+enymeFazAjP757ijRw2fhvPOeZZ0dss3gRbijecwYiFPN3nT/EWbA9UuNHNYcEaN3bjhdR5zIOcD559+ZVIe+HVV4dzULy9h3nzFM5HouLt4lzKbR6KtxhjudEjLo7t2vR5Eey5hVXl2nJcqz/UpdLdvsd9EpM9okMUFBKvMRNI/cbdx0nh68EwTiNmwwun8YxEG96RRhd5nJh+gPAnGIlABhnlMnq/cCrVAgBhbexQP+/nWYQjXfmt3GqybfIZlZNpIxHIXOVlm/C6hNQ4XJRz3E2WmBpBj7PLFG+ECLIBJ7lPo61EU2He4IV+tqkpKN6IehqZqIBZi9sWt23cGIq3Zx4+hpQBt8gdCcXbHrygOoC5koq3nTj7i24a8zvzsz3FH8OaM8wi10kZtk8eU7aWW8kc+VMiCARm+oxhKfyVr2pbsXITBNAJNCpPZzS+hruqWSAtH2l1PieKSjJmRs13JWWgKd6u4VbTk2Rj+G1SvD28guJtDsKiJPgZKZVvF3B27InXXw/efvBfnwvFG8evi3i5zq9XFqapaIOsrHibmoHYWPu3VrwRWUqbv/nXlAXqE0zJqiR4OD+qOkZifz2Kt+xb3CGMK97WSPFGpebOjU3xRkX3H38h16NrEf7tVLxByaI6rf6uGry14g31WuvKlFt0KfXzGg3UOTl+sX79N1LjaggJ4WrPFqSnEc8pbi8jic4u+ltag3b+lrZSyPD2DYPcQtBSlmOcKN5yH7dM8QZl2599e6J4c2v6dfsTxdvdSnykj+eDF+gxQQIvxzrHUaFB54VPbCwxyHJJckNKpQVMsHTvXr48XIa129tnz2IyfiMs3v6TFG/v4jy369hwLGEiXsQfB0l+Dke3FG9RMRmHCREnZVw5rk2uv//PITfAixZPsDWAFW+MyVhHjUzSyhhnXBAl+AlHxUpkwA+UOOGMnDD4z2TLRhCIMRBDGfb5D4mk5fEzfVsdVG4G/GBfE0/RCJBc+hBDArlMxoy7yh58ZaqVeuOwfLYobKWTHGdJlrfzmX8upMp15USc0xBvxds4vS0LOcunWmh1qL3SsmzpM5lvGmMhT38xB+zVN/O8EtiK4G3IUrzB3btl6zCDtvaHX/lKkPaVYw8MW7HZ2Ia3uzvW47BpxK4XvbZ8m0KbCL6joMgGkSTnxQfpMJ+i13w4mjkN7wVC4zvlGzCOtHAljyjZCxVbQkSaM2TBi7Ii5VlQTLmIz0kvwHKGn5r6coW/ssUb3mrOok/GZ2u6XMGfrsXmI1CCk6p4lxXU4MfMgjN1MCues66UbnC/kVffJl5jrP45nqXyMpCJRQ5jDD+OwIhH8vvBmYixhZlqxdtotJG53o3HvYNLbY1lJsgdD6DuS6MlNRyfjdA4dWyl5jd9S6FZvPV8J//RWYiK46cs3dbAwovuwZ26XAGHuNPibWtn8bbnN2Tx1mpQ3FU7QtvwAO041y1ayfgcUEnkXe2aSja662Cf2K/gIgV+onUe1iBvvPdBnAH3H55/LmD++dQpbFZnh6tIv0JFJZQmC2t4CiXEGJYFGOFAR44dUUikeWPT+gT7VPLitlzjTQAprQgONEGzQvAsC/stxSH3c/d7Z2F6zQdSOApLZk2RoLwKRHw9BoLMEWM6njuyq1tW7iKxycTV1Vdf0VCCckZjQkGK8ksntWjEG5a0ZNhpbWys7EAjeDGVc0OW47qwRUvLZUZDAPzp6kT4Iirx5GuigMofgPiTSc/vnpNIRhpis+dmX3Tf5Msq8scxivMksd+3ZUPg/OLhA8N2zI+H9+yB9dP9w1q8pHr43vsibTMsx0kDpyIq7lhXeWohw+ksm2iRkrtloyUjAA3NkMPp93IruCYKlYIUx1X2jHBZokbwwh1lZdjV62oz3RzdWv2oEFl2x/zmhmbe3CjU7tmX2xlvb0X5PuPtZayRz6C/j1yusMzijfSZKSEXGY4l0san6jYYMqD9KB6K1nxmvUdb5jPXAHCrpeg/AOUQPzWl4u0ZXK6wHhZv/82X0iqLCjeeN/kOlGsfwPrpQ7wo+Luf/CTy//CVVyNtFihvshic6za1hpZueMmuoyxqiY04t9dcKzROs98TAf+Sp7YeZFymZAgPEk3JpBIImbH+1DTHq2xphvc8R6s6Zo11iROJgs51LZ/J7oMFWutCyjbl6zP11oNGwh3bs3vYgzOGD+++Z/jD44+HovvbOm6BZzKSFcpIRyniqBNEwLkM9lOH7ScEYcZjnNJ8s9FiLGGUiUjyv6LF2w9fHMLiDdZuyyzeMC5wPA+FapAQPT6KCKtKhlhwFA4qPdhrPdsuVzD9hBXjbq/wmeq/QF78Zr4mGQKSk8+oE2lJdfJkSk215y77xSoBDSSfkipcklcDSswEdd2P+wmRvxZb7xt3D5dhERDAJkrQS7ySh87UsR/neJqnwOPRoM6KKJO/oAtbesXbUzrj7c++8w1ADkN8aoqJbdTiTUjdxgJy8vNpSWCieLtbSXaN3J3Tmwgvhtn4HTdRvEnQ7Mj4T/FZNlrmIEadPUIZtnJIuSuPn+l7UK3cDPjBvkeibiBpC60Eut2EW9m7evfCvKfFYRdjZYHbSJDW4SC8+a+NFiPHYNymGO9N2ji9LUubsNtCi0jlNGNYthPFGyVn6WVbmCje1HEsFredEV8wiFveFtWqG0gn40zrk1zMRPHmHQIkQgFNFG+xqWazmyjeKAU5dx5PNJrw6pFgmrRyA855g3GZv7LnY+2v2rYMoALy/Mpn99PK4BgDE5+AJoq3ieItmxfHe7cc+aUQYKNSQ9Mu1UlhlYqcE8XbRPE2UbxlT4q+Ev1lonjzkKLRo7Z8lJRHG89d9lcE8nyFfIXLG77ClPInqIercT8h8rdXuDGGz8bdw2VYBPQTtKEnirfl4vodiJko3u6yEqMDKq+6DXpkhtjB+BeP7sDt1Wyk8hNQHqLJd0PX1LnP4gYSYvjHX745vHeelyecGU7o7dfP3nkfKbCOwxuvuNENb+99ExtN0el003gUbpr8tr4+6+xW5n5jUoNEYMFPZPYwkX7DZyD4BtFrpfpUFMCpHMIy3vyLR+ex0ot4PYCFfThwhkKO+fhfcosr21k06DfdxsW9abrA1uhydPhOa/wUaZIJ8WZqK6PoNDDRBC/ezrA4bZYjLQu1aMqv/JTJKEy9GRZwh6bJJrOs+Os3VPQrrwvucyguuAQ9Vhz6dlC/UyGWVbpwYTosNYEZh0nz7S7eyYU1G8+9OY4zpuieeeSRYdumTcNB3Hp6ePfuYQZnDO7bvDHSZjjjgag4owP5ebtpXLSAVCv+AtA/bp9FfxNWi8qQ+XbW8AtIsSNtw5CKXGbxxsyJwJ/+URFECniBAv9o8fb95325Qp7xdh4Wb1fL4i0/IXLfbHXLMs2LfJNTPsp2Z2i7D6Teiql8w54CzpbaynMe+yykD+OpI6NSXP4YbJHYBwq24S48Vie3CAC5wPT91KNEC4nHpoRuULYyGUHZZ/4shEdkQom3XslDAejMUdrHkBvOAzmGVPZgEpCheMt8a3VcwbE64y0t3niO0Df0tn/vxrXZrzTesCy/4CjLAvcxElPOVFVEFxiTuBqOx8YEzPwuq8fmUdWWGX6uAgA8no9yiOMSAHRDxX+IoxU4HZw+e244d+UqDh6/MPwEcyXzPvvazwPdBzho/To++76J8emGLGbiMy2k+hByVkDQQiIlcFttN04jMXCazxjKCEDa6BNE7ZWhdC2fABAdgMqUUJaBX6K4uxBfpRm3zgBKUtmiEl9fkgrPslScLYpdftU/8Fa4YBFwmMjQRjy+LuqCpti8SEASWyt2PIQ6sZVGWIMRJWFQRmBWWUJXuXsSKqzpNYFGc9Tw3hNfA5sx2M/yicdY2lpCMQGa4bwIK0v1L2mn81gUswPAmSP5gtSin+KCIt3AeP/WzXG+zgHMjQ/ed9+wEf31m4/n7ZaHcWbqDKze1gAtLQ4oM1tT2fItKwa1HmRl+RouUKieiyPSYYElH/XSjoQLzrnsE42gyzdut7fIXnJO6GyrGdaQU+2o5qJo3C5Jvuc3MuXG5HGlyM/AJ1e8mW/SmbS6TD0la+Kt0W1a6SssGt22V3FNQ8bxNyWL5CkcPUG3n7eawuLtQVi8ffWxh+L8v9/XOWSnceHLTawb3nj79PAWLoG5gHXFCXwmT3fy/CWMczieBmv9JbQNnvG2oNtM61gZ98+OLDcFt03S7Pba6M8eo2zBVVQBCx4VBmMqymN3Wt4gAQhSmh6tGJVYfY4c5eiqDWT8WRbRxruq9rB4Ay7KVBZvM5r7NmEsYp99FJaj+2BReBi3NP5BXK4wNXx1394oxnsOzhWUI+mcTlNVEpAwiDW7Hgsj4U5/nLkwoizlva3F23OyeMMZpCfxx/WOL1cYVrB46+kl+rIeD/qTCH92bou31t+RXv0siePLEOWCn7KoOo2UFhs53Kgy+2fy1yR2VVKcublZ8WaOe0YqPxKNo0lBOZTg/PQr7EwdUkethNtgy8swRkKoN+iMt7ZWJEzuJcYt3khQw5CtcQFfztHtwJwzfsbb/yGLt108JgjrJc4//CPtRX8XQvTEfUoSmCje7lKQbOBu5PY5UdBVw8WjNxSxY6hUdB0p3jhIX9OQ/T7Mzwn/Es564DXiVLy9iLNrOHm8diZvbVtYi/smQ+m2guINCrCgwL0GTzUZmtpu0+VFZw0OQR9+PFp19JpH+11S2XN7wcfNhEnIg1IJrZxOiJiM86BoxRvlGHJD8hI3nnA8Z4UuaDYPwiUQpBLf8nKYr6ZF5Q1IgXqiIu5EmZM7c1l+VY+q40wztAdJxqYzm+U7H8r0wsBptdBzBFCYtJGqMPIxf6WptCrAsB1uc7mkxczKirfc7GPJlxh42QLg+enoGgicireHdavpM48+OmyH4u0wzP8fwI1ua3FtNTcbdDM4ZIFFl+INMl6ljdzHUby5ygOphGK+I84/HZ8R5dVQSZSxivwYijd+aupbTccVbxdGPjW9heKN5euTAG9oTHLzQbwr3AumlF4DiZCZoh8NKn38NgtHC8I+M/ZhtkPGpasUlz8Ga7gRv2AZmxgKj2XcIgDjAtP3U49zoniTNFw5HNx0ttstFW84e/EbRw9Hxj1QvMVLCo03lLHHLm8wPO73cm91MxqbTyOVONJwPD46v8vq67bGG7UXP/cl+QWL8xGUije2cCvezsxS8bY0nMRt3h9eujy8j43Lj9/4RcS98IvctJ6bu4FbAheHeYxPNzFPcozIT0yBT+e5NaUbkIumO1K8YZgPeVIcFslIHyBHAcEAXHGjR2di9gyPK940Wga8YdrNqy2/5e6RIAtgkV2ZfRhJxEcM/K22YPCRF4OJzbdKWvEWdSISlrGdWUZ+63xPTdBu0kGDaGsctawmyb73IE3oDbbxX9AAc3jM9yOyu9zqC/0EI+ZWUry5Tq3c0FSGJYRmIyoKNK+uuXk9CN27cf2wDnPiARwEfwyKt004juE7T3wx0o5BGbcGn0ZS8cZjtEm6j2cYV7wxQ60VtORovJoj8laJUYbXN3oIz6Kwn3XSQyAsObqtZWqfg2VFzsTpJPlFa/Ti8USvmZDfjcnlFfkZ+PQUbySzKxdPTWpMSxob3R3N7kui8U4Vb5vGFG/flOLt1DvvDnNYN7z+1qnhzdPvDBdxxttLr+UZb6ev4FU8yluYWQvF2+pUvOnzWV72RJcvESJosuNzZca4bebGvuOBiT5mg2E4plr89iMBP71sxhVvEoNqPyHdTn6VirfNq3PkeuzA/uE+vIA6hD71B8cfjZdNT+/dnaSrru5E8UbKsw2b6zv0O+FYwh6LfqWKN1ZSFEiqJfexT01bfyes23vydXvFW8Kan8jhir5DsfwmwExiVyVt5lWk95gjvInYyo9E41iuFGucGYfre7zfELLwCJhlOM6YlpdhzIQU9MdQvHmISvxJXSnesEbcgOOB+ssVbqV4Y361GlBhqu0n9snvJ5PARPF2l/JjF+n/ejT+xIIAVLIEnMzRbMnBxSwt1eaRfkFvyn78y1/G2Q4/wgR8GjcafYDbb145fTp0du/DGo6OkzEX4mH1RmUUFoxLsDCKtLA8Y2lJW3SV+PGUyPiuAyEvO38NPM4YGPjTYJ0vsSdA8oIYjWrRSYkTURHmSKDRILdQwmi08ImvqNNqRhJTITmA1AYlFshEwJxyHgG7OA9q3giWsgUy82K79hqiJ1CT56ArI0U+4pIq8pVwKFsBLkoIXbCECdLaBoeJEdeRbZ5olZjRTiyJSGAsKxDGj6GWx5lrAJvIAm75RW0RnPWfsRnm+5UU6ipN6nGLGzYVvM1rNTYWbHG7saGge3z/gTj77ei99w4PYWOxYe2a4fiB+yNtGw40j09ZkSfOeQNpVrhReUcXpMYPiO34jMT4oexWSsi4nsU2CQq+EisAjArrNig/Z46kyRZI/RlvVrz9AOd00PGMt+u41fQ8bla8iv4dtyVOjyve3DhZJv5SwJF/5Z8sP1sLKRIfI8DqE7WhIV4CdO2m4Pv8Dtu/HTkNRtIqjMsCEnrLQXKUq49UnPHZ7/F5nGlsNyi3yR7+MxduDRCkmZvkwWOgOWIqexrdyEaKEW4noXibZ8ywTht6W7w9gTPenjxyOPre16V4o8Vbr3hjPreKUrY04apGADRST8seiabBxpNighlz1MpymQWKgJWq7MtRXMs26AjU2AQymnMLX05xfuTNpXSvvncGVt2Lw+tvvxtKt7NQvv0cZ7qxrFfPpkX4LOAJvYD887IU4w2odFa85U4zGbaYSycOuEjBj3nwRnwRaIJkAsR4RaT4o7MfAT/Iz6ICJjhHdJXr9kJQxgNvSsc+oov+LCZBCZzPUf7IDyHoRn2WGaTQV1LPd4BH+cyLtikevXfjNN/INW7CjrtkuF4wBaj7Qpbt8SF5FaUsr0Nbway+VkgltKiRjIXEgPZ7eIeTVtZngxL9SjIkLcS9njC0LWn4HHGASUU5LkPROalbsD5bg7Z8Dy5XuH8HbiSG9cG3jn8h0P7ekaNx9tdWzJkbceA1l0AzWpistsIyKEMC6FGV8E2kyGpUm84AjAcJLjIZPqGcy75T6TtsmbofjOZMKLdVptX6R0jdb3Lt5ZKcKNrYoNyo1Cjd3j7yU1NYmb/8Ic54w1mP85DvDa0nhmVnvJE6cyVfZbr9Bf1uAQb1s+UfDHruJcNYyyAu2jl91xcuS6DbD8WQFW9P44w3nu335YcfiLSfv/bGcA3WKK+ffAuKt3eHKziL6XUo4+jOzafE0+KNijecU7kqbzfMlReAEBeSlDhJg/vbKrZBggDC7dR+1anFADiicBUw38rOGVpn9Po1ZdhayW0Vb4GcuFAqC0bbdB3U/AT63ZfMl2/03oqbGVHVwxcOHxr279oJRcKu4bu4PZgYn8SNjXR8OUPclIL762pmCsdC6fKZvy7fEJF8m5/A0AEbY0q9tfaVznj7t8+diDPe3uKt22HxhiMU3F5l8UbSsj6IGX9dgWHxxsQon3WBRL1A5oneCWziiMj9jAxxPxLI1FYyDARMREqr24hAjC96yefP5m/NZUFe8m7OrHAz5Y73c/iIZK74CwD2G7vM4f7Bp4xxOp4bcEU6apQ2Jq+IQfVZ2fGcGJY6xVsCMX+0bNCY66LIRXi2e7rwMrxwAy9/ENxhxdvudqvpv+nOeJvB2MkRxi8g3RLMx3ICo6TJz11KAOOaa+suMXxOs7FZ+88DrkVRbxUAEJMh/AUp3jwQLOLNDRVmc1hkncFh0XR/88ILcZvRiVdfG96G4u3C1WvDKQzOLOeyNhGLcTMbh09sTLggZ4eT4m1RCjzC07HTqP/GM3/aVMzEjLai0INExvo3gTwUGTdTvTC34s0nmHJCFmqMESkdW76Rnkjjj4D8OaxNphN3luTNaow1THCmkj6iVAFCl1Bq1raYcxmrMMDwk1hir5ZvxiUspnmTWDAaiWJjJLgpLfQME36Q3S8m8g1lW/iw4KTUC5dF7Tpz6ZJ8s6bCmSn7zJ4pRqMnxhsIvivewAVFCQpOhNfmq4ON26SQh9eu04XJP0tAfU7zs1PErdXNp0d27oQZ85r4jOaR/fuHLRvWD1979JHId++mDaEIiE8y0NaZz2ugaXxGQZcyZQhluS742LmiuYtz0GTTrzZZPCbUiPwtwTHFW0omZWPFGy8uId64XEGfmlrx9r0TJ4ZrULxdQP+dZf+mhc10HuS+qP6am4+gjNSJGPmmMWP1O1o+aRp37hPpA1cns7b8da4uv9vdCjgN3fzMZ0oZ34cbXIZMgkuzP1pUYvB4uTI+5SwEDeq3S/HW6G5tLzl3Svt8gO3WSx1J1gLl+InLFSiOtbh1mO4Y+ttGLNKfOATF2+FUvH3t6OFIs+LNmzBGuk3UxqarFNPSRQWeEn885U/BdnFtEM1Ul2WfoA57TG2jY2u6i7p+rOZHjF8LGChugv+z1/Kl04k33hzmsNn+2ZunwiL8/OwsLld4N9rlu9dng6qbYSHCuRF/Gp+h8o80K95yLMk4i7nGQGAz715Q24qUirdI5NhaQIG65qDsJZaUfMF6vCfBrdxMrGfgNn22XDJFofhCccRqpYZpzFjRYs9IIwfLFCb4tjD0EGir56b4YxlJm/duLp9luU6F2iWmr3wWkcnwM4HcJ5LXVlYgsPgSW+0d+7KMUyDw+kwOj/sNuoXEI2g2tCuXa4V0mULF26LXM0qZ1tor1zfoq4BZkoXq6qX85JD9lp+P8hIU3sRIxdvXH8tD9r99/Am8qFo77NmycdiOeXMaRa3R0R2rhcfWdBSrRIvLeEV3R/U4T95QZ6Ze+k1ajWdzXbmATnyPlOEcic9tlWVrOeFs1UazcziffDcqNmA3YlWqk26rePsvz8bh9Xm5AhRvEMwN1cWdKd5SWiP0m88SVU+z6dYXAGI2FW+QHZ6teBuseNu1A5+arhuO4VPTp6B4WwOLk+NHDkTBJ/7xn4ZZrO9fOwmLt7ffGa7D+u30hYuRdpWfmCI0j4uauI7g3LAga12vS7zWDkDR4vLzeBDWp0cO+uYl+bbIGesUxyXE+K+EosqpsQxg1YeFqSneWtWOY2uNBbnVqD0/WXHIvhTrTvBnxdsOzHt8cfslHK1wEBcrHISy7TuPPhxxj2/fGsVQ8UaRkC+GSbkV5I3b5Ie/pl8cBo5b/VhWgVRAOas3zHwm3O0Ub/zMNBRv4MWfmk5J8Rb1EMQQi0p05cQgnFTXYLBKbfK2irfkbqRNUEhRQo5zqXgjnMpEyC/eCfdZdZ4LXI+k0xx4PXFb2gVMPJJsVa/nuZpvO9wJjQgTULkIlEhT6gWp3JmmYrv8SLZTn1hJ8eZ1fyneBOsyA4XKb5crdBZvulzBirf+U9PV4sEzn+nvOTCJE//uJYD5QjV09zg+lznZafzngdeCGFe8EW6xFG9oyvjPN3TcWFzDRuLU5auR9a+fey5uMP3pmzjj7dy54dL1ueE9nP3A/LN6K7LIsx6wIIx3Qt6sacHhxbQHC3aa1nGiCODqpmAmAnmqFlbu/8ZAGujaVI6H6vDqpnzGXw5gCLNpeQCScikgRRQXlMTrs8ZS8ca4/BdgmHzDBS6GlDkilSaPKfEXxIpiLZSzJJLHiT7pbRZvgg36uUxsMjK/idj5UYp4DTJMkydHPHsSyLtiEip+oyilCr74T2kATPTQN7vwu9iRYo0905WB9NEVTUZlhHjuETLsumI+JfrFugf7UKCF4g2fnPLzU7j7N28Z1mNReWTvnuEYPj/dsmEDzrB5NNIO463varRXng3n8wOMs7d4M7kuNzJ3P5ZnF1XBYiNkZP7Mf4K1GuWzcni3Hc+My3pjyAvc3uKtnfGWFm//7sUXoXjDJ6hQvNnizYq3Jb2hbspkNlKXi+CKzrS38l1rPXjWBVOME3iLXZVRGZAQUb0EWzkFtiyQMD22PjwObkVPw6zyKqLlVne1NMZQKcNYvlwwNhxjmT47j11/I7Wt3fGp0Z9PZDL/rOQoRtw5V1K84VwoWseUxRveZn7tyOHI6jPeQl4oJEvMX29s+paQKSKjCs9AVYHiC7aH05jRSmpQHnPtu95dfrKYpSxphRwwGAxugnKqLahoO33pSpT43Cuvx/Mrp94e3vvw/HDx2rXhJG41ZNln5lM5R8UbZRmKN4/zGlzaxoJSR7kg1WIuH5GkKLhIEOBLnhbzPQEyIYFAdGbXzEWEI+UL1pvVQMck/PVxBGuKr3hiCRiWE4EVX/kIqQpvAInGLFHlRkJgSHJRV2wXseTz5AfrGrpSvAHCG+Fqk5reXX5iVBmuf8ikyJG8jSdIq0TkRtZ67ALBzwhTLAngBcOHiGr1lo8tIZ4FZODyC7gLJHLymrlaYX6x5kIpt5irAzChYw5DllS8IY7rlVhz4HZTnZM6A8UblQmbcavlVijZaBH+lWMPBg3fhuXbhrXrYAm3DRZxm2B1MDVsULud0YvUfM2KumM5Iu/2ijdVWEm5yyjOk3pz1tUH0p3bqe6/mdU5k5Cs9Qy7KVjc7jeczYyrfGvXWLmuYLdhEyA5rPipaSnePmy3mn5qijfzSLIRDvYYh79+PYoYWihmf8boIovkAS/o6PZT8YbPih+4f9/w5UcfxCfF08ND+/dF2g9f+jEUb1eHX5x6Z3jrvfeHGziX8oPL+fLgGj8xBdT89Ewq3lAj9bl8VzvRGEgfgfFjxRvbWoz/iG2tOoAIGM4iZ6xTHCeQMS/r2FrwGrcCSvUvTKz3+NdV7RgyFOpS2YIAiP9tfspxiv3Iirc1utl7F/oPm8eTx44Oh/bcMxyA1dvvQ6nJuEe3bYli7kzxRlC33qQ/fwPFLX9MNemlG5FfRlVr/9iKN4wPgZO4A3+H3ZVjs+sYCAAUsLdTvGnSEuFuF9FeFEdpR7n6jDkeVJefJ8WbPx8PkaYQoh2HbFJEI/UtENVVPbUOhShlgy9hdxgcU5MZ4CPOgzxRrmDx1tb/Oc7UpBDwrtT0F+JLuaVhJ14ArIe1aHxqukzxtiYssmntlna1bQ4w/Y0TFjJxn1QCE8XbXUqQzdp/XnOrycfbzWqwiixrNC4O0LGuYuF7DZPPBZjJP//6L4OKf/u3/xmKt/nhrfPnh/N4G0a1xqwG3Pk1+QkbJ+BcEKMru4N6oWJeYnGQw6nWMkhJijSlCTLjyuJNg0PRbnzwzVub0olSkFPZXb1QzYWIMkvxtUqKN7+9JUZv1hd0CHHe/JqL27QCQ6lezHij4AmIFGkRZB5XIY0UxZ8ndi+UzJvykx/zJEqxpkiZEoQbt3D29fablwPwj86fhzXLLQxdAQ88XlhqMvPkFtQ5zbhNa1Bkykxd+rmYiWJrnaoqzchlv0njVJhpsFTxE3BKU5RFFIpbFWvSGm+ii8CsL9C86kYqjDehjtkC9uJTmn1btw5bN20cvvulPMPmGbyNXIsBfzPe5q3HwpNKtxnJr9od4lye/XF2RukfTXWTyLYtpgxifpbVNgBWULxF/SDJn3TQWoYoeou377+Qirfvh+INn5rOpcUblW1L0/n5rRVvWpUDA7FopFiZRKTTZaIVf37OtGTGE28uihBX7adv04IN4STOJsMxAhJ5/GauImNEauNpLZEpKk+4XNZKJXEMoSt8DAvQfdmpKf0Ar5+VcFbibyjQeFnOm3lp7S2JzDHB3FgAZkAYOX7K4m2dNh8PdBZvXzp6KD41/drRI5Fxz4b81JRyM2a3j7axqZSqA8vfpTeI1gIbj4aCr0jXkzfp2noFYFlAGIH9oDBLmtKYSCs1Js9C4XYFc+EsPsf66cm3A89/+tFPsae9Obz5/tmBn5lehzzO6fDg6zO5wVjCWVqpRAFFGkzK97jr8uF7DqpFd8e4FQcaQmN+KJIN58nfflDfFUDKRUd/pKTbuQ/Ldt3EZ/nBLUSrSrGVVfJFfEhz+UJkWlP+Lj8Rmcd8x4o0tKmwBCcY5ExnOvKlVCK34sx7fZZpzC7f9e65n7x6DnSc58uuRbpJBi8s33UUYbdcFdbyuXRkEwFVb0VZYuCvqTWNLTfTkkeX28potJh/80qi6z21Jk1NZdGOqkpEy7TMCadoGQ54fjo6gz8qYI5CeU737S9Q8bZ2eAwXFR3Ciyu+wNqD+ZNurdY8PN6BdciybIHe6sSlRhb95ILQY7B5ZaJlYN+iXp67QbtPJ4xzZrlZRoZrGhKI22TOe87nRC1ao1GJB7dlJd3e4g0vqWEROGLxpjXagDFgubOc5IuMEfpLOurMxRCwucMaRmmheGNheJ6yhaIuVzgAiywq3g7ft3d44qEH4lzc3bBspPvbv/+H4RJeqr/74TlcEnNxoJHjrIq9uY634ean8lxjsm3ygoV0llsNOFF21KzaZFm8kSblsq9H9DfXB3tHpjrGvI7m0ZPGUPe/bFuGTAw13iO6cLpgxVQ/ivjMbwtTt3EqEqnM5DrRird78VKXY+RTDz8YL3rv37l9+DpkSwwP4OsKul7x5nLK4k31FoD4YT7389ZfnLrcNz81JgCk4gTOmmHc7RVvF5dbvOFlGsfPqJsQCbAUvar3ePuR8iJsOFu8+byGvtaXVlK8JcXKjVWpQyyDYXNEBYzbWYvLQj87v27Ko3056evraRnFYywRjyVh2PG5g1mW4XSmMXzE4STjoWw9nhqP++JIdtetFW8BnHWTuNBrp/ypaZbSykDBmjsWcG483c71eOGDueUQPzWV4u1ff+ebkXYP9ma+XOHWFm8BOvn5lCSA+bx69qeE8vOBJjogWKU/PjTxswJ3OI9hE8WbFvgY3VI28NX0Joo3D7l9q+rjONh7uO4G/mpkK/U5DcYTxVsIZ2RSsrgmijdLony3Og9g9QyICrvdVQQD+eAkL2L9XAUg4IVeZWduAXoR1fD1UIllJZw9/t9EuFGZ1LVnUqOnam9JYY6E5sYCMPXKg83HRPE2UbxFK+KmjAE0FfcXb5Lb4p0QajuEhfM8m0s9pKFNTRRv6qfa4HhVQnlZGecNecka65VaLk8UbxQVmiLlKFm62cl3m8wV8niiFUhdY9bgb/34RPGWZzmzbU4Ub6lkmCje+v6S/W6YKN6Wj0UR082Teh7xPCQpksOPJFpg3jcYlH7NB4ZyJgM5Hr6TjIdzs3dyxuNxciT7RPHWSfF3LzhRvN1lnbqTREcUDsexs/GPizTHeTF3FRFUQb394YXhnfMX8Unp+eHf4e0X3Y/ffCsuV7iC3LR2W4QFTVymgPC8zsPieTOBkx3TnZMHg9DJIiLekkip1TbAudDJt+htOGA2DwrjPtPszEfbNHfl65MAf8JZAxhpsMXaPM1isYTgMxat3Azk7V/w9aYGx97Fi9xVeLXLN1R8w7tGby/X4W0QeVmNT21phcW3XjM6R2utPsNdDToYzz+G6eKgcfjmOBbOJAvl48SWgFnQ24E5bEgYPw96boJOwt64yZrAzXqwvqDk5yHjebzZpBUCz+Wg83sHLo64SOKZHHlmU7dgIo2sL1gHTsVniODGb2hFXS3qgSXqELh9Np19xnjALqaCiu4H2W0JsGrsDSWSjDotOJjNCJFY7UW0+Znlk3+2kTz/DeduqN5W4ZMvbubWoeJp78U3+F84tJ+Yh//2qS8P62BCf3jPnmH31i1x4+k2vH2hWwv50sXnBPT5x8YTYddYPBZd+aRfwQZPiiKF6bywzyfHKlHeuMqcokjIPFWLdZu94uLc/JCfml4evo+zGOm+f4KfmuKMN1m8sW4HW7xN8eNaONHIeoOQImp8ojXHkajyUxqMEeUhK0FKgWPLN2+sAzpBqk6z/ojDfx1O0xO0MZ7ZEkHXJDKBv0VbRuVIBHiXiWj2WTqzrUfG6I9SyNhWV0VutIXIL9p63N4IJy5CfTYc2Tcvbj9JN/lEagnD7W0lutVezXcgQF6MQ1MYe4hpvSwqaPG2AX3qCzjjzRZvzzxwJJDuQd+KMbAoYvFZQbaqcp9mhkxBMVklgYM/fHSU5wXDthQAKdKwjsjxSi1E/Jv7mBeVz3IbVmV/mcWnjxyO37mA+RF/F2ER/v/90z+TpOHZl/mpKfohLEqu4vNuXqAwp3FqUfNEtFvEE2/hFv/ykNIk4Kox3VEQf8CQ+0JZP7uKgllxLKQNT2FA+WYyfVuVsSzDj6DMYll0OMP4zDDesplzBDCbGSmAgv6II278AYlxr1a/zfNNM15RXVlZakhGBDQpJT1hSRJcsY6Sp0XN73mvk2odSewH7gvZtvwM5EFcUrekdU2cWRVEEc6UmxD5kkt4GqAsI/tMY82P+vEYlGcoaiCC+fkxgp1ATHfV30jxeCDv4t+3grB8tyuPgSyFDoeK4Bd1grUD+zJtULYo7fF994ZF+HF8Kn7k3r3Djs2b4+xG5tuD8+DoaCkXx5egzLQH5ZlVkdTJis+j8mpWSQnL36SIvmhTlniSTC19N1LDJhZjyIzZRjJskbgQ95+c95xPvrVrLFPlVnkmQO1g5U9Nm8XbWXyyeRP1V5cr3JXFG7kcp9HPneQkr5QF11mo10hm/eYIt0rj9L24SGMDPvHavWP7cHDfXsAtoe7ZFobhxZdeGmYxts1iLLuGy2PY5uc1Bi6s4TmxaDWI49hDKlQKokUA2kS2QaS68WssyM+eszWY3AIZayOEMm5XA9fndO5HGU5M1aYCWHHCaWn5eI2o2sDEH6WqkdT4FchFpcZyW7yFtRvGF8p4g8aZI9t3huUgzxB+AH3n3m1bh68cybXmvWux/mJJnECqMUYU1toqo+KTnuyz4sOyzSwr/ppHi5HPjvP8Rp9xtHjjHmEe7eLEydOBz5crnMTe7+S5C1G/dcbbmtwjsN8kTvxWxdlyDbSqwBqf/ULPFlBVkYStgSLKb7Udj/Hj8bbGwiggC/F4k3245fmokEj8KLCRdNXQSFwxOxbbP1aVRqWMYRl7tOyYfzyJonac6R9/Zr4SLx/oVgLKlEpqfLhumS9L8TgZT8al2dtnvGWhTCSRamGyqPZw2VUbLEWF+1p+lbSjLN52DU8dO4I92czwr777zaAyznjDWMPekz2I41ok1XCTT5PfT0sCWKO1ZvtpIf084FG77Nt69Wl2D3URjP/qABrUZ/HIbnMKZ9ScPkfF27nhe3+Xiref4KDVBUyos4CdAwZ+rvaRijcW5F7ya1C8cZJOjuB7otIC6faKt1RgNcUbtt+aTK14m8EIQnaodEvF2xQUbzmshOIN5c2E4o03G91a8UZl2zRoSlyZn2E6TsqsE/5b0AJjueJtEYo3LIYAd70Ubzh1CM8rKd70pX28lQz5oHwf5L2oz3DjwF/E373ijVJ3W0o/GAyuRn9iAhHIx1G81aIK6KwU9OTOLRVlxtr3xQszOsPGijeeTLIOf1S8HT94fxD1x09/JRRvPP9tNz5DXYdF8XLFm/CyXE1GLtecjT9HvCcuPIhdUqcsmo5uKyovlZwbeFhHcL9exZtpRsEqH4Ggo/mgUWOJ5f9pKd5YEOs2fMtUxTfJILVoC1DlEYQ8r2+FprhIPhLp50Px5vqDYEoYbm8pv9Fftde7UbzhjLdnjh4JdJ81xRuJqssJxHCMv9VsJKdO8UYlDpVup3HkQijecBA53bOvvBGKNyrBr+ITSSrebi5TvAEf/rcRBRnVb+QhuY0mrhrmGHHEocTlijfRzAzuk2PZI8k4DdNpN5syNEs1RvoVtoy0kb+t4s2b5fBzFHRfrJdQiKDymvid1srKUFNukw6nJo0rKd4WNIcvcl4FGP+05seLw8xv+fllVIwjqrffSsUbxUHFB51ePnHuJLf8s2xTGowbVbyxp29RfT0GhcxafAIUijcoEqh4++LhQ4DA0Q3jijdIl0oIuuWKt66uNE7383lkwo+aFPwM9UO6P232SORxy7CJwxiyvMY1cDtJvvtPrnjHE1VKaGdEu/qbdQVYhESRt1O8vYIzHs9A8cbLFa6rTd3dp6bkcpxGP5MMhTsxM/Z2ire9usH2HpzfdxBKVbppvaa14u0qlG7Xlyne8riKieINSrcxxdtRK94eo+JtHxRvW4YvH94f/W7vb0Dxxjr1rN77bC0fX/GGl09oX3eveMtxBghIFhyRdf0sYtoKOUDwM1G8pSQ4/Fhy7vnjz4Qs8Wa25ZkcD9/5katia5zxeFe+QZgrc95a8UaQNPmo8ZpFqJiJ4s2y/Gz6E8XbJ6yX1p2qzaPtZ2z2g+xAVs6cujQ73MBC+mWcW/MqbjM6e/Hi8DcnfhRUvI/LFJhnDoeq5lluMDVHmHEL6l1ppYUYrpgSNdTUCuDQ+yyaOdJ58eyzvjKTM9pv8Jkrty3GQb9BOA8xZbiGci4mCcgVGBamoaTRApNcEJrKNZ7zReXYGq1QeVA43UYcOrwaK0peu74ecVS+8Tr2SIPPTcFa3J45g4XqKizKeEsU3TrIiG5GlnBUuvFAfzrio7O1Bz+xyY0flGiaMm/qgOk5KC65uaDSjZYVhLs6l9/IX8W1zNz4XIeF0w28pZzHguAKLb3gLuI8PsJex5st3sI3j/CNMAEYcHlGSs6WU1TILVEZx/qTpd6qeKboUp6BFDjo0oaAk3sINuM0UHthHJH6cZLPE+K5d3StrrJ6GGclU7YJxkBKpAvOSlTvokJmpBDJCYLDo1XY1E0cbA6+edvpNGRIK8V7dZbJNx57NN7oP3ro0HA/zjzZgno8gHM56Lajnun4aXaeZEIJpBRMb1JDqBbiUzhPWMiT0mJuO3UYRRifU+kb2rlTwlkOF/J0nNoYTysb/p3DuSw/eOF5JsHi7YW4XIEWb7xcIZSqsnjDaT4BwzpKTMSiWiy6EyQgzJ7KXcav2gOpMd22FCSWyu769uogfKb6r4fmUhHcR+aUgt9WdzoCZoADUNGWQrXcMj1/JfVqmoE6klr5Pr8usTDeNHAjw8Ujigp+yWvDwPZJ19ptPH4mflzLVjKkvINaMpM0+s101SWhzF/67u9ptQCsGGfS4g3WpOhjdEd37oLF24ws3g7jHKF1w1ePHok0Kt44tmZ/iijJso2BrUxKPl01Fz2TmmpngjJs4w1QZk35HBFtQ3XoDThsiAOKipkMoQTQStn51r53OD9CqfaL994bXnvnveESNtX/8LOXI99rZ89h3MUYDPib4JAzzLwVOGqbIsdkRUFup+Y7eCN8Vw/OELBiq/YsxZsDxJDOIfsgKZzp4INv1q5mgDjDWwFnBU4odDSPOs2nO9Gemo4vnTiHkgVbffOMFuLsX1rNaO6jxTHdGr60AhwtymdkFeRbOTmf0oUY46fRaF5o5c15gD6tvhm2RfgclAcRj7QFzINsqZwL6egTB+dF1j3/GGbcHHw6n6XJJyvmrXipGxxJI2jLHElvZMaPZcsKb7J1auNlPMZWHomTiIBBCHjma7pKjfKDANGd1kHsp4BEHHMUZSXHzB/jNfsz6nedLia6b/N61OGqsN65HwfF3wMLnqcfeiiKfQyKOM7HG1CPtFpkny7Fm0mLEv2Qfs3hHdnJR/v1OFPCCsYz3f3EQnX/yVQjVVld+RaJKghyNGwIR4UrrjoX8FjggneS6/+jFG/jFm8853G5G5WRaUxeM63xabrHfWJVnNCRZAbZV325wbQ0z9s2boy17GbcVrsD598y7yLX6HC/fOvUMDd3Y7iJ/FwqsuUsaj24gNtM2c75YoGlxR9/6BCXDjKNuIJAtIBUEYYkfFPCZmzOoQgHPsUlYqDJOTh7InCifozLZ3FWjOuOpQvIYyjRWabutY3EpDV+zZP6m18oTlPphrGD495G8fTI7r1Y00/j8q7HhmP334fbgDcNT+ynNeEw7HC1h/yTbtIQzgz4Gb6jqr9UTAc0FjSPfXSOcpRWOrf2XvH2o5OnI9EWb2/B6MIWbzf05c5UWLwBDwizDC2/EQUaWCPtUQfRAC1LKd6YGjD0Na6LcOaLxPD5A2lr7G/rKuJLnFVveq5sHxHI3MbyEcBKTp4MO4YhCV8RYYMcxRCYxvL5kWl9OJ6NKDLqR3Ej9T6esYcfC9cQGPGJrI2LflamwstAPmCXlYkiINtDtrQpnyHq7ETHcQh+Kd6uY4+KuB1YI27AObgHd9Pi7eiwFuvHf/Xdb0VOWrzNoA+ypNXIy5I9h42QFNCTn09DApgvNKJ9Gtg+5ziyG3EAruESoRy68s61YXjt7PkwLf/p678Y/vmXJ4cPL10a/vNP/zEk52vEF2bWxWemfBPBz03p5tWDYaeFJ5Xk/imrsEGfc0YG/XiCtOItn92p3a1MuXPyeTzOaZknixYegS5homQnj80DJkxy7qvB12lSXQdaVyNMxRitnzjpbcWgQLcVCxROqrSY2ggFDWG2bsw0bi4Juw43PlHxxg0ENxJ063D9Oh0PLY5NCdKYl9T5cgDe2EJXijfQNi+l4JxunKXijRaHN+HfgCzZNWZvpHJtFgMY067hMG/+ceNxcTZvoeJB34S9ArPyOcRzo8E3mRTLlRu5iJnDYiAmZCje4rwOLjakMFwVPp4ZZzrVLb1AZotKMcP3aG6fjMH5kb6NIJviLWGIQ6iXbXBC2RY0cODNoXdJCkTyx39Mttn+ahfCTQRlCX8KFoKs321rchX01LEHQkH6BPwDsHrbjrf4x/bsDi7vkVIVVxJEaX17saKUEknXQo4xw0lZxrK/pdPUkUJDrOMrN2JKohEZshGcFW9cJjP+IpRu56l4u3IZirf81PQHoXjDp6ao41sp3mzBl1iyPFsA5RNSJPMgosisQETHjyrOC1NvwnrIqm9P1LHwIgT+vHqoDNEiE7Uajw9G/vUo3oqQatNWvHnc6OutNsklr5a/Cek3E3JdjireSB9SqmPmWOAO2PMW9RPQrBNm0YuLULzdjFbZFG/tU9MvHv1VKd7ckzyDkRPL2z4JznCLSUnkskJhbUkW3MYQzZTArEX/nA4P/yWOYLiGcfTVt08PP3/rbSjerg3P/vwVimR4G59mLaAP8LY/XzJEqxA6j2lZYkTFmJxpGcu5gY7zSNGrjJVfNJItd5fCWYHKXXhak2xpBo95keUqghCGsnJtyRcMcQ7l3AmCnMZFMV0qX1K5xjE25kNt1tfD5zOVbXzZRAWcX0zxczc6KuA4b3KOncGFN8S6WkqKONgcEcRh4rJU1lMSznNqWa8LnOP8YsqXW9yYK4XcTShO+QKLLxjp8pgGKNkwB7L++DcHXHS81Z3uJuI8GlnxZksMTOIBE4qYqG+M3CXwTBKJ8WC6e3kzoav1eGKc27TrirxXvVO7GUCVSgGNxqGu6Ka42ccfU71pseKo5Mk+rb8ZvdDbtRZ1hUyHMSfu3b5t2IO/rz36aOD88pHDkXUzNklUrK6oeKv+J7pIi2g0/4Fs7MfrCtMWyeO43Bd64VY4y0uZZhhVmE5+rVOqZpnsRM/PyGuBuzwLUH37ThRvvcXbp6Z4GxGg6ZYvcdOLPzAfbQDP3LzSbUK/48tg9rtNXOMCZj7W6MPw/pkz0Yfi8oToc5jVtdZf0LqQcwlRxZ+F6/anMTVSnVZxUXxmVLC1fY2XgUfUG6foTsUbH9wjwaPqqL6g6BuO0lyNrnePGyTBay2LNNeTSVz1ZYxZCZvlhtIN4yF7/ybxePze+2L8+tYXHh8evP/+4Z7NG4bj9+V6cmtDHrIOXKbN7U68ZklRXOsvPU+ZtOzXPPYJOQKktBhvqa2kePuL504M71+8NJTiDWUuV7xBciAw6l08WeHpBNVckqF1eO0Ni0jUusLO73oYoV9zb1u7RMkB0uDdOPqctw4b2v6tIVvKCE+uL/uusBUQml2P5Q1jF1I+o2FKH1727HLkVxsNQCfy4fbO8u87o/uH40x/I6hJYlzxxjweu5cr3iABkMa/Vd63Xe8+NcWcT8XbV6B44xdkfzpRvN2+8n6FqRPF290Kd4W+54mGS0l2JoJwMKB/UQvMH2MzMYtF6k+keOMb/R9BAUd3HUoluoXV+GgPkzDz+lBVb1qWQsudmKOHsbfa4o2L9igNcfwfYAjA+XyZkYUSgQI+QMZCzNxcYkmcDnO8J5Q3CFiR44mdPzcOnOLX6q07LZ24INy0bk18WkGrKFq4MW6HbvHaBp8LlVS8rcME25RyG9bOhFJtDRYl3DjwDT1h6dZo88E3x8RHizduPEBZbDQIQ1qCW0zgMenDtwXGTW0COFFyw8DPZ+biU1PUCa254K5yYwG+qHSj1RsVb6w7ug9wKxVxXkLajVDazQ+Xab2IuA9n02JuFlfMh1IPApuHVoNym9fCkucbBW181sKAEYQhDrqY3COOk3LGZQVHcvz00daJlSJGYIGzwiwVZYiOtHLLOCu+muItIIO+IlsFTkFWQSEXlfjjRmKjTO4eu29f1Nfj2ETQ4m3Xls3D8f38DHVqOKTr39cCnjXZbyxyeZh1xpL7UD4zyrKRPBDFPpNOGCyqiHRaQnhRkSDsvY5h3SSsOJPibW7E4u0HLz4fZ7xd5BlvN9HmuXAes3gbUbwFvZ42RSa8mngZpXIbH4YDleLFN02535kr+p7oaR9BtxS3WpGvSI04/6QCj+0pIEPEPvdwmeIt6HJJlpjyGSH8qjfR6hyBXHXTLN4ytcfmG9msgCNqQhHmt0vxJkmozskHDgEKD5WSj5JHRkoWGGPowp4LcGHxBisJpq7XOHV0Fyze8Jby+OFDwxePHkmLt+6MN1q8scZbXWR57tNtE1ZNqtpgQlLmboH0M9YxpC9rBZ4yNJyCDR4dTp7mZfFHxQpTiC/PxRyGy5offw4rtysYR185RcXbqWH2+o3hpV+cZIHDWSp04HNjuggrAeLxZkFiQyr7cTqPnY6h4i3/CYCe6kIe2BI0BO4+YHyFGFjsHLKyI5PIn3LBy9u6A3VkY574Y/2K8CXMGyFzPuOPdeez2XgbGd16LJw5t3Hu5E3R5Gejbjunz2fGc17k/Me32nQbcbMiHa3FQymH9FS8Ncu3VRy04cgH/qerQPKykuJt9nrOb9dRT5zf5lFHVMpxHr0uxRsVqZQvFXFhEY52fBUvMeguKz9fVDE/lXJhKQd4GYtHHZMCbn7YqmNt9GBHewAAQABJREFUpc1iWaUFieIhMKeMI4i0YqkLMc1tuuqLcVIALEkmbiOBy4iiPAIjQPxUlkrxZpBBNLrIGK9Rt6zz1TdTbltX06JnGO7DOWC7YL1zD45jePqhB6Oob+IcK+LahZdV69Hf+aJFdtSoaxGgyaNv126LBglkIz/k1gwggYXEY1JOXOGEICENb7+HzTBFEU5+rVNKFcFUJ2p0ysrMfC6vBq4M/OYUbx29Rbfot4gAEkFE+0WYFW/r0G/5ApgviqMvQkBUWtNdvHw52nuOgcSAti3LpwWtZ1lSiAeBqq+xPhnrrnHBswC7IlcEa1bwmi87u9IEi56natJ6nriUZsUb6U2+jTdpLVDXJTImRCLwetRF0XfYE1aOiejp6FN8AcfRb7OwfPH+/TG+fesLx4cHsY68Z+P64dG9eUPwZjd45KPr6RuXn6l2X0l4x0b2FX+C1g6spz9LzbU64614o//Sm2nx9hfPvTiieKN0fMbbqrJ4S2qj7iWdtp4DYiSQhCQDJXmxj37GnF4DBoQmMb9I5wiqjMJMenMf5bk008lBgSKUzxF5Bz+Gtn8HWTqeCO2c8juZV5LiXLfOMVLWWGSPpg87T8T1eRSOVuzElTIaQe8jb42lRTQBXED6fqIAMswCXEjO/YmWtUcIt7QcSwzN+YVdgH+leLuBPSqed+C2e64jeNPyVx6E4g3zyZ/+4e8H2nGLN0Zmi4jkpMTkZNTk9xNKAHVVo/YnRPX5yG5xeYzvufYAsIBGyq7BzsrBjIvJ07rW9//9yT/GuTVWvHFx+s6VXITNr+UCGZ2Lb7wwCbNmFjj6wtkSBbMRnpAQJSDMZEzu4URUTCacoAHmvZ79tqpmDuEOfElvjyfCSvOigvc4ZOcGd5rgOEHS8TwGdv5pALDjcpG/WW/b9+3cERuDnThgn2/g10Ppth3Xf5PW3XjLS7cT55vwLT2t3TYChm/nt0BRR7cOuEitL1DggGYLBm406XLDSa5ammG0loZMwUD+h0wRgOP5NHSsJyZz+orzdBAXmwD43DTEW3wo3eawkQjFmz415QUZTLtwdRbWGnOhpDt3ZTbi3jpzjqiHDy9eic9XeZDuVZxRRPhr2kj7M6tYeFn5JoL14kKbDpIO2kR3m3CjiKgXhpjsuXiVJl6JKAD99iYmE8T4Od/Qpyz9VRyEEnlqAkGymqSbD+pQbZIKOPxx4TQ9n216D6wYWS9cJN2LNrAP5558FRsL1vsX778vcG8Cr7TqoOKNn53SMUzXFkZJV0Qqzf3NPtPMUxGXaKJNZF6m9LhSppmX4XS94o1xF1Dv5/F3Dgvmf/98fmrKT07jcoUbPHMKMugVbzrbj4q3LA1Uqt56eqPcEXLygUqFceeYsgaTrBxP+Fp0qfw8a5DjAydtjROVT/VGBKLN44yVDszXXB9ucot05fc4oUfkdp4oJEB7xZvlHR0PqatDicv22398RolxLE36a9NQuIlWmIywb/BR6q/4RzJtNJpvEGRhhLUyH5PIJhvSJt70mQ8VkKyx2NCHUgZjoBVvulyBircnHjiaije8xaQbP+MtpK7y7kTxFkjww7LtHG4xTulYq+/DMi3nSebIsZSxUK1EIufEUKKgPhfQTjkWviPr4R+++tpwAeFX8ILqZzjzlOcf/UJj6A0ol5gvjl+IF1Mcq1POcaA2sYvXDCbF7ndUWtFZ/oT1fB4J+PFYGJSrCqsvCHf1sUAmIE8w1SaBwbRgPAxQ58dD0sDNpRbPmFMoq7T+hY+5LyzCEbsdYyjdNihgOD/yxdTmdRhXAbMdn7M5jVZr62Fdw6Ma+HJqPeDoNmJzSpcWb1DKUfEGPOwiVMDR8fNTPnO8pR9OAdc/PyGlvOjb4m1Whzdfw/omXixB6RafnQKOcx0dXzQy3yzGT1q/3UA8LRkp4zN4aUXHs/x4vAPTOaYS/jrmSbobWF8Qlp/ehSqAvpQTi+AlXNCahJv8TKCsFU8kct7I+pnlxbgMPNUG9NKQ9dKcwlEeYrNqQ0lQircCT9oCX5CABJQTilXNj+sXb0Rf27FhXax1uAbyGW9/8vRTUR8HMW9uofUUINeqXPSCIMm8cixxuPq56CBv487kj/JmKM0TQhhyKRkYVyZmqRmuYlxujXuaZwK9E1UG68YLCsHXUKL++mtXvJlu8Z8yEt1a67qTGIS+11xWvHEudLolq+YSzYBxhLBEl9B/6dymXW/RMi1cV1whRm6NL5H5Vj8lY9ctfSLxHzO6btjvSBl7GyhGdIlkUfkjH/MQQxJTfBjY+AImU902LT/GVj6FSvEGvri34AuIbVJKPnXoSCrenvjC8BDWlDw0/sFd/IwXLybGxtmIFG38DJ4uLHvht3Vloz8APuKnaC359/Rn5hijEKTCjWMZL1f40ZunIvEvoXj74AIt3i50n5qmTFfxRQnwpvqMePFPspzyi4ZOYCbBZ/76la7rI/qVJi+YKiRxxKeM5mVBHW5R7S9kY+SZa8Vft89elgY0bjc7x6/oC5hFtmILQ2ZpCQ2F4pZU7yEvp7q/CE1rtT0il+FMnX+bJBM5DtJjLkwC6tOqx4tG42myIrRzaH6r557LXDt4r8TxJ6oXfineOos3vrij4u3LDz6QFm9/+J0gMxRvmP9ZElcDLNlj2bLhJnJMfj6pBLD+cwv9pKg+H/lLXGzkYyyzS9DNI4Ehbgq4yeB5JqegiKH7f35Mxdvs8NM33sTG4i0odBaH966mVdX8Give0Pz5Rh9IFtUbvSHGTix7Vyy8NI17gViDNAhgjyGN2TfL94QXxIiDXNYSXBwJT8IkT95QT6PIGMQwkTWFW9KxGgMgMcygE9MIj4t/fj5Kdx/OL+EAXYo3TDJWvPFcE7odmzbFhsCfmvKt/WYo6OiseOPmico0luNzaax4I11km5N7QCjM/EAVLlo7fihW882NHx3nZoaodPPkZ8UbPyElHJVuoXgD8GUp3t4/fyE2ChewCeFlDFepoLlyNRR6p3AuEd2Zi5djs3IVShreZEVcs9qYpD0LysbkGnUAJvzW3RtLSpgLeLaxu1G8UWAUQXBKIUVYvp6zbeQUtVzxxhyJpCaIzI5sQR0Eh8ZGxQnkN72QirfdUKKyfh6A5dtevNXnTV/P4AwbFvnkwQNEOmxB+6XijdzfWvFGSBWYXOA36635PYxgE4QJyJ1x9iMSP31+g99K8XYeircfWPH2/A9T8cYz3nDLYijeVmd796UaMSlGsSil+pVLSQriCTDV/xDteieEOGm+FhqJTrmE0pvMoAU5bqd4y1KQkYii/EZjKRuq1J4Shpvc4kG8eZwwq0k7f/3HUrONkfIgW/2PTzzXhW5aF3cQOnYpaB/1WaE2ZE0yzCEByIu0LJyJv1qXTEQZVryx/OwnSLQwbql4a7Lx+TpUroZlI8YZ32q6jgMUnM94O3748DLF2+6xM94Cs+TrTU+KJX8trurTUQJ/WmtULVnCBcGIxELwrFMn5jxJ7LdWvJFDfjLKFx6n8Lk+3XOvvBqKt1dh8fYylG9UvL2Jz0/pqHjjwHEnirfo02LO/S7nDVCM8oJu+DWfRwlI4sAEF5SLueoLkmP1MQIKviaYkggwCN4bYyv86FOmbBa27FylT9BmUGbMndgEbaBSDPh3ag7dDovwWynetvAFhxRva5BvGnK14m0DlDpkZS2UcoyPz01vqXhjkWJcvLj+qVijvKh4m4eCjDKe1Rxoi7ebqC9bvF0DDB2txSkKK96oYLt09XrEncEZt3RUts7BWo7W5Nyscn68BitxOr6cZLl84ugQLzPBB90CrP9Acf6BblPONLuqL9Dg9LtTvAGBnWWUXfLOFG8UAlsW/FXzeYTFulK8QZmKtQ7XQE/gtmK6P/nq00HvYVi4bsGnimtQ5jqNfRPFW95qyssVeMbbJ//UNEaMkHuN124srLP4g6cxuPo9otT6arPaK94SYftVc4m2z1iPsqmczQKXKd7QXoo6tzvTFmsB0vcRzgO8587wTTn9jseYe0kZqUWPQ5KnMB9Z457U9zhTEbSavsBL6Ez1HBT5xUvKpPFYijdsgKbBHz+K3yYF+1OHj8QXLt96Ii3eqHg7tvPjK95Yaabd/kdIMJIbj3gUjyNxKbHgdkXF27NQvGHMK8UbkNzQ/q0p3ihy/ZPgrXiL5VArOmj6eIo3Zk6KTXcp3tgmKBfWi9tZlLD8J4Yy1WmbLxqccbvZtZQVQgKmOCVShApDZmgJDYHilinePM4SUmi8Ohmta5fRUEboFtEF5XIrIgMrkejynZY+CogyVJC9wstAPqQ6jPidE8BVf7lWTiUZ5hQlEbIp3jjP5Blv6zFXHtgjxRus3//0j75DxMMurBf4tZgVb4yjgQ1d3wySgoyf/H4yCXxuFW9cyI0vulcSpQcVtcM28VZEa5zcQNDxNi9OpFSoXIfPt7h///obkfb9//rDsJp5CwqZt7Gh4EZtbnWewbIwnW+oczJWR3M51oTQ4g0dL/9pGveoIj8XlTnE2LQ7TokHBSIROEh3TocLPkxVbzxiE8EeR2BthFdrEb0mJkPkxWLYG8L1GhR26VPRHficcPvmTbHwP3DvnuD7MBQvfNu0E58XboAyZg0mm00wrSaXm7AhoKNpPjdHfNvvM9q4EaHLZXaG/askle7YlX3DWpyEcthpfU6njfvcEFDqsRHQIoxXhhOOGwSeG8fDwa9IucY6pjuFBSI3FedxOH9YvyHP6bMfRtp7eAPGTQ03mdx8UOnCt/t0i5AJ3UK0KTwzLMq9QPMNpMVQ1FtSXs0G+AIjf4TbvDUBdpJQ03J+5nZqWyySMsjC7Q8ExOH8KH9qMW+xXTOPN/p43sZz+zDA3wdrna/jwgXW8598+cnIvx+f2PDTOX5Gky0B+SFLOvNWtEaseBPD7AtVm8WbqNWumW3dHNgPVPyhvEg7fq2MtZLHBxxfxObxPD6BO3f50vDvn32WuaCAS8XbRWwQecsileWD+jI/haPLchkCdk2YRSuj4SzPCIt+GWEWzUxTEuJIKZ4FlDf1JlYr7KY0lgw8BxG0sIxUwoHH4JfkZCUTnz+JtZKiKRtc61FilOuftqhqvNVnsG4/KBcl6S8bii3vgiYiAx2khVBl8baA8wJJJ2nEHzn2G1n7lgNRjDuP2xlvHlJu47CjME7tYZ3fact9zyW2xrMCJ2tFuDTOmu6+HVa4LN4oE+TDuDCFtkUK1qneDsvi7bHDh4cvPPAALN7WD08//EAQtRsKGPYttj5Km02ulKFqL25H0aDc3tw2i+0KRNlE7nzmlXFoVOGNKzKiT4FeYuGLDLo58RZ9Csg4QswChtbDf//qqwHztz/+yXAO556ehkXA27j5m5xf1ei/iLNPSQTnzJKzqBsnnyVn6USbvHjTF3KN0irJIMUkc7gOPSbkOEEQ1lbybTrU3EcQun/Zqi0+HwYEy+dLK2JYI9lsh0UT620nFC+8UIhW33u3bYuyDuzaAUjccrlte54XBVgq2milxiMc6HxeaiygMX+SRh7VQLeKlrhwPJsT0UG7+4dfWhGU0P6LDPpxSygf9HsM4SVDdFbKsW34hlPG0fGiIea9Aavg+tQUcx3jzqKu6Wj5xvnxEhRw56GEZZv4AJbkdO/i5nc+X8Q5q1cAw/PgruCPbg4bCLq4HZXM0cn3uOq24fojl/70ypMX6Q4qkdeysXFPa0fEHSVUGVbqsU7zD0lqDL4lNFcvpo10EzZftk4v8FMgXJwCItcAhHV/aFdePvQvv/ZM0PKlI0fiE9RNWAtsF78c0ek89RK7SXM7txVo9FfJy7yx7aRLPHqQJ6wCSf4NZz8Tsx9kWEWQvXCeSzAC4Nn5nKgyOH54IlFF1XoilENQ3ELRex1t6QKsIl/65VuB+8//y10q3txGREa1jY7CEqT4T9pNt/kIMootghqXN61ub8zhMcRtEp2SOaqtBTa3WwsyfJdnX0S5MMDUeKw6rYuxnAXIDeO2McX1SckiAf1JfHxqGm0UfVvjk4ub4uc8SWz52QbITeKxkYDLJKBzldWx+hlzmEzPE6nwo9KNCgB8Xo12sFN7hO889ni8fHjmsUeGo9hTbMURNAc2p9Xv2o5Wl2fcIrZ5FiProKjL5OrvQZwwSFa1LuOzcLj5uizWNcNcy/MlPMeuE794M5D/1XMvxNE0VLy9xS9lgGcu2gJ4xRqYOPna3+3FdcS5ga6NKQxHFMrSWlkDDw0Sgieke2s3LYu5QBNlcF5OOv1JP483YnnRNkRTfgWT5WT5rVyEIkFiqLV6wClLycbEKr73qk12kW475s1JaZmdJUokeBGUL3iy/ZJp9DLNPcZD+TGX/wKf5Gf6XcaoL6DIOZrS5vyMH8E9ChpzA6MSRjiNQI+WFaFcz21dJSrRET2u5k60W9+Rb+AipC/XW5RFOhXU6zF/7Ifi7fceOhYv4f7XP/puULkLcw7PEOWaMXfkbV7RKD3CvSiJvJOfu5MA1gq36RF3h/O3IhfZvhPWvVBx96s3XhWBhq6WOFG85RltE8XbRPE2UbxNFG+cCEaXOzmNTxRvOXmkbHK6rPBE8TZRvGEhPFG8TRRvE8VbzhcTxRvnCG842gY8Zo5+HzNRvIVIrHzopRYJ/Y/FGCuUUVVCqqMATJF7e6xN3kTx1kTiNmnp+SU5xezWamXS7fbaE8UbJQaZWZBokxPFW8rkd/X3c614i8bugfVOa9jwGFm6fhK5/VniAs2ioUG+Aisx3oTItx7ff/HFgPnrF14azl+5Mpy/fhO3IeITDLyJWIxPTNHxeI04Ox1Hdw36fntqFfbiKmj34/UTCSAQs8gvijiUcdHC36TSIPUWFAXEJILkxfqgG3kCHNtA+uCVh3vTrQatdGvxFofXpfPt7HoA8XPSw/fsjrSj990Xb+T37tg63APLNp41s29nnt+2HVZwfOuwDpuKGZi8UrOOC73wmzexEQFN9FmsqWecX8zmEowxy10pR4N2p6dMahJ1dOc3qWXG2vyuABMTMDI4D33jtsKV7134EoOfFse5NPAvXMs32+fwOQRvS718DW/1EcdbU9/5MD9Dfe3UO3Eo9buwgLuAWzOvo82c16fJNkNfhLUYzwCJz2yicmAVJ2u4eCuFuJrcgrik1Gc78DbXdOYAT4GHvpLCy3eybnduN+kbMGujLEJQSVEkgOJtDNuNPhWchsUbE9dDMjMI0KLjMbQTvrn6n7/+tSjx+P59OMcIB0iDv42whAzLAbzlDmcaQ9qmPf0sFVBFJGJEYr0pUgTr1vVbvGUJ9UvQ+ENMtnr4lCueL+Lw8Is4CPwC+u7f4FIFuv944sWw0mgWb7DEsdWqziDKQ7BTppHpdj8sX5XhiZfgRTdlAdmGQPmrN7xpO5N5fV7gTTBCyJswH+A5kfHJu+0jJFO/Wc6cKVODuG5LoJGcwi0a8zHpiTqgSk31ZjppNoK8fAtfZvN4206eiJJ/YRmEcYbo2E7o1k3NBymkkZ/rBix/4FhHARxPYz/F21j87R6Dj2LmdpC3ThNt7V0h8AXKoDzyTfn1M55aaQpV/uQ/LAApQ/RbWrzR2eLtID49Ww/Ll4cOHhwehTUMb3z+vWNHAuYenANGKyb20OilQGHLyPIDEvEEkLxs3ZM1gvigJ4kyrTXOkq5MIgJhi9LqKcfLrDe1CFiAZ2gOZdJwgpfRvAOLJ37G/9cnTgSeZ1/OT03P4cywc/wcEVzcjHkRRer26ji0XnS38pOgIgs5o52IOno1TADIVDvOYGzbzEc81c4rsWEv5IUocSZZyAkZ5VmMCOsz0rByQ3xcjoBxjp+N7t2a8+MxXUKzD5/j85KhjTiKYTfmTKK/Rzd7b8EZsLw4YS3y8XDkmE/1CdZM1KXmTsnGc6f7cqPeRLfWmudRJcdONfy4HCmOimNbgHMdxyMSMzZ/OZQzxHmRaw5aWtyMxcfScFnriisYW/1p1pUbOC8ObeIszkWlO/n+mfi09R0c6fAhPvXnJ6tvX0hL8vd1OQM/Q+UYF+0Z80iUDD8cxx4kkbaaI9Xgy/JNMkv4lEC70CqwCRc9lcOQkljfLIDPNb/IdAu2O8oDkEDNTLmeWoUjGZgX9/QOMxgfaLno+v7DLz4BuqeGZx55BMc07MB5VuuHfVu2RpvIbyRYPssFOvxY6hxp6fI3kuK5j2vsKj8jKlI55Wn0FY4oDOFMzLkpwyQlnHxbZmTrGE9U3VAgbkwS5mfG4k3sSMD55AovdhxgXSSIOBvJbSi/dApZQ94hOf4EQELVWk3zeyLKtFoLoHNXNmYv4bNmAmtVJ59Mmzuqx3LOL7GOQH7frDwsoTehOKwcgAnzD+hcLYspfIsS5GT+LClnmxw7mJj1nq0mCgYuk8dLZOj4ubotrjw+rcKYSEePNLPX0LJzDdYLu9dvYNLwx1/+SuwrvgKrnUN79wybsC7+/9l7zy9Pj+vO7+menHMOmIAZ5EyAlBgkUQyiwmq1x/Yf5Rf2Gx+/9jm78u76+KxX3pUt26ICI0iQRCAIDNIAA2CAweScu9vfz733W8/z+3XPYICBKILqmulf1VN169atW7fSrbRNu38xi6JNybjhwU+yon3O5Wi8qMDGy2T5SJRKInjiAIuvwb1bjX6Nh2Voy17StUKY//qT53TtzLnu6Jlz3fva9cbJghseKyovEDy64y2iRVuPK8eFmalMj99sfXM8JwwhV2oNCKodim4TKJv8V62FUHHdA+amKh6leENyd5OMCo9PbqTcFk7BJo+SgoisnyEfHdJ4YwEwMPDldrwmo/Iv6ZHLPUsCiyQZfvr2rtPjU5iFQkCfx67vJXEFgWKL95gc+xCnzQzCP8ICKSGN6kH6BjO1/oaCUePaMOJbQIFbbmwwkde+nUjcCUrOAyLRuA8JEH4UHoyynbgAZhof5SxeT9b8aYr+Ud9rdd0Ed7zt2LRR15PsjTr0F7//lUhjo+pW7HgTH7J2C0+xPfOkNJR08j6izP/cJQfUb89RI+4S6ech+jDbQ/fH0l7sGjYSUU8U8XopNzgCiJLkgo5TnNTk4rL+/tOzzwbq/+fnL2jyfqk7rzuhLuglxDgG1hRvddSUC+1JR/89WXJNuBPFm6ddVJpWcYQLE3kN1AyC03M6213Rkk2BG0JosOJtkRQPmFS8TUtpJiWJ/pgI3LdjZ4QxEeRemW3r1+rBBBRvmljIxqzWhBC8izVhiJfV5IfyDsOxUgwKPbzir+h141SgGRjQ/Y/pdSOfIYnADXihU1DvMgY3xeaV/bEbtHvcQaDDbKOkoSNFEXddf/hfrHtqUNrckHKBb1485Z6bo6V4e+2dd3UvzlT33rGPdAz1XLycekJPjmOuFG9mNBFrijf8lJYvmPZrWE2OSbiI4jEKDJfLtvAKNN+C4QHlnNDwptty7iM1WQCJ0wOmOFqt+PDfnULXFG+aYIgXi3X320LRsF5ycHDLlhhI/Hdfy4b/yT2742Xb5RpxrWIiqaQnq8N0a5/cLPqED+OBRi80pJ+S4jINogJ2UBfcqRQ65z/pD9Q+md0Ub+cHirfv/vy5APrbX/x8oHjT0SkNYFJ5ruAaTOXjCqY3cd/u1/Rb8TaUyea2wq1s4lBz+LPi7Vrl8ZoEkqMEKOfaK7olE8k/aMvYQVdVONNh/kVYVbCspfDaORGOEhQG6wlbBFAhBBj//OBEHX1Lrgha+YjXO+VcXrPWZer5GQb6D5yW35ZuS5/QMq387XGHdsW7Q+jZYC0zxUDlOE3yF7dKJ7wcknUpofrxZfItj94qLn2K2gbiLCm5371hU1yiT3v7wJ493Uop3p4sxdtm1S8UMlARlAiF+5BmV5Ig5fghZrbirWWo5cTthfuQRJPxK7UGS53nDywlCVK8Jc5rSpP5wBndD/bemTPRFvrexJ++8WYcKUOZfZaXoSWrU03xxmF0SRLyWzLMd5rE7fYevyYnBdG3ZX0s+xWI4sQQOShtct4CM41ZiBVucvyYCgoR3982oXs/MVa8oVxZqr6RhamdGzZG2IO614u+dKeOlXJNQyjeZJO79fXA0Eq9ek5faeUbYdx9ivFkNWtaeLnpLK6LH/KuHETxAJWxZVMH9Q3doxxVHAMRwWasvhgvnHXb5dTcdTKsQRb49mLVJU1MMXEkS7LOtQ2Xr1+TyE93p87nvbjvHDse98a9f+qUJq3n4yXUd+TGHNVCCAYOh5yJP76k3nbsxKBckUcTSrskkwds5Bjmp9y3VrwBn0yx/KQCTLwT/jtTvGW+UbzBp0XqLxdK8cYr8OuXIudd93W93Eid+/JDD8XdqBv0kMYuHTeG8lQ1kFZlKDKWZeficn1tha54LtuWXTMEj+ZZUGWN9L0NWQYib8ZqVAbJsYCCo2TMeNNbVFJJXVGLmU3eisf/bDveIL2ZotsF3rJjh7hQTvPfUfF2raJHC1PtbmM5nsXAmVrszu8ePyBVJBqq96kYwv1jlkkWp0vHtLkxNp5QvEV6KuVSYHTTyCaU0iaoHxaRC0s5MzmRsolsDf8lbUmJy902YX7AbKYWIRjv+ki6xxoLFuVEhLudoY8vHptZrHZxy/I8TvrHz3xR7ebi7ildEL9ny+a4vmSr+j/MQo9Z46t+WkaHnqPuVk/K23yMTzO3wlzdhnEsvgalvuCOhQS1Z7RlL7/7bmD464Hi7Sh3Q4uPNxjzykyqP8DMpXhr6UVimSmnp9Y04nk8nLCCAaAUb5aJpC3pM9+na6zKIi1RUBjGXFa0TddYzS+ftjpOHvuPTF/wNqat8WYMFjhDO29NRhWWFALl0QNuZNqxqFEZNlFyy7VEVCsWtlAyYaZr0TLGUaIBxZQxNLvqUvb8mbbTN0xPbaCNH+fRPom5jzEEiv5BHoTanaUOVNZlpwmU2wt3vuZjUFeMcv0y37hWKjCRTyve6g5WFG+MOXZs2tA9uj8Vb//qa79L4l0o3iSDUd/grzLWFG/Fb6zG+og1/3M3HJAMzFEj7gbj5yTuMNtD98eS79oG24p1rjA8qkCluSkhplHj0tf3NFBE8fYfv//9QP29V17Xjqcr3dWZBd1VqokGF9MLU+HWTeZ9JTEyjRZeFcgt/WQ2rtPYUdOUvmtcIzoI0BfNC1VQTUGrsY3wgA7yK15TvEXtkqcGwDGgA6g6yqXahYVZq0Yapdsa7VDaumZNNHKP1GXA+7Zvix1vGzRhWK8XS5kgrF2ZneJSKY5oNFmNYNAAddauuwEiO/GnMGfNOVJW+F8/zgseMtUitKyGZ8IY0na0KhFeqMKdTSaNXUuvYGiEwlRZp5vfHtLpencU3QGr+0S9Wg0gEwwmG1elcLuizoBO+ZTue8Mc/uCjuAfi6ImTcczqgl58e+/EiZCvdzUxxVxVXCSA+61Csas8T9d9L/2qlEWyb7gXFnG5utgyEzjN5EFOgj18uxNq5eBMRr6jeQ8ZB5F3GoA9U1Dea3fPpO7qwixS58jF+Ss1uNgm2eAein/9pWci7MsPHNTujtXdWu2G3KTVS9JECZsGG4qwh3985mQR0qITEk8yFuWYNOKKzloBrXSrL/fdV8LUjLNZ4xXxPAcjlB9/F1Snn3v9UMD/5PXX4qGNi1KwRzmrbGYmc/CkpwMDJne8ZQ7c4bbERhxVCiXLzr75P6A+kSluU5wjC5F33SdZGTh14VLwgkc+LqvuMpC6ImU//EmuCU1DLskPt2goMjwoC49kavDP/IX0mrvKBXMdUoNAlIJ4iZ7gu2yvlvuuOXAAAocXaLbKAH+Tnj3HbFlF+5EvO7J6CVmsfodxXSxa09O/6TlnkEHG7QCuGI7Y0rDHeKT6LpIyJ7Ah5a4xMpkQwB4ojmIq/M6aB5PYoiFkptqQ6h26ravXxm6p3VJg79m2VYsd2v22c3ugXac6BL+RvsAsvGnnnTkt7Uq25raVKqHOkG0PCwkbp3XgV3JrkYo+VSjAYjmRGo0IsRP8muTjhHa7vXbsWChV/stzqcx+WY8qXNAixWVpaS5FPZWSrna6xR00ik99DpnSb09luuK3iMBdFJNsiqg87Zc4IqjwgM+9udxGUHlLSP2CgzCZHlcNldXG5Q5OybPaPML1FmvA0meyQ3yt2j92tfHK6F7t2sAc3L49wjatWaWL9JfFzqe1mlASf1VNSJdq8ssdSQs1u/AdqIuZaciE1AVRw1xFUCtS12moCYr00za7t1ah8lFRsdwm2ivijvEEv6Qkfw2LnVUJtXPylu8oWtnsDMdc1U4Y2rOY9KmPnFIDyM5wzDHtDOGepGNalGIn+HnJx+HjJyPslaNHIy9ndP8Xu8hpfWJPjcjwhNJtcbR7otv0gKDnlumWXc6kDKDIMeAtLD/0W0ERRYgZbwW4/K3UY7rHV5MtAczUq1eTcdebXrGVsoOXjJk8rqwm5EsH9gcpX3n44bgblTv/9m/WopWw+bL5GCvq230LdFT0oDWzkr8KShMMGOQJX+qUG4MCc74T0vC2jRk73clXfRaIJ4ZZ2o7nwKIS4bKAFZ/7JjRhfu2KN+ffdmSv6M6sOsTC3fJMQF+nEoyYrlWug+aZeRyQsxhY45tEM/JLXxk4FCdrlT6LxDaelldwUDAT6kMieFwRIZ4DA7ql1c6sWKz+Vh4ogbknkjYHZRdmUd1hyyMt0Q4LzrupXG+45zfzzC1Uok7ps+sLc0NzIcy1UkhxDyRjYcxVKdwx17XjFeUjNYYxGjt8d2iugfnzr/ye2s0l3WNSHuyW4m25xgab1OdhPGYszmR+q7yKNQE3/Ing4GUrkcZHww3nhz0e6otAe4/WhyL3eN9U3rjfmzy+pcUDzI9ePRSP653Q2P+4/pCLpnhjzCik3PIcaQZxmUBfN1VaeBXN+eGWqsZeURC0bEJQnW+4Fc3zAOQwq53mqxq3YtgUwByFh254dZpdbxdq3ncjJUlQwtnyPci8Qoa8iBBo1H/MkIfp0/9m6vUdeSN7RORjNI3+k7Y287tM8kb+Nuquv2WaX7AQuV73RmOsQJIABiqw+s+4Mi3SdFopt4GgMtDYLU9DZTi/mcnkcbpbWAEP22cYBRTyjakaOMDLOGQMT8DpRzRWTVb5ZXxDoniLf+CvMeN01LcZvYK+OObqm3US7d4d2+LU2e/pgRLMWo1D2KDBSYnWdlik5Bf4sZ1QxJr/uRsOSB6G1eVuUH2+4g6zPXR/bC6qIkUcsS7+McmU8WX3N9QpMRH+QAPF1z463l3SQPEv//4fAua5d95XA3dNk4klUrjRmUmR4sm6V5OYdVN56i8icsRUZqYp3uRuDUUE6SdrBpM/K97GBzVU8/zjN+HbbocaxGuUq5US/TEo1rEOzAp1IJitK7Qar8aNow8HduyICeBTB/dG2G5tY2UVnwufuSSYlatlbRUrQFSxsyKTcqYuDhRPvVIM5HjWWqUfDwhgfuBH2sPfQh25Tn/79OlX0zKAISyRucFsvcpIIpVgWTT/5m52CRpoFDFcCI2UsOsDN53xxTpm8/5JXSKub46exjFkHad5831NKAT3izffDAznJDPXGTxpEBIPLoghU9pdiEnFm6b1oi1z1zfcC6rjjQFQQPNTPCiGt1hKz8asNLttJ9eqq6xCycvunXdiMthKDkzE0QJN+jUJndSut8UKW6U/Bo7feeqJSO6bOlKzTUesNqvj3KUXbsGwyAw0rSN21reY4JKaiHOxeGDrLsQv3/YKaEXI6DGoCwL6bDehsLKAA48EX1N94PEMXtw7dPT9iHbog/dzVVPlkiuEgq2V4Qm2oMiQl/ZX/G0yFRBDKICBFommaaRMMqztUhIcYDwEQXvDjpIrFfEdHc9ikPXeiVMx0OPIw1kd38PcKNwecEBgG3RU+uZjY6ziuU643YDniUq/JSAMGzG+3Db5Tkz9m0lVex69CikJWC52X6hGAGXCPXU0/cC2TXGcjrZklf7gpnfI+jXliPwZ/Qx5ESgHfHeZzEqq+Jj++dEUb4OwxlsLXkOU5cmndwl5Qp7tjZCIDsuLli4i5tpleZcmr0FvWbdWbS6PluSF7Ci24TVtKtD+I6JfDA7PwKTwIqGqhHxNeNrD+IltABLOQlCI3E7QdpmFrkscHMWcVn/Ii5dHdWn+i0feyR1vz+VVDG+pDURRfENHm25otR05nK4db22XkTJQqQpjuuiHMbP7xEa1ZDJAWtzhl+U96M6ARr/rsjFFeRSbPGlovGV3m9oJ2r2JG3pYRrhW6xEhzI7Nm0PZtmXD+m6rdralwnRHhO3dvCleG10jpdtyLVKxQMVjNJhllVm+SM9/eNf7CUqn8i+/WcaNo+u2AIr8AU+qTW0hPRZH733gs/mevkVi5LcvnQwblpHTtV+OKnKhCgqY+PFH23WVl6Jlzly6Ev3jKSaEasP4e6Mmsj9+5ZDKaaZ7/+SJ7qIWNDkmxUX8CPaU6gIm+kd9s3uyp9slFyCi2zmAN6N5c9sWkA2sclKW5R7bfY0Vb9oGrahZQm3StCDzNjlRu4u0QEX/yCuOS3gZXOYRTZBI7vceeUSvwm/sdml35IO7dsUEaVPlzR0FMmnSnLMqIrGCkAyFVxhfUxAf+gGmn9yXb2XKdSt9K8OFL/lm3BWvQPq6SMk6ngOLyuhEinKn1zKQjn92xRvZagVcebTlbPFdvG3j2YIBxKVj+XN5JF+GSARcabndB80YhNqA4pnSdJkaqJb+YnwTUNSHUrjNlOJrhvG8ZA0lPgtcvHTMggBm0+oV8b1CCzocaWexYNniXEBftjQVGgu1AM8COnKTSkBFrHLjcQXonRJ+HkyAvhu1gH9ZCh3MFdHB68f8MaYC5vTZXGQ+d06KdsHHrm/RDg27Jf+Y//br3+qWatz78N493U7NN3ipcb3oxHiTAnku7qi+R5BZkx9jv+77HWcuYPPY5eA4oKpib717jEflz5iehQTasg90tBTzmhYKLnF6Qm0Y4zHk4ob4iJmoxVp45naiyYLarjChlU5KGw2lxFeKAhHGyDQ1U/+i7SFmxqFtjbzoc0ZlT35uFO6T2j3M7rwPtJv4I+3G47G3j87n5gAdiAeJ0MiO9oR8mxsZNPxsITWnHIfNGPlbOYP0NJFEpVdc9VdLQ46JaifXxz0LXXdAi1gsbq1fs7rbrp1dxFlcR6RnkH/i8FfJOD1/M04ja5DR+F/QleWIaTKNJttAOAwmY6tQA9sWdvfVVry13YSD+KbSsG6Dgza3k24nKinKPWgQkBVvMxqDYJZLmU49X6sTETs0xqZOP6qTRpiVcuf1JH1d9ljJZR2yNpa1iDz/86k4IDlsovypEHxeIw2zPXR/bH6qAkUcsY5/fo1nprbsXlNDqmG3zvCf7n5VDe2//8d/DNQvHP0oJhZTOjbCnTVRDUvhFnvAVMNj0krlqYYimoLa8WbFW5BRFa+nOWtGU7xVAxzhDZZBUN/GBZ5qHFu958UxNVTQMaEJO2Y9CgWh362jDqv1qtrWdeukOd8eWvRH92UF3iHlCffWrJAGfYVeG6JDXrowm9XJGo3MUryJAA9U3Es2UiPl/GkN35yBCeNOdhBN/O1N73azlmHZYKYbmOJieLTBj6vJSCIJmYCpLHGzmlzWeKdAULaBm7fcQgmn78vF2w/PnI/O+Zg6u3PaUcVR5MMffBAd23P12t8JdYp0hOyqi45a9s224y0nqKSda6SUb/K9V7zhZw6UPaZ4A8LsbTkzKJkMN9yqrrIKhSM9me9BNzGueFMnyet+izSoWC43DfkfPvxgsO6bTzweirft6jD3aEJKCksbn8FsY/pz0tIUbyIn86b0C/iWijdQFJq2481oSabiW1nA/WhQcF20szuDo1CHj38UBL11/FgMVJjocb9jvHDYFG+JiN/4UxrBHduBQT+kHXwsyIzGGCFN2AFk0lRhEggZIwTFG3KB4o1JCuaND47FUY63dXz5tBS5KDNOa1cI8COKN9JWoQcJRCzHyASBSAQVBS4ReJ1B+i3BmaV4I44A419TvCE/4kZkUmo4fTJ2QvG2f8uGSOvBndtCMbFOiog1WsEky0v1h/GLkPn12fw6b5VFIVWeyFxjzC3SSQYkPOBtu0YPH+XOZxvNZJj5mEll5uJV4PAoxOKR2yC/OLV66TLxShMOrepu0D1gtLlbtJKJWS43ebHiDT+4jWnKoeIjfmSPlFo2mqv3cXxBE6UBJ0T5FZ/cflC0lG/ISIFcLqXw8UsX854uDfCff/ttKa9vdv/38y8E6iN63fKK2rmbUrqheIPApnir9EFHHp1+364pTRMQ2PKnkh9hv/2cJ8s7uAIv9BeO4aXRkXJkDlcrQS0sZL2blOKNfpNjpoto8wS1sSa0uzUx4CqGzeonUbyx4+3e7VsjlZ1ayGKhapXCOSZDXVhWEzHLPceuoJvySB70ijeoxc80B9LwwdO5lV3OBlcdFT0HJoNbaPi16PFVaVR5G3KQgnD4KyMkDNzqS8qcy5acSXouTDFJjemjbF4Hx5zTzjeOpXE0mUXLC5q4vq0FBcyzr74WBB1RW3xefSc7ynn5lDQZh2G4wyjlUN+45efXaOMjoPgx3ZatChjKlEEcsRhgEOxbKd6YzBW4dHHVh2lBldTYGY7ijSO/i+vo1P2bNwYvv/rwQ5osbex2b9rUPaLj5UyStmkMFhRXnYp0hQfyTGIVUeBwO+ax7rziLcvW5caXyyZDxn4NaOY6eBiJdkGmjWflBpxSMZjbGeDSOMTfsistt/tzQES7EjFIs9LVIDK83M5jew7hxaqF1U6h4IU27lvm6PsCtTUbapfQZineaH+seGN3G+0WZtkSjnxqdCX4ULzJ3RRvtV2GHVsgt+KNOn0TRZ/MZSmb4MgVLTrT7jfFm2g/dSbvPD4tG0Ud98GhIGRhaee6fNn53/zBN4IWjuZv37hBR+0XdOtuoXgLblR5zcXDIEg/VmAV6JyC0OpNRXIcPhv7K6wp3hTAbj7iHj93IULfPn488n5e+acdQx5uVEXNl2aZR8yheGu9uNowNWYZRRSHrFQjXoueMD9FiJNF2QZGgYgCdhJHKyQEDFXgi1qeoO0j7UBnZ/ERbRb5QPdNs1h7VHMTzBUKFEObGokLyxhTh98tqMaq5l8iGf01ha2SkK3iCSowjMumpYH8Sj4wm2ph60Ht+l+vO6Q3akFy99bNEWcpYwiZpniTO2pjI5DAxD9RFZegvqWulE2AwmYb93jYY4DDdCJiYsfZK97gAFQR121F4vGX6Rn2IdNuJ0AmE6lHZy1MTAZkZm7mxhk2wCxifKEjp1s1VkTRfv+OHHssV/1mAY+xCosvgdZ0VzmE1cokUM//3AUH1C43Ub4LNJ+/qMNsD90fm5MSSOL4X3Q0ijhRK/NnFHZNcK+99373o5d/lXe8/fgngfqotvNep4NcpIGTlG80otO15WzCF5gqflZDOs5seELhJgzTsXc2ifAkw1XdCpFQvEUFVEhNBHNCR3LgK8ojnexEIc6T5mk6BE3UY5v3zUz/oR07ozF86uCB2GWxZd2a7t5tm6OD3l27LVZppZ5B4UIlS0WGrsmm3OkbUPxFgvIWLjUSeGDyO512l90+M+/j4HN+y3MAHSDDHzdqI+kOAXCLR2GMqGhOzyLKILaJVnnxgpMVORQ9AxFAuRsNc4nOWTbbutkJwlErdoMgY9/75UsB88rb78TF/uySYyIC/JVaqeIoFh04K/vTIUPKme/Tqk415RVUilkNtrrhwN06N+c1wEhBxo2tP5Uvdy6WV5U2gEFT5Ft4uFMuosfBHylXJMfR0bAj5PLF4M79mnxivv3kE3qEY73kaWvHsWVkaIOev8Z4EAun8o8UjDtt10NITB9iJm8nxY++Q8IfU2EUBoZ8l7OC0l+/gBBE+eWusunufO0CPau8xKCS/EYM+F64q2z5an/F33GFXz/IADjjF2jSFrhNtT4KNzd/QRt3t91UPBS6Z6W0wPz00OvaeDPdvfjmWzGIOqeV5rhTRGEMfTE50FN6QWCmW+ISHXBBARlO19em3JV3si04lDCu71a81gptlkGOzGeqMjD5Qy5Rui1RnlAgPXHvPYHnqw/d363WsWOUsVs0IVio/K2qiTR3BWKC7HDd2U/S6tzcWZxPCmUejdJWXEo2imf1XXwljSaKVTcNQ1hFa8cAULrBT+4y4Y+JD8dxMItKflzFh3R4oOdSA76vy3wRYi7Z7tOXcBso7YBPvxEZDv9MBSzeUX3uOssOXfemjpdySf4RTUJ+8trrMdj/weE3FdJ1p9TfxCKF+tLYEU5+avBs0jwhBd5UNn1nqziiuwI9sPe32+aIb/iSrah/SpKoyGaYynbjlfzBBR2e0C7QfXSYJWrLF0g+l2uyuEHHphngPrz3ngi7X/YKKZI3cQdqLVJtkXxjVmtXB1llV2e2pmkTRtuJiUl0UqZyS9qquAlNmPj1TxFelTrpt59hym55rTzLe3ZxD8IqvTEs8ekUbLuQetkCrEKrDzNmbLvdO3HkCb9rsrk79aoUcidr58wv3jwcYa++cySuaTipySPXNLDb5JgWqzAo4Gi7u4XaC6R64r6SMCaiYZxo0GXK0+53rAqyF6KI5k/HwNNtgHe8zcQM1/0jAKoTCzLBCRRwQhJKNy3u6DbwbuJ67graqrqN+dJ993XbWOjUceSnD94XOxcOqr/ELJBokDb9ZE7fsFtmAsZ9Ch8eM3qxOGPnr+uw5dx5HS034y7eDPhlEXLyTkuZIuWkxbYrLEJmQStmOsg7XD/THW9Bb09O5qJIG6Ww9wRoLkAgnK2Bey6ZGI9vxedIG+MxQ1XqCDNTbVdY28mvdGM8ofCZ6vtjV5u+FzLmks3uWZT4ZGHzqlVQGjuDULqtUnvEsfdFqhc7tUsIs1MTc+5hXqnx/DL504YtrkXeJXUfNWM/5CX+FU01fdEiIOqBUrzJRT58nJSdbhiOhXMUk7ve2PHGePEDrleROXrsw+6q4K5evhR/KAHX1+MKf/KVr3ZLtGDBQ26bVCcWi85V3v2pdDBz9Q+tDsxRjpb3FjRSpvnRvBpQczQRMIzFmXzHDjPRdFV9HyYeW1Cbw+MysVgrvwyRKFX5E8+4XActgG5bwOX6aiH0KNS758mX5cR9oOmJaqf0SOdK8e2wTklwBPhFtamHjrwXisFDWrjFXBAuYNmV54Uoc6A1oY1oU6QIlSdwzDYVoSzXGwTVeXNbZtSuE7EbUjKE2VOPa3ztgfs6HifiCDJ9LuOiFaUwnmEeq3yCz3RbTir7KSIKJC2nFwnc4sd4WtkIc++XkebGk74u5TaejtiJwfHcz/sbO0cDst1eFn30AU7fR2zdzrD/haKgvqxQvafKrl2SY0bG08RDf9B2PVuIq25HZLsrvXnr03NAsmex+/RIPo8xh9keuj82L1UDiON/84q3POY0r3hL6UFE3LzPK94YVswr3qJjq6Z2XvEGNyQV84q34AM/bfDaBlPV0SgsudUrYuYVbz1v7GqT9cFwxgN5Tzr87bYZvre+X5O7MAwu9T/acOOqAvCwOhRgAsCeV7wl24a/llfbwUwBeKKRsGZq8r2VY8AlxLzibV7xhiTMK96oFFVDavJrhQq1aF7xVodri0dWqCA7bldSqyKP1igRmqa16/ZokeRROJtXi98cLQ3DWGdB32JF17zizcwd2sWxstw/U0bzirfk07zibSgvvz3uf9GKtzbo/hTl6V1LtBk3S6vvVwPf0oX4Z7Vr6VeH3+n+4RcvxPG07x16I1K5vGSZdgBosMnuuNghR7PvnSCpy6YjpcL5j4gzpcKO1aRo80k5WyxPLLzCmkdNBRQg2UF4NSTuX4gWTvhlE6pDoSTRzVzVSqvSXqx4/K3UasGejZsi7FtPfyEaw0f37uk2aZV+ubb3rlu2OOLzuimGXSng0/py/IVn7aryqrE7OWjz6o3t1ivG5CfpBtuoIVNlqqV2R+cYDg67wA2D3yw4o5wVEOxIdIaxHYgywkzNmquPTnjj8opPBYbcAK88ztQFPdOs+guenR6oqbin5gK74AT2+kcfBr5XtKJ/Tiv4H+qi6Xe1Ffy6VgrZto45q9U0UN7ULrcp/cVdNgtqMMIqv4x3YvUyT0Zyrc07yAQVsAHvzDgfxTVY7jK03OY9EtVFiNFgmdEqCmYSuRUOVppgBa9azVzJ1+pW1zboZ/bv7zZoJfaBe3Z3Xzh4UHd6LOwe2LUt4i+TbEECNQRJALsVV95NadlORXhEa6tCk+IH9CbNmZn8FS4vHbVsNwcZCEQu28gEZabIfnjhhjLEN5BGlakHdDiT5vy2JDt9ww7t24UN4XAzMYVi1v1CbmSfqnL7hxd+FTuJfqrLfN89fkL3JF3qjuj4APDt2ACyUXXN8hHfgvHAp7Ul4mBkVmFthQ4vfcdvMFNl05bakiNRt2GS/wK8csmxF9HLjrdl+uN+yN998EBg/NYTj8R9FLt0h9kOrcAjxasrWq7TJU/LK+J83I9Ld644Dvs4HB8Xbty2h/BOwzZhdlt+/D2MN45r9Du/ZsmWEBmuVeWSafsD4HJ2M2WK5lKSVHNrkCAxexB5IUcD4+ImX7nHoeveOXUudoi+oJdLuUfm/VMnu+cPH47JyaE6ZnRF7RZHp9nlllc3QGT2j054ZGLlZE1cMTDaqXJ716wZ0mgW91s+Tb92E7oOJLyQsBNJJl+QVGxWiNXgYi+sXSZrpPmDlG3qG1fraDR95AHd0bVAK8xPHNgf8XdyNIpdJDoatVxXMdAmLSY9mbyliHYud6ngZ6Vey3fLq2ix5JjusgPEfhSCTLZ9tu0XQe3H8odHRWthTr+3B0G3cZrcWZNXxXFxQRXGNEaRVbk5nneLxw5f5Y394dcL+UcXrwQnjmi3DBeCf6g7At/Q/ai8Gv6Cdvti3jt/Lh9tUNxss3U0v/rFKe3gSANCU2y7QkwPEOVuEA6TR/Ozy4xEKxxw2V+AtT1oVVvWeA06dmOw463u5VnKeEzmga3buvW6u4g7db94//3ZTt5/X4StVMUlB2yg844H948+LWFysF1Pvdu+yb/iUwbkISVZjspQwjijtjMwY6Tb7YxF89e2401XKLDj+6rqGmamdgrGx6yflqkIsdzxUSEWu9F64EDbxmt28G132QbFdn217UQA7cWk6PdoAoaO46qGOtofhWdbpNqrtmiBZB6zXO0nYGslMxwXXaljyewEoq2/b+fOgNmsR1zob1eprVqjF0PZ4bZR1xZgeKAndlELCcfToN/HSTlBgCmyGs/wE/ow1FfC2ffmMUrugYPMjMlL67jYmcrON8alXOqPOaX50w3tvLp8RQ9D6VoC0HqX+8N798X9VJtWr9El+stiN553e/c8zTQCmX9MXNFob2zLQAsaRm9CnTFcVsP4lhxHs9zz7fG2d6EN4xlX9i45niO80TEANu5hmN0Oa214eRBe4tJwBk3yxwYe+7L+MIc+PB5z1Z/o+D673riH7pdHc/5xNlon0aYdkJ9ox5uJzCSEYNxDAaa3eA2ExyWeN7oYYrFWEaLvrR1vB3RvGebbjz6kezA3dPt1fcMTB/dFO7ZGcwlMJSG/5G+kESF9WH2GZXjbwzC7x3MyxGmYVibyGMc11/e4n/HYH9s4LTeGGaZv2sw3z/XpY7iyArOoTqUwzkj4wY634JSAakd6AhRWIw8s8z+fhgPzirdPwzXFaYo3CSGdPsaXVL6hSYUVb3//8+e1ffdm9/3X3wyYq0uX353iTRPbrDb8piu7awZM2Sm2yXKAJG1WTtxW8cbTw5qcLVGPwERglTrsfXpFC/OdLz4TjeEj2sIbijedGV8dkwcuf840aOJwoXhLZQ4EZDPhBtSdHKRb4WY7Y4NEWFoD7dzJP0zmOZw1CnYHllQUmK0CvxOYan0cM2w3XMVqszxhikYrZxosoSbGPV8F0hHH4IPwGijm4wSpPKExRQF3UeXAgIpOlEMAAEAASURBVPfNUq41xZsmFu/oYmkmFm99eIyUujPXdPeb4tzUXYFTGhiF4q1eAozjNYLxgBv4HAzAmByofSLFm2K5vMYVb4k7M+6jppNMLGR43ZOSDMXb1ezqV17PQ49f2Lev26C7GVC8Pa1jNVym+9A92yMeijfiIdnYDFw9segVb+TF04MscHdOn0zxJjTCE6aUFC7bKNCQS0l0lelNKU6BJi2nl5EHxS8POMKfJTk5ZMhR+3Zho5CzFW8cdjtdcvb3pXj7ySso3o7rfrdfh+JNeay7KK24vBPF22IxZqn+mAh8uRRv337y0VC87S7FG23LmmLOb4virSQtitXyM/Rzed9OJgw/rhDwNzhKJFRvM5WGTw4PcN1MWf7bhDyIyBgNpxMFdzV0w/Yl0lQU2lxS9NHmt0+ejX7zF6+/oePPJ7ujccdbKt5eP3s2UroihUgsRPzGKN5Elu7ewjDYt50TXg1idT0AZq1aKLi0Q/LKnYSbdc/MwV35UqkVbxynR/G2VItWy2QD70WvXB5R/VEZhQJGhdYrGJPhrUtUPPenrZ+sQJenQLIAgK0ySptU8Rs1Tf7GAwLMBW57NO6tvhqqEsBh7CZLI7QlJsurBdd9N8dFY2QhxDcK+Yl6+fSI7ny7oPELCt033pPiTRP3n0vBi3lXsnVN9wFdV3wUdvSPU3V07rNSvA3LpnHXhGOX2/VktuItFysnQvFWx5aleMDcr9eL1w0Ub/SPX37wgQhbpYr7mSjehI22GrbOK96CtS6y/Ch5m1VxhkJtd9nDKFa42R7KdotWC9geqwfMOK5qqEMpr7Boh7RIS1sxKZnHcFk6aa/XEVKO2nGcdIfaHtqGB/Q4B2bz2lUxziIsX1uejMVPwtZKWYeijReTeWUXXG5XvNOu1VHCiCTjOmDFGwpy2hWy4FlL6d00Xi1/IbLijfuNMadUX0PxpqOml/VH3hYoj5gH7tkTircNq1aHQjGOwUoZFKaIGu27MqgRZ2LLG6tvH8uzeB5fw4zKw1W6IMtKpI42l+LNXHJaEVHRkjeJxoqUOUgMOKCGYXY7XbfhBibc/foQFnini23F26tWvGnM+EIp3l76HCjeDjbF28N6hGN9KN6ePLg/ZHhNyYZ5lHMIZVrG43GHpW/+2s/2MMxu83T4Pe7nMpkLz7gf3+N+xm1/bOO0vBiGtJ2+bcdzu8PYIm85RZmd45o7U7wZ4yARJzxvf2IO/ItWvMEtr0h8HOcsdgiyhT9s9TYeBKqLCDQ/f+vt7iNeND3ybveDX74c9xi89GGelb++bKV2r3FOXkPt2JWkk9W16j0dlwnngJuKAjZXmJm6EyQVZyRTlMhyAzJyx5tixuAWMBniYeKONwWAG2VIdGqRriYBmkTwvXnlqm6t7lRgF9ITB3IHytefeDT6rh1ayV+ljpndbdwnBB7uksBwjtw0gztoDBtXEtI6Hn3ajaIwDbFl6MH5GzHj35UxYMaC4tPBtsdgRlCPfwxgPVAo8sch45v7UpwM/XSQb8jKB3wFCD5EX04atZrgux3gIoMWGlTuCNT/7mSten+gF5+uqHyOnT7TvacdTNyLwc4RzFvHTsQOuEu6x+CqIvPYwVTdNzjNPYIy+IU9+PVz3L5kL2iL8Nv/NMVblVuWnwiH4CqMVt7IhIKaInYwsViku94w9+rFKi4VP7hjZ/f4vfdqN8iS7suP5MRio3ZVcufbYv1xdyB89OtV7BIIU/Ic85v0aQM9FG+YlDUhwASd4Krv9G2UJ0zhLgFoK5ZEKV56p6vVzMRrGMsB112X6fQSJu0iQwCuCQodo8m0BtFEAC8MlXEHzOW8DLm5/+h00fvdF38ZO95YvWTHG4q3dzQpBcXlonKCXR/IoOK3y8ZbBkhBWWUnTzAWGlOGmCJiYieK4LNNgRraleJbpET7EgCZr8qb63tMGkTzYpUfLzdyifJXSvH2R2pv1ulSena8bZcSg7JfXflGsY+RV+UkPj/2x/wm3tDYf+j3yd2JtbXXcyLIlJxetsIJaLcnXeM0Rk6bbPShxmUfp48c4RdtTfwIQ9kEBDx2jczjG/goN9NUcPmp+OWwDXy5rVCwjWzwxyLC+epffnH43djh8IvXX++OnjjZHdd9XK/pERlazw/qjrTrUojEwoH6RL8QnGp30s7EMo/pbiwp0gJGQdBqenM5yrFllxwFxgIKWcYjwsQ7MwQvD1BrghvKEe3WpGVZUXXh3nUbYqB/UBc8b1q9utukXZoHpHibFH/361EFDK/zcl8RfSdrLiTttoypMkl6gQJ4K0qzsPCBvCLM9NV3cEN+iSVh/et6a34A4+gRT4DY8NLfjott2GFo7zeEHLqrn8PLQqJIfcoFW2GBz4k3Ox0JInzKKz7R3mYT1CaNp7TbLe5+O39BOylPxV1FP3vtjUjkJY3DLuvOqDM6hXDu2lW1UOyOSqmY0n1RUBXtn3nrHJvuYExSbh5W8pWJgaWMmPxgKEEDIbXsecgTJxkUJxcrRYnGErwAjlkgpQNmpxalVorOfVu3dk/eu19K2yXdt5/KF8G3a9LJa3XIUe54o3+MaKHExTXMVhtrjIwHEj7KQE4r3tyWVCkoBJdzl9ApW+k2uwzS2pLaDZ2pVHxXuGBEpVzMNW88PrqsescDRmf1uu3zb78baP7d956NcfVrUuCflMLmzne8JRWmMUq1ysf5LwiDDIsPUUlj2+zA1+6yAcksqUwqcNgGRxQKR/+J0mSjxtOEYwJPOlW21fdxsbwYzn2SjL9RQK2RXGDu0c5aHkRA0b9OyjeUa7vkR1L7pMTFrNEdutz3tFSKCRYBKPPlUuhilsgfvnAgow5lhD8/4/XX9SHCSgAoWvLDHVSRL7mtjFKjDmgbuxAllphlX6/L8i/rjul4EVR36N7QOJd8Ot+bpXCjTV2ufoJ76VAQsqsYQ1o2uOFbM64EI54Zaq+Wt0BU2IZIBd4+HQkU9iw/f5L7fn7pwAyNdrxoct+fNz0XTQP8xkeIvRutkXxCsBkkiJE8u1xclyl84vZlk2VAjMtVboc0R+UOOsaML7yVO95mKd6Ys1bbYVoqepy6Ebo5TWsLkCCXRctNRSm5B2/LXzuWkjDmJ2PHhdVOHtCDAcT51iMPasebFG/aaf7kwXtjQWJttO8KLCYm7sRlHjVmFUw0B5W58soI9VtB+jJQQpGtFlYR3cwRdRxXgy28yME4TAWVf3Kxmvc20m75ELBx2u5npsRKSXNb5Hm7x0fZlmdd8pghOw9jK2rGPk3jvH3nHFA/4Gpz55F+GyCH2R66b5U3y5qFPldfs/FiJRWTD0Z33Q9ffqU7qmNdHHl49levxIrO6zoiiJlatjomFBO8gKpVfRqhybo8eqpWrOicqYJgdVVsijeNrrJy8psuH6VxYzXc8eZKOV0vGEQHKE/mWwsIVFq+GHqZJkikvVsvaG1ZowugdXnp7z7yMGR3X5MiBFrX6VliLkKn5/TLKZMzqTmn/4PmUOjhwBQBpjohHJRAruS2M16GZQ4DUUYa+c3QYv9IiPNdLBomOwJ3y4+i34q3pnhpCPuYvuPPckRUdy6FRpO3PifNZcVbAcXEQm5kjLfOMJcqvTOaOPA0+XGtBr6nSSuDk2df/lXA/PLtI7q89YYmFTe6SzdEjfDeLMXbVF2GG4q3YpTLgpf3MCMPboTP7X+ssJrwoyBtpBzIMnLlaaKN3MiVpkzqXCdrgDVxMWvM9hUr9Rrjorg8+pG9++IIwTeeronFKl5wnOyWiPZYfUVei5emP3Z/NB5m8h7E5NEIagYABioSBxOi9AGiSqd4MxxNKOkw3mo/VQOQ2yreJIiZctZpEDgNy4FlJegzTQ50okS0m/rHZ5XnUPF2iuObMt99KRVvvPoXijdN4mYr3jTpHFe8Rez+Z1JlTHnHvyrnOAooEEgNcjU4sgz1irek43aKt1hpU55S8TYTirevPZCK/u/Ujreduog+FG9Kz48rWOFapdkT+8/qMjVZcC6+UZJGw1IyEqJ3F98shxFc5V3bZFKWK56TrYQ8qMqCkSdJWm7KdnuJbcVbRRf4KI34O4lZbeoQdSGNS+zlz3FsBp3XNUA+XbvCfviKHlLQ98/0oAKKt9M6Ov+2jgiS4smS25u89q16ZeWbgmRyMJhu6IFHRaeJc6DzqGDT64FlxkBm+0ieELYB8iDMTi6+x0xqlzH94yQKOP2x8LQ2Fs+67rEdu2Ly+8i+Pd1WHevaKMXbvXqZl4nhdj1EhGHxIHIiHKFUg9bKNwfiMcBn9QamKDa5CmvG7rLdbPSlhcs5rsG0PsGQf4nLEM4/3/Zzarb7kGEqjaJZDveHlr++nRuAerLlRBXkcnPbazymLfvJpGqqjhJdVHmg5D0rBdyxc+dD8fZcXe/xk0OvdRd1bOqjC+c7XgenNC8V36allMDMxE5x57Rs89/9nOBMmyXSMUx+0Ng80+HPSKfK2V2mrxDxUSDK3DsRJnTMDrNJC51cjr9n8+busb17Y2Hqz37nixG2T4sSS3S0EsUbcUmrKXNV1zCRVQLk+HSKt5HcBU4hCzslOt1mlwXIbYkGP4Id4tBnEzg4mfHNXPPmtoq3f5TiTWV+14q37MAqL2G1H1OMR6tfRapJbtkKoIpaEZEVwKmHrstWprvdjbbIsli4fVqgvAtHBraxE3MF1Z1Fws1L8YskHyilMA/u3h27wu7RJfMbOfquy+dT8TahsX0+yrFS9WahGhqOki5Wewv22jcWCgvwJO24ZpsiNYrVdcJ5tMLNNrHNv9yfGdEaUvM5pVWLNZJbZGlK5csf0ChaMCs0bwpaxRzaStqUEV4GdIDGT6NzyMw+eASm9atNkBVs4ipO+2yIBzDlZxjk322XwX2CIugumlDLYjxmHY5nI2Dw02iUn928gYrxRfoT1K0gAohM2W1vBMmLGAa7VPk9pBM0V2cp3vJUjY+axmaRGve2PFWGB1OcoGf40/gQeSamKGv5LwRBR7Zhpjvbjh5TwyOZX1hHqw/qESPMtx5+QIq3daV4OxDysX5c8ebCEXyT23K0Yoe8auB78N7VaCve9v1b1hloMS7LfWsLCSxj/jlW5jwD+9T8nT78OsxL3K53LUAwprHJRqjpireV34VF5ALNAZIWxYrGl9jFANebJCN/e8KHvvPuT8ABlZlF5BPE+i0BddZt3y5bljV3DlMSyGy8JtodNkx6qRTc68aupMNqyDhWc1Msfud8DqJuLl2pSq2pAMo22dkA59RgOhoSKof+qnblzjFVttKuTTfFG9QmUK94yxy0ykNw4ZlpijdRLeRM0NhySqVdKIUNZoNWkViN3687RXborPymNWu6L9aRhif37Wbcpm3sk7nTjVY2WlrhKiWFdSxMHEqnFHHA3Tc85iSedmcld2PRIhGxGcM2Dzkyc3O2DZXvAnHbNox8a/cgKXcmveKNaEaeKJriDX/9hx7npaESouaOaAClj9mADRRy5XvErmQS3UV1iLyEdEaD8Y80seB1qF/Uiv7PdYyZ3XAnLlzqzly+GhOLKzV8urlYr+fKsHskBnlBetLPsaYIQ3ECDP8seBEyx4+IDKrJZ42QrYhr5QmACyWzKI8aQEneFoS8KKc1sdioHW5LRd8ercY+sGt3t1IDxW9/8elIfO963e8lmePIKQpfjpl+OsUb6ILByqiJSttfcCD/gE3eeMEt5DfZpqxljFBAyYnirYKSN0QvpNSF/HTJEpTQjoNPoAy6KoIDw9aP7UCWMB60U3tRvrHj7VTtLmqKN006ZyneqnJOcBw5FG8oOsbSDarVRFnxFuWe9TSOAircgzgGR6l4IyeppEj+QXcq7oLssZdGJtn9KJq1x0n30qB4W9R97YF7I+U/RvGmHW87pfzftk6vrAnzyhrw/WYq3pJhUUzpbDJRn7KGof6yNBT/LXdlR1zL64ynRvgW/FixDRVvEUSS4jHG/ZyLGtuTlgAApmgcUlpJ0G2kGbfla4Wb7ZuKRBt2VROnj+oFyr974WXtwpzunq873lCSHNVCAjXtXOGcGijeLGeSwpGEk2MZYVZ7Fd6qa7LjTzFHY8tDGa/kJLfpQpbDhE0bR33FqH8rxRsDfcBjh4na4qWaBG7VogGGeyrZZfLQPbu6LVIW81LgLr0SSP3fUEdh2LUZtKjdjcEySVcH0+94gzwBqsxMpWlNghSm//UTeeHLIoIbEyAtl8kB84Mw90/GTXzc/gaHTeLyl/ni79vYs+RuFFPErD6ohYiAcAcxSU3IrZz5lXl1ezVV93nxMh/3Rl1Uv3hKO6O4iuGld96NJHjhGcXbe3op/EPJWyiDUVzI3JBSKzjt/jFSNzWVYghHcqzEpcnUEHJIH7g9ZnB9w4/cBVxFzHFd8VTIkYsFVvTW0bt1yuNSCdIu7Qx/ePeuULz9+e/+TmC7f/PGbpnaTZRtC+C3/oet0PYarolE7qtD8vUWpjkpC5TKW0bo5c9Q2HYbBtlKdxV3A3Fb8k+ieKsdb69rx9uJu9nxFhXHecn8+9c55bvVrwR1llteI44jlA1oygtj5PS8reItkAjlWJ0AT7YbKtNatERGkJVlko3lGh8t1dh996ZNgeGRvXvylVLtclu/amXc87ZFd7ohwVvrHrelisNJAtok383cxu9Fh7Nan2HZz/UAcbA72jRBxakc2dGmVITGv1k1BxYmkNkXrxgrbyggrYR0v7ZUNPMPfqQo66tk2m2C8UCw6c0B1tCD0DSGAW+YJsj6GiIb/wR8GO7ogYQg/Wvlnp7tm3zoD+N2ou+DxJHC1ScwRN4ozfg1VnB96/XcilOM92uVrCHgRZ9LetiXSt4OfVCKN40ZX4wdb9e6l47WdTYut9gwkvPVokj0BxlhD9mRvg7LkMyz854YTHciSmnIHCqOhauQZVq0k7MVb998+P5QLO/brh1v9x3QDGiiW6/2PUwRZhml3Ex/385RFoImILOYccd+Ha9hcBkTVYHmB9Es95l8EVH4ZuGJhIuaBuqYtoWz4k8VbxqLCIhA85fPnMdw22LwWYmSAmnXIbpoB5KWFA54f0vFW090UTFvfRoOSA6HYvJpUHz+49wJCyxv1jKjeMPNNNPKkaOXr4fc/18//GF3+OgHusPmdHdIu964z+BETYinFi1TZZSAa6AXf7CvatKMJqIYp4Xtu1xcgVG8jRtXPDcgqQhJLG5o8ppTEKYChMEZAzPCl5Ti7f5t27R6urB7dN8+nZPfkUdN9++N5HasXJKVVQO8SI+4XlEtxZuVhHSE7lQma7LcU5108e0Op+W4723IeKSbv+Gc9eMw27MA5GHezBU2y28ORNlsqYPqMzCIlp5TlX9Hx3b+W8trXg3DKo9GPbT9VLTvD2QHHAqeq5IRjl7w7Pch3WWD+d6LL3eXdIzmsJ7+PnrqjO6zme5OVpleG1G8MVzpeWJR8kApVyiLCmcmYvQ/8NOKtlhZI6g1IS53Ra5yn6rdkL7tAwoWVqFM1jHapcoT8rh93fpuz6bN3SrdZ/NnX/lyJProri3x2MJqyeVyreoygF1YheEJcewWSKa3icVUDSbyThIFugJBrkc4VkA1IaFryvw7+y0I/5bPIE3lkfwkRsYSbzKoDQZ7kc7BQgYndIvTgCITQ5Conw157wiYPD7MUXepu/SH4u2E7pPEfPell/Ko6WtSvGlX0WlNTrzj7VJdkDzJMeTggVoO01B5dNnG7tlSnnHsFGPlypQ+g61ikne86RK/gGmKVvEoO3L9WnFU5ceuIQZQrFeuUN54VMM73v74KR01lcJih5QY27Srg0mCH3Gx4q0S+o2y3F7k0MakuaRtp/8IjJXY0asgR2ACfiC75l+TsgwGm9PNEiIW/8pUmbYJXZU1ltspU5YqeEdM23h6mQC6YlS9cpViFyhe3KWFauOyFgQO127vv/phHg97WQ/FfKQLtC9LOXJaO3fBdK0djdceDskk8jiueGv0RwxTnLa/+j5QeStP8yRzkzJLUPwZqHjiSPSLOUlWP1mT3SUhr5rsKo9L9cel5fdt3RFov/HE47HL5D7tcuMO1GWSZY5zYbSHL2zj49P9sttS5BtDeZjfbm8yNoEBkj8F3+rtIMhO88IRnVXCGyrjqUgtLSMZwn6M3yA4nU3uKv+VVgUW+BwpVrzW6bbOt4d1c+77Nqc0nqJdui7YK/pjZ+WR07mjmp1vKN5ee/8D9ZHHusvqO9+pxzwuqk8B64z6F7enI/VSYS4juGa3Zcp8dG0lU6bN1I5kuzhvGHVoRFGkoCLkwldALNCxWMxy9Y+LFE47eO+WTd1yyd2/+XL2j89ofMYjWPSJ7GCgjH0sz/1sS18Oy0uveHMOUib4ct6yhvDrnECN3RkvpTXdLjaDWKmdrZPjlV3tXTDLzCgBdVD2TWpDNJ7Jo6aX21HTv0TxpvoYO97GHleYLmUs1N7SFBlZnsNc9DEAaVSbTeO2AYjW3MWb+qYe9vU9W+rSFaXMVQH54QHXe8oBTMS14m5RPUjFY0SEc4/bBv3x0MCj+/fLp+uevv9gKN5QtvHQC3e1rSieePEqaBJsyEsVXC8nSXjLTsGB260T8SKX2C74GuN6ES40Y8WvJncgCRM5k0sYaxxWAXEHstMGNXSxOw9j2Y47ZCNd+RfhTsNxjQ/byjn7GSapSNz5KwjnB2ADVsSxz/IdtSzORG5zy1ltGPnOFD0PcrzRHW9OsagzkJKs6iJH9f72IEr8qZRrBd+nNGgvQUF/zeIYMS/UvPOQrn1gxxsLFS/puiQeV3jpg7wi6awqJSgn2OFdY3vTL+8w0wPa7NfyX4zMsiYv/gMy85j9e7oJTeO8lU8Gqz6geGOE0XXe8fYNKd52abf5/h3b9biCFG/irxVvPnGErDbcrZydfrV0AFgL3YCbo8VvPkVT+1b08spsxnffilL3MF7gcPmnsiuxNNLayI44icOYmi7AiVGoVQZt3l2ywc43xzN1bZf9SI6y1cmbtRv5A0eQPv9zlxyQHPZFfJe4PrfR74QFrlRWvDHRpUkYKt7eu5Tvt/21FG9vW/Emmzb3M1O8tR6vZ7fbW1doKl/fQWatbIo3JnaKgNINZQcN0dLrOVl+cPv2ULw9YsWb7hZ5fP+eSGjHipxEsNsoSECxYWXSvOIteGQZwW6dkjsj82oY5o43Yrs5TPtWirdrTfF2s3tdsoUJxZsG6W/pjgYUb3HXTd2ZdDXu/ZBkxIo+u48qMVke8zfFG02zAZyZHjxcWfYZ6Il4P1DxYELh1TnfqeKNgeX2teu6e6R4Wy3F25+W4u2xULwt6lZrIrtCkyTkdVENYj6V4k35d0fngb2V23DenZOzb3ZEqSjtoflEijfFzRYDDK6ThU2Jub7SHYdxUsQLtz0qjixPFD+t4m1CijcGQlDmwavL0mX7WSneyOGkFUdVfhNSaFCeKCZWKD/zije45MUXehfKXGXjNsT8w8+mnDU8tfQIopcol2lTXFW7g+V2ytJ1Z4o3pyYiirZZijcFoXwLxZvaJMx//kFOln+F4k07jy5LScwReuTvGgN6mem4443JwW+m4o12imN/KN9WLl3W3b9tVPF2cMfWON7FTpTVUrxRPOypwlihQnm4XbEipynegKvyaeUWsQmwI4Diw5PNQUhztvFARXSaADRUlZbL33ZDMoQdeLb4A79ZTuUT4/FVSGSL6JRsV+z4LL9qJ5oCrvgYoYVnLsXbVcVD8fbumfOB9LnX3uwuheLtaCxOXdK9UW+X4u2CyhF8d6R4G4yrqpVufHRtJcFWXSN1yrMcYeWHYVonHLwSJbLbCYIxxdtWKXTnVLxJEUefOK94y1L5XCneUDqhDImiD8kOGUBUyA3SQh9JuxNjn7rXapkUA2zK2aAdbfyxCGDF2xe024f7zzavXhmKN46TrizFW794lWklbiGSaXJaDUVRk2H14V4FkJBkbIjHfNaKN6EFM+ksLEXIZ614g2wrQLJmysP5IbCyhhMz9pmeY7+tbgvabd94G0au3M57POp4d6R4EyGN3lsq3kQvq6My44o39HH80W59MsVbntQKnE1g+BIuZyA/47flvzj3mSneJGu+4+03RfFGhl0mTU7KYziucr9suXP5317xlmOufoYifnsC58RK8UaSLm8rwe9M8dZaHNWJkpsoxUHG/D1v3xUH1GYOW5m7wvW5jXwnLHCFGirecHOvyIUaID7/3ofR0P7XH/ywe0tKkVNaiXvvzFk1ORPdZS4yl5nWyj6D5Zg0M+lV/HxUQUp2bf9OQ01ybbLtEFPSQ7TaXrENQQV3JffLbDN03KF0U8Mle5EGnrtW5t0Q33r6mVg5e2DnDu082tStkLJj55o8SrO0NO+TWn2koyWNWoSSKxsFdyTunJMc56mIGxDrSYNzqP0vkWtw+6+l4UwZzcCeO8hYbVeEwWeL1zqQ5tOwG3wuGbGft/OmAocY4DGuasCMKEIc1pIJR+CL6th32HW9TBxXJgi5mWZ1X5y6pBVfzPNH3o+Vque1SvWG5O6MLtL/pfwwJ9luKTMhBdyE4lE2PiJaxabVr1Q3YXsCPd6H1lhMcVXulReXbJAciShf8JLsVcHdjBVa4cevgj3JnOTiXLyvXY/dk2u0artRR7dYvf3DJ/OOt288cn+8zLVJF6jyzD2H7fyK7mQNQpvijLQrXXd03jJN59boDAIhNXOQuac+UZIpy5FRpeW8EuoBZmVfeSoODJjliXSrC2ZcYM+YfXrkXpjhjU3JYsMjokFR7Aso1y8Nx+ObRx7YgcuOt5MlE39bO96ePaRXTWvH29t+XKF2vHULdQw58lAFAzYU6jKTRdSE7hUL5ZsoME1O1zveUNZ6x9uEj7THkoQIB4/+iNvuBKz2Mu7KUnpLBbJSeUDx9gf33Rvp//FTj8XjCux421o73thllMbKqfr8lFYvD58SwRzR2JWaBtvuJjGjMYrHeLpMrZxpu6MGYZp+RPxsfSOgyU5DVUkFvwNauCujUkekj8mSzFhOjdOUVtSwLMK2BxVJuBPS7caU+jDa9YvqJy5pcHxOx0lfOPJeAP3v3/uhLkS/2b3NYx8XL8WOuCtBuJRsi/JIPG0b3ABtz8tMw7T17az87VmO1t9llLl/i2iiji80ML+LkpNcxlF88W6BlIOYNcobbde2tWt1B+oayefK7pn774uw333gvrjjbaOOyS/XZeXkIktL+NxORd2C0/AdWVbr5DYksIiegVA2mQiKCsCW6MCUZd9Re4BrNCDzGH7VwDU2jgOOfFtwiN+7R0D4KGQteTuGUco948l6H60vEyNqCZhKeNhPRDLJXEBgMYQ/IC8V+BG9pntNcvfqux90b+g4FXcLPqt7BjHvnMuXdqd1XNPXMfjuTo9PWlsYuR5mgqzmN2LcqDOIK0eEODSSFQOzLWv1L3gkGOzagbJwKvvHxepDUTisV7+4XUcFeXzoT5/Oqxj+8LFHYqGKlyxRqpA0F+5jmvzhWTQ5T961bKpSJhPIraxz5P4qkLZcJmzKQbpdzAZpdSvKyimV7W1twbgizvXSBBSPbr/j7VR3su14SzyfTPGWuSJmUdFcLlsgGvUGsj2IBdyIIZL+EndicPvk+mO8Ea8YaOWSx9oskC9UmVLX16ttwezWMXZeSN6zbWu3d/vWboXGRo/u3R1h96jP5LEFjifHA2iK72tFFhfd3l1Ee+N7xyZLucWR+TQtk40BpntEtKs/9zzAnUI1cYHKvHR+/Q13PEZzCbDzDzj+QE2+PTXyzr9hH+RGsMeZ1A9/nW4NmYZBQQEezvUI7hZxJMrYRwGZt4NQt+e2zT9A7HYSrpvmX6ApmWjt/KChcXw1DpmiFXAg1B/dzTTb2jBVl2ZUxqRDf834jZjnq715VTveuLLmZzpq+svDuePthffzqOk5cQe08SBXjcMKs3xbhZU7TctT0W//bO+I6T9Civ6AdcyKMRbfgsj4yDve7luRY4dvPfpgvGq6Tye3ntAjNNwByAu9mJBxoaa7g1pSjzvOZeejFGkjeVDQyqKEovGfuEWicx0R5D9iijkFOgJiXNlLKVaMgYgNxsJaEb0Qm/lOT4O39tWw0aZmwq1fqZQzX6PU9Mq1lhOJfhEeHBI1o58QOW8+Aw7MK97ERDeKt+On5W9e8TaveLOcWG7mFW/FEXqU+NN3tdjzire+s8sunS60OtBiW+vr+K5e2UquUHILnPbHbZAHXFaAzSveipGf0Jo1pvuE8ecC75VFwxLrZWAkzqDgXabzijdGuvOKN+SkyUSr+QPpcTvhRmEQ1Jy3EfAWbV7xFhOvecWbpK1kajANC1Fyf5Vy5bYsJShlNN1N3AqkTQznFW/Vorll6+u2uZmMzq95xVtKHNyYV7ylTFTVTCVNCY37h3nF27zijfYjN1RUu1wC47Yb2+5U4qHiy5a+V3yjC/HIIO15xVu0zJ/5z78YxZuVJJ+WgxbHccUbu0zO1v1tf/Pzl0KJ9//97BfdOx991J3XSvlxXfSL9vzmknw9a4pHFfTNBC3az/5HpFWLGkSm2/XA6dNl598Aug+MmPHJj2jzyrCP5XXsQNIKB+sAHPFaqpXex/fsjXh/8jtfiqfH9+pSVu4T4RW2dYtS5b+wVkXiQQZBg75p7CM2P15zIrT+vLJpGLwVRu4MbZBa9wjIAJOrrULZI0Lv5Me8tH27OIm8dWRzgI7IT6G0ws13LCQMgVW2shdMeN05kTI4bXeMVTpicwsMJ0tV+gOTB6+e0CNLeQcSR7ky4vvsHtGK6Kva7Xbk+Mnu+Llz3Y9eORQ4Xz7KLkytbrHjklUv/U3EjifFrcvuLdNtxxtBiTpwJF+ytFjt6XeBFdlpxa/j+TEQ33/nZSJwsRKFWaBdCGHY+Sb6l+l4xArJ43KtUn3pwL0R9Gdf/ELI5E6t9G/SnV8cm1gjOIxff1Pk+I6fwj0NDzFe6QvCnKm0PdFIOOVZ/zJWcD688c0/PnEnXDjouEBVuGOXUTHAslTkCEjl6RX9wpNpVV0waYk40OL0C3V0kU2qKo0ZVRwo4r6eKfGFtuh07Xb47ot5x9uPX31VMnG8O8Udb7pcHPjLk7lq3i3U8XHxJ3LVEyqIvox5XCE6aKXpHWuWxSkJAqREl+7V1skq0zp+HsiJy7+St/YaMkdNKXfhWCX6l2jH29fv2xfp//EXtONN5b1dd3awwwiZWapdHZgZ446v36yf1qZFCYZw9ASm+ESIPV3sVrTm3XgKDfmtOmfgkR1vSEP+y6QKE5U9TH7z6zRG26kRMBU4EjaoSSkU4ecVXu+ciwZFIQ2v3Oy4xNwUHmTitPq+s1o9Z3fRj+sRmL/60U+7m6rzH1642J3X3W7scL7edl/mVQa6REZYqk6UHYj5aQk6j/JrPLVf8izlMmN6N15+9dj9HbYyCXpW0kk97h8Urfgtq8vu9+rBIe5A3a8V9T16MXCN5POJe/dG9INbt0hGJ+MeSu5UglfsVIFA9ieHcZskrPzD9Ltuk//OTwTWj2FH/DJ6YRmElH/4NFkYhDdnY1zzuaVjiLMB2dN2C2hl0pJ30TSQ3oNywgSn5Eaiq+cLd4SpjcgY8DFdE9Xe1CYdebPbi5ITH9XOAGXZOq1rF3jg6u3jp7r3Tp7pTp4/3/2jXp7HPPf2YT0sO91dUQRarthRrnYmpKH6juyvsswyDVPR1xfngwLp3cNyhyLzCixZ3rgw5DvrFXb2yJPTeYfRguvXVHVvdqv1Qt9G3dm1TPa3Hn8s4v3Rk0+FHLLTcp2OG8IBX8XAiYbA7mRJp+qp23DTRF/o/rAHh+aiLVz5lc6ESvrTPV7e7u+SS4kLbGE86IuKWim6f6yq4L57rh1v/67d8caOtytxX9XV2hY1s9AIMqnb/fZtmzkBtDlQ+ZJPo340qGDtSVwZAzcHHunZ2lCVP7H8RzSHsRMcs0DzCna90VvTR3Jv0349poF5TO3OKu2A3L11U3eP/ug79+hFR8wauSlmjh7Tu5NG9fK1b0lpVcKUmXf8RGRgS+5pm9w+OcxZClorn+ah82g7y5864FmIXNXP4JdGEjuUBXkW2rCjLoVH+kbbHBj9A6YeFzgdH7eN/Ur8R2DUXIdpUtMEWd6OaEQDuw+yq+p7gxHiwu37+6KeyXOuJBqvg6FqEQTk3Yg+DUW8Pm7lvE4ZuJ5l26LcAFudX0qBIMQAVzlO00Cxd7y9Mrzj7XDd8VY73s56xxuvylYZmuvGbS5kph3amDFwOKzsliEwJBZDjPOfdhK+0E8viNM03PFGu6dXTR97KB5X2K/HFZ46kDveVnvH203lVKgZXVDOyIHL3Q94hKf8gz+UkeACGLsICflLEl20Dgoo6IhgHGHSUVHkgyu/KgV9WvKw0+061e94y3FJj0egY2ng0caRxVO391EXDV9IrHhzeY3gFvowFcf1xt7z9t1xQO1nk/q7w/QbHvtus2mZtZKCO95wM9k9UwqEv/rhz6IT++7zL+glwePdBU08TmqCQYWeWro8OMRRGhoqzsP3gm7XuK06acFv/HUldfVVgIkrmL6SZAOFtxVvEzdFjwaaKN6WioJlOrbwxYN5XObPULxpALd7nY7SSNGxSHhXFjJfMM1AFwpI0jnokzf9GRpQrVFRBEzhA7I12JWlYbdlDC23fSKB5uN/TIvt28VI5H0HPhu2yc8AndU0oxPaBHDeFkyUkqNQUtvcGToVl5cHXtGz1uCbjgYTCjccAg7Fm5w3a6B5QnLGxOJ1vaL7rh70+EjHm//xpZeB7n52+J3oqKbUYcZl5TGYQnFFnlOBBd9JpSne+C7GmyetrAV4J4q36dr+3o5uVj7A1xRvNcCcKcXbEuUn7k/SEYov7N0jKrruL0omd0kRvEWXCC9Wp79OA0tMr3iD+uST5esTKd5KtoIHxuPJcrNJMdNwmXhikJU0Oz13fI1vTW4VqyaLju/JT3b04O+NoyETdMJ8e/DsNKarkDgaxV1HQ8Xb35Xi7UevpOKNxxW414gcjCveSNUdNG6My5gHFeJRBRH58Yo3YZ+sFtLKscoc/Pg4xVseNd0b6edR0xV6XGGdjpp+nhVvZCflxlYr28hp/rhM70zxlpUTObIstVEkDUyYTIVfpzfaTo2AqdwSZ2uD3fEQv1COtE9j0a14uyE8RD2px154OOG0lGw/eDUXAf7Lj5+LC9GP62jYRbVZKN5ulOJtAiUwZkzxhpdz1Gek+bRA1w17AOEs3InizcfV2XEYdU5t04QumoZ3K0phdp+OdbFQdZ+uYuA4C4q3x/bdA4ndPRvWR7u2RO1ztK4qB78qOZfizaXiyZZ3r/aZDbTx47ak91HsKtRWtg4cejRZcODQLh4O4YfBQ/ecMPa0PYhQqFvy9T2AkDM9XUbY+CDPvZotpXG6Fv2yv6Vn1V8JJS8yYvrVfslxKd5ulmydl/KCGxfeldLt6Jlz3Um9Cv731T/+4LVDoXi7pK01tJ+heKuFnZmKjyKiUpGdLtcT284Hwb27QkN+zARjykUE48vxRXJgXPE2ef2qqu5Ut1L93nqN11C8fePRRyLf3/nCF7q1K1Z0m7lkX2M32u1FGt9hFpXcFsnh53befU8vh6LEvAxIfpLm1sYkhgp1PrDTPV7evx7F2+lZR00/leKNXLiIGsMqXwpzUF+2xYaATTj7NODmIHZhKCZZ8Uqr69huXxdY8aY7MFG8cTx0ucqG46MP7NweyXxBDyisVvuza8vG7h79LdEdbtvrWpjlggcnx0ujLcNdmXM7mYpWUSWyrHhzHj87xRtymFhdT7juJE3LtWjIvscVx3Rgm98ef/f0D/jWczBQO34lNOLndtMwUGG/oiKZ4sgG9HfZo97+ci4HwIXcijfzFgjXF8d2X5CCqFongI9TvIHH13u43Ug8tIOkkXz2fCQUb6QtbyvefMcbircrflzh8D+V4s3lHpTz0zMiZCW50aDMnIRMnghuXPFG8LceleJt4/ru3jtRvAm+hjyaDle5oYlTeZFkk7sxQvh0PR0LalIokBZf0HwGznCM5LEyZ/mPmXVKodsiK95SdZ3wjSWNgHTkGLI82SpKutYugtDwhcBtkDiRpAHfXOWoOK4j48Hz35+OA5IhV/9Ph+DzEutus2mZbYo3ZZzJxjVV2pO14+0v/+bvoxP7via7R3Wf0iX5n+GVQcFNLxm9w6bvkgYcHCmKqjgW/AaWHhk6KzCgwpcf4YsKK+DJui+EVQI65OVc/qxJBBdEf/2JJyPeN554VPdrLQ0FB/eJ0EUuc4ddgwGeH+/r8ggVgSN/iq6o6X2lHoYRMzoDgbqRIxx/x+a7xR56EvCxJmlLjB8HbOQeBs+Gb/JjtAIZV7zB7xykNjWVeJVKooZR8W+peCP3gV8/I5MNxaZDoPXjDxWMLHaXYM6rbJhYvK8Ly49r99vxs+e6H7/6WoT93Qvahal/5/TK6XXBTWsykRMKScZk3n/g1wNDJqu8PVkNzijNmOwERpHgRr2+s8Aqz4oQXCg8kZ2Aw0WJ982976KZ4XUi1SNka7GyxK6Sh7ZujVh/8TvPxCun+7ULc4eUb0u0G2GjVvYxi91haqpmjkNLpO+6FPzKlHtBi1wlJelsQudJHzHS9D72yzImVJH5HwIsh2wrUCxJlTxAQRexHD85kmicGuFDEwowBUJmG3RWhYnJk8KseOO+ybbjTeV+UzI0ong7zSX3E90ldt1iYscbmJGt8MmE8CEvYaN4k4vvsdXTuXe8WfFWLZzjCpvvFrT8TNaOt6Uq81Vi1FDx9idPPV6vmq6PO94+LzvezMBo24KDVd6DAh5jNZwBqIz55h4iy4HAvE4b0Kz3KVFEVPz0UqAROZU+CBnE+JGF+HDS1ZaQKibRZNoVTXJQuG0naPz6kvurUlIgJh+ev6jd3pe0u+iCdhf9KmD+31/kLszTUrRfUd/IXVw3BQ/5E9UWBbWtzjpTlVDLUtUlZ1XBns7BHbwDovJmZUNhUXIJkd+JxHWr031ssetNbSWLTdzptlV9IeaJfXt1l9JSDey3d3u1w22lHk+4T/crYTZL+QG13KmEzeA8Jr5yc+tYM41mMk2GMlMpL/ps4S2GIBKm+RC1PmwPw5p7jnJqYU5oFoIeornmhLGn7Qbd8tCSnyNPBqJ5wEQzgR3/wkdcS76xiJK4aIurZpVQRksmHLRNwadAmNIQsiVUl+UHpmMXLnUnLlzuTl240P3glewf//bFF6OdPHX5andJk07ueZsqxVveN0j5pRwG/pJNl6jtkDrREVm12LrihALMTMgMuy77iwwGjshoYvVi6eQNdrxNaVFqMnYzLdG47Wv33w+Tuu88nYq3HevWdFu1WLpAySwpxi9SnMCfiYS8mYrfHsVb3vHGA0PXxJ/I36fY8QYvvdg0XrvAab5ZXoHvmWsGh28P3MdSQGGossk6zW+15gp2GzZ5o+72u6E2SGMcTgFs4H5bjX2+KIUb5okD+7pVUrxtodzXr4lXP9fXK8qLq97EvW7Ci5LaImmbVz6hGqo8ti3S5C8oBaLAsTKWNMNUNkK0nZfya3kswFS8hlQrnQQKpdCg3SOhccUb0Y3S/LZy0O00KMz1zAmx7NPHxxdjfFV907N+7UfswBDAFcMRR2L0+NLbQG4NxhDr04q34Km+nYRjEiMVZjjwFcdk+Q5M73iLoXeLBLVqD33aINoZean8otwCTfIk+ZjtIC0o37MUb1q4v6K+OV41PXxYr5pe6158/0MQdm3Hm9pG05mpE1pp4Gwm/RzWvMMxDCOTDu35Z4g+LGFSDpQDtW0L6u7UA8t5xGii+2bd8Ybi7QsH7o2FMO94UyMf6SD//FHmnseOK95IyXJnG7/gddCafVD6hXc4G81ytCwVbxpsgDt+QbVEkrrAU0GfneJNCYO4Jyx4lnSRbppBcHpUplxHDDdv3x0H5hVv4p87HrNyVmdDQHUybhpix5ukkWfOP0K5JvM//29/Fdrz57TL6JiUH1cUJx5eENyMVioxVnK0uha++dPazYGf6607rmFQtB7yKNJaRTL9dOq+M2jyxpWIuliNFR3yWk0gNmmysFp///qrvx9hv6NjXhzzW6sVVVZX6eQ4roCZVEOHYYXZO5ZawhHS//QdIX59pebLTc6Iuyo3fuOmBbkBGAfQ96zGImDsa7thmgODvXoYu8ZlYzSxwu2dTFEQHmgkhgkr3hpCpWWtViXroCgv/MDjHW/eOcTEOFo/QSNPAvMl0BqWx/cZdZoXJItMLH721uHA/n/8w/dCGfy+dsFd5HiXBlM3gyYdf16QCiwmG8ZpblndFEkKEzIVbtHmibvrQgZEcn2H1YQyy98XojOmiHGFwH2XycyM6o/gkVVedFusAfSe1fngx1986Rm9zLWse0Cd6R4p35bpyOwWPcCAWVrEpowX4kLufPT1xlxWxFphapOfYVBgFkgVtHep4e0667C28hUBIEHyK7+FRx6zjOObx8Y7Cpg5aAowBZpvtj154pgpK5ko3s5ohRzztz5q2na8XenePs1DL7p0vI6axkW5kgf8rJxweZMXTKYvt4CseHNYPMoRQcpR1YGJ2vHW6k3xBs7MqXhT+5KPK3DsXY8rHNwf6f7Jkxw1zR1v/VHT5K2PmoLzk5jkqKm/fUzDAvXJUknokXZuiGyAbwSvYVonQDnaMyEtr6aIUMtSa2YdRWE2LZ1y+GJth2NzXDns+B1N2fEXFu4oW9fv4s606izmkr7pKY5IyXtUbc4J7S76rpTAmO9rMYDXJi/G7iKlIWGjPUqTymAP6sljcxvGdRsetfQztiet5gfc6+tX8c8j7RaXUsr6EpNUxZlh0sugXnQu0vG+RZrsHtRDQ5ivPvJwXGS/Xzvf7tFR02WaEO/UxBezUvwjFejApm1w+zDpujGo6E0+qsINSFLsMmZ8YLRn2g7q6+to+NxfQ+Gw25jmjhG+DcRx8LWn7UH8IZi8W94GIHZ6V5RZQ1RHn66+b6rqRLYpybm2462gQ/EWEaOlCfRWvN3QQgOydlaLT+e00/KMFqd+8sbhgPk/n/1Jd1NK1vf08u5ZPQSCsu1mewirZLJVLuXV5VWyOFXpI3eV/IA1zgm23cmv1k+0jDu8YYq+ECInJJNMNJco6nLJMAtTT0sJjPmOHllYq91u+3QEcbd2XSJ/y4vhi+uItMeDwFvuUurxMT3UN7vxl3F9a7TjaToNi53uVs4F4rKlJvbxHFj1nvybB07PTULV+9sfNT3ZnWiPK1TEesETapsx2U1uMyQpL3fLgH1tD6jvvQo1HrM8K6wlqu90u00wGz3mAwMnTDCTeoEXs0xyuVBt5VrtZNylXd+LVe7ffuapCHtEO205nbJmxTKVv3Y6yndJZd8K20zL9SWiSaYykVC8VXrOtndXNdmkvXQDM8yKUEVRlV8VW3mSTgakJPduQpqMRdlCgDhQNNkGzsaiYcVbjnTBQ8w0dzIOMPnOTh974CqELT8mImxjSM+5v0Z9TR12Gw+5Lxv6VbS+vysPFYzjOdpcPLJMeVyePE6umDfmI9IAdqYgjBmpmRfU12FeQfHGjjf10y9p/nBOcvjC0WMRdo4Fe7kmdHKmbRWz4AQEpe4SKY+wUigrR8MAQRd8wzOEyjCXt0HII3LFFSUL66jpgZU5j/nmIw92u9QGHkDxdvBAzFP9uIK2NYdY0ktXNWnZsOIt+GaSTFvL0pC2dDdZqqAGqlz20EPfzD70Y5y31v5Fmo2AERirTPF0WQbA4CcX/St+Fmmbfnt8PwBvdXFQA/pgZ8Dk2+4h5l13wQHVWYv0XWD5HES9XTbHw9w5jGSr2GR5tuLtihqAYxrQYf6n//CfQsnx87ePdB+du9DpdrfuYgiwqo3PmkdtrSo3JsxtzjVMuGBcWYdB7hRdgm7ITD+pNMXb9csRdakGY0y1NyzXatmqVZpIrOj+4mu/H2HP3HuPjp4u1k443bWlTh44H5f5JIo3KnKfNTdzSflok1NQPXACDX5b0G1A3UYMoslpX9sN0yjYyFcPY9e4bDS0Ea9wz1K8uUkVH+q4SmMIUe5K8ab4kiE6OR/v4q43vs+p02SXJfcqvXjk3aDwP3/v+yGT7+jut/NXrkg5o5Xh6HqkqLHijc5U8SHN3PKk1Z0LNnIV/IjOr4fNvCnMTANPE8osf2MHpNgVCmB9CpapOp0px7w02dUkdveqFQR1f/70U3GXyUM7dnR7N28Kxdv2VamUW2b2M9UnPUZMNWpyPkbrTRHYFG/QNpRVqEjjSYNXbfF1/ozTA56+wwOX81uIBjwpH6WRqfS2QsbgHNYGyoAUcbY/ueLtXKTsHW8TemGZZT9kx3lzeZsg5y3SHJNb4sCf+BcAwlRHjFv5kzEBxj/zvXZMxo43yRITypXabjBUvP3pk97xNrzjLXn761S8jRWLi/A2dsaApzauCv52iO3wb4LnHgYbzx7qloo3QAxmPIE0fxxkmHHFG1HilW3ZTn2IJrmuRZfyzFV4PjLhiF+Kt/P6oDa/c1L3aUn5NlS8/ej1tzT+ndJrk2p7Ii31iyj8Am+qzrLvSrz9RKQoKMEP+htTI7IUDplL1xvy4TbMg04mm2EGcXNAq2ogusKU4k1vXMYdqCjeHtYONwyKt1XqN/dK6bZLiwDIK69MYpaX4g1Kg3ql4fZhtuItW8OIWBWukYQnWSpSA2b0I7wc3NfXhLz9b/IqYew2ptvEHAEZJ24kcBR1oRzJ21gyfTvbRzVlrudThcATSyB9dC6ng2KXCjzFI9saYNw/WvF27vpNLUxNdWelqOEKBgyKtxvqM985cSpeA59Sf31DyjdkZjr6RYrCNUB5dXmVLN6Z4s21ihSTX8aZ7au8G5OyPQXSyuDJwb283PWF4u3JPfcAEjve1kjxdu8W3fW1caOOOc902XOyIzzvKPR4EHi3Sz1Fpkd8q7ylj4Bd30IgiY1x6fTxnKdBFhKy4mer4nhl+3hV9CmVotNr7E7H7RRvh06ejKOm3vEWCY8r3px0BLbcxRc/9nF9HfgEzDC6+8kWOWIbQ++brpGY4dXSqCBaArcZlB1mgY7p41whhnImYYMWoFh0HCreHrxnZ+y+XaXdPqvrjqvFtWUv2zJwubQlSyCWaeMJtYUUd5YZ9EvuSiioQZhoL0smirTwj7BEH9+tmJsj89FLsltl4SxWZdvOhzhQTLXdEpHD/P7sFW+kUvl0gqYtybdv2aOec3+N+ho/CNp4yBq0oV9F6/u78lDhOJ6jzcUjy1TCqsyDyZmZXA6Cj4kTiYg/BdM+UuTjirfnpHh78bdW8UZdSNm3LH5WijfKuURoUF3sQ2ga14Y2CrCQR+yCt0wUpiwpxZyNzmijsrjutoFcVXyPgXpg0WoGNKoHoZV+C7pduoNo884744DqbOsu7yzG5xzK2bU9V3Z6gRw0mAVowaejZ1hzSfe7HbmYu8n++//lL2PH26vHTnSndOHrdQ3GL8duIg09NFjCuNK1Hkh+rQJW9zgsEVek1nC2zi3QxY/h25GIqFCqKepJUWZgJq+cD3utzvNxZ8SuDRu7A3FPzYruv/mDP4iwAxu1qqaJBo8q5Oqbal/1xuxEwixQD+DGPDziZ7yW9iGu2853NvwOz9rswedsvPArTULK3RzG0duG7X1w2fc2EVvj1sPcUj6MbpiIFW+FBxB3kG7whjLl/Loo3XF6FR+aPcnw5KMNgoTcK5OeWEzH0cFUxNGRXpZMvi/lG+avn302Ou+fqTM9psv1z2vycfLyNaUg2V2YR6hm6shhyFHlz+l78B3yKvZQji5LdjyF6dmmz/qwkqZGDJHHYIwgSmBzr5WiMGAUrhlNFGZ0JJop+LoaRP7B/fd1K6QMfuree7v7d+7sVunI9v6NuQNlTU32fSF6UtdGj0GaB2ymGU/Xk0lf9k+ldsWOWHwdAyjRAABAAElEQVRmPnxXXZDufBb9rrf2Jqrra1+/R0MTJvlmGRvSZvbZbziI6uWm4hcwcjClZEZ2vD2fx/qe1f1aR46f6E5rN8fbp0vxVrswc8db5sL5RRGHad+ZFKxtohAfgnH+IcPtk7WqjZ3hCADFT9wSyEiDC8MpO3a8rVD551HTAxH2p0/UjjfdN8lDLxz546hVmGqTGq/T92N/G0/N5NvEMCwgnzQd4lC/bMxCeIjpQ/J75Ld4k7LRYhZI5n9Ij1k6jtRVMyKOJZh1O3PoFIzHylxCCSOq2/BFpo0V8nBLAqp+u387rkUo5PBVPery5rGPRhRvrxw7HosAN7hvUn0jMub4ChjJI4l6ItL6hcoU9LvuNFn0zKSwgK2hrPxPWrZDfoBQKZUsdTrOh4mrGJS/VWpzNkrJtlS7v//w8ccj7KsPPxS7TDavXBlhHI1fUTLp3bvBL0EP+Wb+jZZ8EtXnI5KY88ecsfwA5P6k4W5Ac6KY7WkBccHPhuh9ktT+++NcpmUsnr2J7iDnfxhmdx+WPvYfxmfnQ3xT2JI72iS3S+zowExrTIOsXZOM8Hfx2vXu9eOnI+yvfiTFm3YWvcQpBSmKrwrPBY4lCcvUwryKIWVUuPTf7aLbO/eT8V2ZMktbG2JeR4oGyrrcFCFRn5zDtF22uSCly8SV14XauYEy+MDmDYHtG1qg4K7Bh3fv6g7u2B5ju3Ul58s0ZiM18GSqONLlo28OwW4yFZj5STqc1/w2jcZIPtIdWeijKXbBxvjI8cr2+CAUcBnfHYx1cr5D9bLKh5MlZzWmfv7wu6TQ/dvvPxvl9poUb97xxlHTMKV4G7K9b48rrYSc+9ekDkNN4tAv3ATcAU7zopjkY/vYiUGL3OoPMYuv5nximxRuq7SrFiX/k/v2heLtj3S0GLNlte67VT7JssRBBm7X2CeWPkTVgCz3GQs85hnQ7DA3mP4OeSgcrSxJSqb15Xw0fpVjyHjCZTwOM03DcY35Z/mxHRGdfnn28SM0QarCmYxBtnugcrluDmEs97OA5/SYnco4b0aitQQznmMD43w2dg2JKiQ9bsfsgexyO+lysD8o3Ba2uhUMzFaS01dITJzKkv3KB/2Ot6Z4+yCPmp5j1zAIETb3tZUBU+ZyBKz3yzrp71HagLy9MbzziM0f7X57XGFV7nj7Vu14izveDuZR0/XqvzHuJ6hv1Uo0cl1rLPdJkVO27Rwob/ayXUF82itx3Oq3xxUQRjiIXKxVsRn5II7hBl6ZkgP0ZZwmoQmZPKoSfTK5N6J5+7PggMrVJftZoPvNx+Hs2p6L4qFAjsNZnucVb0POuQUYVPwKdkfpDqQfFgOQ8O7E2wRrgHoW5tlJNGjDNo9w2Pc2EaubGDa84+XecBpd85BjXvE24Ebx2QPr6qTnFW+wqOS95M0y5roRTCz22W84QHU9cWfsycS84m0gfrdxNp7ewfDIsKAbtgu3QT8S5LLBszUZ5bhdS+TReMpGi1m4c8g4pMf90XiWhuOs8bB5xRtDbXirUppXvJVs3ca6rcDOEc9iOxbP3sRwUN8G9ngM14elj/2H8T2hinsjNZSdV7yxaJXcnVe8DWXKEme7D5vlGgqaAyva7Nj4zPZ1tN4upDXdmle8DfmW/PNM1HbwrljrtsDzCdvAeFzkYrtdabi/HMIM53t9ed3KNTuV4VhhVqyWYMZzbOCcz9ZXD4kqRD1ux+yB7DJvPNCwPyjmFW/zircQpSZkCEVKyCeT+8Ay//MZceBfnOLNfGuNlTyGbsKHAumw1pjFoEZ3u6nVvKa28Lyeqn9dr2Vh/of/9T/Ejrc3tbPkrO7T4sjClbovZKpW4eKFLsUb6TgKuY8foK1u6VV7O107gIYrq5EouAqmxQ/kwqBJxYQuiMYsuHgu7J2rluuy1oXdfbt2dU8eOKDHFZZ233j80QjbtmKpLmmdjB1HvF4ajX5NTDxB4UjPgLqI134GmUqYnjgf+/GUhzjGs6A6p0Z/QziHozFmjrB/Ai+X/+1RVwFUz8eXJ962XeCQ38rL0Spe6ySD87kOo/fYImnzCnq8NbrhXpAvp8Zrp1J08cLpxerVXzryTmB/9uVXuw/14McHetXtUO08OXYjCZjSxeaxku9BAvTXdhF3/OjRAlq2j2z1u8FaRshd/dW6knHGjgSyIqqLNnYxYTiNi3NmWpdb1+Xmy3h9V+ahTRviaM0zukz6wXv2dOu1CvzYPfdE2FY9BILhuFFgQlZLXl1u1v+ZQuC84hWvdeo7Bm7QCZDprcmLd/XFfWYKDhOJgcdYW0kYQkidSgErxGXYojWH8QCU7ubjutwHNTwpIXm079Y73l7TjreTIzveLtfx5wnkRvihPsofFowVWyNR6ZsmH4HKmArANPYlVd4ZkpHgAQDYMiVbEypv2hWOmq5Quux4+/p9BwPkz/TQS9zxto6jpux40503apvClPwUtvT7Df1NniWlprfIvwXFVf4DIDuruqjILFtRfEOWzInT8Vwnmq3CcZla7ixT+Lu4nNrC2l0U8QVAGfvlx6ncdtEd1hULV3V07yUddX/l/aPdKT2u8P1XDgVd7+uIH3in1CfGvZKRRnHFMtGkW7WlJzzit503pF2Ugy9N4Yk45rTtgqi6hcwhu9FWVP/YXcurGFYvWqC7kibjJd392hHO1Qt/8sUvBoKHtKNoOfefKq/LtdWEybNfkHSbRn2ChPirNqRvcYrUgeWyGHjdkbPx5nbQPXMSapQdozHHYYeht4s3hPs07hLuuZIf503CmJiyLTexsz9aMpWt26AkKO9C1QkFjcfY5XFVu8Y+0GMKmL9hZ7Dk+qeH3uje13FT7jX6UDILphvuV+PUgtJTobpd8w4eJDGMxmeUeX7lr4+hCtVsw83mMg5Cfuw2Fu/QRKkYba12fk1qN/tCydWO1XnP6de0y2O17vp6fN+e7kHtelsq2d22NCebK4QQnP6LBAepxLcrOXBkYGhaX1R5jDC7Ezb7tHS7nTJLWn2N8nC8st3RRAdd6To9NzjVzs111PTffm+w400vdnP1S9vxVm1Ry00kWTSO538kv8MPuU3ywLvhbH74zPZtwXYUrmh35Mdeo4iptiiUcJLBiRspkxs1VyDs4Z27us1r1sTR9i+pX1woOXx8947AuEwdYjQvMd7R6FoRZiZyrOj7VkMgA5pSShq1Ry59otzTf3TXZQTnTxA4+J7LOQePKqm5oHtlU5IzBpPILEdD1AYfFVH7jqG5w89Z8n6H8T4N2Oz+aoClyUb6DfPtOuT4Lkcg7Ta/zNzWF0mALW/mm9sv9n0xX6ClvFCd/q/Y8aY7MH/io6Y68vyCXjrFnNO9wEFX7HhLvo+3z8N64Dy0/WVVVMMSq+oe+G/1Y/iGT/WEdHPHW17xdN/qPLnzzUce0EmudfWq6eiOt35HeqOokdv41wSXVDNlp2/6PP+GHtNkvtNs9fB22W4Y7Lgz24mMMGsMp2GGGA3iMH8L5tcp90OS5t09B1RHe7HrvX/7XcNsD93kfCiYDmtyW5M/K97OScH2Wh1b+B///X8MpchbZ86H4u26OsqrsxRvauVoOBpC0kt+W/HkFZzwrYrTFG+lgMsYFa8aTsf//9l78yc9b+RMEHWxWLzv+75JkZLYUre61epDbtneHduz4XXs7sQef9JubGzMRsz+MHuEZ70T3hnv2OOebt9u262jDx3duihRom6RFM/iWcU69nky8wHwvd9XpSreFF+Q9QEvkEgkgEQCb74JwBECKV8wGoq3bTBRp+Lt4LZt6cn92MYHxdtvHHnEEK3HWRFc1PEl19c+EPc2sYPG8OeieNOEYEjDGqxVvHkn81cyVL5EuCZJPmvbwNwUb3FGGxeq+KOq1TcrwHz8009sonrxjbfSZzh36RMcsP8mtoHxFtTPx32hNnHfKN58qykXDgvjMpD9mEh5k+lTBw+64g3bvI7u2GGstQkvHHR3Q/HGYSglnGZXKd5Kvxk5/hMvDeiQHJnHhSbDPHXniMwcOcaEQ/BORApPDHvbZsqe7L3V9J2uraZ3SvHGik7J+lNCLb/YoQ4K55flpuJtCIo332r6e7bVdFHa/IAr3tgmXP7SiRNmn3G9kzXvMJ/g1aS3T/HmkoZlSCiJp+xFjtHxR5BuxZsv3pkmxdvxC6OmeHvtgw/TGx9/goteLuMGSVe8fY6FPLt+ahbFW7F6BperwtEA+SVEDYJy8zhR61bjpbQ4KcRTCNyeirfrVwxmxYIhyBsoL1atSvtwttsILkX63W+64u0gFXFIX4w5cgTlUE5x65/hDkqMZjQaydAHCs2mBtj4qfu5kTTrY26b2aBK4ziUGLBXniZsDTNbvhruZsLq2x55m22jceSgQZRkCY/CAC7K4qbizbY1I3ayUrydxAdTur987XW7XOGlt95NH39xJl2A4u1TXIxFN84zMOF0+RA7VS+uTcVbH9dlQZJekm+b4o31InpTvN3A9sK+tCnOQP3u4YO2/fnxXTvTI9uheAPvbsYNmHQPhOLNBE00XIxP6eT08eqWFW9sjJh7OnmICZVr8nmPMdEE8U7vjq2wejBwaa0gxRs/YpmiBIrjvnFXvK2DjCHGR/GBcQMuVdi5fn36Fo7c4EfxI3GLMs9z8zU6FRGUQVgx6nzVmINNCFnpXDE4jbdd8Ub8zXaapTliuBfSjD79OCLB1KiF0sS7gStGeefnz0l+zg/lrNCSCc2mskyZNxxFDZPnPM0vEjIAVZ/m9oqA8VMgFr+p3SS/HlbFG9fsmXMikNsvpzDBEzOsd41Fq0+0VtICbW6KNyKqe1iIZ/AFWl4WAdigSjA1CoEoTc/MLWao4dvwXW0BjNHCdne15HtcWF3tOkyyasZUWuZbTH4MX4HmneeBXMCX09c/O2W1+Zf/7783xduJi5ft9iyeZSPF20RYvE1j8VQ74tI4cEGKXxssUaKFIbZ9loWPCEuKEUUvzHokiDNC0JjwhZQDffjqJSt239pViVcsP7pnd3oah0XzZrYnsGCj4354WiGxKH5N88kiXixC8eZfx3JJli8ICk9pQGAVcTqz4i2qFRnNG4jKKWed1hXukb8L5g5EiA96o84iOCdLvGt5JJ0Dm0QytFTF20iTpLc846h+68RtdGDIeg4vbtrOeAM0LJn0FctfK1L67KK/RPwKF358MTqaTpz6Ir2M82xugDfeDkvN6yAuvr8CoTOapILKIddaqeQPMIdRF0rgTmqiFqF4khJZFnQ2SQVyvkDQUZdtId5uynO/QNuCcVcdblq0wG7SfWLf/nQAyuK1uO2UX3/pdkIpw3y09yPVphy2FzG0W/Crs1a0ND0Q7jWEL76zxb+nBSXwPE+2dMOjJlxAmmNNHUqtpBT4c1K8CV754QdzKIZ05HEhJopsgqG1G/unVrzxJskJKAVeeLO2ePNbTa/qjDceHo7GdzyoDesYjZOLUiEiFb5ebLnA8/oz0gEnm4t+Q0QoIndo2xbGGFi88eOAW7zxjDco3vZ53/6e3WpKxVt1xhsZhS74J5ftsQ/cr8ZYJ+GdDd4BExU2fshhz90BFwiDhTvR46mc78SRG+VF/5m0AW6LZRkI5PGCsWVRkYVnaJnMARjPM6X7NebCq7jk5RXImNc/+hjz49X0s+PvW9pZjGtmnQbfUZlRl6E+leLNud4rKdlbj78gATgcxvjLSsFzrrjSLAGQLkv50mtcb/OjS8rBkDebly9LSzA/bl27Lh3ZuQM8yTPeHjME25DGM1Cp1qBKhk02qEsZ+EwoNIMVz59okzx+mR5OddLzfP16jTLfvPcjfK/2aMaVvmYNom8lCyBHbObBs/mAEL/YTfIA58UJnB/HwcfnYZVJ9w/HjuPCD8hJKN4+guLtzKVL6fip08abV8M6KFFOWqeCa3xhlM+s0vihuHe2Q4xkoXO4ldP1I1mYfedor1WENT/ikfF9WMvxjx9G1+FQfbqnD+5LS2D5fXQ3FW/b0iKcJbxjqVvDLWV+/md+R2l4LGP+cZj8iEDm18ikOjpMIApMDgsccFkGBYjaARKHqQaT/XqiiTYQkUrSHHo7FW/WIBU1RpSTH/T18EQ6krpBGdMdm7FUeRmn2VaKNzuDmbwLOTIY50zuwyUZ/WCmb2Au3ILz3XjG2xPoX8ZtxXl+dDxxi/xGpZt/pCXfuXxTG3uzOm36KD8Q1u4Atn5mF2eLN8PM3EG0qiU/0u+01xz3dXm3S+7dLjw1bbOF1aYd7KAHNXe0s6KJT2NI+fPYRJrCzXHn8o9YiizMXehCymdACC1yzOVgG1m8vQiLt1d5uYJZvPkZb6Oar83izef67n5CKY066P0HxZjLdOBJMimSenqCV5vwYieWW1u87VvqH+B/SxZvmzemJ/b2tnjj+NP8EAK7yC0Rb76XrPIzcYho9onaga3SncvbKufPAdUoR9y1wN3m/btWsQeooFbxhs7SwFG/1YypNA3AvlhMX8ZLLW80PYftM6999Jll/Vd/8qemePvg8lUcYo9DprFgG8PCnW6CAgtumgt1k5TCiIkvghKkUlZ4Bvt1hRvzZ8Ub4zF4OX5nU7zhJYhu5Jor3g5vWp9WcKEG5cX3jj6ObXwD6QC289EtB7188Yn1GmKAXJM5Jng60ib6QoYz1tLk1+0n6SoFEr+4FJHjoa+i4k1twVc8unptqQlHreadyBxqGU6zHpbFm1IsOmZawfi2LbxWxosFYf21Aibi4/5ieezzU3Zr27swJ3/p2LtpHArglz/+1Gi7gsOkaQHnC92gN/rUFXLE56Wxb2XJoQkoW4IZNq8VX3DoxCs2jlgGaQ/6s+INWchLvIFXB+4PjrnibcUADlFFtqN79qa9uFxhPb4A85Bzuv3r1hmVfAWx0QW8UupMxUHF9qJEkpwsZssLzaJ4QyRpo8sd5RlmU7xpEV0yOwr7jfrXBWt857IyeC6cjWCxivGxFMSLtsgnmN6Kt1+bJccLb9YWbw3FG61xYxBzOcL/sQMqN0M3rQSTLLBcTk3Q3Srecqd+aSCGQQNOvVqiM1ywQS1fI0pDKmeKbs3PdYBj0XGyrCgv+k9jWV/GiV/yqt+U2sgRfEgYtyZK6Xrw+y8++DhdweH1L79/Iv0a200v4iblV+KG5VHMnVYitvDpFlXVVl/pi+KN5XrtNAdr23g9lsWBosn5Wa3ifnlyvi2KN0jJeNldGFvbd61dk5aPjKSdsG47igtdqAz+zqGD1nxrYf3GG5cH0Xi84ZU088B7OrW3NQMLZESreLO2mcuP+riGbcaprx0metUZGSzBVOMu6xfCuEKCMs3nIs2PEwDTgeIvnfjIFG/PY6vph1C8nbwAi3BskSamy2I4bjllf+JP85qU15qD2e/OA4iRLDQsTm3Xb/C2eFz8TzitAzTPaslHi7c+rOf4cXT1Qr+s6xv7duO4kGHw6q50GIq3xeDX3fhYQbcM1m/Gimwj/PewJfkDg050RLqX56moh+roqWwZOm9/h/VwdEUWKWqH+1rx5qR7lWb7jWp3gzOmO9ZQqakqvFozFMUbPzZiCzHW10O8URnuKLYMD4Bnn3nkkbQda5xNq1bA+m2rlbLKWRnwPhrs06ytzdnBLovUAWW8oJein/tD8eZ8h3hk+1LFG4maoYpMut2uOe5r/KpHHXcz4duFZ65lawx1sIQewtdQVDRxawwpfx6bSFO4Oe4kB8kHWZaI0CiECjFdrnDbFG+qAOmO8u6J4m0TFG+NyxW01fTuKN5YeQ2YGLDRHp2eWqkz9k4/3W3ev9P1eRDxt4o39FpT0NeMqTQNo6J4m0z8EkfF2ysffmJ9/7/9yZ/Zl9APqXi7MdGheNNWHFe8dbJKU/HGt16VJwlmCjfSqlVYTkDkLIq3aUzmnFwXj/lWmse2bMI5WSPpa1S84UYsfsHfvXK5EbQUkzK/qlFUWPnMqMl8Poo35lYFYvEmizeuN5vippzxpkxGTu+fOYD0znhrseKD3li04KlTnVBNPFrDW5NGA5SqlBbhROlPjjMrLNVqlugQmnDtnCUgox+2HFnxdtksHlP64Ow5ewnmTYM/f+d4GkP8C2GJcuH6DZxzA5x4ezB6gasoDJ1KKvKcMvBmZtigQ9U2UIevF31MNlr5wyzBS0Xx5nh82wVeLpAuC5Sl2DhLpdrhnTvTbmz92gArt+89eoQo02G8HHOs8qQ3wvDlpQ8aRCuC1nNwc1a8GTB/nH75c1O85cwMuAtFhPAwMo9qr24A0lME/BgvinFZFDTFy5oyCmZWxdtbULzBytFvNb2zijfSo62m+YXOaCb9+Av6pRx92C3e2I8awwy7U6/quYIJNtD8FI8G2MRTrYELoghRljk8y4ryQs53ymcvIQxbbXx5YbG0p7zACyJluxbvL713Il3C8QuvvH/CLN5GsXXvV3FOzGX7Wg5lnVkQ6RXUiZLigSVynJicJM/ASfZKhka0QUrOyDc+KwCWv7x8eF1rxZvOVVoayuT9GzfgbMFFaeeGjelrsApfAEXGU7t3G55VCFPpQaWb3fEGf0DzIiFArrW7VQI/reLN2m0uP+rjGrYZV/qYUM4b4l/2sfUzGFv9LcWbf+xDLPiVL5v8yHTFWSH98uPPoHibTi/gY9SHOIrhc9xs+uuPPrLxcdFuN0UJpngDv7JzyfMoXRbcmq0RHSQhprHmIbVdTrIw+0EQAEW/5tk8/rLiDbsThl3x9vU9O3HrtyveuNV0CXYt7IOFFB1v/TZWDIW5jylLKs3XQ1DkeSrPRYU2tbcQOKz3hcsU4A9wtQNXEzkyJ8YLqQmc6EuVp3dVa1Tc0o51tt9qirU2FKV08zrjjRminUV3rlEUTZBZXWToBmdMd6zhyoUUCEk9yiC2iR0FA8Ub7X95GQbd03v3muLt21D4U/G2fvnSdGDjeitlWRQ1EI1NHhefezsTgwrOnJQVbzqmoFW8zdBnbL474CQn1DO5i1iWeCtIyjBM0pgIoDw2kaZwc9x5rzuW/JGU5dDFeJ9V8fY2LN7wbjBvi7dKlqgOev/xwss4YHXm0gOCyfjmYvHWKt7U3D19rR97JraRd6UFWsUbmrm5wKsZU2kSAFK8XcJWBV5zfgZn2PwM22ro/vWf/tC28Xx0bQxX0k/Cyq1YvPFKezqayjZdXmcoIS8SFAFfApjnOIgYSaN4I5G1QBauoG8qvqKtii/739y9I63FVoQnsEXh2SeP2ja+9Vi40Y0AD1FTcFsRKNPOLmGipDvLDKEpwa/JvBDGDOGC1jyB4FlkCyTXv1e9BRR49Hi3ffFB73K9RlrmOIwTHC2JBX+pQHSluhTgzRbhNO1x2j7g5ascL6F0ifMWXypYHqGgvjIgbTk9D8s3Ll5PYBvNL99/H4eojqcf/fxlg/kUFy6Mg19pEWA4QOsUTMvpTKkHn8u7TGXURfUVH1iGSCtcHu2AzJ4fFAbh+cwlpBCK1FN1yPSBOGh4GGe9URG3B+bjm7EFY9Pq1ek3v/aEFfXUrl22oFyEMvkaQt1Bv5nuoaxQvNm+HCAX/zGjLN1wPLrhcQoRJIGlkpaWFW98UscVIINh/owjAur3KgUwOdHylZ+qYI3zSOyleFNZauPeijc/u+gFbBv48HQo3s7efsVbZx0qxZuUszamQTH9GN+5/x/yraal7UpodjnjcPX8VHLOPVTLksLw/tInntJMQKzZKif4XrxNRQYVb5MYr1/EmVl/9/obafTqtfTqiQ/sjLcrsNB5F8oMujGcJ0o3jblQlkNlXvGBV1tf5PFiucprpc1vZCeMJ9FC6eFOo4MFRVS80PbH2NLnCW7v6stb2n27Crd02YHmG9anr+3elYZA67416wwRIVgKX3rps6Rcqoqlb2H8SE6Gj5Ts5tLPGbhH4FZ5oAfK+yaq2TYxXeTudEK9wes5xOPBEZFBCgmxgeZHWnGPhVLnrTMX7GPpi+++lz7Gxyme8/bL48ct7hTWcXRTPFic8OT3sBjSBUd5TiBvOUmA8RKrGdNJq3/zMQceKZr9yfOrj4XaLN4mbtiOhBWDznmPQ9m2CFujHwffUvG2DGPskTgHbBW2nZIku5wBbWLhoEFKPbUNo9Xu/dE2uT7W8oKUH+1fYVU/qaPUDj5ylS987Set5gW1pZLY3nQPnOJNVTXqnS2CNSAvXML6BUXoE1wmxeM1FkCOrsTZbnT//OtfT4OQO98+uD9tWwcL3OGhtCm2mA4FblsnAdZXih6ZlSxq4qpv1Jdq0yLTQV/AyzciiFtEM6IOC+AB9jW27lYVJAvyGGHB0e6iQU1ct7vGkPLXc6L6UPnlF1nCApzfhFtzUq1467hcAfM1L1ewrab4aPbqZ/PYalrNc6pal+JNCaBMdCqq7pNMb1RKML22mu6PraYdlyv0tHgjNWXFkNtCyDOTs3SnoEkHo5t9kuVmRy7llB8V6fBywR2xd/qhbuc7XVaLv3cLgPc7REFvqK9gbF3tOsyq1oypNA2fonibsAVBh+LtP0Dxhua8K4o3jVn6IamL4s1qgRsiW8UbW+J2OPFBb1zeGVJEOYxzjMT8nVW8cYHKZRdfDG5F8UaLAL4U31vFG1/GBxuKt934irUF28BmV7xhYjX9AZYp8bLdKt6+XPGWuRcsq5eevPiTnKkYvyzw60QPZ4u3eSnepuNW0/qMN91q+tU9461q0hycXc44WD0/5YzzCHgZ7C/1H31foN92xRuOXHj3fCjehqF4I4/dDcWbqsZ2uQnF2y4o3o62ije23l13zTGgFWrdpfnFKLQFZe7FjBsZuhRvMT/erOLNlW+0TcK/sCLr0FrEIrH5YtazAVvFmzcLJxpNNtGXmoOkJPpqKt78Q0ereOs5Ou545K3OofMlUIozyTLL3ynQQtVThgNhmrKkVbzBBACNWJ/xdjcVb9YfkvOxftJ85W9h7DUCBFD2Gd90DQZoJt+h57vN+3eoGg802lbxhu7TwFFP1oyptDyM8GWKbhRfBq7ASug0rp7/Kbbu0f2fP/yxKd4+uT6ReAYcr68f4zlKdPj6OJOz68SZGFK5tjYoefyVaDpuLjJwJYbF20B8IdQ6Zho3mk7jpiTSvjHo/j62mK7HIdGP792Vvvv4Yds6s4xbf+CGsRYwkYEFkH28MD+Eg2YMPuKPNGoSkK8vCIbEMJYfiRjRxhSFvUWBU0AlWwmpA0rMvQ9lehWQX0jTGWm2TSWiVRXt4i3QCtnS3h7yFfGRZCnRF1K06nwj+h7ma4iXMsWTmOGuwePmy1Ow0HwfX/avYjvYH//9P1jar2CdcmVsLI2BxcZYBfDK1AK3gpzgNhs44TMejZcO9RvpyHWKJtC4KfU3tjFcAlbdPMW/jdEqhdQP0hoKbuDaFfDFVFoPK82VuMV085q16T/7ut8y+NuPPWpK8hU4p3AYNHObaR8P8IGTdUsf64//nDC1+BG1snjLjIh8qochwY8UEfacGVT97H4zD2Fze1UYVS4SG44RERllCMRlUZQQA0bliba5WLydhRXSibPnrZRrulwhznjz0oEV/3XGWx7LIqSi+FYVb/mmZF6kgb5diDovxn6q7ssVFs/7VtNadotk8aKe74bfi45mubeDLpXTxKX4ukzBuB+9Ln5DP9Cpu51X41eCOnyOacsN5Sq3ck/Akva9uKjlP/3il+nC5Svp9Y8/TcfwtZxWtp9D1tBNLsLB4PwwYIo3crHTwDTJwmp6q+YD53h9vPAtf+RX4JJ1DpQq5lQBysg8Z/lLLmzzDKQfijj+cZvogok4V2n7Fhup3N61afWqtAWWtYc2b7b5cS0VhnA8z401Z0lOEf0ISRgapP8oTX2hPBVIV1B91JXQiBDORvRX4nGmNlB3eiXVmt7hsnzztMwE9ih8PrOwB3nDqXfYh1eu2ZrtZVw+9On5C+kDWIS/dOwd2376HuQl3TguL7J5jAeMx0VGkr1S7hVmRdmaJzpJNFyaazT3ZJCqcmWe8ixEZ3C00KTFG6KXxv7Tg9iCyAuyHt21AzfVb0krMMae2LHdMq7H2W/MN4D5mspIhsU38lUWM6idWos3tkbDBUupv0qqtWp5ZKgB6xAeaZcpAKTfzqDlWZE8w3YqLcYWYZ4vSfffPft9s7R9fMeWtHHFcrvMhTfU0uldobbcEe9L4Sy5E1xj+YKkIi+D34y2Br2CtYz6ifL1eLN+5ruK32fDJXjBiEf1TH8uMIJvwir+TvsaZx3VbrR7pqFq66bire7TeVm8ZZwe4CxGC2DKsdEQZna5Qli8vcbLFW6nxZvq2tEAucYW6Nk3DXj2P6OoeBuELKTbt8yt1X/z8IG0dfXKtGfGraastcvBKNC8UkRuJMhKheUbKHLjX1O+e5KJ/QKtkPwA6vB6jrQOiLk89Gy3uWRsYe5ZC7SKNzR9U5jXjKw0DR9ZvLWKN4ombxX5fBEyp8aq2FoiRu9wTFJY7yySZ1W2EuyBsyTeo5AqpZVW9gs9RfFUKqCQXjYLtEIm3u1ByikVZSkxU7SKt1bxRiZpFW8aN92LcKZIhheoOx+q55CZSrsddKmcJi7F12ULxn1KFCxCQ+hKGSo54zI9fiWoW8UbZrxW8Vbz1J0Ii0+buMsLElM0izrHio89j7jYfeHjK5f+WsWbtx/XE3Jqp1bxphap/GgmcV1JYUwjtgHrEB7ZKt68rcRrpR17h5rzWK98c4ER9ias4u+0r3HWIcMafJJpqNhJSh7lr3mtVby1ijfyzL3i6cyvbWDeLdAq3tBkTWFeM7LSJAuleLuILTQ8uP7UxdH0D2+/Yw3/hz/+K/t6+tkYLd6m7SbT8UG/1dSupDeokLZVV+UvVSGV9dLjIIJ3X2d+MS0L43gh0lXh+T0JFm9TuB2StG+Lc9x+8MhB+4p2ZOf29C18IeBJXtniDUXY11X8MI8J/awN8/LdIgEU2mNWmQGaAsC8em6IiOJl2hgV8HPIVhDcT6E8i3rb9CLtZhVv7F06bd3jE9uO/Mg/tpn4VAq82uItN25s+RtDhgn88bbd09fG01VYuP1/P/0pi0j/FOcyjeI2wkvjsJKkxdtC/4p0g1/5WZi+FZEQfG3yGPNgOQIAxOumLcaKbWhj4rSDbuKxP0OIcphCZxBIYr3QYqjf4LRPqrzdlPFLQNMiWK9tWrUGZ7x93XL9/je/aZeBrMdlIYuGcCMvvuzjElRzGlO5TJbhxWZf7SfClEwECotCR8rfOiYKq1AbHKGyJQ5jHJv91tkFnHEWRAVMlBjSnIMBwcxJ8YZLYNzirS9di/P7+iibQCfxeB+ja/1oPzxHuSpEPmD9OymyZv4v1GR+VX6rO3BVhfBrJV0fz+Ezizdc/iKLN1jk0v3e0cdwyP3cLd5yX1ruB/dH881sNbjZugq3+9YhKMb7Qoo3CXGfg6DaB5gW+C51mIMjEj7E/yTkyw0cafD6J34WzJ+/+PN0Hla1b39+Mh2H9dA4AM+FNd3UosVARl7zLfGso2OCX41bcbxkiLac8Qs9nVMOKPBYGWeaiwwEQIAy/gTVUX6/nfsIxRnOVeLtyUOgfVnw+7OYF9mu3z50wLazr1+6NO3EmZLEStlD10+LIxYOCoxGIyHKDTnLVG+72mcsn1s3nxYQv/bOo9a0DgGIcwVhJZai22y+tHiDIscVvqE1JlnvVx99kj6/eBEWb1/gooV3cCP0VHrjU+fpqzhB1KwtORfG7oBsfWnlAoExhmgImjKJeFZScEGxeHMgy2HBvKojlSTbxoYlgf8S1nTkuEVhvbl37SpYCg+mI7ByO7Blc1q5ZHF6CpeC0G2G9ZtdloV5Mbi0+CGfS2mWxX7Ev2JYh3FavCIEc7odNurQAJHSwGVMMzEosrWD54/BhXVB0BLj/YHbairyo8qcJ60v8UxLW7p+s+iHlTfqOkw5hL56HGtyuv/2u99JQ9ghs3/NqrQGaxvuR4l9M2giR+qztoGrm9C3npb7L1I81mHzBTUW6XJMcjZ6AYAlpPmgjnJMt/Y7+9guuG92risY7o9Q3QdGURVRtXYHsTbuIrFznKqHZ8gpAQh+0O4EIVaxlAiyeJv9jLfPLOsoLH2Zty8uRqIcyMUIeUVOXY4lR4T4V1lqv2dfNwrhFn/yDuf0QZ6PCLdvKS3S+1KxeNs0w62mrLXzvGWs6LVnMXl5aUA5AUQPf6xGkWueS31DsdVEqd1I3SmIaQA/bGPCW+/h/MU4aHD2Q9IOdbXrMKtfCwClaYxI8XYBh9Nfxs2lVLz9BDcH0v2bv3DF2+fjk6F4G0zj2moaC7aycLEs/hNdIDPyejFT4F1y9Va8OZqB2EImWcGtplPXXfG2Y8QVKc8dOWSKt8M7tqVvHtoHxRtfPvztYxhFsJ5a8FHASMgojodf+0QNSBUU4iYLEjVWVUUFcxZEKCxw+YK97/08dGJW6UHwrSve1O8u3smP4kkuqun00mpC3hqV8ZEWL4RUvFFBcwUvFOdvTKVrULz9hxdesPx/+8pr6eKVK+k8DpO+iBcRbgWbDMXbePCGHyoNBKwzJj866c103wefCw8biG1vZcguKSDjkOagezpeep3HfZHACZW8NhBbTYdw1hsn64WIH8bfRijenjv6pCH/r779jL1YbFq2GLe5DRk9g0GbFpO8FMKcle3BaJoyznObqdWKH7kDR+QXzlBaqCyl0i8KAdQ3XA51IGViFRHISkzORaRCZb5g5qd4w7bj2C7VpXgDem017VK8VWTeuuLNXz76+BKCPl2IclvFm3etxnZHRzce6vmpkTTro3C7T+7BH9qfrmyZcx7T3dZceGrxqSUre4+5pXjjxSyvQXFB92fPv2SKt3dwe/J7p88kLo0vxnif0lZTPIu/NK9Ihkl+EFceV1K46WB7pDnvE0+8pUeaUkxOhXzOL7uheOubxE3fmBsXQDauXOBC6Lcfd+vZZ2Kr6RoofbfhBmW2xkiU1k+FseH00o1GaXfC59ztLUgZorYkZJEp/tT+flkLiF97w6mV1Rf0PRzdrktl83xJ/nWIwjen8LGJcb/+5NN0Emu5E1K8oa9fi9vqr2KVZJcVcYu0FG/R346PFHIc8Ul/CGYSEado+nBZ8ZZ52+P5qxe5TC3y2Fgg/4FvGb8oLg/avXZFGoaS5sj27Wk/FG+roHj71r69hmwLeJhrBF4GwvwkRyTxdl46lWUP8SO+FXCsPCI1KhCJDhu4lBS+1o6lbYhCiTFuOadpXtPcF0lSuH8lFG+SRbbF1BVv7McRXJKxEB8UqTB9cu8ea2NTvIHX9qxYllZhuzCbQ0slKS7EG8yg/ppJ8UYYdQ3XYeaCHvacorwXmRqh4BGDL4n2eKs/s4/tgv1m57qC4f4Iqf07qInI2Zq2jCFhqKHrcIVZAhC9fucUb+CpXE6UXZEjarPKX3Vt5qnI7tnXDfiZFW8JireD1VbTvSb7VmELN53N3WiPOSneyP8hk7T2sUEIPKyGxJU/8dcrx3FaNQGekJaBmymAbUR1tadh6P7p2U7dYG3MfdwCreINndNk+JqxmVaPj6bi7eSFi+nvpXj7y782XJ+PT6UrUADwjDezeCOCsDLRYO3giRAueunwlx5BFBHGmNkVbz49Ww6M6mnsgZ8a8zPepHj7zUepeFuRHtmxNT2Fm025AFsetM1F8eYvYqQE031TqKCe1lZ1gxG0dkjLNQq4GrwO19nuy3CeFFSjbipvl+LNFEhsO5QpfhWf2qKaJFh/EIitqJZ02m7gJZNf6a8j/yXw5nUojv/i1V8ZwX/1y1fsXKbTo5fTGZzPNAXYsSE/442KN74k+wsuphbWOeqtGwhpaWYlIkk8rLUzz5WjoyWUfW0FoG7BnfajBZHqNLq1G1oM+Aem/OylQZ5RCOXAEG7nHYSF6YaVq9L3Dj9uOP/F975vk+t2nOuwDAvUzi/DBgIdYajeWK6IiqZR+1lbBS9HUqP1gEsJhtbp9RcKJOnRi3SIZmE1ih7wagMhKyBVwXm8eUGCuWXFG4owXPBvn+KNNJL2+GMBamNabjBlFsXb74bF25aVvFxhBfoZVh5ScgT/EbNc6UvFPJi+xvZs1N9sXYXbfS4XKUs6FW8amxjJ6DnKePaTt7RmQvYec01CLkxgTI1hXP7ivRNG8n8Mxdt7uB3yA5wlSTXBpVDeT/Hjj8mS8tpoISvDa5yfjW8iLisnfH6jbh3/zWXFW341RTSIthdU8Akpl+KtD8p8xsvibQRnQ65b4ue3/e6TXzNF/LdgcbkRCreVIwvTBli9kZ4F0Ua+ePdy+Yuq4CeESpfiTa/DAIks8uOx9b6kBcSv3WB1S2ZOAJiHQzz0VLw5LvRq9NsXsAAn/BuffWbn9Z44fTq98Pa7sHibTL94/0MDvxKKNyrdpuOs3ikp3jIpGBEqOD7I5I4nw9LRi+B8FW+WH4o3u9kUSBbGh6mdq5ZB8TaAG023pf2bNqVVOAv1mQNuNbxt6TKbHwdRJvmepIrcVvFmLVoaJB5n9KLf1H4Frm7VEmshtjsDaHtfF1H2+IpoEIpTypYlCwZxvttgWo1++xaU/nT/9dNP2Rlv26A4XYEPil6CE2ByDTA1HZI0D5LijfWceXwzFXU0AevhB/032KezGjPyVAG7F4q3F3GrKc94u4Az3l6DXKTrtnjr0X8VU6q+VHWZU12zjPTo+rdnfzfgi+JtEhZvPpbc4g2KtyNQvK3CGW+bN6Yn9lLxltKqOKvabhHmOMSYMzIrWgsNioSvtarW3FU1FAWgqJr7BBEG4ZyP4o15HqYxoTZ6GH3I8QZnPyStUFe7DrP6vQRAHlAxGdDi7RIOovwcire/e+OYtdof/dXf2lbTUzjg/SoWWxOwLJHFG62I3PmLTozZiHNPSgt/0WGJGNDqHr3dh2kAhzpfnOiUpMWcWRNQduCFKFu8xXXkv/noI2kTXmYPQfH2jQN7saQsijfaxHk9Ha+9mAm5lcSyNM172KM9V6950lMiM70qwkvpnVbFWrDK1ky6h88z96WIKltSSg0UkpWHYDt9bx1t3aP6SP0tOPGtznrrxx4N6x1kjXfFHJgawJSDDrqBwseoWANvPH/8I0P1o5d+kc5fvpw+OnM2fXruvH3dvxzK2OvxokGLN3tZIVnBk+IEU7wh3l5qI62fsx7cZPDoJBVvDIOGvkhL+NpLl8/nAdFm8QYcAxN+IPsAt5oy/upVEH49rV22PH1zny9Q/4ff/G17sdi3aYNtSxwC7oXCTesAOCnerMxoeOlvSIs7+WRPDyuG1e12HqtFMBqkC0QvdsQol0Pd4AGChBhvBSTnAoyHNSSD++Z4xpu2mqZ0NSxj+7XVFGi1mLi9ijeQbPuGog5RKfYnnZ13g3CnxZtba/xOVrytNAtdvig+DIo3a5g7/ENlG2UHxyPHB51kS19YjnEc5LEg5gj+43KXuejTknYM8+A/vfkWnlL68xd+ZhZvH+Em008xN/IsrauhxJ9c6EouskHmb/FExIi3icvLx6+UW7J4A+0hZpAreEuKt3jkS63m04FQ9PZPQqZQtkBpMQDLkyXDC9K21ctZVPovn/4myulLX9+9C5cPLbcXYlqbkNIByEq6WHtrGCIGtGVhErLM6HEiJF5EoXxD1v7c1hbwudCZSbzRHybZmiezkGMfRb+d5dEKoOTYyZPpC8yBJ7A9+gUcHULF2/PH3jMaL6PnTU0CxdtUXEgzFfNjPi7BCiUm/THo9Ng84UFFAaPmPvfzEDMMARwMk8dEpXgbjm1W21YsTgswtx/auiXt3bgxrYGy+LuPHDC6dy1fafMjtymKdzVnaZo0wPjReM9xeS4KeixBYSdOY5RJandrAj4XwvlEELjwtZ+UFVflVV4m1gMPqsWbGqSsi4osWRCKt5WLF6blI8NpDWTOs0cftRb6/SeOpkG8L6zDpRlL7L0BbRaNKzmtNR8z6MNIbjbDYik5pCZWn2hMsBfVTcFujPF8EmB8Kome1v7OqwXE/XUmtXsd1wyrv/K46eiIGTqlGoiyeGuWTxVUc6vp65+dTNcwl78Exdurx3G5wnUq3ny7/SjkHXGUraZkyQbWihyl3H7Fm69duIYsW0355hqKN12uAOtRWvt2KN5QAyreNE7UlKUaqgB9D2tsCZbl5LEUsky7BYhXGAjnTqV1pwii9R++FsCcUNjuYap+Xe06zDZ48BVvVokOxdt2nBVB91tQvG2k4g1fSJ86iK8CEBUrYhHJ1yIXEy42OckXwW/ZbZLWAi0LJQmpHrKlK6qKkHB2zPit0nJcBGZJaoLexedQfXRVpJBwNxRv7A+2Tx8Ws7YgAz3xPp0D9oUeq20p3rg97GcffGqE/uhnULzhXKYPYaXyMZRvfMkYjc7grby+Npbijci9fuKDLsUbiNE22G7FG+jUqh8vDO7w+sxVCEURXy7wWj8Ytw0OjlPxhvRrV1MftseugeLtqT37Ldt//9xv4f2pP+3DLUbcYjO74g1ZYiGZ35XrhWXUV3USv0VVg055HquXGI/thHwQFG/cakqlhvevd2t5H4oWqKsV4bltNY22ahVvYpr7xp9N8YaVtY0ElynOA005z+2jZAXapGJjulnP/uMbb1r9fhiKt48vXEifYeseFW/XFrjCbQqKN+bTn2UInqKijK68jJSReFOKN8gM+7pNP4RhP5T5LIc3JpviDYq1HWtXWrl/8O1vWb2f2LUzrV+2LC3GuVkrF2KbCvPHl3VJqxAVpLZVvFnr3fsfX8M5D6HLzM1F8XZOirdTp0zxxltNn3/7WJqYmILi7bjhuQRO+lLFG/nXCmbhQUAQ0ieLN6aItlhpibf1MscCpVzJfIY8NhJ7KN62Ll9kireDWfG2JH0P5xXS7V6xyuZhWoLrs6/mLE3BBhg/GnE5LgZjpscSogJBnOdxOaG65ernwcx1kvKFXyYaJMVco/I00ELh/pVRvKGBBkKWDIfibdWSEdzWvjCtwe2lz+JjE91/AZ+Kt7VQvC3mYsUa1ttNfXF3FG+kRn3DcOtutgXE/XX+PDzqyEa4vH8JQ/SHwdXhKmM1EB9mxRs/1q7MFm++y6JVvFV80gbvWQu0ijc0/c0o3s53WLy9bR34R3/9d2bxdvrGbBZvWnhIkJa+19Y9vuiYSCVICNFpv9UA82C9iIm8gUoLJ3uRZlZ8qZ+OM962LPKtgz/gGW9QvB3GQa7fxEHSJpzCGm8EqFmuvwQBKR4k+DXh+1s6y2VpLvibisp6QtEaKkCZcUan9VcvAC+pV8q9jFMfhq9HkhQEU41EVywzclJ5yYx8dR3Fk5NmW1L6wXCZwmg6TcqSI8rgbWT2JR34+nC5hzl8uTfHPkY+biOdwJkik+CrT6764aR/+fJrttX09RMfprdxVtN15Pkch/HTXTcrFcDzi1coqmQ+rcWfXmzJN6YkQ76mxZvbu5nNW15nT4dVWuK5J+Rz/pnibRrnuTndI/A5WQ7hSxwXrStwQPvhzVuNtn/xg+fsxeLQtm3YqrEUZzb1pxEp8wI3y7XW55tGNHA2oIn6GLL8091fOSkC4m/xP/G7o+/hO6F4K+V5aXqfm8tW03OwGPTLFXDOX1i85TPeUGWNvfI+FI2lqrHICNf97ZSURFloCp+r8lkA8ztO22KKx14Wb8/u77Z424SXktriTS+PTblTaLn3IY1fUnK/0Vkr3qQYn1LfxEeYmtfE7xo/tP/iqLqG+YW3e/O8yB+/+BKrmn4MJf4FbFc/ffVaOoOtKgkWs9OLl1qaLN5YltgqpjekE2PtyCvBgxqwmTmR2xAUGMnXyGE5afFGXtGWlIFJ0IPnEcyhC1Aet+Ud2bnNCv1vvvtt66cDG9bDehbKDBSw0CoOHLJ4k7aCciPLjpjhgjZvN6aXfs+gdfXa8C21QD2+ZkIkS2ptp5b8YefIUvHiDR8Bx7/4Ip3FOacfQAH3Aiw+eGHIT173dd0o1FZUvNHabdI+RGE+1DyTFzgm4Iy/9NVLFu2SV06nc2g5TsQRcJ3lY4K8HaFgHMkPXkpDmcnRMxQfpjYuGcYlIf1pP6zddq1bB4vwpelZfFylO7huvc2Pw8BjpzoArWjpxZP1mDcEMfBFmcUFlcbgiMj8jnCQjUBAZsHhc3BH/jyW0R6aLFSe2vQBV7x5W1MGsd/QBpRFIUuWYD1PcbIZFjobVi5P67Am/62vP2FN9CwuxxhAny4BvK3a2bDx8WAqrDjzGZzIoQ8jzlnqE29t/aqJAexRubOYP+IEjF41Z0yicE68qUBzvIqneyFrwtYws+Wr4e7XcN3S6opMqxLVkUjQ+xdCAVYlqp8yggjk/uSs6POqcgvUPkthfDF11EHSryuLt9eyxdtJy1Is3vgeETIrlxNYK9JUHssxFxHdvBZ54bFv1b+ZBxpl8J2BaR0Wb8saFm+QhTwvsdPije8TVuvSaiEESxGqAH0PZ5moJMPilZFclG8f+pDuThmyMFNC67ctQJlb2O5hao+62nWYbaDBX7eHhpEW3K3ijSIphFNjFVdPKBI7RdrVrdoZzouDzmh7yu3fI+3eRZXpxWjQIx+C4Fbx5o3SKt4yS5Q1VBfjoq308pHTCudrvCmpVbyVtlGb3C9+Paf0mk/uJZ2t4q1VvN1L/rsdZdfjayZ8reKtVbxl3siLS58z8lJtrlNIZOgGZ0x3LMttFW+59U1ZUp7QNo13hjpttrE9W74ax/0aznwHAuv3JKNXiRU7tYo3NYr3aKt4u185u6VrPi3QKt7QWk1B30u4Z1kYE4ad8YavV70uVzg5Pl0uV+ANgswTVmVZ2po8kVBx7LXFmz5wlHLjy0UfNPe1xCaKQCMLJEXZraY4F4tu/QJXgX0f53+sx21Jj+3enZ45chiWJCmtxuG8dIuwOGF5ZrlkSIEpyspnAcUChl/cdB5QFM+Mlosf5RyPtq4Se4biQ8MRGhDuNdL8cZaknvB3NzI+GVWFltpG3axFAiASVSd9GbfUSNNXFFmk8MMR2YglOQgs3sIqTE07gC9Rpg4FwEDggVmcF8o0IODW10l8amXs1cj4wrsfpku4zfTld46nX73/AcLX05uf+tkOY7jdlJZuE+DfaXyF5Tc09VN8fAWLWCxTLGwUBm2TsrhjidTxow5SIEkpyy2i/DcEK4IFOPeNX3tX2PlK4E1swxgEvYuQtpBfgYeH0841a6xO33/0MavTznVr07KRRWkQeIYBQ2dfmC2EclGmLWCiwQHmLgfiGR5rQieFqWXGs7IwTcNP441x7tjo3vCyDqxzZhzqG2XLPtsn8ue4nAs0RDjyR8/O7Yw3WDDK4u1q81ZTosUf0RZDhM6ymKh66ysq+7s4D8/J4i2sEft4Mx++5NdnvMnirVyu0H3GW1Cm1igk3Aeh5lxSk9RrXqnT71bYFG8ojPan1ucIi+/JCPxXf47LvRwNTwtL8t4V3Ah5DlvAafH2o+dfMPL/5uVX7Ibks7gh+TxkSuK5WAsXW9oNOx8LefnF3MYeEMXXczGXxg3llIdZaBTMQo2YeA5aiVz5lELZZGe8oSKDuMWUbvAGtpqC35bhMPMlmPPWYh78Fi4YovuDZ542WbJ1+dK0FGe/8UKGQVkUx0H2TjOASbvol6WbBg7ibZwSRBZyVkL7c6stUI+tOky81uaNArJ8CqaoeVoWb6O4mZ4s9R4s3s7B4u3ESZzx9tbbZvH293F2Ly3eaGc2MZPFG/ELuVk3ubW2K16YFjyBIEM+nnye0rirX7Bz3YzHmMkrIMsp4h3keYVwaxcOweKtL+2FtdsOzItrwb8/wLqO7siWLWYpzHnT51igCjqjSQxOP11tmOcip9jhFA6aUB/Wik5NEBX0OddS8sAllMVUE421j0WqPC0MQjY8cFtNo4re01wThaUi4odw4RndquEBrFewHRjn025fvxayaHl67mt+adST611huhDz5KA1KhH6bD+dZUqsc8hRdIUIXwAAQABJREFUeU3u/WAF4MfIUJT83P5MNYjME3rOq3Zr/8iY8wv7/PzM05Gt11zYhOlVQq98veAemLjSDYXkqq1ruUCAzjHqgN6LJXs9ECVt9D4hKNp+6Yw3WbzVZ7x1W7zBcp3lx84Z4unqr5ruKKhp8VZok9QIQHjsW/Vvxt0QKuVyhSmcvepjaX/T4g1Hz8xu8RYtFvIlFxFyzCnzyuT2znVjS3r+4nsdWou30pdtaPYWwDxc2G520K9Wal3tOsxaavDXNc7jLhZBWfGGc2x+gq0JdP/mL/7atpp2Kd6YGIfUY5bjE6WW+/br2OekeOt3k9kqs+ZkqsIsmpjtD1vzeKsp3bohT/veI/uheFueHoM5+3eOHDHF25pQvI1gAud0TmGtRYPonYvirVbIsDT+aQ1VJnVEdrmg272uVEbMktQT/u5G+qKoLrP0btStrkEkqk5Z8VYyZeEuxZvWQASJJViX4s23mnIh1q14s7NkwLtSvBHPWHTOS+9/ki5fH0+/PPYubjM6kUavXUu/xpZTuutQvHHhPwH+5TlxzKeXXCne6q2HXGRaX8dL62ScaeJbJchXZXLVuTNDqBzNwheAD4eHBkzxtmqRm4+vXQKFGspdjPgRTPqLoXjbvmoVSUvPHDpkY3UbXjiW4cZEKt4WxGSaFW/RuLeqeGN5ub/YCHAab/7EX2sde1QblVxVKPKXfAohQS8fisqlMn9QEPnFdXPZanp2FsUb0Wrszni5QiEN4F6yFnVOqhPVKt6ic3L/lUCveaWk3r0Q5zstH33zN2WK85a2wNXTU65RsJ8Ub5ehcOMWZire/tNPn7cK/O0rr6ZRKDDOQel2HjJlGltXOxRvgDIFPsYq5YrOuBJr5zMxkaZwnkVcnwEMQQh8jQmNN6VI8UZFw0BWvPGG5Gm7KXAJ5Ml6bPF6Og6itzPeUObmpYtxscKQnQvXzy3waCn3WWxgp29h+A3Fm/cx0/E/vyQjb+tuuQXqdVodJmLxQV1Ilk/oC7qap2dWvJWtplK8XYqtptxmSuUbeS1vNdUkJuQ9FG+uGHEiRKdeSG9K8QaeHIzLh9YOD9qHqT2meFuNrabL0g8edcXbo1S8Ye4caRVv6PxgAg5M8oL94kfRep7Jjwzd4IxpxGZYBmrFG7cIU6aktIaKNypMt2xMOzZgizDW5D846me8HV2z1hSmw1C8DRhfEU+s+rJMmYPirSYrh4O4jBfUi3dzq8TCUItOEpzz82H+rmu8SpZWqJowVVIO3i9zaCbodgS0kBOuqq1bxVvwa/Bmq3gTk7T+g9wCreINvTeTwK+FfJaFMWFcxNk2lzGJnoLi7R/fOW488H/96C9M8fb52FS6gjO2buClYzysS3BaaoNPIFAoU4BYizEpYGyhltMiW2g5pmnxBmfadk2YIZsGqOYCffGIo7OgeBt3xduqOCPu6QN70jqcA/L43r3pO489al9CNw7z3quUFocqwTT3xA0lgF6ys+KNBHMRw3aIW+a0plG5JBWp9ldqrVQkVEGWqxca4qmTiENObaTn+8nXl4+aetWj0F3VJhJzjCZeZULlhFMvxt613hvWTuifSfwzF/moCCJO/srijQc7ezlcTPFlFku44JGJ6Jw3Tp6z24xefvd9s3jjGU0vHnNl8iXwL9FP4qBfU7wxvxUKbMF/9kUXcVTAMY7lZWVcKOJ4RheVawMYE8PARUfrNbpF8AcRPwI+XIQbvqho41k1dOuXL7PnxXgZXogxNIIXn3U4m4nuAL5s0a1ZsiSNACePheeXfRIs2nDYndFTK94sU/3DPOHUWlJEsM1qxyd9YY7laZVcOlBjos6fMRWwKi+DRrjFFZCcC5SUsEEH0ASiyQk30Pbnw8Lxb1593W7m43lFH56mNQcs3s5dsL68opsr41ZTohW9UrxpTFoGK4z1NtIALg4oVBrtSJ5d8eYt5spZ4KMlEWjmWVqLITQWog+/ihZv9TziLXhvfzXfsffqP1IlHouh7enRzZQddPQZdQXnnF7AGaLX4f/klVcs7cW33kqXcL7buavX03lYvZEvr2Jk0l3FgfXMRxsjL5ec5Eingrlc2UY5hXkMcsCKDmW6iRLDxDz4Aww/NjiM47FkpqICJvHgD8R5WMPjvFxhKq3FGW4rRxbibKUV6TuHD1qW3/3GE1b3dbCwXQQ5YzKNFpnA3h8fEQxQssJ8tNa0Zjip4RGXYSyHkRqhB8oTn8yF6FznuQDfJExNj+ZH73wiRP8bIzhy55CICNawJ/5YosuiUVhNkNePnz6dzmLeO3GSije3ePuHt3xddwnycgJ8Ngnrzckhnv4HedtxxhsRQiYSEfku+CXPQeQsE7BOFcsX35MY4gMAf83luilC/GRKPcpeKnDc4m31Alfg7F67Ju1Y3al4O7ptO+ZbWosP+LyInCyGJWruKqUynvRVLmjqpEc5HNbzeJjVNxd+URo4zZ2JQYEtZqJclSfiYtw/cBZv0Qze/1hRQIEm5f3C4I0NSxbambQHtm02q7c1WO9874ifzffI8hW2VhoCrN8lyQZ12Zkt3qTwR0/aub5RJj11QxXFzg2nzqHv4fLGoJzsAGbQXwTh3ayrxy5xzCYvmrB1mbPlq+EeqLCWUyI69xV6KMsF9VWVGJ2qXlN29St99W2zTSkBmhZvb1RnvJVbTXXG2xws3owAp89oQlDr6cyUSKggCskIdfZt1CoLFQedwlhiXWjNXlu8UUQ+h7l8a9xq2rR4s90VIMI5O3BnueoUiTL3PS7LRIEAh+ShbjMNbIFbVVKGLMyU0PptC2Aebo7Ih6RR6mrX4Wb1JQw0jLjYp6Pi7Qpuhjw9ein99Ph7Fvd//PBHpnj77PpkugzF2wSUCWMzKd4qgZLLCAGcFW/AKtkASWNlTJt2zge/6JZsHpAizCAh9LDNbzIs3pYnN8v9xt5duBlySTq6b2/67uOP24JsG15C6JZgoUMxYYdSm6SE2AxtYFa8aQFJwmJhJMuELIAQ0NSt1xJbmLIQATEsl/Eoovhq9ywAS9J9EyqCuLtyhW7VBGQHWI7RxFtlF04p3sx6AhkIohffonjzjLSYJE7++d2E6IeM21P4mPvLTlxO6cTFK7hQYSq9cvxEev3ER+ns6Gj6+9deA2RK5yackkkovqa43RRxk2K4eBPux2Roi/mYEFmST9PFX4CXFirUhuAvtgsbsI0UFyLQLYfibAEs6hZD6bYUL8W80YsvxXT0+bx4wQIoZgbtBjdtQ12Pm0zpFkNhwwOmyXODxp9ogxhfzr+gWjQDxluLOcPlQcY0Uk9udd9bM+DCk2WqptTOVMceZCBJeKpQFwHCUOgsIHX+EmYOiZA5Kd6gDNFW03ujeAPtuW+cKfvsUg1uNW0Vb+KAu+Fr3jAeCv6UvBGXirfIhwqHmt+6kV159cZ4uoht6WOYC3/+9ltG+ivvvZ+uIO7s5WvpPHjuBhT/F8fcyuMCLltg2TcgL3i5C7lAd8D4hj+Mu1C28XISu4kZ9Llf6PBJEbIO47YPc6w7H42qB0eKPiBJ8baQijeUuxlbTNdAdmxYtTJ9P152f/vxI4ZvFRX8plQBdaZ4owx1+tU2Xj5LRfmheMMnBSNDc7k/2G/OFk8PjFfzyZcR3VHvLwO+yfSaHvVzFuZF4GbsoZLNz0WmIgp8RncRPMz4d7HF9Mzly654e9MVbz99532D4ccnXq5Aize/XAF8G/mhITGYbNEN/rJLYxCr20zLrExYh89zcDx3zk8dlCJLVUbMtbJ4W4UjRGjpvQtW39vBz27xdsRoenLHDrN4o+JtQdCpadBncrC4U2+/Tmcd4am5rS1JOZymUrdqfAZIURpwpCufEmP2ZL+p74I47drW+vKronhji/GyKLqtK7DmQb88sn1r2rdlE9ZCS9IzB/db2t7FS0zxNghY/4DJHmAbuny0wB1VvEmmkmLvZ3lW9k381GOX2WeTF03YurjZ8tVwD1TYu7aQHE3OiDKGfNx0jlEH1MgqCBTD1ayHm216ZxRvhfBMQZZdTp3kjz8JKtIEa4+RBnlaOyne+GFMF5UcWO67Y+ameNMKH1hVnuRPZnLWw+uS2ztXjWPRadKYFIWUaBksh0LO5ee6Nm34YW2BVvGGnm8KpZoZJOjzgIrByrNBrkCxRcXb83jZoPvf//w/Ga5Pr0/AGi4s3qBosIGJSbbDIbLg9JQuizdESzbMR/FGbCyTircpvGzQLZ1y/4ld2+02NyrevvP4Y/bVbVcoMJZCcUcxwQWrnY8DKUkLAbosbEJI2dYeEGflhOLM6mn5gSPqpwWeU2SIiK7TPeCKNynHch2r2mXBXXo7g+X+18SrBkT+3N7Wwojgwhn/CSLLE9gzeklSgOGJSlvizYo34WS/4Y8ec1n/BUt+dPl6GseC/rX3P0xvfvhJOnvxYvrbsGA5CasVzn2uePNbkJr15Tkk5ASi4x8t2xYGv9NKjfSMQHFGpdswFGxLcTMp3Rpsi6FbDv6j4m1k4QKkjdjLwlpYutERhgq7ESjdmJfnwC3DyzHdqlAYj6CMQfAQeTdb+kW9+8JCtPPFxrKXnzzI2L6klm3kfjVKM/z9pnjj1j+qBma1eLsjijc2SWYwa5+ZLd5AJJkPrli8gWrw7ldZ8ab5wyp+n/yU+U7LcnRDXuCK70Esupa9qx6W4s3kD8CuwVqI203HYVn9qxPvW+3e/PiTdBVzzvkr19MFWL1RyXb+qp+xdubSZSvnOvJNQNE/gbRxzFF0Y7ElnQoOlkfFBL/IU07ZmXCMIyAd4k3KIa0o3pxuh/FRbIoX1EtnvI1AQch5bRu+iq+DXOHt3t+LGyB/cJjb1lNaQTljSgpgipfk/lDAFVmgNkL5DcUbkSg1B3KEk/+g/Bae+HKK7waf25wYzKj5MTMnG1uMGuRK8eas7Yn8NVpDcXaBijdEHjt5MpE/zeLNFG9T6QUcu0B3CbdAT6BfJwdc8caieine/GMPrZucC6V4c74hE/gfabD5l76YJL+R5pohNRyzWf2A13AXi7eVUrzB2m1bQ/H2jZ07Q/GGs1OjvipG6zLSQmdFNEKaMzsp6szh3O65vZ2BJECK0oDtoXxKjBfSWJd40Z721VG8iQ+gQIP1GvlxUbTD9lXLsJ4ZSIe3b3PFGz4+Pr3fb/TetWiRraEGIHeK4s3bRh8h8hZ3YPWVj7Wg/ail+ZDD0cFZ4seaMXquZLZQrSzIGRsw83tsypLZ5EUTti5ptnw13AMVdjYpJEeTM6KMIe/JanZBau/eK73u63LDkwcnnwhxJyzeCuHiO8k5MaJBKFGRTpLL5QjnOjTovnXFG1stCOCETxfrUrWn+56W2ztXjdLQ87eKN2++9nf+LdAq3jjuGoO7bkYJ+jzuYrCO4oXhKv64WHvp/Q8sy7/+8x9iXTSdPsGLxiVcU8+tpmP4Sko3pS/zURbx5kEtOWCQ+OFzjouSs8UbX1R88E8FLikCZPGW0WCyn9Y2m+tXLPrQpvVpOZQbj+3dk5557DFs3xtMj21Ya2nL8WWXrzQ8V8Ks3qh400otCxvHTvKkAJqSpV2QasoXpPNRCzxb3TJr1ItBuenIL3yKp692V1vpuYa5V2FVpamIqukpdFeUq28LgjqLhyMtC3muhYCC0bZWhS/LMx6WTseFHUvhnzY+iTdkRan8hJ+O7TLnkR164nQMFyq89/mpdPr8+fTjF18iiL2QTGKxPwk+4aKPddW5cwOhXFuAAkkeLzYYRtwQ/lYvccXZuhUrbPG/AgtLbikdwd9abKUgjRvwskC3bPFIGsIilIq1hTj4nIq7pXG5AhV2HCs8QJpf9vlOvAA+nY8s1reqdx4TBoK8WtVEg3p052/gY6Rj4ku+l6Fnz+BxMRStzp2IylOey0tUYETEjKQgIcZbAfEyiUa8VKG0IJVulApUvJ1rbDV98a13bKvp2Z6KN7Qg647/WiDNttVUdOuFtlSE1DrF2jJY6t9gXEB+lRVvqN6D49BlMVz8fR6UZ3EfbGc9G2Ep3iR/JiB3bmCOmYR/6vIlq/cpnO92A/PiKM5347mRY/hAdfqCp32MbXycsy5gzuS5cNyiehFWRpx/z8Onu4a8hOEG8Ukq3hDHbX50tOyks/O5GEcFXMgg0ca8zOMywS1xh0KptwxzMzHt37wpbV2zBhZvULyFxdvXd27jMEiL8MPjUPnBSR+d+kIBx1hzmbn57F8vdDZePUazWIlsnvnB+Z1tXaRaaH2k5zvpay5kGexjcxHIfItIsIA5V4RRV6U5wOMp8/pxxh8dzyIk+OuffGrHhpw45We8USn8cpxzerkfZ7uh722rKeYouqwAiU72rcmYLVB4lm+ZSGcAPmo+kTJZzz7wPIP4Jme3EpkZ9QjF22Cs61YMucXbjtWrYEW1wizennvULd6+tXuXzb28SESKNzWc1x44ezWcZjaxu2USNfI90fk96qek8IvSgO3fTPQx7YuZKEhzXyRxfNM9uBZvXm8qYmk1y9osi4bfhzU3j1Z4bMf2dBBn8a2Epf+TkEF0m7FGYov0Td8IXvL1PtMy35nCn61PyaMGIwRg3Mstbo/Rtpq7s/IhYDu96A+nojOpfbr9LaAOE2Y1P57LGPLxU88vmo80spS9Hmvq56Ys76V4u/nLFUSw/IoCRQWReiStdbjQrpDq677qaIo3Hp8DWSiLt4MrFlmmHxw+kLbi48OeHpcr+BzOWlPiipigoGM+JyrGe1pu70xsGYuaj+RzFGawHNLYLCksoXUPdwu0ijf0f1Mo1SyhhWUeNrEqahVvmOCjUVrFm6YF+YWDJLjlW4rkvsCbEy+BIk1C3b4Co70ZrRffVvFmrYkpzl9fyI5mqWl+pLWKt1bx5qzQ/jZbAMJESgrpJvJ7eMh2yRtmlXJL8qdVvLGRWsVbk63u1LPmQuKP6TEHMt8yLRJbxVureMu82Hi5zvwTci7DzRQQT3WlE0FvJK6Axct+q3jrarU2omqB5vq/YqdW8eYDT+O1VbxVfNMGH9gWaBVv6LqbUbxdwpf5a5hQeWj5qx/7DZD/6k/+1CzePrx8NY2OT8DibTBd5wHmcNqaoMUgv9rTsodlT4WVygC24tHZwlGSRr7OWjOfkViGhoAeyOc9VBLbEEGix/k0A1cuMiZtwyGuPKj+0I4d6RuHDtotkc8e8rMl1i5YaFZF3DrorxNYNPArK538HlseJxsWb/yqIO2/vrBppdyg0FHHFzs/96QTQk9N3zLe4x91TbF46yYo063OAoji1Cb5E2WdXcgDSIo39oYUnlnxFjDEq7+81VQ48ZVITi8wtCihG4fP1I9w+P5nFy7C4u1C+osXXrS0l95+G1vCYOPGLdPg2QF8PR9agC+y4IOVOCuJbs3y5bgwYRA3iy5KK7CNlOe5bVqx0tLWg994s9oSWLDxCy/TluCMNyoil+JMNzqe4caxwL8Bq4BbuDFNbSV+4rPBWFrUiQPGBg1zeJy+aslis34xIxSdlOoqhTllgSALMD1bhqDmfrF4i9qbQuTLLd5wucLZ89Y6V7B1iq6P1rjkATSq2HN2izcv0bnGW8R/veUYFm+JR71toxejkGwR8hU8461ulfs2LMZhf0VYfpFFNec7kOSNWzX6RgvGMXU85Mt19DFl1BjmNMZNYJ68DKsiuvOwdCP0FZz1Ng6LcFq8jWL+pMXcp1+cNZhT584j7UYaxTbVUVhp0vLoAm5OpbuMLay0aONppXZGHNgqZifwr3OlHT5u/EyqvA7DYbG2fqHfkPzYzl040HxjWoebBJ+Oc5X2YfspuXQItNBK25X5jt3PVTV0+KEjpP8VSzcvv+MDi8ECkqBw4flD+zvvFpBscSkTjBtY8uUFFu0tzRvw6Or1naXwZ9D767Mr18BTKb38wYfpM/DeidOn0ouY88hfb585Z/mv9S+w7c7ctcBzTunEd2AVc1zXES19v4nS4/kr2UpQWVLL4i0zBxHFJCV+AapOxwiuw1hG3NS7HFbrnA+3Y9v0ZhzPwDPeZPH2DLYucu5dCis9WqPTWf3h+6ERCHQU4qniaQF7u4sY+YKl7+GMKkCK0oCtpXxKdHqscdRAUf+vzlZTzMpoFNtmSos3NNMa3EJL9+jWLbYD4OjOnekQwstwbMYR7EahWwUWs1aF3NJcKd7nLdHmYkFIeeO8j9hgHDUnW1qtrpDW495jjqr7t06tw92QbczcWqD0Q4HvtSYtqR4qY8gxdM4v3jfduBXj8xgx1TLQnikBMGdyZI6GMKst3nS5wq9w4QLdKN5lidUszMVnecCLR+SL2+ArKkjSI3HWYT53Os+gdbxq1EvxdiAs3p5rLd46m7B9um9boFW8oWuaQqnuLb2cZyERQucyXiiudine/sy2NcxF8daPhRBx37zijULNF3v981C8bcXFCjyMvla8/cYjB6zKTcWbvXxI4Sb/jireYjFWdYDavelXIPcsmCeDannTJCbTnWegasIpCJrZyswVuG9Z8cZJMsrTIq6pePsYCrfPLoymL7jV9AXfavoSDk3ny3NRvOGctWHf/rlq5XKjey1eYBeAp5ZL8YaF/qblsyvemFHbSYviDS8EGBNss0HyGVxuvwjzuVW8sWVyd7aKN2+O9neuLSC5Qx6STFBcLMK14HWUnijFG+cd/iOoFG83Iv8Y5Bzjs+INc+QVKd5iWymfx7EFVYo3O57hizNW1Ckoh3lZA5VupniD7DkfirdLULxxvuSWam6vZpE835CuqXhjquZHKd42QD7xLMjHdlHxtqlD8bYX206JagHmOb6c2txnNSHuaBS1kUESmrJKCg35QRCJChdLBsuluNaffwto3rK+td4vOLLijVEx1zYVb7lnGGgq3k58mD7FvPcBt5oeg+IN2rhjZ++i4s3ewp3BxC8am7mWjLB1GBRvsdW0VbydSV9APvAMvrE4OiOFcjT3d8UTWlF0DOXcwLMEIkMHTgNnTHcsk2x7G/pMijeuW1aH4u2xbVvTIhyj8fiunemRrVvTMnyYPHzfKd5618uq3f7MqwUyv1W5WsVb1RhdQW8xrUPUfq3irauh2ogHsAVaxRs6bT6KN1nCUOl2HZPq+WvX0hufnbKu/5d//O/M4u39i5dwk9sNO+PtGs4H4bw8FdZsmspMoccVFnBQmND1wXLMFl1cOFaKGqZp8S8fMXm+1xevzq8hTMYLhA6IvjJKNGkNrN0WQunHL/5H8AKybGQk/d5TX7e0rbhZibdD8syuQeRmflm8yTcBGJVgW/B5MpQksnLhK4i/vLhvyENyRlaLUgWyfZ1V3moW6fQ8o6yMqoQZg1KWzghwmxKiSvF61olU9awnV8VlSCHggrp2HY+eS+zAl0m1s16EZXFHSPYafZ3x1n3Gnr80szidneQKuL50GucznYEFyvlLl9ILv36DIOm1997DSwheRqFs6wcPD4F/Fi9ebErjtaF4W42v7LwcYcnwQiwgR+wyhDWAoVsB6zbSYme/gbf4BX44xsKCWCjbKyv63vjVckG5pg7PbaGaoW7+jgvOiERrPwGGH43tHIp2UXLgd8+Ban5xVTbHm6fJQoHwTGOscMW3Z0cVv7mYKL9OzFEZqE5lGAmBvIDkXFF6ySMYWrt9ucVbfatpKAk6LN68nLlYvIkitYO3TPRGRIpHyZH+x+p5zmnJOxwezS/6X6XLFUrv3MchMQ79kD2KUh8Z9RbJH5+fKHvoTPGGsKd4HPmPjicZcZzwzMhJ9LcpysKi+xqUBSxuHLeBU7HBSxmujt9A3FQ6gzmT7szF0XQDSrlRzKujsEbieXGnR/38tzOXRs3i7RJu6r4O5RzTeLkD+e8qrOfoeOacnUOJc90mYGVCknEkvqXtWr3OLG6/tn9f2gsrE17c8uTe3Za2HWcskTsHQItZLyFjPuMt6m0VBozLCI0ClwJ9YXFHZEqZySdM6+bfAlneowdy2NkPyJqtjajQl6rfCEKxziyTId/fPXvBeOql4++lT6Bo++iLL9LP3ztucR9jLqQbG6gs3jj5AIGmbLGG5q5eFm+xurOhJbmoW02NbiM9V8TXgChXZRgR/EGEti/24YISuqVgPyp0tsHqfDOsy3kp0XNHHrW07x7cZ/PtMnwU45qPxVhR5seY7igk5jeMYXMB7G0t+uR7onIQPqMKEMkL7wjlU6ImceDR4iYa8ytj8QZZREUp184DkEUD4Ln1I74D5sldO2y3yVGswal4W4L11f61q6zZl/a7vOq3tbvazZLQgS5vvM3YB+iB3GAOo+akn8dJDAJZvIkTvBcDd+YOPnemCKL1b64FGr1oSCQ7ZsWYgYSh9IvPQ71yC5YQHm6+43JPUpfF2+cncVP5jfSzN4+lV3Fh4EVYps/N4k00xJjGY6ZA5EaEHpmjDgtD8T1Dpj8Sbl7xxou8UGsUKpxF0IqS2vewy7ea2DL3aGyprnrndVKFS22i51LDNvTwtkCreEPfN4VSzQ56Kdew0Qv5VQziMfxROL116gvL8r/82z82Jdp750fThbFxbOEbSNdgossBPgXFBJ0UInnQI64o3nyQ+kSqEi0b5lm9/Gg1ifgQyrMp3rSloC8UbysgeXg4/Y7169NBfmnDDUp/8J1nrJCdUKRQGcJ0O2Aa9dO2CV8EFIFqUhNwFDoTIVu0mKQAYhRrkCf6HoLXIYjTFxNqWxIjYaaQ9DBMm4tTv80F9mZhRGPVIxmVek/zpp4zAANCgHbucjnKc3YspoCUyd2Kt7IMFp91Kd6QU/zOr8R0fkZfHw6avp7O4+/i5Svp5WPvWNqbH3xgirdBKtB44x8O/l2KixJombYO21voVi9dissRBrGFeRgLyGFTvFHhRrcUyh32xRD+qMxlPl6SQBdLSLSDKkvfw/1qOCU5wxnLqG+1sPf6CDD8aHBNskJnBecfBxI+RmsxI15sKt4II17M9DMynKgwchUZfpCkKjZS+YjcQWjGUyHKi4DIKRgu0/k398sVQs6Y4g1UoT9yfWMsZ/mkQuhHP6kepU2rBV5E6gXTx3jkCCZuFW/RgffK69GnYkqX3Ozr+LNASLg8B0GGoEsphfiPTrJf9mLymRo7/sCfjmdyEh8PkMAbT69D+cbxewEyh+4ctqPeQJy2mlJJdwrKOLpTFy6YLLpw9Uq6AoUbLeMYprsY/hgUEty6OgEc41D0kfMG4+PTgY1b7APBEwcOpP24TZBy6+junZZ/S1zmwpdkU7yhXrqYRdvVo6pMQR79xYAJxRtj6ZSqcO0z3Lr5t4B4TZxnGJz9EFTLMzbCSgthZF2EJEa72iqlN0+eMSXbi+8eTx+dOZs+Pnsm/fL994w/T2INRzeO40L4kkqrSh1uH6wscW3rHOtz8LLOGbXM+JF05JiRXNR4yXJWzAX4mB4lboUGiIDJCoYfirclmIRc8bYsbQI/+1ZTV7x9D0eI8EPX8nko3lhYPqw/NyNbTI0p3xPLisPIc1oDRPMzat2dX8oiEyRRkOa+PAd54IG9XKFSvA2G4m3DIj9e46k9u+34DSneePzLntW+nlrUx6s8wAeQW1q/eMMyMlYdaj9AzKx404gp/ZfX416CoY3WJ/IoRn48tt4tt4BGTY2orJ/q2EY4AwlD6Rufhxrw9ihYSR6OTcU5POf5puLt11C8XcOc+tJbx9Jrx79iijeMP8owvlfkFsyCVjG17+G85lYScJRR5W2qluXYymA5lIVZr45q4x7SFmgVbxyODaFU84JeyjWg9IJ6DXm4LBvFtpl34yyQ//mP/q0p0d7BV9QLUGCMQbVw1c5kwPQJs3I64iMuFclBq/L11dwVaRqwFBfM6C8tUsD5uPYhP7vizUpIfdf8BWUpCuZtkJtxC9ZuKN+WwTLp97/9bZaQHtm8zm+WhPJtGAo6ynye90YnxZsTgzgKLfxnqhRv/jLGhRv/PF9WTvhjFkfEaQjwWxRvHheglsIYOtKiPvCY2X/Vb7ND3Vqq6IzX0g5kolXzpp47gIRAzFAnKk21jrZ2axMHLIo3PjOD8xZ/xT15MogynNccuW4J5K2ynDJGYTVyCRYoV2BtcixudHv/88/txWQIL6b9vB0NfLxk8RLr/lVQwNFReUtLSZ7hNjK0wL7sLkGYbgT8T1YZBHOQF/wcN28N0ZjPDzQavTXLy65ajj7+zPM48ps9I58mwxgtHh/J8AwsDzpGmHM8hVfKMlfjvCxdHJbZ1Kekv8Tmkg1zR4LHlKjct5GQPSQE8gJSSvDezcDW43y6ecUbPwqgFihCW/VuxuLNW80p1suWXjC9haIO1mEoq7V4K514L0JiLo43CyuCj+yrGAdKy1oGt8QoMsjHHcGEIctymwGEy/uftyETjt1Pn5a04/ijTKIijY4KN54peTVuRaVV25lQyp2+eBF5oaSDku0qtp2a4g1WusR1Dla6dJfHcC4c8oyNX0/Xrl9DQahRKCn2b96K+W0oHYXF275t29LKJYvTke3bLd/6YXwgQKgP9LD2/heSXQPeIAju9fF2khTzcaQUQilFcfKZ1rr5t0At43OYnZ+dWth9src5yB0G7T0LSexV7lage/Wjz4wPnz/2LqzdzuCohXPpVx9/ZFPFmbDUvAHFmyndgMDkJLIKtz7C1PNsU/GmjzcUf5KLRfFGKkhvEIsgn+hUhj95hM786outplK8bYX15ibsWKDi7Qdxq+n3Dx3ArsuBtAIfxRbCJ17hljWn1p5ehqe2irfc4iVQuqfEWahu1c6kvlC80YpWirdNS0YM6Ol9e9MSnOt2dMcOs3hbhNvcd8aZuQuz4o2cEzJIPZcVb+pJfGKNeVWl69HktEWSeK+A1uXOCY6j/nUcwi2MrX+rLRDs04EmTysdsY2HDCQMpW98rm7A26NgfR5jVOc4JzfMoniDxdtrXzWLt6x4I+dH+9iEwMZRm9a+h/OaW0nIq7mn+NboecXjT8rQXAV4avv7cLdAq3ir+r8pnJikl3INIy2YqHTjV9PL+ELwYWyT+R//8P82xRst4M5im8x1DMUrnCg5wLENj66ftq5wfIHICysJAEsBuH3NcrisANA5M/IDll6XbBYe+PwaStePFxK6YVgCDODlglsBN2JbApUm//zbT1vatw7uwYGvUKwMDaRFULJQZAyGjGIeOloDGOHEG3RPxOrTD91GNESTJQNkQDIufOUhLgm8/NJftUMGN8BSx6hOxM7sqd9mhrj1FNGopZGeVXeWoIW5ZL2XGpCqTGaEQtN0TAZ5URWdzJyaJ7SIlwKOLU/HX4n7vNBSGdZ/TrHyTdEqE7l4LtMY+plbwL4IK5OzPBAdeYagcLOLFaBQW4TtySyDZ5TQcRupW7L1mwKOaZ7C/ve6sh34x7TSN55mijeDA116ySdic8xBxxoh7AgsRh99A4vF5cEQ7SUVpPFtZyc4PsulMvjg4fKyVKcZcCnCHzt/u8Fzek7qIDgnI8AG8sQCknOBshJmLsHcmuKNOPlCCR//p0I+5XGqQuhXfcnyCzWWyCjg8QziTYcKSDFu9HEfF0MIt1tNrenu3k/uUwSiT3NUyGA9M51bQc3hhZBOC04PZUgH0TjNcxi41kyNkMxtenRiBwQlO2WBNA4ZxAsUxicgi2xL6lS6GGfEURYx7SLOdLoGxRu3m56HUo4UnDzv53GdG71oCrnLVy6nUWxNpZL3xjXfMnhg63Y7i/IxvPTu2YIDzTH37d24kRSllZjz6PxlWYq3qFtmdAXkswW8TprDqilM1cyyuOSyou77n17roZmILjKdLOXtVsfNlK9XvPJ3pdUNGGWQH8zlNATEw5E0JblDGPxxG/TlUKr901vvmuLtn958y25//uLypfQOLlhg1ktxJMJUKN6MK8jLTIz1UHC0uJ6V9zUSQKJ4+E4cyRApOp4DYO5CburR/IzA8xOjvzTCl8VbP21LU6LibSM+hLni7bBl//7hQ259zg9iMyneMpXIEsS1ijdrvs6f6Av1RElkTHcs02vF2xCUcIOQf9uW+REc34VSdCkUb4/v2J4OQRaNYL29dekiQzuEIxgsf2UpqLGkDxvqK64J8hrRcoE1gxyfizMTWWpeDxrNDpjXFWLOwDNDtZTa+vNoAfVCnaXXkK/TGdZ6imOfLvdVPNHrxq0YyQvASE5aPubpoXjDRQodFm8wHum91ZQSh+sClSP+l19oyiwVoAViplETBOb6ekaVdNNbTakEZ63R6LemeLOaG5FaB8nPH18sVTXVDKFn1a/1H+YWaBVvVe8XQVIiNeFp2DQVb1eoeIszaP4nKt4gjN78/LSdlTUG4Xb5vlG8XbdKDWPBxuvNV0PxtgFbE5YtGkm/+61vWtrTh/amRbBsWoavb4uxrZAio1a8WRtoYckHLHApECfno3hjSXo7Camslxa1rYSsgfIHTpOU+sFjZ/5Vv80McespolMvj3q2pgn03Yo3QQFAlckTWKFpPoo3KjwdqyPkr8R9XmipDPrxIp0Vb7zlEn3iB6K74o0vuXT2Yos8PNutH4v3IS7ieSsp4EfCqo03pknxxsUly3d7t1bxZo0YP+ru6Kw6KcLom2D0wiU5V2PRVRY3reKtR1O2UTO3gJjLZIE/5KiQzfmZzBpKBrztG05JG/cF6cW5ohs8a7LdpRDPLjUnxRsfCAJPstMxY1sfFCKch+mPQflGq7hLseXvHJRsnF9HoUi7ButcWryd5zlciDt54bwVcRbKtvEb4+kyLOGy4i22oe7bss0Ub0f27Em7t2y28013b9hg+Va0ijdrh/qn13qoTq/Dmm/rPIqr4b4sXOfvCUtxaCznfDcfxZuxJPJPkIduOOf9I6w7yGM/fevtrHg7fuYLK+JyKN4meTM9FG72ymaKN5Qd+6fLPGssbbzoH3mCTCOXROOZPM8/hPMHDkvBjxY4eqbvVfRMFq+XRvhzUbw9AsUbdi+saBVvVRtGX6id/VFPM/vRF93gjOmOJSL/sARVGdZbUrxtX14Ubzxf+TFTvG02xeiWVvE2c/s/4CkaynU1eg35Op3hVvHmLaf2axVvTQ5pnx/EFmgVb1Wv9Vr0afGoqdU320DZhBcUhq/hBeFUbJP5X//435vF28/e/zCdhMXQNUiLUa60ANuHQ+fNxYsNF4xeHtLihQRRDmJqEy+x2+JNIoigHpYRXMkvPLR4czz9sGKiG8DLCrfTLIISZQm+slF58jVM/nT/7JlvpKVQxG1ZvRKH9C7FWVwpLY78UsD1Y8HpEwbL9sVrtjwKQvIXBUBI8aTtF+WLjbcLy/VvtvBlGcHIcE59WdroWelf5qv/vgyumS5emC2/eqLpE5cm1aZvfZYjo9SolPqPsQrra2Zdb3uBIExkL184IwKe4NUXehkgYtVN25bdaoOQ+gN/B3Jd3NCPvmFbEK+sKFW+FHmsVq6aKhB+rgdxBE/l7aT5yy4QyLpGtRNzWZ6oVeQvY6PUO4cEGipIr39QLMLVSLm1mFuR7gvU8CqpI7LKYkBKFLBFdmRX1UqKQsgbDSgshR6GOnEK5pYVb0CrttQZRpRZ5lQI/ehLjelCjSU6eNAvnrQ3zaBbPCC5kVqLN2/ju/yroekSxDtYCozy8UO9W/VtWGK4/PB4yZdi2RyqCGkZrG6hgIt5zsa/2Et8JkvLaAti5+xCX0q5G2B0Po/j6/UE5jD+XYdVHOPO4sZUugvYckqL3SumeLtk8/HV2Ia6buUqKCJgWbJurZ1Pya3xa/DxiW5EtFH+WANBGkqYGUT9Q+K9ApSZdPp4VA/RXDWDePB+8jxRGGbGSkim1wC94up0hlVGM77nMzs6nJS/zhH6RSK6Q/MjT8ii8/MGMachbGs2XN7xCW7vpvvhS7+wrck/e5eXK5xNl6HQ+gKWHpR/N3BmKR1v9DZ5iPLtgxh8rqHopHhjXa2+aKtmnQqPFNq6tvQbF1cVJPKoSJGbFsmE1Dfp588tAY+Shi3g4w3YOm0Wb0fc4u03jjxiVlYr8dGsafFGHO7kG1qLkpW4eNnbWnDyvW19TooxoKTwi9JAI5noldhDTmjuy43qgQfljDdVX2stWbwNggOHqXyDjNmz2m+Cfw7bgZfD4vYwLnnZv2kDdg30p/VxzuSA5Kytp4mV7RttHBzXL95AfCd/ZLYB+zCv/2m8OBZEZ5wlf0ljOlxXhEe3v/NvAfFGR86InK2ZyxhyYB9vwuI5u3ErhpLHw90yqdvi7fUeFm+vIY5uFLtiiKkP86cdT4LwbNNCpkCViwg9Emcd5nOn8wyZ/ki8PYq3QCYCNGFkipjgibm9BYuUXDe1ra1UOBdk6CiAnjLKr5La4EPbAq3irer6pnBikhaPGjZcuNG1ijeKH198SjciRY6EJdtJL+mt4o2tQYd20wudmCr8eiJTWIsqgRoGwRs+9IKeKyAF1RdaDHK2FJ+rv1rFm1qLDaqw+5pkramV1BFZZTEgJQrYIjuy55m7JEWo8IawFHoY6sQpGL1Qzv9yhXihBNpW8dbVGV/ZCMkWX0I6F7WKN3/JtzO0rIHw0iI53cUJHIc+FotSJbQF1RBtFW9VY3S1oUdoLpohuTNaAg+xUiQ4D+sXCShS71Gt4q1VvGUGElPkcRspX86iDhi81w3OGI8Ve2qt1Srecus/9AHxRkdDzMhTBapVvHkjqf1axVvhjTb04LbAQ6d4m9dCr+7XeFvRtzsq3mgdwDOxzoc12f/z1z+xrTB///qb6WNcuHAZX+PP4usq3ZS+nmo1zkjM1yZQwtIrby9kQsDphbisGySCwqfn+q+8+vRlgC8H9LLO29qsSBw8zYXBEEoexh9vm9yEsybovnv0sG013b9tS9q2fq2d97Zlld+0tCwWFwNA4x/ScAqWcOYCC21S+IgoLUZ8I6JRgh9/WfFbNQnpuRpNRGA1R1BhUfP6kQJ1tkxz4Y0aj2ornB3P8SBrRDWRtYde6MJn3xI850dA4frLpsopqY5V3d+zcQJRfonMb918dVEpog7tL0YLnlS+XG/mNxxVfqEhgbm8eBEV0RYf5eTiHNgOEEacbmxzNIHI6AkuzozhuEUqIfnnaIXcCxb/G0SgLDQShgU7bOdvz0gDyWg6QDy28L0S5VfFCEFHgREpnshpJb+iVCehuVXFm/FfWBwVy50oV4XQD96RMr1QZolGnhaKUgbzLVj0SomMOy29KrB4Y58Po86LgZQWSM/u32tpv3P0sbQS2+G3rFyZNq5Ybpa7i2WV5Ll7d1uktd7MLaAu5ZgwGYCIrHhTNo61PN48ckpnD8X4Z/+T3+nrwwq/Alh/x7j1nCELjMeIVxQUGaKx7HKGGEld+JEonqKcZhTJ4LZBuuthgTSGuZhbB2/AsnsMW1QJOxZnxI1gyyDx81DzEdy+zBsfR3CpAp1/zydpjq+MY1HButYunsLL44ZQnUl1pgcqrPlQ/lyIz/MEgOtwM69wGv8xMVhitjzscOUTvNpa/EM0ZqWNPtCt3RNYZ7AXr2AtdhX8MXr1Wnr9w4+NpD9/8edm8Xbs5Clc4nEZF2b1JZ4ISHxTuCjInM2FiCBy8ocVwh849TV5O8aLpUSyA3kWhjOdmh7zGGOGyBSe5GUuxBA4XLZ4Ax6i2oKLFWTx9hth8faDyuKNOxzoar62CJXJByuXozeIy3NREGQACnvF89ZyZldS+Llvs+VWLgSNGw2Xz4JEmsrLbeOBq1izcnxfwLnJr7z/EZGkP/zHFxMvXjl25kz6Amc+sq/HYDVmLtfVH+1XDR8dJlLVfxVkCWagEhVUlwhD4LGZN6NN+2ytDUs3cORCzHMLQNeB9ast73/+xNG0AvPbwY0b0h5Y4C6ALFodsqhv2k+85FzqbSgpy/7zOvq60GfWzCeiV+2Y85PvlBikoz0Y470dfak2UiXlV7VtgzfXAo3WdySNyF7NXfrNgb3Hlb1XDqYJMaWehwtvKm+3xdsblcXbq8dxqyksf4vFGy9gA7+Y9a/zYB7vjrLjN1MgEiNCjwSuw55ZuQqqTH9E9VS8LfezEZ87fCBtxW6tPZs2pif37rHjb1bFe7cpwVGDLz/jTVS5rydRyyEiKrN8ixi2SoFXHRQjX/Gt/zC3QKt4m2vvh5SpLd6oeBtH/IVQvP27nzxvLzB/89rrdkPWJcSfGcMkCrjJWMRp0NoiLcaiFu1Sevji0xNnVryRcGAjQmleArmGOH0J6vxCgQUMw4NcCOC6cm4bXBMLlW8fOWiKt4M7t6UdG9fjuvOFaef6NSworQiRIsUbX5hnUry5sFRN3c/lF4qA1QW4FG860J7laT2a6xIBPRNmPm7WBX0gak5OvfDXeFRDwXU8x8NcFG95DQpEGUcEbrvijcQGL2viUJs6//mTDkQPXYeqaHl1K2VWoJTUqABwhOIuJ2lRxwgVGItBV+6xwlwoODOXvnAeER97ZkcglJ7TSypwjeeos8VG2+a+FD2eJX57RtbZ80tUVNrStFCoKpmxZoxRfk4ovY5snlhAcq4MrjoK5n5WvPlLgddBLwjiG12u0CrectfelYD4hnwrGcDLfug0lfj81Ml7U5gv6FyWu0JKZ0hK8daXhRnz6s/HMFa9ll887uXHePeUfOxCyQsoDXSREz4pFr2+8Q7KFtSDSsQJzL03oGihHBmPM+KGeMMy/g1j690C3PTIi44W4LgFOn+tUN0sCpDeJsX3eKctwqJF8k4TF5JFrnI9aL5ksPy50i+5Kr9XPuEU/3WIwKoN67yWR3JcTJzb3yGdJxzrRPCbFG+8sZuXYV3EuYCvHD9hGaR4ew8KnHOIpwLneqyHOhVvADfkUXCMF3VyX1PxRuwBGp6VJ1bWLoG80DHgzgySlx2cZPXH2NNWUwwtjq7ZFG+rYqspCRAvZ+JEJBOteI6QGK95LlIN6CvsDd8q3tgO3hbiabWRFG8LIKWoeBsCXx3a4Ovpf/bk10zxdgDr7D1rqXjrS+wnc3NSvHkfWemZqTy75GtR3IGihuJNMtV7O/pSePxR1QqkrXcrLaBR04GjEalmr2FKvzmw1n6E8Rm4hlZYiAnh4cKbDsNdLjzah/PnaEyireLNRlM0YowJNanGOJ41TPLcFW3MEdndh4qRnxG2gYe4BbCG1krm4WqFeVc7mqlWvNHqjdu7LuGcN7q/fPV102n8+Bcvpw9OnU7n8aX9JBZzFH034qDevNCKhRrTigD1ydSVbT5QLQ1BDXZNqiyPOQ15JNZKnpmGeR/PaEPOAbxEDeKsHL44LY/Xl4NbNqZhXKqwb/tmWLytSytwZsih7VutpG1Ll5mPY/XxkoLlFurtN1YCXy5MNdHrkAt9ZuQEYGCg1cH5q/r6y4/lCmQOU+e34quy/Hmuv7O9BAjHXHiiF55CpTDBj0j1SUlBghZBkTjplfWuDECLAijb2l0BYsjRe1wU1UvqC9BQZGi2MfqvTBxRhJWFnsoI0UPeRQDw3HzVleJNSjJLY7LlC7h4Ec10IiDu8NIQIdBoB8fnOUpfOJBxTWa04BsiChyOMyIchUXl5CquwCIEnBmmI+HLH6RjYM2I3vF4QQVrwZ5DM9FCLPllR+XnXMBfwkwVmptVvCUoH1h/io/peEnNClO1tQqhH4wxX4s3tgwpF/26JbNVvLEX775Tlxrf2gP4NyKVVs9BojAr3oLzKNMlHqR4MxZmb9ucFPyalVLExFyQ9ASJfwz5H6LFdx04Ao/BGQoisifNNJNRBpVuxDaFOZlfx1mxyZif3doa8xcsY/hHfuyPAytJFV0WzXhWqUoT3xugfjIQAhbOEYJ4YH3JYPlzrUjpwy/PMS/cZNImo0ZzG78iTH6gxRt780bItKuIZPwZXBhE5dp5+D976x0j7m9e/TUs3qawTruSqJibxIR3g3IRbnpAVwTxAcitfEvhjzkriTSQb20wBLc4OwVU8WxY4DHL25zEDJEpvFrxJr50GADkyxU4BqfTlmXljLdnYelG9xws33jZUW/FG1vEnbeWhzkmsuLNolgf0RaERTw9l+lsAG8eD9iv57MklqW84Us+2CTq+TX4ilLSpcs9P+NNpKMWQalX0H4Z47FiTdW1b9LPU6bd5CJ04ALInCM4z43ud77xhFl074W12641q3D+Wx9uVg6+49mncDwKxIo29FnSWho/yFrbAyDzhug0QYVeYwL+FC0/kMOL3osG76qbIuRbxvbnZlqgo+2FoBHZq5lnU7yx/xooArPmLqY6RFPO3pziDfzCjxJa2/cu3GhQkuSdCK3rWMKCZtY6zBq6U+yMFm8AfO6RW7V44xhTiV6uj5AgAkmiw339ut+dm/mET37gar2HugVaxdtcuz9m1abijVtdrsTXz5dOfIK12XT6jy/+LL332efpLBZ5H52/YIN1rL7ZjWMwFG8svlh6+eTKRaREpwZuWYxo6DNnhEMDICUP0TeHufApvp9KN0zwXLSNxNfT9YsXYqHWl/ZAAbdl3Zq0evmy9OT+fSwoPbJxs70ULcFCbgHo42Hag9EmfVKcxLPTJTrd17KhXkxmKqNtdLC3FZh/PL/ozu9lOX1ugbm8DDQnp16Ye+FRTTvgI1J9UtKQoJVSJE5E5ZiFf3xUfQfyzKWYkl19mnEXEHFGZpEqKb/cTuErbKcrUOpKtXeuN/JMy/IlSslpQFZoCl6OmugLK8uLpgEdHuq0ePM4KWdySxghpI9TodOZmyaeiTu7KCTXSIVmAASichmmTptDWIq3srQldVGnTFPBnkO9aLHykBBtUkByLmAsYYIL5mYVb9OheCPa/CKYlSRRlgqhH0whBUShxhK9BkG/2kYKGMKKfvVtq3izJrvrP+pSFpxlXvStxq8r3pw0wUteaHZin0quZ8WbZwFi73F7zDwlfM4vHDd57GgOUX5jSuewoghwSpTHsMQYno45xHM4EolZoZRMk9xwKnKqBZS/oj5vo+2qI3MoQyh5SkSdaKgfuB/xhvy5VqCeD74sz5xwe7e7/MmdGJHR7rXijddtMHU80i5CsTaJfJ/g+I+TWI+dvXgp/fRXbxhpz7/9rm1NHsVtQtcBM40Xy8lBV7hNw0LSXDVNynI/86CYjGXhv/OUM4VYwyIdkw8LhLO8jXjltMeomtZK8h3USyiKN7+a6mYVb6pHJgOVwB3l8eg1cJggKldGdaQfcA2QojTopXiLMjgYNSA19+XiPXDPFW9sDfVJtEzxetQ/gKV44xUdiwFG69rHt2yyrL/31JNpJT5s716zOm3HcS488kU3K09lxRtbngUjc8g5Sdx+vBCwZCaLBaNYgDjDSvEWYPQyiOSzraai/Q2fQcVPHVGHa5g2PKcW0NDoAG5E9mriMoYcWGsox+M5GmjAF4qh7+GmnJ2/4u1OXq5Q09vRQiFZVAu8K+Nj2jSNR/AeMhg7zQ6s+P/Ze/Mvv47rTuz1vqEbaGwEKS4jjWjLspahLcv2yYk1lpVMZmwnmcmfGP+SX5KcnCSTHNs5HsmWJWulSIqLKJIAN+zdaKB3dHc+n3vv51a9975oNkASBNivgP5Wvap7b926td13Xy3VVtPTH2erKcebdi2kvKvowm3INmTcx2ZZhCi/Xb7h6XhK4Nga3ljd3cHo0CYQCl/f8NY0G/yyDveL966gCx40/8cPf2yGt2v4svrOjZuIGWs21QFja4sMb+y6etnRpOoGKHVU9/uGt+j+RsBhZOThk7DJl0OWGEuH8YSGNyqS8/t+psSZ2Uk7S+m5C+eaJ6EMnF5aav7gd75MEs0Lz33RDDbL09PNLJRTGt7iBBQUxcvvCoByc7/O3ThAtHNiXBhtfEYx3w2OHuW/oiGcAHcCNeBHho/yMnC09oChuJN/4TLYqCJUJ4VBCiAAIvFhGt5sIgn+9SJdeCsFi+aeZfUyI/1BDW+s9Si2xHO44U1QwZ0xQP5YAudT+nq7dQS8RFwKl/lnVFSkU8vYIwdkXHLl2NGk9IjHmrfMp+xEg98AAEAASURBVFO0kiES9PKRkYmV5VaSyAyGN0lk8I8iAbUbwuaYpw6PVubp8KPpCT4NpgmhGQt+hZ88GAEQ0YCZ9OLFEHSy72gOSWQA5wuh3sSTk+AAinjQ1nENngV6n0CTHgvrDySrZOeE8YrxHks6TquUrZTR6divgMiHwhnIiArh8Qmqbcg/KudHmWuNFkSe9X8YcVUN25jamfyQuwxvPhY61e0wvN3AVmN+IL109VrzPvSxmzC8/fClVy3Hn/72HTPK3QHpHfztw9i2n4a3aHdqJEhX7xDf+WJ8FMMbmgNImPukDG8L6DdctPkFrHh7EoYc3mp6PyveVI5gC95geCuyqEJRcf0ezRiPVZNULY9zVSL0pVkkL6CdzkBvfuFZGd7+yAxvXzpzunl2+aSteDsZ7waflOGNg6DaZ7Y7FSlXuXGsdP79VwBZLI/oJVZwQ/AjJSD5twA7kaNErPpTmyp6JSk5RodMjlGO46ndMfzYGt4wAuu9I/WSaP+uzbRrIeVdRUveGjvlD4a3VuseHg6RwLE2vEku3UFJ8S0/ZtXa8MaVanzejp54aROHOeP5f//BPzVvvvdB8/7NleY1+NTbbuOgVXMzMFdhEuYLgwxu6ecS3pKWg4OWmRg1J5W/MXCU88A8hbyobMqDeqo7ntHGe79wqPmeL22f3oN5EOVcwiGv89OT2Gp6AltNnzPwf/etb4GVseZLOI/iFK5B52GwPLCX5KaCplisByCdAZQTR8iRKGVQCwVXKyOQpsGMistHuVKmGlIFdf+wlwHJqMa+d1h0rRoNTMe91Dh68ZNf0lArigz/MMNbSCaVI9KRolRoBk+FNWuHls5GAFcl5YMOVG8nOryA8jyupAGC0jCjbgpthKIyDkKx0wvGqBVvyre0drbSYDjy0JxYr8ARb/JL/oopJVaaWFbpCkQdc7RwcChOU7l1mp6abVuFRKJ4ScRedsCNNqE8KizgJwXDFIy/bGJrFQp5M7bV/T22vd/FmPMjbKm6iBfOGzhQ/O0bK5b1OvquuXqrqTqR+qCelQn9EKL6eeHGEp2n4F9GSTeeOOfiPw04/LKPNjSc8ebV8Vn89sa+6HCqdvKksMbk7KNIUxtQmygxdWkcqvRlbQYEbY2FMa9pvDPsQFC7ySYphlq8eR712JikxWUYYkhWLTY2c+WsqvLQ10VAKpsuKCoSqcsYYTFpjzU1ROhxBNqhUVV5D4WzxAq4COCj0ZK5wqTahvwjEDGQe861FWtqVGpTh9LW4C2fwEFLJDnPsF55bAPPaaPWcCfmp7dv3mx46cZrl961D6Krt9ebn2ClG93Fldt2JuDe1EyzD32GBtz9cd/ytx/tTwZXSkbS0Y3g+9FgA9TbVQBJ/Gq/zC/5FaFsL0xpF0ptWT7xve9BarHVlIY3bTV9Ehcs0PD23dhq+hdH2Gralr+XsKx4Y47kquJNPIYkNLIbXBbO0Dp9u5tYCU7CC4GVj8wO89iteIt2N87LFfBRfg5tcwnW0RnMt9/+4jMmnL/+k2/bUS7PLS+Z0XQS7WAx5mVdYsOx0UXj9UJErnSjyzYFsaqdWYIlhs7MBMk0EqVNjxmdqD3JPwlEQG3UaHYTh+f7kYBafwunE1mLW3BlfnTgrHcDGIXBBBGm7+HuGG4b1DnWAUJnvL1UXa7w4pvdyxUewoq3uiFHEVRClejoK96ex4IQnpvoy0PYDykLljj1lxx7lQv7lsII2lM8V9HipYydHkOQCszwS0w/JQAG7xhKYDC8odK7g9LIdhBKX5jPoOBRuRsMbxxOBsNbv8VoDpFfIDBIKzL8wfAms/BgeFPb0OReJm6G2pO3YAbDW+ldQ+j+JNCb++IlTG2L1BSWopmKK9LUImWcKjE1Hw6l9zs/u8iplhcLfyWM13FHDgS1e+nJI+wv4NHzaBkpxLi4HAxvdaV0wqpJ+UUv6rWRDmb3cTC8uURymlf7Q7SapPqCPlR5SqSGp7Ysn1QHw9slE+7//P2HcKup5RQ/qpM6zsLsL95nclwaDG89KR33CPX7lhw6kWXkLVBlfnRgzYUOMQqDKSJM38PdMXwwvEE0UihyfB4Mb2w9g/v0JTAY3iDj7qBUi72bptVNvmKNW13KtfUrGOM4zP3dT19sLl6+Zl9Xf/rGb3DT2n7zwZ11J7uA/ej4srUff5y0/ZQO0NIA4GMl4DmwanD1SP+Wqy9hTlK/+kJfY0gZ0EtT0oNWyHGHK9wmG1/xNrGzhdxwaYKd/4Yl8jjs9Sz5hfvDf/1lwI81X/nCF5rTJxbta92Ty6ebCZTjAvbV0y1hlRzPiOP3Yv9mnLnZlz/C8Oss87CSidFOGQmXck9ZZIDJbRcDaFH4jXoLpp3WSsq8KCvJyyrSwJxJjdHymaSwviLWVLNoEVmeSzmkfAu/pFRyE36V2J5861z7YdV7hZ5AellVROuFOt4aJA8p/ITNsihRBNIndLxCS0iBZXwEAaEnvWgXRqZE2uMo/pVdBzTQR8UKI/zDiHZA60ehyS8CIZTHltxHhBKxphq4knsm1fglHNAGdb+Gtzuxqm2sWvGmxnwQX931nP2APEeFychSuLFE40WK4rDizcTx6P902mLn8d78s/IrYBkZ7o0A8GgwbCMalwoRJ9Yag6JjlfHOCVTZqklmtjUfXTz1U/JBGvzTirfCTxnfhK95VSuf2pmKmyhcjndkSWkMwwWIP8SvhDIysQX5EQ+aRQimfOUH6qj8I6msSC5ARSYtc6hhiLLG8CDTKoUo1XUiuHv6JCjiJVCBs4Xw5lqP0jizbyvecNkV0rZg+KDOdfHWqgH95DdvNutbW83r77/fvPXh5WYTW0/fuXbT0u4cYCUH6uyA20uxzZRzovSxgyBe2mQyhjPaPKzxjsSyKgNM5VY7MpiQUOIJyLhp/yhJq5OKYJBBrnjzC7LsjLdF32r6Xax0o7PLFXCg//LUVDOH1Xx0SROl9Aj37DcKkPxGBXo7UNnle6LDejjbQoBkGS0v4Skx2pR1xsgomDvKire/CcPba9dvNNfiNtptzV2xZTOoetGymHUsIjuPCcaAWK4iBS6/hknwEMQE6ogrbeZRB6cmx3Fx2VTzXz3/JaP213/yx6ZDP4VVik+cmMclWriAIT4MYN2m55iZ4DHqJlcjVuNMDeaIGguSI6Fb+yaMG3MdU23CcavfmnAdrkCG4NEkUGqigu9EjhJx6UMO3Ibxp3vr8cRxvHyfiuxt7Vdnxdvht5o+hBVvlWgUVHklqvaKNz8iafQZb/da8UZpBbWqD3l+HJOUo8fkWCiG4IuXHExLTAebSKInvyI0BI+tBAbDG6q+OyjVraGbVhQ+776cD7m1gW4lEP/upy81l6644e1fXnvdD/a9fdtTFxY+EcMbicVcHLnSqOV8qItzgJAyVJToSIXHve4sxeRBGN52twyBS+R5+cIMFJjT83NG/4UvfgnwY83vPf20Gd6WsQ31qTNnzPBGn+7kjBveeDTxYHgzkeSP6sQjfOhW/fXVpP5wXStHoyaDzKgTUL3nZFGl33vC9rZBULWfaO2GnWVRYkXTg4QOxTont8TKdiv0ksJyB6d1JPno5VEiOqCWcCQZHUa0kO+FhCY/51aD9NjC04hQInZJI0EvH5lU45cwk0Xm4xreyL+28g6GtxT88QioEUVpO4+jZVA3w0Cox6fRSGxjnsKXCY1LpRU7oez/AFUfls8YuppHjSGWgJ+ajy6e+in5IA3+dQ1vddGEr3n18TC8taQjsbhfF66dgnFeifIpH9GKsbzCUUpX/gQRhfQFXOHfM0jYJNpFdIqM1TEJXcMbD/uQ4e3tFdfI/uWNN5o7MLy98R4Mb5dheMPtpZeue9rG2LSV8miGN3LtPHUNbym+ApJtUe3Ik6IMaqjymdhxSiqGNwKYgAbD22NkeFuA4e0kDG+zNLz9Tm14gw4NY+l5fNweDG+dxv85e+yOZFa8TqTGy7rog+HNpSFRPcqGt1H1158N69odwsdVAoPhDTXfNa7VjaGbJp2QxhJTgWBY0Eq1O6Gf/uSNd3B71lrz+rvv4hDfV5pdGLJ+DYWPbg/no/HmLJ4nYmeKgMheaG1+QDS6r0YZe/VQd1ZkfA0jUA0K2rJxUGEjljCYb1Gig14C2bcPgjR2GCwgx3FO1Di+1PHQ3jkoDXRPnzxp3DwDI9vS7BwOhoXSgBuZJvGV+IsX/Ir0J08tNlOAX5yZaRZwThxXw53gmXZwUxAccyY154BMelxwhHqQCYoYSGcBVAgJPgppOKGZjsUKHlF2bFHlU53izx4TnGQeFaTiKjKep/BBIdIEaikVfIFs59+CB1D9rLDIRBEPI11n0wur3kWXAK2XhApDeTIqX4AT0Y20Bp5xQq4iJJSoZa9xp8hfgxwhtzpvUb0f/2PhV+zfT573kmOPRtDv8zgi46hw1VtpOfXrm1MS9v0a3tbVX7DijX2H5bCeSF9f3VWPyoR+9MH2ijdLYKIVWzLRC7E3NuddJVA/P+qtpk+dOmmXvszHigbJUX5P3kPEw5eA2olyrp9VUeHL2OWgApRft3gRc0SfLRR3Dx9klF0dqqHVRpmjci39zWOchv/K8FbGYmGRqsIl15KX0iLmUBAlyi9UWqEOyVJYzZ0E6ALV+XfS4rHItuSvOE29yQdACpWAtwgPi0LXT3wElFbTtjB/MrLkQlx9HLBwjFM6pmEDOhYvULi9vd3c3NhodnBu7UvvXiJowxVvd7a3mvdwxuXl1dVmB19PV7Z8tcTuBO+cJG2ufHNdR+eTVlwaDEvtHMHvrnirWFU7URlJh/8chD7+JVCFGLkg0UI1vtMQG6iZPed/HrsVKIqnsXLqAi9XwE3091zxhqy4w4FOw3xWBCPVMRimy7mID+JTvnik7+FutWUZP+UVb9fXN5tdzFfdFW/kuuec1V70R0UYmooOYCs150gW2v8XEtpqurtrejQNb8vYPcIdJH/2e88b3F/aijfW2VxzFh+3aXibDQpjumhGvIK+mst4dRFZZii4Th31ooGgPs0SZHoSGhE4EtAIvCGqJYGq6ZT4TuQoUZc+5MAjYbImlSpY+h7uvcfiTWwf4x1nDZ3x9tmteCsi6YbaJcIHFywIKbeaPuiKt8hFxDPT8naqrpS9pIJ1iQJJnTKAK5Ck6CMFH0enVoBD8BhJYDC8obK7g1Jd/900KRca0jiRyfC25av5m5cuXW6u4wDfVy9ean7wy181OzjY9+eXLhrZ3fkFKG3juLJ+EoY3KHsgdFc6s66vrxSg7PgaCWolpqUYgXz0beqE6uZFVYxSKYGPgS9lbAzKKwdqGt24RJ7xk7iAge5U3PT1xOJSszA90yxD0eNKt0kYEH/nC08bzLNnl7GcfrJZxhe8k1AmppB2GooFHZUKZl2GNkrQC+7qLuuBz4wv/AcIEy0+rV2EEf8yJGSpRcVR+JvFDjKMqZUQg6zknuIOxMTPAPN3+hVJjxjxW6El6S5Y0qkSNLbX+FXyRwZ79Q+MUkzl6NTrPPI1QSDGdTxknLKvIiSUlLhqt1Av+Qv/4/mF8gPSqdi/HwpHKkdFu8+nEuUj9wBSvWWEJYmC+8J6UMPbGPs06ot07KUWZO/P8CYOjIKJTjIZDG8mjuPzo6agEtfP7WZbjySAFqD7AiWZEvZQGa+VSe0HvhpgndQJ1yAl9xISuObe9AUiAPMVKW71zMQ6jEeBGF78JIgS5ddAXdgqLcGlRJBgEq0AEdRkUscGaJFtEgQVD2t1WY2Wk58KVQlVFLp+ja80TevybZ4vD4ai0qThjXMMvwrC7QahW1jFtoMPhisb683lW7eabRg9fvrb3xjMT978rW01vYpb5m9gWyLHy43Yz7g/6foJDtjI8pYJUlwaGfxwVHZu9sdD3pKpmASUooTt7cefUqZhXElgZUE/ZCl8bzj+lFRiq+n8WGw1leGNlyt84x5bTcGjdL1ieCu5RNEKJ1EQldkTVFDxQz+4UlL4xWhQ9Lpsm9pPyrKq7Si/VBk8MOpyBW01ff36zdxqutXZaloKUoWc1SriaMFEi7Lx4HZzbKsqr0iF4W0CbZB69AkY3k6b4W2q+c5Xf8eg/vJPebnCCax2m2vOzM2aXizD2/gDGt5UT6m7iR/6wWP5EFon3iOchb5H+hB9ZAmk+GuMTuQocZc+5MAjYTQGpy/CHG083HuPfWwNb/hsZ++m+81kjIH3v9U0KqEnTI43ERki1NyvaGJKumXs9pgeOctGsfItcvg55hIYDG9oAN1BqW4T3TTphOxq6oA6E2Q7DG+/ubrSrG5sNa/B8PaPL75kSuAPf/OGkV2fmrYvDXt46d2H8Y009vSWaoY3dFARRm8v3VWRrvDZJAtFRbFGPBSX2vBm8fgRnPlGVDE51MAO5recjuGLMBU0/k2E4Y3XodMtY7XbLHhfmpuzr6sTXPH2xBOW9syZU800ynQay+eXsaWWRrgnsAqO7iSMddyqOg0lZAKGMip+CJrj1lRz1Yo3TRh9w5uDGjfOktFlbCmRw3R/DTyAXAEOApKyFMCamPIQjFAAk7pXnVGVfq/ow/hUWpKJiHyuiR4hrBYiukQpxaxj221N+UWTIlb8FQ+hthOSxeohtWiLtRyV1MZ+4KdPhFwtiiNyUuR4CEJFt8+nEuWDTgCp3pyyR5Ya8mdhHc3wtoFbTVetFrXiLQ1vaMhGC2QHw9shdTkk3VsCaow1hOKiTZe23Qe6B2gNiDYqQq3oeHAK9UH0o6Asju28hcUHjym/dW+LfJHY50CU6hTFyY/MapCISkaS8iigAO6Qs9gErw1vPeIeYbAdIvFYZOsEPdrDhxreAr9Ii1k5nv/yqZMnQbr56tkUrA58EDLzTYxVWul2e9dvkueHzk0YOm7euYPb5G/ax85fvP0Wc8LKt/ewvXSnWdncam5hRRw/lG5jhRvdPle8kaYN5sioNairBOJHozLOmMtlv2LcyNm7mLDkF2NHkcT+fRnefA4t9MDy3R3L8P4Mb9TpnM8HM7xJDqTh3Hi9e1i6calbwFuS1ZxnnImhF5juGyUL5mSTa+KD6qGGN5zVdw0rHHncy6dueKuKfz+Gt0VsMz1Dw9v0VPNvv/oVk8N/+JM/MsPbufnZ5nQY3nztJW3K3pdRJHMmlqw3f8mwxwRgdyrMlVamWgKZTJY+5rQP/Y38D4UZEo8kgRR/Dd2JHCXujzK8OQlhyhdhjuoe7r3Hfh4Nb7//leaZM8vNl596svnW84ed8RaVIHFlnbBvRGSIsDWvIUmSNRQNphHbI+dAQX10aiQO3jGTwGB4Q4V3B6VRbUAwUi7kE1ZK6+6kd65rW3ebTXx9ff0itpr+6mVT+v7zz39mZK9iedsukPdhgOO5IsTdi+XjTVxjb/1YHV9+MKWBmBNtKm+GAABN2MAhJ/ojqgYM+gorMCYtLAxfwjPjG74u0I1BwaWbBO8862YWBrYFnFnB7aRP4Csr3ZPYEjaNc+HOnVpqziwtNvPYcvrFC+ct7ZmzZ+1658XZWTPIcUvqPPCZl39zLuqpS9TzLacoO9fUNYhTO618o0yybBly6BxACwAIRVoo26rHmrZy0+UMSacFFESlCCFN2XR5JZrSegWpaOaYXsV9ZLDKrLRPzy3zZP7JZ8g4CFfoyVrhgxSCSr6cxHPSqzkUNfdr2Qo8ecpAjd8Jixyiq2AH6BN4vE9emOOhKFVin28lygexAELvjsIIi76H1QaFdXTD24rxuh4vnTK8kazaxL708m4lMbNoVPnOmSW3RONXTUPfEvxF1jmWUURlO2yr6V+98E0z3j+9vGzjygT4GbaaRpN4HDw1TvKqJnwI3wI/DFQwo8gk3mFAQkzgft9tzyAOKHD52exF756+mAk/CRSRlHExEoUyimaVluOyAvJbeI6QaC2YiO3NfRWTUXEpkzKppAhEUvOjZR9jR1IKPOlQhCmkNOAUxsWvxhLpJ3sgyFGRW0rX9xzqIoxsdO9cvtKswQBzbfVW886VK80udhm88t57lvbe2hpWw+012yC4QzRusZqKLaYTfhSGFYhp+iOYYfPH87JQFHg/Cx5p4REnk5KCxdakYbiL8V3AJB5O42ThwPH9l0DI7KiGN+hnyzD48HIFvoRTp6PT8F5rXVUxDUblls7ZEk6UbazewxAyEJ1sN6aXdhI1QZiVjSWDC1n0DW97zRb00FVsKf3F25cM9G/+i241LYa37lZT5WgI+oms9HhUv1tNowxvosUVOXQTqCPuHlmCTnwWR6/MoR7+/GtftbR//8ffak5iazBXuy1DT2Yv8NMGoWNLHPAtyIJEYcbDGJllA4D6ieQd6IarsPBb9W2cHPKTyIfADElHkkDWVw0dkYeJud33yohAMoWmKMhXCmcXD9djr+P2t5q+/AHOv8THix+/+nrz4ptvNbdwLuaLiKNbw7spKY1hHJFBvIzhBtL6SQ46LOmRwHW4hVw9CEb0/Iw37saqVryd9AsAv/e1oxregloZBCNH9sLIUSDhSz82QDGVg4IDKbpiv9AT3Xbi8HRMJTAY3lDx3UFpVFsQjAYb+YSV8izD2/VtN7y9cfE9O+NtC19b/++f/dTIXt7dc8MbjW40vqFDfiaGtxhQyJQUW6zhNR45gNgggkJScaDrGt5mMAAvQJGgIiDD2wWcL0LD21n4Z5ZOjDa8QdHgIbPchjoPfObjwyZUAgyEnje/SQeDeZtFDG4AMN6MK/+R4W302UEOLWOFyBqmXhDy5YOxPeoBKjqjYILXaiCXeLvUiK20XlaWk//kmF7FfWSwyqy0T88t8wSRMomE8h+EK/RkrfBBCkFFmp6eq3IXHkXNffURpgs8ecpAwR4ZCpKiPBLm40YehZcOA4eiVIkdNHCqRPmICiAZpzLCEjxRbVlYg+Ht41b6gP+JS0CNk4T7Db+XncAPAxVMD7nO4jCgGjH7WR3JHlkIaMwST/IrkDZy70m0wk8CRSTKI2OE0qOFiCotx2UF5LfwHCHRWjARm3OfmJNPQh5OmZRJJVkRyfsxvFnOyVTb8JbRLK5YoY9JA6f72DZRfrhcj/M53rlxg4yasW0N20ivYZvpxStXYXjDubrvu+HtfVxsRcPbDgjS8HaAVfoHk25wO7gvwxskETwNhjcXxLEwvKHNqClaY8PPgxnepmF4+z0jMRjeJMnj4dfjWpY4IrttK9MRGAxvLg3JbzC81a1jCD+uEhgMb6g5GdWOUons+HRFYeaTD507oUPuQEkk1Ps3V5pfv/dhs4HtDf/LP3yfgM2LuFlrHdfZ34XhbQ9nvPEK+2bKT3fQltUxfg3kSIM/Kbaa+fNDIRK03eFA2xZilQxxyBH/tDpFOjP51iCmwJj2fAa+y8OhZCTRl9IDHupLAx3lAGWWecQ3Y7s2nQrJiVlerjBtBjaugqPjdlSmPbF8ulnEBRMnuFUVaRaHsy7olrAabhK8zMJ4xz+KM8+9MAiKxPlieXjIpjuvE/+MzjiUMgRXSktOVVMWNN49pF+H4ZPqN18o4ktjPhMosi1UC36wOTKJqOaCR5VCBhUlm6/EVmT7QS8D7diPfiqkPVRxD9nEkxpOFqjQLfglTgWW/ChJuqTHsDIKAqPpGFr+CMUiWg8J8kgEemWpIvpsK1E+ihBAowxvRYYOJKyPZ3hDLwM5taFPdcVbFO4olysMK94eieb8SDGh9l73o1FxybQSM6IfULtXSo1Sh5Xe8w8BEp/y1bdJI+exOrJLvEM76QAupo4ylub4XKDKS1uXcMk/0fogzCVinRHTC2I+EP+aXwVJBM2RYl83phI/4zQWxLlchoOJgen624m8NvDhkttd16BHrSNM/elS3Fj6i9++bfAXL19tbsPwdntjs7mOFW6EX93yVfqbyMM+5fFMXepbzGdcB1wE58wLf3xK2UqfCq6dL/4CNCYxtR/hMO1e47TKRZijrXgLhTJkZbwRmfw86Iq3KEupL+XhZI28flI/8TJ7tMJOwcvqYYrQXPil/VFR6iZGvhRgR4j9FW/7seJto6x4i1tN6zPePrkVb1mAKFDxJLfRhreQA45soeMZVPxwfXJ6sjk/N4MVb9PNf/PN37e0//aPXmhO4jiWZejJJxFPaeSKN4PwfqT8XLdl23K5SZpsGhKfepdw6Cuc4g/8yOJwL5EPBxtSP1oCWV8VaD1mVNGtYOlDTmFUlRRdW6nKjSke7r7jYknFY3q5wmd0xltVK+pvOVH0xtQKOHug6qZOG8LHVQKD4Q013x2UDmsMg+FtMLxl+xgMbymKEvAJpigDUhjKxDMY3iStoiApRvP0YHgbtppmmxgCJgH1ljKSlNf5Oi7FJYSM6AdSiY6kGqUO9zFHIHSAxJN89W2C6SW5jJMdZAdqRSYdxOqlLcfSfLMuUOWlrUXGHpR/ovVBmEvEuiQGw1tVb4PhzdrGYHhD38iBwvvLwWB4GzmaHOfIbCKVEDSGV1G9YBnDnYJG5BqwzCFKVW6D4e00jNp0vOSEHXUcf5JSCRgIfmjUjtQQYfmIIhhQEYGswHvXTdIT3UJmCB1jCQyGN1T+gxnegKg+GkoYv9CyC9q19Ihb2dpuLt9ZtxVv/+sPfmjN7B9eerm5hS+zGxgINnBOCW843Z/xU8727VJxEhiHYu3E5Wso1YoUSwYIB+bc9hBfaHNwARLPYzMX9GzYAW/8IqyksVzN5bD20h+JGvj1RbqxyxYAh9VmUjB8UMMXPv+u3EyB3hTy4LlMCzgLju4sbjrlV8IzvBV1ZrZZwOq2cydPWdyTp04ZzDmcFTeNQ2hPAfb0iflmEl+nzy36RtR50OEgOIHz6PJro2FxMHWnsvIrj76d8ywAB3O/Hkj7q+JAycQeFUtE8GxOPh6qodvTolJatJ2Qp/M3B+madlruAq5K6+IXShmKms3nOtBNqynXcBaugA+FC2BNPBWatfuarmTUpVc/axVliSuhmlYvfESwHt5DiKhlYtlVEX22lSgfGAH08AxvyBBtW3Wq8SXbvVijH2OCVtHqayp7hP/hN/jXylyP8J6h/jGseLOWMfzctwTUGGvETq8aBVKDd8Jqr4qu0esw07vPwhnlkytxJl9wpHM/tIQnpJqe5r6EqWnXgHV8J2y40bdLnwaPuaLcueXZVcl3zGehOpTpzYh5+TS7HeAMW8cjQ57DfsynPBSf7i71Cfzbxdm43Ba6h7xW1+9Y2uUbN5u7iLuClWy8tfQO9Kp3EEf3+odXzF/B5Qrbu3exxXTffOa3E/rULs8n4hjH1XW24g38BeNWRgDbXAQZkB3qT3S+b4Ehf7ZfpNNXu8l5ziK8LN2aZ7ncldDRVrzV9DSGkhLoDSve0Fb2mk90xVv0gaisylM9lJpNHZQ4qt7A2AdfdFN7d23F2ymc73YBlyhwxdu/e+Hrlva9P/w3zRL03FOIO8kjW0BkJvLP3hJ9wxAij2HFm0njsfvpNBHjP18JDimN3r/UyEpLLEgag0rrVG5M8XD3HXdY8Qb59YTJ2TQis7/1gHLsL5OeA/chWUeKlc+4wR13CQyGN7SA7qB0WKPIFW9VP9K2g21N3FTqMGnegSJ4A9siuNX0f/unfzayf/uznzerMMbdRtodnEPCrQ97METR7evQc661D0XuXoY39meCsMunEtcxvHFgl3FDo4XziuEYabqtrGd4M2OVDyYa+MdiS4jnCAUSMDpElltO6cbDKDcB4hNA5zCmbainsP2UIjtzApcu4IbTBdyOenbJt5o+hQPU6Z6AAW4G57+dWTyBc+IW7by4J3FRA90JXsQAmU6BDxrfzIXn9zwxf0w0LDOk4hMOn503MBsogYSnnuHNFB2lKw/5niUpFxfh+zK8EVs09WoiiiNoK2mE7zU0IgFR3bSacg8jgA+FqZDUJpSH/ArEaoDPo2gqTm1Tz47ffqppZvgIIAn7kAM9WVQRfbaVKB/MBtDDNbxxLPGMB8PbQ24wQ3b3IYGqnyRWp1eNAknYfkAGFKXU6HWY6d1n4YzyyZU4ky840rkfWsKrkUSTc2ztWnQFFAB1Wh225NBd9KLGuDS8xdxJPcl0JdIN2qMMb6TNP81u+7o8yoA9BxnesH7e3A4Mb9RH7BIEXIxAQ9uNtVuW9q6d2Xa3+XB1pbmBW0tvw/D29nU/2+23V91nHM9148IG2O7gcCbchG8n3UvDGzSF0GM03h04sOtJ1B+AOS6jYpagSEvtRR8WpA+4nibBhHCMe8qiwo9w6mwj3r6l86WQjavB8LaKD9Z5ucKnsdU0+kBUW8fzOlXN3o/hjdtJLyzcy/A21SxBt2U/nol+NhjeOqL/HDyWEaAUZkTXL4kRkq6tGUPtrwbUGFTGC+XGFA9333EHwxsk2BMme2FEhgj1sbglb+FlBTqwomvYpCe67cTh6ZhKYDC8oeK7g9JhbWGfkyP6mRQwKlVS4njoL7ugGbKgZG5BqVuHAsmr7P/2xZeM7P/z45/A8HanuYovtNehSOwDbhsTL92+KYrsvhgA7KALhOPAixgHPN/o4eKhrcT5MMwBl+OCjBtiWIY3fsyWEp2DC+iStJWCSgiztxIhki/mTCRd/rKspqiQkKvY/ELMfLkiRkawCWrCcHM4u414izAyzuCslVlcLLE0N29kzyz4GW80uE0j7SxuRD2Hvxmsfnv23BnDP4tz4KjszMOAN43Vb+Mwvk1Nuclthl+x4bi2jnnw66G/kNAAKN6swMhPpcVzlM1khSdjxmKtoIwxePqSNcPMhdieGzxo4Y4hnymiEX4O0oboP3k2n+KEw+c6rHT5yl/Pbd95a8fxqUVxBFArvY+eMVIGREK+ALyF6KmTL6LFfS2Sft79mKR4SFLCfEaBriyioRg3fbYFLR9gATQY3oatpp9RE36Es636SXLZ6VWjQBK2H2iP654uEvJrrFFxdXrNjcLyBUcaH0VHsC0/kESPvsKCa9HtJNZpddhxEYP/GpsZJ8PbQXy84rPhVRnnxUyAZ7RpAE7KLkIgnT0Z9TkrI0wD264Rapp13KJHd4fn3kJf4kfKO1ubzV0Y0S7fdKPaxQ8/NKPaFRjiuOJtc2e3+fC2r4a7srFlfO9gpdue8YcSxNeDfRjc6PagH1DvsVVuMLwx68geDLt+wBX8LDvL0DW8SQcyHAAYPgHhylyHGd8aExMi0SD04zmKVltnE4z7g+Et5BFW3Q20C7/V9DEzvPGMN7R1N7zN4bKx6ea/+wNf8fYXfxAr3qD7L0LPpQY73TG8UQq20yQbK7VKb1tVVOqmaltqfa2WmAiuGYeED/dE6HCoIfUIEkjxV7C1/ltFt4LStTVijaqSegxyZOXmYxrjuu+4g+ENQukJk30jIkOE6m+UoVzqDFmBDtwjZwiKlS8qg3+cJTAY3lD73UFpZIOIjrgfX0E1yTFaWz3vqrPyCy8VTKTdRUfewRfcH7/1jpH9P3/442YFt2xdvHa9eff6TVNK78RX2D1dcW9fiH0QODhwo1IZXI2M/0Rf1iULWNdu8a5Aghn8H2V403CcK96CpE3yCNdDhMqpMoYOHRju+V1jLLILQEY3CBYCuGtAY1h2TzeNsnHT6CSUKt6MyrzmcNEE3SlcuMDbTs8uLjbncTMqr1//8pMXLO2Zc2ex0m28OQnj3Dy2qU7h8oWFOV9PtxD402COxjkuiJvAH2lPmnEQzzLARbxPZC4vbS2pSy55q7xlAiRVdwkTI3E9SJew4F02wjX/EMNbwW9h2IPyrfllQp1DHWaauLBwJOa8wch7uRoxYDTxKI94dbkXhU68Wh94Eh8VRMlOIfkjgarIRyMomSQ3VUS/JEqUD6wAGgxvg+Et29AQMAmUPlELxDtMjpdVV7L5pwZVWIO6niu/ha747JOKKL7g1bflF4js0nVUa6xuJRz2wMwiQ+UjX2gam+25kyhemVaH+UydwfyYLxnW6v79OLPKPrYZEH5ChuViJs+Mc8E+mCA1n/GbRqvaeBUT0/eQxzaMKYRZwcdHuhswpHGr6Nr6enMTW0p3oTdcunzZ0t7+4AN7vnHndnNrc7PZ4TZUwNJthXFtzHYL8OMe/1xn0kq7fTO2gSfwrLkzN82G4Y16klKlxzi3lJXLhr+Sb3wPRXnckFEby0rYWARdOVJyWoPhLQxAFKiEGgqBZNs8roa30HknudUUeudpfCx+EttKaXj793/4DWsM333BDW8nYXRbwgdkSmMm2iL1Z3PZcDC6qb+FrALCBheJT21LaPQVjmaHmJC753D4byIfDjakfrQEsr4qUOm/VVQvWN47nMKoKtGYVmpbuRVdu/uOOxjeIOqeMNk3IjJEmHpFVTPqb/kCE52rR85wFCu/IjQEj60EBsMbqr47KI1sDdER+4Y3vA7ECLqnHgnjEidKbnKksrmDr7e/ePc9I/uff/STZgUr3t66fKW5ePWaKae3gvYeVoHZIAp8P4MEJqGPMLwR9SAPXYJai/7tCiRS8L9rePMtHoSAgsxfwhhn8GNy5yPjCKNfKaoJIiSDcNOLKarMnzSpyFKBiG2oY+Hz/Dea2yZBaDpWqs2Gb7eaQkk+g9ueaHybheHtS0+cMy6ePnsmDG/YqgrD2zSUlUWcm0G3NDNjPlfScRsqaU/CJ4tTwSdOeTGYMrTy2fkuhjeCVAWrH3OW9HSn5uGiaJdhug6RjOTo4XhOmiVW+Rf8Ok1UxKN8h3Ge+mHGJCSAFB6ZvaOXXwGXmNSTlZ9LsQI4NFiUAeVfZ1HCCsmviI6IqlI/06BkkkxUEX22lSgfWAFUjAzCYosoYdIXlo8zeMFFf7uJF1q6v//ly7Zd60evvmHjzI2NjebtGyuGs64t7TRYs0Pjv1btDltNTXzDzyMogdInaua8T2TfUKfQy2sNmmFv8/lYBYTOqAx7FuV5BHyAZA+tQEbGJe0a8KPCMdAqL4LXYT5LBWG4m1jnWYcd1GNSX0BkGt7io1Ua3gwhcs4b0SkvN1XZanrAaFWb307KVW74RIdseI7bJgxnNBRcj5Vr19doeNs1wxs/TPJj5ftXrzKnxraawoixAqPc7e0tGN4OmtuhT2yb4Q28UOcyowLPx5XhzY0MNLxRGD7zwMfEk+WX4S1THZL59gxvyIZ4JuMovgxvhPb5jH4kkghceWK+nvNgePO6MWFKXqEQfJ4Nb//hD79pbeK7f/DNZml+vqHhbdEMbzjjjR0HbjC8mRg+Vz853lSlkv5bRfWCg+HNRSL5cU7iEUc8u5u3BtN95ZSfA/69r32leeb0cvPlp55svvX887YIY7hcweU3/D5aEoCedaiG+mhx+ylxcyQRRM+X8u8qlP/uhWJqS63A41goga6IwgAHEV/Z9Kvt//HlXzdreAl+8c03m1fefrvZ5JfdtdtWsi0Y3ugOJuBzewQUSR5MTJcKnpQUwlkKfzw0phVvOaIjPqpXxpHy1RfqoKxooXyKYBrgDN1pa7uJXtTdD5VS+ZkcWOrilIUUetoICe5/QTu+Xk/agHrQ8CIFXsrA1W8XTiwYsQvLp8zwdgoXMCxgZdwcvh6exflvzOtprIajOw1j3TSW7s/ij18XufrtBIx3dHNYAkdeaGSTGi6Dm+yWkhXl6aZJINaFIaHWsx7c58uf/+uAES8dy+zlzqjDAgla5SWhtplpUUk0xVYRSamKE1jPF3CVIDQ1RbWtCuSQILGdgkjTV1iIalKZkmUWxKPpSzbJXRXRLaPkUHxgBZDGmYzIlkXKDiTSg+EtpT0EPscSKH2iLmR2GI9Up6hAev1OA1cFo35XR2W4k4X3V8+okHJDQiuvDi91WibVkZlhBAJIBqD2tHEPxGqczDxE7h4oTNZ8J59xWhFf/DJSibYbtbC6DR/UGHcX+gb/iMPtgXTcRkod6zZWq23CuMbtpNdW1yzu7Q/8coTLN1fsSA7CrMLAxssV+IGSbm1ry+hxpRuNd/x4eBf6Ad1B6ExQmvCEApKJOIDNZ3pGecFlEDS8mGBydRtAHArQyMOd86+XX8aqvvWhQliZYDw4Jf91CNFOw5tWu5eJLvIEvDIJjkSBNERnuFzhRw/xcgVWjUvef6FHqp+xrai5RA3u1yve0GZPz800T+GyMOqkf/mtFwzqL174hhneuNptEbs32Hum4j1C7Y+6ZHEeHjfttcoS0WoualvCoq9woRMGzxIxhB6CBDpNxHIc0fV7nGjsUY3365MpipWv3Mp7TPcdd1jxBlFLXCl1fzO0xxBhuw86oPqbvcRWwD1ylqZY+U5j+D3eEhgMb6j/7qA0sklER5TyPxjeMJBI+dAMMhjeMJb7UH3vYZYNSRPjyJbWjkxQUazk3p85EjfRFFNFJKUqTmA9X8BVgtA0AQ2GtyIcySZjqoi+KJUoH1gBpHEmI7JlkbIDCWswvKW0h8DnWAKlT9SFzA7jkeoUFUiv32ngqmDU7+qoDHey8PHbMyqkBsMbJTIY3tBYolGo3dH3sGuNbFf7g+GNYnBZqROFHvm5WvE2GN68no/574hpqdhtDpHNYHhz4Uh+w4q3QxrLkPTYSGAwvKGqPq7hbV+HD8eX0glsf/CbQn19FQeNrTC2vHHlmm2zePmtt5vXLl2yr7o/fO01azA38KWMX2W55ZQHA/PiBb9wgeei+Mo3qXBS6gxRip4MYKbUgRCApNPoq7V9qTVNEAYiGs4Appu9IAgjN8p0pK9whmBQ1Q8PVYPjTafm8Ogx8OOcjiANjRMwzIYwASTaY0hjEXge2yQEwUOOfTNp0yxgST7BZ3H9+hS2lE7zbAysfCORC1heTHcaq+F4K+oJ3Jh6EmdqTGLV4JNYKUd3HrekTmIFHb86ckUcz4ubg0+34B/P7XIG/+bB70Fk0uVhQCkbY92itDJQZbXI+FFVKK5QQqibKKDKT/gIeJ0QoBJcSLmQG8GJCMknepVPHRRIHTcKVnDyRTCfQUDtrqblYUI5pGjTV7gL3yp3N/ERfK5lYOxVEf0yKlE+MAKoGBmERUmUMGkLazC8maSHn8+5BEqfGFFQTTDqFNlXCKt+E3jV4NRJ6YEaRgKJOH3NdUoMv6KdHTSyHeWJYpvFjA0Uz+vQcb5NYFRWYIc84k8s11CSX5WmmzsjdyuOSs4T1qg33Ymt7bc2t5u7mL/XsZptfQdhxK/g9na6Kyur0F/2cXbbnWYdq9c2cAPp1Vu4sRTEPkAa3RpvJcVZcrzVlLsAyM5OnC23B54sX57Vhvmef7oV1Y/kQJFM7gGYdaDCuG/lTxBShAuhUgcxKEYrqQQM1JKCZEBbvP8Ekj04kOqLT4EmioPhTdY11pXqKwSmpKOd8Xa9uYZzArnictu2FEPYWg3pFdP+VUW0Y0c/1VUaEEIfteJNK872YwvcFLZHU5c9g6NRnsbZxNyl8dff/kOj9Off/FqzBB2Vq90W7eKxA+i86ufK2HOzmT+UZd9OnU3U2q/Ep/zFI32FSwH9A4Fy8Hg9yS/5Frwh9HEkIMnWNDQ+1HHd8GB4c4lIfoPhrdtChufHUQKD4Q219mka3nxzI5TImAF/iwsVtqBYvvz2O81rFy81N3GeyQ9eednazlXc1sUB5m4Y3rjNdM9uOu0b3oiQk2rMvNo20XzGhrfQEaxMXcOb3ZRGrRrMC85VATyHUW4c/gSUbhq/dNPTXFzEMINzqWhA482mJ+ZmTQZPnD5teaXhDQa5UzgnjltVn4q0C8sngTfeLOCg2zkY7yahpM3DpzsRhjea4dqGN6bGkE+e4Shzyf2xNLyRfxWABapclLSKKWWtIwUnPwUCIMVJGazxPEwIhxIbtUy78F1jUzf9UXtW+ZOvKkLlzbQirRIVQMXIIKzB8DYfL1ZFIkVsQ+jzL4HSJ0aUNcbn7FIGco+WUg1OgkiKvQikZJw6M1+QI5yDaQBVtAWStEcERLGfRw2sF/I6LpmKyO5zDevhNLzxsQsu+VXxxfDmkeSVfzT0m+EN/m2cX0u3urFpZ7fdsVtJt2wb4M04v43bSLl19CaO1LizCcMbYK6u3jJal+HT3eatpoDhdtJtGN+Yz258yNvXhz0a3vgHmdsHRMDIAHYkw1vWFVecheTDHwxvJkz8VE6GMKsNxYfcogH5/BztQ0nhF6NB1V9ES9Y19hf1GeWXCqEHDr/VVIa3MRje4uP0I2J4m47LFc5AT336BC4Fw1nEf/3tPzBB/tt/83VsNZ1rlmB4O/GxDG8Unwt8MLypjT56vrpGzVlUWx3VC6tufeTtD9tE0BhYUpUbU6JtaHyPHIatphBENde5WPztz8IhwvL+EYKDp+FKH20Oq5uSSS+zQnAIHTsJDIY3dqTOoDSqFRQQV4J9kuMv/klBjEGO5zD4WQzsbK487MUhxFeooEK5tMsVrl2zG7z+y0svWZYv4/aufaz0uoPMtpHNPhSJ3XEegM6wXyBgX7zw7K/hCGiMBQWdBSOlsug0zq1lQpboKiXUVqExbsRgI3CmKUzfZBZCkRJckzSYQhLogU0c8Ywoxo6FYq1JYgxGN1/9dmAGOIDgwgT+0odkkREvUZiN20xPzvs5cCfwZdFWtcGgZmHI78IpX/HGlW+8CZWr5BZ4KyqMclR86M6dmDM+FnAe3DTqaQrK/QxgWR76dFNRAuPXYvjjTIlvK1b5SSgFvNj4jbIovvgOwWeFNPAXFIXkExhhIyvoQjEJBVGbNBJVuSCRcXhUjEBaFJXooKToLoBzQkJsHRaY+4WI5Ka82nD+VPI/DGoU5mcTV0oX+VcR/RIoUT5wJEutqFEE/K4shDWsePts6nrI9WFLwOfeUbmOmsM155R+E5gYnNh36hefeu7KLpcZqafVfoSzU2fHTaz+IJjABSZG3PZ4qXwEFs/dLJGsMgrSBpDMxgMaZx024hLGMaXfmIkEacxKt5HyIgS6LZzPZsYxGMY28JGQq+ivr29a2nUY1Xghwm0Y1tZwTtsuYGhoo7t6aw2w+80t6D6b27vNNuB4OynzuLXjZ99uQ+8hPY5lPMeNbk8GBVYO+eXqeYQtNfgP1StWvBHL7zUljMrkCIiAzmByZvkC30sKLAIbEmm4Gw8g9xzB8kayfMk2kZMuaTqd0v4K9LDV1PViqwhVhuo7ko684g1nJt9Fu0jDG3ZE0KmOvBbit6qfVvxhDxUh1el46Kylzfi7AMloxZsMb2ehcz6DFW80vP33f+wr3r7DFW/QPxehhy6E4W0qVnji9Pjgxpm1mT92jvRXvKGckluUmFgqpvwgCM+FWxUJcXqS79DebvsUCq0hdFQJtCUb8h0V2SGoulUdjaqNMgcoVYSZ4uHu/DgY3iBoiStlzr4RkSHCMnYnUJk7NBhU/a5AKaRM5Ct+8I+zBAbDG2q/OyiNahCpxMULsZuy2DtpePNeqhtPx/E1T5OWOu5BfIVbwxYMXrbw/spKcxnbLW6srTX/8OKvLMt/ev01u4lwBUrtBr4k72HF246teMPwOeWbLnlxAwcH/SNi9v/gjYY34wx9XTpNBWR52Y/eNjThx6AjnmvayoPDB/9YZlu9xnCMKeOdFSnkIbe4Bu0Yo5ACJ7wwSiaPMEw25Al50AhnoKGM2JdpxJvxLfifn/SVazOQ8QQUFPpczcatpuex/ZTuC1j5RqMcV8It4gskV8wt4yukp500VpZxS+oMtrDOIm0B2wK4om1xxpU4Sl/DcrBdFcXrX+2ANL0GsogVLBIlTAJWTjhVFPjy3JSnp+kp/Fia4G0isJ0lMtJ2QFF9ZX4iV8EqSvn36IBqgguYOUW45NHO3kGE6X6N3oXO/EW4C/CIPatkyVYV0S+nEuUDS/IbDG/NMvrq08vLzZOnTqJfjzXDirdsVcc0oBfSfvHrsVepeiEpY4inHGhwwqOGYk2F6n+i4b7yVT+VTwJtyDIoIj7zEZD8GsdplResOk3hyG9EtiqjIFsf1IK5fPmyZ+chyxuIIs3ZlqXl33ak3cY2Uqbf4Y2iMJrRAHdrwy88+HDFV6xxO+k2DHRrMK7dgiGEhrcbYXi7jlX91AN4yQJh+OFxA3To3GxHI5uvZLO8g7m8YVkf5hgvxkHPHK9JpQtZs661DZDHdpgL2APSiUncwkyUkYPAAa/LDYrhzY0VBm4ECerAkq1LTAQcKNtWJXfV12B4C5my3tRPQmBaDPfIGN6qiled3q/h7dmlRTO8/Q9//C1rHN/55u83izC8cbXbAvRmtqO+4S3aEVJd7+dw43KLlmbjj8YOtUm1Vu/pTqP8dvAtQdTkl3z7A1yhNISOLoG2ZEO+oyI7JFW3GpxG1anGlFJXIswUD3fnx8HwBkH3hMm+EZEhwq7uwOrRcJXKQ84FTO06ZSK/mz48H0cJDIY31Hp3UBrVEKTn+QDIXqlpzsPE4VddOlfY2GXZ2bzDHcDoQ7cOQtTxrkIZvY7bu3hz1z+/9rqlfR9bTu9CYb2MLRprUFJ3AbduvRxr2WR4wwo4GoSctk+i9rUWFJIjZMlwrdOUQcIAwVY1EMjwFnGWEqOLFA1B0+cfZZaGN+RFNx5lFCxjuYKPTqviCKp0BcbCYJc8Qo5cRWjlohEOTqv5ZHhjHBVs0prlqkA4rlSjbKbBxwy+evIct9OxGu6Jk9hqiueTUHYW8OWRhjca4ei+sEzj3FhzemEOZ8hN4uy3aayMwzZW0FpecIPnwuR4gzVwRpNGAMqP9Ol4Fp2VyYuKmAxYun4sVgJVJP3SuEpsCCk8p6/UMvJ7jBM28Qm+zA5CClAAaDJXe2kRBy3SEB2XMCJaRfLUjBKwsqqek1WltQg5hQo8oRTI/JMjpTyafspE7FUR/XIqUT6QAqhsqxMWJVHCJC8svizzjytFbsaZS3//Sx9LfvTqG83Fq9eaG3gZfvvGiuGsj7kxeYwrRq0ts0047XzZjefMhJlFO9UtwFLqnBPnRvWtbWreDp1z8a8VwmP7ePlGP59Bn1gAUZ69+Oe/+zwyapq/euGbg+HNJDH8FAn4XFCeS6g7h5eXEcKo3xR4jY8ajtXc+6DW8AOxDkdUl7R3A09UZ0iio4Db/abisAoG0Yo2Kfmj01T/daR2PnrCjGrJYov4mp95vhq7N7d63sWczY+Dm9BF6FZwhhYTuZJtG+dXbeLD4C2sdKO+cxm3k9JdvXW72YVR7TbOcOOqt7ugt0o8uBWMPawfrpzbwfh0F3jb8Jn/ThjV9vFBkXyx3jR29MYiVJLVkxXcfpqxjuGNdT3a8IbZLg1vGLl86rZyGZOfgOGN46FxFY1KhjtvfyF7qwOM7tnwvBzGQ/zI8FfaLXE1hhIIOHd9peD8mB/JwTPEeAP8OXxo/O43vmaUvvf1r5nOs4yV/H5UR3kRd24IJkE4WUPUT/CYeoLFi1+n0OJKSeFLz2gZJV1CKELka5Ue3Cg/sRSrvD5yq+mnveKN5Y4yqdpc9QPfjGfHMRD3uyvezkHn7BnevkHD2zwMb/5BiW1nMLyZGD+XP9F8WmVTW2pFdh5KH3IKpd8WwDLXKVW5lf7enx9xfjj6F2fUtZhWX/ngst06/eNXX29++eZbzS2M5S8ijm4NZ46T6hjf8aJfRrO39O5PctBhSY+Er8NdfD0LRvSGM94kmcF/nCUwGN5Qe91B6bAKLbAaCgAdo8MYFEo6P8fMgkjzxIM4f2IPMzYxN6DUbkL55Jkor172we1vf/YzM7y9+u57zZXV1eYOvixfwxdkZrAbhrcJ+P71C9pJDoDOiziqdRkp2TJq2WAvwGAxv/rq7aMeUQNWX/ioaLFEB1DQ98E/nRSzCRi7aKySIxkOlOYkI0svMEzr8mhxJiWWXMyGT6L445PqYjIIHFAJRxqNc+P08W8u5L6E7aVUyLmdlCvabKsp4uiePLlkZTq7hANwsVKOK+LOLC6aYe2pM75V9fQiLmvA10kaB3jOHI1u8zgvjm4OyhNL5GsRLcqePeS/kpGezI8ikWe6WioSY6/8BIxMgxXoAABAAElEQVTyeq7l2YVCANKqqVmExRNVSn/3q3tR+KGOd/JoKwkd2ka58xMgQaaTqIJ7dE1N8CU/pcoHThXsEP7MH9slAztVRJ9tJcovZRsMb4Ph7TNvzI8aAzG/HsYWe5J6UwyrOV4ovh4bNeZpvG3TDozMtz2XGWx06kJTOGREiTIyFOrJm1a2CnTE4Ca+C3YJyeAmPwtbQFIeNKORFkthZ7SBiQ0Yw+hu4XIDnsO2jq2gmztYlcbtoPgwSMcz2jjX3rxzG1tFt+2MNl6cwFVsNLjRrcIQxwsVtkCPK+JouBNtndm2ByEzb/K6Hx+ttBOg4TMrAf9VFjfNGXn/CRmxFPZRDrHj8WEvZY046SCSmz6ImuGNNPgXBj+XCJ7D8Mb2MBZGIbUNrg6RE03hjcXtpF4ybx96WeY6JnPWDnwmp1ZCpzlYeplFxo/ydUYZ6Uz7LznAXxzgPxjecMZbGt6ing7dahp1ErI+sqeKR7um41En5vgcadLx9mM1J7ea8nIFM7xBx+QH3//xT3zF25/BKMoVbwugM4e/2vA2psvaYlBiKj7zWnajVrypDSl/lVC+M6pfl5GK47F6ku+YzHVwn4wEJNmaWtFx69h2WGOJGtmoGtGYUsYL5cYUD+tdSdSHFW+QRE+Y7BsRGSIc1Qc0ravfHVY3SU90VQGDf6wlMBjeUP3dQemwFlFgNbgBOvrqxzW8/d3Pf24Krwxv61Bgr37Shrd4d2iVUS8WMdHLEGQwUcyHa3iTCkHRSs7hm6Lj6aqLoxjeFmFks+1q/PrbNbxhGwCV9TN2DoefD3cWcTSuyfC2vDhnxjoa3Wh847ZaXtRAJ8Mbh+1Q/dQkLJ0/pUT+ZAlZNAWyKdk7CGH65fdY/9UkIR+xQao3YQgEs32uKIiXhpxAgCu8wfBGCd+/KzUZuFVEVEFFVInykaR60gu5IqxmRMF9YQ0r3iqRDsHPrwQ0Tx1SQk1v1jfUQbJPFUSNczJyaOorEEJGTOYr6ohrd0XrnY4bePSkoccHMo3NBpE/AS96FSWnl0O6Hlu+jFTyPTGJ2WPkYKtiGdZ4QcOZzm+7hVVqNJYdanjDKv1N3FjKyxHubXjbNePbp2J4Y2msaA9qeCM+CJCGDCeqlI9teJNZk9XuEh8Mb2p57DcKh/+prHgL7eshGN6oD3tTRHlUpAgMhjdU9+BaElDrryMHw1stjdFh62NIkvyGFW+j5TTEPl4SGAxv7NQ05nyU644AFUoq7UGnpifd2+/p4gDihHimyT4QuT1sNVaOvYbLFfjV+Zdvvtl8cP1Gw3NTXrl0yb4svxdbOmzLKRV5Khc4/41scGsIXX5FplJZmLK0sYChQUUDfhZJfEdEVTTDtZ9QVEWWZdRWUw2LdsYbaajQDEa+wtPX6EIYMJF/y+An5gIxSSresvEHfaE2fDDPPLkiz1xsl+GXR0LzCzlXw1FFmw5a83HG3AmsduN2VZ4Pt4Tz3mh4O39q0cicWVywM+JO8HIG/E3D+HYWZ0/RfeHcaVtNx1V1PF+ONOaQTvKzOCuOjpdDWP4I+7fLYqSzr+2IV70QPg1uOuMueGUaStjy8iXScmgBWowBMxp/fCnQ13YdXi16pCPsfCGVlc5zNCIFyiOFkyB1QPWnOq7SEk+Ng2kZ7rbChLZyVGQeqWCXa1WVFa3HqaDlAyCKOax4G1a89ZrLcY/QGCKf8sj+4gF+4GBv4l85X9T7l27YrkYSoWPYqWNJGKTVLWMFCihavKINpodWRyiszzGBCS/nPKNolCxUj61iKVdckVyQFA8099DxIgTGUZ+g0Yt/21hxQ6eVZ7dhMOPZa1u40OD25obpGlfijDZuGd3FubJrOLvtDs5044q31du+4u0GDG7klwa3HcCQxiZWXDG/zbjVdBfzBJ9tjYUxjmfMg3RpFOSzCpW+gRz+IzFaDg6a82MIRPIAm6lG6GOhzt7l3GdwpBdVItKsa/9DDex57EHsdT2Q4RTRWZZoHGO2dpDFQtvofsgKFcS3VZJj/2MJNAeXRubl4q/m3mTSyugtw8sNZoetptYOX78+asWba1hW1xKr2ps6kOKP6gcxtbscL+oGF+1zP/rENPpJWfG2aCve/mOsePvON75uK97moVfPoV2R7pTGmTD0F/5Z914mv7SN7bBiPMOOIR4riCoYfbKKAbV4ku8E67GoBT483LcEJNkaMYaQOqoXlhFfdZRVXUHqnZKtyJ1y8xGHcd35ZljxBqFIXC40/LJvRGSIcFQfyL6XFejAPXJGV7HyM7MhcIwlMBjeUPndQWlke1C/KWNaguWczkkYrqanTjoY3lxcqbD4o/2mvEJ+Fil5h3AlR42LhJESPBjeXFhSzU1+8SMxmtzwMBjeaul88mEND0m5isi66CX2gQbD22B4y2YyBFwCmh/kMzY6lV4+BsPbYHhT8xgMb8ftjLewpsZZw9WsinFCs6/8+xxUg5iMWqnHsrGpwQ2Gt/sU6vEBb7XFKHbabQ4Rw2B4c+FIfsOKt0May5D02EhgMLw9aFVpJCC+wpqA9TIAX9/feaAwXX6Fx1dUGo728OawHW8P17Hdg0aot65cbW7iK/MHN242L/32Laxo229+/uZbhn8LBxvvYtXWPs4u28Mfs9btY4yj45dm/9osxmDLj0/jE7BgccAni1JBCk9RFCopkSgK+njLeOFJmcnVZbEqjjyYEciUEj7hecQsk3SUiYP6byb6Y8k/VJ9UpJgeCheDRgs/4cuox5VuJDnGlXCoC2JMRH3xqyQdr2hg/BTKMYNVcCwOz4SjW8AqOCryPANulivjsLJtGefA0T1z/oyteDuNVXHz0zNIn2pO4eBcKmdnlvyMOJ4bx1tWp3Ee3DQuauA2FOZBNxllYZxfGKHXSPAbK/bIC8FcVCwfWhbKRKfDpLmiQ19oUkEMDC88Y8uKN52hI6MmcVVN8rXjMRVNwsQKAOVPuZqr6kTBLEnIWqC1b7SFUCfcK5wZ3gvgs4v3GqnyryL6bCtRPvACaDC8DYa3qhUNQUpA3STGEntEf5FPEM1lHNs09gttXCuXCBj9TH0yfc6PTIfTGKqMnZ7P6J4pKOdA6ThOmBTwhzHN83aKgemAYirQuKqqE5XPsSAeugLLxK2iblwjPC8poLuDLaAs+zpWs23jiIodzBtrWNVGd5NntSFtBT7TNnBo9irCXF1/bcXPaLvJM9rwvIXz3bZ2caM6wtx2Sscz25gXV9FxyqFs/Yw4PyuOMFy9b44yZtiKH/oIkekCxB/8N6MAk+EagOGWjJ2YYPXxzadClzdlRCfDW9Yf5ceSEDluiFENTUCMzIarzcZtlTeBnH8eQk6SzMvnSlJxufvGXcxypGd8Ihz87ufFD5znSY+5+Zw/rHhzOZhAUwGhlCHnSNIZxke/XCEQJ6PdGTX9qMXIV/wRfWct26iaO3VJ65QkE6T30X/oZmLF21lernDyRKx4+yNL+w4uwOAZb1zxNg9ibBlToYd6m1Kr9Xbjmil/vYzGzj2L4m2zlRz8i45EbsxY62ZIQI5ZRkKHGn4fXAKSbE2hNazVCVV4MLy5MCS/wfBWNY4h+NhKYDC8PWjVaSQgvsLS+ELxNDUvRlfe8kVnAwdRYtsFDRN3caMX3Tq0R5J6D4cZr+LA2A+wjP7F3/zWLlz4p5d/bTC8bIFKNbeq3oUhh1OsDG97OtsiDW9EcebGY/sEz0MjS5rOCVFeVvgEF1YeYmqCFoyUCxpLZIxhmegEW0/YaGCWJgXXHuInFQMHqZNSiVGk58A8Ks4tzBKOUhScqF6+dAizDG/ki1tO6cZiS844FB/GszZ4hw+pzlAW9KHM0cA1w8sV8DeF51MnTljas+fPWtoZnAvHc9/mcYjuaaQR/onTZw2GsLzQYRZGt9kppzUXCuIU6pK58Aw6N7xRPRJvXnIZ3lhaayVIPpBRjm0Jji+WqhPJW+cO6mWIVKX09wxvbBtGCTIJ2ej9wukylfUeyl8Y/gLFvMw/CKluUjmtgSNsOFGXI5L7UWKyn/KZx3itVWxUEX22lSgfeCk3tXhhsW5KmDkIiyML/4ZbTSmVwX1uJaAGH2MTHzXnpI80i+coWcFRJml4UzeqBBWv7Bj36l6WGRpk0tPYaLHRT5MmA/4no5DGQOesytSCjkjjDl2do7KhQYzuLssGAPr845y8FXPAKm4c5fPtrU2cw7aDLaF37cZ04l1du0XPPuZxm+k6DG8ruDmdxrXrq3E5AraX7mE83767D1xsziTtMCBwXKGz8mCcpi9DGy9MMBdzEOcZv6Wcc5mXKXUHh7TfMj95ZP0SGhQr6FoqER1AkvE+6i2hImBHXwBcKTSWqQ4OwvCmebZleIvGNAYtgM4vxHIqnkQqXidugkQeMryhIGl4gxzNHVCjIMOkETJRgeU7pP0OW01DGNF+Ps+GN7tcgX0GLaNveFNPoO/tJg1vSqraTQl6u2uBqHPIcDcyUUCeWEbCQnkIPZgEJNkae0TXr5MtPBjeXCSS32B46zWRIeIxlADer0OregyZ/0xZ1khAJhROBRVxppBCQYvRNQ1vMO4YGCwpOjtkPwxvm0HnxvqGfbm+tnqreePd983w9o9heHvn2nW78plnq/BmVNo+NuJL2R5WYVHJ51lvUoylmPpXXBh38DXXp3BM5cBllmoCeZwXecefpcUEvR9GFiuWxVHB9kSlhb5KiZiaaYGQiVOzmPwJ0kV+SskERcBYpGBhIGRMdEdoo/lLiojLkGRn3dHABnpu7gQZnaOGMpJPGuRsLSEE4KfoARZlZdZTMHbydlOe/7YQt6KeP7loBrOTC3O2Io6r4k4tcMXbeHNh+YxxzltSp3Axw8KM/xF/MS5nOIFVcjQ+0bhH4xyNb1wZRzcRclf+Xp6ouHghIzwdfTfhSb1HZJQViQZjrwwetNcQi9QPyLqyJYkiIQQvw5v7bEGglJUSBEA3WEGE8mMaw8EzHzuuNrwFax2IzuORgDo4D+kRpWy7KqLPthLlAzWA9GKXEVYzouC+sAbDW1vkw9PnVAJq8JpnUUzNOfLtYwLgOM5pXhOaDEHqY+pNlJbCZo8Bgp5dkqJAqnD48Rj+eqgg+OyqeZepPtvQD1gAKySfK9/pclUZykiDG8vAFWd0vDGUxjJ+eONNoWZow7lrdDfv0JB2YKvc7Cw2wK6s37E0O6MNoTWsctvB2WybWDV/Gx/wiM8z3eg2dmlsg1EPP7QXediSoEu477eC+v2dLB95zylAAsOcJ71AmsZow5vT1MunoYMgfZFyCP5KSu6rri0lJpxieAN2gGteLPTIbdThuHPOj210/CDJmqNhY2rcDW7jY77afRtyItQeYFk/TsPxDnSracfwRqj9yvDGedVnVW8f+vhlX0EBW7vB8BbS+JwY3vxW0xP2QfY//YmvePuzWPEmwxsNwJOpUPlH+qKFsQV7uxkMb3VPeXzCMSS1GNbY14rsPOj9UYNaGcsKYLudMF65McXDmguFxTcEfuzhKLbmQ1nzygeX7d3yx6++jnPG38JN11vNi4ijW8OYSEpj3MYd/dKGQkvt/yQHYjgi9EiMOtyn4DGCEb3B8HYvSQ3xj5MEBsPbg9aWRgLiR1gDkQ2WGjHC3zvwg46pOBu4KYxMpEHHJ9Xd8HdAiNC3oBx/cHPVDG8/+NUrzKl58a23oSxv2Iq4m/CpCK7FYa53p6Awgu5d0OGXaCrHMsBNxPp9Xa5gOYcGq0FZCrasJ+RTg7q2k7qRBAmgLQWbCj9drRBbhMfaryYAyYqRElEK0CDbPyHa5EO8GT54MCdCAkakylRoe6Ib3sg+jqsNY5S+etvbBuRJI52tjAMdbfU8MKUINJDGP2bJSxToFqYn7ZmXMkzDeMYVcdxaSsX/wqnTBnP+1LLFL2F7wSn8TWICO7PkK+bOLi7ZLanE4TbVKRj25rEqjm4myjhphj8vqGSpCzN8wzENb66eEco5A//kF87IIIGvHXoR8hQkZsBA7SfziDRroyISPGmraWIxY/6Z84Daz6g8ElJ0ESF0+YJp+YcmtiAf+kNPlFVEn20lyge7ATQY3oatpg+98T7qGUY3KWM7hi71l/A5u6o31XAsmn9UgF91RAX1EmRjvwiEPASjaJsCMi3eWvRhI8Yywgr+bgS46FzxHBcZDmxbrUqSO9APOJ/ehWFtMwxuXP1Ox3mfFyDQELe+vWNGOBrc6K6uUk/Yb27xox1emOoVb9xiSrexvWV0eTnCNgxzzH/H3/GhJ9DYBJ6gO/gHQTAbR1eMYZU2nQxvNd80RrljLBzK7x9n7MGiuvVQUgAutKhIylryTgEqIGDABBrk59AuT2F7nBlRAUvuPYVY/ncw5gUf33e9bBrlngDUFHYNzE3xtnLoB5N+a/md3R0zgu7gA91OrI7XhQ04rwKwgCZvmb3H7cU2YDuD1spHAJflYHgLDYVyUSeO+n24W01ZJ0dw0qMCNMcQtv9IExVdrqCtpjS8PcfdENgJ8R//9FsG1jW8cTQ41PAW7wZpeFNmLd/bnXpHq2RKivYnkTu6EuU7psbLVhbDwwNJQJKtkavhrI5uhQfDm4tD8hsMb63mMTw8phIYDG8PWnEaCYgfYc2/XcObGztc0aNSba8GoaDb5BaT6t2YzXdAj+rgbZz5xtvGqIT/869fN05/9RYMbzi75ead9eYGlG5uOVmBEk63E1sXd7niDVqgGd5kXLLtDlD7QDu309jsi4jgPw1vJAZeGC3DyUjDW/DrX4EB25rpSYTOiTu1fLSUAh4MWGz7Rynig3zJpYKvqATWy5ciiBFhyN90ZOBw1Rld8kYDIuTpL1+QIB5lgDNDCEmYomXiybPZZCTjTabTMJpNY+XhCayGI3/nT/oZb+eXTtpNqEswrp3E+W9cNZeGN6RNoA0s4ibVOdyCSsPbiThbbo5fmOCmeC4c6LGoFIH55BdOK/cmwLDFIy7UWi8LgYiDP2+Ljue/SMsAAd1JJqkcgL8ib1AHTu+FSpkbCT4QzP14MK/3Y+VyOEHL78Ey4tDEkRgPLbInyiqiz7YS5ZeyDYa3wfD20Brt45JRdBONO/YYnUpzz5EMbyxv4KlPapw7kuEN6Jrrff0XItLwlp9x0qjWNbzRVEV88s/5m44r2ORz1ZndHIptoSzrigxvMKrxtlEa5DbS8OZGtWu3bpkhbo2GN95eyltJEaa7hW2ozI1bUKlL8I+3kzJnLHQzd6jhLVZfH8XwZnMEJxpz7qu+IrJKQTV48eE7LH+FbQwatID4oLndEtLw5qe2Mq5QkOFN8yPnNP45BTe4jcdNkrNcyY45zlalT8+CDFbATfiN5Fz5sRtGt23IldzkC3EY3liQLHZkPBjeot6sJygcvqxrrHd13mgMStLKmk93q2m2Nm9Q9/qNfirorOuPa3gDoTmMHWyXg+HtXsJ//OPV+uuSaOyr47rhHGds1KnGxgqw6NhqncrNxzuCdsfgYcUbhCJxpSz51hSRIcJRxmcNVzl5HVI3SU90M68hcJwlMBjePonaly4hXwoEaEtNLL6+EJderwG4KOiuIlIp34YSzhVKF7Hyje6li+/CILfZvHftWnMJlzBw28ibl3058M2dLYPlyrm7nMoxqe+H4aaJ7ROu4CINvGowzsFFY46lWXaA8Ug/twXDSGocxA+YwNPqOpY6nQpXx0VikYBkklgIKNX9MrkU2gkheZck4Osh/AC2MiOK5dBWlAKKBKZZ7o43EV/9pVXTACm52Qo5wsZqxjEo8Xpx48UNpDMHIxzd0gwvV8D2VHz1PIE/hpexHZXuydNnzAh4FltWZXw7i8N4if8EVsrRncA2Vp4rR6PeLP6YNh11oRcLXhLB1z6mKS4NcBHPAib/JAyXVeSP/hu0WR464niIFJgDnftobsWpfYSvFQmCNUARCiy2P1KyP5Huwii+5PRIhjpsW3sSo/0iCFp+CAHeYHgbDG9qN4PvEtC4VfWWHJNiKLJnpQte8tPcpTGN8Zr7cgjjeJcEIt8kEIGqIydoGN7sgxfAGK9ZzTeK8gxGj9+N7aJc/a4LEK6v3ba5ew2r3Gkg46o2Gs5I5/LKimXMc9m4km0Lcz63kzq+bxVdizPetnEuG41q1Bl24nD/XRoH4IpR0nUDxh3k/MYZw/WOHKs1lqdR0fnnTLAfNDUrSLashzrMPHQGbCU2Rpsb23fJqx4Ub36+4Xis50WJIKQ5X5OPHdeBHIgTeOOhUE0ChXmPY1uomUXB+/6+f6ycCTqnF07gmAjMzQsLzVnMx8xF8rt4BVuwcHnFHcj8DoxwJLaPj2N0uRrQ6BCLke7H1IlHwGZZyAnwA0awFhk/MkJWn8+QojmStPF31/mfx8o9lunpxRPNhRMLzbmlpea72MZI972vH9NbTeMDdNSGycIqzUIu/4iEx+duXEnNUFQmewidukbrcoUA7q54O99a8RZbTb/++3m5ghveeK6wRgw3wtd6lrZtH86rShw86jH4cs/bbTZHixSgfJfHyD7ZojU8HFUCkmwNryGgjuuGNc5Zn0fiqJZatxPHV25M8XB3LhwMb6OEyb4REg4RjuoD2XeyAh14VN0kPdH1Chp+j7kEBsPbJ9EAopNK0dJgyWgppsXX5Fq6qfrvYHirK0Pycb9MLiFsgCZECFDydyqCCz+AbQJC1GB4K7JW+ysxFK4LTC+plFuRaEreUPTu4w+RNhjeXJwSGkXqMdWvEuUXoMHwNhjeqoYyBCEBvTxUvSXHJHUupild8BKeDEIa0xgvxdpfR4kM7CTgmHpUHukT3EF8GybCg+HN51YTSwx4g+FtMLxVPcV7jJa18S1Wb7LS49QZQ7H49Fe89Wfm6NbFC+VShozB8FZEM4Q+WgKaJ2rIkXp3DYCw3iXVf0a11PJupFTlNhjeTuP4HzrfuURzY5FWPY8bEFJTSw8RSj/wdP/VcFU+mjiwpF/DJr1+Zm2w4elYSWAwvD1odUfHpJdnXUlhiE5GU0U5T6vdOTlxs6OaOSMmdXwAN+erhDDFA4iryJi8FltRPrh1u9nCV2+e6XIZt59u4Evsr3EBA92r717CFhUcqowDk9fx1Zxf1jd0/ptWvuGAfxwoZvAagjRg5DBtyhBBOOx4qs6h0wo4IxCvHfoaJ3rFREMSISgpVYHj1J0KX1fMiRHmqdFNClqmIRcIJKg6Wot2O0355wSWiCAYX/KTmG3dVClIGiXTOTf8os5KA4zlADp+7hvAYruKvn5SOdMWVV2OwJtLKfUp0JiG/Lnabi7Ozjk1h4sYwMvi3Ay+uuPWVJwZt4yv1xTD02f9VtSzpxYRz4sZZpslbFXlNlle2EDHr/V85rbUWdJGnE83RsJgcsJhY4r2pqrRswHGT94IF0D+8uSyzRfaUIzthTbrJwhQVnBa8UaxO3YBVNvyCyEKr8QrUHxqP3fTHOLR+M3mJXaqiD7fSpRfCjoY3gbDm5rQ4LsENJfW8shpIiJzbMJzhqN7cUjKPmhjYH9+y7nA8J2ojmCwIS0IdPP1NSpY1QYUhndxvteWbeestopiNRu3eXIrKFdOcTso53G6DzGXc4zlyjWuaOPKtts4k42sr6xzq2hjK65sqyjmIN48yvLtxDliuzZ3ed7E4Sym7Zea0VwMYTqQrhLjtEvGCxfiQlQUNudX0g1XxVlMCpZoCWVJsTjOwSJJENIdNBcQqPArJgWNGcRo41n7SDnbMW/TE0AFSWNRYRNxk/sUZE6dYYznudkZbZDMvq9DvLC8BH7Hmn/11FPNKawWWzqx2Fw4f8Hq4v1rN43nX775Bi6j2LAtu7e47Zd6A/UoZhvbcH01ITN3diwxfzjDhdyd2QdY8eZ0XczIZ1jxZtuxX79+vbmGOuExLdvQfcw9kiveTthuh/+kM96+/vXeircJ6cE2gpR+wJpXPxnVurKZZe9E+4DrdMMACxl5QwoMh2eO7jyx7pORMHgPKAFJtkYfXT81BGokgaJO28n2pPGytA3lxhQP51wY+MOKNwgi+kARKftGq2PgqQeUr6alg927bpLeCDol3yF03CQwGN4etMZjbKP+noNazGnqbDQ06GXBjQ5KgY/+rC4tA44Mbz6QYsgEkB12DB437EUBhyhj+wnPg+GZLldWVm3LycuX3rNSvPTOW6bM38D5b7e3cM4LCN6JA5p3ZXibgknGFBQOyc6B+JCRxEYWKx+HnYAJI8tnbXijAi0FIaogFX2XsccqTYNjTmBKsAqIkivOK7PVIsa1RdcMcIA3GAfRdpsmbkU1wxsnOsCMxdvGeLwYabsLN55OIm/q7jNh+FvCeXA0xJ2YnTajGy9nOHUCxjjAPn3+nGV2Di8IvHjhxOxccxLbYXg5A7eV0J3jGXGo0wXE0fjGZujHQpc29nENb2yjbOcUVbZ3Gd6iHOQlHeULpzZFTIlZXGXbylamlOKLnlPzpzqs9EfFL2UMjqqIPt9KlA+cABoMb4Ph7VFp048KH5pLa366BrAcmwCU4eheOUxxDDfXn9+qQYrDuLk0vMX8rjyZKEp+Yhi2JyJOhrcNXmAAIjfidtFVzMs8u41GNx4XQePalZtu3Pnwxk3bOsp4Hh/BQ/y5tZFuNW4e5cc03nRqN49iGynzvhvbSZknn01nwCBir1xxW7oGFc33HGNUBq0CLDAgIhdjeM6hiFd56zgDrwa3exne8h2yoiODguYC0hKffDl057mm0Y2ERCzmoFGGt8mO4a3Zg7ENf5SODG9fOLtsc++XnnmmOX3yZLOEi46eDMPbO5evWvY/e/01uxGWZ+XZRReUC+Zoup7hDXESmwHw2crhAlLZ9uM21CyHgAmvysnyOy5/RWUwvP1oMLxVbcaD6p3uq4u0waJPeUOypKKZCV/trQJqExme7lMCkmyNNrp+agiO08KMOm0n25PGFI0OZZRmiuPlXBj4g+ENgug1b/aNiAyx1/NSiC7nzjJ237tukp7oisjgH2sJDIa3B61+9DXrbvSloUtPZCfDf8bzSyj/m4+8BMLuzbDR0K8/AM87vw2bocXthL8GQxrPfuOXcd56yrNg3rp63UrxysW37Ys6b0JdxU1m/LJ+BQY6On4VpKMBzowhNL4hzJx0fpvfZkbWkRY8aODZlzIIn8V1DkkREKlpllimtFxMICERS+KkYEXW5JLooOkJEJxHZhbApPEtROVZhBKrSUqoDhO/ykOIJFgTJaVYNeBEg7TOwNGpacQPGslFftL3ROM44rTybRy0GU/eWe8s+1TwNIsvtJQhL2aYwhd0GtUWZlyxP3/qpDGyfGIOlzNM2oo3u5wBfF045Rc3PHX6NHCwSg4GPJ4fNw18nilHx0se6GaQuZ/7Bj7ApvFiKShOlNvaMYuARInGX1YJ7SY0wkTx0xewcIxsPBxueHMGvI2ppTlvnlLC5ECuDivuUfElm+SniujzrUT5wAqgwfA2GN6yDQ0Bk4Dm0LY4chZxGE5O/IPLedmeuFApO1fEEEhBjsp0AUMvgjK8GSjiuD6bhi4aArex8ozuDj50Mf0OjGP8MMZVazTUEObKLT+j7SbOaOOK9HVcmmQr3gB3/daa4euMN57vto2VcrwtdAvpdDTg0W3jIw7pcbjeB1PMz2cVPEfZNIeT+TpsBAw+QlE2lVGPnsoxHjERqbHIyi9C8tuIhuOclYScHoHjczfTPL2tO3hclkkMWEkNmQQ8Z614i3KnAQ9yMXUAYJNxc8Qk6oIfwiaw4o2XKfBio6VZn1+/+qVn7Ubxf/3ss80ZXIQ0jw9bp04umx710m/ftrx+9Mqvm1VcZLUahrcD6k5heMMXLysLz2yT/lFK7qxS0+PsRs6De9SXVvkrRrAsoijUfsyP0babPTfKLoDOcMbbo77ibRa3mvqKt//pT/2Mt//6G1/HzoW5Zg7tV2e8acWb+htbBFuH17yPT9EKSmNphdSW3FdXMZBum6qaVl+j88TD82plPDx8hARUMzVYq37qhCqsMUUjh6qtAkEbUax85cYUD3fnwsHwBglKXClMH8vtMUQ4qg+UrlTkTJweOSOkWPkWOfwccwkMhrcHbADSfziu5aDmcyN6oHcyTmj6Si9fIFUXBwcxOEbXNdrRpzWo7sVhvvyiTpWN21g28bcD5fzDMK69eumifQW8dPUaFPrbzS0Y3965csWov339mpWU5jeq8WM09vDgf/A6DqONOW2rNEVRnHpZ4h0AZcVz8KZBSdtQ9ezEur8qI6UiAhGnGagam6R86vBlcZOZg3xQgcLrSmyZpJAWtJRXpgmJdRT1lJwqLSMQ6HxRz0wNRgjhV/yLO618w3IGRAHO/miOwtQXbyS8jZSOCjT/JsDXdGxhOYVLFeiWsA2Vt53ycoZFvBxMwbj21PJpS3v23Dk8Tzbn8LX+FLahzuKlgGG6c/iKTzcP3qZYZIQlS/n7fJMz1iCtaNgSzUQsEyG/Kp5g8kVYwKCdwQjcj+GNfCoPhunEYx1fhx3q0fn1mqz4qSL6fCtRPvACqCjfwmLvKmHmICy+nvNvF3V3M1ZY/v0vX7aXxx+9+kZzEePBDRje376xYjjrY97fx7hdivWE/1wpQxdnnXs8I5QJ/Wgb+c7bTiR09jsZKzzCORf/WuFrW7/QB3jA+QKIst3++e8+b3T+6oXB8GaCGH5SAjneZAwD3m5znEcb1fgkX+CHGd7yw5L1A+8TOfR7Fjbvshtw/rQ/jJt3tn3L4vW1O5bvTaxIp/GMH71u3OaFCfvN+zf8w9iN22u2ym0DRrp1rHrjttEV3TyKj2jUEWhc46o2zmhudsMquuiDe5jUPFiNxpqzw/d+HAx3xgvJoeXH3CPKpcOXvqyxKNgI9MhDWeVYoBohWCU4wxIFxgtfBEqcZhrNHckTebU/ogetnJ98fKQqYOoAkie33WA5AXnzA9gUjW6Q7Aw+YD1x2o9p+PbXvorvj+PN888915zBRUa81XR+dt7q5p9f+rVx/YNfvdysoC5XYHjjH3cMHMTZQfx4SUf9QjqH+NV452V1CUsCD2J4Yz40XBr9Pb9cYTC8PQ5bTfuGtz+D4W0Rhrd5tN9ZjDls/V3Dm9oK208altVv2Bh6Thjuq4sYWDZO9buCnLpx9mGHKe23wA6hB5OAaqbGbtVPnVCFu3UTtVdBcDRQrHzlxhQPd+fCwfAGEUpcKU2+bURkiHBUHyhdqciZJHrkjK5i5Vvk8HPMJTAY3j5GA/D3UChcbvcpVgLSxGRKRZr/6BIkOzSHvnARxw7N7indqnRr0AoFkyvfGM+zXaik85r769jCQvfbyx+a0v7etRsNv6674e2y0XsdaXSreCnYAcP8Gu40QY9fcOmovJMHbFHhRF8r8S3DWwwxZVByfA0tJd7J+q+XxiUSJYuZJycXEQDCgxnemFPkE7Qip6wH5yV+7SULYeVrwHrowMQZMhZrcKLMmCps6OXZFWWAcDsqo1m5UcGoASJT0uGHQQ5PU1Hfi3N+WtsCzn2bQj3ROEHj2yTq6glsMaV72la8TTRncT4Nz4ubxUvBE/h6T/fUmTPmL+FlYxo0uSWVdFh0+uaqFW9kzSXgPBXDWxVvSXwdcxgjBkKG58h4EBX3E9Yy9DiBEnN0myldqsCKD2f9UfsNiRS2qoi6DA6gRPmIDSC97GZES0YOJKzB8FbEPYQ+vxLQXKp27yVVX/BY3xLPFEC3AcuKN0smHgACxo08iIv51fohHpnMFeZ0OzDe8AVmGz7D3Da6uu63il5ZvWVpPOZBhrebWCXFjxqXV3076Qq2nBJna3vHYO5i/r4NAxwdj4ZgLqSLaDPi4GQyS3PTHqYQKAjOCfmMsbv2O2OuIduP01Ewn0BMc2+hjMgA8LwoA5+n9Ox0k0pkU1JLSiFU4lymmUnw7M8OpRdJ6UyeAfniH57kMwFi8KiYQYA0hu23BJHhbRo6D+fhOXzMmoWRbQ6ryZ95wufFb3/t92A7m8AZb19olnF0A28xn5qctiM7/vHFly3r7//qFTe8bW02N2EgpeFtHzegmrPzxMABMvQXsuARiTmnxZsaUqL+UJfxsdAYdUr5K93HS8ZoK6Ehez2B0mB4s770eJzxdhTDGz64Ruvo9ze2JOnYbAv3cmxhdO6zD7gDTh1mZEVGY0AB8sT6NwgN3gNKIMVf4Zf6qSI7wW7dVNWWkBovS6Uqt8HwNlyukM1kCDxCEhgMbw9cGT64UScPvRxzWcSF8s6nXPkR+WiwpSJYwp6YOqiTATUqc/6gr9/79mXbcyJt5q2DlWlUo7GP21Z4VswtvAS89eGH9kLwozfesEy48o3bXHhBwzq2qfJFYhNhuoNYAceVMGNYQWXnxVh+ePkIBg50iDGY1TaRgyikJoWiOBbDiSZ1K5PnlmVLGYkA0iWb8bhcQatsDJW8xp89B7BkJRj6IUqTpcOWTJRWlJCSlpOYokJ5rmmr4hMkcytQSkNLKJGZsQLxYoOXLp0Tp5Vyk6GgT8JYylovZ8ThMgae1wd3Fsa2CbyALc8vYAvNbLOAv6exCo7ud595zurpiVNLzfzMdDMPoxy3OHD1x8lZf3nQSrhkH23igLzAxUJLg6f6x/LImKiVS1lZTFMjDl9KAes9XUeWjlMklXCkFw/y+ViHI/mR8apSOk9VRJ9vJcovhZPyXUor6ZOsUxLWYHhzUQ+/x0MCbPdq+5pzZdjnfKav+/I1JukSF+8/wAQRwejjE4cm/nH0Y7/ifHo7tnqubGzbhy0e8UCD2Rbm2/djJfk7H16OufeOnbvKc9p4Hhjpr8QxD5uYb2mI83PanGOuUqXjyWN0+xjH7YMX59eYe8Wb+DY/DG5abS55qDxGLKXkT/XAKbkJXueycdh2Tihjp5q+MgG5YDsIFxxG+CxR+wmWgTIvRG7KFBBK8xmIKJ6x8Ug4/TEYcz9XtNm8RKMbtv8yPLXlq8JOAoHr0s6fXGzOLGGOxMVFX3v+S4hpGq14Owuj2zyOZ9hFXW9ubtvKxP/3J78wmH/Ayjd+yLyJLcI3oVexPtLwxi2nJjTwqDKIJ0WQffyFZzSPZngL42prvnQqY4Ph7bE2vH2nt+LN1iBZ29Dcz37A2mbDkuGtjGGW0PlxaHVO9UMDarUhI5m4RW8O/EhxfDXqBB8CDyCBtmSdgN5xDiPXrZtRtaHxsgxAyq20II3zymtY8QZJ9ITJ8TYiQ4StPhTCy66UFejAPXIGr1j5QWTwjrUEoJ90VahjLY/7KLx3NkpPEtQ0aQYrUCJEGpWCsvoqFcMS9sSwVTii4UPlDaDB8BYCDI+y9RpAIGQkWdWQgtHLgynJFQ0L5piYARJ1KEXlaBvI9KLiE6RwlEBK81e5iBZTCe+vGGbssuWTbBseNxjeXGZFjlkzKeNHKZBVK6aqiLoMnqxE+YgNICnfGYGEogQ4kLAGw5uEPfjHQQJs92r7mnMHw5vXfFudk5SiVVQDkOQm+DRgAUZgmjPTr8hJ51F7Ew6fNU4VX1DF18ui/MwUIIobDG+D4Y0tZgNLQLdgWF3FtuxfvH3JGtHffP9xulyhv+JtMLxZNR6bn2rozDLr/S8jRgTKO41TqMdZgWu8rEduT2OK42mcLzj4eICPNxxj12KgfeWDyw0/Dv341debX775VnMLH5deRBzdGi6ZI6Uxbq2Pjz7dOcAA40flzdemiKj5r8M1bh0WjOjx5m++J/H9aPKurwX/yql5Q/ne177SPHN6ufnyU08233r+eVssMKx4q6U5hB8VCQyGt/uuiRgCbNTxcBmA/JlbRBiyP1nTYrCSTX0MX75z4I2tfhok7Qs9RhwqvDy0l04vFlpDZrQxqjHvg7jZbGwK1JEft8Ywahsr2W7h6y0H3Zff/8DovP7uu80avsDfwKq4yysr9mX33etXLG0VA+0eYLmd9S7y54HNu1rxFrd7HvB8KJaJ5dEAHAO3Bklb8eZs4xwzI42fDCiiGBUplHs4rZ5Lv4ITRcmtVt5t2QJhEyi4E5NMovAqkBqfRWyl+WOS9UQvuNinMdXyoxe09fIROwWARsJOvEyqTtxecCwJBKLejSaSx+3mVEDQ575f0B/HQd10U/zCD38G9TGNr/HTWLnI1W90zz1xwfwnlk/airdTuBGVlzLwgOl/9cT5TJsCzhxuTeVWVra/qaj3aWc1uebjeJRtHBMgHV/aAsyahkWWGH/MisBjzsaRJGHzUWlJMGAqT0kZ5dXoj73EhLp34OPiV5RrUhZdRfRZU6J8YATQKMObEtWmhPXYGN6iblW24Yy3quE8pkEZZfrsl9ZeQn2ow2PUwgXVp6T8tfqWK9QwiNSjDbpNjNCar4ycz50xdeaq7w2sYuPxDevYDsrLEbg67dJ13yr6Hm4g5U2kPLuN20h5sdGHK552Bee3cczf2Llrx0BwSucqcXITwyT44Lor5Ivx7iCOErDjHQhjYyDLh78I63IEDYlITKdVfAaPWJVY847lLAVDk7DEZ2K1n2qectLBQebDgEPSFwGES2TAehrHJq3KEbT8FtGKqscHP3V+QlRmNs84HA7fMDTNgROmT2FFOGQ3jXrmOannY0X3l3DcwixW8T934TxWgp+1s7V+94vPGf6z587YCxoP16DYN7Hld3Vt3er5//qXXxrM//cyVryhvm8g7TpWvbFe7sblRWOYMw2Rsha/UTbN3bU+5NyzvqU0Kcaysh9Vm3Q9nxNFnPCoiQdY8WZ4Ics877AwzeSO84iip3jeDuT8+EosD6uaREdtMg/dM8TIRF+k6yM8ouCxyQHy9H67we3Z6ESr65vNL966ZFT+5gcPwfDWkoc/SNe0LkpO+IE0C26sNfuxPWQG+tkE+D6PHQbPnWxfrjDa8MaZnNXgbcP7G2XrvYppmvsZ7rkOH6ohg2uVBTGe6EnZ4ARUY1aAvQyHiKNKQJJtwUfkYRJu971WtambgaQoyFdubEEeLvOCczBqxdvLleHtxcfJ8HayMrydOYrhTYKXvFQrHG8iTiCRVM99AtE7mgbOLjVHVax85TX4x1kCg+Htvms/eqRNchrURMSfH6bhjePqfrw9jE/5GW13GQeWeDvaGs+OAa+vyPD23nt29tuNtbXmw5srdpbJxWsyvG2m4W0X48Row1t88aBSFIpRLM6qxiMguygGw5uk4jokauX/Z+9Nu+y8jTTBN/edmUzulKjFlmx5kat8TvU60+v443zrv1jfu+t0f2zXnNN9ZtplT1WpXLZVkmXtEtdMMpPMfevniYgngPvemylSO0WAzIstEAACQACINwCQATsTLpOq95/iB/FiMVQW7+hVaEcK3k4keIsjwpPwE9wEb9x4QIi2EoK3FyB4Y25XzvMozUxXBG8T3cvYiNBchVDOBW/TuB9uyjYiTyJ4G8+FG4rtVQNWOWRHh2CG/Z1kSVTilEw204UZCqpQZ7YCfhz7i6av8qhRWXAVMFRuDZK0kSKAtPjOAIvwSC2+hboJ3qoGaM6vlQK5uR7KtfT24hoC+owA9XCBDWNS/hK8ca7LsEwWzFfzVQwyTuF9wdsWBW/gp7R5VJT3sH14b80wfRSCt3u8aP80wdvBEdLz9dFyPQNfIDVjHzPgBr9zwRvccc8mtQ/MGC8kPGBU3kjuAAJToNtZZ1bKDGzx5b7gjfEBpw1ZjU1ux5NTOehaYupsHM7jXEQgdx0jbLKrclqQ+/mbMcouMnOtPIfQhnKU4I3zoAne5vxF7+9fvAjB22T30tUrJnhbxANEr738guV64+KqzXekPrOj4O3+Zwne0GaH0467Cd5EuexS2YDqk03w9k0J3jSAqkFlvT46e7gH1p0WpvFbpVe6Zn8uCoinDSSOwLOo3G+bGrbgVKhsxTTB22iNNxFe9FKrFF6mSUgQ9dyX06Dm1wAWrLC5rVDZg7HN92xSoAnenrjdC1OzFQa9WsQGLuofUbbAKP+SzUWdL6z919fEth5m2kCpxaQNbC7O8c813dxl6LUwtzSAgYTtmJI2mDG7kAsZc4wDjl//DwDA2Dv4WkjzCTYP2/iazy+4vBB6H1/t3/n0Y4v78N49bBqgJbePV9cQfoCvdZsU8sBs+0c4aML5UwDG0rUxKJ8oXfCCyks4IDsradj8J6oNGoXf6lYB0BlCmgCxyNrNgPQLYR1WYgdCWR6By9ZxG+JUbDQtg0pGmaETRfyXtgnKhJBJRKNMg0DUyUCUkLhhoqqwmbsjScEb/ERhG0yTdMIfbTOBjR7BJ1BY+wMdZ2JDt4z732h499s0LoJehPDtArTe+DjD969dsbgXIICbgabb8tJit4z7b/hi6gpsmmXAuwYc7skBXvZfahXQTAZx2CNUPfVhtbtsK2BFF0OQP0rNgNpdeevgU/EkwqSlQurkQVpFjbTVFoocSK/AEfZQ0aqAYRyKlA2EATRK8FZo6UBK9dQI3qJyEpI0jbcRHehbHKT+piI6j+qHKrb0dvXbEiKYUbbwya5gclAWTOKTtc2U9d9R8CsK2Rh+CKnYEXgohWq8i43mLj5Emf1gE2F73SaOtd3d2ATsUff+HX+V9Da0xCmU29zbxWume6YZRy1xmi1+EIHNl0dd/xhcMebFsbAlSCO83eNGh8ZEzBPu1fgOO8pv4PEzFBQkER1Y0+QhMc8k+aykgYiFrgzRENyDFZmrloAUl4dXE2QgZ1v7P9WsQl7nG24/7EQY5VhqkLnYfMdycb6Frgby5OukNHNBvznMX5zTeI/pMgRrfDjoe6HR/cNrV+2D0vXz57vLK8um1X111R8fsvkNeLhW4r8d3At3/9E21kWH3X+NO95+iTve1njHG9r8HuJ5x9sR5lOaEzxaZDXNuZzE87rk3A3a8J/B2y/XhV7+FI5GOK1EFWmQIUMDgrg59z/mq6ZYE54HbeYwp3vbRtkCmy/YKtQKp61+g/yKkdvL4/WKuikq7CI08HZzHIqMPmWLv6ib8svu5o5v7qipysqSuztKWsjGPqkxEEQqGm8HWI+Fxtu5JXsU6z/9q39mUKM13rxPaNxqVeW9J4kSuYyworgq4wBExGVYBVTaKWPNoT47GNp8n4cCffITRxnnp2MsbTPY/+oU6ieDPIIQjPF0+sCidKM03p76o6Y/wVHTx9J4CypUY8BDOMYiMBqsPwYsWOmyAU9vm8QnvGqAZj/TFGiCtydu/hiRxtDgpjcmXsVQ2GbBiDpN8EahW45bfh6HEZO0WR2D25fOHoetgsPkipsASIHo4/1IH8KWcRxjyeOqPN0C89CTd/ewgOQRmXU8vHAHG4s9uN/++EODeefTT/wozfaWne/n6233sdik2aRwB4aXQPsyCnaU5eTEM5GQyZmVc6c+4zIk8eOlJo08oGxGKqhc0Fdh4YxkhaUJIeIVV1wqjycmaFnie5gEbxanNtWiSnQnmkTuNFE71seHBTIWbVIVDW3msZpUBctglUtx6ltsz0gFoMgXmz2a8RC82QXTaDMu+Lngo5mNI6Nz+OI/ibIs4EGGFWwaJrEQl+Dt5eeu2UuoF7ApWcUF1NNYqF9e9hdTLyzMW1+aATwFbngYrpsKWuCQjRluhFg2//OaqrReZkSKjp6k95tQgaWKVpRsRtXErEBrZ5A4g+rknyc9EQ3gSMyDjqGiVQHD6RUpu2SixXfJlRQVBreVqgneBtug+b4aCqi/yeZALDxUod43S19lD1bY45RLeGjLHf1eg1o2IYL5ClIlop/zCu3DyJ8PGdC/D+EZPypRiPYIRwdpPgmttptr690Wwh7wwxQ0wg8B824I3u5tbZmfH6V2cL8Mr3TYiuP+e+CPZnglA4RofuDSw6B/ZVFlg1RqlmE5v0RdkUIsc9S8KHDPFL9KlvRAXWMO0EJDtMo0IxyWPIipttVHQ8/EM8pyl0IaNudSDiNRgWorfATUWmdQ8OYZC06CK6h4O27Uh2H80DMdYYsxvy3NzpnW9tLcHB5QWDL3azeet3Q/ev46rlGY7i7jAYWL+LjED0vnF+YsbjYIR0EshW/bewcueIM2+X/99d8ZzH8PwdsaPljyzwVvnt4FbwQLotEW3SNoHP1VY0BQTfAWvYNjWeNZfVcdJ4TR37jgzZrXWy6HmRxsa40B6y3gO3nUtAnegiTPvKVxXxMiunsdNOQuPHuw/9WAyYtzElBujHH3MyF4a3e81d2iub/FFGiCtydunMLUbLFFb0y8ikmBFFbHLv7gQtNXE2S2nLPtzxLgJxLmQtMiyTK5/fZIbcRtvuePLVbgQHRqvMVCxYQ0yNvWNLGI2Y2CbOILPTccD3mXCY7S8M6aD277UdN3b98y/10epcH9NhTQ3dl6ZBS6g5fcyLx3bNOC0sAdinb4yh+Z5Fd7bjysEhDaeFxUUaQynFpvaWNRJpAkicHxx+qdPncoTLaFipY92FEYtMAXqDYzDNdaamDCIgAzyww9M7VbfsSuQEwACn/Wn4npMSvSBz76LASdRO2ugggPITK/WOBL4JcvuwFmPIS501Epv/cGx1Gx6VicmMJrpePdcxf8qz/vvZnGEdPV5XPd+XOL0H6b7q5fWEVpuu45XFbK+2CWoPk2A405Cu/mYNPMhlCRWnasgv4YFz3CwuhnxbQIMH/9o45gYUGMsOogQ+Ykq1MPuBUtlANoFDmQYtAjkJHpB0FH+pQ+I6uAuiwer0jZCA0gjfcMQIQ2bwpTqiZ4S2o3xxNSoM8Dlbz0NYUEb4LX+KMFF1eBcledXu601XH7iQKnWbYr6QHaoMQAQbBiNE41zzKcf/QfAQf5+G7wwi0Iy+inthrnNn50WsdcR/PB7TuW8BaEbduYIx9ivruHD1NHENB9cv+BwTyE0IV3oO5iDtxHOMfdbvDgA/BV5tvFHagueHMuOB7csHxwISBpV3EETT6MQjhjZQbgGFslE0yGWZynluCtbN4K3UrWkU9YRvZAqrlPc3jN1bN0JChNNITPU97SWUzBWJ0cXnNBLXizWlt0wGh+M9u1uSl0o47ZQsg5L8eVCqvnoMnGF7vxoegi7jClcO3V565b0b53GUdN8TFpBXdtLeOjE+e+xRn/bIQbTY0UbGd2EzsNgNMBrvH2t5Zegrd1HD++hz7A48GHM33Bm4HiB0ii3GpCvswuWnjNKBSOHlsTPFCUoEg1pPGGPnDkH0QXgIc0eR4CxavQUr8E4eJ//NlPDdMvXv+p3eX6rdZ4Y7/RII6Kazmpq0y+fsGbWqluU3erHXO8sa2zfzvMqYI33Dn4n/6la7z9W7xqytfl5/CRfBbI2PcnYrcwOPbJDfhvaEWlwrldFVllLADsk8VnrqwAyd+PdFgfGb10zfu5KDCKwqeQfQB/aRvHMNy2bFqFylZujHG3eLmQfyc13prgTc3b7G85BZrg7XM3EBlaMLjexEtBkmILU/SMxrXeqvIVu0x0clgOwTgVlsA+ITNY6zyGmIlJ1coQQSqHtAC4cdiDphQvj+adNTQf3L1rQrlbOIK6hi/+W9iAfIDjpzR/unPbSnAfwrpdCOt4TIePNzCP/VBZO6YghosIXiJtAjdkHl+kj2NxVZMqBW4pnCuV81ozZ3dpneATSIQxGqYWSnnIiN+CcESkBykP+lROChgHDIFUTNkBo4mUwYpS2WosQpn5BbAWXLTTrYRCWOMO2uQVPoD1MqC1VSZpU2KzyDBeQj2JM1cUpp2b4Ram61YhbKMG3ApsHjXlXXAvxTHUH0FrgBuVS9AiWMTCcQaac+d4/BTplrCZoeEv/fbHMsBNzTiasLI8Hhq/UTfRbSAuiJMLDyEikDZ5Awm8p2gNL1vJLA/l10unQjI6QJSFoiyFcCl5389wpRdMHTAML2jZSBVATfD2Z9BKWeiex/Gwa9DE5DHnefKXQiKRysLaz5NToOYz/dS+2RvssTF1oUsP/uunpZ8Xyiu1XGlXccNpYyxwwEo4IaDYkZO1iYdqDtFxUs1vfHaGGmnk35s4nPxRvgAAQABJREFUNkhDjTUKWPg4wiY+LHF+++QuBG4wf/zoExuqd+5vdDsQzO1AwELhG9Nv4CMVzSH6H+dRew0OcxbzPrLrHSDki3lODyhwIJf6WvIsM33J10SlHPcOGynMEncQPRlYu80f/BKEtzT80RyiOUxrAItLBN6qmi+S8TF9ENnmc/glVLP0kU3JjaFhoiwSFZhEi1GGjylYEk8pwZtT1oACDvnFwsYfFuq6aaTh23qzoPmFEJz94Ko/HvQc7jLl3W3LS0vdFTymwPnsxSuXiLC7uuTXJ/D6hWmeBkAYPxbRhPwO/QLUQtAWNN7WccyYHyT/6tcuePvl735v66F1HEtOjbcQvB1jPhw0Ze4VLX0sOMGzTdS3q/YSnmwaTWJ2okChQb+RR03nH0Pw5rkI20BHcpKoGGwAc6vMHiEgx+DUdHeQlM3r6bJu7GNKp8joHayj6qn81HFiXfj1Cd56ZfRqRGXcEt003GzxnRX32ON4bdEeV0Af5uMKL+EkwQLWTTpq+m9ef90e+SiCN/bFwmEHMkUjSfAmnpJZVmVU2UqQ6sOQ2k0/oT2FyM/Q2gzjq2Ob+0ko0Kc+0+bwOANRmSccw6g2KXxdscqt8FnxcmXVBG9sAFFDNhlPBAYJNd4EQTvHSzbg6W2T+IS3RtTczywFmuDtczc9B1uMzt4s+PUI3oIloAjDgjdWKoR/yUfcYVM7nBS87YfgbQ0bEpqP7I63o+42vvSvI+wRNiYMo3knBG8Mp+DtAOr0tMnQ9/wkCDYfzBPIbcEEJsbVib3kRg0Ez19f/YlTmybdfVMmkKQsoQhqqMyB/LQQdIyMkyvawwB7P2dECVJoDDTgtWkRjNcpfJltAMNSUK4dA2lAeG3Co/yUSPXyGjpQdq1ALPwsgTYv5P8MN1u41SnQ4BaHY6ncXFETzgVvEJxN+6bhPIRtE9jMLGODsgxhxxzuyeELcDQSvF2m4A2XVfOSamoNECfvx6GhVp3lAbeEgJMMgAkLzVi3rsdF045egIhuOblVyGLmS9wVOk2KsgVjaESbgE8rgBgdIDm5Kj1ha/coP8OUnm4zVUA/fYEeBmqCtyZ4Uxf6quyaz/Tz4IiOGSajtC2EbpCFnZkeXVrph2wMzuGxoGxiLFAwUY99RvcEbwYZfEKCN05FHPsH4HO835QaahvUUoK5i49J/NA0SvD2zic3HQYfnSh024WQhcdQTXAX6Xm/Kfm/Cd6oZ4R8jiDgoTkKofDjCN7KZoopgxJhFU4w7AoQJlIqc5vfIvmDdObWbIK5NyaRmgOLP7puIJIETDI+YoqwIcEbslDpZGdBSmFSR+dswZsvHnRdgWGOfCmMo6EuIec6zjZTqBsFb5fmfO4pgrcrJng7t7jUXV5dNcHbjcsXLP1lzG+8820G6xPaxDURBZfg7Rj9Bf8/h+CNGIzglhfL36flNyd4+4nRYVDjzYuZJU4HwvuNGeOv9CSmFZAn9JHsbnUhgZR+Tn6hdGFLrY0dUZ1R+eXiyR1N8EYqOy3EOZPWbJIwdVN6kGhOX+2mn9DRbsMJCTDQqy2g/XxuCvSpT0T96W0U8jKGHMOopip8XbHKzfkm8YqXK48meAMlRC4RxcZYBAYJNd4SBA6xq9KAp7dNyWQosxplcz9jFGiCty+lwcXoHFntE1PMYcfVXc9kXIT3mSSDM1Uf2OIU65HyGTp5YqGj5Ay2NQ/s/ZjFH0GQxkX6Q3zx38axih0cxbkdl06/ffOmMe+P19a6h6EtcB/3xFGD4M7GhmW1AQ0B+vcPXajHuh9pwTDlC2XbmFBbwPJXeWVrxYVIBvEPi2UzEsSYQMmXgtpQRJTD5W9W3JNHOIV0gXFoMsqkmXkJUTvWgrdjCbcSTJiH2W0RpCRwqVoJSpcWu+ouBXOClD4RQYMTuadQOm4G6KZgbCJ20BPQgjNzTI0Q3JsDNbUpNAG12i5D+43mB9ev4mQNj6Weh1AOGgXQKngOGxtqwb167ZrBnMe9OlPYDHELoo2MWlI2j8Nyv84yqEwZV68iFRmNepyVUgTTu7uEWDGiT7k7lDBz82dookv006lAjA6QnFxr2NrNXPp+hik93WaqgGF4RcpGigAq/UWpWOviJm6lYivyj3dYrfO+P5hfvvE7u4/qV2++3X1w5263Bk3V99buW5otHoeDGZuEriLpjP8Sgh9no0ReyoR2tJOEqxL8ekkcUIsS0d8J6SVX+XUErj2uYM3wjf1Yk2Yv8mKoh2VHrEqn4+/kTfW/CiSd3lsdG++4olH719pwmusKL686XGgFKQTcy/A4J/Pep34rwds2tHl5BcJDfDTSVQrv4qMRzbs4TsoPRrc3HtirpDuY4249uG9xfDiBZhfxFM5xFB1GuU/i49GY3d/GfF0/i+U6ljBQk5DZhYrEKeFWDl8PjF+vnfj9QFR4hHogTjwziCPaCobBEZW2w6BsLJ6Qir8KnxDU6fuIqrjsJ5qniTpxOC9SFj4HofWQl7TZutAO6rD24BdEUZdzzkI8YHAe8w7nmwvQHDoHrWtee/A9zEc0P3vxBcvvMrTc5gE/hzhqvnGeX4gPS9PoNiwThXsS8NGmGQ+tKj68IcHbvb7G2x/wuAKEtnxcgX92x9uMP65whGsb3HitjbQKERMUU0S42vnMo6aRXoJm7/fCTxv0O3Rh8vwYV1g8arqAo6bUeFvCUdOfGIZfQKtqEvPyeVwdUR5XcOSODe50GFqP1G80nMrsweoMdXncnV0oQIrQgP1A6RQZEw1pI/oov5yD3PFdELy9vLwYGm//3Mj4f1YabzPoq6RgHFaHu0crhGh8y04QYhO4N0O26ah201i0QtgPEokXlMDm+pIpoCaq0Q63RR3r7jKGHIOauIb0+ZAhilVujHG35lmla4K3ilwiiq0vgoZBwhxvCVPYVRO8VURpzieiQBO8PRG5TgMWo/P42iemKJZoq7semoyL8D6TZHDi7ANbnGI9Uj5DJ08TvBk5muCtCd6GhlAEcKjkcImwGrZ2szP1/QxTerrNVAHD8IqUjRQB1ARvTeMtetBXZrHXDW7OsvuVjljl3gRvEFhjk9oEbzWfC4bVBG82UkgN8fmxJngL7tEEb03wVk0kz6CzWuFl7ZvgLUlxqkO8VPQ7xkexE/zxw81kfLR5bWXe0v+i3fF2Kh1bxLeLAk3w9nW3h1SYnjBffRQclUybJzEnwbgfrKuKKMwe4RHl36Wh+RaAfPGNR3T45X8r7se5jXtxiOYutNuoDbeFL78PcOyUMJ9Ck4aGF1PzbpQH0ITbtK/GR9As8GOs2wdHpjCDA4/Agz/krUcougnXwDHNAm5s7M8/U5/o7hx88fYCsxSsMUUTUXLgGm0AG3EC8dwNheHwdIoNLEYv+0m0EqDaxis2GcRFk196E7p2CI/sEqdc1Sajvq6chVwYVTbHl1g9o/AKt2kbRB+011ABdXxyYJXgfTv8431aC/hSTnNxcc5IuAotgnk8wHAO2m3Xce8WNRJ+/OKLBvPSlcu4F26644tyy9BKYPrFuP+NLcsi8IgrbdZVx3ykdaB6EJn6stqNcQzTcWLWo3Z7GvxGPYVLw8xrgeiIJ3zlpDeN5xXeADoNNhPBUcMo/4yvAmo4j1ek7IKsCd6a4C370FfksF5XdT3LZriT5pgUn/Mxyt8qsZhYBiXH4Yj1GmiigY/gBhpIS7JwWZLIIQavabeZm5HUpuYr22RdJ91tvNZN8/HaA5uf1qDBdmv9Aeajg+5P8XjQJ5if+LAQHxja2t+zl035QinNdmj/UvfXxQQ+D1kkNd1g/JEBhNtkjDKwDvlBK+qI8vGflTw09vwZBsPgeOzX6xmpghjMhP8ZmhQZ4F2MNdwRPfCRjmEDjE7cz4HVfoRJ7NluDDEEHsciJK4oZSJAnExEycv5inMMcZ0ETcf0+rZtmDgPUPPML5+gtg/NArSs+Wq2aaxBc20SD/hcuXjR4p6HTf8lHBldmZ/t5jG3PIeHgGhu4PEfGl6DMIl1BDW8+LACzWTM05zTrDrMk+VDnJcR81K0LZT0rT9t4VjxvUe9O96k8YY+s0aNN2jJHcU1C8eVxpv6uag+IHgDSURhuo5TbbgaFFZqtnCY6FuuR+7YPQ6YmsabjeW3cBXKXWhzH6Lv7NkaEbSLx59I72JEVdmKoV9hSiFbMLAjSJA5NNCn2OfdeGy54628avpy3vH2JBpvJf/M17RySnkMQtkLPDpgcM8IdSDhEajbCpU9GNt8X5wC/SYiRrHes7A3jTenjujXBG9n9ZYW97RQAOuPnDWeljI/3eWUROAJa/F5BG/MwpeZ5rAcB5h9rB6E+xDzLhkci8jlIIVve1gs09zD4sZsbGh4RMcEbwjj0dKP761b3CdYBPE1sHXA3MdGiO47uC+O5tGui/V4fIcYmWcK3njkjWG2CMayHOXicQ7bIKTgLQ4xRnfloiI3NGetF6LCAuGiX+7S9RVixfCf3rBQqhMu5oNuxEXTA/X0+aspQ3ZGZDnUJlq4Fwi4zkAujCrbYPqoU5Y1/MCnTcdYHEs8PrbtK8J5D5wfDp4N8JVZvvvWdSvYDPF+NwreruHVOB79+cnLLyGm6165fh3HfGa6FWyMVhfxUANotIwX5mhS8IZ8uddgXR9H8KY+qcVjLWyr3cxDsObmD4yGWW6Coj6Mq5z0piE9RVMBnQabieCoYTK9AKqAGs6jFSm7IGuCtyZ4Uxf6Ku0h9jLcSTEmvH8K1v0RphEjJhZdueZFup/IGD8rU3X3woOjlsJDsHDrOKnNCQbGQrrgjQfuiO5jCNlo3sex6kd4DOHug018EFq3D0F/unXL4j7F/W2HEAY9hACF1yjYC6Uxv/nzCZjzwC9txuMcJN45SvCmOsTZbNVRvImlOjlF8MbCaO5IcotukacVOAhVghIa04InkJ00TWDApluwjpW/qptTjwE+z5dwhIXgKjmcOgARyGSRogKAsfkF9smRP2oxFgK4cRO8UQjmL5QShR5MWcJ8wfvXFjHPnMM9o1OYa67jgw7NC7Dpv4TjlHyZlIK3azhSSXMtBHCz+CjEF7f5aBDnJhrdEacHHKgloblPH30keDtA8Xnc9LEEb8B/NO1XZ0jwJrEYySGSnC54w/yUr2w53a3A8aP05agp1z7KgUAoaBO8NcFb9Jcc+/I3wZso8a2xgzsOlKea6gbCa4/mQPHp5A0VkNb/hfMoN8a4O+eJSNeOmoIQQ8TkwInAIGG9jhHJc7+RDejAQ+gsgUJlC0uzn2UKNMHb19X6yQvleMyMNV5zEe3pCpZRLsF4HNfLCZUOwBA3uIiC8mQEI/Cf6fgyHM2j0Azg3Tn7WEjvQqhGrQG+BnZnw+/HuXWfGm/QcqPgDXei7CHNzdgQ3cFdcbzHhwtbwhziK/geF+QIc50D5MWlMrLj5dVHdvcKNkGhDdfFl+WaDBROWOkkXbGSBsHCEh+1KPywthaFjLxmiqlsFoKxBlCgzMUC2F8NX7nlVP6n5VLQ5mZATN7sjE8HMCdS5WK2QcRswLSeImBZ3IF0jMWfWdQZoRfaiLAodOMGjOScCizzQdt5ahJgw8FNz+r8AjQFxrrvXbnC1N3L167a/SWXIJC7en6lm56a7G5cWLW4FWgGMH+KVonK7phjDGisj/5cFKg1ZA8UGeBlQ1u7rXLEZsZalhWpjChW95sq+rGcwkHgnHQjZR1n8RGeVlWePiywBZhseANolOBNkWpPpWIr8u9bf8dbEE91a3e8RfN/E5Y6j+woQ/Zv9EONRdnZXenIdOFQ585wIkSg/fdIXmCvdMZiT6m3ocCi1j5yGBpPT60Wxh3wUSAg4KvaD+zl0a578+NPDNufbt62RxHW8eHnDoRv1HC7GXeQrtsdpCfdLsL2Mf9QyJRzD7OAn5xQwqfMPz7+8G46G5+YKFkO8wfBxu3lSUNh5TDqhXAlPxAlcYnGagkcAueodvxuKyLizbJCwoU4/w/b4bKNCGKFpK2JUTAMCwO4wdAQvEUZDCoEWEqivJhQ5U+BnQkwEUHhln31ADcOwdsE4xDFhxH46M4k6Dkf969dxmMINJeWFnG3KDSqoVl9Hi+TUtB2LTTerl/0xxKo7bYAzeoZaLSdh4Ybjb2wbThxxyjKC6dNz4xT7SWAM8FbEE5hvHOWc8s+ikgKmNB2SONNr5ruQ+NtF4jHu8Npz/9E6xKjG1qOtMEfzYDgDX4GR1QleFOIbNI2zJeh8YaynodQk3e80Vj5aJuvdsBdihCxHjC4+ReQY3CBs7tzTAdI6ZOkrNKFnYtNtlKUJgiX1Y7796iNuos+9GBrp/v7dz+0sv3l//zV1yN4U7GDIqIbuowbCqyz4h50zPsKYWaOvhmNt2QzRs/BCqjYXlL9KlS2wpv9ZVFgsBUCKwI/i+KDY28QvuAUFtmKeXLB2zb2bL9+863ujXfexWveu90/fOofrTbx8YlYx8hHYlz2uv0AqbIEvSLJS+DaPZC48ghG+EZqvC1XR01x9+cr1691f/Hqq/YRZjUUAMZifiLfj9l7RAEqXhQZKn8CqwxZcDH6iCmwVQUKcB3Y3M84BZrg7evqABq1Z3GrUWXRaM6ZvgAJpUJyoaMA2AqTBlCdRnF6aVTCDdrKVqi0QdkHIh1DpeCMwrT721iMwtyFAI4bnfs4lspjqNSM+/jemsW9f+eOwa4jbhvHNSiU46upLM/OgV8UvMvFLwKoc2VXBqMcx+OuOdVN0ka5IPARKTQp5UKtLrWAehWp2CfWSzU1WEz5YSuOC6vaEG/iDuSCHYCrPae4Izt9ha+pbps6S6Yy9SpSoywrrQw1IRR8iTOTs9UDJwVtZqKOVlefmKidQDMZm6dJasKhntNYyC9gg0TNgiuhdfASBHDzELA9h43SjcuXzP3jl16w9NexieKGaBr5U/uNU1tqvEWnNMEbcLNUKluS2LCQ5FmBYfoHDK3sy0onu0oeQSMtgZ1FdZFbsDUipcuwKmAYXpGykSqAJJzKAIvwSLWpUjXBW1K7OR6HAuo4hK3d9Kr/5aKyjEnBil95VkKghB6qfmy+GLvHVCmCcUG7OfET6cIrbAwugi9yja6jVhrjeTyUcw9fHf0Ux0c5B/36n94mSPfHj292DyFg28CctMbHfxD3ABpwNNv44GPzC8pj+37YJyGQOMbDMjScU6wMzD/KneUoxPGCAH4sNN4m+oI34ulrvGXlSq1F5rGYxGo+F9nnVOSpevRC/azcUifMaDrSEzDDBRC/dbFTqbMlAN8eMJEXK599IOYH025jvAneXLNsPI6YTsVcMocjgPx4M4uPNyt4MIF1ffmya7U9z8cRMIesQGP64rllnBac6K4hjObyyrK9us2rDmaBg1cZEBcNhXk0g7X1eqr22k6l4I3wqksIVaXx9ggfBu8+3DJNyf/y67813H/9Bwne4qgp6nDUF7xZY4EzI+ts0xQueUlYKi8ZqJ0abwqRXbVaLmy+gMYbytoXvLFS2bIiEgNLEeiD8QCts9wvIE/4nRa8qapODPsVuTQ2TfCsvhRwTfBWEaw5jQIjupKGV49LDxJscOxVvAFgBWf2ykisGAmZANvro6M03n4HIRs1wf8Ggrd/+M4L3kCqHMSiuWaKQlxRVvspg1SgGH20hIKFzW2Fyh6Mbb5nkwJYf/RG5LNJh6++1skL5XjMLDVeh5hEzXgdV1lEF9wKCxlHxawVQ6bsmSgL+26sfGNa8G940DYAIuqZUdPtAAtr4t2Ijc06vhQfQhthYxt3vOEY6i6YODdGNB/cvWsbpDVovm0Bfg/CNsKQGg93dwxmGxetEC+Po3IhTGZ3YLpScOsuFeONLBzKH2XMjZFhQSDDVRnZFscfZ6HWCiO7vsUArBZGZWLHK5yyR+GJslUph52RVW4CUHAl+9IFb8zdkLPdI2PTk2KE6spw/KE+E1H/CW6eEDRhgrdjbHSwccKmiM1wAZsnmhvYIM3iy9J1aLnxPh4eO/3JSy9Z3Iu4g4caDnOTEL5hE8C+NR10mwi6naDNtRln2VhMkTbpYY7wRaS3v4fx12qlvmy5R5UrfBF8qhU5OC6mGwGpftePs/z78FVgHz5KjBTDQE3w1o6a9rvSl+avulvd9YhffZt9Uu7kF5Gu8CtLEcWK3i3c2dnhCPdjCd4wtomCeSt/vVjKV7fJMvglfgd3t1HAxg871KT7/9/+o5Xj3Zt3uq2dPcwpuIMUgjkK3h7u++y1C8Ef/xEfhWomWIu7LI/jWKVeUba8xWckpVCBVEDkWARvARTVtQ2TLcw5koO/soRBnyBJEdJIyII8FZeOSFOJS6yuhi7ikl9YYgbSkZgMPtuRvojqb+wYZSgtuYAYChP8mu1vB3IJaC9iAx0EoTT8OKM71aYCXq82UnBGbbU52KvQcGNNv3/Vtaafwxwyh+ObfDl7FVpwFLxdhgY1DWH58WZ2asLS86PPTLQbNehownJPEFnNJvvzCt5+CcHbOl811R1vTfCWFG+CN4zt6OfR+TAkmsabaNFsp0Cw6UFyROAg7+qBnCHcKTiFQbZiyKfd3d/mN8Eb6Bzze6E4Z4qgYa9tfFcSkCLzGW1TcCZwCWquZ54CTfD2dXeBXIOLOY4ogMYqo4aYwzD8wIK6F604ZSs/bb1SJyFPLlDBfLIIsdkQ47Ev8hHJGvBP2nB7yIT57OErODUSqP22js0PzUfcIGGBcgfHUR/tbEP4ttPdwxEght1au2cw1FA4gFbCFjZKW3uHdufKI54BgdmL4z0ss8qdGgmxCNe9cEYzqUOHbUj4Q3qqctkE4VA48tDmki/ouEng8MPKO3BGxD1GuxnxgEb0L4hLEXP3mYWuocKdxc8KlBbsFY0brdxsjftmSX2iXkDqKI7o0FGzAbSwzUtssqZC22F5atru17kE7bbLuHOH9/T8/JVXrHB//v3v+f080I5bwvGgaWyozuG4EI3fkoM+ROmtLV5RkljETsSkpuOotSaI2l0KBQO1jv6qsLTlQL5JkmijnD8Rl2AJxJKGUaTsCB4FqiQlswr3UGSFIXDnRjpLxDGpjN1WqqdG4y3KfxJC3XbUNDvC1+tQx2Gutbv2clBYNyN3cKAcJ0pDELnVN8X31FUrnMehAcUhzmT2F3C8sJ7mGEINGuvTiKPgbDM0onmPG+8U/QR3t/EqA2pP/xFHTMkzfvun9y3dGj7+7PEqA/CBffIClOcoP9q45pDlxfwQLXnXcWinBfvwumfZopJhZeGRo3j3eGqsWTEYkXxWmm9BRgGYrfTSePOMA0Q0jXx9/HuhomgCBGoHclsFHYQSjKGNqDI9DqfX3HcS7WYCN4DRHg9t6YmYC/gxhS03jbl4hlppaEfx+fMQplFYtoo7QBeg1cZHeK5D0Eae/sPnn7M6XIWQjR9vKJxbBAzh5+OY0AzKyuLqjwnYh8xEPcLnVkR6TyriyhDpejIhGNJ42+vu9DTeKHhbO0XwVq7A8NLZsImyfSuOmqI9zmN+5lFTK6HKJoLV9BNNM84Dst9YuIA8Yd0nRVL181xn2KpQ6cLWwOOA06ALZqIoHWnbxsdcP2q63f39ex9aKf7yf3xNR01Fiyi2yIXu6YZzWVbcA9vjCiJas0UB9X75aZe5sw4ddJcx5BjU7Woo7c2cQzJGuTHG3VpXK90owdvvK423p+qoaXvVVM3a7KeEAlhD5azxlBT5KS+m5DjJHEfUp+auOcOPgIugwYXRIJzilK38tCXA0uJfC9V6i69FkZh7E7xV9G2CNyNGE7xVfaLv1BoI4fWwdjBFyi5ATfDWNN76XelL81fdrT8NZZRJEJgjZwoPzY2CgGBnmHq35quqswu8Cd7qFnQCae5tgrcmeFPvyKGTEqgvcNS0Cd6CrKKq7JraChOnki0Y2BEkSLG5waOmHtsEbxXdmtMoMKJHVXPn6URqgjenjeg38o63Jng7vQO1mG8lBZrg7etuFnGQx81XM/0Z8GWTfjqQNk9uy+fw2jzx64hlN7KMEsu5XYNIqKcjQfQznjaPjNI8hKYCndR024cqPo+hbsLNY0K3Q+Pt7oMH9hLqBo4Q3YfmArXfbm1sWfr1rW3TjtvGcQ+mp+bD3oFrbO3EcZd9ZFDyhs4WKuNvdHq4iT4oLLNVUyHsGC5YNoNw16yqvhQhH5qaYv6VF4FBEsXJtgRn/QRNJIrR5kt7V0/q5ZPA08JytRfIAw81EGh8r+zp1FpqW68F6oEAaWCcTKhug/jcFziDTJaH5YPwoMl4aLxNoj3G0Y48UjSLvxlcjP08Hlmgef2ll03j7WUcKeLjC0t4le6Fy7y7Z6y7em7RYGaxOaCGA48pMR9mOa6jrgYpSnm/imrjyJgljzZjc1DrIgIDKHwFAZLoA7saMGGYl9IpE88iMqo9NZ7B8AFfhafOx2EUKRuhWXy1mFLV4nAPU6qm8TZA8eb5LAqo4xCudlfpBhb8GhSCrezkXeq46q4Go37qCTRP8VsfQ6ixqpetD0L1im9fs+c/wv2gD/HHO2feuX3bSvbb997HnHDYfYhXtHn079HODl4uxVUGQHYfF6/THI3hEmjwko6aTHyNVG6LRRj8zNs5fOHYWV+Vn/DhFr9MzRbjg4YwYXJOMOyMQy6hRVeILOQoA8sFUwRuybEt3As5CKNmYKg0gMk3afT91GnLGrJobmc9otxe64gLlWI7Okp48F2fT0AhaBrR6EqAGWixTSI//pFnswzL0E6joVbbFGi+hAcQqNE2jTlAR0Wvr/or2Oep8QZtaB41vQDtaJrLcU/oLHBPoA+Mo5LUzWLZ6aZhEVlLK370HYvgTz13KzCqJrp73Ugzn1sMTDBnaLz9Z93x9qZrvK3hblr+UbP+OO54S403Wwx4L8h2kkp25EVL2X5td7w1wVv0Ch8n3pPUUWjbaIoAtY7sCi6CEoscTeOtIlJznkaBET0q15qnpWF4zkvBOdTt6jSFqylWufksZ3jqOYt4wa/4iB05/GYsNZvGG+fgoGGOd9GUVHST+wcx+jPaJvEJr5A0+5mmANZYvRH5TJPja6i8eOLjZjU87odSakMzFFEFaItRL7pVFPEPHS/M1WGVXkKKeqGi9MG3cxPFTQXj+KdjqFvw0L+NV8EoONvDHT2buKuHR01v3/Ojpi54O7DXqyh44+untx74i6k8hkpYe5ghBG98WZVmOwRA+4hnWbB1sD/m56+jehhh+SIZN19u3JbgzbX5GFZNWD3BW9lgEZdjGaSth535y4KZifzFyVWsKi4n1SxzJKUVeHyjhGoBD1HojyBqW4LaHwK0kXxiwRsRkl2EUEyv1k1ic8yX7HiAdAbR0zhq9NzyMqEheHvJBW/XrnWXIYw7B8Hbi1cuWRmvrZwzGG7ieGE260HhG03eMQd3XR+rg0Gwbd2Rm1BANsGbj8ZfvvE73Ld41P3qzbe7D+7c7dZwn+J7EFKQflsQTtCM4ZEMGwugowQBcVe8hxPIm8PtaJs8/jsYSWjgMcuEKiVA/dIj21FTp9E39qs2ZQFqd1WggQV/zUTqNEh7uuAtOoJl4ZlonnLhkPcVfayR4A1iDePhFLptQsjBB3revuUvq73x7nsmeOO1BWt4tXQL1xjo1ewN3OtmRePraxTiwR6zF7FRjhCuSEgj7s5SJe9WHUuxUTlDmfzyuyJ481pHw/cEb7xKQFo8/hIcHsUJUAnepvDxivd8ku+u4D5PmtWFhW6K1wiAv/NlUgrersQdbdfx0hyPnp7HwwkLgLc73uAmeS/i/jYafrSxjy9wax3i20L4I39bqsptqfATgjfNARYcMKwnTRO8taOmOZg1qK1neO8oceo4shNIXSlT53KsCd4qIjXnaRQY0aNybX5aGoYPzMPw19OT0uUeIWOVm2Y64Im1W0nTBG9JLhHFNnSa9D1wYL8XcFrjlgZ0eo9qm9Jio2Mz6+Z4pijQBG/fieaW6MsrI7Y7WDUPrQVvik/mAuEJ2YPB9Bj1WGgkOCOBYA3xjotCNmcqOroqds8Pvq6T1nX+bmmHu3ewscLfIQRaB/iiTjybuPONho8tUFjAi7E3sami4O02XkqluYNHGagd9xBaDrvYjFF4x1ftmH5965HBPMSLZLxXjg9A7OOhBpZnD24ae6wBThcKFsGgRebivRbKBb2AnyaZLeqai64QvJV6G+jZP0CnPZ6Ysh63GJ4IgEqZya6xe9ESn9fK8cs9HgUPUJvIdZ/RsXY0I3CqLDldmIM/xOTYcmMGmlNoNoH2tD9ALEGYRnPDHlcY756/dNG0HFaw0fr+9au2aftJvHx6CZoQ1JKjJgVfqWMufMyBZsqyYg9V36QQ1fOXQoFvulzopvoWGhsabz+rQ92WXsYItnyTJJ6FJ9av0ssvWwjkr+0KzzCYImUjYeahMa1UpEFxMwulahpvNcGb+zMpoI5DwNo9kNAjfOEvoLDTy/442Cfdh1/wg2CdyCJwBX7iZAi13Sg8p3srtKvWMBccYG4gv7+9yRewd7t//OAjS/m7jz42LWgKkR9CKEeN6Ee7B5b+IIcLxTbk0eTl/EMGqRXl451l9jlKJUMZ+gzDcoxyZ5z7a6IVttyPI24VSnEsDxGzTFFxfb3xCI8jCPl28G5yNhoVgyjEDaTxhkkVocgTggDOiYQhpzTjHngZH3CApZFW2QRe2SRVqBA+YXZ5BGcBd4SRxy7i8QPyab5Kuoz7Opk37/SkubR0zoRt5xBO4dskPr7wzk+ai9BqIyzvd5uZAp+HEG4eeFhIPrpD463GOqrsKEdUmBarEEU3+ITKuRsQpCmNV43I3I8Aj6EdYYqKdQ215fnoLl81vYOPfFxf6FXTX4bG2zo13qBxT8HuoMabWsM5tITRfYVHZqlsH0/jLeqDFmFfUC6G5chXVPNj9v579/zSQnd1cb67BFr/x5/9xOr9i9dfxyMV7Y437wSipezoGtYzFKbWkS0Y2BEkSHU1CanrPNpR04puzWkUGNGjCns6g0ZlXnIM6n91EnE355KMUW6F3znfL6maxhtoMURMzkURmON9CEjT8sD8QsoOQ9aho2MJ0cyzR4EmePtOtLkW+F4Zsd3BqimUttwO4ctFuLnyhPHtSA8mFqhiL2TkYuZk4iWdL/eVi7SSdKTIL7b25a+mBT7GQLOFhS2PkG5h8fuIGysIdCR4u42HGBi3iSOnO4jbg5bVAyyQmc9tPNhAcx9xrk13hCNKh7YX2QYOmj170Y57D+VdhILamPlmLRhkWFlHrbRoC8SrDeGi6GZZnf0D0LIfcERl4qySRh65mVD+FYiaUfi0qaDNDQyNBFHuQ9sCWC/3peBNkTVu1TEri4AI02IgtdPQLizDGDbC46A7856MC9EvxQbt2uoqNB4WuvM4XvqDG8/ZRu6f/+iHluPzEM7xIu1p7PqoVcHy22uqiJ2yDQezdiqxqJ9X8Bb72KwHt3s0SWq4m+DNSAKiqLHDT8Jnn/Iw9TfnJ96JRGMJRX2VEhvSoHTTeAuaflOWN5XnXrsHyqMI8HkxGDEcRbE91eDRtppLjG8GnM8n3kuYBZPwj33kEP2MYBv7rhv96eYGtKEPu0/A0z/GIwqPoBX9xrvvM1n3h09u2pzwELx/BzDk5QfKP4VrQGplkQ2fNN5ynvI45ptlY9CA8VgGDdVfdECchgkxuVE6Yh6cl3VZvJVPCfMeLxWgsqNuErwpC0KIr1NT2Ax4MI2NLdNI1uxqoR5H4ZyNYZQtxvJESIcmKXgDqknwYL4USrxzFI7BLOPoKNt1ZW4eQrdpE6BdwAcUCtP4kjXNleUVE7zxAZ1zOG5K7Tc+pkBzHhpwhOWjCxQEketC19aMHmlwnuC009ylusU06yRmFVAWfaxS29rHF1YAJqoGMhMfqV3b7hYt1SaPJXjTq6Zft+DtBII3awH9og5N8Ga84C2clrjLD7Zo+z2eZqBBP6OJljY3KedGdngtXGFKIVswsCNIkNHVEI5xVzqcJWiCt4puzWkUGNGjxJ7OpFB/7lH/qxP5ypghilVuZQ4Qv1e6JniryCWi2MwUNMzxLpomULXkKXRm7DBkHTo6tmBtrmeJAk3w9p1o7cEFvtjBYNUUSltuh9BmySRVFqXtSMGQMLm4LYt3CTCYyrBjIWI2eI2OEukom9tkQlgOw+Ka5cA2Cp3d+0ZtOB4h3cFR1ENoQazjvjeaNbxgdwS4R9u73R42aTyqugFBG82tBy54W8drZNy07SKewju+iEctOBq+lGqadhDAUduOexBqVtBAOc6Mymb7neCTmtRUfuwgCocNGAkXWefPMrYXMOIQ0hEoj4G0gVsw1Q4PYIM5aV8sbMQjoZjiGGbZAoh7PXcHHjaCANyF7Byb7AGaRNkkpBqn4A3pTPAm7TdsjmmWpyYwnY11F7AJW8Qxo2V8lX/56mXD/y9/8prBfP/qVXvxdB5HH5fw4ik3StNRJgneXCPC+9XpgreyIa3rzUysr2m1HOVXv5WXturUI7GVM5qrinK6GW0cAiDCFgFBWvp6MQhRpOwCVDbtSkXMxU18StU03kiNZp6IAuo8sjPxYICNuBxMHme/9oP+mJ3f+2b2UYzfwlYiXXRfCtyY7BDBvNONm4LbW36X57t379rxUgrdeKSUVwv8Hi+X0ryPV03Ju/nK4T4YOLnOkQRXGttZHqaIDGNDLgGW+C1L5SWrqsFkaVTuhLIYx+phkQPCA9ZsulGvpFsgVBmtXEopsZL8AVvBqNwqLNHqSL2/VYk08fKo3b+Zgjef2CTIsgZBWubEotCeppQNZm7a79mkcIwvk1Irja+L0qwuLhm/XoEAbS4Eb6vQsKIwja+R0lwADI+XzoN/L+CPArxzuM+NZhF+wk4BL4+ckpe7aARlULntcwpaxspH+qGOQS8vIQIYbFGnCN6sRmoJwAb9n0TwxvWCNN7+Ku54S423xxG8Wfm9xF+axlsTvLVXTdGdafq8wAJ9uJjTfoKlGO/OUAfKsZThdChU9kBk83wJFOg3EVH2p4dR2ZQ55PT203xW2lG5McbdTfDGuZDixkKt7PZJeA6cGANBwlzPJAywaJhkA57eNolPeCs8zfnsUqAJ3r4TbR+So6iL2O5g1RQqu8Qmc6E0yoxseOSUHYthRiQzD204vjhDw3BN+sf6ChkwKcAiYOASK0yBCqIosKOgbCcW5tR8IN5dCNB4xGgfAh4LA+ztB+vE1t3FsVQK3XgElUI5Cu7ubfox1HXcGUeNuW0srAnDDdwOcNFQSEdzAPwsA8uYGnrSlmA9EH5CwVsubCxZ3jUmEnlocmfzymf0DEDRvaRLKEdR/watvEFKigEQQ+4hmnA1NygF62Z1AJjayKSQ8AuWGCRwk22TjRUP6bMshCQ5HDvveTMhHOg4DsEozaTZfHgBWnCA48bsCrTeiPffxJGYn7/6SreKY0m8J+jKuXNG3kVoTNBMAzWztYcXrMRV3wpyEZfBGFwEqsJEAmNlVlSW3xuSwRGVNKhpYQj4I6Cor/prTsQG4kBq2wA1FJncfPxRIWUjKICa4K29aprd5Kt0RNdLXp59sso0BoP4RdVbwZOjv8sO5ljwUcvYU+j+QPJ2gu+DB2+Bj5Mv1/e4beJjy4cQwH1w+459SPkAAjeaTSQipkPc3XZsfJk8OUQ4kYfxsnBnGWJMjcVcJFDiFC/zTwcMqY2XO9lFVNxLEXE1ONxOI4/Tpkm25jtLEvTKyUR4oqzGCCJjbbYlQCOI+MuEymSa3fCAlvwj7Fgc159gGAy5HdNS+DWFPwq2qKFGs7qE46EQjPHjCI+ETkGIRp5Mc2X1gvHrVdzLRv7Nv1U8pkC+exFhNIszsyasI14K7pjPdPQb15tD/oD3KrFsQaN4GEm80OtmKAHv/Fn9zhrfkrH2wbvV/pajpxMuMfOxUV9TYq1zEuml8WaCNwiBqTkvwdtf/+H39pgHj5na4wqm8TbnmU247p63B35RPmkj5lDyqpbiI+UTHTVtgrcmeIuurX6ffYvh0b8CJFlKjhuLcCCOr2GjUNnDEC3ki1Gg30TENnKN2csm545o5FEtpP2Tc3ciUG6McXfOhYG/abyBEEPE1AxZSOh8PYgm2ildNmAbW4MUar7PokATvH0WhZ6K+C9b8MZKB/MuPNwp4Stni09mfqrgDQIsCqpoAoYrb6GMVTj8DsOFAuNYG7v/B4vz3Z7gbQ/acAdQUdvH8dRHuAuO5vaGa7xR8EZtOArkNvDKHe+Lu7cZr6LiWOoRFtvbSOOCN7gBSyPB2z7ysrwRJsGbb/AQwE0biumCN5WXqSkkdDvrZd4IjLrJZxUMQDH10ekcZ/5WdM+2yUh3VJRFro5Vc4Py+CoEb8yL9ZPgDbvxbiIEbxNHeHgBfm7CTPCGF+0uQ/DGTdj/8fqPreA/f+X7LnjDJu4qHmXg9HcujjlJ8EYcFPDpHxPqOGMK3lBJaYJE9Q0/f2yfGzTUZlsrVCt7QIpeshMBHQONyH7qVM09tIE4kNq2LkcmT6TZKhmiPJrgrQneSqf4Cl3RBZOX1x1W2cZgcO5cuA+GJEz09xgE2hgKH0HkLoI356974M8SvL1186bl9saf3sP9njvdRxS84VEQajB/eH/D4h4iD+I7hLDDP+iQJ48WvFnRvIAqIqYgchaWxyx3B08YFrwVoAHWi1ReCo/vj2mnkcdp0yRb852TWCm9TKVEloH/RMaiqYRVTGn8BRVJzTEJ3nhXHjTe2GQ6xslXSZmGOdGmNhuPgpIH81gozerS/KmCt8vnVw2WjyOY4A08nK+Yku9eCMHbEu5/M4EehG7TwM98pqLfFMEb8rc6oTzRCCffhOCNzaP8m+CNze/Gu618aKzoxwM8QUBs4eiH1tpJUjgcRfZ7W1UpnSKj35NvaAJVfhoSsWakhusuhMcP8DH179/70JD/5f/4VTtq6mROestrAx0e8WsPd7p7qyVkOBQqux/f/F+UAur9NZ7o7nXQkLuModPbT/sn5+5EodwY427NwcqgCd5AiaHurhmykDDX8SIco5QuG/D0timZKFGFqDmfWQpg/RMrkGeWBN+Fig8K3s6qkViyw4xmBloUGwNX98iEVRo5I+44jowqCfMYS8FbAAcsLaEUcyuTDJmbi1h4vJSGjzLQmOAIHJOhR8EBt0KAxnvhqMlGwRoFbNSkWHvoR1XvbrjGGx9w2EIcv2hzIUdzc33dyrL+6BHSQiMOxyT5wAOHxqO4q4wiOisBNhbYhaBi+KOb4XhBz4xtKryeORlaWKR1KHhKzRX0WbZvWAJKyZWoNwEomLaEU3VYli3wKHk17YDCg/Uokw2mctUpbC3QSSDvO8hBWhYQvLH2YxTAQbA5gZabhSYGsb+06seU/vx7L3fncWfQi5evdK/duGEXeL967boVeQE0Zrm4efTjs94vGJnZ082AzJ9uVc7rYfTLBB4mwRuTyogWshVutpJ5T2iCt6CDET7c6ifZ7yzAe1P2qRjTY9x0w01tyAVopfDS9v/ww1eN1P/3z5vgbaDvfUUebc7KMiDGTVierXvUphxaJVqDwnmhfPX40ey07yDgqbgqIDbSH62t2QeS/wmtIpp/fO8De0DnPrTe1sGfeYx6O46THk1Dywhj+Bj89tg25exRniOF/mbYt2zso2bqZ1EozUXqo0yheiRPDHyBzCzlIU0m8TjPzyFVb+ON8DAPzWfKo+SGNCpu2GMimHgUQORU/v7iKBKgfifkr7TzAwfH0gmEXWPgsTjWCY3ARdybSXN+wbWzlmbnTZNtDtpp5+YXTFCmO9qunT+HuIluiRpvszgqai+U+h1tKxCukX/OYXxSYMdHcGbAl1nnmQmv+RTaQ/NHNLOVh/mnRrQqjTD1O36+cFOoFAEggDB5XD5agJxTGBlSBmvyTBi4QtNNm0+7jyvKkLnF3L2HBus/rvBXv/lbw0iNtzWsDexxBa4LIFgc9bgCS8VmlIJdlikyo6V8m8ZbtK0PFG+5GAM6Pa72b4K3WN+ASur32ZFIOXUqp2Iua8oYK0A+WgUoW6GyFd7sL4sC/SYiXrH8s/LQHKJGHtVCw3OXcmOMu8v87rk1wRsboE95zWAIDxJq7q0htX4oDejAQ+gskUJl15ia+1mlQBO8fSdaXovXz66MWLJDjmYGTfDWBG+acDSpl8mmCd40KzeNN3ET2u5WP5GQxiQQ3JACIvuUBCJN8PbZDPsrhtDmrCzMo03VtJa/e9SmFCiUaM0hvpGWr95UaHZqgrdCNRFQwpkmeKtooz7fBG9OiXbUtGm8xZhogjcxh6fLHsHditzmjKo0wZsTR/TjdUb86MSPUH6NTde9tjJvQL/46WvdDTzU9sr1a91fvPqqaWmvxscnVwTwUzNaozTB2xkdr0V9pRRogrevlLxfLfKhzVJkpy/lde7a/DCMwhRnPsmCatDCj7Ar0BcTbRQGAOURV4yv1+5VDqPz4IZPybSYOInbiD3OxRrHpvOgjGBzMY4/3/xxs3eSL9vp0QRquvFFVN4ttL3vr5pu7h7YYws7e3yYgcdVD7vNXdeGu3UfdwihMPfwgAM13nhUdf3hI1yVc4z74/yY08YO7owzvId2vxxx7wIHDe+HYXpqYTidXThl9Yu7ylJLjhQNkkioVQhuaMwrDTe1lIhlbW7aHRmTX26copZramNJK88Kyo5BwslEp+AmmUUiRvtab+XzjbSOYGWZiUJaBupouct23NZnIp/xEz/O20HIwsmSd8BNHnvYcqgG3MBRpgVMkC9evtz94LkbOM400/3rn/ox1OdXlu1S7mnkRU0LCoVTgwK4aLzssOGwoiPMNEIs0kNET6ulyh31IJiM0oveCje7F9kEb+pLtN2tfiIhTRO8DfSgb4XH54267dB6MYYVas2ZHi92arpiDCpKWki6640D0OJsMPrs4Ry469ZxRxbjPoaG8QY02u6A77758Ud2F+ff/PFty+QTHCvldQJ7yGMfw5s88iC0ko4mXIOLfNZ5EDlWjO/gN0WriTl5KTXcrW9G+TwGIIq03JGCeCLSS8/ZKQZ+JgpgJo8O72g8hXEh0DPBI7mlMvT2Ay9t8TBCxx/KYEkibryyGc68eMSU7tnQuuajNHZnG7TZ5sBLZ6CddnHpHCBwRxt4KNMszy920wifx7HQcwuL9nLpZcTRrEIrjkdQZ/m4Av74ougMHruhmcEDOaTzBDS97Z42hOmIK68PoKHiG8tDI1sUEFUKQVBTAdWBkVpRalILNrwoBSOR2PXrFFNsL034pfEW9Ev6EkUASludczgf+6DWvB5X+C+/+TtDJI23+4hbg8Ybr504pvYljd3x5r2QfYHDqK/xFlkZuNxN483XF9YR1BnEgyKqabxZl7EfjQn2/IGORI86lcc0jTfR4Vtk95uIRYvufmYpNS+rkdUP6kS5j6g4r8czxnMue0XFgIfFfmUz9gG///RWtwNt9L95863ujXfe7TawD/oHhNFsYg4mpjHuZ5CORjzUPL0f1VdDW320Ln/t7iVPr2CErwnekjTN8RRToAnenuLGK8xUbMkrY4vTXr2Ct4L/iZVxgVzcNXgdmtpvj8NlU/BWMJyWB0tcFubByHuCN0Lg/VErWmIk0zfGzxAPPYrFCOVRxEuhGF80ZZF3eecNzCMI4ExYhk3dPh5noGDuUS14A8y9zYf2ot5D3DG0BjcFeJ/gZT2a9UcP7UgUj6Hu4Y9x27BpdnlGBYYHKCmosuOw0Qgn2MTQ2P1CCBuIE/2jco7FayVBUdJPkaxXHKvKuExPIKeqaJuCt7pTkDA00Sm0UeBRqkAVNCaIh2gCtalcdRPOgRWE47ZjUchirHPhpL1ehw2QHTe146d4Se/I7+i7ihfx5rDJe+ESBW/Pdwu48Pvf//zPrYjfu3QBl3VPdDPY9PEYFRcSPHZKo+OsLGH+RQVOF7wBNhYOuUI1bP4Tyb0jVeHm7EU2wVv0Ixt17lY/aYK3fuf59vi/SsGb2t+PXPqy/zDGzZ14IOc9PJpwH3du8oj/795/3/jqb/70JyPQXTyCw4dzjjBGj3D/FvEcj7sA6ChsF7wRKfmBIy/zFJka+6L+ON4NNY4Ihh2x5lOkR4XgzftyJCtCHg8OSLeK4M2h6/lVtIgiFp5CHm48jNAxv0k4ZDYyQrx46Hjcc0pxo/E/ZEXBGIVgC1N+zcHK3JwdHV3Gy6N8HGEWwrfLK+etkNehBUCzAmEbBXLz1VHTS+f8AYWVOb+jjQ8j2MMLyIk2zVQcJyWpWEv7C1qkUBBzAMNpZBdyhasEmLzFoRWoVEzv7rK+cT/nRLqs1ZO4jqX+FUZJwETHuk/EFJLXROwhkR81PV3wxqOm66cJ3lAeKxvwaD7NPKrCqWxN8KbBCKqpLZvgzXqKc82q08DpI4C26FbFq1MpKEHqCHcLj0DdVqjswdjm++IUqFtC2AaWzQrs2U3w5gQR/ZrgrddBmveppEATvD2VzeaFLgtTsSUP5wK5b0LGYkv3gOqDmF9J0x61esyUkW9mnw7LRzgSvHIQUtC50NbCC5sRCo78n0oeiw9b/cfKAssQx+N+LyrD8C+QH4SQag8COIYdQGBGzTX+6VXTdbxiRrMBgRu1LbaxwOb9b0dI8+mav5h6b/NBdwiB3dbersXz4QY+4EDzYIf3wUEAh/hD5Eeh335spA5UJ2xirKwov156tc0pEXCDk8SCw/57nfraFhS6sd0TnOk9AWynmOVjuSGojzvCrVgEJEjY9sXeg4DS8y+CN8/Rtn5wWpLsaIFAecLW4nFszPVdbPNDwRv+JuxCbdxHFPfnLUPoNo38riyvdC9cvIQ7hma7f/fzn1lJ/uzFG9hETnVL2EjOY9NIMeZ0VJ7aczTcdFsQfnj9HttCmiTadUuQafCnCN4CLUGigu603xGRTfBWt7u7tYdqgreq73zLnBL6lE4OviE+pbLaGBro9DaqOdBsfBHOmpwBBZPaXR8YDhG5HeP0HTyYwI8fb338SXdvY7O7HRpv/Ijx5k3/sv7oADyUGfALu71cCn4ZF+DzhkjLFnxHWrc2rq0cFoUf8ATz8wd8oaqC9U0vLmIYD4/iVSnZgY7Rmp8cLyOUqIoLqOBEBsP8CiSCYi7y+9nIuwAd80QKsOxTB2qHhBA7AqZotc1C84xaZ9N4eGYWArcJ8DHd33YRL5BSY20Zjx4szs6Z4O3iOddmu4yXomkW8UGDaanJRuGcPa4AgR0NBXgU5k0CP22Wm3puNCyL808vj/F2dwLCHTa7Ec5S+E+AVCFnhXvKmtbeRoXGBsGyAXHC9bCL/1hw9GkTblph+COsUZYxF1xK8PYQc/9dCIWpFf9XPY23swVvXiZmqfm07kqWveXu+TbBm68vTOimRhMPiiitQdodb2VcNcGbj5+n7Vfjvy53dPc6aMiteTkmtQH+KuB6zvEw5cYYd5e9oiCaxtswMcl4YgYLEo6aZ8SubCIycjpwPfc5lfmrUNklprmeXQo0wdtT3PaFmYrRemXqzYaqlwKUZMWKKbZYQ23LHR/mC7C5It/MXo5M1YPH9FFHJbgHapLh0lgPNaTGW85SFYKo6FioMki4QmYphqksJL7z7Y7vgfZiIyTNtR0stimQ2933F1O5Iby55i+m3rm/7sdT8TjDQ/ztQ0B398Gm1e/W/Ye2odzE13AK7qixQZzMe/t432COsHuhn6+lmuAN1eAlzTSpFUeBkNUJpY+66UJvEc4Eb7GRtcT4kQYX6cY87E/04q4pwmjTJwpqgyBQHZUxiBBOHUU5XEioOhBTZWLz6CHMHRgC+di4U941UrgQgOANjysYDI6e0UyC3uNoixVsGC9CK4OCt3/7569b3L97/Ud29PTi4kJHrQ4eN52P41UTeN2WJnGjYlFcCAciLgJET0sQX41FN9HD4x7n1+t4HIRzn6dTv5NtjREoh/NRStkADLJkLiYAABNaSURBVKD2qml7XOFxeuLngRkUvHnfU39TTyyLeeSQTFs9ODtpxvFjA41esaZNIRw/dKyHZvBv3n3XNIV/i5dLb0Hb7e7mZvfHT28a7/wUwg5Lj6N7J+A94xOT+HNNNx1jPQqpnngR4XNcl4FveIILhtvLm/MLxm2pp4NIAOa8JJJl6qq+DLO8PEw8ZDSNHMY/uaBE1L4mncCbTkyLDVQObbbJ4FeTKBvhyeKmQ9NsGQ8e0CzPz9kx0Hn4l8gLoQl8dcWFatfOnzc/H6lZRBw121bjqOkqHlKgmZ2eNOEcBXQzSMvS0abhIV76q62Hk5CR0bZldilhAhL5Ca4NiT4sidaeg0EQyB0ZSb9zTc1HElwFZGlrQiow0mcXJVbFRSub4A3BA+UPIL61TcOjzdR4o+Atj5r++u8s7q/f/D003v1xhdEabxS2sez4BxwqvzqZqkhb7iZ487WPjRs1XhBOmqlN8Gbdz37UpZvgrdDkaXJp3NdlTj5RB/bcmrPEOdQParAyVytWuTHG3WWv6Ck5y7SjpjUV6a5mvyChz0iDcGJXfUYv6g9CK1T2YGzzPZsUaIK3p7jdCzMVo/XK5KK0qtvTJ3hjnbgd9Lrl5dNWp2BiskYK3rzyoowmJ4pjGEbNC94hRKO72nZ5xAkbRX7t3sZdcHTfCeHa3QfQeDvCvXAQuj2CZhwFb/c2Hlr6m+ubhm9jexcvolLwBsHd3j7yOekeHuwaDMVwzO4IZZYwKzepJkhCBBvOGg/sPhpxvKxCDY8L3lQrCwpYTrFla5ET9tcqeCvlSsEbjw+znUBvlpB/KXgLjbcJE7wdQ6tttlvFppF3vP2rn/7IKvfvX/+x+a8uL+EeogUcfxrrlrCppJl8IsEbU7AgNL7o16ZZoR73OL9ezyZ4U3vTdrcWJdJ8coGEL1+0iEmhaHtc4XE625cOI/p7m3nbOedQK3qW4pmjhUpscoyc6AIDgjcE84A5eR0/QvCIKc3/evuP4KlH3e/eex+Ct/t4cfpR9+6dO+CdXXdnx2GOKWwzwdsElHUhhGNC5fHEgjcmLkY8kei8n6rWyFKCekl7SjJwjeAQUQ7xaIKIhxQaKSFp4+kkeIMKtdeFHx7i4wlfeaYhRyPLn8LfJNgTNdtmp1zf+TwEbjQr0Gbj/Wv8MHEOYRS8XQnB25WVFdd4wwcKxk9Dq+08+CXNMngqzQy03UyjDYI3HilFjt10zA+WP+pXbT0sjf0kTUQv9AzAOjn8N6YrooSJmAh0H8OdHnSlOyODJzMmwpStUmlOtNQKFKz8FWqVA8S2nMvsWICa4I20CJNtEX4JwjQALVhATnBxdkapvQSu8Ub6l7ZQg3l7Ow+JxlN+EdUEb0Zw+1H3boK3QpOnyaVRU5dZfK4O67vLGHIM6gc1XM7TyV+Vm6+3CVv2ip6yCd5AhyFiVrNfkDDnfieb/WqNmxNVMLwhdAatUNkVouZ8ZinQBG9PcdMXZjo4qAeFVF7BIngrFRZ7VkiudxQAOzELWHYFU4LCVQIyfQYlQiIIT1iCoa26UUBmkJlOUHVyj9TXHYMPMCUTAxXTJFptFv1IE0oTwFwmaqm4FcIdHjGlIG4HAjU+0HCAY6V8gIHmwztrJnhb23yEo6j7+MMlzHycAZl8uu53xG3sPrJ75faw+aKAjwLFndB24B1ILC614TSJyh6Li8XHcSSGdSCcFrjSCtQCtdYEyXpGnZyejlUbmGxv3/thHhG1kElovOE5BHhUNnNqP5nNZztni0LpVDhpusXqgrQldv9jLagl4BmfgJ7ciE5gBz4Jm5vLVy5dNJj/6+evYyM50/0QLxW9cPECLgaf6q4v+xGqBcMGnNzERr6l73sealPZRKrNci5iLSf9VDRQUM/WYqhsQwuA+plsa7CIHsbsZfTWHwSSBpJTjHHEKAxuKzX1B/l3ABqsx52Gv3zjd3Z31q/efLv74M7dbg0C4/egvck0W3G8agybc+v0QCftlOPsFJGXMqEdNE5NyaycRQKAeMwybacS4CVX+SX4GWuCNyfW1/Qrnur9TW0WDRxaqOoHwSmsyaVxpsYl/zAegqSKo5CNhv2HfWAbPG4HfZEP1egY6X/7zW+sT74NLbd70HbbxkcK0yBCuv0p1+oah83xSXTGj5hH3KEZJfU+y8xoIl/xqxKAuExgkPB6gPoo/QpLwRv4VaIMpqE7NSO51V0wopdoYzDIhmxPGysdiUflSTBwVHx8wAzAI53zeUfbrB39XMJdazxGyj8eI2URnrvgd7RdxV1tvLttCUK3FQjYqLl2QXe0IWwC/ll8lNDjCDy+T0OhGg3LrHInccg7GS7+OQBjUSN/NNcmLQvirLgoWZpBQHVJPKyee0Q32SpANId7A1XiFmoBw1bbqq4xewaEJ2BL0HwZGm/Wa6t2V39RGWnL3TTeYqJhB1InigYv3xodph01LeM21yzqSOy8tZt+kXYgwoFGDBMkUKhsImnmy6RAv4mIu8/fRuWntaYaeVQLic+WdlRujHF3mfs9lyZ4YwP0Kc6BE4FBQq1Za0ixq9KADjyEzhIpVHaNqbmfVQo0wdtT3PKFmQ4O6iJ8KJVrgjenkZgm9xlN8Ob9I960wDxS9aMmeCuDp+fSYkgbu5ijDUoTtex67VtRNzAqpWwEB1ATvLWjpr1u94W9Zb5gf6v/6KXoFpaETdYRsWwHmIRr2iA3wVuO7qSXaCOyclOljVUTvFnXwo84IO3aTVrJX+gm+mXqApLJ2YvN1HERJP7sfZ1J1OcJ4Ama4C2IRSuJGWHRAIWONZDTz0dC0FLpw9Y8CXF8hVyRkg4hrdpe+UWUhOlN8KbeSlt0izaqm0RBCaIGKUDeUgKUrVDZCm/2l0WBuiWEs8/fFF7bZQw5hlEt1ARv80ayX/z0te4GPk69go/0f/Hqq/YhaxUfqmj8ITb/6JU0TIeB4IcDJwKjwcpML5jCrnKCD8Y5hM6SKFR2wdNczy4FmuDtu9j28fW6rpoYf2HSyWIqR53C3UPsQogqUB0HFc8aWMAlA6sSyDnwCRuBAeubPQfSZlFaWpkHopVcdlkgVoXUEaJA7jGAhEPadL7AQ017xzIJq2OhRlIsEFlXpuPxKD2gsPFo1/Dxjjc+sLCzv9/dx+MMxwD6EEepaG4/WMPx1INuE8dUN7d3cPfRUbe25UdV7+8AFjh396FJB00RPtBAzTga3H5mNi8bt3KijNQIYTtKmEpIqxcIYe0L215RtXBvQdHRIGPGV9umBpMh8ezUKdRfeMrLo+FQQoEqINPDEXSXnZv1TMPLu8MQlmmpAYhjvrza6FxU+3VMotT++OlLN7rvX7sCLZDF7mcvvmAJn8N9Rmz7CSQ3cDaSNRSLyMU+bNWVxY5yl8k0AlR+T2G/IyoZ4UTqFVW/d59HC7fsIJpFKreCSCllE7fHNsFbE7yVfvLluKRpqJEcgy46nPMbaYNy3NsfuuaxVFBig2xjGanYa8WDjmMwb4N3kTfehkbbXWj98m6sX/3TW5bHL3/7Wyh9HXf3wP+o7XaIAbkrAX9ovI3hbjfj9cBhw4zjmQhhtD8vfN6CPU7XDWgAITTHYIQ5FqVh/UrISXx9CA4KIHE+uoKXJEanjmfsccehaTrGsqLM5KkT+ONwnrVHIvCKMzR5qeU2B620+alp00y7igdlaG5Aw3cCxz8vnsMdbTgqOgfN3gtLrtN7+bzf40YNOB4X5QMJjCc/mwmmxrsv1S4WxKoFLwxWavkE6wJtCQCT/Ma9rK1MRMmb/JMBGaf0UY4EBh5lkRgNVikzoSVRqHnUzwLZQJySKaOBSA9Ufmpf2aVtS/m/HMEbxCHIlP2N9BWNRcpSnkLdpvEWvZJtrYEdhBO7aYI3dfLSX5vgrdDkaXKJB9RlTj5RB/bcTfDmBBH92qumvQ7SvE8lBZrg7alsts8otFa8FZgYV9lOlMm8rKKrBOEcWtcKUQUqAUTiqWHCPYSH6fuL9YBl8VUFCYxsM2ZpSsZKLlsLbIcQMm2a3C8Y4i2Ct9g1ElEgi9R2/NPx+UKR4frDAUkzD7f9VdOHOGa6Z4K3gxC8Hafg7RaOnO7hTjPeEfcAfxSw3XvkjzOsbfmx1B0I3vb1wAOPJcEcSPCGDaktRLFRlVDtKOIkeHNtFa+DYNTeoqOVPmZ8tcmTCd5QKBHcSsgfYYLTCIefJxK8WSJIOY+geOOixsXQwPnx1Uu22Xz95RdN8La6uNj9/OWXkBE2q7jfiDlPIrnVoeo4TfDWjppaJ2k/SYHPJ3jDSNLGWAIRjH+OO47avuBtKwRvNx9smPBt/eHD7v/9w5tWhv/nH71PrvO4PvjbEXjZfgiljqfjqCn95C9AbmzKMnEensVwJpP1ouPkiQRvhV/lfDAkeCNXY+YsiufvB2AV7nHic8fxoWSMx2LBh8iPyJeY01w8YGCvMqNu8/gKv4A/CtCu41EEmhevXLajopdwl+USXh91wRs+LCDu8sqSwazgOCmPkfJvBh8jGKdjpPqIoTKz6OL5qm290fvqBW8lfxTFzcC8EaVSnxIM7V6Yym8VDriCs07obsVl20Y7frWCNx8TpHHSOQpSyoOqRXGb4K0J3nhkfA4fUik8Zx/XK8Y5hquurTHQBG8VUZ4ip8Z9XeTkE3Vgz90Eb04Q0a8J3nodpHmfSgo0wdtnNJsWr58BZtEpHDoD+EnwnYHms6PAqTRZ18DavDAs49NRQ/bdw0BihlrgZgpFZECVVxV2Wij3OSl48z1PkfWoGLDllGzKsrVAuvBnAYHAPB6m8iqPRG4bAyx7AKZUskOnCpl6rkStTSeFaEyzj/ty+CrqAbQftqDRwba+Gw8w3NvcsFdRH5rG26Dg7eb9+3Z/3Aa05LZxPxxfRt2AcI55PIAWHc0BamuKH9R2w10+jJPgjReZ018L3qA+gRCGhcAwtEYMUoSLmX+04M2S5w/pwDzMaAMlWy1Rd664O0jaKqaNEflqnGjzZ+3BONMWwa1yoNvskb8G+9z8jN1l9IPrV6EVcqG7hPvd/vVr/vDC689ft5xnsXg1jQ8UUDi1IR5HHb2YstlvkgDIVG6vmvw6cqdKD0I5JdrjCuoRtN2tLtAeV1B/+vbYZe4RV8OYSAG5C/qlZeICe+czuudRYyHHCKomvnAUL3DeAQ8j/3vv9p3uw7v37B7M/+/NfzIivPHRx9ACBm9EIn60OMLYO5DgjfcNwoyF4C3HGxkr/2DEt9NlwQGpjmeQLCHDPU7j3bEQILFLxpO4nX8Q0ilgtvhkJPU7Jb3mepXUtHURT65LfjoFHj1H7T34L0BLl+bi0lI3BWEbH0ZYxkuj1F577sIFi7uB+yt5R9sqHlBYmHFtuHPxmum5WacNhW3UmOPDC+R3NClwy8p52dlWCiKkQ4MSEeh+Q2E/6hEEyHQBJEGAeSPffvrE5EDAUQogfAljDmGQXWLVXgoZhkBMBNa45ZZdKFBChEs2Dx/RfBl3vLHcpK9oLEIqd9pyN8FbE7w1wZsNvWfiR+O+rmzyiTqw526CNyeI6NcEb70O0rxPJQWa4O0zmq1sVj4DENESKJwF+ST4zsJzZpy4FMvUBxwKGAXUT0T/cEJlU5bqkU4RFZrh1KNxWhKmj52A9oXKPtb9jllIqzWcRxBBFCIROMKa/lnMROoIuc+TnCru9UbbeibWxgGvrZnK5lsxbCiRfh9/zGtzxwVn96HVRgHdI7zeR+Gbabw9dI23j+7eNcHbvY1Ni9uB8I2Xj7N8tzf9OOoOkPJOOgqE+Aw44w7HfNt1yLxYY8SZwIjlo4achXm5rd4EotGMH/bZgjdPRK1GdwF31D9tST4duRdGBAzbBG+WN5NHw0Xb1HtmbvK4+Z2K12BXsD1nLV+6fLG7dn6lu3p+tfsPP/szy+lfvPKy4VrEM4B87ZTVUV20ER5HAHPTkVMvQuQ/UG5DSUhz9AVvnk4wQZOgn/s8jpsvh408qkjlKixOKPqGgaRlo/LQFm6FKRVFJvxrjyuQls2cRoHC+9hz/G9I8BZjwgX2Nho5Ig0l+SJN+uEWzzsMwduH9x+Y1u9bH3/S/enTW919HDf9XyF4e2f9AfjqSXeAjwLUdqPgTTzsOPiVaeoGfxCbSMGb+EU9XsQ8ZFsJ+VPGi8aNxovGD6E0zsXdLC+rKGvpKSaCqVCIT2PCNn5YANzYses9j4eG7hQKPYGUM6jjIrTaxuG/Dp5Fcx1CthkcMz2/iBeaIYSj+/mL/ojM87ibhoK3ZTyuwKOoFNzNTzl/n4n5DSwOmOMvGiOKZGVhHt7GXk7Vl2Wg0T1qwmGB8aN2LBs9JvBIn23gzQbJqBpFcQec+pvKUQDoCuRpl1i1l0IEKb/ZESjcshlX3HK5XeORuwneKqqKXArK+a2OkNsp6G3l7uiS2QClL6l3Va2j86Qctxq7yi/6uz4CtDve6tESxFEzVCRVs2lZkzzNIjyB+n3CmkOhsgdjm++LU6BuLmFL3q2AEXYZQ6e3n+bj0kuUW5nDxIuVBfke9xEcmZv8gfk95usdXIfzN2++1b3xzrvdBh5G+geE0WziqhtiHeMH/dgL5Xg3iMGfLIG6VATIS+jaPZi6+AQjfE3wVmjTXE8vBf43AAAA//8YT+koAABAAElEQVTsvQmXXrd1LYivqsiq4jxPEiVREiVqtGQpHhLH8qAkHTud191OXq/uv9fOWp1OOsN6vVb3S+IklmXZsq3JlkRRlkiNnOdizVPvfc7ZAO5Xt4pFqSSR4gVZH3CBgwNc4GDa9wDoLcKkzrSWwI0WTa/Xyqbh+bmUdlWjS7K0xAPZa/Nr5JoPS4mUzGKSKyL1PbbHXt7X2C04r8WwlXyjjJWlgaDNLJmByERmoGflVjZI+5iyjuwPQQsRjTT8Z7RBryDF5zP/GGeObtjj0zNwpXR1airNL8ynCTxPTE+nufmFdGli3MJOXryIsIV04epYGpucTJMIP3flivH66OIloxmbnk2z8/NpDkxnQcs0ppgYzAwe6FwcQEH0+Id8Dg5Z2AL9aOKFFlVm9Os5A1ryDi9GIAWM26wGTyXKgEG53CIN44JwRlH0KEDy9zRQiiKPumGeSN7DL1n2kNeh2Wn4pLRlYS4NwP+O7dvS7i2b0r5t29Mzj33Fwv744QdA30vbh9en4aGBNAAm/KPpoaxpBvBCli5tzwCew7HEZgwPWxSx3iOHkMY9F0ph0TOMx89ptMYXrQJlwz+ytpj6BB8BmafyGGz4pvybRbldhFzR/OTV1yFj8+mXR99O7589ly5MTKQTFy5Zzsd7Lhu9oXVIDwniv953QXXT//7MImUIJpdxlIOXh4dJvhbiPcAYMTznyv9i1HsPdZvgHkY5bgTTkXXr0ncfPGxp/MWTX0nbN25Md27fnvZv25oGkZ8NIctiLdsidD/XLYEynlllWn321D8uentB7RqfRWuk1iKzbHgNMxr9YaMCvF9AXxSy8Pbps2lqdi699cGH6Z2Tp9Ll8fH00u+PG88Pr42bCM0ODqZ58F+AXMz1Bp3XwKDR9AaZPhizcq2CkVJO2GW76rk9E4wpwaPb4pX2UuROjIwAbN226PyhUXlYqNMPRjsf6DHHMPNz6F+Yl4U0SBmGGR5ACP5vXLc+rcP7jUKWt23YgP6nl+7cudNo9u/YmYbXw3/jJsj2prR+aCjtg3zT7N2y2Wg3Da9LI0ODkPcB2F4X6yOb7AfDqa47P6ttWmGhnepNyZt9pMVDGeX4DKiM1T4CLV5fv9bfJTBa4VSnxAClAF7RX/RRRKqikx3eDd7ut5TCiCxQvGXTs7jlcrvmI/diyPs08joPsjGMvWchpzNzc+mffvWypfHvR99IF69dSxcRdnEK4xL6oYX1oxbm42wPfSJLBFzBQ/2jMlLnQu6FAZflXJEiBlflLcv0ItuGl7j/gsu8zys29OZtfLxz88a0b9MGjJGb0/cef8Ty9uxjj6UhtKftkMlRyCT5qmpzGtmBQGXOYhfipjSJyCMqV4wS1Z35LCqx3EsYFX9AE1LFdqu2G/QK0kRhAmPaFNrb5fGJ9MqJDyz6j5/7pc2Hjp0/n85hbJuD3E1rroP2Y0nYr370orJrf/np3WSLBnZ4iTKLOfuL/OIeujA3axGH52fTIML3bBhNh7ZuThuHh9OPvvk1C/sW6mYz/EfRbwxH+/SekDW9NP2cbshrg6SfXEXbQiQ+1ZvBKV/ZzdDu6dOXQH8VkWNuHiuwL23IObTVUDUqBCelxhB3qy9WUuz3FmwMxtokuqI3Tp5Ok7Oz6cWjx9Kr7xxPV7BmeQ1+NFcHhoxTD/2I2mUWezGt7JwDZTg89EjS2l1FbThFI34L6AcW8cd5y1C0syPbNlicZx89kg7u2J7uP7A/PX34sI2nO9avtzAfr/nWpbSWZoANJ1LM+VUOSrbUXZUKdOKllIwjX9mFT+e6fUsAa9yVms/tWTA3XiTqFlZfXivF8MlMO6+Vais37Yp59lMvnz3Av3a3J7cikZJZKU9KQ+9UJ6l4eWInhkxVvVsMCuJTZ1MkmovUYaVT1IIyQplopJPTbUT0YC4uaeYj4ZxvLkgxUSKLBb1AzMLyAgdhepW5cBAso3MOQNQc3IzLBSrN+Wtj9nwRE/5xTO7HMeCduXTZFi5vf3TKaE5dvpwmZ2YsfAwTzXnEvww6Gk5MiW8tclDkAhYT0B4WdTTzmozGezAPAlmMAD96NwJeGqjLG/gLsKzcRYqIkWefMdOjf1+llHpkBhETJD0uUmEWY7HPyQV5K8yAN0xaadZPT9oguxUL1k14pz0A3v7o4Uct7C+//jTi9ADKbU6bAL5xuj3kmcSC2AVnwBbSkW5/tvUeZkee8jsFcfBjguET5UAPBcquqZaPTyo3iicbvjlav+CzBSkHbisWJZx/HfDmpdr9tpdAGdcoOfhje4x2IjA0C6B1qpAztAf1F4vRbglQUDrZ1BcQzr7sYnxg+NXb76Rrk1PpjffeT8c+/ChdA1Dx+9NnLEPXAPgy5Xl8FPBJP4C3kOlFAHBmAsAyb3UranFIx4xsPKif9gD8qonAwb6BJvdBEc/iiFWJYLRWLpGe+sJBe1v2LcwtygzAG8E3TuLXRR+2a+Oopbd327a0aXQkbQHotg+A2wD630N79xrvvTt2pGEAcltGN9jfEMK2jIxY2EaABcztOvwM4o9u2jSDkW/2izJ6p9xdRR5VVKQTOcE/mtJ/MNC8YLlDgHvuvj3YflUNkR3zU9lmRhV9zmV2eKDS8idxk10YFB93ledCYwWERyUhmxTFLZfbNR+51wZ4cxmzHhpJlWFBqXi+mQvlqAPeQqoocBK6KLgOeJOUuNzwV5IEiNc9a5LazdBMUge4W3yciX7lK1v+nb1WJVDXhHjmfkIeLXYHvHmhqPw64K1FSDqvW64EOuCtpcrKAqUlsNVL3UJrYKvnSjEaE+S+2JpM93nbYx42K+bZT7189kCU2t3GsMl1CYWSWSlPSkPvVCepeHlCLobMmiZj/fhDlQuRaKJRgsDIEiJDMYhQJhrp5HRLRHMxWAu6zxN4uwTtEC5UJ/B3+pJrJ7394UnL02kAbxMA3qgtd/WmA95Y2PHXVymlHlnuawu8/Y8A3riovGMbgLcRAG9IwuFGLFYz8ObAK9eeWqTKDiEpeWe950AToCwrrITwkfjAIwSp+FRUy8cnLzct8XM0ya1StWVdxHM/xe6AN5VnZ69UAmVco+Tgj+3xesAbKQO8F/DGjwnGAWK4BHg7BuANHwReB/D29k0LvPGl1IbUvlRyancom/BaFfAGbSPS74Vm7iaAaVugrbkPQNsgyu6eAN74vL4D3qJUVbqyVf6ln5VrKQVow5NySCO76Zav2zUfuTvgzYrPf1Rc8hIQ1lq6XoI+r3O35nMiL6AB25SYhy10je1Qcwall5Fed3Qab1ncIfYZVVMtlaKVTyZRmTPA3ZJ7kbotX9nN0O7p05dAXRPilqeP8mixSxtavv7KSKX6U2oMcXcZ+z2RTuMN5aDiyuXOhhOeUYRat2YSONRd9c//l7CzSPKVXXPq3LdrCXTAW1Xz/Z1TFZSd7TTRKa7QtkpXKNdSYk1cli6xNWzCzq0+ZykHZsxASYAk+0Uvn58ZXVmo6CuuN+AUI7drdgrJzCoP0WUATB4kjvfsH5wyLWnESzb9snFmPb13+Fv91enAvzwWRvITEJPtzB+LzthGKS+WrcpXHbY4lsGxpKfo1FRietNz87aNdAZbBK9iayn9TgKAo+F2VG5BpVbc2ctXbCvMO6cclPvowkXbdjEONfEp8OA0dyaEaY5acDA9bDfpYRHILWS+jYz5iNxlqwzUeQtaLh2VSImnRYvbZII/1VtMEAdCk2UB+aKKOEmkLRHzQyzswTui+z6dRQBnDphxyyk1PdZBw2QQ5bJlZDQd3rPP3ul//e63DXh7/J670u6tW9II3m8jtmeR1RDVcmAGbCsY3gsVk+smNHeMEDS5HHImmB1ysUC38Rs++bmUSPZakag/PlN2IxtPOVkBAIq1tFdQrA54q8q/cy5bAnnssr4B0kMBin4iSfs0OqUeNXspjNapeUtdGHJZnIU/pZNyR71UboF/42PXzP2X37yULqOP4jbT97DtdBb8Ls24Zu/8yEbjucDtpeDL5Oejv8htUHNf2Fqbq51oC5916cp+tKG8QLH8gjGM+hm1IFMLhv8i8mSKsNbYPDTT8pUZmeVCItgDc76tbz20cNkXjWD73gjU0UbWDaUD2AZN8/i9dxnIdmjfvrR986a0GVpte7CNlHx3ApSj4fbTAZQrNd34x3TWM78w+mDAJ/eBHXVTxkCWmIfn/knE6ksa8wMPzCTZASbOyvjxR9H6vC1c0WTTM7uzo8SUS7ao67G7JZqlVfPO75hDKkcwKGlUYdnpoUo3p5nDWQwu2xwv81bTMd9q+s+/LltNL8RW0wt5q6lrKqZBbNeHUe/Musr1lQvVU2ZulN9O483L3QRP5RQFl9u99UGu0d9tNTUxg5yp3PzZfiVU8sokdYC729qA2mexxaiz16oE6poQz9xPyKPFzuNa9Bxt9ZfHztwrKzWGuDuP/ZEG+71uq2l/gbPhRAlHEbaNQequqo7eGLXVTeYnvv1Jds+3ZQl0wFtV7f2dUxWUne003kpjDp1pa0fpCuVa2kxjno0mWpq7qBSrA95UEihdFY7susA1UMXoJhKrv4oFo5RHURW/DLhF5RbaDnjTosVtlh3+YlTSBLED3opQFumSn6RJthchQ7sz3roz3iQla2XnscsGGsgcxU6DTge8WTGzm7d2ynLpgDcvkxDAuv/K7uwofZhcsjVQCwAju5ZokUoJK7OgHFQcwaCkUYKKy0OVbk6zEKAJOErRAW8olP7CFBDWCBCRl6bXkbvVlYi8gAaE6RUvbKFrnC9oJav0AjjSWVKdxlvdJjKqVqRYRSufTFIHuLutDdTcxaKz17YE6poQ5w54U0ksb0teVX7dVtPly6oLuXVKoAPeqrrKC5PKT86VwjSpWBl4865DHYj4ut2cuNQdMkPqOALe1CFZfBHIU88IVJ50rpaejWumzw7PznV/RS/C/mf5t9gVaZVNI8wTNzyJTF/9Ret2PGWicIiI3MJLX3xyIYJGdZnLIjssGxa5ZkVfTiLlJ1seelZayhbjFXeeTZof4yiebJ7bxpPg+OV9Gtph9L8SZyddwaUL1CwZw/lJl8YnTePt+Bk/+PT4GWiW4DDoc2Nj6QrCpmZn0vmxq0w+XZqcsIQWcK6SaZngDLjF+ErPs5Zo7IuZZbR8IdO75Fwqk6CnFgcfJYs+QSYD/MUkWmGDcWj6Is6ho6YJjcqEFx/Q2BycbmMRNAEEDPI8JZgBHKQ6APcI+O0edm2D/+mb38QZSr30zYceTPuxjWsrtpvu2YgtX2Ax7Gyg8UadHLwX8pyruVSF8bb3NxeXER6oRV9k0UKX+4mkPFgvJ+IqsD+I+XIjG09B9GUC3nJZxsvpPLHucgUJyedjq98zG31Nlke41Tadhu2FGlmgIBG0s2jm49CxGXhS220K/dE4/qZmZtPzbxw1mn996ZV0BRpvH+OMytO4IIZHv0/hYGaahXU8kB59B3hL4039RG4BptaGJ0s3+1p8tUVtX2eoeuW8yGeWGRdGWmz+hF9tqzWNN+fdL5vcesvo1Pjl+ZB0b4zj57bjcPQhMN8BDTZenLBpZDjdv9/Pb3vskGu87cMZb5tHR3HZy5BtOSV/XpZAw7jWD8EtpVtuj6eJJPwBvxr36KH3LYHw00N2yKP0Kno3hZQ+XT6VrUJDfiJLObBOonZngoZDNQI+mdgdNV8FNfPkvgpbkpEqnZpX5b2M06mbaTmptL9XAt5+EpcrXIDG+fU03pjnfjlVQTAXynen8RaDcAe8dZcrLNNqv0zeavf1O6mfqP363Xlci54j940VYRnJFarUGOJujf2K1mm8oSRUXCoUm/uHZxRh/xhK0jyu5Qp04iXsjK98ZefEOsdtXAId8FZVfn/nVAVlsKb2K+5oeCu0LU1Hoz2XqObyiAKecnu2MI+hBUrdW+Tk+pjqPTiX1uJjKfAG5koo9yR9jPpy6Y851Sq0za8Krp0VaX9qen+SiywPHMFD5VizzCutmmEwEB9pdlgaQae1Ro7fZJpTpEM3WNZJaBYtP+WV9LXbnznR9NyoMy/xSOEdOv34fdivFsCtqLFlcgJgGi9l4C2pVyanA3jzQ8vfPXXannkO3IWxa3YO3MkL58kynb16xex5bO/ieUyLvJ2It1kiL/NYHNJQ5dwNU/dclS26kcuwSCeZWpDcWHy+G/7CT3U5GItu394VvCOwAG/wj+iSyV4AbwOx5bQH4I2Hmq8D4VYjTukvv/51y8sfP/ZIunPXzrQDh5ofwK1uZDUS+V0JeFP2NXFhvXTAG2sYRo1D9U5b9RZ+RcYt0KKpTHWrqYMGrBFWsdsd8GbF8bn/aFwwO+rSawR9QPQzpuXFukL9W31RDgIlmusD3iYA9l/l9nacPfmTl39r72PAG86qPIMbms8BgCOwMbvOgfIFsyE1BN4kC9mWULH3g+HYpPHJfTw/FhRyBLfGAy1QTGzjpSTCER0v6bwbfVGkrx6whw8ElHOCbvYHXlvWOSy2B+e28cbSPdjWvsu2k46kIwfvMPaPYrs7z3PbvdlvLyTdSPSvvhkRxZgzwrbg7zvQ16YqksgZi6G8r8Lzu8W7yj9K0R7V3sSoBvNEn8PCEdnJwbWjL6k6qOEudSLvlvxHkMqBJSKTXfXLKDDsFYL6KEtZU1r6TT/wdg3g2tnYavpPfVtNO+CNpacy9FpyGYv6VVDYapM+o+kPjNZA2dagEe1dynCdxluRVrUJzU9yNdRVInIVbQuR+IjUbfnKboZ2T5++BCT9Nae+4a0Oyu7ShpxDWw1pLC19qFLrgLfuVtMsSp3jJiqBDnirKkMLk8rLnMv5F7roFNt6xSDKk9ESqXJ5xDzpVb9ZDZw18KZkZGdGEU/5ZXgG3GLxlCfsjGQ9P6hyevRsPNCjzyxJFeFtfn3R9FiRLkmpxUMT8zqodhvb+qUYWKWRnRYJtUDbaPKypEHv2cyxgphREAneKtuazljDQ3ktidBTvPxMnzqxEs997Rn0VAyjRgmfp0NLbAYAlN2EisXuBG5DncMC8RQ0Smg+jDPezuDst4sA3q5NTaYPzjoo9/7Zs5bnccbBwpPnM81gZsu57lyAYvPUSuO7kZllF67Idlh1oIJ0ZBJoOdMjZfyhkI0XfGyrKcuAWiZkix/nWU0KKIfuSQLEovFFss6a41ltPZTBIPiMogxovvfIo+DfS888/iiAt11pD0C3+wDAkdWm0NIZxE2EzDyzwD8zYQscUo4oEQOxPJZ05OxE1OUs5Tq/hwhzQHlFBUWh4nEpUafx1m01LXKyNi71XWZXIkfu0njzvstl1dsLGkuMHbMBvE2hDbNVXcV5V2cBrvHsyf8eIMVzr7+ZxiYm00Vq5k7NAOgfSPPrHXibH1iPWOgljXE0wmiUZYERwJu1/2Ym1SYjd8x1aTlqqGCb2zkoGm2LW0fpg36QTs+Bp6HLWNi/sDdbByY8y20Q774f/QrNXTtxOQI+WuzDuW674beh0ng7tGe39UW8pZTaboOIT/CNBjrGZscbW7p0c7xQtnV+nRHGj9Ejqt6bXPhn/jWzKpKnVHmQPmhXA7wxJvvppnEGSrIZtvRJtSI8JXJshDn/ES2Pmf5W5pvTWZKPktYKQYVoSRpLY60GeFuq8YYxej21N2FMa5w1FGWEJFSnAkwFLDF15aDTeBM6hHKToETBdcCbpMQkzH7UJjrgrZTJreRaWqOln1jpPcq46BwkB3UczV9LP6vUGOJujf2Kh89KaHY45w0eV2PIfePk6TSJD2kvHj2WXn3neLqCS5Jegx/NVX6wh93jmGbz/bZxwkjtJ+dAGQ4PPZKodpeYTZdoxK/batosn+7p1iyBmxt4U2tj2aoFfobl3N85MaklfspTIz/uqQluWxY1GY0+Dq/TYGBRNOGt05SfeGrgZWylJ175sP+I5DSezgAWEWbqZDVDVF76E0MEzYk0Y5S2E3mpKIwvfjI7edCu06v929wNhnqIEgs+8m1G93erw1Qmhc5D7RWDUDQqx0JbuyJeAEF13eQKEHkuP4JMSiQyHoOVkUaCIomayTLBmIG3IVXFhyecBOS46CUINzbLp5TOYXvpPBaTZwHEXcJCeAy3nr7z8UcW9vqJE5aXc1ev4lbU6TQ5t5DGZnDRAUKnYhsot5za1i/kS/WtGwyNCX4amkuRceVfA7HTen7z+0cakg2G5gWgzpVSIrQ1+c4RvBxt2xe3fgF0602MW4yn7rwLVdBL33388XRw9650EKDbYwfvtAXwDhx8TjNkJYgJCPhJi0/ai7qx1goWtJSHwSjv3M6iGo3ZKn5Ufpm0ih81mYNKC1pK9GUC3nL55sLxNt1tNa1E4XNwqk2y3Za26wkHJpXbJrVRTV6tT3DJnY6OaoIAPhicg1bbe+cvGPD2337+ojH6zbsn7GbmcXRgE6xmtP+FYQcpcD2K0QRnEwt9GFK7d6CdGUTkyFTJq8Yw60U84zEKRZfa1yV7u5KGpcB8K4coBAH7gwHmD4Mrc7kBFyFsBYhG8OzIna7V9hD6ltH169N+XJqwB+Db6Pp16U5scafZie2lzAN7HfXnFmA/Ie/hwdyLZsCDoF3nZRzdj1NGt6CukI/hpSaVbUWv42vOEZytbuUWpzKel5DIpkiq3OaQFR1K1wHWnMWSd8RuSS3zzGH5ZXPQEodIchxQyE/EWnwuDQFFjMvaalprvP1jgMkE3srlClOoPCxYA0z2yxWYuueAdaX6ynUalcN8KW8d8BYtgGUj4Y2C64A3SYkkWNJFW+VWwrJQySuT1HzcXbcTkdfci1/nWssSqGtCfNVP6LnNXivgTQM+8+F/Xx7g7aFtfnnR9x89kg7u2J7uP7A/PX34sK8DMF7T+O3t/KjG2UfUhiYNRsEfNpxoISLRc6Yp3VXu6INfo21F/DIhaYRW3Drn7VgCHfBW1boWJsWLAEp5Mlf9nNuSey5px1VUTUZjno0QwT6FSGm5HTGUXmZe4il5+dgWGuOMHzIBgfSs1hp4U7ZK7pFcq2dNcR13ji8H7XDHyyqkyclnGnWYyqTQeaiVbWbpTHPRFuLKFfECeGO55nT6I3rFIS7lRolExo22dnsVMaGYJ1mazDejSk4EwEnrhFDbPNgQeBsHiEZzARom8yA8jzPeLgN0u4a/46f8lkEBbwTlCLyN44bBK1N+Y+p4ZHEWi0sbjpBHTnrNHVoulgB+Vge8xfuBPr+/aZ7BH2l5KLdxBdclwFsmwlw8iML2M5fgx5sF8X40T+y/w3g+89hjBrzdBeDt8bux5QvvsWvYB9x1HfCW3j97DjIykU5cuMRqSOM9ByV73HJMuWT1mHxCriSM8WwRWNiMGDKt+ssTGA8kVV5DSZvQPbzmswaIpJtajABXhlHHG8F0BGDHdx88bHz+4slO480KYg1/1CatT4nmFY1SGBfqwwPY/Fm/JhchC1MhG9dwrhuBt7NXrqbjkK1JaL79P7/4leX05RPvp3Fouk2AzST+qPG2GNpBqwPe/GPCJwbemAsTt3hB5LP02N5fGhDH98SfT8ih4YZ3ohlFfqntthH9xw7cTLoO57MRcKM5cscdaRTnvO01jTfcogx51a2m2wDSsZgI2qkJWaSqbXgrKNN7dm3q5jJIw0gkjOzbo16l9hazsIVdqD4ZT++dSfm+DKiYd8Cb19aNAG8u067FWYA3litG77Y67YC3SuYkzNFKbKAICY3GcNMBb3VbZDXDaHj0fkoE/h4LOBaDZhhzlUGMb3s2jKZDW30L+o+++TUL+xbmLJvhP4qOdhjMGLNoxoqfkdpPlBDootxqktpN6kxSB7hbfApnuuQruxnaPX36EqhrQtzU9+u5zc7z4Oiz22pIvXqpR6VmM3lny/EORusKg6C+JBpvGXh7BMDbzs8WeLNSVCXkCvSylbcVtKogdxSNUCPpfm7fEri5gDcJ60r1EfJbk0qk5Sd7ZTaFSosNTVRLB2Zzc2MTH98zyzJhhVc0QGnU1BNbdYpKTR1fExjyNxBNbYteI73elRkRnXpTvQdt0vGPW/FohKNYvmsmFtr8yXyb3td9ug7b5ePnBOWgXbvxmDu5OhV3q4z9jevw5ZNkSKYUuhWDUyOWiML2xavy5pSqSy1s6asBU3nLCyMLa8bLSZAIrJkNbf0SzyxvqE+BJECYjJFvpsRCF+8xjbhTUBcn0EZz9MMPDQT74MyZdHV8Ip2Hlsr7Z8+bhtwHl/wChjEsOnmxwzyEhH/kv6Dz3/Isjml5enrfXghnllFLUTT2kM/GsxcLDk6BB5W37Ai3mIHuEGSkyRo40ExZnHSNt712Vl1K3zj8gGmhHL7jQPrGkQfTEBbP9+/cZvE4seU8dACZVfv0ayvKJKS8F+jyO2r2mnNr/OqftpAsGQrMHkql5qBA2SVM8tOM5UxV/oplYCyiEgy5yDOqYH7y6uvYjjyffnn07esDb6B3gKUG3owNA9zBxCJBnUu1GuCt9ER4E/GCxhRNj9uA0bGOoG33A28/bAHeNhqIW0pERWzMup/rlgDBeho1N69SyZRHz2MIKpsh1iXFGHItBOA8tpFOoh2+j0tdXjtxIk3ijLd//c1rxuDExctpeg7AHLRoZ7mVnZP7dQ6C86IFNyFITCAqUW1TQJiNYXnQdSKdRcmckYNFj5cR5yKTTMnTWcgDJFsK/IwvuEAOeXYkzbbQCD+wdWvaBHBtD+xDe/ba1tIn77/faO7du9fAti3YYroJwBzTHImyidewvrbMIzx95UntlrRxdQUuf/GYeXhTgViK+nE+/ht+kaCalMCKQkOXPylvmhc4h6DM+c9USlTRy3PD1ULfCEd0kfT5X+8xRysvc70o1wkXI9kkd7e2ms7ikccc1hpv/7CCxttiQ+ON/Jhr1DB45A8TUQDlmBClyn7W04cQMjJMPMNV3j9ci4RzXXr8F7TzM4yUNvTYqhbTnZs3pn249INboL/3+CMW9izAHY6F26H1McotYogmOdN8sCSGKCULFl8eZSwigYg8bz66ulv9ikhyO7B3VLyw9WXGBDfeMzInWZY24gTGsSm01cvQ7H/l+AeWtx//7Jd22dSx8+fTOXxUmoMcT8f4kOIyE6XoLxNpNF6YIfRXmGKErUdnYL+ijGaD4kD95Rd3wgVpz35BwFtud1aezZdQ/qtXglO+spuh3dOnL4FmLQS/8Fyp1JttD/EqWdOawEdq8hQnpaaRktHcr4RgXA7gbSy6oNerraavcaspxvm81ZS7YpjCzbjVdKtrvD1LjbdVAW8sKxgVlz+hkGoPd2vMLmVcxct9tzNQ3yp24RtWzbtJ0T3dfiWAuVjVkr/o91evsFI+Qn5rUom0/GSvzKZQabGRJwpVi1Tp5DVAMFWnZ4/R4rR4QAvOSavBykfTLDVoJ/Q3EE1ti74D3lQqqm2WnMpNfrTl9pJd6TdTdsBbB7yF5HTAW7QYNQ5NRtj8ogl2wNtKvcrNG9YBbx3wpmadG3MHvFmD7YC30r+XHsw7/ObivzkP64C3Dngr8tK5lisBtZpGeHiWPrkRag/NtgcvLUjh1BpUa8yy9lFqHfB2Q5craK5rJe+1onV6KWMWvBHAzqtzj6Fij2C3gjgj9Y3A7uE2LYFbCHhzqc7gWEOQ1RK8FtUcGIN/dWj5Mo6v3Qw1IsXw+P4VFKEI082NAt7Ey5LXpDU8F3vUPYIhzzDSTuKNkjQelLk4VdD7Zhem6W/JXM0GKOSbA3G+F778MXwBmi38I8eB0CDZiC/17IyH8fWeXzr5rqEUBVspK+26XOq8eZY+yW/mXL3/inwUIdPLATt/PpBfGyflu9RqG9Vyfko+D2YC4OoIYi0/y06OGb5VHq2eq+egkNaFR1d8t/XksogIIBIeXkBhp3LO7tZXc51VtoDP2JQzysdMaD6dh5YbzbnYanru8tX03umzdgvqKziPiebEufOmJTeBrX+TvMQBPGZDm2zOTi1CfnArqoO/GIriXBx9yVfbIC+9iyYF83k7qefcCCSLQcx3pFN2zUc7UVQeEPrUw82uNCO46ZXxHsYWsB2bNqUHYH/z4SPQUhlKf3DooNFsw1lvQ3gfbuPwrRxIC+nR5HFWmYafBlrqpBgNfIw6sk8/kffbFsGpC+9MXeIFiZM3fplIX94s3FMqefNIyhL7Df6trPE2WW01pQYF8qOtpnDnfirkPZcN86+E4l2ysoZVvOdZWj2KlxUaLE6UlAJDYHTGGzXeNoFpvdW003izKlrTH7UhdXNec5FEtEkHVdlGXNooF/OhSXI+tMNO4DIXfg0/jtuUf/P7d9I0Lm558e13jdH5yRmTQ54b6Ze2ML7LGz6XR2JImekxAxIuc6PVqW9ASGlf7vJ+zsdlklPm1JZ1OQI5mslii7E0eKZFarcxDrSE8Mf+YCTSf3D3bkvw0bvuSjtxMynPcbt//wE74+3ePfuM5TZouQ2h7xsCb/7RCIRWf+G+/EUOlW6koTCWbERHfG9walN9pB5FxHySG/ViJixp8UYxRpA/qW3msvaYdXS4M+PKXXODd+OxpjdWS3+CpBFtKdUSH3FupreE7AY8luZA88ii8QaNb5DVGm//+OuXLI1/O/pmOj9+LV3CJSIXpnHGG8c/abz1/M5aq9NoM4PgYylG3frs0mvBc4LUVeF58eYhTLC8vwqQ7cZlxn9Bu4LG2/dD4+171HjDXHA7NE6p8UZuEsno5qvEEFiygAeYIFZZuaeIPG/KFcNiWM18crszjVPFC1tqbRrgyUDpKXMxz5jAXMY13ibSKyc+IGX68XOfg8abpYQfZR1O1Y2aX1PjzUO7raYquM5WCTTbkPuqLRapEnWxcxuKxiX5Cw5B2PQtaVFwvffR1EucudWUFywwVBpv5XKFt5I03l496Ze0XW3ReFODL82j5EN+spWuxms917bWDA2/eBAfvxgJa3fMIQfnfB3wYGi8/cljD7nG2/72M95Y3jZnUALqZ/SsRPCc3yT6IPmQJJPlCnQfnzPlmOK6vH0DpMsz6UJuxRJAO8jD5Ref/yzRbVnxwNyp5JGPtE0J9q7GG4hYikJtDfCENULrPPqKYHXAGzgGU2VldcCbR8L0v7xkZJKLZxoBb5wIcjFNMxOL1dkKeJvHlh7mfwBgBM1mHPDMraXDULVfF8CbFggd8GZF1PjJNaD6px11kQklMPLoH8HMPyJJEERbhQl4o5dADglQyQcD/U/NUgNVLS9y50sCIl27EAFuspAsXcZ5SzQXro3ZlrBzuPn0xCkAb1gs//rt31vY70/jNqOZ2TSOrRHj83MN4G02FhbtwJsXjrbFkpneRYPoDQFvjB91IT46c0zlkSD/PWxto1nPRRDMgxhod2zcGMDbQ3ar4DcO321h23EOE4E3Kso78MY0+iYjSgwxfCHBqP5u7CWyUTWHh0Jku7cTFTEpodkVfDLf7GDASvEzB4shNqxr/n0mwFt5EaTg6ec1o5Wj51mLe5F3wJtV0U31ozakbq5IG6vWpYmXmNC0AW9nA3h7F0D9ZZwr+e7JU+hDALxha9Vv3nnP4l2cxu3JSIDA20KcHbmgLWAC3iytkN5o7yH21wHeor9BVMa2SXTEXwK8IVyyuChwI4A3uyEZwBtPOhyN934EBzJTur9y6BC2620B8LYjHT5wAB+wBtM9uwDKwWzCuMrzIweRJrf3mVH+o79wT/4ivG9irjCmo37mhoC3uvlHn2+ZBr8OeFPpttlRV1WQ5pGrAd7+FcDbBQBvFwG8XVwOeIOw+T987MyiEfKKEHrpj9lY1K0akk3JE8JyNWcB/hIDb3xHvWe0F2FyZavpFwy8WYXxp9SNml8HvHm5dL8rl4D6m5oqDw+lxdfB5u6ANy8S9eCfFHgz5RQwsTmDStm7Zz15Bx1PuQ/ugLdSPp1rzUrg1gTecqtgOdQP7ubSQZMc2uYbE2S1NWL9Nh0yQkF15Md5gH+ZJ4U03gLbyqnZbWxi5tEQL+AO8oSp8yCNN9rmjx8jw88CETYYgmo0MzxzC+5ZJMqzdGjGAmQYx0HWDJsHcDKHWy3JjTex0RzEGTRDWOxsHh1OG3DjGhcJw6HyhrvljEZny9iD/ZTyE6BTwm7MlTn561w/co7QT0oGYiK7n4bPYtBXEW2kq/GTKkhNqyRqv5yuPOs81hGKf7mlkm8GGiMrtOYKchNV/1ECYaO24W9k+NFiS7JlgB4Z4U91OYWvxaQfh3bYLNxXcB7KGZztNgO5evmd48b3leMncCD6VDoHcI4LDEqcLl6YGfLzmRZ5XhMW0J53lDeYEsoyY6LFRBHKxOxlPCgv9hlAkrAtNBYdPZQ75diCyKNiodtV7b3JG+EDAAdpBqZcm+9u3Cy4ZWTUbjP62oMPmObU9x47YjR7cB7TOgye68CfC22mI3AhT/CN0n+4eLJkYsCtgTd7NX8NI5bU+esylMZtrSVKYWipnUmMuvnDuMEnl2F2IKx2Z0oD3a4HvF0EUJIvV5AG0iC0NQIU8VKHlEYSS/PPnHqgwFFq+0RpmW05j/iZT1B43Cix6Od6C9BAAgAygjhF4+0BJpSKxtu2tB+H2bMv6854s6L5xD+5LQYHlzb1Jz4+WH2yjaHeCJ5T/udCXj6cmrSYr390Ml0Yu2Yaby+hD5nBB6A3Pj5tYWMYyzicEXTjH41kQWA2JdflBoEh7pIti4AfipH+FKax02kQKvkDD318YhzjaZGVir9bWpi2wEGcLThIuYNm7K4Nfkj+H6HfYIJP3HMvznfbknZu2pzu2rnTPmTtHt1oSa6H+FKCKfcFeLMgJNnsDWrQDcW4xKg3aFyqQKpcHlWUvvj2KKYRpmiyyahEk7uEVtzDKWra/GuhbXiJvuLU4lWFfnpnI/2l7HJwZH/57JTRWB/B+NGC55xegzb12bFxGx//8TdF420J8LYuLlfAhylWhQHV6DQ5hg3CtrxEJxozTcOX1K9m4C3mZXV553xn4pWAtzmTxTs3b8IZb6MGGkvj7ftxxtu2OOONfMVb0tooxVyA4cuXgWmCBiJyTi7H7kbxuQk7gwb2jv2BkQO+o95T6SlzMQZ/4RpvXgj2bio/Nb8OeIs676zrlIDkn2RqIHRLovrdfIaxYNDX0T1EgflJjtJe6Yqxr0qGrHwEC423WLa6xttMevHoMWi8vYtL2KZxxptrvF2pNN56XAdYY/d8layp4XpOir9yxoRbfY1AH+v5UGXXwhTLgDd8HOT5rEOh8fbAVtwoDqpnH3sYY/b2dB813u73W013xiVrdnYsmJBu6fmW4m5J9f3onRAT/0kpatny4VhO/qs2N0S8aq4d4S1QArce8BaDc7NsJcFusx9Ro5CtBi+tl3rRqDDxlMYbJ0zzMSkQ8CYaAm+cF5B/TiOAN/Ut9I9uDzdRRt5gmz9+SMcObG7WqbiAoZk0kGQeANxcuoabKElz8do1C7sCexZ0cwDeZqGlxAXShlg8P3LfvbiFbSjt3LLJwLch5HFDHBoN/QOLz25EpVVc7qPpuRF+gp/Mly+4GpMjtBGLiew2GjGQ3UZzA34rJXUDbNpJJQmUl8hvnr31xXDBMM/+LElmGEjNSLPtFz/kR9a0grcOJOcmK+ZgAjLDbWIE3l47/j58UnrhzTfTGICZDy+cTx9fvGiaU5dwQQPNdGypWTSQhq0H8pvzTSgLJqulId0MXnrelH/bWhN5KxNyl3cDcvAutLV1S8OdNBLYBvi6bD1ZY23CL1nYj61hG7G4uHffvvTU4fvSKNw/ePorlrUDGzak9Wgf6xGZECLj+3QDD0rEKPXDTOKVKuAtv0OQSOMrYEfjGUGw4r2dDZ6zA65wi2GJFC4GRGCOlh0NXowgNixF/q2k8dYKvNlWUy8EyaS0KMXbZIqJmfG8LAe8kURrKIEtJi85bhR4yEhvAZqLHfBmpfN5/PhkuciNSZsWuzHAqW0NQP4prwS7ZuJD1HGMPYzz0on37EbTE6fPpFfeOYFLPBbSO+cv2StMWOtCK8O4w9sfafSBQG2BbTDnQgKjthE2Jc3paLvcaQwVH/LOshhgfJ4eWF/o8RYhY2bmqSGLfgDP2AhrN5ce3OGXsPzZV5+wPvPJQ/cCvNiatgHI34t+hRw2Rl/A7amMX+YO5BppxEcItSMLiczk7pKeYTwW8y+XQlZnq3+P5HOk3G6zD3MoX9lVYHYqH7JzQHGsJnqhXnvXCuk3guIVsiy05ESjsYrfbzV14O3cDQBvvQHfamqLLjBjmgJTdRTD5wO86XKFLakD3nxkbshEbij98s1n+SmG7EpwwkuUuU1TQ5gTEzMe2m01rcqtc0YJSEZkwzs7s1QtLS0FZdqlJP0+KwFvYtMOvJ2ynS8vHsVW03dxucIKwBszn+cTYto+oW5kT3EanvGQxzQ867VFpyTagLcHAbzR+FbTHTgiYn96CsAbP9bu6APeCLpl3rkRazRQarUdc9agZT5yXmoyuLkuyLz7wlofb4i4lUPneYuWAOatedT44l9BEt2aEw8si/aaSBLstk+PPTyzjNcswBunQzD0j+01WmRysc8JtAFvpAJJKGnkRGuNNzVbfV0Q9kBghF9R+U9bRmkzT/Mg4t8C/mawPYdmCqAIzQTAtlksJLiF59rMlAEsF8fGLOwyNA1m4e8ab/hyjw5hM0ERmKceeSitx9a6vdu2pK0bN2C7KbREhrzjWB3wRi4qS7pvzOSYudCvEz9HaKNbLRPGXZFRG/N2vxtJsp3DCr6FeXbljr8vmsmkU2XaIGEQBdJJPFTyZ8VAnvyvgSIWjQLepgDYXsNWTYK3b318yrj+8q1j6dokNKJw8+kHuCVsGrJ3Os6Gm8L5MJYKNd+g+WLtInhK460XwBsXHVRi81zVv/DTqIS85TYcQLWBdXihVuANL+OcEC8cAs4WAnjbC3BtA+T+Hmh8fvX+Qwa8/cXXnrJ3O7hpo515OIy4BN6YO2l/ts8TAhaId9T5ecoDOXyZgTfVTZGpum25O4MdrDOrHdmsW5YQgUu3Swg9OuDNS+WL+dVQL1mm7fWN/kRaiNpqCvkn9EawaybawttXrlpt/waT8jPYsv7emXPp1Xffs3NHT1z0G5KnANKZZhpAN2mrtgFvuVVDYDw/ITDsvGD4W0LcrwBvomCfQTckKwOHejvEsT4Qz3onAm+Q2VE04PX42zw6ku7b49tI/4ennjTyR+68K+0C4LYZ56XuhKYbU/Y705iffMpczpvnlGwLDG8Z4k9kjpP95cwnAt74apYzprGUs0pAISpHPa9stzBUhH7G8qe9QrSa7FO5V0g/B1X5kGy0pan+Tf3VZwu8QT5QQExL6a29xpuAt80A3h61V+403uqal2DIVhif5Scpki0a2OElyphewZ8THtF7aAe8VeXWOaMEJCOyi0wV+ZN0VYUmrypaFdrq9BUmg+iKni74iM1KwNuvALy9+qUD3vDm+M8zZFWkWu/z0+DypgPeli+bLuSTlsAtA7zlzqR1NqWm5HYb8JYXi9HI+GwTUg6aQtX0hR4LDYYSeNP2Fmm+aeKkgZcdmcNm5VwtnnFD8G0OiwFqFnHBw0N7acZhE4ybgkYRD6XmOW3XxvysqjFsAyTt2OQEwmbwN5uuYnsPAbyzVy5b/MtY/MwiXsJ21EXEXQcwZM8G3wrzw+8+k0axYDi0b0/ag+1ZvGRhyzpfEKwznRh08czwEhPlp5dqhKtsG56tD5myNY2WKDlCS9it5LXa9+1/p2XenzKQF8lw0whIq1kshNyqbRgN6xB//fRzYMPhhX9zlGvwvRjnv71ygltNp9Mb77+fjn34IeRvMv3uo48sqTED2+Dk1hqqm4O3tMFwRLnRDBjw1v+13/OtRbdt6+T7QgAF7mC1bPEbwJsAAAtBfhsNzgtMxbYw4VqgW3H20jDa7sFdO9Mjdx9MG9AG/pdv/5FxeGD71jQKLdAR5Jubg9jmBwW0x5gaSZmlYVnvKG2FmuamBt7mvEx/8urr0ESaT7986+30/tlzqanxFpqKKBdNPvTeKCAzzgVzFcpTNlH+Ie/csuuL+uhLQafqagfexDxk2jTeFrqtprl8P1tH7lMiGdaCgLeFAK50UQ+3k/ASFUJNkyEUr505y7lregFbUU5evJQ+PHchvf7+RzaenZ7wcxfnCNRDZgi6SXYWBHxFupSZLFUhMPKRzfBME/Ekk5JZeotGZ7xpnI8oZvXi3YbmptD9LKbtG4bT5pF1adeWzfgyfq/R/PlTT1mfeTcuVdg8MoLt6egv8P7kvy76pAHbGo8c2iAajSD6wAy8qQGQa2RuJeDNEv8EP/39+ydgcetFUZG35Lwu9hwc9N5HZV9zSJY4v6MpW02n01KNt6PljDccyVBfrtCLM1B9m5GPgT11fsaZY67ngHlUm/hsgDdtNe2ANxZ9U1yiMapRRt14I1WYYsjORJmZKPOw2AFvVSF1zuVLQDIlG5TZmaXKo+uxZpZpa892d55fI4EMvAWp2NTA27VQCH8DZ7byrOda402XK/RvNWXm83xCTPVhFWllr/4sxnqm35vP9ZjWXwTi98k13pAAmDSBN+Uic5dHZa8eeOO0QPmWXTFa6lwV0dJonc+tXwKYh67QEj7v95P8t6QrcKEdOZIEu90Bbx3w1iJCn53XCnK7YqIS2z4iNkk1S9n1oCTyDnjrgDfKAvs7/tlW0w54Y5F0pqUE1Jeou6LdAW8d8NYiKjenlwS3JXcd8EaNtw54M9HAhziaprhosiXbSPDDZ/kphmzRwA4vUXbAW1U2nXMVJSCZkl1kqshfSJeErOZaRau929wd8Na21dTLuwPe2iSm8/u8S+DmAt709i2dTAbe+kdAi+M9lbZt8GsmWRgb9WWBL+avzzivhV+/DeSAZgjNIjR6aObwpZtfQqklxC16jDqJc2xoJmZw6yM8eP7aLOKZ9lrEvxoaRNegsTaLG+CmcFAvt/ARILl4zbfiXMb2OGqiTCCM4XNYKF8b90Orx6HdxvxMQduNNPP4msaLFug3EWduzeCLBG+RHOQf/NdDI2nvxk2Wt//tz/88bcTX+kfuuiPduWt7GoHG285h34bKWx3NhPaBPzR/Be5I68BD20aBZjw9rZ5SMb4kdhTtDb/NCgWmRbLANdUN05A700AOspG855mhh/CrOw2lWFqcvrE5pTMTU7jIYzG9e+p0eg/aUReuXk0/ff11o//tSWi0QH5n0Dbm0S5su2m0k/k416gX6mw6YJqilvMmFUvmh1kwjbfQN9DlCsg/26L+LGGJa6yoapmMV8QBdN5uRnhmE+LvwW2E9+7ZZRpvf/WdZ4zNk3fut/PfNkO7ayMOe2dcXrTgxtt9nnebp3OvNd7orRh0S+MtvoUheh3q7rIQzLkFXbhrcjLMhgERmKNlB8Jqd6ZsAG+XAnj799B4e6FV4y22xdkZb84zl28kETWUNTQ8ix7IeqIpZ10xtvvpvaX0UUIYV8yde28Bmrvoj0YgE7pc4XtHHjTeP3zi8bQdN9Xesb27XMEKZA1+1CZDwlBj/B7udbEY40LUEL4Mo62gvc/C/yo0q2meP/Ge1fLPXj+aPr5wMZ3GdtN3T58zDpdD7XveNN6gMQ5Grt3jqTB+7gpCVugn50L+Wu454K/yYnT4yTIpD9IEU9lsmxYX/dkA/iirQ9A6p9kRFw7dd2BvumPXDrtE4RtH7rewpw/dY/F4c6ndCI54uniS+u80A+bh78Nfml7ku7cYWqSeuofFC+Q5h/nilaP9xOMnsjQGfKLIt2okCW5L/tXvNIKinNU31WGip+YHTd5qCs3vlTTeLvRrvPWf8QZemocW2e403nJDV6HoZiPvKKwO1EEoqLvV1IuFv+oL1d+oGI2iv13ExER9lHNRf+VPzd/CvenfPa1dCaiSZINzdvaVvx7rxDNt7RluhUW8GwXexmMaXGu8aaupNN6ucrcLk+OFSVpbRP+a545ZSsurqZ/Vu2ru2PIWeV3DsP4i0Ct+Uo03zgWYBy1DLP2ciGYWbbmKxhTvzHzkvPSRk51Yaq7TR9J8FHHTt3u6DUoA7WANZoFrXVCS7IpvGUQisCG0/qAJD5uRWKjhq8FrEmyHSGNRwddfDOBsCfAGPrNgxDa7BHgDsCbgbTLiZ+ANW0ZnCLzhLK1rcHOrzcWxAN7GAbxh68sEQLpJAm+Ie23ct5pOLAe8IR+TAbzxQgWeC0fQbQg2t5ruC+Dtf//BD9IGAG+Prgi8sWRUOnBWRpP50pEysFHQFfVS5+opl8a9pX3ai/P6r7RCgalZ3hDwVvFTXSoTAkDYNgS8xVo5nZ3EmYKQpXdxWHoG3n73O4v66scf9gFvWIbGmYLLAm+ISXCYRof15xEPI9JiAG52IBxo2DbrP4sYZaoDqmuZzK+5BHjbnA7tBvCGm0z/6plnjM1XDx5YE+CNzFTNHfDmJfHZAm9fAfC2oQPeTIrX5kd9iuSYY+r1gbdFAG/eU/zs+AlrAwLezly+mt7FOW/sUwrwNmyAm203tYbqqfANNBltACGRmc8DeNsZwNv9d+xz4A1noX7jyGEr3KfuudtGuk1YWPBsVObVJusIXWvgjQmqLizxT/DT379/Aha3XhQJbkvONc9rBGFcoWnIWxCIvgPeokBo9ZdvNFi24GLk9lHYPya5O4o78ykAQGNG7qyErrEiVBlKL3/Rckd3q2mZhXfAW5HEW8uldiMbuc9Obz+5lvVYv2CmrT3DrbCIV9pdGXsVS6Ts9/jHltkBbyyF5UwHvC1XMp3/Jy+BmxN40/ugl1BHoe/dGqNFQluAmzRK6mak+Jp85T7Nzm1hAuic4gyYeaL5MOMIo7bbGICwi9fG7RKE89cmLOzq9CyeAYQBVONB9bzRjYfV01zGzZA016DVRuCN57SN4wspNeSuTnl8P+MNGkSzPP9t3sKmQ6OAIBzNPPLDOPyj1pv5BQBmgAb8CbpR641n0ezELY40f/3sswa8PXnornTPnp1pA77e79vg194PRUH4JMofpCWQO3zjUpd5Lq0I6bOCp3xvy8UAX76vHFQe17VXKF4tzOZDJli2Kl/ZlF0a6ETmpOiq2YqWABbD7C++3swF4ThkmJqbZyDr53CpAi/y+PlbbxnPf3nlZQOYLwMkJsBMTbD5AN4W4ms/DnSyVK0dRgNV/vMkgGlZusiBgLfQYSEI7nNuB+AsYb1FTNAFvBnfeO8BtDGa9fO43RdtZseG0XTH1i12zuH//O1vWdgf4gynzQDitqKNbIE2DnO6PhdQfOrL5YeAKBstyNj6WGY0smMozppv6ltqqtJP5cTwRuEWI48Qv/J0uz9+4UJyf1IMvgX/uNV0OY23C/gAcOKC3zw5DrDeTNZ4q94gEpKGZH8+GC9/xEB6iilb9A2NN/K0zIq553xgAfWHuh+B9yYIwAguyPjukQcsaz988itpGzTe7uw03qw81uInt8lgRi03nb+W+Yf8U9uNf1NoVxdjfPvXN960Luf5N4+mk5Cl8+gvPrx4xap2LC4XWBiMM97AR7Kgc2YkIyEFlqRkWO1bkUhT05E4y5RFKjEZ1gs03MBgBPGsugEM4myrrg+e0n04A3I9xvhH7jmYDu3fm3bg4hWOlTSHdmzFbw99Q8/1eMEjy7n6K9qQU5ajj6OM4b2BNN5qICKKEhSeV+XYEvyUP+rXPyWbWyv6CgUoWWu+kEdQPVpYgDuiE+DrGm+Yu1Uab//065eM7N/ewhlvuNH3Is7nNY03XhzCM09hehgLWRca+yiz5VZTI7E2Yz0lApXPtTvjjTfbL6Y7N+tyhS3pe3G5wrOPPZYGkdftGPtGIfd1m9IY5jmM3yXl6x55DDc5FpG3Tpd/d8ewnAdKtREf7xUv7NyYmROPz7ZFI0yuaLzNox9aSJexM+SV4x8YzY9/9kublxzDZVDnMLbNoQ6m8a5m1mqrqbLs/8biYAAAQABJREFUXO03cqppgo1fmoeJbCE+VAxjXsLzZPdgXnJoK25ex9mzP/rm14zsW6ibzfAfBcg/TPmBry5+Uz8pfrRzutHfRJfiJH35lIx5eTYDxafmXXNv+ndPa1cCqgfZ4JydqpWw9VgnnmkrzzY/smU7Mh5lnFJiilIDbzrj7c3qjLd+jTed8dam8VZyVHqVnI7eJXvIUaRO8esxTdEUplg3ovE2gHalW01d481nGcYbPyU9X2MrraatnPi7sW3lvDQJrchF3RhzGnSigGflbJB0D1/6EoB85OHypnvZZs68ceRBpcrtSsBbIfPmkuddGBB9RoTOiW6YOWzNpOEXfjsvCQDE6cuXDVw7dTluFZ0E8IaMjVNjDdpn1Hobw2SN5lLcBHkNh74b8AZgYGJ6CvxxYQJuKqWh5hoBtVmAHXOYTDBXc6EdpMWHd5c+bSGtmQAF/RBfDNKIMwQeQ+hctkfYj773Pdtm99R9d6d79+5Km9YNpf0b/arlJvBGjkgtF0azB1DH4gk3w9wvfpuEVUfWoPryP/SVw6pfeKWijXq/EeCtzoZYa3AR8Ma8Sc7mY5ykZDLuJYBrlyHTl7Cg/sXbb5M0/cPPn7dbdM9BU5MAM4G3WQFvWGSbCeCNqwq1RYltnrQzQ5YppJTlztudA2+e+zJg6Q0cJMr84JA23SC3KsKsm5sx4G0bALa9WEzzgpH/8q0/tLBnoNGyZXQ0bYPf1vXDNm0dFmuDq0imkkMA2pP7eOEwhwqVHcW2hsCbOHvK9pvzmB3VOK08ktJBt9UCb0xpYgnwVmRCiSwF3piSp2vawnhyjTf6M8TfQf1zXlehPPPb5UD3IfBGXgTeNkImauDtBwDeuNW0A968fNfiV0O96sOAN4xBZiRmaN80BN3YFqYwvp3DGEbz/772OxvLfv7mW7hc4SIu7JhKJzEusj8ZT77VcgF9g2u7od6Dp49klJFo78bNf3JeQrYUiVGVJZFnmVJnYAHOoQm8YVmBsXEA267Ze2wNeX/0jgNpGFvOv3LfPem+A/tMo5La4TT7NzqQMgh2li7tSKcXwJuDJXgb9kEh1QLeBmKraQe8WXF+Nj8SlhbukrVmUMiG5CWPO4VqNcDbT4765QoXBLyhbSyud3kZ4McLSIyPe7TbgDfvA5lH5fPzAN50q2kHvLG+1ZvIlgzwWX4SsLD1KNKKMqYJqFD0aZKvoOuAt6rAOmeUgIRJNryzU/IXth7rssu0lWebH9myEzIeZZxSYopy+wFvbKdeLCrenra/xbykKtnKKWqfF7H8ch9eUdFJSlFr7tBHEo9BJeJ2os73S1wCNzfwxoJXTxGNQ0Kf68Qak0uwT3qrKJmIfs4oz71swQE/m0Q74Ww0xPPQdJvGguMkvqYdP3UKwMN8eu/8RSO6OuOaaDzrbQpaawTQxgFY0FydjC2j2AI3a2fAzaVpgG9MexLPNDOg5zPBu3mAZ8yVFrk4RMZoPKeeZ1ss4fV6sXgYAHTAtx0En0Hkkd8x+a2e5i+/9S0DHb5++FC6f//utBlba/gllOZGgDfSKw+lK6FvnylEFiCQp4/qy//YVw6rfuEVOl4tkvu3mjbKOCZ8LlHtqYq+bNksdLrRbQb54CuMAXAeh6xfwbmEr3zwoRH+/fMOvH1w4QI0OvFlGfKGuwERhjMQA4DD3lN7NllRA40y0aOtSPS+pRFaGtRWo7HlSS5LEYu3NVVQof3NO9HQItoUyAZnp7HQnk+bh9en3aMj1gZ++A3/svz9xx5O2zZsSNuxBXvb8IgBbwR6aHr9wJvNpj3QdWVcz1ZZos3QiH6DwJt6JzAQQziLkafbudxyaiVduRRjNRpvF1F3x03jDSBJ1gzAojFWEAJjlZz6JEtDL2yBoAy5K8Bbjp0nJRkkAX/lswS6TwbeQLERXd8IQJHvPuRnvHXAW5GMtXKpTyE/1gCBN35BtmetJCUPAbxNok84jTNLaf7bSy/bGvMXbx1Lp3Cr6WVsUT89hpu4IRdTcbvjAoAIPpetpsbd4ktrXeIkuXA7fEPw+SS6iLw6jTf0A5TP8mFqIO0d8Y9PT997D8Dd9ekxaLndt38PAPmRdHjvbmO/A2eh8tVtzWIZopwzCD/RXy0OeD9ln8usDbBNey77gTfzjReoWoBe5VPb6tc/NaNbiYELSmuOS39ZB3sE9Veqx5qiAG/4gIE6vYYPqufG+OF0Lv1zaLxl4A0fWC8QhK6At96Qf3wyOUAmWOW61TS6SWsPFCPmUfn8PIC3TuOtrulojEt6FauxIJSAyYZ35SRR5iJHB7xF2XXWyiUgQZIN6uyUMIWtx5phpq082/zI1gYxsieBiNwuT9ST9a2m0njjGW9T+PD+Isb3V995N11Bf6cz3q5g/WlntnLuqPmjOricJV+/8jGno3fJHu6Qd44KRz2m9Yfn6FRWQZvrwR7CB3eaB7f6+P4njz2UDu7cgbWvX65Qa7yRPorF2zASKOn5HMiYLflRTty2Pjx6AeVJUUiRqZeUjahoB5WI66DOfVuUwM0PvEU1eCeizgSiW0m9Jr+y22outwMOlDT04B+E3zoUeLlOWkofXbmcxrFN9Nh776WXseVuGltK3/jopEWbwJd9LkqncPjbNAAAaqtNAoCjmQQYRzMzP4NJHE/PAbgWX8sXAtRbELhmCxwkTjv8Bu3rKRjE4sff1l90IIC3QUz6+J4EGgYxOeTidwPyR/OnTz2VRrCt4I8fuj89iHNsto6sT/fiHBsafsmnUTnSXTTe+NRuIhoCW3qJEmiRS0fWzutL79tXHtd935YiVRwtkmW3la3C6jpVfNWX4mX5J0E8CHibh2wy69y4yb9xaGX+Hgen0/xfz/3MFiFvoC2cvnQpTUPex2Jr9EwAb9C9BCVfhnz0UmHnx6pwFIRLEWhM481ygIcgkyYJ9vKQAln2SHxngQVDvYg/AygQ7YFbq7dBy5Nt4E+fepKs0w9hb4cW3E6Abzug+UZu3N5BMwAYsWnoL/DbadhbVDk3ck0vZKs8GZjrIrdh58Ow7OpnyEAzDPBALdCqWIifOWRqOlgK/GvbavqLt95O7/PCDGyD51ZTcr8WfUkPQJf6mv70GsAb4piJ5LWQdeDN86ucic9S4A0UOdD74EFsxXGNNwBv6NAbGm9ffaLbaqpyXyNb/YXYWVuK8VDtdlHjFOSXMsC+4ENoftP8/S9+AVFfTL9++x30BZehxT2XLkzOQKZ60IIdNho7/xFxWdUuGeYdP5rghozDN6cbsi05YoR6jOezxunyHuAjohhnBzAmcpK9DkkNo69aj0Oh79+5k9HTdx971DTCH7nrQDrES1ioEb7FN6KOKmH2jcp48NaZlAvSfAOBSAZiX9xAbLVlG83ttOaJ9HOXYLn5dD/q1z8dl1sstgq9JdvqWppBHkGalqViiwsQrUXhWb78nuNbTVuAN2w1zRpvmK9J482BN1Z0VDZ49Gt9q99jbpTPtQPeMAeENPpW0+5WU6vMtdpqaszih5UHoyad2zL7z5hPKXQhjsD4oraaxhSm6qWYc38B5Z8+xchXdgnpXGtVAiFAeeQAX3kVqfLE2qoh01b56fPTo4A3T8B9NWKJhvNcAW9jMSy/efK07eJ68ehb6bV3Abzhw9prJ89YgpcJvNHF3VVLgDdlWHZ5NfV3elfNHau3yM56TCucPFj5Xs1W0/tagDcePUHDObt45zaszBlF/09Qh8V89M9ZFIMkmbd4KuN6JnFOWNTi0Nm3Swl0wBtkXxN6AW8fEnjDtrq33juRXsJ5NlNYfBTgbZ19eZ8CQjGDmRonawLeqAFHM4MFJU7DQlNrAd5Mk4BUXJxEU40troNxW6QaprdZ/x0QOMfb5hC7Bt5GA3j7k69+NQNvRwC8cevdvduXA97Qfayi3ed+I3cpzHuYEmgedccpktvK7iuP6777CuWvxaXstrJVmAbVZnrOXPHy3DA7eGaS08zD5gBJ0I1Q1Djk6V3cbErzdz+DxhtArd+dOJFOY3vZFDQtr4a8TWfgjYsXDuTk5zyznR+rwgm/Xj/w1iAJWGtVwNs0gLe5tAGTgq3rAbzhrLA/AXBD88Onv2pnORnwBvCNOd3QAW9WNgLerNhVT1F/awa8gZ9PvpCAZmExCeqAN6uGz+1H/YUS5LOOWciTyWgb7BMEvH0QfcHfv/CCTR8JvJ0h8Ibx7uLNBrxhrObkfj1At2HI2zD6hAd2u1bbd3Gu0gZsOX/44P50z+6daZTAW2iESwsW50BE8cCONrEc8MZgv9EZvV8HvEmsPjtbVdOSgrqWZpBHWCvgjWe8nY9bTRehPU3T43ELeSLFPo4y4YKTh1o9g1757IC3GN9ZICoUAd36osW5Mkx3uQJkykqCtsotPGj1t4tMUgeoLVTxsrNwz16dY41LQHUhG+yzs6/89VjnINNWnn1+euyAt6Uabx3wVslN5/zCS+CmBN7UgdSlY9s7zMND675JE538pbmO2M9MX/g5K+LCgwuMWGz4hpqUjmOL6TVsKXj5zTfTf/z613aRwq+PHzeusyObEAcHzGNrzXyPVywDcOj5doPFAT/nJsPqGABj7oC9nsqx21zoKGsCQJR/LYKYYI4Vkzuqz9KP2/O41dRUbrE1luYPjxxJwwAdvg+V20fxVX8nLlY4ggUGTXOrKVOuc+CpCKSxCMv+KEdWfA2q1cVvROkerlMC/Ytlkrf59bPpr4u8CADoIY2xXpwNSPmjRHCxPY/q5UHTFwCw0Tx37Jidcfhz3HL63qnTtg31JLThSH+FqDMML1tgmzDwTQIf8qp5YhZkRvBoWKyGxhraZP+XsDjiHA3ANRJ0gQMjCyxAKyS3tAiNN+w/xSHFANXwN4wF9R8+8ICF/RXOetu5ZXPah7/d0HwbRL42BYg9FPGLRNPlT2qDkVXjJbfoY37LCrFw/mQQVO9fvbji6f1zpOwgH+eltYjyQxL1DyJXqiwF/jU13n5nNya7xtv5Po23yHm+XMGYB9sV3j9eQHVVtpoyb5Hv4LIQSZReBpH1Uhl4g3YS6n4EC66NOBy/qfHWXa4QRblmVmu/EbLrLQlVFGPhDGqUIPxVAA1vnz1refibn/3M+p7fvvdBOnd1DCA8tF9n2U9gDB3y7R6JH48g+0WSGVWS6n2K2ojTSN5ya7K0+CM5C7Gjj4XZwsJdECnn3eO2c5gBgCMcEzchH1uwDZBA2zcPe1/w5089kTZhy/ld27emPQDceDHRpvjoNRQyiUSds4mru/PNr5ERibERhqBL8439bn9+9f65S7CIn+6nv3//dNxukdheHa2ZbdRJlreQDUDIbgqD0r/7+FJrvJ2Praa6XOHfMQ/MlytAvjipW1jv8q4bvsWP6WQJyMkViRCdwFwI65K8ZWq9VBzlQH/nDcbYVUGzoddpvH1mlytYCcdP1KXqJrdlrify+O+hncZbXXCd20tAnYFs+GZnlion1WNddJm29gx3hOXuIsYwJlDG2n4GLRpvmN/zDPJfUePtneOY60+lVz8+bYlctrUunNQmlcabXiCzLmO4vJQnkWpMb3kLTBvKixeXU2Z+XL9wvQB7ua2mpvF2+HCyrabY/ULTCrw5a3Sq4i4P2uGX8+Q5om/uw6uRnjFIoXxrPpz5kCCbQpW9OsdtVQJoB3nUuGlevK0ZdMCbN9YOeLtpxPRzyUhb82zz689MPYgxLLdyDlyxyOyAN4cbNAzWQ2cZXEvJql8SfZ5m5MLlMNs+YJOL4omkcJbLh3U+5QlLiQVX5mARlJ8OeFP5dfZKJdDab4TsdsBbACAd8LaSCH2xYerwWnJR+ksGitDtdo0370vbtpp2wFsUsNpCLs+6bL38fEyKsmwWewbFl56UyirSlxnEVeUpPQ2s8RGv03grc4dO4y1k85az+hpH3ZTyvM7bUX6s31HRaz+5I0zNSB+j2A9qPipbUewjOb6Kc9TLW0074K0Uj/q8DniryqRzrlUJfEmANy+O/oWpDVf9HVYsNLgIUbfEM65opPH2Mc60Gcc5Da/gfLf/fOkl3Ew6nV74/e+dBl/2qSU3P7AenRa/7uPMtZ6fb2Nf+0nFCYSxRAo2mfALGYyBfqxBe7p5kR955XvYuyDYKYypxdS5bETwBwz5h+bbtOf8q/fek9bji8T3H3sEGm93pl3Q8HkMh0jTjOirb7x3I+XosfvBGosYPzkffR1RTVPntunfPX3SEtBiWfZq+SypSw3OrP8A3gji0mjRDf1J20ZNezwq/HWcD8abdZ//LTTeTp9JZ69cScc+Pml+Z+I231lolrBNLEI7bdG+hiFytKlKgF08qvaYL1WgHEv2ZYemm19yAH6QUWTDeLDd0gzozKVZ13hbBz4j+GMbePKug0bz1898GxpvW3A75ta0f+sW03LZwrPNYHgMPA2/TsXrlkVA+GgyY4R9PzlO8GGw8lbaQqHKrnjHPnYWWwVRSHIs5CjcESgaaimyDpfXeGs/4y0tOeON/D0NpeVpxFtF8vpqmeus8SIewxSBQJ9LlgWpwpT8YXsweRWNt6H0nSOunfSDr3a3mjaKdQ0elvQhqCr5hfIqznBhJeMMU7SjadTNJdxm/PrJk5b6j59zjbejOAuGN3jPoD4nDa/iRSsxBuZ2WzKsMUvov9oIJcWPW6CchGZr1Zb01bjIWQig0ZAL/wVgFhpv63A2K7+Gbx8eTXs2bDQNt2e/8hXLzLOPP5I2QgNuNzTBt8LmqTW+YRB9Cd6Xxodlz6EWMBLbZvPzvCzGYYZaEMfIbbzyT2Q7D505YHWOJX356qJ9+ai8a2l9r1xHFirCqFPJSCOmV4rfe+ta3mwDdsbb1Wu4FAuXK/zqJYvxH0el8TaTuN2UGh9Z422At5pSfv3PHqKitRNDfarTSRhCbjuNN3YCVmx57OuANy+P6jdKCF2QAMsqUOIur0xSB7hbfETqtnxlN0O7p7UoAdWFbPDMTpV72Hqsk820tWfTLRKNW0zARzJ3kVrP6MTg5h/6vBjD3szA2zGc8XYclydB4+2j0HhbcsZb4a32m2XT0mFqSE/vEpnT3NFDm7/1OKdolkHyCdJ8xhvGa2m8PdB3uYI03ri7ZccNaLz5XCinhBQxmvft4GGo5rSyI2s2PVC+NXcpORcV7UJV+3bu26cEvuTAGyoyt/yoVFu9wxu2/UMb4BY7GgFvJ7HYmMDEixcr/PRlB95+/vbbRjMO4I1b8xawvXQB6rdtwJstNMDSU/AJ1kLc3GhM+GNperpqwJE1Nvf4RzLReEw1aC4UHHiDPT1ugU/cc5cDb48/asAbt9Y9dmCvhW2IyWfduYiXJohKy1Nq/nou4Bf58dDsG8T9z00e3dONl4AWxrJXy2FJXcZ4YnIv4CPqkscaMdjkGjaBnMlQJz+G2wsNePvd67bV9Mzly+kN3HhKv1MTfovvLLY3L2CA4nbTxTi4P6ujSyRk8wUiLwV4QwsI4c+L7LyA9wW5Xa6gdwiiNuBtGNtX12ML7eN33sGU0n/9zjMGvB3cvi0dwEUj3F62Ffml6YA33xbIsijdpM/a2QOZvyqroumvK9KV6vVKWggcRX2bJaBEJH/cKo9+rABv6wC8HSa71AFvVgxr+rOkD0FVya8Ab17/k6ijadTNRYyFv/3oI8uHgLdjp88Z8IbT1ADQseYBvOFDFI1vOS/SQL/PBXhb4AmVaNP4YMaPUjtHNqS9GzelzbhQ5U+f9ItWeAQDgbcdOPt0C278poiuj36nAG8oFGSfUqwFjMS2CHl5v4UOeGOxfz7Gu5bWtHIdWagIPxnwdhbAm91qGsDbvwN4u4jLFS7i9voOeFPZehvwccLdmr9qyFD76TTeRtOhrZut7/nRN79mEvotnDe5ecOoXfQ0jDkJS5AfAmg0L7eH+FGPk8ENVQPDazefO+CNpXCTGVWSbGQvO0vtWqb1WL9Bpq09m26RlHZXwDG6aGQLeGMPOd4Bb1421oHlUjS/XqxDtO5lqOa0so0QP6w2VV1pw+InKtqFqvbt3LdPCdyUwJuKvxbZFbeaRgSJc7WKREj2NSotNAyAQEPjhE3A21QAEWfwVXMKk/dXcb7Vc6++msZxzs1/vvmGxb9sgJsDb4v2tROjHM57M8NGCn7e6LyJ6ou8tIycEL8x2LLx5kWuvbA/m5/xqvpni+ylYqAbQAYuXAdm/Yy3Rw7swxb8gfQ93N72CDTe9mzelJ48eMBibY7BGOpOYOh5U8ksB7yxOJS3nG85oqz8MXNSaGevUQnU8nojLNuBN9S7iY/bqsL5QN44/lIe2R5mhlxg3sMihIMzbzr6ENpvH1+4kF49fiIxzvs454lmCmeF2Tlx/CqmL2PgY0ZyJxFxX8tHL8BoOysMMkk8zWQRtDrjTRpvBPpMbJE3LbIMeGOeZ6GFAF5DBN2gRbUOwNvD+1zT86+feSbtgsbb3bhm/CC03tYBUNwx7CABT2ik8e9+TBNGzJV/+i1n8js5H5KViY0CZQd/J1qGoxWAhRWOdfziNjZB1NB4i7P5/v3V3/oZb0frW00v2xvrVlNqvOlML76245leYWr3fJ+clwA8lYt4tPzKTy+mM978OUJVtpFH3kTL/msYjDaCZARn80nj7YdPPd641XQI9b4hwODlREppd/bKJVD6FMhrXCYQFs5wIYCOj1D48ETwjYDDKx98YAwJvLEdvnPuYrqMW3LnALTPhKbanM45rdqN1Tp+zDYODoRInmhr8kptWTcKZTx34/i/bJwXPNgf2ENI6JxfjTQMmeICdg9Atzu3bDPg7Qd/8LTF/9aR+9OG9QDdIGeboBVLOVpnnQrT8rz5R7NIEPzNFS/gpPTx1mF515Y5e0u1mpxdc+ijedN3+aclfffypLdXSFRL20ura2FY6bGiTlW3jYheqbXG2xz4U+PtjIC3F39jMajxxnZwCcAb/6jVvTi8wcIW7FxfSmpJ1bS9watIQwhQpO+vES/TabyhwqJ8YkApTcp7+m6rKWXJTQe8RUHccla0dx9RPPfyqmrXAlDZOUjvqe5Czy224gh48z7J+8B+co5dnFszVMDb0YbG2wnTeHvlo1MWdemtplWPF+03yyZilLxEysp/jLfh27A47hU5b8YTvwXMSbiG5bxxcM7PuZTG27P4sHYQ8/z7easpzni7cY03loZS8vQ74K1RRd3DGpVAB7yhpfcDbxfRuLnN5rXfv5Oef+01TMam0r+89qoV+QUcdMttXYvYWrNoX/nZS/rWtXKTAhtv/BHoopHtT8Dd1MVwUPUJRt62Yh1QCbfoEc/5Mg413gJ4m3PNo/t378C6aSB9B1tNHz54Jw6U35Kevse33G3X5Q6I4wgGeXgn0w+8KWV2g3U+cxbkyO9QYiios9emBMoiuTkgXI/7knqrBjzVluSAgxmDbbsoGNOew8KU5hQWIlyUv/zOu+nj8xfSB+fOpV8dexu3+S6mt89fMppJADhsQwTdFkLjTQvqEO0yc7QY/kPghaYG3gY0CY8FvRbkTeDN36A34G1rkYtuAG+D+FuHG4XZBh5AW6D5r9/+jmm83btrJ8C37dCGG0i7oPFCI+CN7UBlorbQmmGLVf0oUjVYl+WXAmVXHJetSgRo8ZGTqeMXN4NVpZ8UeFsEAJG/5AVr3dKoKVA1vcp5Uy5agbcIjI+oyKWomeFwLwHeEoA3v1wha7w9xa2mG7BFeFvav22rTaI2ol5p/LfB2fy7n9WVQOlTUCV9wNsiAXdU0xgOWZ5E+zwPwOGlEyeM8f/x3POQucV04uLldAX9wjwQpVlqfSMCYG+jwZTYbP5GbUvE4BPt1SiQNmy1PLVz93UCjU8C3sTPBT8aUQjhwox/fNqA/LFdH9iyNd2zY2fagpuM/+Lrf2AM/+C+Q2kUmm6Uo1FshaccDUUjWgK81S/g2UkLUValbwVRRgkklUFcWTcCvBXeFYPO6SUQVd5WHOpaGFb6YJe3XLeNiC5NAt4436PW51gNvP3y1xbjP44eNeDtMm66J/BmW00z8KatppGqyY3zVh+a+70q/ZzHDnhDhXl55bFPTSkaTge8VX2pRr+6LdRuyliUX5YxkzsnipKuJJFO+cruC+4e16AEVEmywTI7Ve5uqzk0Eg1aUTbC4kHsPg3wNoVx/8Wj3Gp6cwJv9VbTDnhrk4LO71YogZsaeGMBqjP5rDTeuECktg6NNN4uAYgglv7bdwC84Wyra7g19P975RWjOY8IOJnIgLe0LPAWYBtzL8BNtnHBUBdp+uQsOtxYrTIsT9qCXuWgEukRdMNCxjTeAng7tGNrAG8Pp4cAvPFMq68dusc47Fyn0VjAm5Y8yEv09CVPkSisgZVWDfEO3cBdymutXVokk2/tvl46qstCR1ksNWX+sej0r0gIRn1Sztge5gN4Oz2FL/zwo5bbyQsX0wfQenvx2DHTeHvz3AVjMwENMwJvBN201TRLlybRpKxnDczLEo03LIaZmBF6RG1d45qX729nQsX5cT2d8VYBb0MBvB3etZ2M0l//sW81vQ+3+96Dr2EE3naP+slOaw28WdattJiyXlZ28ckkJGsYFkqTiwc7jyV9gpPahwCCb3bG23Iab+OTBpgwijTebh7gbanG2w8CeLvDtgh3wFtDTD7lg/oRNv9+4E0abwTeJuYIvI0l3ej94+d+DtF14O0qAIh5rPDmoPHDtm7nnSJfawe85R4k+oS6/VCKQ/gFvE078LYJz4RC7ti2LR3auRvA22gG3p46dLfdnLsR/ccI+iu2qn7gDftUveUy0JsdHG4EvPHJ+1cQXA94AwmSWrVZ2m+vOuqXnzCqvO1FtVhtgg1N4I3xSlW4qwbeqPGWgTfI/z+/6MDbf74J4A1bri9T4w3g24oab2QbFZ77a8t3SZn5yPnsgDcURpSNxj7NGTrgjaJiRtKjj/Tq/iywv11oqt9CJD7BNiz5ym6Gdk9rUQKqJNngmZ0qd7fVHBqpBq0oG2HxIHbWt4CQtnZc9dNzdG3TeFst8Ob9V6So9aP1rvpc5inmd8mZK+N6f5449un9ZCOTZnJ0UxLwde9S4O1haLxtT/cfOJCeuv9+rF17aWc+440ctH/GeeY01O/YGl0pBY008aNPdy4es/9N6CuepRSa/Jopi9p9u9/bpwRuTuCtRVZzA1ZLzPbSyhKQ5CFN4daiwzRowINJabEwFQv6CTSyOfj/7r330guYdF3Ftpp/fvFFY3dqZi7NYcXSW4fF+xA0Z5ix0HgrDdGbJxu6gDcUtMXHVQxmNyfY7mfnWCG0dD+IHvE8Nud08T6muebg28CCq9zuGRkyzZBvP3IkHbnzALRFtqdvPfCApXgAX/5pFnkIdXQwypMGcx22H/2Q0ef07Ik/kT5dyovsCFNec5RlHIXTMgSd9w2VgGSlLVI+Z4mBqqAAaUQv4I1yPB/aRZexdZPkx3Ct+FlsLX3vzJn08zeOpjkMgL/+4COLegW/PGFpEQDcwqBrwBTtTyOBsJBLJKz0DTICuIv1EYP9z6VCbcAPXcfCHuG2jIKs9WIbLJf7NNR4WwSIN7AwlwbnZwx8vmfLZgv70R/+Udq5eUt6AFtP792zKw0jj3s3eVvwDadI13oAz1TpO9qks88vHr0XseSYm3CIVjbTCSMSPWcbAdH4Mkl2kMg59POZQ5ksC7y9WW01haYS2V2Lum0Cb8E7gASVf3mfkrc6u9mtt1Pmoi+N7svJNEGT5hC2M0KNyLaabsB7j+DsvWceesBoBbxR4+1An8abNiUqqZKHzrWaEsj9BIUh5Gsh6gYK3SZmBBjGZufQ5q+mX8bFQn/z/As2Hn105VoaQziB9nk7boHy5xpvktHM2NhFIkosZMWT91p0gJ25L7SavOZ1eA6Cw9zoqdRepvyE1h3Q4lwP+b5n16704IH9DrzFVtMj+/emYWjnEnZn2/elh5i69q3aH3MikcZL26NASgdWmG+OnJ67siXFSJs/naA2y+OTPqmqWuJrfsi+WPKtRedAyIjXmEfWXE3A2xTqmMDbVRwofvrKmJ3x9k+//JURP4djFi5dA/A2M2t/rvE2amE+3hWpNZmJ+s4fLSPftDTH81zgtxdyl+W+iF0GpKJRev75C04Y52g29OYggYvpzs0b075No2k3djl8H2f80nwf54hR+3sbFp+jGPfq91ebMkL9RD71qLaw0vjm44S/cO7r9b5R7j5yi7kChQ4hripPbVmZ64C3UhXh0ly9EpdK+IJIRdtC5DWV2Wau7mgP7afunj9JCfTJP1nIKw800Y5WqIbWIJ8GZ3bUeHPWsAXs58bpeScExTGXUfNWU1yaVIA3v1zh5f6tphg//fxmphAvoPfIH6EQFGtCNW2RaixlLvrfJa8nGaj8Bm/NRxexdmX/Xm81fTAuV/j+477V1C5XAPDW3Grq6bGv1Lwi579kjgkzdRi3e5rX6H0sJOqp7w3oq3damgZ5yhQq+XT27VUCHfCG+u6ANx+pO+Dt1m78WnC0vYUWqBamsaUD3qw4OuAN04yYWPRvNdUExOy8kAoJkxxFKdaWnXMED82fLCxmYb0OeLPi+KJ+cj/B+os67IC3Dnj7ouRx1ek2+ptmLC3wuOSUfHfAWwe8FSlZbrFbL5clYLJLbPWTmYsc/IidBzn3XMAFLzTD0L4fRPgeaN12lytUZXlbOiVTslEI2Slhclt9WVsxibIR1gFvVhwd8NaQiu7hJi6BWwd4UyHmxV/utRRS7KrnElKuQCLmNEXjDdh0LDonw6YGCamOfnwy/ZrXKo9PpL99/nmL9x6+fM5CS2Ng/Qi03kLjLa7wc0VWkjFv/kdk3kwMzsqPo/vNjlbjN79qWTg8NInkmVpm4iuggwXgDf7SeNuMr6BE2r/xwH04YHJfugtf/XnRAlM5vHOnRzctI/9ioAmDtPD8m6hQ++jila6n7vkKXD8PApEnxayKP2K1Wzl+e3DnuyYloHYiu2Iq2YwZABffrG5S8pZSmsl4/uDiFTts9TgOYH3u9dfTLM5/+unbvzea87PYmk1ZhbbbAr+IsWIlE1kYyJV/MGrDYfOjnEVBcC+2W0uTxPOhfIGKhIP8odPb1iK//uNdetDOG4CbX7oOxDlu/+XrX087Nm1OD92xPx2G1hsP8D+ALdg01HyxdCNftdsI+JPzzwdPl67a6EwN94t3zLQlTnaJpGZibhaAB2aS7CjERSvP/WqNt8vaavpKXK7w5rH0PrYHX4DW7gncUEt211hHMKbxBs00+pkGCBwrAm9RThZ5yY+/nT569qRVR7nQO0RZDgTwlrCdyzXeqLkhjbe41RRbTbdBM/EgtHap8cbLFXTGW6fxtqTwb8hDY0pUvMXVxyerP1TleZx1xTOtzly5kp5/65jR/O0Lv7Tx6CRkaRzacAvYhjEfh8tDDdXzoHZfMc9jYM5lyAraiMkd/DUGUxLdlC/T/EpNk+UeAuXNhHaMr3HG2wHc5D0K+b5/39702N13pc0jI+nPnnzc4t8NOVqHrea8UGHIWGLElkZA2OYdDTUs9EkWnZkMB+yYK2g8z/1dUDQsRWt4dg83XAISjSqivNDLmC9tuflJlYbKt/1VILnT2YST6JO4Vf8KZPvUpctpGtq4//CC73J4AePcJcwBr0Lmr84CoEXftoj5H80CNMloatFQYitrvEXOi3AZH/7kvIppp/Fml51xHv7KiQ+snH783C9tDnLs/Pl0bmICF7300nSMObhhzGgkG/aQSzWXrnubv/wUQ3aQ0FJ1KVaOAhnLA5x7dsBbVW6dM0pAMiUb3tkpYXJbzb6t6ERpYTm+U2palfs/DpIxn/RdThRVj0RtN56ryh5yIubcR1s03l4KjbdLpAdtD7sSNLdTk8qa4HXGY3zMXlVe9Q6yPffNX+VTbasX8wpfv6P3xhpcW00Pb/EdLM+axtv2RI23r4bG2+7GVlMWh3p+pheZijKickLJkzIcs029j8Vyqpqa3Oir+D6rpq/40C1TqOTT2bdXCXTAG5qKJv018MbmYsDb8RPpCgb8//NnDrydwGHTnznwhk7GJvToJNQBrQZ424Qtd2zwXyfwhoXHXbt32XYDNvMHAMLRYFMQfvF27IBi0bIUeFPHQNJmx1EDhpkqOkV1O7mzZYIrmBx/BZou6NOWgOpPdsVPi9YYHNqAtymKCqJ8eOmqAW/vBvA2B+DtP3HJAs25fuCNnpoEZ2Egl8iDJgMa8OBNp/0tAd5iEg0+FptCsxzwhq2mA7jpiMDbfgFvXyPwtsmBN2w1I/B2Rwe8sYaWAm/w68V1pBlQUJ2ZHfVnsft/vDV3wFt/udx8zxpT6irNwFvMMzPwdvlK+tlbb9lL/O0vXrTx6NQXDLxx8uxiWcawJOANN3lvMOBtX3r87oO41XQk/ekTDrzdhXZfA2/sUXROpNC13F3hjTU+FWwkfGwS7u7cTvIY2FLfYtQS1HndQAm0dD/y0mKTttyfFHg7CeBtBsDb/10BbwR9CLoRfOuAN9ZZLf/uzlPFqJTyQYrL+1JTVuMaKNjg1OhiPqAggdnd5Qoqbdp5H6kVo5dlcZork6jM6evu9q5IvrL7+HWPa1ACqgvZuUrgULm7rebQlqgoLaxixedPAryRxUpbTdcaeKvzX7vtfaqfMkfxl+yAt6pwOuctXwK3DPCmki6DeV+vIwKzo0mDpEyMnWAhwAZpvJFCi47pQLV5uDy5//7M2fTaBx8Z8PY3P33OGLx14UKaBujQM403nhSDUc6+SDI4Rrz40uqDnX911bwjf7WPtBhLwJ8mjKbxZp0xfOI1S6fq78ZzS2yHPgh6ccbb8NS4gWlfwYLjbhwmf/eePelPn3zCyuCJg3cwKdwV6W9L0E3AmzpAarz5P5QK86fEGTG7VaIIV8S86HCPRs2IhjyWMa0kYtIauAyjznuFElCBygZprlPIKMqZMuZyVrWJkOmTV8fTGA6Xfvd00Xj7N5z1RnNmejbN4AsUz7tZGMTR5pSdkAnJe9ZOQ0PIE4u4rjDm25BjyBbyUKQQWUT6nuMA3pjtaGZ5++zCrMsytnb0Anjbi9sLaf7i6acNeHsYZx4+CC1QniN2cPtWCxuNNmgLcPNh2kotPHJm+dwURqekd3bhQW7Ryq5ii4QsGwYBwaudxHkpOVWfXWyBoMblCi+HxhtuqHr/zLl0kRpvl0LjbZ2jKwsoC6qDeFpgQIeAt/zekRNLtD1X/gqeN9WNgFdOoJhPCw2eA7w+kAaLW365XA/eG5D4MEDRbx+534J+8NQTaTs13nZA4w3nvFHjbXOAueplPUUj735uoATKpBaRQog0Bi2EPJzFWVfUeDsNEOI5nHNK83c484rkZ3DL9zguXuAXc2m8LYbGm3+YITVHMx/71PbVF6glYOQCTciN2paE20JcTrKEhvxk4A2Z4SVDTIuAOw212jbhK/fhA/vSE3ffnTYBgP/eYw9b2IGNG3HmVQ8ab3GpApJW3hbjhmRmg6nWsqVbVdlx+ejHUKdQ/t0/e1t6+admlj07xw2XgIuDRaN00VRe2V9h6ks1ghhB/Kje5uI23gn0Q7MY/C5Be+pDXCI0A4Dt75//hVH/6t330pXJiXRtbsH+HHjDbgeYheiTTDRVz2E3Nd5ciqO5IWbkvKC6xo8/YpMHyk7jrdN4C+nogLfcTG4xh3oq2ch+dqrFux3DXOv7GUWO1yQpa8QgwFia58g2Tsb8HsHSeCPlRCR4FB/Vdcbbq+80z3i7iPk8aWuNN1siwq/v+71nKubWkRP3Y/zsarorb3OWOYpzMOANkc2f4z7PdI4x//7No8b3+48fweUKO7Dba3966vBh+wDf1HhDPLJTJxyZGSgDfJU/5XwtNd7IUyVAW2575e7nNiqBLzfwRtFWLxYy3g+8cQLGP5oZdRaw2USO49bG1z8+ha2m4+nH//FTo3n97Jk0xQUjtxqsC+AtJm9N4M1aOOJEAw6r5Kc0Oi16NGEsk3tL0n4wLzSjvBrwxl6EnVActDs0MYb3XUgPY1vdnTu2pXv27k1/9tRTBqJ97d67LT7voOPClXQD0RkrJ4MIoZuLJ/kp++pdS/6N0HgKZFFHEq8aYW6t9JvTqonEpDWwJuzcqysBFSipw50HIBeuArxhgA7AbSbsM9cmcaD6bDpO4O2NN2ybx3//7RuW9GlsS5uugTdKT9wGpDEtlh22lljQ4joDb17J9NZWU00wJe+yyTo36eDTW8SWRY7+2Gram532ARcgDs0PIf/bseB+BMDzERy2Pgqw6S60DRrdbFh6AEqwl00WOyVmMbKvPeUS1fs0fEUrW60DRDmiRah+WAAe2E7ivJScqm9F4C22mq4EvDEDVr5MdDngjZlWwlWOi9PzthzwRjr1HQLeeuhHudV0PXhzqymBtz9+8D5j6cDbRrulijebdsBbKelP6yqTWnAKIdIYNM99eTBnJifTJQDtBN5++sab5vf3L/7GJr5ncdPxBD4+cavpgm01BZs+4M1BN5digVuqf7UEypzatewiYx7KhNUm1fAJvJkoss3HGDYUk/B7MfHeNLzeLlZ44h4H3r7z8BHL/97R0QDecGWLZQ18QqYFvNXNXS239GEB+RpRyDs7JMtjUCuS+cZPm18d3rlXVwIuTkaruVLllf0VJllqA970sTUDb9iiz+MSLmGu9/55fFwF8PZ3z71gPF967wNcuoDt1fhgMM6t/FyErhfw5pVbiYTEG980anlhH5ubG13GGwOe23rGUxYXCWMHvHXAW0iJ5kWVuGRRCpK8DMntwAJc3rJsZWI65Cu7Edg9rEkJqKeSDabZqXJ3W82+LdmVpmCrAd443Nsf+zCM38zCpwHemEetTcv7wFNraRJURm9Kr9pdkZizzFG8kLS9tR14823/33+Mlyv4raZPLwHevJ/NH+2qDAh4y/MMz0Fkaa2At1zZ4Ks31yfkSKqzbpsSuH2BN/QS3ri5LPCGMKvOIoC3/5+9937T60bOBdHdzDlnUiQVGCQqh1EYSx6NZ2zP+LHvtX1/2efu/7U/7LM/eK7v3rXXE5xmHWdGcZSzSIliDmLOZJOd9n2r6gVwzvd1ixSpNDqH7A84QKFQAAoFoE4B2H/qTNr56XFTvP1VKN7ePHzIvgrwjI8JWoxQWTXg1jWu0iLvsJOHwJA0in6XFx+RF6G16Km7JsMr9VcWblqgcH1E5ZstXULxNnjpPOaaE+lO3N64CttqNmK76Q8fdsXbU1vvJMrE6SInooOmeAthZDG0hguVH2iTaBD5WqBlwU/6BaQJZgQ0yiGYyKOf0wNSI+iJ7IehC7u+GlDFhssR2B7wAepZijeG6oy3kdCkHL88nC7iRt89uNX0uVC8/fLt9yz1UVjHXMWChBZvY3GrqW4D0nleGtRosToeK9kJrWgx07Bmpmss6TafRC5+d0oBhf+amGjR3Fa88ZKQ5XHOyx8/+CAUb/PSPVS8QSFNxdttGJz53DqLN2JTXcq1EiFcbuUTCJM1HkREB+sFqfBEpJpvSsXbFBZvlF8ToWixeibeHsUbCWQE/nLnZ1j9FNqy4o0yAcGUsaJTsi/zBLZu8QMAFW+zITOpeHvyzs2G+EcP348z3uamDWirdbB6oxp1fpynpOlKybWmpfN/Vg2USS0go3E0Bknx9iksJM9cvWrnXUnx9v9K8QYL1ysNxRt6dyja2egcGorizcco0qT2d/ps5AKct6Jc5zNiCZ7LEKTVYbPiDTzD24yZZjqsXfncsWwpFG8zTfH2wCYo3uB/etsWi1uB896owJ2GMnM6bXmov4XFW5YtlsJ/JKbyipY0CzDozyOmk1iltoya793b56sBsoQ9RaWQg6qYHBtt67wUABnOG0qKt4sYv/jx6BSOEtl7/CQs3kbS3/zaFW9vHTyULsDK8zLGpsscJLloleIt2tvYQW0fbqd4U+twUJc/XA0UrDj1pdwXo5FiXtltNaWs8qdTvEVFfOOcFv+TfgVVrWvBauw+ZZx0CkZ0wGcoAUS3Ht/0gcqUc4SjDGsp3nbWFm+f7IX175WkW00ns3hjRlL4lfIwcy+E0dMqR7t47XeClzmKY5DijYVkXG3xdvs8/wjy7D1b0zp8eLtz7Zr0yF13mcnACoz/fHihl9UH0JnyzQItCgbMolKzEObhceW28lKeAtWknG8KKWOOcDu+8ltDl9DO9+2ogW+c4i1EC4TGZAzNhhP70+d+TcZk8abUdNXJxmKg5yKE4UfOYxJ2+qwr3v79P4k4vbD743QZW3DGYO02Ng0HTSLNwDTv3OOaTPRRvOmw+DzJqGjMHTnIdqHDUC5igv6YnAjWFW8gCMQPYqsdn4mL5/AzntbOn5+W4Gybjdha94NHH4KCbgAKuPsNZh5+uYjlNlUq3/hoIVsuV1CtUUgZSBFW8W7kB20Ssqp3gVjK0hSOaIpf5dUX5Abw9E3fBZYaEMMbn4JlwsUyNnNuUbz5F59TwyPpMraX7cX26+ex9YyXK/zjG28ZziOwhhvmQhzWL23F27TWqMx+OxYD3bibnZAAf8DjWpwP5r6UowKogA8EHttuRl6GxVuCxRv5edk05+o/uu8Bs3i7Z8O6tA3bTedgC+rGZUsMFxVvZKsySDb9BBI9lsCgS/4eRqDsg0eFUViJzL42iECZNjpBAcmpMpRo0uSEircxgHGrad/LFbTVVJcrhDXgxAxIAggS5mVyhZ6sePP6U6yVq4c2kUQanc5Ijld/F42EFN1q9kHwEydE08F1s9B+M3E212O3bzCkVLwthuJtIxQp66B8o8JkQad4s7q52R9rEzFYyAIer8CHW035HMWWu1OwZD2K7cm/etctW//ulTds0nsKCvgrtHDtY/Em/p8wDbpnov4l+a5eR57ReDbRWnw7v/n4ZAThR/zjE2fgBs+44g0flHC+I5+7Vi5PC6Bgo3Xrg5s2prmwfvvunXdY3DIoS3j+oyveSBtyD6LyxwAWH3/hWDrRzcWKPUar15N1HiaJ+isjp4Pab4BWIZ3389RAHreQOPg3nDKtsqgIDWsyzf3qLPWRdNRUsCmdw0eAYfD08XPn00dYgF6F4u1vf/W8JfkQY95FWH/yBN1hYw4sWm23A/qL2EBMUjGOzs513nbAUoQmjblAyDGzi/pEZ/HWWbwF83aKt7oXf5P8WVIVohWUe3zIiCwACqh8EjN6r12hK2tjhnioLhXMY/9UiredH6W3oHg7Cyvf1w8esSxOY1ZNTNxqqmNERKZkmlxLEOOh+fEj2vReu8Ij1+IayMr4Svr5R8XbAM4057N5LneepfS9u6F4w0fau9atTY9u2eI7X0Lxlj/2Mq1BE6dTJdcVAaqviBv09U8+Yw5phUFuoDO8GbcCr6vkGbjzfEtqoFO8oaHVx9uKt6NUvJ3BbY64yfSv/uM/jSWe//ijr73ibQ0OmF6CxQcVb38Qirc/fOQBo5+KN7fT61W8caJIweF/LkIk6PNXApdHARRiJgtZfxeIZRgg5v+MH+XVF+wG8PRN3wV6DVjjqIV8Ydsp3lQfZOviZ4Vpse+V14e/Dchj/beZ3jtKnRr+NkhOjojoBAWkl/FFk02ikPYbr3iDAmUWlG8zoHj7TkvxdhsUb9w+0CneMpPctCdPvsmIwWjXp3h73cbKk1C8UUnxzVC8zYTi7Xars07xdtOs89Ui0ESNVATfSk5KR+VREXoDirez2Fo6jI8Apng7ctS2mv7tr56z8n6IDxeX8LGVSjcq38zira14I0EU1fqDt0fxBhDRm31BY34PFJaxCtUp3jrFmzEE2UvK/wigU5jKAzNIHeH+3tkEkyhUrqPpfm9lDagt5AJ39qre3VW375f7VGskobt1irdhKN4OGxlZ8YY5WooPoKJaYlmuJchrQi+FaOtbpggUPnttIAOHBj4p3pKd8dZf8Xbn2rXpsa2d4q1fXXdhX48a+MYq3iqp1fja6dVaurCrkqBawEKBD5YLAUKYgItOzoUEH227OYMtNSeuXIsz3n5lcf/85hvpIrYdDOOLgV3GgK11AzNnW9yYJGbgq3LAcBmjoVzBMj9LXb6e8ks+Qy29SIx0+lJLbLRko6JgUGW7eAHJJtI8WC3MQrr1+Pr/9IP34gPFQPpvv/9dy2UlLABmDw3iOy+323hdyNJNFremZANRzFqTRwm+IMdw5Z+phGzfBDmle6ICpgSdMrKFr3vtrQExWR0jvsdNt7QK4NlrtHoj58niDfeEWorzo/jaD3bZd/x4enHnrjSC87l+hq1nfA6eu5iu4J0Wb+ODVOtiehh9aVrwpiuUPA9ZvI15dysdgH0i+sVg7h/R8HTCq6KEcQ5Qx029oGEiLN6WRnf74Y5706I5c9K9G9en7dhuOgcHr2/CxSN8ZgOBoxVGZlH8hJGSi34R0ITIwQbR/plqotSGtYpoK956MiMVXhH64kZrN9ZAbfH2q7f8coUXecZbtng7a6W7yMkTnvHa4o0oUecDY15xA9ni0GVRTZslrn5Ih2iRAkcKRNUZwVUXQ9G2A9jeRYs38ggtlmZge/CD61cZ5j95DFuEYfG2GTJsA5Rv0yFjFgXd0bRRCxUhnfe6aiBPXgkd/KXuNhaHxR++cCmdxBbyo7CS/I+33zW8P3/jTQwvOAcLh8xTSTGBr8He38k63pnHpUiwxhbzuqv2Z59Sz1P/0nEPedFAYOGKUpXzH0U0pBUsbfnMDKvvrfjYtBDW3tuw3eThzZvSXPT3J+/YZDCLcPFLtnjTGC2iwgwz588U3s0yb2vs9QiPlLwoPBmJLEf99AtTXOdedw1Emxm8WCsSk38VxBHMH5/f8CItPuJxa7/gV1OkIe7ElavpEpRvh8Hv7+BMN241/elvXrB0B/ABluPbKBacozxKAbJogpcI4RFuE25sZvxpOpRb3YjzN8nJTGPmcdFsKAx3JrhTvHWKN+cIsFdImsIuhfEDpoD0AmWeFKy5CpXbiOxebkkNqC3kAmn2qt7dLXKqN2MNV70xJaSMYZQynoks3uzLGYNovQ0ZSO/lGOh2Hj1uxyi9suvj9M6efbbV9JUDhwzxKRBlyah0izmC5JxyLuOjQnpdE4XtYCfRqFBNGJ0VXLY4o5U718eVxdvG2W7x9vS2O3ER18K0dcOG9MT27TbWa6up7k5i71EeGrvzzeax7ma29nGSsC2LN4sLDJLlDOMjvG2/RXY/XQ1UNdAp3lgZMTHrFG/OGZ3ireohvyveGNwaxRHfd4q3XC0ajBUgxYC/x8RIkXLrEVdh4V7PRKkkQSNFgtxc2VOgOsWb18UU1V4qq/P11ECneOPlCt6x8jaTTvHWwydfu4BoM6OrJRfrBZ0Wm1idGaiUY2VBC8nRKd56m7dVp2UsqiPkd+krBTqR5eYJkKIA0Mcbg/J89WHHGi4kuca+rMV2T3fGW1nUd4o3Z59v3q/6jVyUIHs1k3G3yKneUl7PfLL0u07x1ineenmoC/nqa+BboXij+Bm3Q5g5FXNp5xZcEHScLWjGEGe4mLUP1Pm8xeo8rDLOXbqc/p/n/aDdn7/8crqAve/n8AX0Ir+2wwpjYtYca8li8VYNlCFFaWOWn5Zkbctf2h1JKmthoFsmJ2LCQms3ae+HYH1gz/AVK8t0WI8MwYpkFW5vfHjrHfhAMZj+t+8/bSB3LF2U5sPqjbebwj7JwobioJKhPP9hnXgZZPE2FF85PCP8os4i1xwkqzgLD1xtmAwMT4CoqOW9BpI/Ayvg6+NOVcapqLxlRbpRAgQffD9uijf0DXx9d4s3+n3SO4LbCgl+EaxyFXyy78SJ9PKuj9I18P/PXnrVirf/zPl0BdYC2eINvDkU6TNv2oyhZfGmCbYqCf1CSiUpvESqgbR4appM3sDrjJoYxVmHI7yHdSItDdg/uOfutBAWb/dt3JDu3gCLN/D+7cuXGTpZvGUGtNBGjohyRPVvC5wuSnkAAEAASURBVKJiZENgP5F9E3WJnsQHzFp8CKKRWVARYYqqL1c4GxaGv4aV0ihk10sf7DSLt1OQYXtOucXb+bh4gme88XIFs1hDmzHrG7F48/ydJn39KxZvKgCrhzCACIIHaKKHhxZvPJl3GiwWZ+B8vhn4mrpjjbfNn37nobQEFm+3r16ZNqK9ZkD+LI6z6cQ2jsVQdT83UANNxZs3ioakMXzhZcjhCxfTiUtXGhZvf48zHc3iDePiVVm8heXPRIwPsij30UEN7m5u/9zPyXNqRW9VjSq2eAhrIIEUizfnKZ7vNs5zHfHMjMsVtq8Nizec5/jI7ZvMwvXJ2zcbzCJY5NLijUq3QfwxZ4kQBBiMn00Hr8iCV9Z4GoPdpMkBpKjX6F4lq5A0Qy2j7ufGayDGK0sYrNVGIl5htKw8BMo496PVYny6jACGHTl/IZ3DZSKHcJP96zjfaATj2T++7BbdxxBOfh+HfBqj1S14SBaemjs6v4KnkAf/7PHpFbzkbQa6rGWO4vNi1SkqHdLS58KQu1yKSpamuFBrzgBt0ifSuvlz06p5s9PyBQvSs/feY8mf3bEDt/gOpkWw+pwN2p0CizKK3Ff9FhI8MI9FdYT8XkhRxQS5eQKkKABYEUqnyJDi1ihRYcovoswqByk7xVvhiU7xRk77Jj4t/mcRFGQ9kwHeD9TtGdJ+NIa2w+v30u+KnJEstE7KfCn/Yqy3cysRtAsXCQ5D7r360e70zt4D6TTmjC/D+pfPKXRhI7e2eLMY/ITA0xxQwbWrotZlyzIwInXUUZ2u+KNuwuKtvlxh/SzfwfHUXZvT6kUL0raNG9MT99xjx5OsxpFLfGjxRgztP8Zpja2dZiyp6JWlnda2hC/ldJoYpud62kewudlzQOf5ttRAp3jjbEEzhpiM+Y0vA+kKoi6hw57DQdN/+8LLxhM/ffHFdB7vZ7AV4QK3tmHrwcTspuKt7nxaWGTFWy15gsvUydURr0vxhrS+1RRb7qV4wwSRZRmCAmIQyrcVMLu9H9tsuNX0v//BM5bb1pXL0sJZMydVvJlgsjpxITWp4g3YZI5riPEj4VQXMZdNQJWbxVYA5fcKJnunjMxQX4lnqjJORdAtK9KNEiD44Hup2/op3q5B8cbnIpRuV5FuvynePjbF209fesXi9p9uKt44Gaeyl0/mTesUn6F4Qzr1F7kiVX2DOBUmxZtbaCKU/VFbTaMTfv/uu22r6X2bQvGGRcjtuPWXz40o3gjvi4ySP8Ps6dOQOUjECnZKF8BBd06WPUzoWCVfFNVP8fabd96D4m0svfS+FG9X0ie4pZlppHgrW025kARuRA7ewFbTMgFhUqetrXhTnRn1wW89ijcoUKZDgTIdW+B3rPZtwKZ4w1mVd0DxtmnF8jQdMmyJ3SINGokMT65jf+1+r7MGrkvxhu11J3CrGbea/ju2LfP5hzffNpl/5ktQvLEfSAmm8aQo3pyrJqBkHg+FW1a8rYHibc6stB2Kt4eheONW0yekeMNYTfXD1Io39pDoWcFgneLNmv+r/wn5YYREE/UjSvzSc5EWZJySSfF2CQEMO3j2XDqHI0QOQvH22sd7bHz7JS4T4XMCc71rVLxB6cY/Sh6l19zxxhRvzJPKKKIKN1NWyTUVpNtq2m01dW4B58XoJ0ZmeO3newapI9zff8xUqFwi6Z5bWwNqC7nAnr2qd3fV7fvlr7lfvziFfV7F20c4kmQYsu7Vjz7JireX9u43tN8ExdsTd27Kircn+dEB8n7NJIo3FirPI1Wp9VbTaJwbUbwJjdrhM101+2cCdgC/azXw9VS8sZazUGpXuSLkAjQzcPZEopigY8JWJmElnWnqOZmzDockWfGGL4zotFQ0DOPvPCzcfvHam4bzb5573hRxJxB2FoquCXwBGJ8z1+LGsvl8mTxRgUCqBmzyRDDRKNeSxg8ys2DZHfHdte/aP+8uhl9ESXAMxdxtENY+rDfe9jKAheziBfPSlnWrTfH2v4fi7QHc7rh03hxTvM2ISlb6aUESBYj9VdTSUsDqS+Si3gDWfABDFKU9jJwmTPUW2WWg/F7BZO+UkRnqK/H01MN1UnHLinSjBAg+FjK0eONTK9500YgUbxfAY9fQsG7x5oq3n7UUbxP1GW+heDPLEuYXCwyeI5fPeBMDW+74sb6CWgG8c1JmDQbYI9L5QgtNKnsHaOXFsoDnJ9AHaLOzJODbijcuxDd/CxRvz+EmSlO88Yw3fMk8ia+Xn5yE4g31ch4KLj6ueKO9xM0o3rSYdVfnY6q9ohksP1OQ0mfshnbjraZotiEoCGnxNh0Nun3lYoP9s8cfTkugeLsTipTNK1d0ijerlVvzw6/f3vVR+fSgkaQ45Rlv9B+C4u0kFG9HTp3OZ7z9g1m8Jbs5l+OinfH2WRZvbOB45PUxkZwBHsiDhYRBjCsAvm7FG7LQGW/bK8WbLN6uT/HmRJpCJBPKeil101m8RUN+VY6xUvBTOG1SLJisBb7W7gbOWxjuf4is+P08xg6G7z152s402n/8hC08RyCb/uPt9wz9aVjmjgBoHJbCE9zhQAT2R6RMjcf4FTFEz2g+0qnZTM3TqJ91irfo7+z/kgHR7zSN1ny8s3jL3AauU705i9lvsGAOySB1hPvFmhnWPAqV24zt3m5FDagt5AJn9qre3VV36JerhqZ+cTmMsshe6EYmWuPy1cZ8jPMti7ePIfuumsXbHjvnkhZvL8L6l89JTrHpmcLijVwauRGy8dThXr6grIqY2uKN6IAfuyP44bC2eFs3E5/TIHS/c/ttadVCt3h76r57zbp93Ww/f50nSajuWMv804yDEV7zWWAjVoR5DIU6fR4aYZEKwfYIv94/0xWazwTsAH7XauDrq3hjTYv3rdb1Irc0RV7sqSNUIOLt5hYY4g4guNkMNxRvdv4HOho3sYzAvTh8Nf3zux9Yhv/z17+xradHzp/HwuSSTcTGZ7viTVfTi27mnS8sGNdmFHZ3xogy+LI3Or4pKVxoiu7xUGS4uOCCBT6AWx6RbFocNE2rnwlYAsyfPTOtW7bIFW/ffwZ5pvTdLXemFRBOPI5yZkiKQVgw8KFViVGGV0aZ32KQV6ZRHtabp8sFUEEEgrQBkd0qqtSA0ERefZ06YV+Ary5QZbxRCm5ZkW6UgIDP7WeaECwF0Oj+D7wf/HYVKlo+F/DFXxZvL+HwVd9q6hZvB09fsK2mteINTGfp8llKtgrxPHoUb3mmURbiqhsVLYMYVo/NW6OxeDKlDpQ3vtU05a2m34+tpvfXW01D8TYr+J1lLk/tZz8QJewPxV/gweN9gnNQE12drI8fwNEnc7LsKeCiSVG1xds5KiHxPP/+h6Z4ezEs3qh42w1rDqY5FxU3PgMHhKMOOO0wCw5EyuJtcDymJSGLrCcHbZYBfvgRQFOW7LZkQJ6KMWPJC9fz2lZTv1wBFm+wVqTF29blCwz9nz3hire71q5Ot69aaVtNO4s31fzNua54swZhoxgyjaFjduCyK958qykUb7J4e8Mt3s7S4o3jJhXt0+KQeSlzQ9vgigXHLZ7OFmvoMDHSVP1L0+CSRl/uc//S8GjpQTl4PVu8xeUKd2fF29q81fSJ2zdZGRdi0cDJPWWSTcQRKittzcL70S3e9u336NnG497Dxd+6qCj3e8tRb23XIrufG62BYA1LFv4yhlWRUd0K4XZ6PibnzFd0YqdpJY2wj/lxArfX8yKa3+78OI1gLvUCxjk+58Eco5SR/MhqFm8MVSaZKRGGHBCcty5FFFarBu/5ixalE5CozZiBTnl0W015i/JZjGFvYgscn5/85mVro10nT8Iy93IaRcVf1RxZRykYpH6iLtVuCrZ3xakN5GYgNq09gtQwZx/tNa4F7nEeeYGHVrhDUHismDM7bVo4P82dOTP9+eOPWtxTsMiZj3Ba3c8EMuL1Tf5s/978c75FUBke+2mDhyjtN68RnpKYPoXKbcZ2b7eiBtRIcmucXu8aZ+qYtr81BWtH+3sG8tm8BdaKNwZgrWs7u+DVVtPdJ06a4u21j/dC8XYwnbp0Kb24e48lP44x3yjvp3gT/+ROkbuLpa1/Kooyl4vrNCsgfJHrntp7CMMpL1FTcAdHYWiCZ+0MZ/jHsKtl5YL5afumjenJ++8zi7f1c31tnsf7qH7mydkrn4FYpDNMtFhE9dNsNUHJdcBc7VW6Kb3N5FOCdpG/WzXw7VW8sR05YHIBIaHUUrxxfWiKN1i2/cv7u6zlXfF2KR3C1oTjly7aVtPx2Go6Gtvy2J/Zp9gR1bcGehRvROexRV65UPGFiouoongTppiEAbduapHFGs91owJiHBZvE1BCzMN5VquXzLctqf/92d8z+p/etiWtXLQQg71vtSOtg7FVta14YwIth2Lummk2MawJhwqQXcvKfoC+4aoUDMz+AMrvnqT5O2VkE/TLflMZbzTfW1akGyUg4MvgRk5Hi4Jh3dayKN7cfmwgXcDAO4z25lZTKt7sVtM44+3gGVe88Yy3ibjVVIo3naXEpQ4nlH0t3vICowy9qhsVTSBexx57vYo33mqqM97mok/UFm/EZ7zsiO0te+GRkothGvzrePqbtHms6Gf/uv4HwDF652TZU7CIJkVNpngbgzxwxdvxdOLiVIo3TsJAMQoyGOevZcUbFSlGU6FNlEjx5nR4iaXAqTu3xRBI8mIKxduWZfMN/Z898Qgs3uamLbidkue88VbTpbBW5COZlOvYQruf660Bv+HbGgRJvPXUblMr3njGm1u8UQlvFm/TvE3GP4/iDfxW+pRa1ekhz91yxRu+8PN4Bk7C/YMA+F1MFNlfl+KNzB1jnRbJneLternvJuCCNQxD+MsYVkVGmyrEeBthrvhyjlfcSWytIk/vOnosnbhwISveeD7my5/ssazOQyViMhaLTirf/FEmnLPxARLwLEO1kAsdNEI6xZvXetSTOepwbJioS419EgUxH+8s3sBTrDM8ncWb18M371cSR25dAm/dW6Z4M1lE/JzZRn5a4yr7Poq3T/BhlhZvr+0OxRs+RLyw+xMj9MtUvBmJmitGNWmeMJXi7dGN603xtm3TxvRUKN42zJtnGDrFW1Rk53wtauBrqXiTbGjWkIdqoit54jBlWGqmKW8SQBrjdZAiJ248pJnPQNx0ZS4m1syRZxZdxuTs+YOHDeZ//OevYPF2CV9Ij6WD2IbDM95GdcbbUCwMbUEBcCAwSxymDAsSbRX1L+3NCQcOqbI8bMGBKBebTpsWRprEOW6II+Qhxds0ryIo3q7hMglYkGACMxdzPi42/vIJ/9L2J488CCu4JWk+zktaBCUEn5jv4AsBB3Z/N9f89JXFbp4BMM5qyKLtJ9dtLEoYGCRl17F5GvmVv4dO8ivgSaK/ymCV8UZpuGVFulECMrw8vngoFm/kRKfuaqg5zmLrzRUoaLkV56WdH0HxNpZ+/srrVuRD5y7ibAgcdF5tNZXiTQvS3N+AVhZvMqrSxJsKJSmVVJfiKS3COQBr8qkvVrxa3PBD2TyAvsp5+9JYUf/g7nvyGW/b43KFzSv8HDGd8ZZlA9LJr7ap6WHO/R7RWMdlSFVxHTmpH8BafGSYjAkh7ld/0aJTirdRyDJZvL20c5ddrkDF275jVLxdSh+h7UjOuaibcSqyYCVgC1IuclCQHos3Wz2SP0hbLDKDpFrxlieNIjfLgKgATqQ0mXKRhryQCiinQUHIC2F4Zt/tC31rwH950i3etuKsrjtWrzKLt2WwGOCT12X21v2wBsQLqo1syaWACsZh2S788zbVmVVUvJHP7HIFnvHGraZh8faL1/1yhXNot6tI5oo3t3gbC4UEt6vz8W2i0fbBsPlsv9zP2d+9NXPfEv+Dj9Tn5UqRYXKCeYBvxmGxxGfmuH/9lsXbNp7xtjnOeMM5p3wW8ow38OUQ+RzvZFWxqzyel9eNLJcmooOrjlyR4yk1BkrO6b2JXbnIJTXdc8M1EOzEdJnfJVNqZFHNitK5k2w3oYj7pNJhyEXeevoWLKmOnDlrirdX8GGJHy0+OHnKsF6BcpnWjlS6SfEm3HbMAaAGjDkhz5B34RsR1Sne0GJRGeFqPyn7VvSvPPZlAe+eTvFW5JTmPrk6WauqWrFb1J/mMh7sQP0lkELlClHn3roaUCPJLZjz3EmDUInq8Wnu1xPRCFAe5AAfj/PcS3Cc71Gm4R0HE1noXhxFchXj6euf7EvvHTiMDxEX068w1+dzDBbAhB3AGDoQlqXilkx/nvP1sqQhwQ8pKtQp1F3OAYSzTa/CJfdri7c1PgVJD65fnZbjQi6zeLvvPqx/B9PmJUsM+XRkShx1/Q3GXEXrCOXBBO35k2g2ZJnKOkUTt8N9xm8z+WcAd9G/SzXQKd4wg+oUb87SneLt83XtplC+fhy3TO7eKAEZXh4fnDvFm08M2IJqm07xRt7gH3ilU7yRNb6WjyakIq49cWS4YNxl3+ef930plTrFm+qFShT6WW8uDVRHneLNquXL//HmsHzFy+0FmkWG8JZyrFO8dbeaViN6i2/JLBrtxWByK9AIEmTWMdCSSIwWeLqtplW9dd6oAfGU3FIxWXGV+bDEtX214qgdV96VR6d46xRvhSs639enBr5BijdfIKjqNADau76YTSG4pGfPX89tsISAgkvtuT1h8ebWZTEgY4Qdhrb/HXwN5fO/nnvOznh7Z9++tPvop9iCMJiuTndLjLHpfnUxT5Kx20Ap/5gFnDCqwzLHP0fZwkijdxRmIvlX+wnuObewSnAycz62nRWRBLE/fMHX9jBmhMcPoMTB5bAiGRjBDn7k8z3c+MLnTx99KK1fviytWrQobYTLh9u4+NAyzlzgIZXEn8+osxiEOYi9le/HHtmvGTSoBGmNFhKq6xpMBBx0fG5HhHwWghvI73pRTpbllFlNhVwJp4JRplPByEoF3EmOI6gs3objy/Spq9fSZfQDWk+9GBZv//jaW4b9yIUraRgWcOP4GjZmh63j+398FcMmHYNxXnHc48FU4hcpt5zfVCh3x4I51G/9qxgtCMifXqgB0EWLNz9w1S3elsXWtx/gWvHFuPxkB8zQt29Yk2bjXLNNX2eLN6t9FEfVYCXVjweqv2i+X1u8XYjAl3d9ZFYbL2CLPK0Uj2Mb1S6cX0RJ53ebQibZGW/s6fjmxy+gyLSfxVtpuzBVC9qYhv1bf0aliIv2B1IE4490xZZ2nfU1BHQE5xb56WhDbh1eP8fb9sePP2iXK2xfvzbxnLeZsDZZjS3DfBwCae3tFv+Q3M96pshYyacA+Szsk8cLeR8I71klor/izce5rLSwttHY5+NSUbxdSidxgVDD4g39nWnPYhseLd7GsXVTZ7yNaaspZImRaTKlSbDa3SzWHAjt7/lmS46qv6vPqy/kYRoBVr/gm8S+j2cGxjk+W1ctTwtmz0rbsEX5odth8Qar7qfuusPiFsPCkxZvzvHOe7mdsoeE+Z+C9B2+qcDxWI2BQyFD9W4ZZg71MnrFeEzmXvWXDKv4zm3XQM3jkv0mVwzQ20Otx6AQNybzGD5AS1+0P8NHQk6+d+gI3sdxrtvudAAWbkdOn7aDxdkrjmJM43NtxkyIRvA6ZJqd84f0E0Ku8Y3jD3IiFb0KW7d4Y5uX+RApInDI1CZzeFRmfE9vuC0HpB3zueKcgVFK77QO2/JXzZudli9YkJ699x5L/yzOEZsGmheB72dDfnp6i7I+4L7qN0jKIeqLDdoERGwsUcEaVerdB3Hqv2gJvhEcT7idxVt3xpszxLfkt8X/VaklE9ibPuvJw0UfQOWQ+5j1NfY9PLlzRh5cyIXF27XIdx9uML8GmffGngPp/YNHbOv9v2PHBJ9PsQWV+Ad4xmXM7drU6sMU4QstfCsPwxVXy3NCcM5i8gS0CkZ0l7w8xizeeKYznpWD7u5YuTwtwdi/HZbuT8HibQZk3tbVqw2GRytxFLb6Awrik8WbKGJYyceSGU3u89/IPYICOohtp63T9fXfcIK+WK4zMIg06FbGdZSwtUAU3Lm3pgY6xRs6+Wcp3q5iofHeuXNW46Z4w2Gub+/Zmz4+chTb5gbT8LSpFW9MGOsDTEFioWGCL7g7nM+neMNCdMxxSklmijdOdiiYrl024fH05g1G/5899nBav2xpWgMT3E24LZBZd4o3q5rmzw0Inn5yq4ls6rcps5oKuRJOBaOsp4K5TsXbJZih74MS58UPd9lW0396/W3DfkOKN9BMyzo+Wld8kYq3H96zw7aa3gvF2zYo3uZgEbJxhZuffy23msaUQ3VjFZV/vME1+dJcKiveAHeBygg8Ury9iFtN90HhdhzbBnZBacqaxwZ5g7kexZu2UHFygvtoLZ1mJ1+E4m3dbJdlP378obQYi8m7168zxdssKt7mdoo3b4De32qqapFfrOKNW02xieXrqnibNTNxq+lD3GqK7clPbZlE8YaaUl8ST/sk3PuHlGid4q2X376KkJrHb0rxBuKvheLs3QOH7APFy7hQ4QAOFz9y5kx6d/9BUxUdD5iRGbOy0q1TvHnf0BK1U7xhvNVAHEKks3j7KqTD1z1P9Ru5hd6vi+JtPxRvV6F4e3PvQVO8HT9/If07Luni86Uq3pBf/jgYfUtLHR+fOW5jJd1SvN2DS9NM8bYJijec8UbF27Y1a4z+W6V4I7Ke9oomLTRalp/9c8MJPhvl5BA137UyrqOEoAWi4M69NTXwDVK8OXdoMmzFzwwjLpHbWzna616+whEGCNCx8yQuLN7GteqFcozWb/w6ug9f//n87JXfpgs4++a1jz5Ouw4exO1uA+mMr3VhQYKFIUgYwtc8UmIyI+LGwirNb0ZDJBVvcdaS0UF4fL20B6sBJ4EFDAS5aPj6ybQI5qKBf0NxWFYuB8tFHBBM41epeEtpxxK/LfAH+Bq6dvHitHnN6nQ3Fia0AJjPs57wcE88Hx5ESR+zpF9PJoH47ZEbb8yo/ShIdYp4BcltJ/H3Ju6ciJGtKKE2fIxrIG689KT1vOrfFoJW8hqyrx+NXgQzIG4gfQNUZZTbzqwB3I6s3idLTxDFSfFGnrF/0NkG/uE4DOfYleF08dpI2gslzosf7jTF2y/fetcy+vTiMKxCcd5SZfGms3AGZBFgtULsJePcbghkds7PnrFbnYIOY8mSzr6JRT+lsYBBQ6vNgZgWb0PgeSZZHjeb/fDee9Ni3Gx0z21rsRhfbRZvUrzNAr8yfcFeaKOPj5SC5m81pqqvFezp7Fc/hPRyRQUoouUSLmO1uPpN/pomAtESh81E6SHF26u7P4Gyfzy9QMVbWLztxM19lCanUFd8xqfPwDldpIs1ZhWdLd4GJFOQoijfIp2KEl9MWTa1F/HaQ1lCOBOCoJzEmx85GRpa1+GUOIQPgs5paDfadazkYRx4fvjYA2kRzuu457Z1iee8zcaX1g24jZmPSyvz2k+QUwIm8amdyWf2VAlzkDwEqP2ewn+VDq6DKEDvam1KggwUMl1xNcIqr4KqAExGR4EAHZ8NlCGi/Z1aD1X7jVvfGkhHcPbVKfT5o6fO5DPefv7qG5bLmVFavLnibSxuNW2f8ebjVs7RKFW9m8UbQyAAxMuyfDNrb8ZRFkUCtyOyIMZYGq9XxPCLFvhq6JqPz3cuX5IWwMptq1m8bTTF29Pbt1i6pbNnY7yjNbqfTmj5W0z8WN07zWUsZc/wRpFcZ12pZLJu0tfzEkOcasxwlSiHE0SBLdggaTKnnUrt7xJtslTe4iqNQynfydN4qohnxnWSLMSnSj9VnErSyGWSBF7Kmv7STlHzQOdSCm6gJv+wzfAftOPiIHycuHDN51r8iEQ5yXNLD0BO8mbT3bhAiEnPxcUhI7R4gzzjR1OzekTkBGSXPROOx2Wkc2rhAVUUZavTkHlIHBRjr5We4IGWuNU3XDazZaN1CTN2lSCpafE2p7N4Y6V0t5qyFsBKFTOFXxxpAPlHoXJzROe5ZTWgtpBbI/Z6l2yoY9r+3EIVmmY7ewqP5q8AwzUHWCgMY/7md/CmdAC7umjx9jZuNP3g0NFExdu/vPu+ITyCub8lhTLLLd5CFiF2AHj41OOiBfT5cSqc4qBIUg14SBMRBe/KRZDnUBByvs+5Pp+lacSS3bV4Ec4tn5lvNZ2JOeN9t603mLmQ32bwDJwacofk0YhhBNmP04GUuZSkyx55EKOxT1GVG1gQ4r5+bWvjkaVxGGGu0DS9BANQwd1MYW+KzFEKQFrOv3M43+uXZlbGH62g7vXW1QDmLbEaunU4bxpTxSoVLg/Nk5oGkBhIbpUsvL2Kt4KgTN68e1PxZrHoGRQmPLT80+jk//TG6+kilHC/xYTtg3377cD5Y1ddAEzM8quLfWEBWjAD1BpnLBQYUrzZgjd6nso0rm0HFAhWFFIR00gVzYQcXgiCKAZnxZtmmj7Pw/bWEczPoHgDzKaZXNam9MzWLWkVFrBbN96WHtq2NQ1BIC2LLVwz4Dd8wB0osuKN4f6QJvnkd7c2NRZMFi7RyQuepgwQfHGFO0KUsBXMWMmPLEcZKPjiYajVm3v6/dbIA0HG0w++FVZ1pSxobyB9A1SkyG1lZa+NBP0AEDZVesX1Ubzp8Gkq3gh29NJlLFaoeDueXoD5+QgWvP/y9nuW6bHLVxOtQsexzdS2mrLfwBrGnuBp9jHxeZsoj/Mm02CmfjIWml+JKQ6EugRlUAZYXHxjMTVIxRu2V3PL4nKaxOP5Q5icL6LiDRcrbF23yhRvty1fbHFtxRsD25MY0cO4PAjzBY+qr81ijCtNk6FKaB1E4PwwohlZv4m92nTUireLYfH22id7fatpKN6OYavpTlwIQ3wn0FZ8xnHBCheUTi1cROo20+tTvLFFWVK4uaMTM57YethP8TYUzGWXK1ieULzBmpKULI1tA3/w8H1pIRRv3CK8FdtN54DWzUsWGWrf0G/e/FPqOwf1eNS2WU5UiVTPOU4BPVgQEOkkdwiS+3vAF14HeAAKvso2oA2B+/tFTkVLYFDZCsJeX0ZjjMQ3/cEX7SfF21HcgmuKN3wF1+UKpnhDWirehluKt1FOyImxViQYfgu1ONWtj48GnOsm15HMtlEPkyneBlGR1gcwuJriDagGhy9bHrcvXZjmm+JtdXpw821pHqzfnrl7u8UthxzgeMeblql8s6fVKM12c5iieCOHki5z/CcKdWOKtzq9/EIqV+H93aBerIjSeEhbNtSplYZhpZzXk1+kbCJw1KqM60FTE5P9jrRGXfsjk4AuMcpOczfF0NWZfJoOcSyxePI4/o9A/p2GUpnPf7z5Li6hGUsvYT5HxduZ4eF0ELsb2B8uz3QL29GseKN6DQiAbCJkaLoRxRtrPfqZ2ssmcSREnYP+KIz6hGZjLLO3LwBwgRafTvF2Mp3ADpRR1OtVG8tQKZ3izXgj81i80SEP9T4KldsL0YXcbA1Ep1bnbqDzem/PIRog8dJooUDZbOcsPpCCAMo3EOgV/cV3LPgHW8YeOnMuXYMsfHvfobTz8NF07Nz59P+963P8Q1evOTaO85CnNgKHLJPiTUcxRE59HdFaU6YxKyvekFLzfbk+8hKl14Ap3jDX57MkLlbavGB+WggjEl2uMHP6tPTw7RsNZh7mozQyoZi1P4QOZpkba2zOi0gYs4iKFm16N2SZhkKVh5dfouFTyttoOYuL6gM2h+6FMDD/EULizIDZ4/gqmEJvBNqcL/Cp3AVRRNAJnCKuium8t64GMG+pW+TWIb4ZTDX/FDweKiYNXo1oMaDcksp9ZH9Pr8m8ws3NGXp6Kd5skgQG5H0up7i4x/Nv776TLmFy9vIHO9P7ULxdwheCA5f8a/vELL+6mD2DvG39OJQD43GmhSkUkI1wE6fKpBvhsmQwmluKN6nEgN/6D9xp0YE0CbW+A/U+FW/j13yCudbNTNLjmzfi5pd5aeumjenh7VvTdAjSdbCA48NzQHjOG29HpUhhbcjiTTQSjuLEf+XaKxL4BLduhdx/M40BCyfDhcexOeYCFaECLkA5fZYfiHMw/Aq+IHJflb4d1fd9Mjz9gCvceRC9kfTAaeAVnqjqfrlNXkZC1zj6vTcwugbXegmYikk1iF4J9jt8/mI6h8F377FjWfH2b+99YFiOXxmBBQwUb4PT48wncMsUirfMS0Ej3zUWaKBrKN5QKSamAM/4rHjzcReLb5xIh1XW4ERYvIHpVs4IxdsDD5jF293r16Qta1ea4m3DslDgAI71LdngVeJEBWmgqzSgaHO4Kl0BUZS3Y36TJwCFXMHZZUQzsn6TpG7TIcUbRY0Ub2/s3W+Kt+dN8XY8HcPXyw+heOMNfkXxRos39XS4yKwo3pxWSj9vL1LizCClrPMIYq2TtyohW/OycEjL5FGApuIN7QbeGQrF26Kw+v3eAzvSQmwt3bFpQ9oGxdtcTKjuxG3MfGbXWQGnvYagybxlkOWH2evJcpIBSNyMC6g6UAlrV+nMLbkaLQFnfuBRewllhrG0rfwiMsMoUZ13w+8AnwmGNBnG2oFv+oMv6o9nWbFGqXijcuIoFW9vu2Xrz1+hxRvGQtxg3Fa8yeKtjK8hOKo8ch9Hn7LyIXv1L7nl6CdGikKvDcE0FW8uBAaGL1mtbIZl9zycXbhlzar0wCYq3malZ3fcbXEr5s+3M6+y4o3Fd0oqxwINXvQyPz61TM9iIYCkeKugkMLTWWJDUL9HPlHvTVjBFVoyDnjq0H6QCqvTWPZVwGQwFUjljRyrjMUvapNGUSs4R9ITgGCnoMheh2G99oMmniKHlBpuyJRwrI3Eedq5YIo3w4s5EVze3HcM4xmff331Tbv9+RXsYDh04lQ6f+1aOnr5kuG5khVvLifNco50g8CbU7yx1FFKMZlcEpWjkJc9LqPZazwEAL8rijcbTKKcUQeSAZxP8vnKbzWN9iAtapHcbfllXcwXsV/5VlMSib/MY2Koin6WpTy5VCWo893iGhATya3Re/3n8aWOqtqOwZIABhKoSjt7wpJDJWc8KmQL8iN/RP+KaXQ6fPacfVB/Z//hrHj75Ts+9h8cvobZH/ANYl5N5sffYKTXfFzzQmXVdGuq2nQGpHUq1kUFG16G8k8P5T4/svNZHOddbsSH2vn4QLtt48b0xH070iz4H9uy2WAWQhlfK94YyJmOPz5i+BoDYczIRQ+c8NSZx+AvK/1Akp08N0BInHgbOdVISnk0e2zGOm1Fzjh64xEB1hkhWsEGmV+ijCajwq+xppXeMUTCnD57nIDu95bUAPg3jxq3BOGtQBLs0R9VkKsJlwFl7uzHJI4tW7wJawWq/PSFlF9MGcbJpf3B74b9Kb2695N0BZOzF7H3/d29++wL6bvHThrWsdnzzcX632QHSZXFG7+x87FD5wNv7ipRpjLhEEVw1UlytwrCjUAX1T3KMbOpBRwImYDyjc+cS+fN3bJ0SVoIiwAeQPkILAFmYUH7APx8lsA6gMKJu72otmDWQ5k9XDipqinSuYjnIwEut6palNrfVAy5ljB+tFhrygHHXcov4JKyzqeEui8PUAIKdG24z3xX+qkAM+5e4DyY9kZljKriGiTXU8adwTPb5BAlrGFrPwHb7xYUgZEZ20Fg46E4uYItNQzjwaunscV6L5Q3z4H3aSXwq10fEzMW4uO2HXsCFm+0eiOBrtBhbPANCsleRVK58OVDZZm5OVfykheGZyfyGaMhDYMIi/+++HDrmqFRTz8IWkzxRgWOWbwNpFWz/I7xHz3ycFoMRfM2WLvduXoFBuNpaV1su6bFGx/v7ebFj+PM7eavFpl5SvSq3pS0ch0zA4ov+yucnqQOqP2iJqCaHSRjpgKMUbXi7V0cjjuG+ngeHwj2HT+ejuLr5Xs4k5KtcQyKEz7cauqLG9Q1J1HIejBmT4O5bZiCf6TLadMES/l6uaKcEhCA9qeUXzI744bVCMNc8eYKvjkhr564e4sdPn0fPhTcje2m8yGb7l690lDOB28aVvKReEltGW1SchXVGbTV3qKzRa0X1QNrP0MCOeucUfan/D0FylUoCJJKwoCpQCKkOCV1zq5EZp9yL2XMUSISASJfruqMMb5Fzn1M6wrzgfQpLFxPXbmaPj19Nv3qHd9u8nevvIakE+kktuldMUX7UBo1y1JgwTZze3JhC20aBL1HozyZEGaoZF7iXCes26gE9UVNdKkIs3GFg2tMvtOwj2/r58+BdeS0dNfqVbbNZD62l/4Q573wWbtoIYxhMAEnz9U0MLLdfgwSjBiecHxIV9CWgcLSr2Z/geRCqkCGRMgDKicsqXI6g2+/ReDndVTvdXaT4Oo3RcxtEvOaBhoVTY2b3ZKB0pcRxxPxN1dTAymr3GINidpGMiXEgEH4BwFKLec4zrmYH23EOBu6NHw1fXL0mOH5++dftrHsHXyoOIqtVsNAdB5/HIeu8ugQPGO0DMY7cRjdJAP8z2egYfHmZXA6LTp+SIeo90JNxIfQzD81uKNBlCrAB0G+RWoo3rTVdAyl1OUKvtX0e/fuMGzP7rjHFM28VKRcruDINS+rswWa1uMBmp85BwrIKfGrSoIqRYWb29b6RitSfcomvZ5edVHmwd5+vNRpGPV9Fh+438TB73x+8tzLpiTYdfILtHgTyVWtBKUSF6gS8IGYL+DGodjlMxNj2RDiV8yZnTYtnG/b3v/88Uct7ilcfDEf4TxndiZ4i3ilCOjlH7U7Xa+TRlu16MxsY52kGSn6jYj8o1C5OaLz3LIaUDvIJWLVt1zPLPcbe63hmaLAttiuwRJMSjwFl9LJRXyMOT4bxLwQc0TuZHkPc8ePIB8/heXvP77l5zjvQ9/jlJDnunKdR+u0QR35YnN+xNUESUBnqprlcPqsgBUEaXP6gjR0rXh30Fx6yv2huLFwwYjLwjXYZjoX4/uW2zak7+BjGy9Se/rebZZy6czpkIWoPXRXkkas0yJnmAwYjF9K6JF2EQ9Cs3Ix54zAKIrmI6I5lxDIJTNHox587LBsslzXHCTssZFDxpAzUT14Sv16nWCypgBzm7DCVbu1v04a+KyM8kd8RtoKr5N3/huuAfBv3VtuOP0XkkDs0Rd5kKsJl8FMyhzCVASQQjyd56CwWGtCgDiT2WQLuBn/u6N4WwzFGw6fhrLt0S9I8cZaVTfVBE9yWK7XvP9KSOUJgwVHq7QTqLGqPGpc8ucBSoRU6QRzXa7STwWccfcC20SdaXujMkb1wBokFzvjzuC9uJSwhq39TNp+t6AIjMyslwAXQ/3sL35tdhgp3vZA8fY8FG8coH/9BSnemKNuRf0iFW+a8PYb8HK7RRWBJDRhq6JzvTG2+Qiy2VgRWuH0VHVA7W82myYhykl5SAH2xSjeiJU06Q9tExkrXy9jBGZZ3KYSUMHoN6Z4uw2Kt/WfW/FW12bpZ3Wo6HRXddroL23wALIagd9dD1T6smhmuZWHYv29Ke8E06IDr81UNZzlbAE5ixxdUilOblkokstj0hm53IjibQyT8LHY0u0KdxKrXOiGP74+aZqYQUhrgKi+VCfmRhHUFzXR7VW8AcnwBWJLRfG2Eoq3DWk+bjn74f33W9w3Q/FGUtV2UTlGfa6qeLsJp0Lb0137oO03Rcxt8iUq3lgDktXiIckU9W0Wra148484Uyve3obi7dPrVrwhF32Y6BRvqHHnV7WB+nRe9HeKt07x1keufLuCJHTlsvSS83K9RnK/sdcanikKbO5vnkzdLt4oLf2fByidu4Y1hP83SfHGsrAElPufpXibBcXbM7da8VY1h+YjasccBQK1ppXizY4o8IYA7d4GneItKuRb6IB/2933q6+FzMB9SHGWRcRUQI1IAbrbfHM0WfMfVeGTSp/iKc5tbFLac+a07YP/7a6P0vsHDuKrwPn0n7t2G6XnB/3Yb1sgawURZdDWO1coELemkCyLL0nUWRuFywUOT3534UP0tBgxN+KMZvjrXAYunjWYxejtMxC3YcUK3Ba4Fl/d5qQfPfmkxd21fGmaCZPcOfhCbOdfUbjlQ4RDPJNUpGc9inO0LVB1xcHB/4E2w4wkTiKT9jztWy4NQDPraMucTg0IoBwWGOtBqSeTLz1A1Llbs0NVBKcqAgipVJmFe4ALkPhFA7UEuiFtpWvEBXKB5C8+SGhhGJDH44yu83GN+PuHDqdjMEXnVtPn3//ADqh+/fCnltVFfPnCZk98ssU3pLB8yQNNMAmt3Kx8cKV4kTWl6oauFk1jkb8s74zZQBzLobKIN4egBCTOIfSDaWHxtg5m53z+y5OPpyU4++HO1cvTphXO3ysXuCWDDuk3ugwaP6oUvfd1AyjzqIAYLgTEyqfGHmECcYDqt06vYE9jMaqoiJIEkQKMPZRbAPnsOnHSvkA+h7biuXxH0HZvHTpk68XD2DLMZ3waTkuz7QLopfyKiaQyxNCkxvPQFM5xx70LmFygtEYeoLSC11c4B0UuUWbL0QOzvEJ7cQJF3mDbsY2nXfNPHNs3rE9z8IHggds32gULi2Ed8GjczLwUEyrDGtYG9CuX7FZto/4hKMmJTGIjfWCoI7M/PBUIQ+wvwlQNUTFWavGraBMddXPmLCyFQwhebkRVjnJHUAZyj/AZRLwoLPMo6ptnpfDJdYIvxnw7fnk4nQGfUBnxG5zpyOdvXn4FTTSRjuGohcs4YoGKN1m80drVH5f4jtdzVB7KV3xr8EGUyFed+PgYoVGpmuiyaS2GtMvi7apbvK2ApessyI5Ny5en7Ta+zU60euVzJ8a8GVAUziCfodWIQ7RoDNNtsBYnYmLsUtc2coK0zFvxrssWmF/mhVBu1jyhuqiAmARPIPKXxm9pv0bw9b9UCCbNpU+EpohVcuQpwGjvmooMGB7Ud/spIeELdHzL45qyiMSUFWovuZqE5F0KgNXYMzbgVpgjZvGWsDvhajrLv4sX06u4xZTPP7/8qlm8HTp7Pp3D1mpumR6lhRvirsblCrTy8HYCQWrUkLM83oAP6ck0BaM4h3msQ7DVvbxTW7x5wbN1k82ivIeyDox38lZTWbzNS6sw5i1fsCA9iwu0+MjibRHkpVu8FRr1QZR05cdJy682IOBNNHuEgEQjXffnZg4QtSNbxGg2BIp0vrE+oX4WMltDiI9NX4OtpqQ7yFZtiQ2aFm8e+5VvNVXViuiq3kW/BeUfhcrNEZ3nK6kB9TFmXvv53ttGIYoY2XiYksck8REWjW8WGLg0vJ2GXBzFLoSdRz9NezB/pAXwL15/w0A/gnykRdsoZCrHSm4vHeC2Uzxy+1u8BfY8HxMlltR+JDdcOkX5cgcLZg5aJWMpB6dh3s9nTswZl8CijetWXhx4/113pDnYJfGjJ3zs3zBvDm455fmumOPij7nYnBPuRMyBJnAedZZ1QcZg7LzxLacIZFrJK7lBW34lzijvtdCucUxiyYnW1jBwtVOtafFGKP0BNujQ/IwY8riSBSWS4BGsv/mvdvoVnMTtbVJwqo6ZJjJsu/2Qexbd7+eoAfCv2P5zpP6CkpA1JnvEFsabkwE1IoXN3eZbsGMw1VhUhTO2dxQtKDvFW6d4m5Td+kaIU91tCOU2fDAlIZUqs7AYtk4TQBLuGizygEDYVrpGXEQKpFO89an3ur57/Gow1aAA+K4wtWTdqmo4wbfdOr3iPI3F1EyEaE1COsVbab9c63mixxZptokmHAplTed08tWR2R+eqhkZYn8RlucnVVup7ykP5VaBZApJCx/CCl6uRTR+lHsFHKmCUqctXhSWeRTjnZRiuU46xZvVsNW/Gkgrk6hAa+NolMxb8d4p3lB9mdHEeDkgc28JCV+uTySXAibClKhTvEEm2BwVddYp3r74raZiPLpNNi2L3Pj446DOsJ3ira64zn/jNVCkY2a8jKQlFBHeKd78Y22neMtMkj2d4i1XxdfK881VvKkaaxmlMF9u5Df3OKDAa1ca5LE8+XMPYRjHNynejuHg3VFIujdwvttHR4+mwzgD55/idsejOBOHj98MBy0yZuj+hQFLZLMs8XOYlJ+7Za/8WHw9NST8YcZBUw6rPFp4D2arhYjMqz8m95IOXPNb32bjIEp8s0hLccPbKnwdpcXbj594yhI+dscm7IufkRbjDLj5OCeHyvoZIdUn4lZXzPwMVlZ1fJFVkpUH9PpC0+tNunStg7UINSTxo/WNXA/2fDTwqBwe55WiqpE7ZWXVGd5yv2itETtVua0LkZrDlaaN5ATJYEKZlcEIUCRci1Zb5GxR5zldDnSPJScCeLSQDHw6AJTBbFe6sjg7gRt8ScKbn+xJh0+dTvtx89tLO3fh/LCJ9AF4n8/wNNxmSv6mxRutAzLXwRv807B4izLJ8o3lYtvzz7Yx0o0vTa74RuszDf7zEQ9Nly54FNeJI34aznyYjj+e5XD7Ir8w5L8+/VRaCj7ftGJJum3ZYvvqtWzOTMMTp1LBniAQM1R55Mo20NaP4DMwkjXDnPuZDIXJuOjHI1B/q34Z0Y70NBYTHSSwZEirO6Rku10NWbAHN1TxQ8LzH+KMN1i8HTpzJr2xHxcuANFBWDPxGZ82G6RRTsUf4obUXnF+htMTNEXGsnhjWwVJxjdGkL7CGcGWTfXjeGTxZpwCGikjzPqR/qsuQzfgLEreSnU/Dsi/e8O6tBTWHE9vvcNwrZ47y+TqQFjJkUbVCXHZE18a6W9/W8oymZGWkD+OQbyV+xFh8uP0K87f0PJI6n5gcTT53ZMG7owngPCudKpHxZCO7M/p5FEqvtd+vnsqhdIV7hyGejZIuu2xwyxWB9IpWAadwy3GtHJ9/sOPDP7/fuEl++rNG44vwRKWFm8jccZbj8UbUriSgK4ETriqQMPa/hH9dGs/XqMgOYZ4Y6tfGvHD8hdNG0wzwAQblixJd61cia2msHh79BHL5J5168BTsP7B2wyOzag7Wd3mhoPsUMWLFyQvjRpUmdrYkKpS7QU/Ig5lNPgaqEpY5EWBEoriThVXoOos6tC+qdv01gnor9smEKj/MGlOnpF7j8uvGaAGjsA6jnnVT0bAZu4FZAhHJo/im8MIMlgaoWxV/xuxsSilC5ATlHuHz561c4xO4aKZF9/1cwufg8uzMM+C16/gtt4JKJ559iVxOG9zTEIZre1IpBOazycFD3qI58oiFfpVKE/nVAfdMi1ulJVxgM18HtLMZKrLA5bMyn7TijdSyifyoNdJo8+foK3wKoMF5GUTVRajqHBLPbDftyNVtlJe8Z6GEBuXkPIrv1zBCscftX6wAwNMBqlsXied4o0V0z2fvwbET8RQ+/nuPEaf4gRBCVQFW8pRCcaIqi3eBK/053CGM2Xhx8dOpH0nT6UjmDP+/NXXDeUHuHiGFm0jsHKjje0AZOtA7G7hhUx8hMde8lt7zG9CeTonzulxCec48EvZWz0mkoCCc4uhWC/PjAsEFyJPSu612Lm1FXPGuRj7Of/ncxfm/rMwVynnl8cuC0Zqros5I8U85Z2o1I2tOuvNZLPksyZWxIFHRjr2AkKJYzTqXRKQr/rTFNVHK6ZiCv/TB7xIHvQoZYQWQcnETdbwENAU9S/cxg9eOuHOdWzBCvV6z7NQBQfezrm5GvjmK95YfuejqibEbFVQAAm0diWAxmJi3I4jz2mRfhLbbLigfRvbTHdj291BKCP+/nU/gPLgBd6GxQ7oB1CSoQeyAsEZmbfQG0x0PwrCwZggjmblVnA5nSkYXiJqKsWbKmdw1BfbM3Ao7yAEDc95W4rzb2rF2+9t32Lbu5bCRJcXMNAUdqYUb3FgbJ5MkS4uUvBkxVvQ6gsW77La0qD5ZV7MWEr/kfySW0URu72qrHWFqGqycJiqsppIb/FbP35z6sRbddnEX6Jf/Mv3dpgWxrneASNcJUyp5BIoihhujsF7lsURmBVv4EWWhPi5PYfPMSyyOeC+/tHudAgHGVPx9jLOdmMf+Oicn6t0bfpMV5SBj7XVVOW2FQ/wuOINociffj5SwFh5kCfdrNRp9Zu+ireo9kEq3jBhmIa/Gdh6Ng1p71y61PL482e+a4q3jcsXpw1LF5nibcks32SqPl0GPiTJ9RWVY1jaPwEUwKUdCOdxTZ4UrnCVvI3W0rYjPQ1DdcabsAmS9UY/q+NaKDn2om3YbqZ4w+UKB0+fTq/jFmaGHbgYirfps1HnaOf4s7ZBHfKhjPBHueAtMs5txHwjLE86cmQkrx21e9DI6Rq5zP4Yh7+BULytWbgAbTWU7sOtpnevX5eWzZ+Xvnf3XYZtLQ7Q5+3LDcWbcAc9jfVkxHktAUVM5jLNVjBP2LOd0XLUj9eFZJlPrTxM9aA6qmpNiREl4tytYZQ+QyAg+zMGeRopFRhuEzchhVuppEix+o62EBKfTA+k09hmet4Ub+fTCztd8fbXz79oSswjuPH04siIK95CUZcVb1G3rCNR8nkUb0wtGZLdKAj5xXFDcmXFm99quhBMNR2RvKn7Dmw35QHmP3rEFW/33Xab3XQ2B7zj5ztCWS/eQJg9leJNdeJfA8CnUYEB6dEhgzJsIQ6TeNV4xFYJWzE5edOjBHKbsY23Pgh7UvWBKTgisqY5EIhfCJFRZOQscOsRkFAqlcJb4Paa8eGt9uNVyyBX5BKJ/go9akbyClX5hLgWC8Oz2BbNBegBLCYPYzF5CseDPBc39b78IT8ijadLmOdcQyKOXxOxxTQr3mwsElHuagwtc6+KplyHdRqfwagsvVtNmZ4P0gSf562mneItLle4nN7ce8Bq6Se/+RIuV7Cc4ieaJ7eoPJ3ira6lzn9LakCygMhqP9/FeCVOEBonlYThN6J4O8+t9pCFu49jno91rSnecKESn/egjDPFG7aa2kf2SvHmhiYGVv2Iqhggs0xUeAEV3e56+TJUzCcEbWgQybFA2/yleJsPRRwPCVi9dHG6c+1qU7z9xfeetqTbVyxPs/EhdwbS2vVvSK/jVKR4s2kwsmfeWhPdjOKNGU+meGOctpr6yMAQ1lXUQq4vhtdcwPqJMffzKN5YuhgsMydVdaw1hvLQ+r3BdkZR93MzNfCtVbyx0tjB+Kjj14o3xvmfL4Bcp5/SeSigqHT4ADcE7oMi4sDJ0+kXr/o++I9PnTF8UANYF7JOm78KeGfhtnTP1xcWZP4hKd50Xg3S29yLkbl3GOrqJ6imAMolKYs1/0KrEgJNXLk8jYo3CKi5OMttIc7+mDtrVnpmh9/69oMH7jdhtWb+3LQUlnBUTPhJWaAZk1c+ebFJuiZTvBmg05KvYwYpKkpFZaY8ktBpPS64lbZEFiwlrvgK3Jfh83ouvzUd7m8vfmsIVQLDcrgh44+wup94PARuBmYZ/SXXioAYFY9BIJyLhjpag4xvWQTvAvBqLET3YaHCAfcVLFAOQIFzCPz+xp59FrYHNx3xGZ0xy60CuE0NX8QcdxBHTTOefoo3LchVDo4jsniThagNAEA1EQpgQx7E8+uV4TbFGyzdMAmeiQ42HWc5bIW1C5+/fOb3TPG2YdkiLMYXpung2cW44YiP+rT3RAvKFZPrMYKbjmrPXadfYQ4ZpccLfXoLtwlaoWZEO9LTeIz7hS3GT68SBLKdrkX6g1CO8P2FnbzV9IR9IHhtz16TXfvOu/Xr+PRZ4CHUgs04KJ8gS/pavCGGmUbGaq8pLd682UvZqmJpsToN+IiSvGHSEa4Ub0vxtXI6Frw78OVy27q1OLtoXvrBfdsN36bFCyAz0UKklWlY5lAghUhy8QdoyistdvnGx3nLCyOLShVuKsWb5YP0mhNlWWg4iZkP8gBqz8lDMm5VYAQLxtzob06V5yEeVJiwFezCwJgmlGLoqr1yGOrMHtZdS/HG/suPQTzf7QKs2o5DSfEilO58/vo3L9iE9PD5i6Z4GwXvjITiLV+uQDqQnkoqo8jax5khb3ueQCjhAABAAElEQVTwCMPZ++Pl8NGt9qMcRjZrxWO9HmJcGnWenofv8eSrNbBy3QjluyneHvZzXh7avNksuudBTs0Gb5HnpqsuPCsTNyRcdWX0RQWy3QnmbiRo87kBWBVEBVQljCQN3FX05N5IODlAi+DerC3plBlHpGVV+1nv/p6LChihEo8qRwtXZNCb26sV7tHNstlbMyjyZ2L9MaV4yrGQyV0SwIU8I+QVU5glu6H3GhaUn+BioP0nTqTTtHjDBUF83tt/0Babw+AGzv8oD8dhwc1nlOMZnmLxZq9GhmSAPiIxd0bwNwsI7wEMsL+GJOqxeLOUDit+c6kItORUr2nlc/NbTYHSHpO87hUJEaNyFPnJCAF5I4kqi1FUuOWDFNuqHRn5sqxR3pyfSIoFYWfxpt5FV/XGGo9HVav3DFJHuL/VtSKFQuUKUed+NTXQ225NOthOBab4XDooiuE9ijciirlGPYoy+CKs3LmTZQ8+UBzA+W5H8bH2Z799lVHp7cNHbe54LRRvtHhLISdNEWdQ/GnS5ithhoMaY69CLUP5FDoIYEAqAl4lDAzURQRRYd6ieeSMMCqZg/XzdIwLy3GD8G3Ll6V5mEP+xbO/bwnvh7X7HN7ujDfud2FNcYeMPXFW3AAt3hBgIsljcv5cyxtllbzqMSIBQGBgBo46XJaaf3y1ILyoZNFqiAk5icElkiHMH6b1hzHq4AWDxbUTIbDH4o1UxHiewaOOLVfJ4qCA8t3gMrBT0f3eXA18ixRvzYqqJxOae+eD3cFqZHT9MeVQCCtuhGL4bpjeHsY2nAM4hPKnOHSazztQxhEXrz43gWfCye1qZI7Lvk4YaZbJz0MxQRwNQWCLQUbgL/cDy5W5lMe/ABOMFNFV75BbwWJBwmdw7CqE1piZ5M5CB5+FrTcPrNtgcX/21HfTAijcNmObFy1OpqPMC7F1x56RmOjSvJcFYHDu/56fKU0QXOgASGjlRVEd54iBTp5Mfw6AR2Wrw9wvXNE0vQAMKcj7x99EaEYdhat5qo22FqWlLppQmsx7qGPXYtVxx2/OT+k9QPWh0NpVnqwPfa3PuqyoQN5kSt4jp1yKTvHBp5/awuSFd99L+3Do6jEcsvr+oSM2RBy5OmpZjM2E5RR5mPweB65mxo1BLSvekCLzayz6NdCZK56KwUCK22zxBvq1EKRlC5+BkWsoExRuwDcLLi2l7l2/3uL+2zNPp6Xg5XVQ1qzBgDwN5Vsw3RdUUliTnlw/4cuDam5kQxc/ERgmMP1A2vg8YQm1956EDGgFVsxdU8n0UkZqWUN3hBF4PoVlLpvwRVgr7cNi8wA+Ery6+xObPH1yxrfljZniDRXOuqYCjvUA2cVnMC9sgx6QLllUXLUkUwbchNdtJIesqcocIMI9hCgqytjktoAFwRNQ+PCZi3Iz/G4o3e5asyqtXLQg/eihey1u+6plJo+NpwwnfoKXBoO5mZYP6dICUApmfOv0OKtb0lc4QAsb9kVRnl3RH66XmS8E9kDlVRe7F5NlrxrzF/FddkuqAMhOqXUGZeosPkjLsPSIFm9ZvFvfBiRcKd4sCLBm8YZ64TbTS/jYcgJKipd37zF8P/n1c5b2IJRxF65dw9fcoXTN+jtkRnxgUv1lxRtx5n7uFIgeIq39lkmjAF42beYTcCk/gFXvY/4RYOb4CL4kj6cV8+aldej33Gr6x6F4e2LLFlO8LcIEfB62nZBHeNECHy0QrP2iSkWb+h1vU+VDV7J6IAY9vVtzEMz+HF54clMZFv9pFLcK/yyvY66gAlFPOEFuJJNcEKQLf+k3nh/RCWXJTz2uxDm092/6G6gV2adSajiC6fBrR+C5e99jnBAxf3AGeJeKMnLaxaDyE3wQHcYH0w+wS+HjI0fSGV6uEDdyH8SWfH6gGMPlIBzDqLQbjzGMW6n5aF5oL/EToh+8oFD3GHXtAlRlFHhn8Rb8ws6hDhL1Vgw5HKZTvLk4IadJvuYOyEAxFf18VLWNCAcq/dVB/Vehcuu4zv/l10DdoLV/Mkq83TROaX5MGdmreCttnOFtHoQt3VdHTBbuO30mHcYYfwRWbz996WXL9HX7QDGRrkI2+rEy2GqKLfl8aGjij1y8Bdma62Xr70o2qmSZDsOjsgTKjDtyiERc+3Idy2f6uO/gmDV+zcb+RRjzV+FDLRVvf/ns9w3msTvvTPNgZDIPZZ2LLDiH4LE0fAa000xEA2YgvuD6h1lCqVNx7Hcap1pv5bJFlejd8uMPHs1j5PrCzCFreIfWLxEKacy19R7BBikQTcStbMIqt8ZJPymJcgbO5pvgO/dma6BTvIEHxYaaYI0ZA3o448jD3NrEh8tChu2hKS62cx2E4u1nYY77BoQT465A2UCBZ8qI+CogxZvpIQiEPwocYv18ijcKHiTGo45bBEH0Oo8OGBcyg+NUvI2bSS42CGLf+/S0Y/Uag/nTJ560rad34GvB2kULcVbOYFo8wxWHgzj/hM+ELcyRMTOXLMpCyuvGc/fftuKNOAqdfPM07uulW7H9YoQnmsZRtH+jjtrBt+I9ow7itBjoh1uDC+NUFrmCV3v6u2Mvireof0RqnprzD4yOr43VseVQJJpM8cYtw654m8C5OI79nUO8CROWU1C87afiDQvxnbjNlNR8es1pGpsJyylTumEgiMVKJvI6FG9S2NocXDyVFW+kHH+gxyhiv4qCF8UbeBp8ScXbbCqVoQS4f8MGK7gs3qh4W43BmOe/zYe1J59vkuLNi5xb0eifSvF2HF8v2Tov4vZlWnkcwIeCV3fvNsXb7tO+RXh02kxvNyneULFSkmjCJJ42novsxX+Sl+yj0STwxmTAWQP4lMhIth/hluKNEDrjbQIKHz6zQQtZYdvaNemu1SvTCijefhyKtx1rVpg8Zk7sMyb/QrlzQ4o38pUJD2JwOrWwcbykxLjP3Sik4rzUDCQRHvlNUrzZh5uoN/WpWvHGm0tPXLiQfrt7r5VfircDVLxhSzAVb5yI86Higo/q73oUb1ZjwR6WmD9ejfHqkW3FG4E8BsCq9zGffM/E5JtfwpfjDNO1uM2Yirc/fOghw/fU1q1xhulMnGE63dSvkynerG2DNuVGXrZ/yFZKuK+b4o0FbVdps06jaidzoj4tOvzXp3hjrrlVGtjz5L1q20Jj8VkiNmkjNVo7eLTRz2JBIb71yQiVblACQ55x8Xku0u3C1qlhWG9+cPBA2o2Po2cvXkpv4CMEH1pvcnwbx5jBMcwUb+Brkmq3mdJtTTBIn6qpU7xZbaBG2E7mWDPZuyrJ2qodmQd6wEeLB3yneFNdRX3CUZ+QfG306Ta4qrYPkPAUzPQpVG4ztnv7smugbtDaPxkd3m4apz634g1zL84p98PazRRvsHj76YuueHsVW7wpJznej3K+iI/bn0vxxiKon0dxMt3GhyqLytriSVSHIHQcihRvHPv50W0RjlBagTOBecbbX/z+9wzR4/joRsXbAqxp52ENwLnP9FDc9SrekAcNCfDcKsWb4cJPXZqybo82toWZ+ydvdWIILJpr672JnFlCAsRE3GSBsMo1EPwoIVdE8rsboiSHKkXn3lwNfIsUb01my5ME1F/2xwSLE31C+5+nEzuaMg1xXNiewReCIxBS//aub1v4+5f88OkzOOxxGAoHHhAvS4CJWKCM2/4ssDonG0GSlHpavgaIzUe0kJOwUho2u+Y1oi0fnKmJTJTBYGOGOJBopcQtZWNpCJp+Ll6XhpLj+w88aFtP79+4Md25elWah3PeNi3xQ+rnRCZuZQJKIeAm9MWAe3uINWBK50VghBkAXwVkUUogILlMJn9UkgorROY6TJkXK00DqPkS6JqBN/c2ngeSXuSlHCUPUdmOU7hBBlPiW7y/Vg2vXNpuA19UisIybiYK3BxI+dBCgD5uteEi4yqUWMeu+kL2X996G1eMj6VXPtiZDuCQ/vPD19IRLFYIf3HQLymwLYscqMhHwUvKA+ZyzAJKlKpX5bb0/MUSfJNfdA9hFk7aTckEAPYR1fc0am7wDKC/0eJtFvzzEcQD1L+7dYvF/emT30lL5s9PK3FG2PK5c8xSam4Mqj0DH3FlvgvcGrcMW+sn+pT6bR3rqRGiAllkhOZIpfB68LfaX9Jb3WTaHEYLUk4OPB5bCwLmbCgqqWw7iK0DfinGR7aV4P1jJy2ra0NQvUebSa6ZMgaxbvdYkQ+aNQnJrhOMCMoDUsDac8WblLve373AmhBK4WnbRRHFWCsB8cRZkgOQrwl8uBHWt+uXLDKLtz95+H7L8altd9g5frMw+aMilWnNYg6xOrfDz//werIMECe6rcx4d46M3KO/+AKewPiLx6mnssUD9F5qnRGKlMZRqXMMyPCUFeoCFHF5YdUTUwIyqQzK/NXCLSIJEkmju+PdQ0i/FK0828Ue2143kC6h317B3ykoKd7EByU+/+NXv7F2/gT8dBbnwYygVw9bf8eo0lC8oRTIQiSIp8aCKTimiey2m0UD8itjRbNsSmNE6WfCLSUHQxYsgFXbEpxjysn2M/f4FuUfPoijFPC+at58nG86245S4NYTPkNxVhy3Zhh9qBvJGWxqMRgesExK+DGpV/HmMI22iQooigRD0/jJbdMIbb4IRvXJ2OxXZCTJ4RWKuk6r4P7eClhzD/ELs1J2coVEvM33dpzXDGku1OVsMnCJayPwfka8BI7fYOby0YZjDy5EAMhVxI2Cn/dDQcyHHx8uwAJ458FD6ZMjn6YrWGAewKKSz5Ww1OSlCr5FlbaPTrEUvplEwItKyQLxgXjSKAwg1ZuX2wMVNjHo43qexOVCAy6QZVlgDCQsXgfdVtPujDdjYP7UDMr36HDiNQYJSPzrYfpVqFyFd+5XUgMaqC3zVuP2baJmIOdZISVMWUY0kk+SInW5NC8ahnEF1wSc3x/HuH/k1Kn0U1yoxOc32DnBOcIVfJwY4SAHi/EBjK98RgL5RB7oEBhka17WsHhrkitQuIzwyFLqFnBA+9zFoaZN+FplGnZzcd43B0fNcFfLHBgE/PDRx0hi+sGDD2E319y0EuP/UtBNumZozjPmH3s1n+M6eiDWFhwT+DQswSSf5WYSC9WWCD+K6o1xrPwd0GTZyuaQgpdLOH/YgsLqHz0V088tMoCY6j9CB54oo7+rvI4tRIkgPbD7veka6BRvqMIs52LWXKkIwKrO+mJ1LVA7xVuneFPv0wJNvKJwukVIllDxUjtO4QYZTNkp3jrFG/nBh0xxiMukTvHWKd7yjDqmRs4ZYBixSvCO8VBESk51ijdYVrJi8HSKN6+HogiCzAntmPjFZZDDZT5Tsorh2nFl8l6YslO8dYo3Yx0uXmMBK97L6/dYEHZbTYs4L8rY6Hh0Julw6rcO6UClB1bpc9/tH1tDdv4voQbygpR5tRq3bxM1AzvFW6d4E5cWGUA+qv8IEXzTKd5UXV+a+41TvKlmGqKmJZtoy5AfATaEGWIjjbFi+KUI0dYCCxZvBsqJ0ISfh7b8MqxKTuOA+bcOfWrZ/Z+/+Hv7YnDg7Ol0HhZDo7DGuGqWQEAy6FtxsKfBSbPJhiMXieoIVOTYP0RIqaNJicrFiasmr6EvRFRg0kQGITpLLk9mzBTBLd5o9cYDymfFuUp34eaXGfiSce/GTemO1atxKP289PAdmy3LTQvnGXYeRm0TaVhBTeCPgUNRJzn7INLqNojM5QjarK5rv1EfB1ia35EUwRFIS2VFAB0FykVI8VZw8EZbe+BkQM0kk72JyyYGZJVG9I0MUFeeh3iLuIrf47QwqfORddBEmEPXcVP5S4mEtYQwnfFV9AVZC9jWHFQYzy/k30VsI/vwuPP03z33fBrBlrOdONftBM40HB6bSOdpVkDYIdqYgUcHcdYDhTcrXRUfeciixhb5rBvyQ5A2Xn3pMYz2E3UiAxzckmkhxIc/ssy4+C2sBoZo5QLrzfmwWliKC0NmwdrlDx98wGj7wQP3pUUwO1+C2w0XwwSdvW9WDDTa8giiopWYxPOXayQaXYbOfnL3UhU3Wt2BM5YMXOMOXNE3PEUrE2WH9CUmsGrrVbj2xZL1gjQ66PZilOMt3GRKq9x9OFj8RVgt0hLkjQNHDfsVWCnZRwZaOUFO1XSI/4jGwpl1lFdfSK2JRVy091CWb7kGgaAug8LhEif+3Inc9RUSFips72W4gXYJblnmrabP7thqdP/RIw+k6ZBTy9Cuc3j7MkIpXZnLEGUSHn75JF5SL4sre8VPtngL2cwvrf61laR6IVUsx+Ep5Vdp3PXUXvugIRIK1lMqUKHhRp01sDcmQR6TfyOZsDBc8t1rEQF1ZCRUWUp2HmKlpuUy4GT9qg9LV8BMvOXxDMa392ElxOd/4ow3wu3Edr3TuO14GGMHb4MkP4wP+XkvdjkDiGA9eK+CJzLWGGDjG+hkvlLuiO66/toWb1neGjWqDGJhXqHIGIEEQ5lmIWQuxt/ZsH7VtvMfPfIQzn2ZlW7Hbad2lALoXgg+4jMzLN7GTZbT2m0cGD1HzQd03iRdO2wZfK3LOHSkgiHTj9pCpIbrFDtQs0zN5qvhhJKu0NZhVpkKAABh6rq0qMkQIrJEFV/u7xHLGMVqnJuKlnYc+aGEuU+irGBmuMcJNudJXhUviSY7gxZjF8JHAcgt0CfBm9ewtfS1vXut2C98uDNdgIUm5eCn589DBoJvwxJ7HDdy8zFrN/AD81KfCo6yeP2oTnUjncZ3inlLa7gcWjJF5VCowWWLN3FAzoHE2EtRslAmed1J5kxl8fa9e++x9M/uuMcsgxdjTJwNGW/9PeotD11qZKYgYY3HA3IfzSUkUE2j+6NpMh7xiJ9tIeThavIR1nyWbVRunquGLLwMmc5zk89CFr2554CB/uS5L8HiTSRbjv6jtrSxi0Fk4FxwhxkPq+2ZsKSx8yYx99iE82XnwtLmzx9/1ICe2rHDLn6ZDRnlNyxjHh0N4G3suPSb81V71bTVfiQI9gkB0IwUHuF1V6Fym7Hd25dcAy1+auZetWeruZrJvPdB1PmTGdYTMbj0Tw+7hrk9w0/gYq5TV67gcoUz6R9/67ea/vLNd2DxNpbOoR9eJRBuCE0YSykHwOVw8ahP0x/EyDJ4Kou3YHs4LudIhcjO64kSQuwNWTY0wVUL+o8do1TOL5+JY5Qe3nS7xf3RY4+nhTh+YjPG/g248Zyj/tygceIa5ww2BfYjpVgdUbeaDxY6EMG6BHxbvrt8teyMPvoCjQfiN5fL/PFWrYMEqHEuI8gJidGlt+YeyqUeXYWn5EgEjkTyIdNmvME3/ZXUGaYEdb5bUAOd4g2VKIElxuVCQnyemTTmR1K88fD5KwA6gwnde0dPWFP8H3/3M+yOGk97z5xK54avpBFTvAUza2ECRYIxuCF2ti7M7T5bmIACgmixkmfR0eico2gSmGWqeqmItrI5zjyZiT1A3JpnijeUYwbKwGfj4kW4ERIH02/clG6H4m05Dqd+bMudFnfXkgWGnWfiWLdHObUtbCi2mubsLYX/iH651awA9DttqnctbJjSYygq1BKBVBHx6o4C5SJ98TYgm+gmA2ommexNU+aieOuhFnXleaiMxFX8HuditJmLBO+NKN5KaejTm1zHTwqFW+PkmCldBhK5gH/clvPe0cOW4G9+/Rso3kZxKPWxdBLnu/FYt4t2p8JAupYVb1B7cJLMSlfFR6fqVbwBbYzGUrw1ai14Qpe+DY1VijfSjix6FW9XTPG2gMoY3lyEvz962M91+v7996ZF2GK6BJMEnv3Aum4r3kp7sMiqL3evR/HWoD8YLGOp+mLBzXzwaKHRZEqPi18tAv01sGq1Gq4Ub+wpdv4G3MsoB9/fxjbBo2fPpr1UvOEmPyreXt9/xNBdwccAu8mZ7U/lGx6VRTySyWfWwajXo3iTbPL+7nSrJ+e6oSdessSNmeIEtzqD1iVYNC7COZNUvD1zzxaSmH78nYdNTq3AGV7zoJQj5aH2SdOggOXDc74cJ6ZHwYsWgR8p3qhkcllPyKCxpXhjmkxvIBCtws9a4wY1g41CKo0nUaBCw23QFWFfgeKNNPKmbj5SvA1DOFDxdvbylfTB0WMW99dxucIHh4+k09iKQsXbRWsvqL2meQsM2JEK6FFgHJXWFqfAoDGALvmKOeZFvYqvqkKcxge1QJa3BTOBjDbVf8Kt3eQbqlNozcbLg+5du9Zgfvzow6Z4u3PlCly2ssjPMG0p3ijL2Qew6QZ9w3OUnPTxCeoQtJErRfBr4zn5rY8UVwWobHoHNVHM4JryXoFkGCO+9VPDWZQQKi8Eqg9mWMG0cPG1RBVf7u8RyxjFSk5k3DXOAGrHkSNKmPskygpmhnucYHOeAKZccjo8dCLO67yCcCrezmEuc/zCxXR1ZCS9/PFuo8oVb1dM6XYCcVSoDUuw4UZuPkUOwB9xkyneSJcWlBrfMz8bLmJkiZrlUCjd8U7xFtXBfhMtHQybu1LIwk7xlmsINaVB2KvPftVBIkis7QKgGak+VaWGV6Fym7Hd25dcA415QTvvqj1bzVWSOQx/b0TxNgJg4jiBDxenIUc/peLtldeNgH9+4y0cOTMOxRuU4ATCuOqKN16uEFseNVAyRRAjOXljijfKTi9DXk/o3aghx1K6OowUb35+OS5ZQ/gsjKw0Irl/3UZL8cffgeINFy7dsXKl3XZOiucHjeP4WMOHR5/gv3eHqNtJFW8A0zihZnCaiMnpc9deGz9RMlCpMpaZjQA1/85dU4kswGXArVO8ae6iwouKIhlKSOe7FTXwjVS8idEnrwAxcgURnSyHgJEzL2ePY9bC0mCzIsFTun0AJm4A5W0uF3BeyF5cssDn//qHfzbF2zsH9+NQ6vNQYmBhYjNLAOMgc39cSHmnRTjzjvz5FZ1PWZigayLIO2gmMgQOhEQJsnS5m+SRl8FuyZJBkYjRVIiYVQiE7TTcUMdnMb5i8PbW2yGc1i5ZklYsXJge377N4r5z+23IFxYC0wfTTCxYeZj9AAQxUEFgGQh+fKopepmnFlZjWgVYCsIDW9CpySsnFcTXfDLlFtxomyYg3uqJvb32QOQ6spje3PokmDTIy8lSk9/8l279lBKJNubp+dYhdRr6JXi1nZBhPdQqK7kAKDC5USwlQRyMdLqPlynw4ZkNDDmD20HPYcFy5tKl9Mrujy3uF7jViBZvvEjkAs7dGkWbDZtVE851GpC1AHia/UR/TBkrKsfsfMFoowKaEtadFuKqRxKhjz+DMYgPjbGWmDB4C97xGOdH40vXdFi8DeIq8cX4orwWX7Vmw/3Tx/1sh+9u25oW4DynhbCMWoA/1soMJwRYnX9LrTEfIzK7DcUbKwnR6l55gWClUUqv24xFwEgqiJxFpLM6sfh+P44pY6Un6tZdBES9kwtl8QZVpCH7ANZJvBCDN9K+8P4HNnl66ZP9FncRh4jbRTJQuknxJsnp+ZEy4jdwiJKgRe8GhB+65udXR+c76+4W5u3n0UoIeHrtNRJGFsKTKJMgs+dBXvF8yUWwGnho4zqD+vHjj5jibePK5WkxrN54i+08foEFqllRN0OUTwhwpZtcz8RlCGJRb2bpguD4nGBhhKqbLdjF8DkGgyCU/XlRvOZYbhXLXIHSLYj4guR12QVNF3/xahC132PxqycilUDBcBlj6fFT51TeWC9O93i4dkkK0l1DBXB8O4c+//HxU4b1fz33osmld/YfSCdx6QJvPaW8YE6jUrzhA5OdNYr0Rhnz1gRXC2u4rF/yltczgKIYAWKvGh/kShHiksCyjXRoPdUlz2tBWabhnWe4kDc2L15i9P/B/TvsjLe7161Jm1YsS7MxMV8N/uEzVxnHGahUvPEf601jmI/PKJcp3kgwx2BXWJdJMLHFE2XSa3Qfe1V7tF1GMpnCDbj+iQhDXeGv4RWcR4A6ssZV51PDCIHcoMbaK9LTzyeD2FsgCSfH6R3872H89ZFBK0MH4a/1Wvzm1N4GiHE+8pydb/xDEbM+CQsN3lzKW3j34yKZYSredu1iVHobt5leglX/OSywOF9jvx+NM3cHeDYh3slTzlfAH/Q2ZKHKAHykTHUr3mQgQewv+rn41EqLCOcjR1QUb/7uKYHAEHnZOR+yxwYarxGvNaQZ9TnbHCiKOcNbhw8Tq8DLyxcsSM+2LN4W3YzFm5WrTWPQadRa6ZzMFpi1lBWFNdmOjHQ2zhsQiu4weVzNirfxsHi7nN7EIe98fvKbL8HizXLCj0iHNyjNotzGYDFMxI6PUibCivYrsngzMkCo+mhdANFvBOYfhcrNEZ3nq6iBit88+zoA/kmaydmwwNInGWR4KJci2uPiJfCNoJsyhEq3sxj3j2OHy7++8a4l/fnLr9hZzycxL7uMj5sTULyNm8Ub5pxxviu+JhisCVAjRif+Mlh5wW3TL2Fu8o4SzmWwBYcszekDjyQ2MQ/qfFdYvGF1gLEf4z7nAFinblroY//3cH75gjlz0vZ167Gba1Xi+cCr8UHe0sM6mg830pQx2uktijcAZLrlCTeKRjlcYjxQ75ZB/AS4ldOCOB8yT08MQhVGAGCzV19V5rEnwvMZ73gv+So93cgn1ylx4sF7SeEjjEdURVZA596SGvjGKd4KQ01Vfk2ZKpg8OHpY41W8KXatGVP+gJFlAK3ZoBOwA6iPxVbNv/rlv9lWnJd2fYhtDaexFXUsneUgTBzT/TQZqLlAAJjbpYoTE+T2KN6QTJN+qXXULVgPubO06c+CzKGYiWrE8CHYBBeEExemQ7Z4AolQvPB9zaJF2MY1DzcJLkpP3nO30fiHD9yLYgzgcMoZaQ62d3ChMxSfU3AfmMFoEefSwTv5eGgHaUfgQKTJHwkOWbrJVby7uXD2OpXirWAmaLw1A0u4YeuJtNDr/Sni0peEfG9Sywm655Hbyt6bYf2o0GJVircaJvtzowbF4tVG2RyadOW/mODKcsyHK9xSevlyOnEFZuZQGv/qXR9wf/naG2kEWz3OYsFih6/CvmjUNvbRSsatXPzGXuTD/DMNTpy2c+ZgkiOeCLM2lZUESvE2lBVvGMwZTtQsA16leLs2dtlKOsMUb2NpOQbWjbDSnMMtHb/3lMU9tnmzHbA+H4sPKmc4Nci3oebWImY+dGs/3lgMVhyfcLUwyK4iAFL3TyYRj9OfcUcWhVuUgUM1f0UPsw8/FAr2oP8aUVHvxCLFGzbfGshHx06kkxcvwuINirf3qHgbw0G5n1jcBdQGL2Og0m08LH8Cc1NeEJro1IgiSUKUGUcRsuItEPXje4knyTaiLzXgyAe5XQf4Z2DxMgNKVV70sm3lMoKmH1HxBkuXrevXpeW4fXk22pXbiJlyTiCaVineJJfkajJlLsrEelXdSr6IRsswyqu2LdR6wYWBsMHaWkNacghxd8PJ9VgK7fH2G5NXwSJMyfuBN+u3oKmSZ0VCiRUmuMZD6FPh6lbiESx6yRsXMLbtOXXOkv7tCy8D10R6Y8/edPzcuXQR48ZpTNBZd1K8DfIDE+q05vt8+64W1pxogkBSkXkg4sKxthQOudgJY4/ayIE8TIq3AfAKCzwIPue2Y06+V0Pxzufpu7eZbLh/4wZMvlcaT23ExR18Fmr7um3tp8LNFW+Mk2VurXiLDoH2DsWbSRZCV48aIeguk3ovOyEjqko0hbcfcOShKGVJV/6+mSidEsrNiXoRFHlFupXA6S19A+85KjySBeQLkyGFOvFGwVf6okogmSQY4x3Dk9J5tDGfQ1gk8oiEI7DS2AWLTFq8vfiBX3r18Qncagp5MgxybJsUFafTawtNkiyakAv4h0/ON5dHrc5x3R/xZt1HxZ+SKeRpr1bgDgb/RijeglbVu5dYleElcvkTpVNUuCqr12Q7MmrQG1OVaa7GVV3U1J3xJv6hq3rzKvMKq/z0ZpD/n703cdb0Ns793nNmObPvC8mhyBlukilRlKiFkmzH19dyYjtVvjdLJZX/LVWp1K1btlOJK4ktX1t2tFEbZVLiTg7J4exDchbOvpw9z6+7H7zv950zNIeiREr6MHM+4AUajcbWABoNwGWOZ7qzpvgeGvvaHoZN3L/2EhhWW0u8PD1ANv/eYb7V+5ivyaf4pXkz2NyvzbvQGMYfodsVjfvntdn+vRdfC3T/51M/irnjO1ofXBVvXdacazEEb9q+rk23ccEbrcnrH7e/mBiNNzMTEA03R5JiwTHfDwJMeNnDOddUCd6wmeNxvHut1t4crt9TtP3BZ3W0W/OAzz9wSPPGT3WbdSrmwd35cOD6WseuUdkGaVE4/Ihql5sndvJbMedKUFFvjg9Meo5nNXDyI9OXf6VVcYZhrdySMgX1cys/7ONo/dg6pLGIC6BKx3kiIRnLHeorLMdajf6Em/z+MiXwWyp4o9m46VTxtM90xK/9bLtxDxum3QVjwduC/BG8cffE+ZKY/18/SI2AH7z8YnfqwnkxqLnugo5M0R15+RGzPGXB26CbtolpjpjL6uQxHwn4THgoeHNnaAxgnP7GyIBMaIP0kyFRJe4Gg4hFriDX6n4c/PZu3hLH8vZIiPGVRx5RSNf9+Ze+qN2Aqe5TuusNIQa5WC/UjAPaMw4D08vUyFCyFWs1rdR465mDBW4lxy9stky5v0VxJmKPZvc5HQA0Z3MU/Ph3QyPH+4UZrqfLDyBkNfb+QPYDT9ZWsubE7/obTy0w1MhzW8EbQE7K9gjdidUDh8GjXdXgbY23q1q8sHw5rcX0GWmyDAVv30NYo0Hsml48mlUG0QwKwZsQLi1XzUtzKsqMvhL9xanhm20hvAUVJNbEcHFM8IaQK0hTdA8qHDUlnwwq4ID+pbXgl1bOwnX9Lncz2v1Hw2m/tN0e1Cu8CN7+xxK8PXH//SF426JXjjZLuESp0G7TJJ4kCh8CHJj2CsGbvN3+vEDwAAoto7GFzcCRYIWWNYwXwav+GOMA+wcQvKknB7YjWnRe0NGBPGr6SghRv/fy6xF2WbSxN7+sl/0QvFEaLpFsy/oONPLFdiWapDY7yojUnY/cWYCaoI6QdmuTiuD0bLv8EZzAi9ZJ8LZWf5vFcx7YtV0Jdd2ffvnxbq2EhY/ef1+3T0cGmUTt3bo5SNymV7cw64WZZgYOjp1ibEeISInaUp6SCxaNlcegx2QTWW5PprKUgDDViQEwz8+yi0UiGZlA4wvbYQQMjYHkV043IafWQ5uD4DOIN/xSpJXx7KNyiTrU6OK6RJtZ/xC8oQ2JhtDxi6nR/bc/eTrAn3nzSAjeYnIuTSPSntN9KpgpCd7aBLAIb8KVLJTUdK3st/GowsqKfuMcuQ9Z8JYJVWizMk9coRDjmvrItHbm16o+965PzdyvPfxgHEN//JAEb3fdJU3Yme5hab5hds8kb5iKuwFpl/zL7SJeOk1T3Dw0cSgl/iUzW2Vvv1VJy5MzVNiwXBO4Cc5vfgfAQyAAZQLnaiDys7ftkUQicqCIH1d7g2mRSMRwpqonpO+5CdP3DX03sHJE8amPIPAyDynk1TUVxWlkfwysBevSByLrhdeb05yrazKOnT8v7Uzd43bhvRC8zWnD81m1Uwyvm85JOxOeiBZnCHT8Cm/wCzKamc3yMC0RvQni+HKR1BAW7RT/YR9t/K2gqavCLrjEPRG8VQlScC68KhuPqxPBGy0rjdud+U3fxxSeTcqgGoTS6T7lL2zjST//2te2/Sf2x1IC4/UZRJRn9ZHV6Hp/wVvFKDROIuyq9rq6ubskodu12XlptV/rfvTKGxHxb/SiOZu2p69f667oTrQlabwt6poP5oQrBW+KIkYK2n79M6B/vJm5/+eMLackoODPjLY18sTjWZtAxINTwzRsDShrNIaz8UrUHbE26bqvPPRIaLs/dvBg92lt2HJFyWfu2k/0bovmv5DEjUmxOcYgUOSSP8yUJ3a4wyd80yVY/AYjV7gHEAlXv0bd24nA/dU24EM3KUTaKi9sr5FMa5t3KawgA4N+yi5sbQzOEPPZzEX6mbZW/AU6sT6aEtActU29PhqMnwgsbjYQU+7q3H1Dtj8g2ZUcq58c9g3YYYucg1cULlxGKUdKt7pPKUN/dvRUTNK+9fRPurfePhOaJsel+QYLulVHG5ami1mJLSRrUvI+nlVb4sFssocJxinn9NMaROSsdZTGuDIfzk+Gl19GGJtEJu4UjgggLpmUlomYF+fkt+rpZY6dYv7D178egrcvPqDFLlpF0nrbrl0PsG+s9H28K7UoErcXLQgpMc4NblO2JhYyfH+Qbu5YYCjTBqMB9nHm0lJzJOxVcLXg1cNGfSuPlau+rhoSpZAxvHgkxPXusFZ9fbS+nqp7Dhc2DVft1LT6HiCy0xeD8x3UYquYcS9UZk7paOmcBqrXTp/u3nz77e6CLqC2xtvh8+/F/U+L0hBYVhvmyfDlZcSuMoul7VEL0fCrcregWEDpTdWSXqWPp4WywYJEENXou93a3UnuG7VoY+GytCb7wtyti6DpNku4R3v9lIQwn5UaOYK3/+mP/qsI+8y+/XHB+kadh94grRZIsIZmAOgn66MKo+rLbWNE8OYIBWptzmG9r8Diioi4Dk1EXoRVzRj7mD2MU+5araZQloJLf+o0pxvqytWnTqsur2gHMx5X0B1vHBvmolzMOQlT59S+ELotluCkic6drG0iDN18kyAGEqqd+ohwmxQkRP4WnU6jtUlQGHc50GDCa1pC1Sn9oaW4o5rdEw8d0vH26e7zevjl7t27u106ZnVID8OwMXD3pi2R1hbVN0pMtFDqO3D1q/yA8R0dfHix7LIMgPGfJoAZigIKqHiQ52fRRyMvg+kYRGBsu/wGXhE+9uOyKSXQEWijMi/xd6ubMVz56YSl2eW2VBG8+8k9eLSlGxwzv8HNj1339888F3zp6dcOx8XLFyV0O6OjfWC7WRqTCN6yDN3hVbZVXE6Vdu+277xF5xeeKsawzeecpyYcbAWokGpT5o8hdINYBHBaKEDFRrkxD+3ZHUdPHz94v+4wvavbrXbzxAP3R9gDu7eFbYEtPUmvB4WfN1big58Bv5tSO0yTvNC8vTzDMv228WzuKhTTP+QlDcoFN0DqcjIig1RxDCAHzpZo79foNYI+yKhVvxloewAiZ1XuEHfxgorWGkC0rUZgRmiglT6W+6Jt8wvaP6ktKBJaUJhXdZSeOM8fP647SK9I8HZBgrfTcZflsfN5RPq6WgE4ljR+LbVNoqy3XmA6yICJihRET8sINZKE9tCVj4JNiFE/vuzjdv9+gje3e3G/xFoTwsQTJaRC+DUcNa1GNsw/pZEmc5R8p3LnoLKd16y18UDnTXHNBJyeu1SNYRONN7cfbJdbVQOWi9ZeDWQYkO6sKQPatq9t+0/sj6UEhtXWCCjPxvhbQHN4KW+b1tKvZVcitY9tNjNwX5tf7G7oj/tdnzt+OvD/p3/6dswdj7x3QUdRb2i+uLab0zyb8Xe5NrZiQWxq1KdpTWidpclUep5gQNltYkPDLfgiqp1ebXzX1DJy2V1rjHggKTdafX/5ulvJJ+/XdRMzErCh7fbgPXdrzri1++qjnwki7tO6gbnjjNbfCN+gwMVsRXiW5kWZwpxuRHePHPE3bY6TkPnrMbfZ5nuyEzO2XcOY6fb44Ad+TCt13aeXLuNZySRgu8UobA+Scg4LYoB3ADRxfugSmAjeaGE18Lux9cyKzuYGnGU8EbxNBG99bzNzHLX78L79mFkSZobb2lbPLVvUNngWkzcjB6DhmgjeorwmgreeR00EbxPBW3QKD2bxMf7jwIngbSJ4q8HHTWLQVDwsefJuewAi50TwRnn0xcdI3fNjwviyjxeeE8GbpUMqmYngLdrHR/WqqSUBo/01W2i2Q1rl0NjX9jBs4v61l0DPTAZJl6elLIMQO71msB2rj7bRsRKpfWxPBG8TwVtrS+WYCN5cIh+t/ckUvJkTfNC8vs94MY6qDUYDqXUTgDQhxwBhTQrsUxutcQiFKSfC+lL86c5JV5f0vv3sM92xs+92x959V5fBHtEzzEs6wseRHMHPbApJMzuv7W6s2NFUYO2ex+QsEgRbTWxLbWBEAAPCMKYu7T5rfKefNVCsETAsF2seWfNtipcBpSWwRog2lLbAl3Rkj3L6xuce7e6R5sA+7Rgc3Ls7HmO4Z3PeobNJxzbYOUhdCVLwH0Q6Rdv4pZmq42G9WnIMGQ7+t20PRi6GfztGQbxfhNuErST/30it8IzEK7+y2obPAFMbPNV2MJS9KWquwtmOcvlb8NYWWCjOieYbTZm/0BxQ3Z67nm3yX3Uk55qO6bwsrYHXTp2Smvmt7lXdCYa5Jk0o0KJOjsYbCKbqXqPpQk69mSbaJ/+4IQljbZFlbxlBgzU7q97CUiLY1njzZeVo2EXu2ZWJSYSwT+dBo/mb70Ua+zeskwbmmu5BaT19+dCheFzhL7/61Qg7oJcvuWCd46VoTem/duGqoAKCH3z5g960/d2UnCI0f7KXk4/EM8Q2GltYin9kTKdhZBXT7dfeAxt6evwZv2m9Bk8QNdXhgfMu1kIcadd9HboM96aY1ol3z3ZPv3pYR64Wur/VRbmYk6r/Wwpb0E7ggo5eRdtoPChARn+cOfsSQYlCobPg8so2EcEBHbRVPJdxRDdOTxCrvJo3R//4gx/NZ3vduynvc3tAxwXZueT15Yf1ciUPwzwqG0O9b1Cb2CCt3E3anQWfH9Vo94G1ulYeKv1mBxb/uAbGbBMJWLldDlGY9iy7smakyleWBFE9wekDe+RO1VrDDUYOQzl+S38ItMJN33SNGHvaeUDX7Whax8uXugtz2d++8/Jr0dZ+9MprukvrPT0gdK07rqN9YLtUrTT4RJQl/VV/kYypTDuFD5Weg4pGf5KPoZtg97ss24zQ8536bu2INik9J5XxmsXc9d6mMNrlob17urt0fymPB33t9/IqhW985qFIb+eGtdoZrztMo1+JkNJ88/gIH3K6HrN9XMNtO6nxb+bEdYTveN6yoAjJcsHVnAOv8H+/HyMGZujW53j7CzTNcwx4EN38pSeImCaq7GH04kdqLJlEwWbfApCxKCOoZxdMWAFpzA6L4/AKvslxUWkxXtNRqJO6yw3znRdTe/fFY8d1RcJVvWqqe0qvpRbmbB0nXQotzNR6i/atBJZq0DV/bvUpnM7Kyr5kygRUvD9HOX0Pgoa4FDJibit4c5kp9T5+tRiPgcKUo4ESm2i8xbUJh3XE+JzupuXql1lrn4rvYwZVEiUXnq128ytr2zXuGLYNI7u8DFnNV/5qAYO6I8bH/riCm42JjmxkBkx/eLUf+9puARPHx1ECqzS/1gCHdTpWXebTtiHd85mh34osNV6cqdzSnQ5cK3OdhwMvXArw//XvviWNt4XuxTOnu3d1B/Sc+toNza0YC5dn8hqlXnMNwnI1N1x3gsj8L5D6x2NQ2KOZ6oOqUNTXEgI7/QzjMop5VY39a2vuskljON1irx6g2blpc7dD19I8/tCDQcGXNQfgBMVezSU36y7hdVrnbNRRWoqFk12Y9Vqz8E3a5tBVbP16YlBvSSOw6dnzdLBlqMFtMyQ5L22uA/iY8bjEA1IYnw4xfaPgCeM0CGslaH5Z9IzGy68+H32o/XqfietOS0BttI0adxr3Vwc/bCUfJJX3aQnjqFqDHmTbncJF4e9IunqCkxgXvBG8kON8dz7XJ923fy7Bm4RuRxG8vfWmBG/L3emreRH8J0XwRt5cNrcTvNGhZxDCyTzxqfuCifPYQgjetLA9ZMHblnwdZvMKwRsxPTV1arYJSzMRvLkketttUSuE8DSz56O1zyrKDyN4465CC95+9sYb3TXdldML3ma7195Nwdt1jpgqzfcXvOUgm7TRwz5KwVt2rnZMSaPO8tS44G297m+bluBtX/dlXZ66UXd+/eWTT0JOd4+Ok/2uCN7IL0cEMb3gTY9iaLF6Qo8scEQwBG+6qwuD4A2h3C8veFObLH5qwZuPGLi3Y/fu5KbwTk80YlYDUWP8NoRuJXibLsHbHt3PwSTjkI7Bp+Bte/fIgXti8mTB273bEbxpAsWfJoiUykTwRgFj4Cmukb5WCHk/wdt3Xzlcgjc9HiSBG4K3Y7cTvEU7zLY4OiGnip12q26SDpMtI6emnmDa7sduQ/W80D5eaLAYHhe8bRXnhKKDe0rwpoc5LHj7fQRvalQI3jaMCN4UIY6wkFbx4phxV4qevFa/86Q2c+PfhK3SCM9Gr4t/0DscazWvFnY7hxETPnTrs/W1YdzmOQY8iN7GokYQCEx42cPoxQsskHC9/bKCN449p+BttjtxoRe8Qd+L2jS6oGPPV27dLMGb7nPz8fkmeKvrPUTyhxO8DfI9EbxRGGpiVHxWvqvdTaNfZJvfEKPaizebaX9ug9XRHWRh9uSoqUsYu7iIu9+gSHGGaSArgYbd1OBD7L3fxPWxlcCw2hoR9rStgLHKNJ+2TVSPh0O/htKOGM/yUhiwW/B2A8Hbe/mwkgVvL5w51b2rI/1zGiNvaG7FROzXKXjzPBM+YqGW2Yd5y2qCN66bgPvvkcBtpx5h2z4QvH3l0U/H3BFlks06PrtOG/Ubte6heDevy840Lnij6Ep/YCJ4ozAm5o5K4LdD8OYsFyMasCYP84bQd4W2WQL8a4yDGRrQ6tXFm3QJNX4sXRITn77ribtEMD87+lb3ji6qf+P0qe6nr74aF/u+eOrtCJtbuyEWx1xovsyOrBC0xU5pfoEzTWAPp55ySFteptZ2ARdFkGyWBERCra18TNfxRBhxFAHBYqKYeNlOntOaAOHDondaD0Rg9nOeX+b3pFGyWwzqnt27uk/feyCY1GcP3BVh+/QSKkwLJhWMSr7WzmERhBmnOfxq8ZLUJsRqcIEADBRLAofXlFdmCaDfQQn2zhZqh+t0lKqxlFeLP+43FiXwt9FgZWCLXkHvp/E2VZJeYxm2VbvdlKlacJN0lnbXzWfVxiX6+M1pALqli6e5bPrVE2eC1B+9/HJ3VbvGR8+e04Lmgna7FruzeiEOMyshFu2J+3GWEaxqVqzbsyKsq9tYQ4NICTMQueX5Fdum+SY6PKFuGm9VT1Qf+WN3zHeEpaab4pR2HQM8MIj0lKtIf2qeS9+Xu0M7tnXb9druw9KAevKhh6TltK775mOfC5hdenmJlw2556vd9eV0WwMAM3+YMdsFmYHxax7ifj8IGsROPNk0jXMImTwkfFa03x6un17Ij8qVYQIRJjRx0h0TK/JTeVqsu4xuqFFwj9sp3Xf0C2k2zukhmL/54Y8j+hsXL3fX9T2nuuUPs1i8oM0q8Bwnv7XtDIz6q0ZowVuQouCiLuyiWu5EGGjC2dNtfgtmDMKOEHiwg7mQbXJjpbV700ZNjNZ32zWRuleParBr+aju8MA8IO3HTWq7W1X/2/WHNhwvo2LQhGNCCjx/tKzpmkWtKRs/SKvijHj+SeoJdNE0n4gDXOY1/Z3vFr/op2sGn5WdOnnZhwxn2/Gb3SfX0mt3yznSqrYx0Kjttp0RfO9dak5Oq4sv6+XI7AQ/PXJMsZa7H+muQARvbzPGSZOSsfAsr9DKzDOmReUrZ3Wxcev4mUQkHamq4bh8TYX5B1l0t7BWkqOP2I5YJZG1lhCJS2OZ+BmGTSTKe5deN9sm4S13vH3xgYMEdX9ar3Z/Sg94bFUYQtqN1RbWtrEryyGyJwKzjVRllOW2HUhb7WRggUSQ3bZXrQ/nrdpL4sxfBw39RhDz4cKtREbijHwEcEQf/pi2frFDaEVsNNW3gYd4DVpxUstNgPrfNgiqjLKGctyCL4AeIRvmqsYi7vc7f+16d0X3Dl3SWPWqXi7FPPXKK4H9pDQw0dSeVVu9qXjg4F5SzPIUWtu0huxtQVYbjAQoE22t6HUban0qQcAUsPQBazt707KCAsTg/XZURAuQGDsE4JdyWyNvCJR646/Qi0m6wes2PdF4++lE4y3ahn6q3fozmkt4DwPS7bbZYMNhX9ujoZOvX3MJDKutJW1P2y2gOYK38NV4s9w1BljwZtsCOcDt5hVzDC8/z4sH8RL0O9dSYeR/+9Y/xh1vzxx7qzt96b2OswdXgmmKI23cHPF8VzlcyvO4pvEWEPpZrYmZ39k2LHbBO2+N/0VQlgUzREyML3JClsesdaW4wCNdPK61QeUxo7+Neqzr3p35qukXHn5Y87/p7lPShN+2eZPmjTPdDs0pKZfdW1Kbj8e9mCOu1RqIh70oVta6mJomBBVBCTQAQFj8ko38pq+Wq0L67huzMgVSfZkz8CRY5jvjelxaX0C8xoohrT49Y8g5i7/AYLdPx7REVlDW0woZ43ST5sR8uBL4nRW8NQakcmudYrwMaaFmBtXqzNOI72Dv7FnV/UVdUH9Ok8TDJ092P3zpxdAy+dmbxwL7zTUzKXjjCF8dhbCQAeHGqCGFmuyX4M2dDjh3BHclFkAYGFCS3XeXtSXdCbVUgUH/EpIawU7pxUfMYk10WXyKDylpTXz10ilmk56QxhzcvUcL2Y3dvWJSjx66v1uvXY8vycbcu2tHfG8QQ0JrgNTboqUtXnq6I5J+popzDeuhz5uhyo6MKTSylvk1c+rZFbAZ5voawxKffbzbpmY0ffRE23/jcvShr9vNKoFGYZBmj8SvvI0J3jK5TNDl5cUyLSWYt2y/ImvBG8IXljEMpte0kEEA88zhI6Drnnrhhe6KXr48dfFiLKZZQl+tOokLVPUdgjdpdaTYLdvL8ly2zeka3ILxaxCAcrdFC+BY58RaR6SP5zcGSsUZFbxVGk3wJoAwwlzPh69buBY+D+/d1e2UcOWRu+/uvq5BdEaCtz/6zCMRtl0CY9ozT4z7iKkFVxyLToM9dONb35nFBKtfTwI+mODNeEdQxIfLqF98rYTJBWNLOBymP4/AiZphI696W6qjpreUDyZUCEqef+to8KK/+v4PA88rejjjmnY15yQgmUWwqvJYGhe8rUa+K7DKKCc6SeNUCfZLAajRRptwu/dA39CAx3XRewbCqZDkKSb8Yyl50Fodn8VsEZ+ZEaPaqqMO7FYiRPvsffdF2MO6QJfdy+06Br9TkymErwjgMJtnOEYw1a0T7yIO7QAbY8EbfmQ9/kxbQLSWETjKS3CjBdXyKoChG/gQVMumhZMqMUWRfuU3iib8HL/ZAxg7PS74OyKu+HFjBlPDNgJlXmLBGxfZX686feb4yYhlwdvpS5e6wxrr0J59uzZoELzlBFi5i0YARVm2NT9Um6gkFeRNk94rXcQyfC+I6OOFC1BHbOXfl4CrbToE1BqLtOHAhHyLBK8b1XZ26djJY/d/KlD9xVe+FPX54H6NbxLoblB7AA5s69rYleVHF2u4W7qBRj99+g1o6FdghrLdZ6RlaOA18Kv4K33GEPNZRLpLjcQZ+ai4Y1bWWl8PPUECbJX4PogqyKBeGAWfKdq0HIpUGZsA54+pCoK2m/VaPII2rut459Ll7r1r1+LvheMnIt6PXtPxZ7nO6bW9m5qjLArvAu1O9lIJ3uD81IsFbxGx0o3E8KjEqQ/35dan+koqQNFXdyJ4nHV5RHxwyfSCt0SQSWSg47dGHgQQS6m7wkxj2OZHRejkqOlE8EZzwVR7yw/9Vsf1PCX9E2ikKbcI9rXdAiaOj6MExuszaLCn7ZWEtfo2wwXEY0D5DeeKFg7Z5mg/2BG68fozmxjn69Xo//2/8LjCQvf0kTd0zP9Cd0Nj4kXGVfBv3BrELPklBL6Kh7VX7gNCP6s1MfM724bFbvCZ76TQZZB2L3hLvh/RlF+i5lvrmldp05axf43ywGvnnILZpccDMZ9/8MEQvB3Uxv0ObcZtlv8ezSeZA+7fnkLFrdrYZ47InJE/wlj7YrxpS1GQZtj8EFYZyK/waizffs4Nswvc/NWUlxMU1gAAQABJREFUqxfqaTIUuBXGuIR7KHjjm25fXV/2EOsoi0hMVFFBF62KLmOqRr+cdvpOfn/ZEvjdFbxRcsWMPNEaFmY0v+gF1RDLMuMiqhmdNZbma9F6RPePXNJLgq+fPtX95NVXulktbr//0quB/j1d1LNAXO7MkoAABtUYRwniWp+JGDnZbxpv6pFFSuuIXrywkE+SLXgTgupca5jZyvAgJPHJR2VfK5IUcjC5JVcwkmAmYq5T2inArC8NqP3SatssuvfrJRhehgvBm473YR68e3+3QTsDW6VZshWBhxJiAYNB2whD2vyRTjPV8dN/CNMzEseKODDoQDTAUchcFuBv+WsJjTo84PS+pgCfcrckytG++1gGbT4jA8gQZ5/rQOMkbDcEchTx4xpvgPTtNSNmCxGzVghJg3uhVq03Syh2XYvOebmvaiB97+r1blaLlJ++fBh03b++/nocNT2v100v8GKR8NyoNjHHcR1wxp2EJXjDTSql8TYlvAxqwfiVLulbqETf4NuCN9zgw4Rbthc4aLshfAv40khIjTdFqDgIm5aXUhi8eVmvLcr/s2p3e7SIDsHbIw9Hm3yyhMG0VQveGIxAkyko3TbgpC809QlVgkFMhvg3c6g8UsYF5jB/uo76RZQhettl1EbiPqi5zBvCowqsDaoDjbdoL0o8FrcCjsWm8scEivp8R0KSV06eUr0vdH/1/acC3XNvn40XT2dVn7fEJ2JBXJOJwYjfaIkaCxr6XBIYxVC00Q7CCAQoysperVtU9IQsQE8ZGlCi0eVuwgOk/urI37T4KYabJbm3b6Pa6M4NG6M+H9BxY8zB0Hib0Q7mRt3nIcGbePMuHS/AbNMdcdT9jHjVWrVzXlUmHONdzLXigfAHJk7RTopmYKjb+Kz2k0EDAMFUKTSbePblNSqg1yo+f2jjIQjCrBcdpDvENo7LRWSYYTO0XyBb8dNzigwy5h7Qgjc4LxMzhGo3C+yFM+8qP8vdj3VX4NsS5KJl9IrGOIRzp27lzrgFuKHtpnYVOQ1brkre7YF6reFJ7TWN2w/5iLxEWY3lyp/Q1bKQnvkpd8FgpfAWwRsiaN1bqvKdUcA2CWIf2p/t5ZuPfz7K/dP36N5A8ZIt0pbcTTtR/E3VNtAET3zJ6xTkVuvkZFfCBNqt9G5n+pCWEYGWu3k1R6AZ/SrMjmKEYeeH24tpCNBVkUBxH9BQ9V6VI3k0v+Yo9BUrvDPM9Q1/gZYUvGV/05vFEY8eTRtgDjKvDT+u57gsgRvmHc2nFuR3Wm3uvI6TIoh7RS+XYl6QTSpX2EwSDNxiUXMOamqJsUtGy62ySdO5yvRXCt76GvS4FDHip/IjjN50sR1MTsHRphNMbaPSqDTxbmNHf5lp0NYXqNJvFeb4STckZP0I05jg7YAWjHer3e7dtq37k8+ntvefSOubDYcd4nPwl6BNFGCMeeiqoAiPHxiLjGmOjwaU5ZillW7Xs0G8IZ01m7haPmt8rwaRqJ2eiSvmMDlq2rdaRqQwLk4+hm6+G8gwIN1ZUwANjX1tD8Mm7o+lBIZVFwSs8JDvqN9IP6UzDsYdr1tBhXu49rE7Nz9yo5aRck6Ct/d0nybmr7/z/W5Bp2R+ePhV3et6rrumsfTsHPNvcYDN2wMGBZIYIYMs+BjtNhtja1nNEVHyp/E7BUacQViDD6QKIIV0O7+eI8ed6YM8A7e2oq3ROpbv6RK8Me/aUnNd7gpmvXvP7t2aG26S4E3a8Frn4neXTtNg2IxjjjijecGMNnQI21ivua6p3VLmiSQf80aFY7yhy1f4kL+iKSH6WmT8I4g/C968ERslq4jMR3NWNdVtrjnjjOawJIc/pQ1e4NPkzMpfaWfKTfBGjPSq2IPPwkJwAym/ifXhS+B3RvDmTuqickOM7zZjyNB+4sP3WHOr3W8zMvAY12IJKy7oKeZbmkAekTbAM2+83t0U8/p/6l6l45cl9BBD4wnmZXVg4ua1j3JwFwnGCOX0QqRd8Cy8AEAVnTDs6skLtXxZUi/s5zVJfxO8sUnR8GeYj/6xyMJMs/gTDhgVYsEwN66HtUEwyPnRetvPxfViXl+qSyoff+iB2C3Yp/uV9moiuI5JXx1R3VCMKDTuEqOwFyFJRst35EkwtgHPnFbEslo2Cs+A5woiQ11PjulBhu+hO8IbQlI2UREidC2wPD6oNYoHLB5njNHfIxgrEKEWhrqwcVmYJC5dD7yUsQqBGHnwq+suzqWQ6oI02tAIuHD5iu77Op/C4J/nxdSH336nu8kl/GrbN4VpWfU2X9oC8z7+zCQ4BhYEBbWQWUja0HijnZJTa/N40r1YIwcLFPIZdDojlSWEbcSlXbrvefdsOTS3CC3gpYVu2Xd91ZbPVx44qAFS93xJy+kbjzwi4cl095l9eyIVNKIYjPoHP5RG4RpfGEWEoAQXaa5uLDBb0X4DPOPRNzF9X4vPkZ+G532AslQrmsur+qSPbw9L1fA83oLhSBd+HNM6cu5cCN7+8/d+EGE/OXoinoy/ofAbVA5th80AmaniZRbkZcUVAWVVrSV88ytHlTFl5HJq7bwVrR3Y5TZQCzI+kqm+UNq3sXuptgc/Wk8bEv17xZcw+9UeZsSbtmnCxPGBdcrPXl2mj9mjxxiYOG3eOBPCNyZHM1wULEMc20ykEIp58hQCOAW2dqMwk+0+6QnTkOrWdov+ddAqPGgGz+iP9rqjdl85DksY6YIePO7nDScAZdx0aOP/lvFDJ8P24jgNZZV/ipaSl8xBiMyb710Jep4+/Eb3trRjj5072z137KiEIkvdW9fyLpibancxEYZvRBtUXGty1w5VjGnKDFjNg90XnNkIi1SBy/RXy/84M43yIl4iDwyq3jBrJKim76+RZjfHTyn/PdVevvHwI0HLFw4djMc6EOTft3tHCF33SACH4Z5l0HoMs5swa9OaVvwSGivpD6/xnxVBLZeCTLf7z3jU4XdrI0N85e7FhH2M8XHRabFx1VAUUufJbQ0sbV7SULZYqkInXPRXlphnEARPQTiG0dItDMebdKd3XINwU2PWgurobV17gHnjxClpaM93x8+e7d65eKm7qoeAjlTYGbkxi+Jz+YAQaSTuRY9dMRmCJv8RoxpFoxXCRiEQkGOIhQlOpkIgigVuPnIaK6UaA102CPQzYqYLOtelNd48TkbiAazSLpq8aE1ak4ocu4RpFcHbXWOCN65bmAjesgr6WnRtDv3tVxVe/c4QYY+1hdalWQ+481VLmTyuMFJyk4+PogTcNEdw2XPcHgGKD/N7Q66EYK6Y/QCNYUbKBU1mrtRc6+9/9vPgyTxm85buf74ovnvyisZ8xVmzPY9s5kxMOEhkjId5PtyYKSAmohw5ziQN/VhjqLQb/xvER8sZw1qhzVfTKx4IJIxjpsTl4cApjS3waDTgMds5ASGbjVnuh96kNSubb8wR79YVJpg92tBA022T5mmbubpEc4fNEtJhmFsSH3j/ER5hZRMeJCkbzps3dpzDGL8EBztB4xuztoA5Tgr9CAzXqX6Yi3JlBma75ifMUREykirpMAtLkzb1nxgbJVF3AeNxio8qy6A1ESTIwD1x/vIloPZXNfzL4/roMGQLuXN81Voc3TaI3OyMdBjWD5wVKqbRN7zeFaEfQPB2UTsDCN6OvvNu9+yRNyV4m+3+7x/nheZHL17V5FI7swjetCMbk1BPAtfoThIa/oA4T+JuJ3iDJp/xZr+XqL+s4G1KC0EYCIT4jrZOmlCYGTUXXlPZJgaEcA3BG4sVzOMPPhCMaf8OBG+8Jiktk2IOG+WmVFmg9CVaGbXH4LOmrMFIwD2sEb4xfTGlq3hGBlboePNOmEzQi76KMEBIuIkyuj61Bv+BHKN4wFJjUqPf3yPoKrmVgre+JNxzFyqJXNjUYrkCL+iyaTJ2Tlpu44K3Hz73UiTJPU2E3RIcfwhrFprgjZoQy6fg9EeZheBN9C3XMdhe8Kb2UnR7QfFhBG9RRqW2vrrgLdviPtRWRNuTDx1KwZs0ML8uwRuLjU/r+Clmvdzk4HdP8Jb1ZsHbBWkzvqV73ljA/ufvPRVl82Pd2XVRdyYheLtOI1TdNsEbEwZ5RW+lmKNSXLkRXcFZ/oThwuTECFfCwnfNe1s7N/AgVsNgoAYzQF6TiSntWoJ+DXd2ic+yQEYGS9vcUwIsND8Qom3RpAThG5psCNwwu7UxwJ0e7GzOrM/jprcVvAkOIRhl48lj2vgJGWFYlZeVgjcRFgY7J0FM8+gnPPzAAxDQxn11GO4eAydpwoKJ5X5uTJVUBGbquTQPBO/zc2eCNzAn97fg7YjGLszTr78RApCjTfC22B25kq+f3fiYBW+ebkYZVd2oCsNY8DZdgjeEnrurvXztwYcC5nFpytJ2GNsQvCE82bcl6wYBKXUyFLzx8jfmN0vwph7ZGlOQr5/0iMWJG1UBuW17wUCMNi9x9GqUwS+Mu+L7MxZ2wo1twdvNgrkpqRuCt5u62uKGBG8ca3pb/ArzxsmTcTXCcW0cnNVxU+58OyZtS8w7coMfIVssTYQ7F199Gn4Zm16af8SsRmF+gy1EQ4jbCt4Ue6kCJ4K3vsRam6oK9xwg+V55Vjsb7Ayr3MEhUw3Mm8ZWh51ovPWtllEojIuTj6Gb7wYyDEh3lTRQA2Nf24OgifOTUQLDqmwU2XPcbgDN4XWQIVvAwNEEb2pAcWRfk5mrJXj7h2eea4K3IwjetB48oTteY15UgjdUMhr/rz7t9uq5UyRXzazRUo42nxRQP9YYKu2cX6bbIXcmeJPQTZturKuYP2K2adOVqQKPLnA/9CZtfu6UEA7h1l062YXZVUommzQ/Q/i2quBNSgbEYW65RnMFeq1PUFSXzHyJcIrAeXQ+KLLU3tMarDwtQIvRTREQvM1orCMdHorAICQkPQRvbBuD2/GS94pFiDknykiZaALEbXvoThwZmL8VOvSauH+JEvitF7y1Rr1idOpLzUyp+XgiIA9POh19uQRvZgC0XQtwUGbFzMsTJnZeWkbHNVG8ocnh33zvhxH21Guvd1du3uxmNaHXqXPNOcTkfMRU97+FcYfQR0tfjCKMNH6YNZMSiwBAETRgFuPoGbu/6m4A6M/abD7ZMK3ZLR0evMbtXQKOeUR5gU/IQ8hSGktTtTuwzP1KYlx0cIkOgwHsrbuTHtbLguwYfGrP7u6AHl/grPwj994Dad398oNZbNJ9cmjCQV5jRgER5IYL+ry48YIGhoPJnIcjmEn6ZS1HPQQYUOnXrzAyfn8UlZjp13NAfUc02YM6ALLHE1/1U/Gd1jDI7jE8oC/KZGf8QXNzrEZSn27GIo/88VVyr25BBck3+zcMJbNatFwsDcWXTx6PckIIfFnCl/OXr0rj7UIMoq+fPidoHdNRvbPo4WjOsgQBIQyWjbE2ZqYeXqKtvursmOsK//Z4R+VyaW3mkZZlHC16tQAPQAFQQE1rorQW4u4wjUZTav9Tsyl4+9w9+6Ka/t3nHo02d0j3Dn7x4H3ZJjV4YtjpwlANri2OjGF88Wsfgq+hcK9u2oMRq4Kmp/tWy5tQNXfFs5YPCxSXTY/SrrQJN5+yMBw7QqNAE8dS8QkewsBMaReQF2GvaQJ1VnyHV03/6vs/jrBvv/BSHN26oo2Aywiz1C+X1H8xtAPKIrRHKDwR0OqkZgUtPwGZdPpYny8P73MWQPoZ2PmVv+4E7Z6QxNcXmsCKYeT+oqirnUtdTqmHF3IStY6GLMPjLoCvk43AhB1BJlSYbZs3qEymug0z3NeRYdz5gdmkY1kYhHbEiZ3E4lfW9GyEUC5RA6rtot9awy3fAkmek20X3FzaD227N2/pdmmyt1WbE7933/0EdffriCx8ciZozjJwf3ERVclEnbgOml9g0c/Aw7RoOleh0ZrSXQiMpy2CIzHqX2OZ8o95+2buEL906lR3Xi+aHnnn7e7ZN9/UkZSF7hdnTgXMpeIl8XhQaLqJkNBalVUr6paWYrjc3G4jU/jzF+UbaOPH41TvA1xmtJWRGmq0gEQQoGr+aTuv9BH9wRvWVbs5UBdEP7xvf1yszE73wwfujo2lxw7eG/H3bl/5eFC2FrWzbHbCmbRHhPJrdTHM+HhYA3KA8lHw7veZi/rNbOuj8j8SOP7RgFuAUxkfX9xWAPRxFZdxi6w0XW/G7LEMeux2Gu7StD78Yowqt1/Wfkea2LfEo967erV7V9qUc7oz8M0TJyLJIzpOiiDuPR0xvaIrPGiFVwv5/LqcMwW/c3+sdmN+1bcNqDXF1Sjq23kMiMLdqqsQUDZRPgKyxltMhKASGP0Rx+NjbvnwnemC1uU7rvFGqaXpy7bxmeAWpjuxjGu83StBsTXevjk5ahpF6RJ1uY7a+ZXtYVi2+I/GDMjyMmRjTcwv3MCqLU003ly2E/sjK4FVmmSPeziuy3cVWPOdVYIamppNNu1h5jIokGCe1f2uHP//p2ef7d44c0Z3QevqEl0zoUG6W96SG5pL05pfxWBLL0n+mjMdfdaccWQMdydqfYt41cPKrx+D0iP5ZObG8yGf7uBBsRh7wGvcxcTzdAjrE+WyePV0XaM0XcJFrX5iA421JvNBKOFRBczmuuON+6M5bopwDQEcZp02b0mOo6j484d2XITpEUUMK17w5fgQXqIlbddJlA1AMq4vNPQwHJElD8xPt4mW9aLj8w8+EGG/d+hQt1FaejwasV7xKaO1VW+jp2ICPMsIpydGQVmG9XOuIiS9QToxH2EJqA22UeMjRPtLonJLvFM0rdFmRNAYlRvyaihXFIF7tIA9ITOiieBtInjr25C5kVtZH9JcHgDKY7RNZvxBc+ujGWXrnukBY+SPr4ngbSJ4ixYUbSQ5nAUYE8HbRPBmZuKxbyJ4Kx7KpFR/E8GbWsjY+OK2QtvpFz0e59yieuGQQyxsy2l/jWsFPhG8UR7DJSOCu1x1WbiaoRRYX7ZevKbdl3TMaseOmk4Eb7oMXgveML4mIb/q1+Vn24FZN/nVJl0O7O0Kcuw2rZsI3voymrh+dSXgprlqCiXBaYvUlUDm6++HZiJ4mwjeJoK3lX3nV+HzWy94c6GtxngaE2qTz4IeSkJqhG0gDLQyTJTyT9OikqrP1x02S2hPKB4q8lekjXFTl4H/4y/yWN+3nnm2u6iXuc5euaZ7l67lsT5rvK2TBF3xggFWuu4IlYRmbNLuCAqUvhy4U1dDQaXRsKj5B1nwH+A+AhjzPTKuv8TjXBBfhnj6IS5pey7DLgHwyyGBl1t0TIfkZ7lbX9L1nVLDReq/RxdTcl4+Nd7uBmv32fvvD+2Rfbqscqs05NAo2aodA3BuLk0U9FGYOvFHnghz3mxDt+ut1Yl3NQSfBqCCKtsC1NA+ATHGiJrDAX2ZBBEB24Aj6uhPhhHLpu3sVD3an1xlSZJ8ptfH6qHsMkXDoRV4ssVdgZgr2g1hd+qS1L+5/+aaNJuOShsF89yR1wP2tO7E4WGFa7Pz0oabizsELtXjCAvxEqGWWapsBDbgX/R5j6BfVBQhLN7bkbWa51rLg92VfNUSVemkbVntAQO9IeAWPteF1c+rigLOP9aoiEZOfF64k2YWyuxbCve///yjoR30R4+lxtt+7fo/tHd3kLqlyn0ZLVAlQFuOvqR8oFGE8W/rW+H7fj+UDP0k7SGb6GM1rOEVuBPcRdhAveiynQEZ39QZOFA0PFm2cIowUR4KVD6XxG8wqakmLGgdqU551faatMHmFf6tZ58PmL//1593Z3Vc4Kw0Id8VLyLOQt3xtgRPUjlxVJWdMdqqNUiCOUQiSVDfokk3/ZZ9kz5ltSJLCRMBhPHpwvQ9YLFHmEFBLHBVb63+0IAkUPwH7TeMj/75iDavoXrXz3waLTfiwabXqPHSHnlMAbO+NHy5RyP4n8KmKQMZa7DgIk6UsWzywT+MeXAKuSJjwlP1tahNC5ktQsd+6r27dnV3b9/R7dbRxj/43GMR9qheZUXLbqMWj6apmpuzH3DxQ9G6KG07NMmpos3AkTrJEEFXxLKmWvkLQQ4CspL7Xiw+f1SX3KN5ZI23W9JOeur11yLld8Rj5lTmtJ9l2p7qbHk6d42nSgLjOx0zySR0xeaX8zGw4U+3NcVEPM5TJzZ+NbuxNPoL8PpjJxmzuXjp7pmNuoh+bRzfOCCtN65S+PwD9wfMoQN3xeNBXLTMAx1obvOaMmar+BwpklOPVa6baraApVG6Ra5Lf0juiko1L3X0sFv20uH2NwJTdTpEHtAVN4KLkJaGwiq4ORJ381USuPPbvtUTgyPRE0GbJavjo+LbpMWL2nPqp7fEy9Feo87fkCY25riuO7ihsSs03vQQDHe8vVPHSS+KPy2qzmbV3+lBcRVCPZyQDyjQF4f0FFXFU1zWkZD5THzop1WOcyKvKrcGWgjwjvYFqIE8scJLf2Q0g1QixZ6b1gfhMuBZVfAW6QKdtKh1Bjz8prBXbAEWL9kUOunLHY8r3E7jbefkcYVB+fX1nIUblZnOqBmcURHlNxrk2K3ZmJcEWIZONN5Gi27y9RGWwCpNc0V7HWF4Tjsj9tHlcmMuEPNwTrlwYgv2NV+4jly8HN/fee75GPdP6Ng/2u7gu1xIl9frSgbmCozTMWfSyFGD7lKNr+bTwXfdiSr+yDhTzLfN5yJ1uG8BK13zZ2vkL3LHG5kCb607WtlovYo71rHkSX9TdUKMtSyG9azXud50WhvpKgy0wHBaQfiZG/IwFwY7wuSXYUq+0teZiYAhb8AwNpibewghS5GrAAjwNixNaW6FmZbNQ3tbtcberTuLN2rN/Md6iR3z+1/4QrdVJyc4ScHDUdBujTef+MkUIhXFICEsz1Tys/lHWMEY1iARNvyYuD9MCfxWC94oEDc1d9j+e1Bc44zKPRoQNWRMA2GglcnFZrIqL+jma6K1HII3jpJ2urRcE06psv7zi4cj3v/706c1ubzWndElwe9q0cskct6Ct/VM4nMSaQYSwgJ8i/BcUOaHL0J29/Gij/UN6yey4ax4fshk0Lha4QQryDgQCXMkBbLu9GEWmBRkCAmLXRYtKpjpOoa6RQyIu4k4K79Di5MQvOm4Dob731hQ3r17Z9y5tFEL/B2CA3/cayQYDo2QDvnhj5J33my3elBYc1eGgE8j6h1YdrI98qMwA2YxKoodDsjaDVz2Mr5KYdTK+Flq6R4ZYEYQ9biz9fSpj+LMLydP0wJz+5PjZg1ml3T8F8EbgtzLEr5d0THTN3UcDPOLNw6rKJa7M3oZ7poWNjfUSK/M6oEChV2vczJLHNdROwzBG7bClmoBngOoPIqQVQVvFRyDltoFfc2aVx4AoSGLMActRVFdJ9L0x6c3rb4MI+H1stobC9ttRcuff+nxaD8WvO3dsqk7qDsZCM5rT8lHDbhqZ60tl5ClpUGGP5BJwI9D8AZ5LicL3GwjXIqWIYClUk1PoZCqDd6ifscx+JtiBgje/rHu9vu7nz3Tvauj8O/qeNfbV3Rxvspovha0i2GrrSKIjTYht5lJs7M8KO9s+6Ki+mIT8jRmE0D6wVSBK732aZzV7izkGqmaqjcLwnISBTr1pBK8cew5DEIiueFXy9UGspzEU4qZTYspwruhIu5xk72uwjhukOI1JlPp2dpLcaUsY8IIybyYB6dwGlqEP1bgsktLZZvygXzvvt17ugM7d+nuue3dHz/+BcF23WOHDgWfRPDGMdkwY8WVnvqVfyvegmlhg6gr6iTKP2kLJERyGha8RX0IicrBgrfLVbYn656tXvA23333ldxYOiOBypzKHsHbEscsiN8Eb8nFLXjLZJPQj17wBvbEPS54o11EhmX7iPKMNiQw20U3D7IwhvFgSwjeHrw/wh761AEdT17f7dq6OV7K5TjKHr2aG/Fq8s3mkceuqoKiIsDyR8k7v1XsJlV28xFsui0UG4a46zii298gFUeXV5XDMLCIMx1Oo8fboil2dYqRnBhn2nAgDHZy3E4C2PDSmJPjzQ3x8Fn10xsarziqTNqvnjodQMfeeSc2jJgbnS3B2zku75bhTjcum55XP+Q+H3jSUt1Byj25mOzF4eypLJ4S1R1AlekEK2D72e6rwCzJBUl2PI9s9VQTqxZbQK7C3ISi9AltEJHu4rjGWxGZnCRhJ4K3bHeTO9761tP64pAZDN20ruqura1Gi0ug0VYYAfqxr237T+xPXAmM13UQOObZGN6Q+oQZgTSjKjDz0HioRm0CWAveTly7ETz4uy/ocQXxah66+dnhw8Hv39PGShgEb+LNuZbIUfCjE7xlGsM2bf68QvDGvEljeJrKsdcBlE2Uj3LrtXwJ3hBsMaeM0aTKcJqrnTCGlZMxkj+OlGIsgEPohk+GZV/STC9gUCTAh3BT5jV5JaWIRA7wwIGrCd40ZjLHZa3Mw0/cNfdff/3JAP53X/5yt1WKLpuU741KnJpbx/xX5s4Eb8QYI8DfBNkUiD8n9p2XwG+94I0iqa4XpeOOO/TLjjgsvEHLUkNuHSOQOaY6qTD7j6AlT/RgPgphKs/F1LNiTM+ezp3d//LMz6XxphcGz7zdHdNuLy/HXEabBzMjcQHpxWIXGuTWN2ZAUbpFVATJdudKgYAW3+rZbDRAjpmTNYjo7LiZ9OakO9OJRMRIwBnH8XFExjO/QIWBWesjBIAwKsqgFr3rtMgFbpO0BFg4clHlgbqc8tP33hOMirvfeGUQyf0+LTgRhty1Iy+w3K5z6mh5cCF+XIqvsPXQIaNT9GHHLz+uBnwzyFZPd9Af0Vps6F1phn4FUen2sAUTViXYAsXk5JUxEy7LHTizWaeMX8Z3qtjDP9CadC+IGACpF14QRHjCfQuXdIcg5owEuPi/owXLhWtXtYC50b2lF3Uxb+geBnBziT4aB/MiDAEMNMzxmIfM8lq9rotwhXZBvkmLiwJlLKxiNYEP/WdZi4boR5W1xCZYmD0DlBIcEbyBMxtV4qz8p1+kEv54Z3r9kiMWL2SAexjUTzbqItR76lLR/+4bXw34rz3ykF4f2qHXidZ3d2nBjNkIETJLofEmh2iIKtVPE6RAOCZBTVX6jfwWQAFm3Qr3CIyRpd2+iHo7/DXxsWAk0bWYI9hNQeLyV014YlJAuatWqi9mbQlFCD9YsEr4ph0uNEl+dOR44P6WeBEabyd1ifmx8+ejOrJFqZ2xoFVZLQUvQhgrt1WGXACBBXoJTZpaXkrYNFKow4leZLPyStTC2WtcpVg2sBIGaIFnReqTClCeIyjaF4K0ApI/JgRv0SZVNt7hLDoQiEF3jzqvByYed6cnplwK42efFK3wrXIpoZzD1HMIkL/FD6SRdTO1kC8wbhd/Y4Q4uHdfd9+u3fHa6p9+6YmI94VD2qCQZHCThDorBG8BoZ/KIkXeijSza4iEERzeWbT0WANV/+Vb/113RKb8Az2RotzhCdnRb0TAVPeuNJBuiJcc0+T7+WNH40Xkf3ruF5H2W7qfizsmF9TuFqXxFnER/sosL+XOsCehQaTqy1QFTEAKtuovPiNdyDEvla/rOSKRD2OxHdgBtEN8C0T8UR8RMXmWnGslFMJsVJ65pJi7XXhpFg3uB+/aG2H3372/Wy//Pbpoede2zTG+3Su+g7lbjwlB0maNfR67EN7il7nOlEk9Te+yT5Ka9PehtKjxPLUYitJDDt3EcCxD2Ca2w5qtPoI7YIaAAYtH1hMw8VflHd1OfvNyUGfzGgNC8Cr39SrT99ReCLt0XQ+56IX36xKksemI3+uaB2HOiAfxmila2Zc1ViFou6aHFjD8kiablPzRDlLTTf7RJkTfGM3E85xnRWYJXGF6BNQZ6Rln33P6HtR3vAZm8D4okCQdWTfpkXlJPuG74nLBB678R/L9KEi7N33E1t9Q401M4IBOGVjj7U/qjje/ajrReKM0XX628cPwbb+sn6r9CG0/FWRI2kiYGlvyIz0nGm9VNhPrV18CbrLDlMQ7Vxr72RaE23ABJ0eCzzJjSX7ve8vflYY7MX/y2mHNF8/rRM073U9eeTU0kY9JiSTMBl32r7lNrl/rdu6aM8YUFQzwa+EPKgSLI9xCkDxSRIWHvpQPb6TqqZxMQ4Hmwo5nwdsSd8nSMfnTWO/wiNg2X+UrvJF1T56SOGm8ZQxiRjh2heXmLZiAKbgEauuJnJ0ojvwrSKDpm3nL1WD6CKbqKbEJbUXCcvzp2qydLsHbdq2b94bgbUP3F7//NUF23TeffFJrap0wW0XwtqboN80Rwdhj7Eyf/ndARHiaEtvyHDj7eBPXnZTA74TgjQJx4x7vtFFYKxjVoGXRi4hvBO500aDpoPmXMAVbzAXmFa/DKPJb13MS+S/PvRACk5eOvNW9eux4COXe0S5vGBiX0suLqWuxW+knAMHutnIHUUq/JPYW0ixrVXd7wVuyACa9S541V0+aDk09pa+8RnblWEaYgqkimZKqRghHFNZ2dJ2+JsrcgbdGcejwHMVBmIY5qCOALIrv1SML2yV44w83uwYP7E+tuH3b8pVUXvvbJAEL8BthzjJx9Es2xVGkrLADMH7IQFVYWS416ut2ZhhigWcPa3xOvadDBZFgwcgTrseVOx79JBrQxGGYNuApBDf+rpr5KttbEnKi1TYr4RNHl4dHcd6SAJdL809dOB+CFDTbjr+bgt63L10MfLeEdEF/aKHEy5UqyOV1qa0RGil8K/EoNsEtt0EoafUF8QhW/JKbbeokjOo9hW9Kp9rNlASwYWIhnzn3IORXUaNSBRR1G4vjEGlEtGl202hrLOKUR17TfXjfvgj7X/74D6ONfEEPKuzTYniTFsnb1HYgZ32U5ICOQE40Cd6qTTW6KfAyzoq/szb8lYBkBeN6c32mbwYaz6BJtPaacPqtgb8JqyKgxWxg4w76bppqLcGLsvJ6wVuBxHG/WqzKjcD2+bPnI/Aff/5cd06Xmr+pxe/rp8+ofWgToLRXEbzRB5YUh4kNXK4XvPW9KVOBnqKp8iRpfAY5O3y1sAxq5RbRq9zGNd5c2BG/4hlnZZ9Po15T7cdtCn4PT8Jeqt1LH5XOSVXRXmU6Xf0N3macLm73YdupDZplQflgrOmXgjcIVJ8I4a8g5nlhuOt2qDzpFQ/qIv+Du/d2+7Xx8Odf/XKEPfFAagYjeOOBiDAu2vxqxUaRm0bcIyYKJWvFRdiEgo3LKEZlznxxuspfGSEzSkAh1VHmqt9cUl+cVf8+KX7z0qmT8XjQ3z39s0j+Nb14xgvJcxLYzrMBxXi1NseAJe5AkEnBW+Ju9QS9Mn1Z4x7LuMe+1nEzTvwWv1Gs5lkoIw949oI7YBLOk9+p2vxaM6+DNsK1TpE5tkF72qeJLuYejWHrNS7t27ktXsblVdwH7tofYQ/u3xe8CGHdBsEgdOPVVIzrEQGcafKGRvsOSJEqe9yPtouxf3zUj/16zBnQ57CPZ1ggEmPPw5xGoR2xfLmFRckxdwiekwI3gG8uSMtR9cXmDn8LGq8uSfsRw5FRHm46d+lKd1VCNcYnNLDBw9iFOSeN21m1GzYpbyo+mV2s8pO0U99qh9WeaI/WwnS/W61w+r5ROXd7UnqtLFwQzYPA/PA+g7VYoXO8nBzNNjB9unzxTe0YIhNcrDnDLy14E5+FO8dRUy2+eJF3InjLfueqrVpIq9VDfcb3aN30vcMwsguZIauJyD/H3YTM0IngbVBuE+evvgRGG7ra5LjHkATCxhpzBTNbwSB4M9R8KQ5cFj/H7xfHjnVvS9B2RA8s/OjFl2LD//kTJyNexwNF4tmhkQyvllmu6yUaSbU2Hs4rnG5qx2UfMg9lLYmx4C35b9JfudD8NOMsc9Q08BOh/CK2fgKPYgQhFTNBCAyo4NMKIqr7d2yaRnSdnFDc/CuKawxUohE/y5U09OkMV1LkAMNvP3vOwAYSEAmTNaDirPn4tDalUHDZgcKK5iOcJvvLP/xGxPizr3+9266NFwveGA+s8TYRvFWhfsKs31nBG/XQGrw7Sauc6khhlbuAPfGKDql4hLpztqNYXqiq9zJpRWBy6lbuqH//5dfiVdMX30zB202d3T5x/mKkvKj7ZUiG4xNx7A/MtdgwrTlhV6qVNrm4reANXNXLvfvrYz4xebZ0J3KhfIhpgj9oqJ+VgrfUigOoCd5Kk2RJ0nnwrtHiFS28NaJ9qxYhmHu2oxEw1d0tDTjueNsuzaR7pP2GcO2Bu+4JmP2CmRH8ZmnKbdZkm+NfW+rOqQ1FG/Ccs8fgxuRvb6efCCQPZXpmB9wgwACy7euF5iConEBQ9mMhFrwRUCNGD5IDEELYYVzCDUP70H+1FS2NZbOAQUCC4f4kzA0tSBCM3NKi9zovu4kJv6172zBvvf1OCN7OSNvk/NUrsRA+c/G9COP4KZikqBxtkWPQ8Xqpym65FsRDwVsAK8IKwRuDk/IW6/HSkW6CN1IiexrcELzF4FT0p+CtyiwWIIACLFxarIWJopGvbI6FxWcNamtiQaw2pfwzCHM8+dF7DkS0//mPfj/awOekTblbx782qN9toZ0o9HaCN9qghdfVfPqKUDzijpqshyGQx9miXuDDWOm2TzSHQmG/ht9tpez0N5TtBt0clG8a7wKKkloAeGeugYwL3hTw6oXcofxnbQKcv3JVWpFnutdOngptlQuzqZU1FxpvapOKHzuYymO7989MJYiATuhxJm1/VII3EqmyGBYJbiqgkrPavnlDxBFMllVOGpeWU7PYAqj3E7y1uzBJXiaTSS4C10/Or+9qRPktuOIFvcabRoAxwdt2xUEw8+BeBG97JMjZ0f2FjgtgvvjAoXil+tcveIvk20tb2dGVT/JXeZwvwRt3SiJ4Oy1+85om4GgqWfD20ulTcZTwlqaXsxFXZVQvTy4tJi/MsajwFm73KbdbxtlwU882NRaaHnuHLXrSZE0NozV4pZX1BIz+9B8fzBQCfhkEb7QLdPTizlHF2bUxBYf7dm7Xa2VrdCfflm6nNN42aVPp0F25CfDQ/v0h0N+pKxZ4eYxNJzaQMBtq82Gt6GfMggfF2CUiPYalfmdOyqHdf4GgfsKPn4HpP3sXwcGDC240hC9KN41LLXtIBEUA4eYzbNhgODCa45M2gTTGUz8IyjDXxacZx7hW44b+2Bi6qONJGMYpBG/nJeS/duNWarzpuDJUnDqf4xSvcM8JF9pycXepyIy7ckHAHIC6o/71F/2v2qL7HWBmE+Hm05lsjYuQ9HSZGCZKRJ4x+iitgMzuLjZD6She/C+kBdPwRIxEb7/oQ/LqX88OrEGBX31eggDSrYZP+kFDoCoCYqlmrKSvP2u8TQRv3TkJeBdUH5PHFWhfMtVs+l6OZ7ZbtyJ8emNf233IxPUbUAJZtQNC5bHCz8Hm+Poeq26HYMfmhmwL3q6KL4PyRc0T3xUff8uCN/H5fz1yVCHi13qdPeaKErqF8ghkFO+1HRtx8E79eZ3ldFmsmveZL9+54I1MgT9I6ouh1hMMWh7zPSzkRFJRrO2vuLXEFJIsSF9ZE+Nq8OrIXCTitTWwrc95/dMnEnSRdpAWJCbu/E16/csoh2mCN2mJs84PwRvabVpD/+UffD1g/uxrX5sI3qIkfnN+fmcEb+NVMugi7qPjIPVdPbi+WieJjpxfbdJUk7FkKCmOQ/AGVC5nu+41TTRvapL6wptHupePHusuSdvt6VdeC+xX1EmBXVo/E4yLnYfFmmD6/jhN2YsSeJdoUwR26DFxrA5bq9Do7wQXeM/Q5EqyY+Kc8TI+grfGFXCIwViDBjhMwiRSl4yZVCz6iYPWSAgChFeTcMy6OjayZZ00OaSZhMSe3Vm0jx68KzXePrV7d7eRIz5avOySgGWd6Nm3NZ+q3qnLg1mkbNBih6eaca+pi9DXVhlBBzTBvtuCphZrphHVZdNtRxVHsbogt7kp4qFpA0h4OmaWH23Kxm4fP0bwRih/CNb0X7tFCY0WG99zup+LI6MsWm6K0WLOaYGCucSl5fK/Io0Bjiqj4Xa0jpNi842GAffhIMC7CUKZZbUlzBRaAyqnfEAh64/ntzHL1Ujaglh+1nyxUNdaQ1FmVZhLnMcLUxkhzWqLLoopjjoqkv9lAVSsEipGO1Y5x8Wl1Knw+Knvtez06Hub7vTZLFz7du7sfv9znwsE//HrX456vlcL4S1qNwhf1mjAo8rWWQBSJDqNTDkr1Xc/5VeGNLrrUxlqrkDcfykkYw5aVAs1zuhrpqGFpqNpurlDhneLOQbdf3pBrOWvPEkdGklE7lb+pg2Vf7lZsKLtKKizIczUsYHXj4T2LXzoefEjFs1HS5h7Q8ICMMZdXZpIkVcL3prmW+VfYMLvTNrOBXmERfgAxp4wKYPXBMV3gpjPOa+OYlTY1cSd9QCxUHVIWnObRkvpAkESYB7uY/uAGpz2G+kV79V7mPkdzMH9OvFYg0UVUQjghRL4kdbs9YiHxht6mQ/pqGkI3nTk/s+f+GKEffFgPkKzWbwPTSlS7unINFp+hjRW+QUSfiLiSNFoTMj4yZtw668K0YIfpxV8LsGz/Qh6SXwbA2eidrkg/7SODMKr/v5nqfH2o9de03HBm91lbRBchffTduLuUnpSHjmNwQl6VX5t8p1FLBhzTlIqYybsPPqb4KLR+cjaaNkPBAYhvYzSfFpR9ptIClOZ0I9C+1Fu32G6VmMa+DfNrItxiguOD+zdEzg/c++BGMu4F46NJe4w5REG+M52PcSA2SRezD2n67S5tE7hjFHcIYdZr3KCOt8tSEnX8NauWQC+iqnZxB0aSo/cxV/VrcM9dmU4v6rHtGKjByda8F5cMBZhQgNN9i3tvudVBwshXAWOY6QYbDaDrmlTiOOi8xqP0KbFnJKGLYK3ixLyX2ccUxiPAGFylBO9jBPwqFi01TyE+YhM23x0/YdvlUSN78Mgu92Wm+AryiMz3Pfz/HbfoL48LpSyhspErVJxgTQ/ivFE37ZHW1zS1qcbBBM7/vFlwZvTzRoDS/4DpmnWBr9xzQcVE8HbD34a7e2wjr1NBG+0loFJNt3aWoZkO3crGkDLaV/bo6GTr09mCYyx9wGRWdcDDxhXfdruQ+2THE6g4oEY/BeKv96sNnJSjyxcFu/mKpufvPxKN6e55D+UtvtNbdbGVQAa00J5RAikKJeGDWAM+ODzSsJ8mjVyBMU6xG0wZq3dmkLghxCSqqTY8b3GRQs6YinY2e35dSQR/NqjqOO30zmOJBI42TVqMk38Gs4oIcFWUA8BUMa2UK7n6oEhAr1Ja429Fkehno9a8BbrIK2ruU5nn+6VDY23uuPtz5/8igRv2ghUvbU73krQyJxl3JjOfnzpIfrxzH5VN41HyH+8aAw6sT9wCah+3do+cJxfPaBbxp2mVA3ig0Tvp0D/VjsabWUNdzTo/HIncaOdCN5YbKrD8zcRvEUrngjeauihy9RYsDQRvCWH88gdX+Y3thNk+GuWPRG8VanQpooxTwRvVSY0H/0NikYT3SykEiFkodXwPxG8ZdnEWK4ymQjelkPIRmuaCN4mgjfaQZpitF4sh51jVVtJFIj5TQ74judAS4dgUhnfK1gvpGORrkQnjyv0axRvSHm8izpx0VYN1b6QQIYB6a6SNmTZ9rU9Fjz5/ESWQOtvK6gb1nsFNuCVYfZxe5kI3tTfJoK3ajjJEyysDM8Jm1jR4+7U45MpeLvTXHwIeDObO45aEc2kWNq4HXpBnAK41EOxwKXuqu8uaYeAoxvHzp2LS83P6bz8Pz/9TJDBMR12hm9Kco+KLxoGccm5QnnRC2NtE3cE0s69cihJicaijjYFLdKYWC4G0uABUfrQyCKVfCzWESxnJML84fz67p/YDckcO79rSnMKdVzAByDCkgimF3Nve420uljUsDeRGgRdt7U01nZKVRltuG2yd2zcFNoAB3buFkZdXr1nT2gLbNWRwo3Sllur3fAN0nKCko0bUpNig7S60KBbp11zjgSRZ7TjMOvQ1hBhHF/lcn3i9YLSAElKI2uUTfoFoJw5bqm0lJ3IkRxuA4t13CZ3xoFVTbBLrnhor2HQBkDTjW/uv8F9cy6Pvl3WkZxlaRrckHYX2gCzEkhdriOiJ+qutvf0kAJhXEyN1huaB+/peA7mRtCi3SXlPS+fRlMytQW8Y+XXhmJyW3NelUDEj2YjYikvdmj451clpfIYMOTJ+W0T6tIcav6JrX6dCHTkdBG8FGDbhKkXOKl+ypsXJuOFYMGsnU+NiK1KFQz3793b3b1jZ3fXrp3dHz3++Ujjaw89EHW4dS11Du3CobiYqbrPqxfEKLwqtfXYyn5ZGS+jQ2mZkhL6c2D3mk/VJgZhjg9NJe8Y4EzAVo4GCO8WM74qOwPMpFVElsbbcGHT8l+phcal6pTJFEe1iHmj2sZr757vrunSVjTeXnzrqB7luNU9e+RIpHVB2i3UOa+c8sAC7Yrn2jHz5gWRhumNIAq+HLb7As17AisYiwWXg2vx1RYWtXro80+uE9gtq/VRvCu+7UIbiTnICxJTHPgiAbWISshVQRrRXuPXMTJlNJFpsMFKIwvCVCBt0UgoftF/0HjT91wevduhuGsV9tCevU3j7b/5Qmq8PXHovuBzW1TmqfHW0xaZ4afSoji8o9oIMBAw+ouiKT+3tyzHCqmCyryCL4HLSgQuuMLDsS7yfks86Kr6MJqSaLphvv3ss91laT+d0jHUM9LWZfy7Wbvd0+t5+IS4WbqkEWUpO0cOvvURRg7KeWhMlAubsPIz3Yw3Gcv2AEGhMxpCnIL90OxNf3z0p/9NO0rjW7QTbOWdXKwvBIxd8Jddell5o8ahTdqZ3qmxCi21PTu2BM6tm7fEuLVRWtv8TauOt2osw2xVHOLPyI9jqlzTwFgI+vVVfvlYQ7XKKhvT74y4v1DHddoljoiShscnxh7ugyWHaKZh5nTEFvh5jWWMUT42Sti1On6OlhpjENcfXJa2IzjeKY3s9zRegeum+AkPKDCPQfsNw0McpAV+2kPUq/KH4WGfMGi3KU/UWiz8AjbrwlrjCdj3yvyuPpkfUaFuHi6b9mCL8p1+GmeqnsXVKiYU8oeRLcDpmjtNUw/QJu+AkmOx1NV9DFcrNcXJdh35KzRYbpsVO/CPa7xlnyTZ/JfRM2+iBCx4yQQFE423icZbNgc3if4rm0u0FNqKTbrdiuybtn1tj4ZOvj6ZJQA/Wt2sDPBa7f3gzYMcGzsfJEIzOXkR97ty3/Spc+e75946pqtv5rr/47vfC7QnL1+N+z3jTk6dUCG+VnsRtuwHlsAjPhm4q7l5DtD4XBAQP3GCBQRcX5QmYobTcy3zezS6M1aBYpVHP6/M8SODkgDfjT4AFilFtxGUjW+R3WxwhYm0MtTzMtsuW9Jo9BaiKGPGc8VnhMpRMFGurTve1sxJ51BzrdB4kwY998v+ZWm8/YU03naUxhv30lK662p8yzMuRZ8sSKwikV3jizOksL50HKfyM8jtANxAE/sOS2AieLvDAnOr7TsSjTWbsplbLvB7wRtJWPDGJZVMao/rFa9TF97rELx9+6d5TOf5EydiwnojBG+Kr0n4Qt1xNi54A6enaOOCNxhJMJNfu+CNybxYB0ykeqcX2xa8cWwnFi2iEWYKGMsxzE4tQhCQrSZ4u0eCF47pbNOR0406yoPgjWOpmE0bcvK+QYsdYAhbr6Mr0OGjPPhBFgsaH9nJehIjIkDGDBGiHBYBhNUoh90YVzG3XvCmMML1x8IDw0ImbDHNFLzlq6Qc6WmCt6vXI+yGhGpzKh8Eb5cQvAmPH0kYF7wtKu2LOtKFuSX6oYk7ceKojr5pO5gmeIuFARmTp4/auZIgVQgsdKNdfRjBG+m5bNrsTwelMCwho5QFgJAxzG0Ebyxu15TgbbswMjwc0h1K9+iY6V27djXB21cfOBj1tEULJAvemgBlTPCWbTIoEMa0x6wgyYukgpBf1mMEjv38JgjeYjLChIQ2UhOem9U2Dp+7EC8PvqJHXl448pYEbze7f33zzcjlBQlTor1K8IYQ9+MXvNG2si5quhD9OYilObnzlt23wz5ofJ5B/wIrf63dVMTWXqPdujVkyv0rWo5NGhnRk8FcbeOn/u+jpnM+airBm0LiqKleNeV15xWCN3iY6oyebdoUJY3JEXpP7Fr+hzCCg4KkbEDj0DfKALaQSN3+HYeQcdw8GERN3BIPuiY+x6X4Pz58OFL+9jPP6Pjy9e6ELtQ/o7ENDj8ueKNH0wdJw5Puj17wBuV9LoK4Krehb3k1yJE2Ub5NmM3kn/KCb0k4RVwf5eBRBb53rip42xrJb9MFyDFuheBtQ24kSWCH2dYEbzqGiuBNY7cfZ5j5UII3lW3VbYq99C2+S/7wZ/ygHCx4m53LzTrGq3g1WzAIVDHXbt0MWB5F4MVahGuXtekDHl7SxqwmeLsuARzmlsqKtJL/qJTEh+LKCgJXE7xFSUJ/jp294C1ri1+3V48zgR98CjQrSGh5lTSXfpR+H0DwJlTTSMdleGWY8SPS0A9luPBLCd5o95m3xjcCe+bLeWsLo2Bczk3ldHLH2+SoabRO/dAkhqYGyH6mSmACuRUNwaPThMfqoaOwk69PSgmIDd3GrAzIce024NU23F6GsX0M0oK3y1Ic4Q7OU1q/Pi/B26wEcX/9ne8G4uPahOFhnU5CN4Rv4FkheBPvh2cTZj7tOUDy8mqDlTmujsGsELwJzPGbLUdCR5T8KQ8L3sxbCfRo8NEJ3vr+43mZbZdtpOu5orOq8SX8KyN4OycTwVsUzW/dj+Yit+++H1duV3SeD0hIa/YfFsFYOqujWd2XqD4rzooQWmKxW13IsW6pu+M+Jw2mC9Jcek+veT31/ItE777z3PPSZFrszknz5BqacZqAzzLpFrJFX4SvlZ1xUXOkgyAJw+QQV158rIk1/iW5bwxHKyb6PZpA3GUCNQtLOcGOyMYTKPXjxJr8oUb1govWU2EWYGkrP3ALJPBjT5XG27Qm0yzbWMysLeGUmctGyBUsCw52/tfqb+eGXJjs0d05aLNt0d1vM1q4rJVGG1oFmC11h4414dZLWLBBzJ/y4AJszAzacUIOzjX6w7SL2CkLPCgv/vMRP9gEsAigIFRasXjJfJlhz2vwwSc02RSO0G1BCxjKdnY2yxZhGg8msNBhcUNbuXErFyZXELIpLARvWuzEHTg3Uzvm7NW84+260pjXYmmeha7+oGZWf5gF5QeevSThmtscgpI0abdJPJVfgrcQRgHkusUWIrLc7qeJlKoYFAC7sAAkhQtEyULKEkr3FII+TF2UU77yEFSlJ/28AMllPAIGtQ0JKWjhG0pwdp8ErQhjH73vU91BCd/26F7AJx95OOI9rPuVSHpGPygn5MIKKmTaDpnpUb6qTEyv6zghMpoFDx74gt4M0u8QkpD8jmIDZjQ4YlHUPc7waj+UZJgRACNJm2bHn30Dvmka5uItCzQBXetWPMtdQHKjv8r/nPoX5qQEvkyU4nGFE6diMf3Dl16OsOO6uwutylm1LYT+CHQXatdygWeTMTVRwJltifzwhzFt/pZXZaLlpQWpbhqusfaqaAnGb7pcN8bj4hOAysq+DflI+wTGeMIp8GF8C7mi3kxw2W43xkxS8QdGF3wg1U+QAaR0fBAg0G9K8LZTsAjeHtQdb4d0r+VeCd7+7AtfiJhPHDoYApnNavMI3ojnJ+17cgJ50l35bfw9sNQP0eVs9JZ3trvypXHJuEwLJHyifyjYk1YjgrPR5uFss0pjXoKol9/O1yn/5Re/iHb0ul7KPSptXS7Lv1B8bmp9an7F5gC9XHEXq02maEa0krXgJ3JE/vVtU3wDikxLdA6Fu/izpTuCc57ffX8LDInCxeAo+EJDGAemjZZUkKc8sXkUdYMtw0hEGI8ArdW4uj7GJ405yvt+VKEAAEAASURBVMM23/Em4RwbQzPaTJvR+IRwjbtaMGi+MY5v0NjF3aZsEM0IBwY/DHeZgo9/bcyPkCo33CIVauHTOUpofKhs+EEExh7mGcCw0YOZlfY1YxBjD+MYY9gtPZaEQcuaZoLADaHcrOLgB/5LmsNgeMmW8W1BZbQgmyR5DAiTOnXQqFqiTimpGoP9Oin+2b8IrzwEFvKS38M23rsNnzaozZdbm6hO2o8PveBtasrU0U+hm8Tkpi5qY2+LLrNGYKpsRZlRPlel8Ye5QbnJjrtMa3OrjbUEEBY4y6bniMbfJI23LP3R38hE5I1yz7Kv6jag6rMKILiF3WWbYUbdZPxkaIreKi4dvzFHTaNtq25LYD2zON/xquA+3fV4SA+HbdZc9H/4+ldpEt0fPPZYt1X+G8UDmL9QApwCwazkxS5h7CocFycRhm6+G8gwwLgBGDdV/lWP46GT709mCbT+toK8Yb2vCBzzEMdriDLeMHaMx4rB42yY62Jf8wI4q3XrG2fejc2Zv/neDyLs+eMn4u7OJSk98CI1/Dzu7lToUp2WiBM54NJ/C9w8r4qGSzImQLYfV1gzQqMCBGfacrTRt7z5oxt6rj/EhdtjQxBceTKfUnDgBYHv+bQGvG3Is7G7H4syeqbZOmGAB265gtaK6HxnPvDMgHCRCRmvjdfM3iiNt3XiJ6nx9h9K4+2/ffLL7Y63pvHGYCWjUStsUsb0dMhdcy+XY596RZHlvGFneB82cX34EtBco7XoD4/lI47pxnGnaFvD+LAIVklwJaqVPo62qAkZJhahQYwnk32DR/MNDJc1OF+VcO2ihC4/fSWP6fz9T34SgplTYmqXeblSHSO1UySa0IunGB81TSaTtHB0EsOkHsORzxAKQUN14DZgQ6KixQRe8DCChaWcYLtnRZgL072y+m92vwyMfArXomf2pA/TEtNF+IZpQhoL3iQRYGIRgrdoemKFdZQljqHKj0UvOx0sLrhQH+PHFTZxHFW7KSxONkndFrN1c+rMEYZAjkXNRl1kTfwtpVGwUVpx0LtW+NYorpzxTXyO/GBavhUYeZNfy74mUJEbFhWikX/WapvTIgSDQA0//uZVt2TvZh23uSUY+3MhaQre8jjlVT2wgWAP2Dm1i7ikusrk0q2c4KNdgqYkO1Dx4IZoXC5tyEXKSN9oYDGw+A+aXO9NIMFkuKQyHlwabyaLVc8WvFFOGGyc5N0CR2sztgGUtCMC5Zf1L2IzfvzWDwUjs8YT89BskJ+EbVPaySfGliLk03t3xyL28w8c6h46oNdLpTXyxKH7I/6BbXopVy5aiFsbuQ9jwVtVYAiaKzM8MBGmviuL6VXRGx7jy9CMV78exLNllOcQmbzuSPAGiqIpS5vyzr8I4gfTBG9O2TZBmYH3E7wxKcK8e3M2hLi8ivuGBCVoKn1Xwn/M62fPhuDtpupxTn9oUC6WdsrtBW/ErAa0muCNYBkXke3wcUeLg8X0NNdoVUjETNyumz6+MBRYDz10JaQpA3vQ0cqa+AljwVt0k4AKyHCZRGPmO/xsN3g5Ep0cLOiVsuqlF7xp00Eh+biCNd5S8PalQweDj28aCN583Ns4W98SIY1uBwpvmEofWhu9FQTvasbtperNIcn/4Pb5L+CrAIMPCceieNG8/hDQHtWly5j/7/nn4xjiK9Lefl0vnyHYfefKtQjrZhC8qfbUlkL7SeW/QvAmfGlku35c8K5Af5OPor96NNj1Z+Pc5LfzbbT4evrTIPvIRtJgkrtmH4t2QtoSRIWpxTYLBMJC+KbdANLyBtEGHlQQ70EbG01sxmtra2/V1QqU+UaNXSF4U9hMXZNAPAybRoxp/GuCt8qM6e/zg1Zb+vYPKOR1B4xDCxKWAst4g5mVdhpjUGi8MY6pzfpFbR7PABMacPm4wqJeLtUL5vK7XhtL84obqYme4K/Kt/ks9R2GMSHoVWCND8wGMMNac71bcFjZiHwHsH4og6HJ+IWrysRjWLHLqJfs30BnY7LgLS/vVg7IBxtAwrGlhKK7duyIKytYy6A1yObZBc3RMFf1Wj3lOIVwNPKp/HvTqQg3T8lcZrpL8WyyfIpxtbYZOXOZuFVjO7+Usv5+jRpvkR6ZlTGdpifroeiFNEzZzluOCeOBlbfGRBXPZeFsVxuZCN5c2tgutyjp/HHR2quBDAPS7VZk0LTta3s0dPL1ySwB88WV1A3rfWXouI+FSq3jDgDc3+eKp6L5hhbbBV2Pc0wPBaLt/tc/+GHE+Olrh+OaCRRG5uGFxKk5ox9yY60A9w2hXOG0AKqNDWCrLPhxBQulWwAg5hcFDB+mTODdjLNhaq4Qp2wUNlJmLX2Dil7+y99ro3zNlHiefARIRHBv8Vjk74Sor8oHVjmbnfnt/Z1/yIIGzFrPK0YEbzNx1HQoeBs9aiqlQ43xGCs3DFJp6Vs5o02nBO+8ROTBN/59/hw6sT9sCWhOMNIUPyyejzSeG+idIm0N48MiWCXBlahW+jjaYs1wo88EMfqpDuRiTsajCasmt9c1ab8izabnj50IFP/ws6dDU+pN3f92XovgW5rkcTSVFr+4LgVv3HgVjEsxXHPFf0rwJqYmJhF/rUBAYUZERHUi0RUab0KyuJyTb098otMTd5jV4juJpzohEyPBON8xmSae/KfE+CK6iSvh3lQJ3mC/3sWYmksB1LTKA/9p5ZsHM0llQzHQLTpeCl0zCN20IGH3PxYk8rMAjqOm7EwTjsYbixNrvBGGhlsTvEGmwjFm0s532hlmphTlKdqaxluUWxbKnDQByCtabkzMQ8AmN3V+q47bzAqGMGAQrC2LMeKHuSENx4DVN+FoI9xAE0Hxr2vXFDOnOmWJh+AtjrpBey3MOGJKaZVIE3BFzfr2kVGhyvpU+XvAamvcqCiF60iOq8sLentQFyQJndCOseAtBlF9p610Bdc03uKMdZZlxKGkKr01FiBFHkW9bP64h2/3ekQTXfeF++6V5sHa7jG99vjg3XfHi7ePHrg7wvZJqApN2VboFTJkAPweKKsC30/wFtH4kWn5N5HNjtCA8U+lGEu4ylLk3eHYH5XgrS/BQiorhdqkTH1kvqvXWbaq+qJHEVvtw4vdErxd0KJ5TvV5Qvd1HD17LiZN333+BcF23QsnT4Ym01WhvgVqTaQW2iQq6yaEucFLiEEa0MIfZqjxZr8M6cs4vzOuc5iLdNPsid8QNzlK4xroiz3aeQQmTA9B83Yajk88+6XdBJc9SMDEZ4E2gQDf+ouwYq+NtIYZCsY03lQAccdbvGp6e8HbuuhwqgC35Uo/+Ct5VMLup30+IvOtQKAt6BvYCVG+rcCyTxs2SqbKq+Gu+xJ0kYGENPAi8TzxYbSczmgijnlKd73xquXLJ453r58+Hfd9HdOxFMzctLS7lIel0OLmPspsk6Tpu918p0wAur7MhJPEyhCFobIt+l38fdsgxT43+VXfipqx9V1eDZIAmb7dxUf4kQZjA2kG65LdXv0uzTHaD+HwsHUZQWNRtmkEasTnKCnjFOOThWqMYZQzAjk0fNlMi3tJlaavS+Au1RS8JR0QFWOVbNMf84zIlsah8vVRTTZMyFev8cZmUY0vsVGUWtu+g3Suxh6Ol2J8BJXw2RDciTdovMIg5Asa4DE1sFjwpgE2YIJZU/LKN0sCTF+lVfB4KhxsLU/4YeThtthDpyv7ebkDP7w3v0vGFfWS7QPoSnkq85/a1vhTfxqLhGOvtOwx+3bviXmHhZIIK0/rNU3MpRvS/KPOxRvZcASDHBHG+I1Jfoeb0Ez3doI3clj694Kucgs785I1LVwWvKmWuRf1gDak7tI9P7wU/yef/1yk+83HPhfzpJ3S3NtI24v0kyZjdj0oaKUxo67AvkYATXqyPtJd2W2N0fOMrGUnULbV2qgj9+9Kz0Exn1RK7yd4e031cF7ah9w7Oet2VpqiTjEz5vKznb6ZD/s5hm3DyC4vQ4bNT8yFHJihE423QblNnL+yEmj9bdUUVmnDt4GLMSPCxuP0PV4z84CYFX9nlXZZm7anL12Jqwf+tq5KeurFl+OKnBvqEzejX4jjlLa2T+PEGgX+Xn8gbYI30pC/+xphKwVvESO6ralrtsjHDU/yms68Zdm7TxWdpJrGVyUYbIj0gww4pLDV3Ms20RUcprftCu4fEHYV6sxvxeutjNeXur6VPr4W/K0meNsvjTfmC/+x3fH2pXbHW3vVlAmazJ0J3jy6RtT4sQ+2c9mHTlwftgQmgrcPW3KDeO44CFbCDFoo/RgzVWHWPJqXP1M+Xgw7efVqwPzzc7+Iye0zb72l+98udFe003xGGnGY2TWp3dVNyxbzI6Vc+DL252SOHfGhgQn1TDUJyQ5kooBmIl6L5BKEeDKfjCfzZA2a1LYgPsdecvrmTf/GbCLTmUabfNWdJgjewIux4KarIy3TQYewKLhIabZzRoqRutLgOA6GYz0YtAxYmCCUW6vFC/nwMZ0NM3nsJ7QJNAnFOJ/WGByQ3cI8KLDYxDTBm/KAgA0zq4upMQggaQOhOYBwjbDSCFhUPVMXhPGHcb1ZUxKBG34sj/IAi3Dq4QAM2iUxR8X2BLPy4clzlr9KR4BTNXtdUyta0s62QKtIuuMhA+E2S2URb3eWMlPmhG0h4Kl8U9YYlxHpp3BH/tUWfb9O5jixKgcRb7oqeXledwgp79NazE1rQbFe+Tq4Kxc9f/L4Y3Ec69F7D3QH9+3tNmsRce/2bRF/cy3wYqFUOKNxRGj+OP1oq6a3ys90Zy6KtiLUC6QBKjmHkG7FlFHvbiAVkbYcf4PYFdTHqgVH+BeNToumUiQ1x7LLrVLOo4gJ1Qve8jsFsJQ47Sfb/bL6Buaa2irzkXfFf965cjUFby+8FGFPvfJy7GZyTJBj73nfZPKgpXbsXeURsxWoddlke2laWkG9c5C2hSV9HOJm/H4ylDQSI2Px67ZYeAbl5tRrntRgA2+VaS94U/AKkxjMd0wjYOYTlVVRkXT0vC2AEmO7T8o9JnqFMiGa2x1vS03jjaOmccfbE/W4ggTMaEJtVB1Z8IYGTpjKh/kufha8WciQgAQ0V2s/WWq9f5QsdMnAFdIOSz89guYqwVvwEsGH4Ex9kNJI/Z+ue/7kad0bONe9dOxY99qpU3oIho2lY4H00mzyxCUdWW4ab8UnQosXqOrTkb77Qiv4ykFrc+Q/UGucSId5C76uH0d3+8kY+VvRm5fLAY/klzgyeI0EhrQF1yx1ulyCpyXxLgzthvLiz7v0pin7aYZljyS72c7XFZ/n+GkTroFQxosIpxz4XTZVOaY7+XyS3PI2DisaPQYx5mA4Jgo8/vpf7mrnVSfJL0W5wms6g0i5TBISNDo9j1NFY+Z8FN40YtttCMudskQVTsJljBIxFaYvdeAylA0ZzFDwlj4KmDblufkVm35iHnDItWpU9MGH7rsvwA8e+FQ86HRDd9yxSYbNvZiYs1d5ZEKpa6MvjptS8xa8BYQ+G91QmWW6VOkvVQN2/bmOM2rmTcTq0zkmU/pbSC37TZpPwfMP6EqG/SV4++YHEbxV2STuInTcGqONdHs6kzboNW2DbAYm97/sd06wbEvXqCt3UKfnbFffuKG5FA+5XNL1LL84eiJw/6cfPB1z5cMfp+ANShhwnPFq90slzF7tqOl/X0dN//D9jpo2fJHV+HHtu73TBJoZuuXpopWrgdhdRTzwl9P9tbWx0eDJ1yezBNxMPhh1bgu2+2bbx0/e5LaCv3mu72pbEG9jjn9D495FHbOfk/3PL70SKP7pX5/pzksT+IKURvijXS1Pp7Z2nMoRFHGZNzCWeP7t7j/K5wJlnHzCFZrkspOnJB8yf1lZDslFA0Nl1+tv8ypsr6PM03JbSrFEW5vzFb9OHhYYiRkO9yXDNj6g0DZmVZ9yXjN99+bE15JQupG24hjnmlobr9XJJx5X2CEFkv2bR4+a/sWTT8RR082K3wvesi4956iUwnJ5e649nBePUQYlEWdQokNUE/eHLAHNCVY22w+J6yOL1rOGO0PZGs2HRXBnyTVoJ3dHgjfFRvjGUZxTJVz7l+ef0x1ei90zuugcwdtlCd5Ol1Du1nTeZ9Zhi3kxuYzOrepzutxd1spA+IM9teoddqCCCov4NQn1qlNxs+MLQ8VfKXiDOeTSwtHNbGAeyWDMKPnMNN5P8NZ2nVWgJqXZQoHxFJTFye0EbyxeEL4BM1M7LjMSvPGNpgF/GDO3xlxqwmd/YMwwi9UHbw21ZYU1wVstvprgTasS6hHTBG8I4qir+sPtsrXgjTt4wAnLlAgu2PvSCsGb6p6FEGXshc344kNtY4XgLRZWtFRykkz5kyZ446jxtO4bRPD2wO4dFF9nwdvv3XtPvGy6WceuDui+FMxE8EY9qteFtCm50J0I3q6rTXBK/KyOOiN846jp97RriXnq5ZdC8HZex5+vaYLFAwsL6+5E8Ja0QV/+gTVp9ELU/S55RTAj9bfshNb26GPjynbbJj6e+SgkYyuFBGmwEUJfwafs+FjxkzDmN6YRMPMDT1g+OsHbXt3xtmd1wZv6Ng+GkKEPJXgLwjOTWeou/fRrIcXf4QoYw/YlOnA1wVvyJngjGwIUeW4dSfB26ozuvZLg7fjx7rAEb7x++fzRo4H7vVspnFqUACuPmxI/eXETvFFHURXY4RBRZau9hgkrW4+bwErBm3I0Ft3tJ5EMUA08WjlEGsP0NPl/X8Eb/D5HQNoOSY8L3hg8atQOm4wyJmFCu03ODyJ4A95tEneapNxjCpQX9RnsslQaKVwTvOjhSCnGgjf8XMwOa1qI1TcJF1jgb90tcpx0Vc1ofMq8VVDS0T4yzDRi212AOdiHf8GSaJnCTAmGT5V8uqvi70zwpqWl8NMa0VRE8PbI/fcHvoMH7pXgbWN3XY/PXC/BGy9BY/5/9t60za7bSBM8uXJJ7rsoiRQpyZZsS7ZkuyzJtbptV7m6n2emq7qrf2C758M882k+THft1d7KVbZ2URvFfd+STCaZzD3nfSPiDeCcezOVpGSblC/IvAcHCAQCASAAxAkAD6Z4A49DG9hVvFmbSB7FhCRnPcwxONVRvB2E4k0Wb78LxVtVNVmRWhh7v1PdxVPaIdaV1RfCo1IVVSzevriKt43oIzyXiUVPeSFmqpEjTl6191ZnEWvZPOCSf32AJC8dMn4lGzKXVuzg5SHlgJrJ+shTI/Fn/7SS5oJFWwrAfoq3W1S8YV3zD8c+MBL+9lev2xb861jP8o/j93Iq3ihZ8f7IK958pGGB1ZdyLK6YKqh8tvqYerOxrUxLCBNw+iAnxdsIFG80TBgo3oJnj/gDc42qtTwkhSnd/v4Iyub8oAjuL7uEVnblSZ+/WaeEdziUMyvcOop3bhe087pA9GwoUD6ZummT4l9+/DG2f13DrXCTZi3AifLp63572AIUb/zGyTNFhrG9gbWnrZ7a3sfJvA3liMzqdXJsok+aGC7zWS0kY16NeVAAWyncrwWCW1gwfRHKPl0lsE8UUxAxKCqFG1/MCTfDNTNWGC2pIuuQPwAKBHGLGLSEzNhxxVOLZFNAIIwpFObLOmRFCziEG28CuRbwwmc8ccy1VLUQKeBEHwPFW5Xfv7Q71rJ4Ea2B2Inwl6BDvOXSidD8SyVBKN70pccmo9FeJKSTJpvEEjVqP+piNCrAtkQZv8gfp8mVoMlyS8fU5oI2sZp1ajVB/kbhtCxwKzeOH1yEA8rKqLbgNWBpiZjpY7Gnm26HFuaAc7nZCmu2HTiLj9uDX/vKl4yMH7z8dbN4O4CFxW5crEEroC1hsTUWyk0pc634QXdQG3zgGykQFf4sE1TLyn7UFF2dUMLd10kf0aozvqq9R5QpkAtOhcZT6LICER70C9Jryt9UFyqGFKiubfJJk+pEbdpXr8yIte4ZUn7QLeBB/Hcgm+7gAwAPTH/zzDmL43mTvCr+FLahXoU1HLca3FVbsrO6WFafTFmCIDTpDWK9rTEUf1mALjBjgxmxWLd2ZIjLz4q0/0a1o1Ss2KZ+n6wlWETmU3QksQBSu4kyqo84fgH6U4tlNC6PNvZGjrpMxPAwLNo785TFG3oJN+s+uw+XK+xxi7e/+GZYvGGxb2d/QflMxZvJhOgvpW15XpZtBHYt3kQxCVQ6hbXLRojKiVeg1+Qbn5S5cMrDexMn0S6niHchboC8gq31C5APn1y+bNuXeRbWT8OK8hgu8OCHhTkQRBUc5Ya+hC/BYojOb4z18mV/VeWG3MlYZKz6luKN/Jbrlrsbrnc+S5Mo6RXPYxPofNHLQgMmEqSckZJJ+SNetOmp8ZYgGjuALLKJfA2v+wWTii8RGSn4UJCPHFVEHRkDu43L4mWAikfqfs7z4LAmBCpblTbLHXh8dPUXdQtQZwFZDhIbxcw6DNwR7PBKJ2EmOkQkgGXpGdlnG+e7cImOERSS+emdELQpN7fIyyFWcCbOkllVTOAoi104M5bHVfzZK98xkEMHH282YUy6cm2yuYSboKfwgeLn8YHiErZYc5vtMM6UHUIayjEd86D8Sn8j4axvzIbiQ+SyNP2WE39Aa/ZBtbsiZx0X6A9LiM3AI4u3onj7qmHru9U0GkzJVkxOAkiCOc0D67Ylf9a/NSBPoPKK/4JVmYk0w6LhWT12G6FPGVJu0+KNW9do8fbGqTNG249/8kuzePsY50xdR/inbjXNthuFMyz86b4zTCWgP1wEJbRArE0r0p/afr4BC2W/XGFj89T2LXa5Qlq8vRiXK4AuKd5GO/KtJi3J79Djr0lV55X0BG3xKMmrNB3kVYzAB8+HkAPRlddJWbTNNROpkfDpfrUFzfGXMGnm3IzSkwcE8czP92Pb/T+9c6yZxEfcT/DB7Tj+GHcLW1LpFiEfOcfixQu0NKOcpOSi08fWlhAHLPMeieFRlwRwDkgZwn9at8Ibjimc4pRPGl4FYW3dYTQf1FmoKZsMjcPk+BxzMKJRTJGcga8QYvQRVnm4TFfKeAbdWSU2zjGO1DuMFG+jccYbFW8HcCnLBLaa/ufXfHz6i74Wb2HokshJDR1HEMeteQXncWKhxirlXz89lWMZ/H42DmBO2FMznw3j55BajeB+UWXDeFAE95thwCu78qTP36zDwTtQvA0Ub9Zc2Eg7C5mB4m2geAtRgnExpZgFSabwJSV1gAwUb8m1ZJuUHDUXNfnJpxhZMzf4rgW9JiCegwD9OVC8+cRwoHjzKTLbiM5k0bjPzpptMdrbQPGG/hNdSf1TfFMPIy+1AMoPIwPFG1sYWWPLJuPQQPE2ULxZi/BWkd7WK3tV9Ky6g1moeiBeOnOOKobYBu4h5YCmMesjzxvA2st9NRI+3a+2MFC8FQ2eeDJQvK2v5Q2gejnwUCreRKbEgN75VKOv4xRWw5m/BlLkqsAC+JRnP5ydJJo4SnhZNLT/5sLijYtAfujjU9ttpvDVlWl1ucIFbDd98+RJ3EC21PwkzHkv4wvrHN7tthietcRBM7ah+gklyAWI9fVRZ1xJSOhcNS7atRCIY4ncsp80kVB7lpLoK6y+bFOAL7MsBIyBW2bwtiyLMGHIrxOGGzkgWVamFFHikcHwh46A+NXXwEhaDyBa4JhmgqORFYALH6XmE++OynDawtrgAK6FkSdEfETkEyFZRlIjFwjjS4UvR4HZknucviooheGJZMKpOD6ZVH/2njQHTaRDBckFiRIhLvKWdYrqayisw/wLjrfFofjs7RvHkBRpvb5YEjm0HGaJV/sDjLUtPNWm3DrPbcQ0PMlib4jWaUhIWMPKNm6LBlgJYOsO3U5sA96Ar2AHd+1qjsAKaAK3yf3pN16wuG8cfhwHkI82W2BNsAl//Bgem67xNZnHvAbNIMq+5DAATiVIK5UqTG0y+WhxTAVn/Gt5LLj9k5lYsJLoWcOqHxJvpKo8FWRGVmGVt8YtUJXD+3HUaeYSKcyawFMYf4AzVOBmVUkonnLESxYoV87Cuo3uH994AxZvC8272FJ1DlZvd+Gn7KGbH8Uh+XQjvu2dX0A9N7b9oA4P1oHRZpH4iX6WwineWQ6VZQg3QdK5TApcFsIfz0Xl4Ksgep4R4Ckcgfq58JTUmUHiU0idvqQLfNbm4Le8eigIIGJA3bCsYfG2EyE0EHt2L7eausXbj16OW02feqrH4o35EkuhRXkh6whUf3eo4CbALF0Bd5qilJ7WIxMEHvppZU2ajWeSvUEB+xRhWA8aO7RVdAahlCeX8eX72p279gX8Xz/40PL9lzffhnX2klmocDsqrVTmaTWJ5+KYt6klnv8GvJSNVs/MSPKOfKSzdoNYKzvpRFO0MOeHaGM4QQwP05nAIm6+uGM8nT0toUI8nL95xlpmDxjlF2NXPwWSk5u5G8+Mu5HWc4j8MkzvVazGR1k+elQQ7fD+S57JFZ/lyWDyMcouFhReMMT/rN8KjZ6I8v6jnDxCeIoFFcsbeecjPZ4IrwkTCJJLzCfylMWVthwylct1AIVlqYBXuHWTuNgn2TCIJHjKAzj8H3KxcMxG4uKI0aVZC+MYxAsIduOm7KP798Pibaz54XdfNUq2bJ6w4ylOnb/cnDh7sbkJi7d/DivOS9h6ahZvsIgbRhpmKeMIjY+kheUlXd47IIPjjDc7r9N4gB893QNEbvo1xGdUlIEQiy5XGMLxDKDyiW0TsdV0a/P9F9Zh8RZtOUdxR2zlzewjjFSTbXR6CpwfKopfsYL1d08dfqsAIvJUlj4bYWCK9q4q5iVksnh7Pbb4/o+weDueFm/DuFzB+bUSZ/46FZ3flCWd8E95FdkJpqJahceLGGHzYsxTeFEU4vdu3tAcTou3bxuKPw6Lt82gRxZvY5Kzwi18TBF0F6tvp6RwH+/iY6YTIsY5vH791QGVTHFKrqfCB8+HkwMh5tRE1iRScyA9CawuITx1Y1FcCCfIOkoyn+vzqCTOE65gpwQdd0tM42iSD3CmK/+4g+LDc+ct7ralA2ZYvq3Q6g1rF16yxHa4HHKOL/bhE5mqXfs1XszdLZSXYfGmtSSP46ndsH2piVYbX23Ub0s52E0cRlItul2NSsUlde1wvKlfpHzvdC7hbSVUoixZiVXX5M4pHwcxw4pAHr/DpMNz9+KMt7Fm/ybearqx+avvvmJIZPEmWUJ7wvE4F5g7icxZJ49yx7pRa1N+SBYNqnuRq8v5So04usHvZ+PAF1vxRt6UFuWcUot6UL518fXBUzfjJEAdgE/gUOen1OPB5XSzmHAQ/dmpW80tHOBLxdsbJ07Yl72/ff0Ngzl7a6q5h8POqXhb4ZlL6ERDsRBeSgGGQgIRhY4sOFIBY5KIFPZRvDkZOX6TFpVFijc+yUKec+aKN7yEIEvFm8E4o5VewjKlFqMdBFIlPOIRojIuPClAWSbGw2mgyEk8A+yvRGa6PgJUCDQIiVZDbjVhufhrltFfI9Ae2uLrC1JR508JN/GICVT33QkP+U3nfC/+ri9x2VY/j7VfIgz+9NQ7VwPGMApiF8ZdxZud/RPoNPDpIHeWxv6IPwjV4KCvYQUzcvDio5368ESrPvNhEr2yMGu5DM/gAFa4fdhCuhGT5UO45fHLjz/e8Abb7730dYt77rG9OKdvxG633RA4RqPiqXijywWa+T1jZe+5toeNrOd+dRpl81ow9H1+Ans8Mgnz70CLVwxOv4gTbPdd4Z2ncAtc5eiveIvEVSPT4rZWvBGKU5oF8GIe/e8K5A7dP7/5lp3x9uYnJ5ozl69gQjXfnMctVnSzcblCY4p/33qgraG5zSp4a30r6kv9LRlh4SwF/0WbTMWbSmlZtn5UjuQnYgWdT3kQJ76pn5eQAlR8razsRelLOofxhXTAR3l7KUFq9T0p3pCZbTVdh+KNefIfnXOIvkKteFAUbw6lamdK+ZnSXZ3e/QpRMcgr1Z3OtJSc9d7kb5JlvkUUukV0cuZ5HQqJSfzdxFkvv/zwI8v27/7tV/YR6Qq2n3KCziklb0ljeRbG/dZuU7whzCb3IkbjgzgQ7YZI9dFlpFq0qixSAqttapyp+eGcrXikAKPYf3gbNp12OosvFqa4aLeZnJ54ET2SqUynuPSoj5QIAzNQ8cHiHGmCB7z6ROZvqfUWFCSe0oIKL1xOO40Or9Si0fuPh5a24GRqLCCs4lQUtV+9M4XqTU1Z9DNONKVcj4VC0kYAmcMFka7Awgs6RConok3wLFiWiHlaydAfl8NibDzOStuLMWcCH3j27dhhY9AY/H/+3ddITrPBbkgfbo5D6fbx6fOmePvHt/0SmkuQl5+meFNZyQffKlUp3vK4Dee510z416V4862mT2zjGW+bcavpAyreWNCaBLxmPZBuxsPpmaAAKn7FCtbfPXX4JbAC+Rdb8eZbTffiFsLD2ydiq+nnq3gjp7MGVGGqkKytquK8ahCTQFnPEZUxBUIxg+fDyAGNBZV4X5VMl+EeLb/SCU/p5Whb2Qjcwxuy2XY4y+CRr+zVk1AO0b1/8XJzB0dNvH/qVPMe/u7gw/pbOK+c7iaOCmKalQ0b7aZTV7zFxQsp5wIhWzQyZo6xJIWfs1bMEkPxRpkigwFEmOPxOp6KeJga9IdIUjk0X2GcpFoMEwwqzpPj3edTJaKISR8xGROZVEDCnUGJr6RXnPoizzXmH0G1fhsN3n5+ijfUXzBDa9OB4k018dt7Yk5QuttvL9v159Rt0lX7teZev/fFuhaCvgnWEdjF2Uni0QKKpz6DWi9nmCin1YB34YU4S+bG3CxuO11orkzdbj64dKlZwPlL/9+vf225HMPh1dOY7M0BxSyFC9OGtcByw9viAAatBztzPamR4s0ECSenxj2nLQUYFg9MHjLLYGoBwjgTiOi4pnjraTqenmUjbO16FG+MFJAWVjU+I6QApQBVMpDu1Bc0vrCPCDyE3rEQWikYAhevJVQ+PSugFjZLnT+pcARMKbnnLl5qBDPM5B9T1wTitSdXBEgoe2YBYenwE+3G44ggEOIp1HwaVVr8A6Odt8fkwVTVv1oF8alM9Pm7+5hEbSkXoiHIqWwjhfxLxVusyHwpjQgOJPOu3JmIQeXpPXubLfiCc/TAgearhw7bGW+vPu9nvB3El3yedTWOPEbxx7OccjBGmUhdLtDMjx84caCUw8Pq9uyAgrQ3J968wesILg/nh71XXkHrKXi1W76bv0ojmGBxvq7mEe6CIkoDnnAa4uEl1vBEIn94u9NUgmH845SGh+QvAs9UnEX5OiZM85A7b0HxdhqKt5uwXjp+6YqhvDHvqrtlKv+h/KX8MhkGZDo/jhd/kLM2vJA+y4w/cGCENxkLBA1Ov0XFbMbbT6csUUL1iRZvDTHruDjmETnCwzzk5HPoOo0g6qegK2wWze7mWOFJJPLoidQm+/Gcc0XzTvA6FW+7YPG2Y3vzo1A0v/zUU3YxzOY4481zcApUb5kZgi0XEFImgQ6lPsGUEguZLohVWhZG1Orp0wKk5n+NXVaJhC19RpM4Kd7s9mXgu72w0EzjA9FtTL7fPX2WWTR/C8XbAhTvZ65etfY0B0XvNNob63MulLmLsKLkGTBsR8KpCaK3VGJyuviUUkM3V1LcsAzWRuDnW/ItxpnCD8NEoIpH9uo/gcvbKjAZPgLLgzAxjLjxv8QQLnDFs3CtigsQ4hSqkjB8mQkR4Q8FEOoC66k9vMQ6+sBc0ccQg4ooWT45jR5Yekzgy3KLVj0r3gCrUotIUVMXQ9kqD4NhuRSBp+KMNoYjMumT4k1cQwMweAxKK3F+mp3Fh2Rm8Yb0tJq39oL2PLzsi8Ud+DBE1Id27mi2Q/l2YOfO5iu4zZQXMH03+uQSFo2c73x45nzz/slzdgnNP7zrN/ldglVHS/FGKqLBtZSRKKAr6kklRuBosCvrUbwtc8SrWg/qYXnZb2PVGW9F8bYNFm9fAXyD59dMluzE2am05mOr6fYX1bslICPo4qm6CImC1NFm8JS8sTkm0xhu81Q/ViMWlz51okBez1Ez4+ina1q8/RRnvEF2HL9+Axa09+KMN7ePWd3ijY2gIm+9XhS8J5k1WBaNFRsvAkqLt7bibTPOZfrrV6R4+1qzFR8ci5UKPsaEBkAsMvKE0zoPuNiK9AJkyxBNloY/Cmh7mUq91PzKgy/hFKSnwgfPh48D2fzWUVn1cl/+lMsomnC12k4Ume3MZYGPP9zVwhY2HQLvzM1bZhTyyYULzcf4uw3L4F8cO2apz+Cj7SLa9wKsgnm5UgNjk+UY8/3EW4DFosHacxClub5/HuYs1/8x325fWEvxxg5M9liPMLpL3yhlNlI7nb2Cq3oNcRV2F5jAAMjeMKehTzhkofdHrJK4pgOI+vQo5kt0RfE2+lu2ePOSll+VcPD8LBx46BVvn6Vwv8m0PZ21yqzukKUDxmwsEtbjZ36Zp0CCMxNeILkJi4EzU1OmePt///3fLe4XH35oVgRTsEC5BasBKl9W0lqAm/DQiTEp1UH/OmRfNFF0Rc/ORQOXPnTaLmMSBQkomCWcTWFHGAgt/tFJhOTCzBICRhEGb6CA9cAqipRapBZvSZAnsV/hymfkUYEgpJQuwzWxiwANGXX+5FXb1bG1vw3V8xagnETKJU0RFLVv0Yk54vK9RY9Hqm0Irz+VofLLaXCCKUaVJNHO+u9edKEBjHXkmFnHgVNZsd3iP8ul22SL4i2zxcDhtcovU3TLsbFxGIOz1QGUbUOzvsV0L6wK6F4+8nSza8vW5llYu33j6NPYWjrWvIgtpnQTIIOUcMsGnywXlXht131nrHNAbbU//FowkWJ11G2Uq4FX6bNOuilXjegCdt5DlqjWOrH2Wvpv3V8d0rYTwssJFC96YY3NR72fnLxph+O+efwTs3i7eutW8/aJU8b505NThmARijdXumESpdsppRbFQo91YNZS5EElSyRnzOLSOjZKEJM3WauUrlQzJ9qkln19eFtDG5FGcQXogT2/3XStFN3ISE2+C07PlGEhI43rLBvrat636vYo3rZvb/4iFvnfPFIuV6CymemVS5EhQRBQSubkIj/6nfdpp0q81GLLZZNw+LPI1yxJKWW0MysDQrV4N4Aopw5IptKMXY+bT/g3gy/gJ7FVme5//vLfzeLtwzNnG7anO9i+fH3mnvFwJm4/W8BHJPsajnZoRzAAF9umO5+EGk8tALQGbbFzzy6ASNkbMiD5lrQ6PpZUsi9AIx9GlHKKt6pSUePAzi/pgcRrxomOWE9nXVm65Klja+N0zL2/npeH90+htmIwCeKeOq7GRFipbuu24XMFxgpaT8K7v9UWCAqnuDo/CwcDJY/V3pbV74EusYvRho3hURBjLv3AI+t+tQ0q24CUY9sKtl9afoFbyljbdoPK4PgxFtb1VFjRGvu5gweavVu3Ngex9fuFp6D8hvx64emjhufW7TvNIj5CHDt5tnnnxBlYvM3gJr8PLe4StkxL8TbE8YyFyLo1kOwvpE48ya2mLiZBe5SRZVUjMoUbiwWlmcIMJbDEVtNNaPgsjyveJpp9ZvHmirf/sJbiTcxWwyXeigS+Kkv2HytWPBmXkhgRngy1pHITwJxnUkpdcBpCwNSKN/UXKdrXVrz9qynxj+PCC79cgVtNfT7R4EiKrlNxM1xlzYA+nipRF1zt18ZXlVt1mIo3bjVdbvZObGwOpcXbtyyjP3nBL1fYDDm3CemIv6/ijdCMDAJSXjE8XJe2BFYiwlVl6b6qngUifFW2kdPg8ahzoJ4PrlaWGkZ+tYlsW2izmuvPR+QNfIRYgFw9C2X4WVy4cHN6uvn7X//KsnkLlsL86HYP7X2eEovbTWPdCmnspJgsCmTRl6R4W15ZAExRvLFpqy9orWJr3W5jjj4g+tXGmaH86rZORP9fyW3GCpeeBZMw1jgUpifj3C/Dh5WQ8z6HomTl+ObYRzWGaavpOKyyN43HVlO/XOFH3/lms33LhMkRblu38U3rrqXIV3xh7lFgm6vhvb/Fm6ert5qq5KXcSDxwD8SBgeLtgdiGxlv3oz442Di9swowpv+RUAM3k0q5osUrz76h8n8KguwCzsqhwPpfb75pufzigw+aSWzfuYmvfDcwAaRlwCLOxaFborUAOq0p3kw8AEk9sTIofhH2LsQ1NsnRwoTv5kg8kyJOC2JB+UUAjkAlKzBMiKSKoN+DghfAZxD8yel0CgKLUgIHsVLQK5yanBls/JQwYSfxHhnZkysIkPhUaI2FfqUv/jqkC53vmZfn69gjj3h47pnCPVVcK8BePFJto51SGQYC1XWVTjEqksrvPPAFrAYuMbemUdtnlZ6NgRNrLpxM8QbgruLNqLL6wwApxVtsBx2289igfENbHuEtpqD1IL740n3r6Web3Vj0PP3YQVv0bMDE+fnH91vcZgCyWdLSzYekgeLNGMMfdlA+ql/zVj+aODHI4TIZknuIKd5Qb5QDUrydxXZA3kBpZ7xdvdZcwddMWr8xxfErrkjhQoen7FFuLcPyjXFL2v5MRRxw+rwB/Y6RkV8uvrkiZqUCyGkBnBRHCLZG4j/xolYdgoo4wylGT4V7qSvAEtHyddO1UnQjIyWlieD0TIFn/QCAVmZwlk8p3hBnZ7zB0lNnvK2mePMcHLvkdDDGiqYJmpRD6pSWLoSm5lySuC4vUShD64Ur8jVLYqU0PFFvWX9ZaoJ4+qJ4wzvKR6Ubp8ozUK6dhRKX7h9+/YYp3t4/c6a5ivbE7aZXpu8atmlrCGARvoITF8+MY7siNcuxjVNjUBCOGMQGbasp3pg+SxR14vxA20ShSxwAawe84ol4qyr1EhM4U+cwayEBoHGpKN6YhpGAUtKonIKTMKs5JWJ8/xRViSoQh1VcjaXkJGr59NGil9+CVktCFmobikLBRJnyUxT7vfq+wlIGJR6lFgRZFWHGK/pJYSzJWCkWxDGNOUrxhvFCixZ0HAOBPKPVG3V1mxgAdwTninIr8fMHH7Ntmo/tcou3EbS95w89aTCTOPdyEdZV70Hx9u6J0zb3+vs4c9cVbxBjuG1uCB+MrD2KwXqyBPCTOvuHF42Ppj804phVEKU5WyzI7OyiCCOE4ZDiDUpGdo/HbatpR/H2NVi84YzVvhZvok15VdknGUEO5Q7B9UfQkMDgsahmGYWUEHT+7qWOkMAZUUiDusw+4JHrUrz9DIo3Wrzhllm3eHuYFW8boHjTraYDxZu3hMHv74IDkrdr5V3DyK9uq95OGcFxmj2chiJ0N/ERgoq3ixjbL9y8aYq3f8JZwXS/gtzkOvYOFEGzkMFUvC3xqCQgSsVbyHRTDFGuA7nPADASQfHGvPgh32ji2B1CqK14Y26elj7RGyQaDg+XdAKEIhURqVx6eSBlGF0NWvyC1NPT+K/C9GSo+3sUbyy/lZvjm2MfKN5qXn5x/APF2wPWJbuOulJ3vlF3SE1hc/9BTAYLDBH5m7accosNhQ+/23JTHhfA72G7F91PsMVhEl8SzmDb10nsqaeguwIFHN08vyLguTw0ij8KReyMj4Uw9+Obi9VEPQle0b5AzaZUMhQsBa/oBl2GCj+aIBXFW2QRWfGhbBVEAcZ/DBdvko8VtASPJmW9mISRMZFLK7N4CeTKq5ayyrdgYoiHqtxOKUN7oZVOgrvQmmgE0kotMpVO9a+8MhE8WbY6MPyiKWESoUpREjlslC/aQM/2X0tP6oAxtLBR7TGpBoWAkcUbPvV7BrmyZFLPw9U4oINn6KAdDWFrzxCUbxuwyNmGM9uI55Vnn7X0f/jVF+xsnYM7djZHcO4VFxI7x31hpevEvTV7fuKfZ772b3ehV0OvFVfDPex+tdV+dPaNC4Gls7u4sNLiaiHqfQ5bsMjtc5O3mhvYZnrpxmTzKxySTyu5n7zzrmV1A1fFz+Hr/hLSLJqSBOfEUeEGx4kV+1p+XQOyyNbqnjDD3NrONseIaGjLeQmI1zXTu48pouaDRobIRZMWhILjKQz+XE/7UQpDsI4Egg9RjmRKBM6ybCzjfFwmAvlOm4z6cgUp3l4+cigvV+havEk+6Mkyq9xSDiEjL7Mi8NZLk4MEoD9UgIiSbDF8UXGqCU0YDTSQq551qYopc8EDbl++vcDW1TRvnzptY9k7sJy8PDnZXMNRCscvXLQ2dQFtjO4eLN+YltZui7A6IvpF8Mtcd3xCYC72tU0FCcT5rIMSYGiMVgtjKb3gWXyxr8ItuZ7lNyz+ozCVv/CafPeMu7ir5FldqqSa+hLZShEvnUKp3vMJsABRe1FZDUHGBXVBeJ2/yqZnTUXJXenrWPfnh52IMkvX4AllgzklRzuJZoZie6D4XuhnmviLeY2axorNltjO+CnALd5GYzvpELfGAyfPBuXOzg2wTDsAyzC6V59/3vrbi7A0PYDtpjsnNjeHoIyjXNo+7tf4XMa5unPYNv3eKVi8nYTibWam+fuweLsAxTIt3oZwaPiQLK2C/niAnigknqqDoniLOPGD5VNddCzeVHq2C51RtxlbVimpH0d5DsDqwS3e/HKF7+GSBSredsRWU6YTLSkvtHoFL4jfXHhENbuW/HoKtr/iTVCOjsVRiMqvANax6lltT/NKWbzNYMFulyuA77pc4cdUvCH8+FUq3maw1RSWNJj3mlM9+Jv9lvwjUAUIXleg6U3ZkiHgUaSTeOX4qjE26QdddOMrZatpsXjzrab9Ld48I+EuFYLwCOz2KaZQUTx1HVLFiAEBVL+KBQpTKj7lL7gHvkeZA2qra5Whhqn9TFO3B8llHi9BNwfxSwk8g10td2EhfBv99V8/+tji/u5Xr9uZwefwEW4S/XUBmO6F+n551M93XaHFKjoYx03JAI0FSzyWxvoaP9IiF2SpnRPDtruC0eyLlh1enCZZckdo66Gy9FsHKE74Um61MPiL5kNrwRQJyDROZMkjPiIZP2KSE/Tr0qgRfLQdAg92VBZvf/2Hsnh7udk+4RZvfg42VZmsCcyxtUZTJ2fukXHX4o3BGh8KjU4PZZvkG/EO3GfjwEDx9oD8Y9fJPi5P4FKHIkQ2ZGkw4llgiMjfBoq3whV1ck3KTNKuUleCBbMrFy9RN1kPmjmR7RW0exnioRpwNLisJVSFstCaaDKHOi+RqXSqf+WVieDJstWB4RdNCZMIVYqSyGGjfDGJGyjeVBOFT4+iT221H+1942I2MVC89eOYh9X9tS1X+qcRvCY1RV5hAjRQvBnTBoq3Pm2n03BSlhuoIvuk62mUgtUTaXIIdI/GC8OWcQEfDbfOX2OmnjUVRXIqfR3r/q6SYKB4Yw04vwaKN28jA8VbvdVUPIm+VDoZ+rK3m26fImQNFhh6EUQ3jYjW3FdjlkCEj0/5lW7wfLQ50Hc+2ClSDVP7CVa3B61XBoq36JutXtVhaivO4cXLFR2bMFC8dZn2hX0fKN4esGrZdeq/Gk0OWFjgatKa1/qGJrqGT8VLWHLwtjfqq6n512HVOvT8+OVrzV1s0Tl56XLzyflL8M/CkuCUobuA8+BoHceNfPzmS8u5pfj6pye/j9pnO5r7ev/3zxSAH4rPxzY5VFwA+W4fTMtBE8tHyxedzyKNf+p98pOdkRU/iTDfxRuVvy3WJZb0BSCeNcrE5B7PX+n0VILIvxusaDw1KeZT1JZoD2mFJ67wWGQGRlJPoVCyJv1C3kLqgYIRSL9nUhnANRr/3lFS+eRKEPGML1VJkAEpZ/HbnwrlM/2ydEObI/do0ebtHK0stsKM4asvyzyBLzUbYUW1A19mjh7Yb+fq/PCbvu3iq08+YeFbcPAqrQzYLjZEu2Nr8/w0zJf8S+l6ff2+YnWh1gPTTfMwvncnR59GI7dbmbN6Q83hVTfa8nZTusW4jfYuIucRPwmLpE8uXrE+/79wSD7dh+fP46vmPfu6eQfbDHiK30ygXjS5g5qExQX/WGu8iIEuazJgTVxEfZfbOT1SbZxvAQ5U0QLVEA2r//QEIVFPWAW/mjfzqgG6iPoA9S6MwJVQvA2FxdsOyFnaZjyzr3er6Ut9LN5UcvFNT5MlQUNasNT0yt+lW+HVs7v48jyJHH9RNwKXvPd3Ifenbwin3RHbVGxfDhqv4LBlNr3TV/xyhUu4tftdWBAtwkLkrVNnDN11jGe8XXcBsomXDbGsOXbBUrbkGaNH4M7GoXcCBmmFXkUiIuKSt4qKJ6MFYu2zeq9Q09ty9rUeIUTTw1MhrFIkbuWfufawvUoF2tQHMrQr8VWy8jTUSUNmaBj6vkWgRgLRmlmu5lEeMZ9JPgBfyceBeopBAOWrhAFk7R5+A1HCOMpgCOMMJzKY8cCyzS2OxmB1QTeOyxFI+zYcbr9lA/42bWqeP3zY4v7k6y+aVdhR9MVduBV0A6wnttAiG//GYj50EecRzuGykGNnzuGiED/j7e/f98sVzt7zM94abpuy9qnCA332G4RlsBduWRdA9DAVgFHuoRW34BqBVZp/1Ctj4XKMr5uxNd8s3nBUw2OweLNbTV90izc74w2yd3tl8SaakpwgjO/Cbowh+eEhOemPsN42gdrJ8gragdvpIy4eteJNTEpLUR82YEHTx+LtpzrjTRZvvCHZ5cMQ5hF0pYxOB39FmZ4O1YEUbZlMErfG4JE29ma5Hc9KWG2PL8UZb7rVFO3vr179A0v4x3bGGy9XGCjeks0Dz2+cA+uaK5bOkfTkPCzbOqICTv11AR2dQdwUyr959NtLd3w31s/fO2aXddFi+DzOf5vC+eXnsB2V7q4pnDDn5I4tynU8ZT2sqeoSz020vKMvAmw45LMhwY/NYQlDHDE+yBjCe6Yg/dkTV5ctQful9MgQ0wnZYltPMsXqWeQTj4bim8+dXLJKFg/HHH0Yc0e3eBuJM942NP/lu69Y3n/5HVi8YeziWZHF4s3HQF06pTGFCURBbfHGcJIcs6rqmZI+IAg5cJ+VAwPF2wNykI23/qvReANmSJmMPKjijQdLM5+70VtOwrSe5+Zwm+knuOGUVza/8cknlv0ZCDJXvPn5Om3Fm09GfF8+KAQ+WbxIF5iKt1oAhX9EggxP/qPS7eFTvNXSrvZ7XRiTusEW6D85uOBV/hLtFRDV4MGJKzxdSWxQnkKgfGqurTCr4JKR+TKuE16/Jo0BLNr4lF/wbYVAxP5GFG8Q+GgbUrxxuwXJ27phDIq3kWbnli3Nlx4/aIq3P/+2T0Kfx/t23vCFRc9WKGwIr8Ov8wbVqkTr4U3vwlScKM/1wBToh9e3rslURX4/xRtxsFXMRz9fCsXbLN65LeAWtgecuHLNJjf/81//zbAdO3u2mYIy5S4WpbdxiD6X/pJTSzGJWuF2QSregCcVb+onaqR4atFWFG9OsFPlgKlaCBqtoThY/vZrG+pvCbQOj0hrgXaR9wFq9zOm/j1VvKGOWV/8Wwg+UalG79mr1609XcQhzO/g9lwq3l7/5CRimuYqxrN5LFypAJ6n4g3PoniLrWRW8V4ZOVSpLvQksqivHsWb2g9hQq508TCpqlvtJ98tXf8f0ksS7C8SJElCUCVN3H2AkqYKXt5e2ZW9QyBRMpUQwcw/acgMDb68FZ8Q5NS7ispM+nmUx+eteLN6C/6qDlPxxhMFqYTCHXn8AARapXjbgEUb33lr6Vbcns3bJL965IhR/qffoOJtpHlq727bZsrt3ZvtQwH0aEF/j+LNtpp2FG/clgqZ5y4YoAoUrRbpTHwwxRurj7jx0bOjeHsCijduNe2neONW040oo7WEoElVpAbBdy32jEyHNi/Ftapez942Uea6BdoxtdMHhng8Goo38kYl1zPKRn6qnq1u8DpQvDlzBr8PHQfWNVdsN3Erg9YarfQBJ8XbIjo6g/i5YwECl8cgXcdxJHS/eP8DU7zxnOCzODN4CuP8aYz/dNMUEHCpeOMaIJTnRfHGdUXphxz/tNXUEuPn0VC8kVpnnGSkw+q2AABAAElEQVSwLN7Wp3jj5QpjdrnCf/mubzUdKN7UAh6d50Dx9oB1xa5T/9VobBITQsIn1njJwXn1CTIkiaFZJDh8mC7aeTf0yxLlxgwsAjCRvHxzqrmI85eoeHv9Y1e8vXXqhB04O3lvBjfG4Uss0M3FV4HluEGGh6DbIhhkSPEm0qR4Y+YmaPmMSH1d8MsVPFxxRZNESttOwsWXYIhzhgRQwIfgLSmNg/6aZ5BUYQXQfMrV57clxw7YOl5zeDH+txMoFw/tIbkNzBEiXDudlSKCVgEpSYVilaeoraOVm+L0XiPNfDse+5akgkVb1Jcj5ZFJEMALD+iGMdHkkMuLE/wsNyx+Fuctbics3Vgvj+3aYVZtu7dva74KawMOnK8977evPbFjOyzixhsuengrD91ofOnhYsBC8OMxFn3fP70LVXaDz4Lxvkn4jSfI/vgpObUVb2gpFEmoSz64fKVbpuIN/OHZObS6pbL/KpRvzOPncb7RWydO2AG6N3Dm5CVYhSxhlkTlCh3PemNTWqYCDgtZU/jr/Lfs04QEkBopnkM6qwt5s3asHbsH9DmgwAnAqL7O4vrH9uWTQBN5X6w9gVw4qq8xMrtPyDlTKDqDmyHcTEW3A/wcRfme2buneQq3KO7jraYvf93iaou3sWyfKreINFATpRKn92vxlsVso3QOWxgh8Gd9XNB6Mn/668Thj7qVtRvbFCfkdHdxRglTXYf15AzGp2u3bjcf44w3Kt5+irNL6U5cvYK4OVi5LDczkCumeOOh9XBLmIxTRrEtMW/iskk/PCGKGIK/oEx1IDIJxGi90+vgTFJchAlMTwvGi94jq0jnoSyqUEoJSx7QZXX6q4dlXonVY4UEb6VsSoi+0QEvuQIm4tQuE1VPGqbK2ECOd8JVwUrWl1ciSc+aMI0hwgycpSyOlRcb0IWURzyBPEH38h4W2sYoJsl8/Mv+0DLGG/SzEbSZ0WV+KmiazcH43Rs3NaOYBx3YuavZi7FmG6yuXzh61DJ5+ZkjdrnCXpztNgEFFdVT4ygo0w+HBRUPC6fF23tnzzXv0OJt5i7OeJPibc6POg3Fm5UjaGuV1YsJrF64FVm88Z1xUWZ7if4ytOyKPF6uQLwEczSotbxcAWVG4sfT4m1b8/0+Fm+peIuMkpzAyLpVHSAbcyKp1aYjjj2QrrQJ8CwLrJQOo/QMVXtTOrc6ATWWJEqnuvVu3rJ4ewPnRNL9+Ke/sDPePopbTXnO6FyML1KAljJaEvsRZXo6RzuQEalQPt0v6okKQAyUZsBgHGoZlm50bYs3XK5gFm9+xtsfvfAiFMCbwuLN7w4s59lacvtJOgvDSmT4PNc6WCF6Ii4ROVzrFWCtd4AopZ419oH/0edA3ZKz8utGEH7Vf4ikLLjPoYClSmOrAPRdrl850mP0xm4Il88f4YzyRYzp70F+XoCl+3Wc73rs3DmT92ewjqXj/eYmsjHeD43xfE1+vHNJo25m9CAPPiWvluLjC0kxcig/NK6IvniqG1lqxWUhgQDOXgXvQQh0ICUpgKXveBzhWlDCELQVKOHkLREMTcUbXlQ2XkpHNzyHM95wZukOnE+6b+N4swUfkKR4+9ErxeKN6yeOkmNKlxWkQuqJ/GJ8VltgET3Wxz/L2EKURk+PGfw+OAcGircH5J13FO9i3pUKInZuNlH7U8PX00ULYkuqItRcyPA8RAogQlCY0dF6jY43wjB+Egq4G7jZlIq3X3/kirefv/u2TRAvTd2yyeEiks548mZl44SlX8EBtLYIRgbLIc0k1KRc08KUJMuvOPvSQExVnBYYkAyWR/0T2SMo4orkK2AsaMsxVfzFQq6IgoKxlYQvfaJKUPGVdO2MJYAYX/sLfNtX6q2Nx6CUXae8DO4EeUUzvEIvmEJHHStA5etPvTFW6TIsklv+yinCdHOqPyMw2lsODtYala8/pXgbTcXbIizduLV0Gdt7XPG2f2ITLksYao48dqDZu3M7Fj47mheffhpoh5qXjhwxRLsxiHCLD5cZPACbbhiLcXtyNID7rEqyfun7hVlmj/CP+utaRegq3tg1qYQn5/3uKLxz2xRYT7nDv3nE38HEifjfxCHjdK9/9FFzA7efXpq80Zy5gokVlKUXoYSj47XxxLeMr5fLtHpDPS7z8Fw4bUf0Fh/tTZ0pboEZRnqLUUcgrmgbUsBF0zCc3Z+16rYvj4KMPs28izrftVWBAdnfAg+trMwLmrXVtJl3paQr3rDVFBeJPLV71zoUb55l9uWggKwRe+5H8dbCo3IHTlUDS9T+I4CnrPmnCaLXJUE0UUZ9A5wpNIa5TWTT3IESg5dycPvyaVi/LWBL4D++8TYzwMT8VDONMW0aMNML89ZuFqnUgFscjck421a0L31tN92mQTmN9MrSLduJBjqDi9YX4GJDSR1AxBPewpsSFyxJqBpG46JGxaSjSq76K3ysIoOYaPZVBMsmqhTcKQiCu21SkPVTMKrbbFAE6jCDOZZci6/GZ/6kzduC4lmOUhZPPxLjTJbfYCLjqC/xVHVtRGQeoXiDIopHHYxgcTIKxQdz3hqLtsdxac84PgAc3n+geRx9joq3F585amQ9d/CAKd62jI3YxT+UWiPRmKR4u2CKN1yuAAtfV7zNNH937JilPweLDl6u0OByBVf4oCRom3Sq95pryVQp3tQAosgGGwXur3gjIGqtZfHWNLR4862mRfH2vRf8VlNuNf1UxRuw1vKM9IskkpN+RsCpZkU+IT6T4o1Io9xZz8wEeddbTVdTvNnlCr9xxRtLGZxQwa1Rk3iS6m16fYq3F8zy0rea+lg3Gg1GvBXPHXknXwv0H8+1Cgg6jHkKbiEr9WnRvQjWChbGwfMR50C2ZbWN7hPly6aR8tYLzbS6VE8GHL5G9WOOeKkS0c0Hgku4vZzztw/Oncd8cRKXK920nVoM4wcNujtYRzAdb4fmZTXMfSkuTNGckeOexj51wQWsOehMbjA/0irFm8XgJ8YSk3FRTvXXLKTKTxQJEwiq8idYlE3vMeOLBAr119ZbpFM5fKsp+yRHH1KFfyELh+0IBdCjyxWgeNsPxdsE1kz/NSze7k/xRnqcACneammgYgaJCas0XprB72flwEDx9oAcZEeq/2o07LRsuPYHQWJOz0zF0BB9auUxYaNijak4DtNygE4XL8wDD+Nuzy40t+ZgGTA73xw7e95gfvn+e808bt86e+Nac336djMLgTQJ6wG6uWFfvCzj1jhbtDCP7kSHHR6wxG+0Ecb8KEvQZoKPsSxPRGqBkdJKEYBT0RKYcRYozMzAoRTiQo9h0N1L8SaJUGFkSnNRDkWVPAWgHMp7JGwFRG1YWNLSgmi/CD7Lr3LXBNR+JLdXIU90HuDcB0wVrzz6l0Dp/FmSlVTZ7JAx8+aftm8qe7aDgskoxPo5pn/ie02UJcQQEcqxUVO2YcFi1gZY/ADF1kj+1O6dZm1wBAucfbg1bve2bc3zhw7b4Pn8wYOGiee68Twd3uBjqhk8tTVbFpYapETz/T77pe8Xdr94Hzb4WinSlzZUdC6QzKoQARA0TMc2wIkP3YptNaWyDJMBTGK4XfAeJi/89+Glqwbz7slTzc07d0zxdvoKbliGAuU0vmbS3YIc4qSKt6QuIj0nFEu23Qm4dfucyZRolerDoXijvImWmE1firfSui2r9o8nQlp4wp8AXjSXXQys49XOo/yZpuXxBJnM8PEtENMXkV5iJi5bTduKt6Hm6bR42/YpFm/EU+fi7zbORNarKt6SWE/TwoM4US4w0e8xipUKwd/bbcxTSnbVijeykilcNeJfwfl+D3KD21Cm8PHoIm6M5O2EP3vvAyPw7ZMnmmls5Zu0v7uWdsZioBQeGbfJ9TIW2LZtGVnrFlWNZSqRJBqTqmyoePd7MQyr+CaYjEKA/BkXHoUHWfEQFNIlnEMKXk2sTiexmvyrIyNht0k6npKfJ1EueOvm3wWt8ih9KdKLIMJUKPnaRtN+Yzxd6XeMD5i6HInT4/KDXgWb7SsKLn46SOCMR7Pi1kU82oAKbn7pH6cCDkzas8Fvy3saCrcNWMxJ8bYVZ7x9+dATRu9hjE8cYzZh0BrHmMV2UxRv/qHgPBRvs2bx5oq3SWyv1xlv53XGG281ta2mICzmSuo1yQfLUXyOWH2srPkSBU7FG0fsCOPSjBXTVrythOJtS2w1/ZrldH+KN9Rc0mDJs/qZtaL0lHKopEHf6jbUSBVGzKQ68WQ6IM+2H2Vcl+LtZ7B4gzXNR9d4xts9v9W0o3jzUnR/veGoHO26iUZVlSNC1DqBLFKqAIRVUHTwluINcm6vznjD+YJ/9dofGEF/1Drj7VMUb8qLKWu/YapLIGojoqJaNCqmlJ84Fdp+rhLcBhq8PbIcyN6oxtB9omTZ3KJts60YGNq92afhRfJaa1SO9/wj3EI0ohs4l5zzt5P4QMvbzK9g3H/n1CkLexPHTdBdhyXxHOYCHN85V2T6JdzPSWe4QYPNC4MW0baIdYfDIDPmx/hVFG82OAOxkxW//oiCRRgzD1Tu818PjgTxCFDni2FWSEmZISKaUeJpWLxxZeYzFNzFGrLQzy5FDBRvDdZZvNX0wIa1FW/EonNOZRyhEjtFTnhX8Wah7aKRSE+Sz3gdPD4TBwaKtwdkHztS/VejYd9ic7W/HMTV9fyZQo941BmjI8byAAINi9WYtQiN9rVzuslDzxdgOXD5rltSvIVFCxe/H5w9DXPea83Nu3eajy9dNNKuzrgF0vLIRl+0QLgN5UTFp1HcKkan/CkYchIEoeBO5QBceENGoMAKKDDqts4txx6ICnyWO2OAylMWxZvyLzDOYbwnASWu5Oth3Xenx+nMuEK21S1TKk7PkgMxeAKd12L1KEA96wSr+kVHlUi0ZFB6Cpb4Ml8vMhnJpJk8PJoU89hoP0UNQDH3p3KXYFzEsr7NL8VbDGBW/UYCY+NvztvdMJS7VJRtRMwmtIENsHJ6Cko2um89+0wzjvencY7b/l07m21Y9Bzas9fi9uKsHbpx4GXtsvlooNA5KbR8ovusSrJ+6fuFWWaP8I8mQX2LwGqji47ryk0EWnV6aw4RkP2eClgq3tgueN4k3Y15/8J4+tr15i6U/xdvXG9OXr7UzGL74FsxiToDBRwVKrRuoqKFbWsh5M3QGFsKnF0f75MN9XMAWlS5Bl5Ek0z5/Sn5Ywn048n7tpdU3AkNaIrMCrwYIHzVU+0lUoGg9AFKSD2B9yL6i+JtKC3ecLkCkj4N65vDZvG2rfnhN7XV9MmGVkA875Bbr+namC3IfhgrkSsFUgIrgumTzF584qlAxJKSC3N3CmIjiE20uzQlb+xDCUqPepQVmiwU1X6oW6XoodXbHSyeeS7pu2cvWJa/hhUlzw08d+1qcwbbTnlAs6woZ0d8q+kyt5xyCzOIXYk2lWNWMoBkO5ViRZnMIhz/WebuqKJy8amxL8MCmPzMMKOa8ik81UO8VVAfkKy/Eld8mYkQ3OdT84pS//0QRElCAVTTLL6prK3UWeCgN4EqRUqMntItWXkEF0S1PqywPpGJZJg4IfplwWjcV90u+hg0CsXbMBrcRsioCWxtH0P/+RKsrOm+/eXnYSGwCYq3/WbxRiXcARx5QLfZDXsxJi6hLbAVwe4AijtzQ/6x8uytm6Z4e/fMGVwCchq7CWaafzjmiuKLcwu2A2EIlyt0FW/8gOp44smHCpVMiUFYsASIAg/FbXdD6FPiqo/jAF70D6qbcXo26X5iGy3etjT78GHr+y/45Qp/BuXOKHjROuPNOFzIqHuA6lvUiiSSI7/i9GSaLFJHIKstsR36vywaeBwYauRZ0dHR+AByWrzNQkbcAt9fB//pfvyzn+dW02urKd6Uh6VIKu0tiS4ehAdMlqOFoIUlOWKwDicZuBwWOBvQJkdM8bahObxtopmg4i0uV/ijF7nVVJcrtBVvolT91zOOPJz61m8qLkV/KzZeeouSUGJ7BoRHdHTDB+9fFA54o9A4rVK15ECIJw1w3pcJibTRTySvBWqxIcu5BZxuHg/mNglr9rs4tuQGPth+jHPKl9E/fvK2W7t/fOG8WbvP4KMt542UxnP+KR67JqCAA05bs2pNEO3dLI6B285DZ6Pln9Ytavf5RGT41b5zKPNVCBIDhWAEZKH68cBEqeBW/1NsRrqH2QfynF+EcYl/tHTc6tNSvA3N3zXF206OXbHV9G9e8zPe/iK2mm5GQbTVND8eRR3VxSiU8WAFsquEFF44uap3Z2qEDR6fmQMDxdsDspBNtf6r0bBfsaH7U426/dSkhOnUEdXItYjoq3hjz8B/WqBQlVYr3mgtME/F27nTzcXr15rJB1a8kSrPp2jFYzIUndRKE0XKgVvSKicuzgdiS2lXdfKudBOHCP37qHizclvLqdjFhmQuPQoAS32oqwUnI8lH8VJV8rkr3ljHoUjoKt42QtF2uKN4e+aJg7B4o+JtMxRve6yUe3oUb1z0eAlWMCDTDRRvxoZ1/2gS1DeBGoUGY+MxAhmOMD6kd8pJwRqKtzO4neoOvmSuqXiDPLqHvzUVbxAg2krw+6h42wslwJ//DhRv9Rgk6dIz8fLGYc1JijcpMOs2pkUnlQSU+hRNVL7R/W4Ub9GuSQ0bNtxA8eZ8aP8Gcx4WxVvIIdKoNqn5hY1zFsi6dbqHHkDxthGLl/2rKt6gyNJKtKN4eweKt7d/p4o3zAyt2PhJxRsVhthqGoq3vVC8/eDzVrwBv+qA9VI70qN60hxD8ZIvvlj3N+FJxVvICEujyFhYax08ULyBOyHExGvxmE8t0ktN1LHh9+7SJ2KNuu0LPQj84nDAG4XEXZar6tP6OJ9rU7TDSJUyWHNOKd4sHhMJPj9V8QY5/tO33rKsP7pwAYq3mWYG88U7UM79ZhRvyCrkjPpSmfP43IXERHdTsY2+8uMpnQ9AlxHCyIASmtEMJUggzzn2fSneYPHG27nx9zevvWKoB4q3msOPhn+geHvAeqq7VcwBE5M6LQNc/NDnKVJsRR9lKO4HJUCOmxxI+Y94JRR16Li+ELMD0xKFKWcD1xQsUbhwPn/rhindruCW0zeOfww8OBD9Xf9Ce/3OPXy9hZUB8C+ZxEFibQHjkwKT1k6Y/FAw1ObDJJGLLi8JKAyJldt84r2WOUEaUnqq8iS2cEpHuddxiVvJQXdx8sczYXohSkgvkOpI2Ay2F6ygkC8qZznubF6xxUskFDI9laZ+Ki7zUgCBaj9fO+8ECS2JnSFlKRKRvRFE/LY2iWizeAtBr4/uGjDbFm+e33IuyMJ4nMqaODx4JLYxb6eFAcD38Wa17VsbbuV55bnnLPdvf/nLZvG2BzeubcUXXx5yTWseurxAAW2Kudmf2pRnj7l3ePJpSe/7R221X8K14vrBP8xhmgSpTHo3mqN5qAdT8rjjgi4iI0iv3u5QB6gXbT/m1lG6u2h/3Jo6jQsVbuJLJrdjHcPilO6tT46bBdx53Fx1FdsK5jCZug6LBbpZO8IcuQ/5tneXNdH5W+fAqWdastIFokkkjYjWms0hO+8qWpY/EMSDTUv80oJeeOonZTKdktWZqntGFoBSZuQtmApih2uLN0Ac3VdbvL1I1Dj38IkeizeL6PNDOlRvuZCNfGt+yO+9rIOoEGwR4niWsQLXOOXtxxOqLekoAilOjTdiQeCQLOe4YuMXMtGt3VOL3vBO4caze7CcPHXpEm7uvuCXB33iZ5ienrxt5wjeQ2Ien8+PQtq+zHNhzLFtEj9e1D4k5yRLfHT1epQyrlRXKZ34Jt3AcjTR/FDGDMUoPY2I+BEB8VrPC2ow+pVcbcziO/wTTDdt/R5JPPl6MoyC96t3KVjFB/HIkKvBm3YEIXXGKk3IErVNfUwz2IDPfFFv6oNlQeII9BGG/cj/eKyBW91ujcrds2Vzswnn3+zG+PMktnDTqu1bX3rGSH3u0KFmE7aCbsdiZRvGIFaj27KB7zGG83w4n2yBsODbchzPcQYWb/cg22TxRsurf3r/I8N9eRZzKSQZxvmDsnhTO/f5FdCSV6w8/VnKYE7kn43V4rymi8WbWiwysjaFnrzkFm8TKH9t8UbF2/dxthvd99aweCtTreIrNHj+QWHfqrUM8ENWOTRD8NJ6+HtL8RYw6nfZJpg6knM8MGd92bemr2Xxdh2X/vCMt3K5QsgCxxK/olJPRfK9E5aEiCDBlmdaX0Z9WEz0iRVZvOGcWx6/sXdzZfH2im81/eMX44w3WOxuxCUepEBnvCkXlzNOQ3Y38TiAvGWIfj2FoXquXhSTxRVketfAljADz6PPgZwjqo3oyaLVfrwuQ16VMV9l95ayjLZuuNBYTZaz0XItCbcYMtUu60Jrp7U7z3HlGHPs/DmDeRe7JaZgCXcZZ8CdwzyAOyYu3rxtcdMLmH2AliUMRmaPDNyydh/SGbCgzKhDthqz2D/MSabo3QOrXxaVsA7fM3SWDpgwlhg/KS5auBXbeRptzlTRmMTGR8t2Ch/nhubvQeYvNrys7sAmv1zhv73iircffadcrrCBvEdJRjWuaY6fmVVljLFbu4wsXy++2FCRoggEVd4KYOC9Dw4MFG/3wawatJZHpeM5RN1pNbGUBJPQUj8gHi1o1KA1mBKv5mUDxZu4X/d6+eNZV0qAC0KpVQ/lnXLEE7Zg++Cq05g/KmegeBso3nraxu8oQJOoXMTWwinatGQQJY87KociUutBtX+bcKBn2EQnJlEDxVuwrUgMzcvEtpQz4OtA8RbsikFvoHiLblc91JJyocC47K8OKJgqWY+3tD8kryciXchE5in6jYEDxZur5waKt6rxZLvxMDaxEtRusBpnBoq3geKtakED70PGAc0ZNd7kk3TWAwpeB4o3MqVIPL5p6twNZ1yPQ1KNy9IBDBRvPVz6wgcMFG+fQxWXjufI+s93fUWrbTfsu5JpS50EfqIHcAHAhCKeRfEWXwOtA/t0WTfH6GD027gNjucq8cvsyWtXDMfP333fiPsE++qn7802d7FF7DaeFKTcLka3EAvqJXylkPXTUlig6OuthYN4/6LhlkvLMgloCaQQTlHIeLN88kcM0Kq1PYsrDGKCUHLpa7jjENZ2XoxTjMPVv8qU6B1Ki452ugJXpy5+xAeIFG+myDCUiFidAKCISMFkVgoASIYpR8TVyRgvGPDGo1QipvGQLFvAc2E3EhJfFiA5QQ6UbHPZTs02Eth4uw7yYY2Po56IfRdu1qHjBQqb8dXpcZxXdQjWBjzL5BtHj1rcEWwrHYWF2yb8jaN9sfX6kdXAGdtJVf1MQPqsWBHIR1mMepkM8efwI+XU54DqoUdRy6hU9KfijfXrjSk5nG2LRYvQ+Gqos7p4ziSl2jzqkV8wecjtpdt+q+lHOK9jDl80z+Hw66tTU5A3s81ZnAlHd+HmlE1W7s7jFit8xqTFSNhT4unyza6mj7aQlKmh8PYOc/705hz+iMlJDd7llyUKlYh0CqdfqLNPMXAVV3KHj0gUAHj1pUwKvhpv+YwzEXeiH/CMt6M8423P7sa2mr78giV56YjOeBu2M96IukLvaKNuLE71Fk9k5jCRkG8Rgqcw6emg/M0QALu/QAtDUdM6VsOr/KLePDNgAD0iKfkuzN6pDZRW23S8NIhuCtZuC2gTV2/dai7DYpu3dr9x3C3e3jp9zg5Uv4FLGbgVhRc08Iw4Ollh2mUgwO/KvShJVLRf2EFp4v9IQMrAgLH6Q7i/em1qosyxz5w9nF7xJopWoh0yfgNWSVpx3Zci7ZyXiI9s872bpHq3LAS/VoIsihOlaqxyN2sEQy18AC34Fej9VXXtpDhOZV8ggT2iSpwHRJOw5KqDZcxh6FxxzXGDl++swLp6qNlil7+gD+3eTojm6IF9uK10M27N3t4cOrDXxpwvH3zM0u/D2Wc8820c8xr+0eVX/phX4LYChHp9q06XcJkH3em0eDvbvH36dHMLFlb/fMwt3q7cWzTZJYs3lo+jHEul23y9TQIrGWFtCH1LjNB5csZAphK34NMZbxbGcMQbvXguzeK9abakxdu2vNX0P3zNZUk/izfNB5wLhgI/ws13I9IiSA2dPRGsdw/134S2yIDQI8roNjIeKA7L0o1P4qDLNiTrFMoG/OdcVhZvb5w6ZbA/jssVPoRFdbF4i5mFXXLBpMJsSeKnG4b36PsFKgpQAnp9KJtXJWBFeDB1BdbddOPYDsyzlvZu2tA8tXWi2QyLy7/+jlu85RlvtHjDH6kakYAVp9VGEJfthYgrxzKWcnbLVuqsQlWldm9P8QOiF1tP0kHAF4kD0Y7VnNUM6yLa3JHdo9U4/GXZrIYj0oLQMrEbhm4J/YAxdrEfOg6t1xaQEfO6Ous7Ic7Cym0GZwZfw9h/4cZkM4cx/viFy5b+7PXJZpFWclirzmJnF2zrmjkigVuIPLj+ZReyv5Q9BoL+QzpAFGRKWuOFnGnPdLws/utpyy9CLSJiPfvs/h7pcQFRksoHuiQDs98ZHqSwgG76GAN5qynm17xc4bG41fS/veoWb3/5B7R4m7Dz3WTxpjPeKAEKLcyDhHjIcMzZZJEuEu2pRHrWkf3C6viB/1M5MFC8fSqL1gEQHTAhu+8W4aOqFBrqdARd7oyKteJNvXoobvvTmVfsO7a4QHq/1wvdKQZ+Tsl4/ts0FnoXpm4BxUrzs3ePIaRp3j9zDua8d5vbUMrdmL5jB1vfwjvdvAkFCElMTqloI34p3hZjwmqCk5kzszjYejloU4cuTyCNgvbtq+KTzWAA2+EDaVL5XZx6mS289RPYhQ9xZTJSBbbSAFcIIE1G29FKp2c7tn7zLaYIMfoDvl9ZMlHQK6aoMWQ8PMpWT/GI2QhOWUmBlYlK+ZUsFbhIrW0eWnQqM8I4SgxgsSCxLTjIb3gZm7sQRoUBD7DmlucD2FpK92XcWDqBSeUhKBKe2r+v2QzF29cOH7a4g4DhYfE8Fp1KOyohpOTByaoGIxrtJUonBau2VreVZM4BK5MneqDfNs4HQvFIJQLrzUnx5tMUD1Ob8iUjwtS22DbDr5YnxVsq5wHO6QEPuZ3ExInuxOXLdt7kOSjbeIPV9My95uQln0SdvHzVUE7hRsB5Hq4P/DYJQ7rFqP9F5Mts2UeVvba6okExC5AjqgEX/oQtURJBwNNOV3e7Ctxx9/sN5IJ1GRNv8VCbFB2UX6sq3vbtw+UKu5t9OG/qhy/79jAp3nhAPC9XIFrllyRVdKgvacscMnOwSMg30SJ55xjbWPVWkisV0bnfeyvfSpyUUkllMFV8sNSdDzNWV6Iv6k247yEB/ZMYm65PT5vi7c1QvP3bx36G6ZXbd/DRaM5uQKOijs5bHdKCb8TPPyo86HRxxxC2dNFRMULOGglJr3OgVTaVO5iiNpY8NmxBeTAwHhaTPBG/Ctsi/lMeQZsW3UWByXRdZP0I6MJU+UWZRK8m384Vh5PFm1LV2JIX0ackWxw2IOOReQTPDSYSqHcTxuGQiHH4Wwqlqs5cw5229tGGyjMuQOi+8vh+S/flJ59odm7FrZ47qXjbZ4q3I/gIRLcd2055yylrPyQAGkoQZ62N2bnijfDeBoaaxY7i7b0z/RRv3C4FvLHV1NpV1Nti5LaE8dL4hQJK0Tyk/c89ijdS4JxIxVv0EVKWirc4226LLlfAOMvLFbjVVIq3+nIFfvhievE7+cDs5MQS1WmER3HsLUEirtQbAtQIAkiy4fNUvL156pTl/N9/iltNoZD7CIq3a7nV9AEUb1Y453cUiQUp3lV8Q+ow0VatygLNyqLPyMftcoWlZt+mjc1hKN7scoXYavrbULzVpZBc71ecun7r+C5X6riB/wvIgei/6sZWQjUitW1E5hiZDcQ9vCih1Xcgt3Rr9WKsJ2zdiHCilTS6HXFXoHCbhbKNt55ewnZT+t/Hxza64xev2MWBtzCPpNEIlWz3YnyYo4IejnNIUkB5o3W2q60gUW0uAOnMp8EjjeYHHXlnyGqZ6wH2a7JZceKNnpUQSNZEqvIo/JN8LBNUpvKUSh8baxtuNW1wvMLO8epyBSnesNV0x8REQ6WbFG8aMyXvhZd06KPHQPFWauW37cO8vdXNftv5fzHyy44Xxem+h5hhbHY79CyC8W9dirdYvLiyBImZPgSYhIv6PZci/OY2iy9vN3FYJfN875zfGvcRnlS6TWJRc/XmLZu8cE893e3Ze5hErjSzEIQuxIagjPMp2oIJG1/M2AKOixhO5lAAWbz5wo4iQ3/wxqjOkLZjASKkJ1IRxCS/L3DsTYKvjTDwCRmfStsF9Hent86jhou0a81YAjwVGAardDWu2i/6EKZy9CNTYTW6KimLJtK0+FZ5Hcx/rfbg9bEtShx1osm3eGxn6Zg4AFwMhrxxlJjGMdE0pRsuTtiGLy5UiB2B4oDu+Scfb7ZgcvkYbi19AooE3mpKhQLdDijkCDsCvFTqkGblp7WHscHJRQr3xHLW0hJPUZIlIOb5YhIh7t8VnPef9lFMIXatrXhrl8zqKNnsvNeiW4o31hVlEGXHTJxvc+m2n8d1dWoatyvfhQJltjl95aoh//D8BVuj3bh9187z4s2V93CTFbPhk46TKuKjUo5PxsniyBQqRgp+ojkoLkkFvPnZuAImL4qxBof4CGd+CeQvvb8VYiWTksLeA6cU1gkOT1/FG3I4SsXbKhZv/RRvytcLFnhJKfijPlWEAsKRgHSIFj1d/ZDYiEEsaiW3iAqD+qTCDV+gCcmSTLUaA4DBZMYBbHThx56OTfXHJSvB70CBS0tsfgH/+MJFA3r9xClT5l6ExeRN3GQ4A6XbVYxjdDdhUUk3j9T8Gs6zSe3jkXGGSgc4jlmoJ7eycemnOpRSK0kFuLc6FslD1e6TSUZppAiYlMksHP7XDtV0f05jp/JPhvVDFJllngUmg+rcRW+EaTKesEguDHoStPgdMnkSfdTRBVQ8omvY8sb4zfYazFC7NQs0hUecPsyMQ5nKdJtHYR0EP89yO4Av/HQvw0KUcvxZ3Jq9A4qnHTjrbf+u7VC0DTd7oYij24wFFjGwxl1fAsKSRM0r+PQatygUb3HYzwpzi7dFO+PtnVOyePuQqJurM35O0TBuNR3G7gDS6ReMcA7mbWwRFrrGJ+B0xRvKL/6H4s3HMhGlWog2SgYyyMZkp1OXK5jFG3A9saribSRvNSWvk99Gfecnsnf5kCyyvBWlp1KSLFH7G1e8YRx5ExaHdP/9J3Gracvijf0c1KTFm4FWPy1qPbw9CFSw9HZLW6L7Kd5Up8tSvOHJG3Jd8bYlFG9+E+EffT1uNZXFG7IayezkwdOYy/ZS8q591t6yBtpAwkL4aG510vSvxoI2tgQfeL6oHAi5a+1GjUfPaAwaE8mCbDcB05JhBECj1Rxb8yJryAhnVkzGP35so5uCdTsvC7yN5ySU6dwxIYu3j85fsrH/BnZU3IbyjXPGW5hT0t2Oj2+zCOPHX+ZFRR9x0yrenDoQxoKh+BCyEh/iNIaJHtHoCRlKp96AJ3EpmFHJCIcRJKN6XeYCFIFE6fFUWj19Zo0sF8AlzK15Q7VfrrCx+ZtXXzX0//E730yLN/9Yi7VWrN9IKHH5r1OjsX4kxifKhpJfUFwH1H5Gd98jyeCxfg4MFG/r59XqkHUnJFTrXS/+VGdjX1NMGgREDmzX1rYBkANmALviLQABxWClV//lIiamZ7YgJszVOAj/BKxOpiHYqHTjAZbzEG4nLpwzhBcnb8CcdwnbeLBVFUq7RSS8F8J4LhRwS5go2IULJsD8C+NSHNbPY37NVYdEahLqEfytem0QrJAoImDKBNFLwnQeqzIypNcJE2PcX3AGdAXSE9dCGLGqAKXrmyiEe9Yos1cCR9p6y7gI7YdTYcF/TZhrbKm4CpiafOUnizFNiolWbVDWTcManGDKzMUO89LhnNugRCOubRvGoFAbsdt0eCMcrdheePqIZfnVp55qtm7e1OzB5J9f3GldsBULJDqZPPt2IRf/0UrQWsJHfjCTyokkDpJ0GsArEBRJTKpD+/v7pe8P+cUPhUrLCpmTIbxpyA92Z3W0FG/Jb683yhlvT2g2wbaV2AbKyRTDuCWQ18PzK+U53IJK9/aJ01Z3F7BookKOChR+DKCC7dYd33ZwG4qUJTQCTrA4eWI+C9H5l6JtiUi2Kilu1LZzosHmE/0tLebQdulasqT1YtGr/qipimcEVPvilgo6soo026TGXjAZCmvAHWAyl4hPV4q3H36zfbnCFm6NA91GPhHCqd9IJHkmzIUuakCRkZCxgtCzrXjz0hTcKp0hjdSesqSvfOJtVIZi2DdrP7ElvyILxpM1dJr8qq6oyOUf6/8ylLd078LiiFYup69eb67T6g1t5sw1WE8CydkbNwxmGovdRbQXWk7qY9FSKFBglgQYZJ7jEwkJYmJ8y3aDGJVAijfLgD/isQU43yWf6yi1CZWpllfiTeLs63HagsXJKwftYohyVHiSJpUxawRAKnag0WS8Sp7erKMMoccRqNuIV4wpfkeuMYj0MBWVblK8aezhsQMK1xEEHEfotuJIA+LYiY87WzaM431D8/Re/7Dzh195zth7FFbX2/HVn0o5fhhiSh2xz0PrS76GMmnURzPWMam1v8h3Po7ZOA1LjHtoV++dPtO8c9IVb//y3vuG6OrMvMmt0VEo3kaYI1p5zIe6ijfyShZvwzF4y6K8bhsSTOoTRo6xgm2Nf6A1bjX1rabtW025xZTOLN4wX9uBYyA2Qp44/6NODEK1GC8ehZc+8rEL0je9IxAatQM+az+Tqr3xaUVDmNoZVsaOnYMR/ttWU/R7Hp0ii7cfp+INskAWb7JoHfWaF15DJqKEW++Zu2fZ/k2gdjDehuJCLSOahJPU6PxLteIN7XofLps6vK2rePs65ky4EESKN+Dkx0k68Yo+uWiSlg/DVDZyr3BQoZ6qpMZ7vLQhAq5fYJWHQw1+f184UMui9EcbyTENzFD7Sh1PhiAy4AWjsUg8ZLhw6+ZTfSij4cgc+sI81qBnr7lRyPtnz2OtughLuJtmDc8LmC5DLtNdxo4KursI4/yA4/88rMOIn8YndD5Kw8O5H+QKR6Jl9D2Li85l8pkBfM8wL0HulrCCtTtMyjIVmihUcOIzVwLEC5VfbCt4MntEOf0NL+ZCmVzxhnEQY6IUb3/5yrfxwalYvDE7GU5kXk6E/Yq20TzKoES2S0ZEEacnX2t/RA8e98eBgeLt/vjVH7r0KY/P9/Qg3P0aVLOTI0aKMyFnu7a2jSTqJOqc61K8GU7vcj5Na5rrOPeN7gyUbXewqL0GYcWFLxVvJy+et7jz16+Z4u02FohcDNOc9y6+QNDdAy2keRGTGztRjEIrBJcUb74NFcDVwkaTUEOSP9FziRAu3sxPLjnlFI184x+dnk6Hh3V/a0zuL6kCtgLpiWuhi1hVgNL1TZRiHRgIAGDBt7KNwJxFRWQXZ/0ekzFPGbiFM7J1EutEJXstejSr9Smww44ET4dj240vflzxxm09dJy0M+8dOKdkIxY1W7H4OQDF2zCUHy8cfYogzXNPPgmLt03NTix8dsPKgFN8WuzQDRRvxoaH6keKNw78Lo/K1P3zVLyxBd2FfOEtypQnFzBponvv1FlrXRepeIMsmplzxRsVbTdj2/sUvmrynbehzkMhzCY6H+2dW7fYKL2F+qTKZBJwS76WHumwnEhpIWuTryq9ERWyyPzr+EFyuOCbZeEhUrxZ/iCQoUPWvzB1g/KRbjvotzPeQvG2b/v25gePpOKNPLUige/uUZ1424q4lGEBrDQATnjJxHiSf1S8cSJ9bdqPQngflm/8MHQG5wbymIQpLLileDt97ZplNoXjFaiopeUcRzzStYTbc+lWhqB4Y94Yn8zCzfISTaFs8BojUEWbqCQWOI0JBuFxPlZVUQTrlCkn2ojrYCTWPs5pE5pgY8B1MUQ5KixJU9RNK1cVO9Bo0l8lT6/yLTmWvEr9K1Z807utcwwXU5lyDaX3PoHxAXVFRwUc6SVraf1GWJ4NSrcdH3VowbZrYpPdjL0NY9HTsY301eeetTXSYRxxsA1wG/GhaAs+EtGNBwm0JMq8I6xQ6fmvrXjDraaQQ++dcsXb1Mzd5l/izFwp3kbGNuJjlCt2NefpUbyhiUkGFcUb8w9qjNGgVDSq4pGO9EvSGbRuNQXwCJj2xNZtOPrBt5qm4u1rLxgPt2MM11bT/Nhm+PzHccMf+aIGLEJ1W4EWkAhsp3UEQlN4TJ/i/Kn2xqdwqJ2tpnibguJNZ7z9DynecJTBdVjC2a2mZtEKXpkCVDwLQplt3d9FZOZel1L+BFJAeULxZnSTaP7hpat4G4MCju17L9rlYdTNBBbLf/WKLN4GirfCzIHvYeJAa5xSp1QnRR+SV73jgRRvwKv0Oj+c5/tS5iwggmP3AnY9XJh05drHOOuNirjLMBiZxM2n9zBnlOLtEsLopjGX5HxhAfPFeViH8UMub6Om064JygB+/PB5gcs5rb9tJLDCOQzTicpUvPWRIZJlFALiTU4RiMScSkso9yefSxTGP+AAEssG6VZ4tjadWbzxjDdYvGENNrEBirfXwuIN29d1xhs/1tINFG/Ghof2Z6B4+xyqJjtQP1wSXClmHKie1FT9ziJL92UndZcduQvM6FgtpwABDMH459NKPKND0jiXCxoKqZuYQC5AmJ256lvAPj5zxhRxVyjcsIWHQusKtozRXQEs3QzM4Hj4NacdKTD15YBP5OMmvBRqoD6+/q4EcZp4slwqZyoTiwRHnArqTwlA0pBOzGE+Had8xEHxoQZVDnWY0GgSpfeEzfoUZkAoUk8EqWwSoClJDdzp7bGkqNKXbDyQ/FApE7fg80lPwAeCTGPvindujEaj4hHShKPQ5pJlDF+FduBcHDpuhaPy7glYGPCrCv8OwU+Lty8detJgdiNsHIskLpO49CANslqQyTOzSlqCKeKNL1AZy5IJyhCVnz7Ba/a7ktJ8uQjuhP8+vur8Cz1rHvhUpKorb07WrEqb9BR6J0jobnEmpFfUciBiP2Q8ZY5vDGhwAYPLkqtQ/nMrIa3eJmHBREXbpVCgXIaSjrKJ29+pnONXzGlMtuj4FZM4OcnihIp/jKfjhItuGQQRRn8Mk7XJSiiFGUfHctRlYVirHaqhMgJOTVFPC4sXXXBjGRMWuK2bIYPhoH8H+g4NA49AWcC+tBeKt+9/8+tE07x09JD1rYna4i0IdTWEgflPTbgkffRpIxJ5MGkkz6eXgASX/qbyKnmVSx9vjdULrvFFbaqfvE7lKBtLMFz9Us+KSMuXOWmcuYXxiEmv3sZ2E7SZW1hw89xAyoE3PvnE4M/B8o1tagaw01D2slXMxBmkVIQYPoxJyzYAc6yKhsov4XDeXr3NagzJsTqY47EGDowaWYgZLh7+4rzRuaxR5ADzOIcrv32Sl8j79CkH9el2ctEb9ReRdf5Kr7FL23G9kDUkE/s7611WZLJWlyUPFwOyapOl2xj6MB3PpiGdHEc2YKvgCProTlhP0x3av78Zg0LtII4y2LNtqyninn3Mjzl4Lp6bkW4MsodVpIsTRkIo8TIhK0tVAdk+gzmqY9amjqxdiHnNaVzywbnQsVOnm3ew3ZkK3//9zjGj7TrOGqT8ocXbSCh8xCe1W53xxjwkgyRSZPHWajfBWs3nVrg/1guAPBmJP5wfRjdhZ7zR4g2Kty1bmz2QJX/2osuSP6HiDe16O85cdYs3onHkUsBlHQOX+r7XBHKpIy23Pj+OLiL8RbytnwJTmM6ZLYtW5CcgMYd9EjTQ4m0Of1Po72+dOmV5/V//+6cm/z+i9SvCyet5pUvFW10A95dZlMpSwyjMCaljkjT197RYVAzSBgOXFr1uxjFOsZ1T8XYI9UPF2/8Z28P++KWX0uJtQ7Qz9QmvY+KLP5HFZxClPu0SXJT6s6KopIxAQZaI1eu5H2ydbuD/YnFA7UZ9lKXrzrE1T7CSR4ICo0YGqJgHJoe0trNODjg8lc5HAK5RKZU4JscfEi/E+DwFAxCK80nsiOBuCO6guIgLGOhOx9nBV3Fk0gw+vHGL6l3MATgH5HnmdJwTaJ7Ibaicp/BSMDrKFjoe+cQSeP7ew3Q2HSG9dOgVIWckr4ZjjVsEGIEdGj5z6kt81n5GroRxi+I4FxoO/i2tuOJwBWe8rXCrKWT5fhg50OLtv776XcP9o9degeJtS7MBaTiO0mndVeZjTr/lEYJ9NOiWLGE60ZaeDGBsuH5hihs818WBgeJtXWxaG0gCpC9UdsB2R6wnNe0YNv7SsuXTpCh6fzur6KSaqFFAESf/tCzQwmigeCusS76LySUKsjVjLTTfsj4rIaVIPZFCdRhyEAElE03+Boo3Z7gvuskfcq3wyWPjt0/wmv2ulZjs74OgA/P78qrBWM+63BqExa3sBmjbVdO3JHpns6fMoRso3oIR8SD/jIdg1kDx5q1qxQYoZ5D6pZ7d8Y1QUmAMFG/Wxdb9oz6sPt1OGA00JiKaJ0SogSq9xi4plMrsosboKbl0GSjenHNqtwPFmy9o2VrkGyjeBoq3WnoM/L97Dkj2q4+Sou4cuzU/1xCiiaAGb8y1B4o3cdPrVWMpn7XfeDxQvDmTfo9+B4q3B6zs0q0opsrb+tB515MQqxe360sfUOrB8So6eLg0ZSGpkuDMiTWUdJxr8xDKRSyAuAa6E7fDXMaXXW7luTY1hbOW7pilydmwQPn48iVDeAXWBjM4t4lWJ3dhwUG8d+NAdO7V59cCWja4JQH9Pu3XzXIudkAA/ssSQBZvRmsIcWAAZodj8VQ2hlrhkI/58ZpCvqVc8XjBSCnJ5MUBv7ngTsmugIRPfLRXo5HfhSM9GEqf/dYaVYXhqWDmZDQhQfdSDUSlC8ypMFqJL0YslUquySv5wbC8HAHv5gc2WR2QVqMRjc02C+NlAltH6XbiC8oYvrruwJfZHfBvgrXbk7t2WRxvLKV122N434YzSTZjG88ebPnhQnkLvr7QjaLeDXdFGy0b3PnT461Gs0x+xTfCrN4IsbprVe3qYIOYdXAgZUEfWNWCntbXCIdqzD6QdesIVMN8plVTrPbt66Enz9uXZ/NLIw/BxZdHyJxZyBB+kbwZh+XfwLletGjjti4etsvbT2/AsoGON1uRlnvcWgA5xL97+AJKGXEXsHT86skvntz6SUs60qZtoMzTaMXB18wT/+3JdJSLdJLNbNhqn8kTg/C27LCWwEKZpzuHrhVvQ3P+9XIbrHlo8XZ4397mcViU0krley+7lcqLRw5bf0sLHqIOlGtavOnARysZE/kfk4qi3C6hSAMJOuGn8zf39/wKUU9EnYdHksPK231sG0KAXCIj8VmXBHILosrLipHcJFbcq2wY5hHOOuT2v0lrC7it+8IFy/jEpUsYt3A4M7aiXsXtaDys+fItt9q+aduXV7B9GVtR+QUdKXiOKZ3OmeHFHd5mkRe/tpPOOLfQ/GJQEClZbAMpQKP5wCdA+PRFvAoTJwDYciW8pC8AEYZHT2xJ6OAG4IFtxRvDSmolU7MtowugIqFupsvqY73opcUHYGPf1liFM2nohtCPmSO/wvOP7ZgHGDBse9xOuhNjyzgs3XhO2y5sm6SF25OPHQBE0xw9+HgzhrFqb1i78azRPZs3Wty2MR/ZRkEP8ZEcbVXVEQo5TlsK/YgH/lQ7Y5vgXIF84aUIdGdhfUv59D7OeHvvJC3e7jY/jzPebszMWjuitdsI6Hd+equQNSUt6Ihff4Y0fnTcg+eEQCDwkhDesYkei9Shm8HbzUjI764HYVG1H2es7saTN2bSfff5r5gs2YZtSdyCyzwyH1HqWWScwaxnsI10llH8qE10n0Z3DUg6lB5M4T9LE2Hsf+bC4o2HpnOM4JmO72FXBt3//ZOfNosYEz6+eqW5DqsWtjBZvA3l5QrRfy2F/4i3JSjysrxFlMea3I9oC0G0lMqUZnSk3D7SWpynX8LYQzcGCxW2xT1o209Cxm/G2YT/6ZVXLO67L/hW0w208OxYvJX5LECNF+BOCBbJG+caiXMfkSb1Nc2MoIvIflFAMXADDqiJ4JktqfJ7I8lfgGQfrniXTQkewxJAar/eb4QfT/9vGGzosLEFrTzS82gjukWOy+zjAOLFf1y7zsS69XqcCzyJHRSzOMt8FpbunAMsY4y/fisuX7ozbfPAe7B8Y/witqPeibkid3+xzAvor5wjck64wDEMtPFsT8sf+bEMThdLibmliwAUyctj8YBpO+eIxmC+WQjAtH7TbbDqyZQ7tPimm48jBZZxxtsKz3iDLD+AMXIz1l7/+ZXXDOYHr37HLN7Ga4u3kE/UBdDRpo8+Vofy6Wvx5uQySa9bK64XehCyBgcGirc1mLNWlDdnQrDLlre10nict142frkUYPeDhokLCkMlOig4KBOITgJPMsJmaUjHOFOQ4TlLaQJHhRu3bLniDTcRQiCdwcSG7gMsbIjrEhYxNOPl1otpLnYRNh2KN56zYXjtaVMS5OECpLvoo3DxBS0EkGAoecNpguETD+cyo1Qe88cErUxUaoa4XxjXo3gLdEFB+5H5VoJVdGu7hO3P71ZKvAeLg++Oe1mrzXZW9qaSiEeeP4ce/yOQBLf287viDSUGjcV82TnA7aLEyRoaweSdeLeE4m0PBPkYJoC78eQ5bZtxJsxTe/YYHc89/lgo3nba1ojNSLMTix7i4qSRLttvRdtA8WaseSh/1Cf6iZtsd6Jc7R3A/fpAgkU79yU2YGOmoUUU84rTKlIBxykNaaHMmaMiBHlpawBvr+JHAG4ndMXbYnMttg3cxFYv0jKDyRXPqFzA3wy2HjLsDm5xpuNV9KZ4A25OsigbtR3VJlWAoUKOF0ywiMybToo3e8FPLadqmc148cr88bIuxduoK94OUfGG239te1go3l74gineyBsp3PSUTDe+BRclCk1Z4lVhcowwcktciMMtQnZRntv2MygzWe8fXMSHIbgTly7a5UHX0X54HgyVtxdu+BkwN7hAR53zzMF5a29Q5kVeUrwxD1O8IQ8pTuxAPiIPy/JK4IH6QJCTbwLKeaN4MMUbcdQtrP0O8tpOPKtDQzBHV0RMDeQIFBLkAyJLtLriDVApCyIPfeCh0s2OGbBO5T1+GHVAx/M+pXjjlhhSsBOXJdDt5lYZKId4M+me7TuacXz8OXzwoMU9/cQTpojbvXXCtpnyltMdcY7b5sif21mJj6/drabdfmtIk7fBB38Yh3KraSjezuGcoVnIGCrejp30raY/f8+3mk7GVtORUdz0HQoUpwTcDs3lfSneQJwsC9eleEPlsn4fw7mrUrz94QuueHvtARRv5E2eC8uX1ZwaThWv+Wf32W53niCqDfVltWaBalMaM3QWJ/s5/6h4OxaKt/8Hijf27eO4Kfs6PhLzMhUp3oaleJPmuEVjVHSGVe9ss5WzuVcVzSh9APWRi+ND6TGifxFthY7bqNne90yE4g2L5f9YKd62QCG3tuINmVv+pb+pd2ruSQC176S+Q7MRE5H9ojwPgxr8/B5zQO1H/ZesKH5vOWprFJTqw2JZq23Fi2SY+ob3m5KTpY1Xzp3YBfnKeSF7Fi/zo1uKtQZHFI4mvO1+LtLdnPGzcyexfp2DUo3KNyrVONZfv+kf3Xh0EueTM1jT8mIG+qfj+KTbmDMS1fzSgqXhHJDnxDGMsHR2wRcCGObKN9CoMZ/EMBzpSjktCD/im/v4Jj4Nx6J0GXnRqSdT7nQVb0sdxRu3rf8f3/Ez3qh42xZbTXXGm47A6FG8MZ9YjI7122oq4oyi6me18Apk4F0/BwaKt/XzqgVpHdBCKJq847UAOi+l3bovBRjgUoB9OpoO1varKjUjwwAAQABJREFUhBwXkU6fC4IWWls8gAYuLNDVGefTBFzLDEUa09qB57RqwwTi2rQLruO2j36lOX990uLvYMJ5AxMeCp9rYaXCg9SZfh4WBfwyQf9cCCWJFp+UMn+SEEsCrSJADLnjcoE+F3Tm8Vd402NeL1uEZVR59/yE0zDZj8L5oq+YmtTUdSMKUBTjlWHmC+jQl3ROghhuircQasRLJyWHrNuY0mnGM1abeie84cePPfGutV6xZsPCxvLnQsaheE4MfQYDvtOvw6vHx3zgGseihucGjMNaYBOsDHhjHG8gpXsCZ+cwnufncAFEi7fHd+60uCd3breJOA+43jQ2DquEYSjm3FJutC5r0OQUtblLRB5uKFHv/qb6b09wa244vKePNCVo4HtADojDetZosp4yMjx4mFSx14xEUk+hYLV3Ww0SsckZb/MuA2plhy/XKSc42eGkhTKH7k6c0cFLGWbmYdWGdj0F+UQ3BYUbZ2hp8YY0M/ERQIo3WsBx4mUWcZhkEfdcfL3kOXB49S+cgGG/ISxdUbwFJ0B/z0IUaVleyQumiyYNmcc3ukiPd+uvfEKm0m0Jizdake7fsb3ZCUuV7+B2Rrrnnnwc/XQYh6EPN2PqJyQWTuOE+o9REXEZmRLHaSQZLhH4LhUMaXMpF1SKWsvnU3+ijJY2/EqjV7YV+v0veCsgMQsIlH+P4g3lyvJGOlqj0XELH+esZvUGBRpzuogzAukuTeEGSvD5JhS212DxxgOZz1zx23Qv4vw3WslQkcszYmj1dueeT6xpPUfHGiJuKk3seAbktQJFKZ3dihsE16LPIq2k9Amg9keY4hAlPhGqdiVcaRArLzJlvF7rdHVY+sXABCzYY5BNbIrhU37h4Yet9CseCgV38aTCjW2RT/QlUjocC4qxaKMbgWcU/KTF2rawlpZl9WO7d2FcGre+sBd9YgzKk8fi48/+XTtwVhlv1MYlARibqA/bHHWyIegwewhkb/lGAaSAS+qDf053XaIoCh5MyhKxfhcjj8toR7zk5QQu9zh+/oIt6l4//oklugmFP+UXLd6GbJGI3KJ9S/Fm7Slwd9tNj8Vbcro9dyBdPr8LfkOG0W1C0+QcYR8O7+eHMyouv/Xsly3upaNPmyzZCuUmrQlZYm9B8ESdGKDxzXxGe5Af8AwXr+AN3jp0+9V7PMMcSE8LAQrPP1KiGKwXI6ODM0qY/U03W9/Fovk4LFrp/vbXrzdLkOuncUEP+zpnQHaLMfOJ22hVD5GjPeqZiYdXVCVPnKD2vITQKJFgot35kSRRgIhbDFkyhn7Adrlz46bmAOZWG9G+/zSsEV969kuwgNtoymb7gAkUaq/ZRirSVF/6yMrdIt6uC1CHja1qi8IjTe0iRTuwAlg1ooIZeL8oHFD7Kf227steSmt1BojWpwT9GNBpOsJZmYQglff0Tpcy6SEZsGT20YDk2A/BZGM/UjJrWavfxYc0OirVqFCjQt52PADx7bu+A4JK+yWM95xP0uKNsuMuzoOjo3Uc8c3iAkKm54dapZ+OD7nccUE5zz/CkuacMyINHY/QYHjbOSP4W1jiUkgKMMoUJlM8n7Iyn4vbq5fxpMXbdli87d2E25Ah03/w4kuW1Wvf+HqzBcr9cSTEKGRhRfFmrz6muTfrDStCC6nzbRGBWMVF0sHjc+LAQPH2gIy0zmdp2Wm8t/X0OcSr4eqpEB80PfMUYP0Q3Ad9qyneahQ+mSA1+IMgY5ZaEM9RcODdTHkhDLjYncYCmO40viwy7ixuRZ3Glh0eMHwFpr0UPheu+cLmJoQbrUr4lYCLHy5iqYyjm4+y+WSUeUNQ5QyP9JAcFwSMVJwEMGl1GD7dr4eEXWRhcILvPmsY+buKN8snZz8OpQV15Gx5SPEGNZa9txRvgXwpKhdqyGglPmgwQSresjju4a9YwxvLDBaTOZv0sbDgMWF4WxvdSCxwGJ5xwZwJbG+g2whBzVviKLC3TfAGtuHmyb17Le7ogf24sXSs2Yev5lS+0fLgALZG0O1GeubFw5l5eDWVEHzSDVVfeiyg+tEE3yGrCKZr1WW8J2AUqp0ENCRA5esADV7XxYH+HO4kTaD0ePsjmDpcVROCUpS6svox49WXZWVExYbSKXe/NgEyCG2ZcfNoY7zMhUqWu7G14A4mTIybhWziIse3mrrFG2UT3Yx98YRlE6xxaRXHCZO+XnKCxb7EcE60aOrPiRidFG+im+1O7dUA8JOLr4p6tU6lEx8I4goJeMIyeAJ9j/2I/W03+ts2LJi//sxRQ/8MttdRQb4RMFRS0Fl6elhouEIPAyIwn87lOjRp+pwVb0aLMuJL5Vwd5gGUfXQaZ1K4ISyKmItOWbxR7Knc4i0YY3jYbigBiXUhIqcxqaa7iTbBhTpvxeWHIdb/ybCGO33xsrWVG7gwiNsF56DQ5aUedFOx7YTbWImJeZiFHfAvQ1FEt8Kv7ggnP1XsHCaSyPQgQfj17NNfDHH18/+z92ZPkiRJel9V9d3Tc8/eCyywBIhDIBSCFIJ84AP/awr5Sgj5RiEfKEIRggQW3GOWOzu70zN9TXdXUT9V/ampe3hGRmRVV2ZlqVdlmJmaXvbZ4W4a7h7oDVLKo2Zb6Sysi1gljcq9gMr6M64DnyQDh/LMcwLP1uxsweJ6wbf1Sg07/wEFy8uPd3U+suMD6zaVv2fnFQUZPrJfZvuZBYg0jv/pH/2R8/zJ7//+k+/Zr7X92AJIv/sjC7QZ389sfuj4gdHlw/uaEzoHGY2HOt+1L510KGihXpEdxg3BXDDiTjIXcE7lJGGHmpRJeG0bu/ej33VHlcbUf7Qfofqzn/+1B23/D7v7Tcff22ZPa8szC/Yo8KY2rfnJeF24phkNIz+CI7xIktEjhx+6huj/XDADbx+aAp2O/W51+3JMr4P4V3/yj53lX/7xP/ANnO5g149W6KiRaz77Qep1YZcXe+Mb/gR/iPFJe1Re18FBrXJew0h7WLBU0UjJiLUrsSLtfp7XGToX6LpSm2ZeffJv7Y5DXXv+uT0G/KnNdanTnbA61qOmXvSPGBleu4iek0z6Uo6EQ/RRF6g73gi8lYy4Qo5zybsaF/b3Awuw/Y6t8R/YNdZ/9c/+U1f3L/7hn9i12Ad+rUXf2O9k+MF1vE/RcK3G9EsF3kx7doXlGuhpI6z3zxsrOtPkHwkCjAjmrZpFnjo9ZcOoIHB02HyYshL5PLu6ZmZ6LUFisj8ltQbkNcvzvPPNz702MZPVtXM9qcdPdW2m9dhfJ2JMX+Q112/sizZd5+kaUEE1rR1f2J1xOvSDDNKnx1AVtNOXdaqTrr/LG08UrJNe7QOVqu6bvOb4JtdiD7zVHHbVhlUAsead6LLGqmOlOhcH3ety8fkqf6jFA292rvvB+x88+am9DuhDuwniv/1n/8L1/Bf/4p8/+djOkfqiNm6JkO5whGsuaUY7vryzC7yFXVdZzu26MSsneVkE7BrFRtAcVyOwBrKWpoDwCEgGLikjmgkpw0yEmhlXexMCnLA15dSt7mN1b3pnk9N98Ymtx2rWIvdbLVwmq0VLOvxiJwNnf2Hvf1PlX9qFju4W+LVtVH5hmxYtPn/5iwi8aaMjGf1KoR5H1ab2V3ZhquNzBY4sVaxGi5fy3AWWa5UBkZd6lrK54YKJzaN7v8CUamurJ6YzK6KBQB2VuZA5f1Dqk/4LaWkJjFxtKlde2W6awBsLWNw6bBzpjwysNspKVPin2LLjWXfRrZS83sfmh2EZDTX/zBHV8+2GNjgq862/vg3lMdAf2eM50qZNjd6bo/eM/PCTj21j88zeLxWPk/5De8/UB+++90SP8vzELhD12OnP7JdKdfzQNklCQ7+Yo2Cdekh3y/mhjvQjWobPIjGmOy14tVEIKmp8F+IkEIJz4aAcukgX1+SuQYBeOyuzYcqCjTvPberUG6vf6nRinav+ddZMEeNCSaM46lePcmu81iAdHnSzcaZ1Q79up0O/WCnNXym4bzRd+Hxp75uUhO6K0PGlXUzp4ko/Sf+1XXzpYom76XTnm/xUwE7fgupxUzZLBN7kvPT5RrpGnqt22cxFIr7MsU659/5hdWqL8mZPx0c5j35sc+xH9k3lJ3Yh9c//wR97nX7lVN926pEBD7yZbAQSsBA+ObMrTSNBsM8V4BdJtcsnttKhS59oJZXMrUczyTzfy7hds64Uj0h9YCCQhrnbYwXeYo2TgvJNA0r6vG/yrres/DyXyU8tqOpfGNk5SsE0XUT/uf3yoY7/96//pgJvn9oXR3oc+Rf5/re/tbu25avufNM5TD1lo8RpX2cAgG/dZUprdrTNCjqyHG3LtYqFndSYJKODNEpHn9kwVWV2I5OFtSoWWyhzmY2E0RMk9wfJZUc5SYSUfeb6TiBJ8Iunb3sqEODnIN1TqXeIKtUvlcZ4+8TukNaarzuvPrLzzMeW/q7dbS19/8Te36bjj37nZ3FussDRTywYrXONfkFbx/cscCR5Bd3eTR+4U0yPr+rQN/wxFsO2GiFfddBS0XJUOdXrqm+s5PULg2/zbvFf2l0Pfp1jv5qnuya1eft3Gcz91PJaS3SXlb44FFac3/CgjxfZ1IFPgWdw4m+XE+9h4C0DngpqCuUf2fldAZ5P7I6If8ojur9nQXzz6UN7PYTe4UrPSmesKcqtw+3bB/0dvUe9VRg++6OTOAscptk4dF4SeNMvwEq/z0fDWJvfv/r7eGz8f/13/7ev7/qFY99UGx8/7BN3HoKi3E7j7nzPi6By0PCbhmp87o8KvPlgofWRMrt13tGhwJtw/sTGr96jq6cK/tU/+hOv+9M/+EP/slNBt+gb8yLnG9eF1nm4Vv1V801jrXzHf1e9Pg78X+t1+n7Ac1bBqpzcI0OA0azx3/NqJmW/uSAJrGGHMOzGFfI98MZcoo6xqbL/2Ueu5nbOt5XDdMa1DDMtjMRVlc1/mz+S07WeriMtsfN/XjNm4OwruxbUNYGCcPoCVoeuC7WGK+WOOb6c/dS+oNOha8YIvEXwTfy6dtTxra3FsiWan45a248xkpfrIPAmeQ7WYD3+quO5/Yq18PrEgvf6ZVPdHPFf/smfet2//NN/5EF83dNM4I1zPa9NkGb9uWtphn1ruWuZnpfyKqswxytDwM4LrbdfmdrHr4iBrOEc0z0G9k0tZwAzEUmdPycCC89NOm6j55eI5ZH7mLpjRZAGCOaBFjNR8gqD6DgXHC7vHLbZzUXmN7bB1SM6etnwr7+Mbw4IvOnHGbSZ/aVdDP2dBeF0ofQXv/xb1/Bze/5eC9fn2hhps2yLyFf5TcFX+a11PEpki6r55X827XlHnC+80gSQytOUTOsCSzw0Qnz9aHRUce2tPnFR46+61C3f4yAVT3C9E+uvXTgZx6oO9rzSpG9EhOV5vhA9TkbSFy3QxRoXxjyu4xdxVq+gl/5k+cP8Fugjw0tmtBjrQk7vx/nxJ9+XqSd/YnfQqMk/tbsHPrQF+/u20f+p3VGgjc3v2yOmOvTy33et/LHJf2R3d+h670MLzOl4zz/Nt3RaCUtGjfuAwTnBhAvrbH41WqzQcvhZX5tWq3DdhU4YLn3GgBnS4JjPOyOQfXq5fAgwFWq+mQLGwvMMjq33Li7tmGMu5Wj3vudCgxTenuY0qzun/ELLGKSPzY6CLjr8vW5Ojzr5zM/Hw6OLr3iviC6mwhLBIexKFz4pr4PxbxmVgsagZE2tGm+e8+g9VDqemV2xv2/zV3fxKND9E5uDOn7wkd1hapV6nM7niWQqABIzZ+MPE9OldbkFSkEQxvQTablqLIhDq0mW+pSE14uAjCg9vziEUZSUFKasd2ogRypY610IigPdpCilHTpvaXOug3fA6DJVCOiubX/dgWH3aQZjf2E/2KFxovcHKvCmR1P+KoNy/z4fYftbewmz37FtF+G621vj4lMeUTbX5N035pDOlcorOKeDc6d/eeTts/WKBS5XPDARf0i1DJB0bOiMBKBkmgJWRVJVxSHulMjgVI1bq2EMxZlDYy0cCB6TM2f91QVSlo4roCT3xMmd2JwfFGTT6PzAzhsf2jlEj4bqBxN0/OFPf+znG/04wg8sAPF9+9OXPvLhH9udbjp+bF8GKTChx1A/tICXbGh+6IhP2aVNpKqNNsb4iZERfBo/0SZx+bEpRx08NcaMkY3Qc5uXOr6wR3z87n27nvmN3QmhQJDudNOhrZs88L42DIRPBd4SN2EaXqoNYRe861yYdOmEhzGlL++ixUp7e/XDRtFm4f++/oS7BeB0/NBSWXvH5gj9nS4ta+GO88t3HaQL28a0JJ2XdqmAb8DMeMN78aCJ9scvHKtGR9RyPaoAuw5hr3ko3D/LzfLf2IZY+vVDKX6ni/HBz7kHW66kWY7y6Wdvi2o38szBBLCCBlkOfjSsPpIOXVt9YH8aFz9lnbfHT3UN5tdzEtZh7dMBft4OUyAd9B+BN8ataqljXXQlTY/Km7Z4GV9V2/Mqw00q2hxvCwLM22jvbmwwOL1yOz42JQp7cb8a0BWB5jQrXFhiHGfJE6ZXqbE1zse8xn2eV2u4hmDIpX3kOF/rmlFriei6/tOh9UOHrg1indEPfkXdb/Pcrx9dcBn72MvXu95MR2gyD9ci6rqhqwCE7Am/7U8OJSNz+VteRySszG+9EfVD06114w8+jC+mfsfuEteNFFqiFuyhiPeIq5Sq67qKc//OVbnYzgFeLL1Rms+XRcCuVxjaL6vq7ZJfA1mTOIY0A/sICSYEF1WkzpuCeW4/Er+IxkTGI/cRp/Liu00/m1xx2ceFDssgE9Hl0/IE3grI6gv6cAJvBYkt0DHSJ/C2MHmwOYb0xQ6GAGcMLg4kzho4gbdcUx2TAJa1fwJvbCxBxPDJk94E3mKsbK94Eyc2/cniSc7dWm9PLo3FkEwTeAvk2PF4Kc9TSevXXhN4C7gYPyvII3qbu1bKEeYCnAOAma1F0IMT6Qm8TeDNB818PDgEmLfhWJ/hRmFyeyWzOTg3JQp78Qm8FYTs1yfwFuPnbfqcwNsde5uLDImzUMW2wggsOi0LiQvlDVMuTvBsrmZk4MKDNVF+SCV/EucbOr4NDvthkeh8+W+C+ELKlwvSpUNfEvjtvJb/PO6GtReixy/J/PrL3z75zB7j0bP0ejGxjj//279xnHRHwef2rbFu5f3UflVG3yP83efxnp3P7Btl3QnnP85gb87UNwtf5hs09a4ntUePhImu6L++kRcN/PHaaVbjaX5z4TLitT+OLRaiZu9Yo6vdKYCNKMZn3myxfuQAedNEHRsp+gbbMsA3s3qERmW/y8Wintq6834nvRdHx/fsV9z0zame7ddPSevbUu4o0A8iqPwDe+nmJ/ZNqt4l8tN8R9sf/s5PzAV7zMceMdUdBe/boz56t4iCqx9nhNUfJpUL1ixLPK1HvyKOULhpjDBOeCyQwK38dARND+/X4T10UuC6nUecVhbBDn8c1/Kuu++ArC7ufQi9ye56XHA+XgoBxrSUrHXpjMoY9jUW+hrIzCqddG5xd72pqFulc5O/7raRmLO3R7jsCwOxR+AvBZEnTXMuah9KY7XIil5veedznm29SjuVxSAZ5IqYmaO6defOnnvh/16OfwJRwRlW6hve7lE6hx8ERTsLTrIGVXuak9VdO32yj27k+hTt+U2rEGryL/KONya+my8FIVDttoZQhV30+xhL/bSpv/9NbdfYiPsKJRUa/L0vVvrKHj/xF7Zb+it7L6kOvUJBDf2bT3/ld7zpVQr6JTR9C/6X9oMNOv7eaCrrXVP6VW/dgcM7UHUnt1wSTeuY+iG/yK5HUvybcZ23sl6pMyqlAzL1OtHt2M6zoK3PaNsGoxSuu2Pc4pKQLe7Keie/fOMuaq0DcWebHu2Mxf89pWZAd1TrTrZ37UcH9E5Q8f3I7l7Tocemdeem7mj7od3Vo3PN7//4J173h/bDCTo//dB+DVvvG/vQ6pD7Pj/UYwai6eq5aABpYdTbkQ3mXOSd59bWBxiSRk2sdIyt9cvgawUkx3rB3RK6oyoec+7nwGVPObmVp8xtRZboJ3hIoYuNPG3z8WR0tWPblmVLelhf+NElf2zb6KXQ5dGuCqvKos+jzBfu9ENNMpdwOT62/kQJ9nXNpRG8Wa1r/NEPvWH1eFka0bWmNOuP974xJ+TytkWn5VRzdbLXKwX0SbT0tD/EgxypaHUk4Lo+Ur3WO8YA45xxFwzJl8r2eGmscv2OZXwsR8o4HCLQAtFWPljxnLQpmOzjRYBhoJNXHT1vRBYMy/IFxY4jhi1DJyvhiX1orAfcnU/KeO1jGjW+4ZR5W1yCpquhnDnpU1x7hm7Gd10z2fkHyb5f8WaWES/5x4IAz1tdZqkhXRxrnlGntP+Jlxtd4EFeZeYwKXWs83L5g1xodeNHNKFpyjaxFoMKepSCjcMHfzJkEYS72ORfAQITeLsjiJz4Jc5msyYJo9bqyK505cp0zhdqTs6DxXg+wySTH1LJn6SuCbzVyd3k8Cmvz6XKD9nAzuf5kL1+JUYbk1/b46iffWWBN3vs9K8JvP3i//OAWQ+8/coCb8Lul5//2nX+xjYvklfgTY8Q6ILry68D1Qq8aWNjf5Jjc84FHt5Gu/VpPl4ReGNhllydX0JN9XHvd4JrXOj6CUOyXZ6TAkBKuQ4r8xLjdxVxs0ObH+nU4lqBN3s/i45P9OMIdvLogTe9j00Hgbcffvw9C9DZL2Xp5dUZePsDe2eUtH/fHjvRL5pqQ6RHTkUj8CYLKqvflergol17Lh0Jg6ecMG4MvBk/Lwom8MaYcjuu0WylMT1qqrHrYwrG5JnAWwLxHSSsW1Ldx/6NppgLydDnAiOkdNK5NXK61lC0scnAS37mdhfX+4p0cKdujNYURJ60mWPsxkqyKqCLQn7Po7oDlSK7DHJOaB+i7+vYGKOv1zPs9eiYjgpAeSlpdRmEBjE6Q9mqC8bGQiXnh6qS2nSiumunT9qTBVO+ToRV+UlulzY62esCbwuD8jdN+BhLpbSJwJsuqkWL8A2SkRJA+cq+vNHrEvSuF72YXYcH3iz9G3slgh41/Y0F2fTet03gLX88qAfeeIy1Am/WATofqR8IvPESZn+0xehynX46mS/VEQv37TyTt/2IttHS6iwhkEb2G2tt1Nms7wNvCqb5FsXSCrzlawf0hY5oCrB9qHd/Go/eXaXjJ/blz3t2fjkMvP0sA2/G+7HJKYBXgbd8j5rmRrTB0XGd5TdgrcbBXBuUhZaL+oc06SAtIaPxxdA1gTeNLX5Zl3WCc6Ebsg+1IU+ZkDYp/QQPKXQxk8eGUlBZbQm1yCvVn9tPQd4ZVgpdD9pD3pqUGbOR+cI9kbv0jjeQRg/XZRq/+if1mCPwu1k/snGEoqr9RqfdFXhLRbQ5W+EJNjrtLvkjPfiEP6RdP3KkqtvzrfEXuLh8jvMJvHU0J//aEGCQ1noryxDTi1owrCYn+o4j5jmDPyvheVWBt9hr5eqXPsW5VJZivZHHFVzyjYw51fzPFq1FqQir1TSjVRUi1aZemXnkOk94tnRz7oAHNSqzzpBSpxZzrnw/BbXXinW0aUoHWIsXImjq2CwaGvA/EV4Mk3slCEzg7WVgtFGqAc1Rk4RRaxVkSYN3Xdogq7R4lsqqPle3Z5IfqMjH1ytwtLVsWqWYhasUZQYli6U4mNAisMHQ3WgS0abGf4nKFvDf2J0BOv7WftZZC+On9qJivcRSL6v89ZefO+3vLACn41O7Y06bFP0i6ucWvNPz+L/+IuQ/t1+gk7xelO53vVnwzX9NRjTL62Bjows+vTDdEn/nnOq0gRIqsSmKhtF34vPD0sK5SFQmQUnCxsUjL8f1TYvqDE82NtzVpiCb/7M6z1uqu890fGDf+qvuPdvg6O433R2gd93Ilx9ncO37+nEE3/C0O96y7keWagP1PQuufWR3FIjv+xZc06EXWusQTYE99fWzDPTJqg4uArkIVqqXZHud8YuL/haVDWyNLVcTfKFxbT4IwEkndaQQeJmwbr3eXHSaLR5JcezkkB0lH8X5vBKBNd6jjzug0Yu3KEwFIV2zKIVa73g2bWxUBm1xNp7M8kVBLWQmj2/MrTXKvNIttG1MGyhhqVlJ3rVOOsE+9mv48hGOlUqf/o54NraywEVM8Ws+1hFMvDS+yC1D+2sytrqNvUY/m21C5Uq6pKpWvVHDOiFiz2+YDoSZ5wDmNgqCFLCxtUhbJZR0HmDUFW9+C1I87gy1mWYjdb7SENa5QD++oePTPE/92n6UQXfDKfimu9503tCXRTq4400/HKTgm2T/Ll++/Pf6Esn+6d2nOofpHKUXO4umX1bVEQE4OwfZwlnvFuTcZXz67+ufZ5PH5HQuu/mItmXz1xwxAVqvd3zp4Lzk56n8RkV3sOnQlzKq17lM74vRD3x8YHdX69Ad1tKg84vfNW0BuE8sL7U/+d4nzqN3tCnwpi9+VOfveLNgnI4ffqgfR9D73/Qi+XjXld5FKp1285wfESS0htvBNYrq4wj60YjkvV5wKoUb1CiTiofzyrrzKPDq5xkCR+jRufNF4gZN7/6JI7TL55qnWeMNJZ8pbcMPL9tJFrrY8JdHklSGRoqE2sGPK605ubhQ3GaXewLWzpnGay1Ia4VJZ3Lp9RFVYS8+cyyLxedr9CvtYw1X2duAkLMHF9cXQphq7lbhi2D8N5Y6ykY2GtliuDGz5URPeB5CWjf8yEqKpKpb+AerPqkn1bCXCqWcF3xRsnJ9oZlXQ+KjTxgvKPS+oXLXXl2zYc9U+FG2Ws0phtm41IfspI8cAQZLDXK1F2K0nfkXNTFONuxW0cdrzYVkCm1x9uZONztbunLV6U/DmXXNK0RL+VqvnSPt5/nN93YuIP1hqQJvvmAEPzppGzxO37GsYs+hPTSFpaVVeuEGL3iUghd35BdvqnCezLMWsABo/upmBsnovd9+ZATP9aCsJnrwdJ0h1DBO/KD3tNR04uRfGoEJvN0VwhzzEmcaFonB33QvUuT6RFh1KVCKYoKJWjytrqmPbDKh29Pkj28DxNYVpEBOvF5TuiGWA1XDWlC+waILJf7iB5sVVItfNf2NvZRYL6xU4O03+hlnWzwIvP3qSwXevvVfTdUvp2qj8qvPQoPuoBPvby0o943dqaBfkvk6N0u6c0GHNkni0aaGfNV5UFB1upMueqz6jSs8o+8PeKD7BaM1VG0l8Pb+O3FXmjY4ovkGJzHVBkaHgmk6oaisvPh095qOjyw4JhltfnRHgTY+H9nmRsfP7EcRdOhOAm1sPrTAmjY30qFfRNShO92kVxskPQKku+X0Qwk6wkL4K5/VngpuOYfVZVTNT24Ggbct6zxYp7yIdqhfc52vgCsDQSzJVheTR4E36fEjmdmQC31+BZZAHxeafoG5FcvSJNciUMO8MqYh+2J/wXOoO+X63Fj5UpSia04xNtYatOqKlqRar5qP+EYaTm/t1SXPMmZsUai68mx5TTuLp8m3bEkqI15asHLBAt1LWVhjOXjwK0qaWW0TFsTNZ7WbydFqN/aMfuqzEfdMjZQQlaBYD9iNaiytoue9ko/GAwnB7j55emKrL5SgijEh3uJP5fjfhkv5X5t8duuOznZMcJ763M4TetmyXpOgAJvOFX/3WbwK4Vf2a906r/xGgTf707lFj6PqUHBO/ukLIwXkdB77yoJz8l0/MqRD57M6P2Ve5zEd0qvDz02mR3zQSGmzM2YP08+ci/zcYwyi027uXNM5QjR98ePnI+N5N89dH9id1apTYM2/pDHej+w8o0O/uqux9/2P4zUGOsd83x4nFf/PMrj2IwXeLJj28fsf1KsQdM7S8bHF9uSPQnw6G7pvlurQA8E6om+jp9lk0af7ueX8LmVyMLnWGLOMFzYtlEklylzkjuy1oZNPgar6QkfhLluGi47w2vqtXhAevN42BnWoiQa7lHQFkSr84BwsNurwV21Unj/xUIevejWE2qAD/KJkvIWRKtGetRU4bL7lbgvcZaOkaBvKW9rP4yLXdUbiKFrpTD+2usVhfqQNLsuENe3F/+yGXiNRP/C1eb3kYTpMy8pGjwr0WzUljXQJ8ts1LAxRx7hhHjAngis+7TcXPaMvnxh7tIk7VGmQ41d9GlzYEozk0Z9da8VVQ5/As0YgVlfN5B4xAgyJGuRqK8Rod19L9nMCTo0ahiRrkk1qVwCPxjVj+9sKvEGR/Hbs1atvTIHrl41clbgLds0W8zrtEVSrpyRwoHkDTzm9qQs/sKWqpznBl6qVc9Emj044lLK+gR8t3fCkIs5h6NH85ZxF4O2Ff5OYmKGsJnpoRbfUkq825V41TW6SUrOhTuFlEZjA210RZPSa/FoumjImQCNFNiokjopD1qykjtR1ILjXnUxUa+3xvKdFbVIhwC/DLQ5yjTUXOVFSqiq5eKSOCyVp+Tp9+tIeHVX5Kz1OapsS3aXmP9lsNP1SmI7f2AZFv2Cluw0+t0Cb3pfz6edRp7IWUw+8mTyBN+nkl2e+kQ3j0UZFf86fdxt8rV9QzboIvK1e8zvlTA+LtXwBOJDIZtiFty1XVtCixWZH397reEd3Clilb278rjJ7XCfr/FdnTO4du6PgpsCb7ggg8OaP8pjOH38/fp30EwuqSYeCfLxf53t5N9tHttmRXW2e3rN6raP6FS33yRrivntDos0R3HKq83DRrwt2LhrpU2+PuJJdfcsdjlxEeqXViwWtLNj1WiezT53U+QHBjMq9uFAMxLm+5+SgtNhTfJK7IWDdHEdlrJjgLpRv0m3CKb9m0MptpOiwJK5i9jGKKjVGfENR9xE98PjFWTlOLZKrbHwhggfYPzAHEJI2diRCGYaRD73BgwV40jwD2dUxK6LOsU4DCofr2HIEH5/VN00ndTur5nenlBHYK4XLoRS1sVJXzJlxlqxkvdjzeHmvgAvWtCEemsLa26pKBaNLPKGSVO4Gpfzf2zQt6yLetMtAGvWVMQ1+ncjrl1C1vnngzIJvsqQAnI7P7UsfnTu+sC+NvrSgmwJsv7I7uHX80n7FW/5tAm/6YshousNbh+4EF8+3lupPeb9r2+pkT4f/eppFHGSngnLGq0O+9JaLxniJc5GNEDXRPtQsHs1WQEzHO5b6uYnAmzG9986661r8+vJH5xB9ifShnVd06L2hkvvE7rrWXdo6z3xi7wyVlR9ZquN7dn7SeU2BOz1KqiCfzlM63s9+l6/yiz/V0X/RLs5Vuz61VkumH9XN2fHBEVycl9i0gFnJmCLOb2xiNoG3Gh8hgbyDa+0SFdrml/msz3Tw+CpO1xhXpbu4WoMfnIOlnHke2mK4Lh0hSx3zTziyya3AG9hYCn86gGtGN7SqMnQTn0ZK/niN8y3f1Zx+7ANvwkgiIYuRSGmj6jYarZpHTQWnuPmTLTb+usZpTqmqDvRFGp/SEcfKQVnptg49qvfxZdVrJFohGaAhXfi7YlDctoO5oD5jDsP5Db/+bAAwzvBlAm+rtyb3ihFgAOc6FtohZskHIiM1Up3HdDAPtOyITX+sSToPcpBjbNtbu73KzojB4ja23Kxzmiu1VicfgTet967BPrCxgmrSZwLpRzcRa1GniDc0rHUq6nNJFYMdwUM7gsZnyrMGOzl0EHirBSRF8FlqOYeBCeu/t9/aITx4OoLAm85Pbk5mqjmltTCBQtt8w4jbu5S1aUee4ksiMIG3awFk1F4phxgTiPJtapg/pDV7TLBoeyVNOesd396yWLhILgosXDXJEZKBMhKZKoon+SzcFOqKeTlAe9n8IC8OuGJbYgE0o2nB0Tt4vrRNjYJnv7EfatDxRT5q+lvbxGiTok2J8jpqY2MyuttN9frTCYHHfHR3gm96TM6DcibHCUNlHSqziFJnRK8r/+2KT3m1Q5sLHdqs6PDAm9VrE6RNjo73c/Ohu9VEVyBOGyHl6443u/NNOveBN8n/IB8n1QupdfeZtMa9bFp4t4dOg/Ir0vCbR/Zom+NuevzIK2xOakrpn9oQcBWepgSHgqM64tNk0GM05CtNJmy4IB+dKfOFPz4mb50kmg3UTHolAvQfHdjEGeeN1LL0ewqmnsZQ86fTbsrT1zGScCbmVAQSVBP/XEfenVFjqY+RnhczC0/OCJcvnmwHJlVZ449B6RJbsRzx+H0gbhdEsZYsLTZy05cXNWOjttwxK/X+s2X2JMdFZLX/hEMEvCIVrRqngh3LuygvUsFWFeczJ750szeIskHv1TWUmmv4wnmJQFT3n2+fC/e0LzWo4nF/NgayVW5mJ7x4GqspPBvfssDFsO6v9j/r68/yHPSrz+K1CboTru54sy99ZEd3d+sg8PaNnafEozWZL430CgXxqo1+V7YCgHYOc7m8o5s13InZONZpBb10aN74+clSfcmjg1ca6Nyju9103oovgtrrDuxLHMn6o6R1forA2ffyjjfdUR13xNnd1f56BLtb2y3EuajwThp9WsGpAj0ZLEn4K42aYNwGMBbvklYurK4z3+rbb3NwavxIYzcfaOlxndCmOyqkSSLMVwYQ49A502HGMG1zX1PXqTwrhvlQIEXm6YvwBJnwIerwVzLIEXiqxiTIbIXlI23jsVi1DF3eBvsIC6aXTlIF/qcC9Mg3+JckmlZamCyS55Z1M4A9bFlauskkJjyKJdZkLxw88ObaqVlGUbMbVMmw59+Xl54yuiGBSsj19aI0ZRu3deWVa6tXeZgQayhr2bebwFsYZ55U4C1vB4y5jk9hAz983DTflYVzISr8kYAZX0mhT/qoEWAYMEe9sUGsqjYkGN98wcFMFotWDKXriRc0LARZ0zi/64YAccUf/JFiVl+UaAy7jSQ+z+iezslLCglGfNa0ti2O4EHWtSQfexvOs/IeOaxt1lAxVCuMNxeqQCMlaXhqai4t6XQGbPBNGrg25kujeh+y9mEsFGlqzW004LVYYcrUrW8/bq7Z8k3pOgQm8HYdXmvUXinHsGfOUb5NDQOftFYWEyzaXklTzqS+U+BNelm30lrZlOJU/rKBNy2YOnrg7Sv7ll8bkN/Yozs6vvTAW9zdpg2JgmV61FRN1Y846NBmJh4zJfBm/HnH2z7wJn4w4R06UbbF3/FLEAHQ2q91ik2NCiyAFwXe7G41yfbA2wf5jjcF4HzTow2R/SmA96F+VMH4v5+P6+guAgJv2k6pH6pr1Bg7tMiKHmn4vwJvsYSLWhfvBMyyqb7pkCI7ONFw4glqdPlp4C2sxmdwKq+Di0p1FLSoUWXm0nB67MTyEZZiXmJZNcm1COSYrqHd5Otk3GgrSw/lgDlQsLaYS+qm3OKVvtSZo9rnmVPFhb0MasGqCcnR86Kx0Pq4Sb7iCQUb95OFi8lSq0yZSTn8kZlkhKUCQEmXH3HRJV5C5cHtnyk4gbcdkMI2seHi8/UE3uRHGk6X6GOl+tPZRiEx3Z32WZ57PrXAmw7d8cYXP1/luecr3W1tx9f+ZZDJK/CWXwx9nfKcpwi8ad0Wnw7uiuP85MQcPJwDuLutv0v05sBbnIekgqDc+/ajBwrI6e5tvhjSnW06vveBhdds7ugXSd+z89B7djf3R1n3OgNv8qWmsAp+RF/VXVJGo7/2gTexq04SIXVt4M2kUrCCTPmoqZ/nckEhiNZ58YkxTUNeT+BN7abFQqGa8VoCb8u6ocCim4D0a45y8Q0KvAlLsKWPaSP0zqO8jgm8BQ7z+YAQYAAzR921IFZVW0YY33cJvLm+1MX5/aLAm/l0esdbeKezJV+O4dvaJWULWttoCvtX2qgZzRxm/7Ou4tba6Xxm86rAmxvBcqTNJUdcH+sx+/AK3yTBvnMCbwXXG5eZwNtdu4yZIPmev0lfXiGvheEmxj6xt/m9KaZvaUo/Nt8UJ+1kcks4FfCC4rrzyxpEk7jQZbKzILnNVMq37fjxQqsGCiqDt8twBVfwIxVIlAtUXizccSvVyR/bk9gMqU7mcSFeaK3NS5weFGTzDYwbCQUs/KvVciCtZAJWBAQkCTbc3aaAmddbBe9G08ukdbBBUlPJk7IdVxlaR0vy/QKV/j35NsPaFsC3xknYDprhnY7jpFWJVXGFJwQNitV4gSY0u0ayZWn5hk7SxgoJ5a2qsskDa9Encz0C9HN1IISmatcXGw7fXWos5WzcVKaO0n1zj+2De1LDxcupSq915c/SPt5ueHPBWFZXbj9Cq9wUrGaHXKuqec4sWutE56L9gc2yrhnErI6ZXo8aLCZb71IXtAPVNRcBYJMi0FdKGFIpiyqLGdVKsdtpN+UbLxe4WF8YLWHYKyDRViMWkyW/5AS86LSIdRoO6WWdeZp3LfvaaELqT8YZF8/I13kHRc3G1o/0vIhRLhhNDl2wKOUPv/liSecp1cX5KUYR51xSf6+TzSHNB32JpGPVodnJ+RE+cX7m/OOjLgc1j5oqsKZ68fKDC+9mEzVCle1/jNpk6UbtfBS+ce5aPEZnDUj/+fLnaIwxN7yvlhK3xZoAufpTfmbbuFAIbxb2UsCdEOr3PXK0jTve6vxqjExFH0SmZ9vf0qwjLdJWT4PGOK91AoVqSPq95k14gn1nSdXgJfuQSKGAUTEsE+V3jNFEMRtD+5OqBtVBe5fbrDxiOZIIUdYwxj2+xhy1kmHEuMFf2u0a6FNs5BeDYCUeMKXdElkehcXydlWEg/6JV/u0sRxk4eYKjW4P6xgKrsULXX5nniTnhs+VFOCON04X3g/Jj05+bd6vsc1PrW0E3dfYigb0cUOT6HfGj+isofAsRJf/q25yjxYBBtka3Gu+MRTaeOR8ynxfLDYDbfCpvO54C9Q0b1HPOmMvpfZKynKDmyJCao1RjV/9SYL1Cbm+zrM+7Ocd64frTUdYL+qcEpX+yVyoGxFkd1OjZa2Ayxol0GB2j72APVjQV9eFzhXyYCsTaESec/6+jWExuHnUFxuqKwxyMdi2O6RPP7uG09qhXIeAnQdr1Fwn+bZzMwuEQ8/fhEsO8ppIN/EZvQ/xnpdIN7Wvo7IubprASS9LOBVM4C1QrQXJcUukATyx0iIF7lwnTuBNgHEEYOtirtCCYaVVRWZVVS6rznAU62RuQYCxXIsBhCbHoE7ShiOvdCbwBiqkDT8PftfSahVaL3Lxzzve6gKrDWo2rbW4HKhm5Wli3XDmj84wKcEVahlp4sdKG0PLNl4u+pa7kVvlhQUBic1ZLMdi5y9LNhZFp0Vc6FMvN1hnJvAWneLnJz9HRYBNWE3gLc7sfYwxIyfwxmxaKcsEG1utO2vKr9ySiBxrGPMVvGOOWsnmel2bZuUE3oRL4DeBt/2ImvJrRSDHYUXGzDh7ItYEFgKxcj5mvrMy+HphAipP4C170K+rA6FaTZn3yVLXhV6OSrDVZVKy12o8gbcE7g1MJvB2105jFki+52/Sx5Ve1m9ENoW1UelkFr5OkyoWu57fX9y4yXwjvsvrw549Ryebl/r23mZ52FEaOa0b3ZbrTAILQHyJZ/yWyf2UsYV8fSunZcMXIWkIBS/ytja+5XC/2OQnbqEltClPWVpWPvWJmAd16PaFzIhOz0ra6CJpl7Zy8Yke9CqFx9tmBco9OLe6ndrFh4DbSANwHaXhizEWuDuvcNZbR11o8sVe2ZJVC5InADfHjCH7hj5aJ4PWp6je6QrRqKyLyOprs1b5beuWb/IpDjgog1WVJ3M9AvQb/V7pqSrWBtWUWOb4Gfi9lPdZjokKNi3hPbuVWXlUFT2OXamRKL96KM68AaKktsMv5LmoWePHciiVGT9a7d6/VQVzS5OZeZa8vn5snNlbyVXgeaQerIrGBaLSk7poY7lVmWKB1Y2spnGJprQJhSv5SeP26dJ9o2jXk+JqB5a8TW45KNAltqxFTucnz4npADfJsBY5ixPEulmpnVqIpp4693ltWubOmew3YYaXmO/+SlSSayxl7Z7JeFjTqKI/VC6a5XUsjFpdMrGJCU7VW0U6h55SCFNPaWqhvfz387PqU5GWYXqOO9a8xdSX3rJcFGW6b5z7+zu3+C43XTKJQFJyrlH9mMO1MNbdePLd/6fkUhD2m38riBtVfOKx0hf5dT+PQqV1Z+VRPx7XCX1hEJ/cGelh3Mj/NFBfPmA4U8lyrVN3+nmr8cwbaKppnFL7y+osuTYkyu/FZvU4wqiSGkkjtQLWjEkpZel6h+VCNEnhjzugDxEjEUdSjLBy1JJih7GM34w18dX8TN1PufPLlaTufEqgbBkvuJfbSRAr3tEE/FlpNcRIGIZGurgPc8m2HmmWr2BBGpJoJN3qCyr9wFoY1PzMcQueIR828kxS/RjXaayCO0smsvcB+V7T+6fbWu3b6p3S40dgP26Yyz1d+S0eWsn5gZlnPLKUCv0cTj5H5wv/ITobkTaBvWozbmPcq0Y5jV+l/rdzUv6wTnAOYg7xrrXwNDzHfzPs5Fg/mA0ozzq3GNJBWesuElFrnzjR/Km6lmG9Cn0SIycsYLQWW77qcEtmYDEGz0vG/lw0fajzW/Eqk5J1O5xLbDhWgTrSVTO5uyNg636NkrtreRsl16ivcXwWhnXGO2Xruna1VDERKXc2pkSlvUsRIPBG2Zj5NdNaOHIl8MXRDfhS5jkWiY3dNEiQhuBWPGqKoZDgYjR4Q5ALpucE3rgIU7WuTNzHkEeb0pUnl47EkhMCfGYVnIKm52HzlKshK+w1dkiRKZ4Eh7LqyZMuCtKNiatJHGtVbGiWa2oAjKSpczEZgbrwQLhHTienrCPljhy1g7ZkyoJfMjKF6pKHIPHIkwJEXdg7AVSWb9mC0g1H0U8IVTOZSxGobiJDeqrgeL0J/psCb9LCxuqSwNu6dHFJd4JxwloSa1PYfZYXCqxXNfwkmQ4zytdwsRyNYTC6JfmamZ4swU7NfAogWLxtTiVnVfXxTuAt/Sm3JJPnh5PAm+owq7wdS3drWt0XxoP3wbv9RJJ0aSvKESZbJeWAWOlD0rXpXkKc+qpvrOPcniu4wWBbi+BgTFCWDvx+RiRnMyiytgJv4ZMCKW5a/m/4l8+hO+QJ0tAP1SGSTw8Yt71P8ZN0ebs0UEdaDTryrZiWn51fVDAOjvA/l3I1tgSZQ/RNzZHFYrxZSBgDNalY430F3pKp1UHh+qCuK0xtPSqXDdAjc1wbwL9vW3eHKVgNahmacPqoKTWabpGvjYl3nDwWgngeSlfgTRCG3H4NREa+c61TL712W8u2az0JLoXN8CDtpo8Ld7NfroW+Wm+rk713XEFdVpSMtS7dIPDWqkx3lrjoSF7aFl51iaDwiW9rDUgf6ThjxF9IXk47wt6PHTYOefJwiahW6tD4w21Srzj5wEimAIEjJ/w7QoqtwBsz5xSPnaVDRZhX+9FAPxMwBs9QEFxY5dG3wCzqsItBye9pyPca1gLkqh/Ks1UzucePwH7MqMU1NnNEqbxoW0xeOvAme0yKHIOMW63bqvK/naPr9GaeZQE9T2tNWUKsU9kkU1pGi8Rc6Gsg82WfblDA/nJqU60C5rDKXkt1+M23zVGXnOgWox21gjgoQWOdrfNbkPMzMZjA2waV11mw/jkzMl6nJ2+arTV/NfJvP1g5jjjPyFPFRFRZf0xWqSNfKULiJJ9XYdXbxkxVfTfKSuBKY1lFp0gy1IdLBFd04RNcIWGfsoXpNAKPFjBfxEzEU7Fm47gYlymuEOsiJL3dLDLO2D+at/K1V8l5O6AFDpQaY7alaYrKAm7x4r8o5CUnHLiw6twrf5A7cEVcfdjIta3fOyGrx/7eQvgTtYGCyZa46CnMGKg+VZ0d8FoaflgrwSRT10LD85e5nNkqXNxVOVfozD4J7Lyy7GQp+Sw5IayqyV2IAH3YO/MG0f16E2yhoN/tIcqma2osBLX3LXw1bExW8xlO2WDzF2uJU5xLOd7xhp4aLGtwlbZqolFYX6AhTyrd1Yot0egFmnP5R41xSOJJvs5eeZTGbMafqpaaZCHwRhkLPUWbaEsH2+weeFu1IY+k0p5fpaYwRI4+U1TaWY/7LxBKpFtmDSuLNgA8DxNp2mIJEpNzpiCbbsaP2KOK7bAMh+7Og4+hL4T6+JaercemFx+tJs07C/aCv2oKh71eNW1xZc4TLttlO60vxkXzXH4UTpUx5Uton1vl8KHmlMBJgIonHfdyOZ12ZMP+r8Cn1v4YbwQAtncUdKdX+8trZVCd6MT1QXijfO8/aeuy4grOlYqHA94eeFNdtd/y+hVTHZwXQ2d+0onOIabIELBVaW3asCY2Y7T/K/BGnWGlbOpxbfSbp1FBNSn+1nnWBKGBiPOabmEmVTIDdvBGc0Krx9SMgT2X+4JjpsA9Lge8ZCwibNfpkNt+AhtS2F8j3WYilZvJLGL2ubcjV4zyI+zEPA4imKjN4ZnVwr9xC4OkWVmOwNzrm6JOdtZcwx0TEdwBlHi6F6E/VFmYJJMsLWtB9ECvEWuMudb4wG2NsZBbGk7sLsWlYZFqVbQ6JEn3K3aJT+YtQIBR0JvKuO3pygcnY0vzMdaXdecbQ8znghlYsnY1mcNNI9JtmyKlvqa1US4rsqE5oJRRKrofLpy6mXS5KOj3WlgnxJusKUYpWkDJK9O+8lWL7tQSdKsnk7y00fVslRrJCMkfSa5/qrEqZJ/mL5MHc+Kz07UpmrIox2cF3qwYdpSJOuxvHHdn9ZE8hXI6W/WTeRkEJvB2V/QYl5Lv+Zv0nawSjfGMPFVc1LC9kjRT4SRFSEwsEim4qVK9jvxlrpqAUphK44LYmfRh6lgSjCUnMC+vZkPuJtMQNyKgR4tfLICS33reA2+5xNhGPBwvqyXT5d21zcfawAcZm5v2g01KLn/U/PCt7O54JQLPSlORJVwYrrFBW61usd2aQ6o1u7q0NCXThic14wdrbcjQOcGE/97/qWvhBwFe4R75b+2XZ/1IbERmTDwh8JbfnjN+QyAV5KIe9k/tBG9+IrIhTuEqBGrgkSE91UJ/iWNxRa7meROr7qmxEJTet4wzxmRdaJmeqsvBVTZ94EaJu1TKVvOMLHrWV4bmf2+M2wrHlx6Vs7QlBiPKs3Ry4eL09Jh1ohqgSnTHSQB/YHXxLUuJeN3uo7u4zHBmIPC2apY4kkp7fpX2TV2yLZeissD27U6BN6nEzUxZW9wadpK42as7w/Kb0yvf9Lrq1Fkmuj7yqYc+7fLkkxUWQ04a0YqC7NssBkfwlHw1zii7cc4QhVdq9haw5CmDJ/UsudMclH4uI3BWatIB8RY/GdZwY6Zd/BI4LOuOgmpanafgWZqVCyppr6Od+EYKXZLoJKVOKbgReKPdpOKpvq1244mldIYYdWDEUqoIinDNUizWH1xHUFdAuK70jrGQkXbkuzn8Zb1U3cqHHuRkE5U1T0AiK8QLz3rEEw2rkjYuv11S5qvfvLD7KLmk4z/XciKDu//CiJWjPdEW1sXabDbXUqUpyHmWy11nqWuPYmYkiNDzVlwXRMW9eFLrRgRL23legDYtR1nGMOMG895vJZDXulkp/DYuGB9ylwTeatyW/pXpfbLajbVaTZfA5N4aBBgFvcGMxJ6ufHD2UcMa+ix/oZiBzDyQBGvZt/ktgEZ/2c6Fii8xmH0a/8rrD3uWjaOErYih1IMbsPZ0tQMrvXafNyPoJk0Wmar1dadqw0ohJzNnHshqBtistVAKQyl8C6xwoK+/tGkCb9k5Dyyx82B14wNz7YG7s5nkF/h6sko0ma6rkZWliknlk9LofV6TrxQhV5CFvFDZVKlex42Bt3UxhycaLZrUscBI27rQjBpnqLWprlTTY76nU5EFh9b4UDTxaEdk1iZftmQual2WBkfN+jSe5K502Qo21e+HPhfMWFici3drEk7S5ULpxpFslTiKtNhvzGGPBd3lS0FmkmnDkxrxw1n2clvxwDZ1nQTe3PCGpX5tL+AmSMkAAEAASURBVBoUW3BH3nXkgOOxFaOFuTTg/sWkiL7BcDjeuZxyQgi++bwCgX3/nxmJ+/UmrIQC5uSh5d2Y4pHTPv8YkwRtmPHSx7gr3X5xwsghrdqV2dnt606d4XY82yGVpS0x9acg1pzHaBve5IGVFBkx5wT1du/YYXv5O942l6+o3aWcjFYDKnfi905UxWRWO2An8AY39MaOmG++T+ylQK1hxbDGRJx70kI3YKRqUXW2ySVPsZpOz5sRxjf+1o42hdx8zxsjm95odWlNFeFBp9YmOzk4v8Q4iAYWf2tv+ZSZ4ukV+FaAURmKujryXIwLmBV4a/xmSCWn2EfZJfAmE5K1f9z9BheBN7mjue6ypQDfIu1rwcq71Q1jNtFpPS9OuEm7IGYJvMlHaPgLgT6t6xJ5vx8cGLGUKvrWB9lSbl1r8tknFXjDWLTEnEehGsI5cLWAWrxmvRRHz6sMr+OehRV4E4cdSVeCab4X83rnQdNqo7fNGVwyc4uvZF2+kG3kaEFIBEgr8BZsfi5J/Dgf8EUufpdCdz615eVFeWOZtRoh0Tpm0wdWX4LihY80K+ls1LlQ1MFZgBbPcYbxS586lynx8VIi0ajNo81VFxnwm8DbDpgpvlIEanynVsYtqci1BiYPU0qp1lWt7bWWNoX7ufBtLsJicTYWKSsTeJMJ16uM617nfJH8aDZq7UpdlwTeZKGrQO02NY5qwJZbpnCdNLyWSONVlhOPss1AfPmg82sQOa+G4uAsVU2lc1s1JPrpNPAmg7vFcznbPcl8XVm1usm+LAITeLsrgoxwyZNnBlFWHTRS0e5woJK0q9irbnN6+XbiZK/KiYizUphK93Nys4CkIS2wcYR3tTA4kbpIKQX/tlQueiUtJWWxkEzK7Z0LpZtPpJePUS06ixMC3ZtT/tDUecoPFGDMyxS2ErB+J+k5U71TcG3vRJdPbGHtVYjVWIDJKtapK/urb9oQpP8y3WNdbJP5bhCo/qrMqZ3s8BVcES/8pKdiUBgv0berpPr9vHOZ3OSc7HVQGEz+ibZNVRaqrikqb3MOvPR4W0aOXAhaGW0su/XqApYmfFuWNfxI6162GmAVPW/FK8XZLO/FenlnwS0WrTOec7O7diBzTl+xJ1MbGnuL3Uphge51XpXG0po6iqt0Ms5Xt8NjLJWtTMntM8vSysGzpFeOutO0yedcqLuMTpkXhWvvpEgLaz9BeIJNmlvMr2Zt6cocPCcVjdBPWU5uCi9pLY8wnfbVMkKfkkbNTnsvZr5cOc14MEV6lv/FtAwzAFJfN9GYPAvWe3ovrzHW7SZHU17ZI5dQmEywXNJXiN6eplaWqzaPTuzhLKkr3zl3ZLAUkTEmsugirQop2jEdLhQlGJZ3xSDe/LnGRIofyLNu4E3XRuBt2yc7Jbtilz/OH1kS59WKjtUP9Y1HgBHC2FSDoB2NEmi1rh7MJXTx+wuHIOXCdqLPmEv3oeCOWAp29FakPY20spvKTaF4+hpcxJpDRzLQMnWMwlGwIZLX5ztSy0bkOp11hlP3BisKYLJXtClfxLSRmMLtCEzg7XaMjjk2ozxZGKO9DhrpsbZbqagk7QJ71cwr5ykBMosbSv3EGIuEWJJtv5hsLgLT0FoUQiOTPnzEXqSUtnVRqpXci3hHOoG3ROnmZAvulq93CpBuOarPnZwdD+uR6hoLMJngBN72oD7AcvVXZU6dzA6fwNspNKyN69LzgOcI2t1iegHLgeKbSOxkj7TuZfps7nnju1J8Am9gC46kgjLAXN2+6tYYajRU7dLVJSsHy5JeOepO0yaf54MJvAVKm2um1TlZ2ZBMmAvJ08wE3hpcp9kEjOWqLThAWdeTDGlSV7bvgFMLpbJ36lIeAqWTCpHJY6OYmpEdbVdsjIfZfhkmhrU2LHbWDbxZNcafCgojr9w5sSt2+eP8kSVxXq3oWP1Q33gEGCGMTTUI2tEogVZTcAJvB2MABDOdwNsBRo+TNIG3x9mvr6FVLBoyxTLbabhAHeW7pl33q9J5V19G7nYEen/tuaf/9ojcS/moiy7qmiPBfQsuUrQXerPKRzDcW7OPnDkH5y2OHqm7ReSctcdVN+A8rv58C1vDEGZOUxYU0N5UWGjLVe1A6A0D4A11+00dWuP3HRGYcXoGuO8QHFRftRaecXWqXgkCE3h7JTC+rUr2s5pyx+NVzXh0vyp93cfJv3oE6K8jzdOHR6i8dtpRF13UNUeCe+8vUrQXerPKRzDcW7OPnLkJzgucPFJ3gdhNFh8XfcB5XP35FraGIdzn9BHtTYTmzu24s+D9ovSGun2/oI3114rAjNEzcH+H4HyHqs80aKpuQWACb7cANNWDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8BdEJjA211QG5lBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQeAWBCbwdgtAUz0IDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCNwFgQm83QW1kRkEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBG5BYAJvtwA01YPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwF0QmMDbXVAbmUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFB4BYEJvB2C0BTPQgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAI3AWBCbzdBbWRGQQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEbkFgAm+3ADTVg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAXRCYwNtdUBuZQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUHgFgQm8HYLQFM9CAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAjcBYEJvN0FtZEZBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGARuQWACb7cANNWDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8BdEJjA211QG5lBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQeAWBCbwdgtAUz0IDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCNwFgQm83QW1kRkEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBG5BYAJvtwA01YPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwF0QmMDbXVAbmUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFB4BYEJvB2C0BTPQgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAI3AWBCbzdBbWRGQQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEbkFgAm+3ADTVg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAXRCYwNtdUBuZQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUHgFgQm8HYLQFM9CAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAjcBYEJvN0FtZEZBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGARuQWACb7cANNWDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8BdEJjA211QG5lBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBAaBQeAWBCbwdgtAUz0IDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwCAwCNwFgQm83QW1kRkEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFBYBAYBG5BYAJvtwA01YPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAIDAKDwF0QmMDbXVAbmUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEBoFB4BYEJvB2C0BTPQgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAIDAI3AWBCbzdBbWRGQQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUFgEBgEbkFgAm+3ADTVg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAgMAoPAXRCYwNtdUBuZQWAQGAQGgUFgEBgEBoFBYBAYBAaBQWAQGAQGgUHgFgQm8HYLQFM9CAwCg8AgMAgMAoPAIDAIDAKDwCAwCAwCg8AgMAjcBYEJvN0FtZEZBAaBQeC7QODFTunTXfkVFPcmjlR+B2aPzLwy2r5NR/7vea41XjqPFFXltVofCv9Ro/Dt9TXunBev3xssTvooELhkcPWGvr5h361+t/lLMHiM7f5uUR3tg8AgMAgMAoPARQhM4O0imIZpEBgEBoHXgMB+Y/QdbIL2Jo5a9R2YPTLzymj7Nh35v+e51njpPFJUlddqfSj8R43Ct9fXuHNevH5vsDjpo0DgksHVG/r6hn23+t3mL8HgMbb7u0V1tA8Cg8AgMAgMAhchMIG3i2AapkFgEBgEbkdgv6/Z7GH2lUfq9jxdQc+b7J71SN052jl5TJG6nhOBRtgwLquNYxErd4OQ1VfNGQUvGgIvSiCU74plUZkzKhvfqYZnCJI27nL4VKxzPbj8wvD5zjc15PrGHErsO2dnSUVYjqDds3cbPb/nu/fyJY3ZO9kadBfxvTqVS+UlCov5SNM90y7x/5yL18ofYZG0a1Q9vYb5yP8DPy5ReSImoWsETxQcOTe0R4PANWPjoNGXiB+IrfXpqBLaOeUzTkFp0kFgEHgDEJjA2xvQSePiIDAIvBkI7K8PN9eE+8qjJu15uoKeN9k965G6c7Rz8pgidT0nAo2wYVxWG8ciVu4GIauvmjMKVtBoBW5QXfIQWnpGZeM61TCBtwbPDdlT1IyRqNoNMiLDcknfdBs9f0b9/VRd0pi9Z61BdxHfq1O5VF6isJiPNN0z7RL/z7l4rfwRFkm7RtUE3s51ytQ9GAQuGdRHcyIbcIn4UVvPqFzs55RfpGCpmtwgMAgMAveJwATe7hP9sT0IDAKPCoH99eHmmnBfedTyPU9XkPk9y5GaczTkSTsv5jbpCWMn9LxpQjCV7mq7qcbchFKgUQ4ijMEUwZoIvxG4wQCb3a4HX0j3voYsEpHqE11EOuHAlqcQSTeVD7Ug7ECDO95oAOl1vi8py6H6GOiNYvqvRKy25zuzbGCHtNc/mPxNDTjnYGvQXcSPVJfKSxQW85Gme6Zd4v85F6+VP8IiadeoqvXjnG/n6g78uMo+uiV0iSD2SJGf9HEjcM3YOEDiEvEDsVrLj+qKdk75jNOCaTKDwCDw8BGYwNvD76PxcBAYBN4QBPbXh5trwn3lUZv2PF1B5vcsR2rO0ZAn7byYq/SIqXZvB5UIptIDjmauM2c+BarmUEEQX+SOViUCNyi3ExtZu7APbVAINm1lsBgpMirVxjkVwFkGlIFIuql8qIXvMPC2Afd2UGCnj4QYeVK0KO35h4puNeAaB2lYa/814ke8pRIgj5igFTOEB5Re4v85d6+VP8IiadeoqvXjnG/n6g78uMo+uiV0iSD2SJGf9HEjcM3YOEDiEvEDsVrLj+qKdk75jNOCaTKDwCDw8BGYwNvD76PxcBAYBN4QBPbXh5trwn3lUZv2PF1B5vcsR2rO0bp8zx+YWkGnjcIu1fPG1JWkzI6jaerM28ZVzaFwECNYE2E0Ajel3AJv6CCIhqpXHnjDkIz3fDnzUDNHgbfeiOsbUxKbDinqjUDAvvooWCnvvUIj6Y2K77OiO3+pH9mgu4jeZKIwukRpMd+k7Z7pl7ThJhevlT3C4g79M4G3mzpk6A8KgUvmx9GcyEZcIn7U3jMqF/s55RcpWKomNwgMAoPAfSIwgbf7RH9sDwKDwKNCYH99uLkm3FcetXzP0xVkfs9ypOYS2pGebk46zm8au4bM7xU0Rzq3k4m2yM5NEasToaVQd7xRTQ6V3PEmd3DplPdpyWOfcJ3KyBYGqQB9pdhsYBfvigfCg0zVoGjUiyc8aoqjvQU9T/1xurDqMj1vcruia0oaXizPlh3ElPb84nhguRwvF3mVDbpG5CK9xgRWNdjPCRbzOaaHU8eNrRe5fS24R0qTdo2qmhNXw5ZWDvxgnbpEZYlL3SWOI0B6iZHhefMRuGZsHLT2EvEDsbU+HVVCO6d8xikoTToIDAJvAAITeHsDOmlcHAQGgTcDgf314eaacF951KQ9T1eQ+T3LkZpLaEd6ujnpOL9p7Boyv1fQHOncTm7RKgJfjT2yJ0KL46UDb3bJjwvYZ0M7gbfekT2/8D/K1XgBWGfaye+KnWUCb0eovhyt4D4zl8pCMRflQWcm8HZ791SXqv+vGQMleLuN4XgECFwzNg6ae4n4gdgE3o5AGdogMAg8WgQm8PZou3YaNggMAq8bAS4+z+5ZYDpybl/XFfW8ycK6Ix9pdVrxkyG9UcIqzinf1O2V7cvLyNosdwU93+x2NT1vLJvYTqGRdjovqqFldEhBNkj7dhKIkzaCSaRpYWsfG1m5KyLyAFMQIOQVLr5wcLMVlzQm1RRGqO0tfnqzPvryUKzrUL4xoXLP8iDK+HmE366O4nfh95H5jqHbPGT6Lrx5NTpP8GqEG8dE4zlp/5FbR5jsaKjckV3bYd0h8ci40dZC2RhCAV8QnF+gQ6zmpIrYbxpPsjSG9IRhCI8SgWvGxgEAl4gfiO1PvUcs58ftjNNjzIY6CAwCDxKBCbw9yG4ZpwaBQeBNRICLz7PXgjAdNXBf1xX1vMnCuiMfaXVa8ZMhvVHCKs4p39Ttle3Ly8jaT3YFPd/sdjU9bywEa0LzvnLZqzbAkjvRCbwJI0CZwFsbMa8mC7S7oe3Kd3UUX43hrZYj89XtsB4yUfnw0hO8GmECb9v+msDbFo8p3YBAm0M3cJy9HrhE/EjvRUvPOeUXKTiyPLRBYBAYBF4/AhN4e/2Yj8VBYBBwBLiaesuunGj2XUfBXeEi4vW8KZAvrVguXUI74ikFNNJSslVHpivoeaun2GV7XirgQZ3SPc8tdc5+pAe5Vkf20ASVKbcrou1hpWoIYwLg3HG8b3cEynPIB614+jxR6eCQR65SMqu7CKL2IEHPb0wu8bM+bWQeaAGIvkv3OlzYwe5RHTwPMcXvvW830Ttfb+uNY6sLXJLvSi/gx8/LxOAm1Xwhj4Znt1tFpHEi3Ugre7ZysU3ukSFwME5OWnhmbFwifqKvEc6oXieKxn+SPavghHsIg8AgMAjcCwITeLsX2MfoIDAIrKupt+yK6Tu9Qj0zrgiyEHjrfuy7YF+W2j1tX96YTuXY3NRR6Ap6vtnqPva8VOxEXOuex4n5ca5up2vDmnWwbOrQT2WWd0W4HlaqhlT/ZKvqdqHVgmrvIp204yTwVkLGilylZNYKMIG3E0hfGWGhvVTSPUd1i+th5fD5yKtzdfD3tk7gDVQO0g7UQfWQHikC106iHQyXiO9ENsWzw+4S5WcVbExNYRAYBAaBe0NgAm/3Bv0YHgTeVgQuuYraY/MIr6quheESCEpnZRaQkEir5lQxgZBi6ZlkP5E6IZhQBXa6gr0DB4KQjDW4jbAX6yrJJ0/Fj0S/RA557FLO1PE4rDtW3t8Rt1P1cIrm+ot9/3gbj72vlh7gYBcS0a7tE6vbtiJnnYMuxhnlCIjkG6yMiMhGUe/cQ4YN92sv0JbXbvgVGHyAcFarAtdjdI+piG5btS3Bc5qe8J03clbBTaJbG3uufTlMBBVJ0lPz11BejZZrLA7vg0XgeNiFuxcMlHPiR22+QOX5c/hFCo4sD20QGAQGgdePwATeXj/mY3EQeMsRuPbSTHA9wqura2G4BILSWZk11iCRrpoTfAmIbFgopB+H7uyJG1sUSFGodCeYReI54ogX/isXx04iiKm6x2YqyoPgufRQaao+earrqB3Bexy6Omf4HurM/dPAWwBwBEO19qDymsDbi9Y5jDN0lx6Dg7uSTsw1+f2wuQcUNyZpx4b4BhVOsH5Avq/HLE+dOo/7aatOKac6D3nOG9oqSQXnRJaNI64jWpi45scVtk7dXFq+3MwzNW8BAjcPu5PT9BEa58SP+C8ad+eUXqTgyPLQBoFBYBB4/QhM4O31Yz4WB4G3HIFzV1E3QfMIr66ugeHS5pfOygSgvdjzBffWAAGRqu6ZZN1KJMOeuLFFgfRAKaTUQ+DNJQ6c2psjyNZjM9BQfTY9Ubi4XzyywJsH3fZd0YDbQ1Gs+wqDqAJmF9zxFt0Yd72ddKl1uKs3Y5ghrZ5oPhZTVd5vpjC6XzfubP0E6ztrevWCE3hbmE7gbWExuVeMwLlF7IIF4pz4kacXqJw73o6AG9ogMAi8kQhM4O2N7LZxehB4UxHQZdk1l2ZclpG+qe1+TX7zkvsDcyeobwiJbyabqp0ueqLHP4qFSgiHiiCSGvNeLuUVeIPr+S5Kwx1RYt3fYXboWyq6wVRa3CViToGKKZUCKQylRUrmvT87rfda7He5gW01smG02pTuJqF3A4HR6gsIrYXoIXApeZBbAYQQeJby0kcwD/kndCqpRKqyGbyH7MLx1PhR3TVuX8PbrR/Z7fVH+bvaOtL1qmnbwNu2db3U8+HDScT8ySnlZm83mJwqv1kwa/p82TMv3V1xz+8lKCMZ6SUSSN6Wovk2vqkfBAaBQWAQGAQGgesQmMDbdXgN9yAwCLwUAtoiXLNNYBtA+lLGH7/wBN68j3tspjo9h91VI0nMKTCBt0CyBxKIs03grUbZSeZotbtmDF7D240f2e31R/m72jrS9appE3jriNJTkd6lr7u2nkdzp01+EBgEBoFBYBAYBF4egQm8vTyGo2EQGAQuRkBbhGu2CWwDSC82dD+M55qWTTjHcg6bixA4G3gLDWW/oiWyGnXYKJ7KVPypMvAK6JM7vHrlrifWBnopX+yLJjE1RxT9VeALX42I3N4+dOmAa0szspTmsa+rKlVkJTQCT/mwpGtAfvkBBQv3n3KnG+2QRz2vMkNC7ThpwR4Hl99qKPlOTrn6MV0rqzr+tlZ0x5so0lN3v1nZD6KppCJuxYPvHj57c5f5oDJuu6s9H/ynFDrnoGaZOJfLzjj27VjwoNePGe+Fulqy1pCtI4ujj+1TBGnnac1W30mpG7DKS+RZL050beS74sx30pGw007v3SuxM84VT9MLO2mrmuwgMAgMAoPAIDAIvAIEJvD2CkAcFYPAIHApArrkP7rsv0mebQDpTXwPhH6uadmEcyznsLkIgQm8+UDYYhWlLc3YWkfs66pKFVkJjY30BN4EIajE/JvAW+AQn4HNBN46Ji+TX2NtP+66VrhIawI3pgm8NTAyyxpIesoxlEFgEBgEBoFBYBB4GQQm8PYy6I3sIDAIXImAtkNrS3S7MNsA0tsl7pXjXNOyCTeznMfmIgR49g8QiBJZmbva6s4jhU12PmGDVF1FnhTVbF5VXnWZWwTYW6+DAGmxmB7CFEFTCVS+hS2dVpAnzDRPTuyuupULRQSJmmPVjvLM9O0xgqkH3tZ9JzhAitP3n+7veHNcd27WXWbW6KjaMVgzOh4v9ndV0SeeJop5h9oad9GnQoQxCTrPUt4uTOo9XMuDzC0CAwDxe0uzpWmfUqSM6GO3oZK2JqHmzq1KBfs+OtQX9un1Q5Z7Jx4BsqX1Us/vXV/tXLjveS4pl/R5Y5eoSp6mqGVvVlAenLCU+AELYxIhscBGSt2kg8AgMAgMAoPAIPBqEJjA26vBcbQMAoPARQhoO1Bbggsk2AaQXiBynyznmpZNuJnlPDYXIXBF4O25bcixiE8EkLClPXvld7iuzeviqRxCTQYbq/8XBbbzgbfgf1GBt/BApsqXtNs1U/c0A0AZh6jHKt12CuB2yRuhB5qcN5kIvKmI3Motiss8gI+7Bd7k+LYtHQ8Cb2zkF7aFoImHfA+8AceNgTdjqCDgzv6muHUNta89Xa1dOcZ5YdO8Wm6Ti5SSs3ZVTfbybCrITjmvDvsbDy439Vo4j1pwSoNCSosoy1XWhP3YvrYZ6D57SiumK7V3h68UFXuJH9hnTKJWLLCRUjfpIDAIDAKDwCAwCLwaBCbw9mpwHC2DwCBwEQLaDtSW4AIJtgGkF4jcJ8u5pmUTbmY5j82tCOyDbsLBjYUkQY5vU1EPvAEZNpT6n8l3GnxKoSvX886zCCWy2r1y+7Fwc+DtxRPueKOZTy0CFGae1t1RBHm6BbioW8Ghcq2CcLhd8kbogabetscVeIsW644zHcKocGu9q7qFR9wxKZEUq4xjAzEDb0tOWuJgTFKuO96M8GYH3qLxHRvGltq68uQipbQABZlrU8CXsZVfub0+7JcHe4YHUD7y/pR2SlmuU3fT2F6cl+UKLRTfJFaMNzEc0G/TeSDSSRvxZl/0TZ2VVQ0Ladc1+UFgEBgEBoFBYBB4eQQm8PbyGI6GNwgB7vroLnMnzFFd51Me3j19ypci0C/7ufw/d6lPHemldu6JjyYdmc8m7Fm27yuK2sPWEnE60r2jlXwzRpDjm6xUAK6qUzdyzzITAZjtxgxT8Kp2bWSzNoMt8CotW0XslMhHMGtxPze/dHeGap+nBqQUeNOhz2U/aPCocs3ZqMMR2uY6UiA5UqtqzHYSuWPraQYy9DikDlUvOSfJ6BE1K19zkm1jnK209Um2aQXeWp8CQDZSd7lJJX9qDSysoasfVZuCBOBEyoMxSVl3XILc8oXaTFOdl3p+x3YfRbAVOuSZtt3VlScX95pSutb3hXuXzI7nNtZWBf8ipf2Debt47imXzWij1QZJEgGXMdZdTDDpBx+w1Fc7AaeMwNHSm3ulag7FD4mud1+z1ihrZVVGhnUuHKKyLDc/d9lq/6IjfQauo6qlYHKDwC0InK4tS6CP80Wd3CAwCAwCbw8CE3h7e/p6WmoIHF0UcDFwVLcHDd49fcqXIqBLfy7/Sc9tIqgjvdTOPfHRpCPzBxshsdXG0GVCwWFr147sSPuGVvLNH4IcJ4G3phe5CbyBhPVPZifwFkPMA6CGiYYWwwuM1hrKaJNMAjiBtwBwIdJyrybwJgNt5Kpotw5G0j9XP0GdwBtInKYL0X1d1TARNgyHROfY1/TrirUcB9cKvHWpsryxuCkkS5eq/IE4JNKNrikMAhcicLq2LME+zhd1coPAIDAIvD0ITODt7enraakhcHRRwMXAUd0eNHj39Clfg0Bd/h8I7evYBpAeiDwk0t797ls2AZZ9qjAGdwodtZbxeVK3dmq2695v4INbtgjw8X4fynKx51Um8NZuv6gNPfbXXWba7C+q5Hmss4cBnG4ftJtyUIKKFvx58UJhnqjDbxTAKz3YRzfvgXM/CPhwl0vipZtmpMP/UhA9y3/zLg2R4vftd7zB+TBSxg94qsk1dJ4FuvV4pxoLJruGV4+IBWxywKAPW2o5sD/NsRmIByY9PCcKMSKprXz6ERK7z7S/o95jEWeFcuRfHPzS8DqPAGCki35ZE8CZtMMB7gVkUwn/Ir0BgTcfXMKUP+XO4Aa0DMrsj2hzVhZIC4nTHCPxtKbwpts3LElsdcyXDZsVer+f9E2T5/yw5lB5sFe5WFpNqbpOrGmY7CBwjMDJuD1g6+P8oHpIg8AgMAg8egQm8Pbou3ga2BE4ujjgYuCorssqD++ePuVrEKjL/wOhfR07BNIDkYdE2rvffcsmwLJPYxsZ1KPWMj5P6mpjacYm8OaIT+CtD7zIM34qIGTkGjoTeDsF7E6UNasL5wm83QnJEipIlel/E3g7jK4B3MmJItDz6oO6M2JUTToI3IgA55cbGaxirp/PoTN1g8Ag8DYgMIG3t6GXp42FwNHFARcDR3UlmBl49/QpvwwC7Kyko+dVZodAKtoDPvbuN1e52wEW0sVy5o43i5Dsx2eNxa4o7+DgThAiK2KBbd2pBSXrNhBHXQQPFp98fZY2/O4wl+mCeecMja3+W61cjkCT/rRXqrLskaEMYRAlytRZxWb+CAvXknWwrjqrT7+xGne8hR0e5+KOt3Lf/F/5lEwfec2UiuV2KSfzgNJo6pPndhehDseLzngaNB8bBp63LfkLm8QPacczG/7inchEjMkEXbk+1DduzlLuHBLKee8OlcFSOEqk45vVK0mdi/BQcgmauxP5588Dse7hmrvbhjD+nBdsajAvDWVlN95DJGqxwS/PhktWh96lznJv1h1v+7WQptBmlWvegp9DvcWbdafPYHQUxptRiaVI99o2tdhdipht3dxGRIVqW/YT63VnbD8n08nb/BnnCputhJfOiB1wD2kQ2CJQ43dL9hJz66BqSIPAIDAIvBUITODtrejmaSQIHF0UcDFwVIccKbyUJ30VCLSdydqapGK2AaSvwt53qKM3ZWeGzQ4spIvt1QfeGNOyhT0eJ3xWlFXHHrPu1nEeJCN9xl11mw08/fPdBN6EEW1hI0pgxgMJ6Yt+jCF4PfEgA3P2eQV+ok568LqCS0mhr1zXpp1GSSHsq4ie0HxEqJr7y2Q3Csf4p35PIoG3DBI5xlQlGOAosldZowlmrsBbCqkfMoscgbcILgHiCXKOj6gd3w1oxyIblvsrZKPdgci/3sDbsg/uFXjLueGu7cf0Iwm8qW2r3d5SG4c1EJPQE/Bag6rki23V7Wd6ryl2MtjFhNEre0aQdY4AKesdapVO4K2jMfmHhECN3wOnmFsHVUMaBAaBQeCtQMDO6VwdvBXtnUa+5QgcDXcuBo7q9nDBu6dP+WUQYDtC2nX1HUrPd54HlD9qQrpHMAcW0uX9HQNvUuDKDJ+EiHtsnudjbt3WO1kg8ESdi+ZNSRWYyYBM2zLWxlZzYd2hQ99cEXiT34jllrSCBKozWszJ8JD5yUaUwIyzZlCNXz6VOkn5fCUotwu8xa9mCnNzIkGgPfRVVIWTyeI+47Z8UJ6y+6KPE0LV3F8mG7DueCPspkZQ+Txc17jJSwMwUeBMzVKwzbmtAE4vNu94s1obgNIuWWI8HiwwmdCXAFG5R8VUJEelxUJFER5SxpFJhyLPuBVR+c05BABTAqy99bRzd4mGha43xQurDqv3snR1PZ3BhcVAX2EYrfec0mCNOs+zLsivqiwnwbegpd0nbd7LR7tLfmms3BqVQTqLFHbTxY2nNwhu+hR/Tc+WXaNkS2kOruwZlsJmcVfujFjxTGYQOIfAZhw3RuZWI012EBgEBoG3CoEJvL1V3T2NPbog4GLgqG6PGLx7+pSvR2DhvdmSuKK15zjdBtylD5atUz/vou9US1JOm7JYsykExU5ZtcEK6mmr12aTGElFNNomjL0eAahvLYBSbU9Q303DzzIoJwex9zQDKM8z4PbcjFUwLA2z6RNu5NHAnRhPXxDBQ/OC4TCXbC8q0Bdc4Xs6nI9I2rOSXkkAzm1nUM289bqUCCXZ7hcE3rKs5uAdaQjYdr4R2PbSb4wXsdTfxmBWoOyBpIyDSg0r8k/Anccie+At8Xr29J1oicr2J4zAqZqfGdebeR5N5k7JNW6lTgieP044Tgjn5V9vbSFhZnveSkzO7lCyMG82eNDOnZxE0IUFMEYkTETtC0VB90f26SKHZIztrZbFc085Glnm27hlvIK1tYv5ucQy523OtlVlZFg3fE3bYcP8L/Mtw/pX6npd9tuu+xqHZXGnMZFlLbbOLhns0UaaXQw9c9iNqQu7nT/z2DioGtIgMAgMAhcjwHnqSKDWsKPKoQ0CjxiBCbw94s6dpp0icHQi4ARwVLfXAO+ePuXrEVh4r40FWtj71EvyqbD0Ln2wbDVFmb2LvlMtSTltymK1zY6qYSFdDFcG3rRr8w3U2kWh8yjwpjuVxPlO7sP1yClBPNSAxfN82f5R4I3dYmz22aaFDwQQXnngzYFLxzcBQ1WY7YsCb+EjgR89XpqUSukLAkoqs/EmfAFGkkU+7p5DulU00n1nmQM9JeBQgTdt8h1rpcpYG3My0reOX9LAKThbC9HR5CfwdoJSLQaFbY0oAZd4tsCLKAFt6EKj+gh2UpSfBN6y71J7JiEVfb00bHnuqUQj07yPWTCpwNtqBuN1JxYMtL0qI8On4whP2bsZD1AvdSmjhC8GcLVVrWyqrjmpmlS2Am8QsbbmJLxLYcsduo3y4Dv0u0ZS0zXZQWAQGASuRIB17UiMdfqobmiDwGNGYAJvj7l3p22DwANG4JKT8hHPXU7Yr0rPrXAe7WRSaB+kOGU9F3hbGzl8ePE8dlZdD8EhHv371jam671nwfnut5G+86102p8p9C2dMnlT05N8HvWFRZTktza73AWHPQULJOf/crP6jHdFvco73rRz1X8CbtlI7g40B6wB+gg/lUZJOTuoyyhj+W90fGdMsUkm2Cbxfb+h3c2KwQ7skQb1YX0yB3pKfkVgaQEoWfsLlLyL8aBZwlHHzRyG0bN8DLnQOlR0QNyRcHFHfhhFcLMZA27pGGPMi7u6hdxqHJpO2mWy6IYH3TnUUyRrU+XSvPoUN5a8uDrnifV7I9BmOVB5AGhe0ZZGOs2W3BYjNX2L4aloUMAo0lLX2FfgzWr3DNwQnFirPfQFKpgvlJWic80z/OhcmT9TxXzXur4/VhB4XzPlQWAQGARuR6DW5x3rRWvzTmaKg8BjQ2ACb4+tR6c9g8AbgsBNJ2e5zwn6iIe6a5r5qvTcavN0H1Mi+wDOKesE3g4fNdWOVP8n8FZj6S4Z5kBPybMRX1GHNTqLh2DqgfEJvAEKuK3gGDWbdWsfZamQ5YqWoAn5Sj1IE7XwoHsbNMraVLk0r8AVbix5cXXOsnrvmRqH5knlAaB5R1sa6TRbcluMJvCm3l9hvVPghjIIDAKDwHkEan3esV20Nu9kpjgIPDYEJvD22Hp02jMI3IpA7Tpu5TzP8HIbtJtOzrL5xp6g99AeQFR3pZ2Aexp441HQYA3lvOqMTXP9sqQxoft57sBV9oBf8+v9DGC9YxX1iGTWE1t5/tRuh3NZPbS6/onG5l6PmhJwWSl3NXFLx4Ub+cSJ4KTs6NAYwXXau8VETP4/Mskdr6ozpcbs/jpPaEKfe5aNSfOmg1ykzpsk5MQDlwkcHrfVHwp9x0TmW2EqbBPUbxM37rJRW6Mv+oOK0W5eB9f7ga26UrWdv2hSosHAIfXKhWrwts+bQNzIN/6HkGWQGp5gy2A5P2oCwRK3ttTIL/giIx74FnrMfIGwqCrxyCJ9JNqehzvuwsJNwIfk6/6s1lTmqP14te5VBT9acx7/VG7M1w2v0N5cM0eCVvODzsJFS+FnvfOyDBtv1cFvBNFca+qiL5/ZXaRhDeYL05zE2OpSE3jraLx9+aMxAQoXjbVzClDU0wuUnlN5gXi3NvnXgECd+3a23tjr+l07pjgIvAwCE3h7GfRGdhB4IxE4dxlzTYNe7pLnppOzPHhjT9B7aA8gYou8Z9X2iscnEavNm3dLSFwVeDNFZScz72f6rj2qih2Y+CGFhxl4C2/3PguaNZYCXV42rwY+TRDhAQ+NMXSRsmleqenOypIrKe+Uw4+l77D6XojVfjb3SnMjfxJ4swaovfrjfYGgJTgZl6QVCDB+tZ0/y2ZJSaJC6nWg6oXtR7JviVbayJ/U3i8h8RRyYMtwAb9jB19V4O0UTwJv2z7Z84X98z4ee/5dU8vTyhi6mW+kcoM1lBAWw+h821KTMV83vEL71o+gMTfK2fIw5pWKtbY0o4wbdNJW8e8fNZ3Am1CZ41UiwLg70slcOqor2jkFxdQyFyg9p/IC8WZssq8DAdawva039rp+35ApDwIvgcAE3l4CvBG9XwRe5+J+ky0h8OadTLiMIb2mH/tlTs8f6+ibhj0He41zPMjAS/k+0nNjQP5s0chSI4J2T5VfLGcCby4UkhV4cxDi1yW1WxSOcZ9av/MtN3dWh//5+jZ7nRv3NiwPeB/ciqxYIMvvjli+EdTSRtYlyzcrZ0c95WVxvrNc+uVytMKdb43fUItHYTQsf5MscHoAqNQElU23hxHSOWgorYCb1UcL0NjciZal9vBhX1tSrXnQgpQliKUtMmC1I9+pSN9eIqxx4n8GCK4RXItAwNMn31oDAvsXT/KVgKZaPRH3RinVj1Nwx+S7iRevCPT6dCZHSQUZnNUYxFNHXwQ2FcZRZTKkJf1KM7dheb7f6HOloIt73e+eB9noF3GHZH4m61oDY66jNVJskbbampPRf51/ecGdU4vSNNxrlhYxRBIV96m3SITwvnNwLx91xoEi418zQNKmzbBaOIt27SEPEsNy/FRHvp6z7lCWCF4z/pabVimVxqBEfxXorr5dNjArvpsOvmA5qme+HtU9FBoYHflzfn4eSXz3tHP+Yv2+/WbcrFkRI6iPo57H70qXgiJdlDmrNDQwT/cm+li9QM1F7gyTjYC1+BzCcdtYfVn5Q6NDHAQeCQITeHskHfk2NuPc4n7bieFavF6nrWt9u56fyxfSazVwiUN6s/y58zcbnHM8aIaX8n2k58YA/ixEMrcIubFig7WCY4tF28joE2jrrgmzkECBF5tOf9TUBCT5bd5CwR1MKvqfVRJUQ+e7BmrZScvP8zHUeFTTNnkKutmf/MK3d2qzl/LmENjwqOJFgTeMO3jbsUjpW7OqAJD+vk6i8joU9JEK/8tG1Ya0oc1dIph7J38BdTumQjk8bqA+oKI9KvDRS8kCDay8DmLpi8yrXKPAf2fisKjx439Wi2sE3hRw06FUQVzVf8OAS24F18Qm/PW4svIr8BZl0fSngzSHZnbYto6xXcxRvWNCE2lnejX5S3A8328gamnhhm/db/KRlpTEkr02m8m6Ha9JhLlJYa2QR754VBOCWWVlxjaUpeW+czSRMSt/wKbauHESiSCulrW2Zd8sPYmHsZzv342hg4JspB3cIG3czDPWspobaln6xist8Sc0h+53sv+OwqWYSy+a1ZXt9hY1JM7JLd77zYHRkRfgdVR3X7Rz/uLTffvNuFlzYo0EcqT4vElRsCFeUDirNOTx6cgEVzEXqLnAmWG5ZKwKpXPj9RId5+SnFwaBx4zABN4ec+8+8radW9xf9aL+Om19t93WL116/hqrXOKQ3ix7svdsrGwkz/E09pe8E6Frulv+3BhA40Jk5bQP60iTV6q/xbmCW9AIkjkjm8XcNZUeAZk29oG357nr/NZ2cV9/842r+fKLL93db7+x8JzpxJaUMG8+/vADz7/37tMn774jugVXknEF3tJ300EfrsDb2u6uW50CJfxuhhOJqNcnPN9YXsE3/TrrZ1+r9OTJZ19+6fZefGv+G11uKVAoHz96/wPn+fD99568Y0Tdnfdu/pomwUTd6adD/OsIixtSVUKlTVGBjyqtjSxCiWtnoipTsN6R71S8ZGyi2Df05pdc4+9rw1LHZ1996QHaL7795slvjaaA3Dd5i+V7777rPB+9/75j+u6zd558+CxCbu8/jXvdxCG0+HMBPoCxVUJaPQ5zS4upMlbZ8433JbOX4nhz37UO59bU8gmfSVUR+QrAZL+ESOiqsVVilWmwNbveq2xHy4Rl1lzfB97kx5Jo+sORe/2kZRq3iUimcuvIVyTCbc3a4FotZMFiQ49mrQk3923oO/8pS+kTbpCmoIr7O96qj62OMciYSG3eP+SfJQJHgbc0gxcUN+myh3NoLu83/A+tAEZHfr1c/x1pfDnaOV+75vv2m5Gw5oS8i3HB6CDtflceBUW4MHNWaejApyMTzOoL1Fzo0NvN9irG6yU67nu8v929PK2/TwQm8Haf6I/tl0Lg7OKeZ2FOyhjqMpcs/PCToqen6CFV3eI/vRxYlLiM4GKi+8qFRtfZbXo+Bc/zbm1Ijk0Xmw30EjzxMk7iHEx+IRaV53yj/S/WFX5pIEPgg1R0fCDd86rc+VXGltfttxu0Q5V5wA/e4KfqvW4uPFWHnPL96HQwWbobZ/oCpKSrP4w3G44fHniDkTTbyMZMEKtKfwTeamOnOvv76uuvn/zm8y+ePLdA1Z/9xV+5U7/81acejFNBbdD7gj7+4EOv++Pf/70n77zzzpMfffLxk+9ZEO5di1p99F4GVzIaWEHBUOByPAT1NO8q2+CXHDSDNjqZDs/KFxkl+63RdafbVxZ0+yvzV8d/+Iu/9HZ88fnnT77+7W896GaxQff/D37nd53nD3/np08+sADRh/anQJFVP3kvda7HIfFE2EVefH7gj0nSp7QNKVLxr2GeekpeCJTW0J2fS28nd61BR9UxPzyncl1rz3sAI9l1t6Tucvz1F185y7//+V/4mPjFrz998qvPP7Px9OLJV88j4PmTH/7AeX7vpz998vFHHz35xMbKjz/+vt0r9fTJJ+++53XvmV619qjFT3kutVXy/j31QBytMikkhI22HNsSvNemfQ5fKyv+075Re7JNNuf86HMiBz9968FQSVhzQCKEVE7KZsJQG+nef6GCT5v1RXTTx12gaFm8LpnksFv+VAaplSK/KJaD/0wX4fdWHsHQFqH1uGNXNfpj7WPB7ibA61mCq/EZrdpyhfaw1THa+pIGg/l4YFPnaVjyLM0gNSK+fZtrUbUjdYi1sTu1e02e9GBKpablam8buvlBnmJWJivhx8bSVCwbsesKeHCd1F24N/2I2dWom1UyKW/mOF9TcxujhlvqxCfKXRF1pJ0HWud/9fnwdz8mZUevFfBjc9JP0n61B7/V/GC84bPGIiYaH/MF0pHK6lIqiyC/kdymndzYt0xWWnzBdWYJbsxLCthQfHQt0PsZvkr3BsHWGE7GRJmtTKk5pfRZHWxHPKXgTObEjwNe2ngJ74H4kAaBR4XABN4eVXe+XY1hMT9sdZ5N9ye6LnPJSQB+0iNb6CEVz+I/Pa0vSpzq+gkPf7ng6DpPbKcgvKo/5d/bYPsq7m5ZPouWB052mlepIipPbSG82n9N4K3b73m0cg1CCn1hLc9wPGt3RVHhh3eLH1pJQwEyUHva68Bk6W6c6QuQkrLRcc5sOG3MH5/bdVUo4gJZetiwXxt4+60F5HSoDe9Y4O2jDz/y8j+4JvDmDaE1cVfYqw68fWmBt59n4O3f//lfuL+ff/ZZC7zZ3W22mf3D3/099/8PLPCmoNu5wJtAZXgwBiivyWA9SWfk43i0lNTxW4Juvwc2GAtesftYuqnoWoPGXDjlRSb6b5XO5wi8uSVr21Hg7W8+/ZUH3nTH25d295sOD7wZ/+9n4O17Fnj7iQXe1L7v7wJv4i9IVLBjAm9CJP9yTNG3rzrwJrzXuxi3Y0pjc7PmyKsa4+pNei7kSroy0r49lnyjw4+6VkWWtXPJIwSHgmyhQI/Kq1Z/rH3muDNignks4j7wJtq+baFN9GV3+SIJO1ZVdF9Qb/iUJ+kNcpnim4rPX3HgTc6AgfI6KPe2lUvV38Hrn1kJP/LBESXkm9SV2ZfXcKnB6sductuoY1VMyuPa26k1tzFsPZ9ZfGLcd2XUkXYeaJ3/1efDyZpbzcB9BN6YL82NzVSEXl0K3BCsTBZeUlhVvoQHrqNpg87l3NI+gbdAh7H8esZx9chkBoEHicAE3h5kt4xTlyDAYl6863zH9bidL7en1S5T7FwVlSJlkAsuWDbqUJCsdz2p7NSkF8dUrzypOiGkjqNEvPBTn+VO3jQUPqVqLNgEvbcbfEtVZbYyIYn8KoFzuXjwleWNri01p7nyw6pudmVBc44H7elsV41yMNlcPO50IrdtYlBh9ToYsZt3zkDWXUkeTLF63h3EHWO09VO7O+wv//aXfjfTf/8//VvX9L//X//uyacWvNKGVo+ivv/ee0/+6Hd/x+v+u3/zb/yOsX/yR3/45Pd+/OMnH9pjhj/+OO6Ge/d5PJbowSXHwLaz2SkVcMsyPirlIhQabXSDiSV3cPhtbFbxhfn1hdX9yvz/3/6fP3PW/8H8/8Yem/35z3/+5Ne//vUTPfr6/jvP7JHYd578N//6XzvPf/2f/2dPfvSD73uw6Gc//KGHzD5In57lHUiyjw/ceUXAjHEsZWzWSQkEeHtSQbUtG7fR7R4tPVk8TA6x2XGCdSd3fzu959HtY0UFOWkBgK/tkeO//MXfO+v/+L/8z08+++KLJ//nf/wPT/7sr//qyTfW159//YXX/dM//VNfTv/1v/xXT373pz+zcfGTJ//JH/yx4/+7H33sPO/brg1MnWAfYEPgDT802Qr3mvBInabgTxqW9tZO5c5RLsHtnPx+wcghZiJqZbT0hQDXUZXmc+a5GY537EEXO3eC6DFrHeoLDz7ZfNCdqzp4X+G779oD1KZT889TqytkeOQ155jo1OFSlb2GkixcfzA+L8GW9XH16ak9xotarLzg/Drb8pWtA3EEl+7a1RcIOnSXro66481kaBkpD4+Dg/grj2ER9wcK9vRWfvEitaevUofKdUdyKKJfnScdOGeCx/1ZL8UL/0rDGmW5Vn1CIzeV4jg9Ostp7ZtCAfloDWO0e1/YdOJL5bEp3EMRNpb9xbN6MHgXz3LiiLZqXzYXvsTKstOVbtZYOHD7sG6nhmIXh1YDuAgLt6rDSFew9w2epmef7eIXsO/F10RWzSUK8DHXJIkxFpayc4q6x5KWVPCfkwrO7+oTn9IP1pTvytzoHQQeCQITeHskHfk2NmOduLL1nAesWOeAygRPlyl2roo2IHI6Cy5YNupQkKx3vSjaqdk1Bj+acycCJ4TGvM+KF37qstzJm4bCp1T+bH3q7QbfUlWZrcxGY6sC53JxG5VysRtd60r3+fLDKpq9Pduye1JzSkhnu2qUgwkbSxfe2UVu28SgwjqBtwm87QceY6vT/3/23vw9r+O687zYCIAgSJAAuIKbSGohKWq3bEuy3XHaHWeZJD0z/UPnmd/mD0umO89MMll6nsx08nTc3iTLi2wtFLVx33eCAIiVIIn5fs5S974AJEu2kxatt0i8d6mqU6dObae+daputrvmu+X3Wd/awFstmU8jtzr0ancpVW+xdd/Ee/drA2+ryc3fZf/YBt4kCY0nVmuiEuUYsJr02sDbalL5pHfL2+lK6f76fcHy9DNN9QRxm2nUfXgdJnWHpFKHyTcKUXcw9cvf2J3z0gbePoVAP77YVo8c4TvawNvq8mm/bUvgCySBNvD2BSrshyurzZGtlfNUYgpI0uodT8snQv46FX2opxJUtKIWOhnf+ShpNsLUqlvc1S9KqNX0pDpnq0TITNWBCq0VN58QvQ7rgeqgKQFCrKpiWdQSfkUG8Cm+Frb5k9QL++WGUMvixWN5q7DL5ZzbXpZHbab5iX4t6bfEWsGO+aZ5zqcJWmiXGzTjiJmZc4nYUyvClvNyhc84daIZNC2wzCeFs9ziTZ4GpuiaFm+5lSn1vAlZtl24cdPOevurf/5nI/fj9z+oJqan7fB8LN44E+2RbVvN7w++/vWqr7e3emLnzmrHyHDVL4u3EZ3rheu57/WmQxY4xh95Dp7y4wqZJyRjfwqSUmqKuM65+3aSEblUUGf0PKt8356eqX5y/JT5/f13vlMtauvpxcuXqilticTqp1cWPz1d3dU3vvwlC/ONF56XtduGanRoQ7VlaKMZ0PVF2XTIWoh0sUfJ9NPySl9rsPhcEXf68zLBgbR4s7K2vJO3CBmZbI3nJD/dbzOmxyhVKgm0vIgEs25kmFWuEVLntkVZGO9u8Xb+xi2L8V++/wOdBThbHT11ojp9Ree9aZvpzMKM+R189IBN/F586tlq68hm1YvR6oldu83ibfvAgIXB4g25NtnJD3wsZaUmZGQz23enfUPVSHzsD5ZLOC8Hvy9y/9hYHsN+UwCNsNlf1a9WCVR7Lrtrhs1yy6uCRn75AIi5Um4KE/f5FWEsnpaHMYs3vb577655Tci6k63h8/q4yIzOa6SN9KqN4kaGN9mZjH36uAiWq7jCCe1Uz5ZX0bNitxAYPHqozmajDL+kUOjwvuWhBFxx47mJPMVlRSB7kZ5JOK916AfBsFn26jUfiZmam7UA1295vc3Q/dr+vH5BmJ8rAABAAElEQVTdOjvvcd1at8IEpDKq1klSY3SeZUQwazh5JqDRlE3SbLmuZK/Fu/mQFm+ZQ65+zwdL/G5e5UnZzy0sWN+MdePCvdz+79QoI/jDopeyxapvw4DnrVd9Hn5UtWQtm1l+gCFTdWqebgmdAwSe6eUBy6PTdc9MI4L8Cpdfn4IlWngtNyVLjTcN/vKtpx81ouG/Ivstfp/loeQwypiUU9fMK42whPsY4lkn8W7etwQXnU/jSqgUQ5Zu8ajzX4I0CcfLrFtNrwaJ5utPvG9No/WpGTF98toitHiZkiy8JUO6lnhNop/yPsl4cKeU3fSqJEqEcpNDQAluPsU7aLb6lie7WZbgJ+an0C03hdbKN79MNp+Ykug2R16nXnY7kOrHRf+sjJRCLVlp3KxGrOHdvm1L4HMqgTbw9jktmDZb2XPn1TvZlnEovVYVVg4GrZ450SJqUYKSaF6JEgpN6jVNr6RYd/txV7+AugXL+BmHaz1ktUQwnwyX6S0Pkf52Dc8Uw6pjVEyomnTqCXBMCFuI+kMJvyID+BTfFTFr+TpXmY/V4qQyWagpSh0+5JcjeAlUJ1ny3eLnD8UvCOZzHbuZjQaBZRPQhs8KJaqmWd9lvcn81rKmSjXCwUh5bKbiHGbQ1YG3zKNfAVIoScitBrwRCuDq3I0bNrn7T//4j5bIa++9V41rMs8k8J4mfJyHxtZS3J/8zjerfk3qD+3eVY2NjBjwNhrA25p7Xm9WBd605dNd8uh8wVtur0oRe4gM7cJYDrxNB/A2Lv5/9OEJC/zX//RPNvm+cOliNTk5aV/Y7NWklK9u/u5LX7Ew39RW2eGhoWqz/rZqqyxc9cUkM7ea8q5wmwJf8m201jdE3UmvLNvSfmkb1j40lc924tloaSF1PsPTOFz+k6HyWvsn6fKm5UXQLA0n01hJJ32WA293tdX03PWbRv5vv/s92378zsnj1clLFwx4mw7g7fBjjyq7HdVXn3m+2ja6pdqpD1kc3L3HgLcxgR24XlUNUi7s6D6BtwcpyAZry4G3fIZWyjmDrw68ERKXofyp9df9MvmmX/ZX9buUEm+a93WI1e8y/bwqVCSY20Kz/sBr9n0JvAEq4fI9YTL/84v+4Ysb4+PVwsJdgW6z1ZTaLQBMX79v/96+bVvVrfrPRy9ox0bLfkVJwBvOxzunmlUot6quCrwtHzvIWiN7RnSVn1pqcVe/qEOXd3GTDClE5jsD5yJCAm98KOa2Pv6Bu3DFPxSTYQcFAG/aMGSyGVrvHwOpgTdVTvUnZCFBqcw/cocFy+In5fGT/JKJuH4c8EaO80vBfKEZ4G1a27sB3+7pS8Kzd728Uz/pjO3DgG70yWylHY4PnfT3rDHwlKqWrGU9zzy21uMUfIT+VMBbxqnTqGlmqssyb48Zrxmmeb9anE/5Lkk322hkfHn9cYoZwdNfjYvV431KfhrBCu1o06ScZfkgFnYSpChhLYwTyaZQ9wWSe75spFNuP8kvApV0UgwtcvNA6ZXXQp+beJl1q+lXaDdf/pL71jTyKa915HyTV2ukeJcX1EnnoPDWYCh1jZriZ7urSXmC9bjWYCBJlnKoYxWeIkztoxelvhYCeVNf6wTtXcvjCuJJPa81mZVvWkRYB/RUlj3zuDK/NU2/yzr9sSTwqCNZsE8Ma+Ez3bw2CTTva3Ltu7YEPu8SaANvn/cS+kLyRyebHW1evZP1gUf3+XpV+dQdcn2ngBbNI0KnTLrKaMZL/ZUBlDhBwaM1+GqOITl99zSazGV0+ZhzMslVXtMvEtEleUulghCELmzki8a75jhcKC+fPBG+BHQABVLLXYm/PAPGRfGNaM5V/nJN/ldlOBML2k5Nvx6xhWaZiBeeaxl4enURuYSW8aby5E3hJ9PmXQT1ECHpZfIqySqxZZSXZQ1uFKIE8htL126VSiEWgTIDdaTCXQYtwJuFjQghN3/S4fiKxR/PCbzdjzDMq0jttizezss65O7dxeo//ze3eHvtgw+qcVm83ddkYFET0v41PTqzyy3e/vjr37BJ3sFdsnjTYfpm8dbnk/zeYvEm269sL5aeZFgmcp5HeMq/ArzpXYuoFMJCU1bQwxmdjmpGz5zxNj49W/34+Enz+pt//o5Z/ly8fLmanJqyieiaAN6++ZUXLcw3n39ek9MN1WZNULcKfGsF3jwN3pGu1TEEbv8DpDArJQ+XZVH6gohlz5HvjwPeSv01rpye3ZYfl5Nzwst8LgHqZOtXjWBBM+Vm0l5Jp5myA2/iDN71B/B2Nize/k4Wb3f0NdOjp05Wp2RR6BZvbl10+AAWb1X1FVm88fXYnbJ4O7jbLd52NCzeyEGyQ7p51JWdY5bZiyvy4bYjLN78NbFqyWWU5cBbM0/Ne0U2V/edQUGBklaGWdkvJCWueb88VsZefs1wusatUQngqy5IcSZBMhlPS7e8Gs8IWc7sshQmgZgLqu+AbuMTE9V1gehYl64J4G3/vkeqHgFuG1XnBwdk8SUaPWoTuK5M3wol5B0sAurgqOO1vPTCsu58RFY8T+XBopWflFR5UWSXtGqfplepKEbXyzzbUo5OALdwjSXYooApziC8dP2aETx55owl0KOPe5CX4Y1D1Y4t28z6b4sWDHA9BlzphjYdwFt+2Ti3bBqwIR5gI8RP1Fb3MXlvDeRPJo+o+Ckbrvm3EGVyUwsH99Wf3pi4bdbHC4t3q1sCVXGAcDgWFAAIB1TWGwUmUq6P7NhhfhvXDlj/5+WnV0og2cyPS7S8LMKPUJnhZNKo+k/9yuuMl0IjwC+9TQqWSIRO7n5p5E8OkKRLfvRCpP21p1GClDA1yeQir9kL1SF+A3fRCSboRl+T91SybG/wEEEt0ax/xls8/EaAt1ogpBgZ9Kv9hjD8TUqmEVS3ZSyM2I1Q8ebTXTL15Xx47E/wNXko1TqIy1HPLbxkkJaXn463ZiiPXidWys8C5egRidjF761sl/OkOEW/sWBON/u7ZTmIPNZpk2RL+ssKo0kn65axGT/BpT21Um2GItn0zSv+ft+kUaeRb/WG8mlGayXtTxk8/T42vDxK2GagfJnXJNS+tiXwcEhA/UCzy384mG5z+dsqgexcTUWJTOa76GRrtEQdvL+ru9/6LiWUsbMDz0GF9wlAdZTtZfbWo4bCkypnDib1dJBBNFLpcDU+H33k8acgU5R5SyHzEJOewls2RV2zWebg1lS8Mg91vGA52OGSX6Eq1wwsv8y3pn0eIzLSkjf30e/yvOERci4CaObc7x8k7cxroUf0jO/X5BEZ533mvzM/6xlpmfyiMJJ0ysj5yjqQtD2PRWbGfvLoYVLphk6mn9c8vNp583iZlUw/r/a+JJ+0nWPqRAJvrfwaQ0kyJetVSG+LomZkIv1labAVK1NJ4C2PHLdtSqIzoQn7+du3DbD6y+9+39L70UfHDZAzize1gT5ZVOyPjyv80csvGfD2uCZ42zdtqvo12RsO4K0v6mkHk9iss1mmYUOWLCZfdo2XLfIyTjIU+Y3yEqiAm5UXR/vfnpmtfnrytL37O/HPdrOLV65Vk5qkMnnulqUdE9TfedG3mn7zmaeqYU1SN+sDC1t0hVpavHWRnBzsOEt6Eek+KBZvTHojYFyz3DqiTQj5qKlk/lM28imutJNob6WUU0pKKSbpmUZpI4VI4ybbBK+SdpZD4bmmnTEzCFtlyRmK+gPlwYC3m+MW7O9fe03A22x17OxpbTXVxxWwwFnwjysc5uMK+vflI09V2wS67RwZrg5qKzLy3x4fV+gWYVLO9ks6Cbjm1USlQITL+tOZ/UXhv5Z+5qQVeHP/uoTyLkNDP+/9mqKq3xsD+nHg2m5cMrqFXivNpObh6tB+F76ZOXvp7x4k8NUgAA9QT2u4lJf38wTMv6q6M+/y/+D4cavvF1Uup8+dM5C7q8+3mj79zNNVn9rn9q3bqpFNw7YtcV1YvjU/hkKqUO4MYRTgLQqnRTalTlpmKCxnS491G3YZpaQipF+ywuXLZqC8z2vIBu6ol7wufZkBb5KDADdASMD2DwUM444ee9fq2qC2lQK+kf/H9u03679HxnZamDXqS8iXbTEXTySlDZrml1tt49GaXT3WOnN1Xi3Kp/7JDa2ZRSJyD8g6K7Abd1ZlSV92RiD3lZs3q2lZwJ2/cd385uKL02tVjt3KAwsJY+qfe2Xl9uKhwxZmh6x516jfkxBKdc0xqwBvIVuLkI3AHvRj9TUf/OoS0n0pvzoHXjKlGjRuSD7C1cGDMAw0/1ZNtk4uYn3SpfARPJJk0WsiTzUQYb5OLsJnPU+urN6VSrBayiHEkre4acov/VJueYW3kE2285R76hmkmKQipVYmwjPDNAVf8pnpt8a0p6SZ/W3y40EzL/nkoUs90OusNoVOlrVH+ZjfDE3+w0Vj8vLLt36tecpxkjJNXjx+tqnMP75prZs8koRR5OrRM/X6mknzphaq+zfKLetZEUD41bySlieSV+trIKu/5C040qWRcDBsW+lJOecDLUEaDwri9SfeRfxc2CrpW34i461BSYSUzBXK+SqjGI/um/W11l1rCtmG6jeus0E8/TK+p2gedfDgJcutriSEDu6yM8vnlgJdxng+lsTaN20JfD4loH642RN8Pplsc/VFkUAOBQxr9b3nPkcFnnSPdxnEPUSjR88XhUqON0nXo3saOdn3QVHvLClPLwezmlB5U8bi6rMAbyJfnxHlA1WO+9kU7RpAQEcAGSgHcJT8k8EyBnk2LM/OtbKQsslrCsDieYTPCrwRy+lHKstGzOSNa97XTBp7/pMZzqsIW+64Br8piwK8UQBKtkFZpOEIV3Kt+5BpcppADvHTRTw/+YiXqFcu3w5pMVBLPghq1LkKaDIXyaX87W2TBQJF3oqMSSHSTaUkKBPYyFq0vIukqJOevl7kuwyeaeg5wZQyWQ06CbzdXgV4e92At1nb9sTWp18ZeMtytDRT/s4ALCfbCbxkdvO9h/CnbIv+VdaOBvA2U/3s5Bkj+rcN4I1zr7pkHdfd6VtNv/niCxbmMwFvNgS6st8E3qhrRfEW1Sw3b5MS+qcC3pSvLK8CLpUXRhWGfzXgLWnrqv/uyo0em+mQhvt5XQF0U+4CeDsTwNt/EfDGF3CPnT3jwJtAo7kE3vY68PYVA95GqjFZQh6SRSTA27ZlwBv1ltT4y3LPq1UXxAeHwVMNvOllZCZzkrlI4I0QlEXSJ3w9VcPX/bO8PCXSSj8PYU/xso6fdzX1Et+jt/wmjxnG231y7NePB97Ed/QplI2FlnCcb++TkOO0tiDiPjx5MoC3y9XJs2eVpMowtnY/+dSTOu+trxrbvqPaLEsvrKI2xBlnPQH8AcQE1QbwFryqcFJeeU1TxcyNCTAesu9bXlbGqP1IMrVw/HXzOe/zmnThUPni9b14d1dPpDcxM12xNXNC5zp+eNK3nb8nq11kNDS43s6o3L51q4C3AwY87t0xZumuUd9Ar0Rdy/Md9Q1Y8/vXBN4yqwBvMwG8ncaqVOdVntK2+UuyYmTL6dkA3mbv+tl+AG89At5GZLm7a8tm20r81SefMv53alHklwJvhAxZlkZgsXmfHvmCYot34tNdfc3Qec2gxPIWrxgZvHgSuvm3MtmSVKT4yy5eQ0QnIlrqwVQBa6IeOUMwpZwV3uDIazrR3NfHrsJ2CxNJPF8mIb1PAsUr/Bq81V7hl3JXxQ7KpSjyOePYNV7WoLC/MGqFlsdocFZIJM2mvOrQrTxl+ecV4ZT4QTHlXxJY9SZjNapE6Tignpz6te7Fkx8rMaNch4wyCo5IIcGtLNscZyypmoVWDpMgb1N+GaJRGQuPSXy1Mg1eHkTe3OhfWoLSqMesSLDQ1nPw9tmAt8b4FPFr4M0yQ4aUJXk28pjsexZLrvKx5cpYVLdlJ1LrroVtUvF4LVd/l36pc0RAj5zRIl7hrcFvYX4F8AalJLDsmo8lsfZNWwKfTwmoHy49weeTwzZXXyAJZM9Lt88Ak1dEEBN6Rhn7wzt62hiLWsbPIJVB0kiF1/5XDy4J7vhw5BGXIiLbstz5DeemZP/ekSN8Ad7Sh7DOVGcOHMEc9HynnsKGVQ9n9eA4hHsJoEh/S2F506VJA66DNETDJJKDf2Y4wCVS9z+gAafZmTymIDKQwt7PA83DgqYlbxF+KfLG4ftMGBhQU/nrKHlz2bhE/f5B0EwAy99aTmoJwoscYQrfoUXUg7FbHtnAr5eAbXlW1H0rSYlL8V0kUnMifmfw7WVL6skjQIDfu82Bxzc+UJOWXN7dIbdOFQfB7S8nyRH/QZhOFRXSMuGZyqPOliRj5GL0I14BU6OMvNQsiPIRYf1R6erZX/m9EUrPiBNyJFgB3mL11GtrRzUuMOWcWbzdq/7yez+0iD/+6IQmszN2vhtnvPWbxduw+f1PL39FFm9rqsfHxsLirbtYvPVmfoJXHrOcy9VZS9b9Kfi0wtYbry/In7oVjTjq1INoE/Pymxf9CVm8/fzUaaPzN9/9gVuJXL2us56m1Yy6qi5Zu2Dx9q0XnrMw33r6SDUiaze3eBs0SReLt0jKistCi5Nob/eqRXvzoKNZbvZKXUi0qagj3ifxzlqFB4o6UlTbOhHl1xPO+uDxXShLcRBaaVvZtkU1il+x465YvJWaV+pGnW7QJX6UU7mqbVhM1ZG0eDslaxvc37/2uize5qp3ZVF1+to19VUPqrk4c+rp3Xus6L4qa5vtwyOyeNski7cxA962xmHvxeJNKWT5ZjvN7c9kzf6UnbQ+zAlKysbiZv0yziSt0n5cDvyGRATS1O8ITolAk39dWV4ROII6VReThpSMn1zzHBE8pNL3wFnHeZ0hyuRJ6ZG6O79mmCx/YmVZpKVlAkEO/Ht/lttP5xbDOurqFdtmeerCheqYgKcFATMfnj9nSY0JAO1W+33isceq3bt2VesFuu2L7Yjroy11S57exwt6zTEjZOz9pmSmOoHMcDmGJP+KVLKW70qdLJIgpvum1XOWrdMN2eT4Eu2FWOYk4yXxS0uZCzrjAn453+38lcvVtfFb1bj6sXfee9eCT2qLJu6xvftsm+2OLVurxx/ZLzC+S8CwbzXtFT1aqQGPogMHZejKsspKkZVTYTKPwarefLyLXLUEiG7G2m3SQoCU6x1tm8W9rT5tQdv/3zxxsjpx8ZJZIL8vEA43KaARN6gjAHo0oOzavFlnbu6u1sqy8U/18RvcY5u3WL9t22hVpmQjx/zkiT7Fqq5e5AQ661+TLwLxDDCPKyKx0sCn0d94V9hCL+trTTMCufShaP+MdjJXB+Z1i6u9MnDtnUC91eOow1lO9+O4A8ZCp5Ft2usAVDJvtGmvn6Th6WQ/5TXF08zwCVxFUJOIh9BvMpxjmb3Ilx4qn8p5WLyIl6V/iey6LhiewQBjHS71U3uwwq3LLZtU5ohriET5jjGIq8mNvsjfdSTtvKZALUFLSX198BMy9/TjnQcx4NxvfWzkvnzZOZSurIdkXi3Cg2vMtbDZOHmIvKWl24Poy7MvsTxm8slayk/XzEKkQHIrXI656Zdtw2jHy86upOAEkgxiiJM3tGXcSVOO/DNL/NDD1Ojd8wF7EXTfYDx1naUOWa6a8wx4kJKSe1lZ+btceL4fZZIcet0KCYUAstiyjgcDRjPPYE165J9/xmfUjS5nSTqQ0yVivFJIv/PFQ7+vZRr8Z32hPDNilK0lBb3MKsTzZakLkbssUCNSCFmMQtef2r9tCXxuJdAG3j63RfNFZCx7Xrp9Otq8IgtX4myC0AberHLkym5O3hiG/A9l0uWVSnjRQDKQwraBNxNjUWJNBW8DbyaUNvDWBt7awFuOR95PlIlxUf7L9EAAZnMS0Lyvw7SBt8bgEzIsE3IXsQawNvDWBt5iXM46scqMug28ZR8jIUXfk4BpYjzZ2ri2gbeoTK1dur2sQSIP0wbe2sBb1Jb2pS2BfxEJtIG3fxGxton+ahLIUTEBN11zpSSUrxbgrVhzRWqNJZNUS8IAqmgeBufhKbppZdOd1g6yevHVP1alockkwFcYCW+ObTv6sxWtOLyaE2PcpapT1oDKirDjYL62h4Lk1BwcywnZkujmKmeuQvIFM1xnJ2l4/OVfwMvVQ1ZjjQNNatIqI610iIsjXYc0dZ+Wblpp9HiKH/nMda2lLs8b8oC6lUeIwimJYFmV0n2UQZ0ni2gQKqWKy9XLjjAL6/DTsyUi+Pb158i20vMVQnTL2urNV7/SkmbJwDIFsLjdnkqZHLMMKc7hy0WgSXLGN3YinqWurATAm6uXEc3kE/m/fx+eFE00yRErxflRgXJ1LuTpaVnIkE1R9MIM0yz2jKCkFlpz0kkrxAb7pEhopeD2JtC2cpGQkvb9tHgzpbyjuiWLt9OyFFnQtqb/XCzeTpklGVZNfGChv6e72je60Wj/8csvmsXbQZ2TtMPOeOuuRvr6za/TVm2Vvlloihul5ZYynAgY8vOihsniSpFEOWR5GP8WSvaBIa8EMuaUxrx4m5TF25th8fZ/f+9HZvF28uoNfXRhRunL4k31tKe7q/q9sHj7vWeerEbtjLd11TZ9YIEknXsvEi+KBnPGk77u2ullK4kg1fjnWchqnnWUdN1eQnKPChvsq2l4uSOAbO1pVUWpecokmn/Zz3ha+daeYmJVc+t39BHZTyT4nuBQkiVkppYWKVi5GQWuysNdLdWfveVnvP3t6z+xs7SOnj1XnboaFm/6kibumV17JOuqevnQIbN4GxuWxduuHW7xttY/vNFlfZBS1NX/SRTBv0WGkGhY/sREfsU2LQKQJ466Yn9QiVX3lKPF9RzErxYRQv5Wx5Qe5es9CR8XIEYQ1SXp2LtWL9HL0kFC/MkF/zl5NcbcR7wlv0HIcuaelDwuqOiu7guyf0wLlK5oHCyYiPuI49fFMLu+rW2WlNVVfd30nD4uwEcGXnvrTUvjsrYnch7fFllFbdK5X6Mqmy8/5dsRn9A5fPQL/ZJRt66dkmcCFyn/rLe0ZcLyr7auiRzoYsMD2Spyq/NkjOCVY0gILB5DEBE5ZJrWIozFpAI1rrS+yTjj7Jis+viS6YnTp3Su4+VqXltvb8nyDff4/kesfJ587PFqRPneuE4fU9EZd0hxnc5Cw60RQVLF4i1aWcuQZYEiPxYweIMPXBSN39vvyp/IVYtH9gDek7gXdcIt3ryfeevUmWpeFm9vyOLto0uXZZk8U717+aIFviNrZNx6WbytweJNW4gP6yvTWLz9h1deMb+DsvDDUjnPr0N4nWH2XGpRMqdrZM3aJwRK2VgYfsivX6O6UqD2npJJXSN3CbgfbVRlF8GKpaP6lpC8ch0jWQgz04VepNZkztIrul/yo7fZv5FfnOsjSlhEku9VLd6UIOlEz1f6HW9t8rA0vC3TP+Ky2yBzpU5HHrO/zz6O16lP5pEUUCl5i7ukmeO0tzSYJ6yHxkoe5+XnCWb4SL6UG3KMENZuPSK5cpdXz1HIy7yidlrfGlQjULaSRskQ0WKl5ZM/R7zgINtJWuMRn/vkocmRjQ+Kjti9m1DosCp7IP2ilL3RVu3p6rHoqTu6tBQZFkJXCzbw8rC6mrwJFnW4cJPMWkiPkK+yuiN/F4kSYeuDXPbbpEXSXkoeqmw1FQNQhE5aMkvBstAtzHqyZXzMeudlHTQilUzNLfOhpZoXjBY9ODLuFm+qAwqW84DsC1w4xp3xDlMxhIkP59HKBg+lkeNTR+7AUVSPLf6iXZYxMKRlISJvQdKolZ/w8zZnyZhXMyztylzIPetfSiU8/ZK/STef29e2BD6nEtB4Ej3q55TBNltfJAlEZ8ugkpOUmHR5d69fRgn7k1xSi8lojZ47++AcVHLJjygEt8ElaC8H3tzfKSwZ4GURrCCWAF0A3jTodAcotRJ4g1tnqiNnNDEJYfjOlcl6WI9B/ROAtw6ZoZMmOkYCb0UJjXyjHMI1g20OuAmEpPw8fcuKBm5PFyUafi1+dAc+wElOBXiLHClbdZfh8VtmMcFLKb9QOAwkMJmITgzYHQFc2pbd4DmBr8Q0a+BN/HnmCt9F4UjgTQN/x5IDhan8uaJDXDHuRapq43ynvubbS8kxk1JXomLXg2XNkkWuYoC839dh2DifKuq9JkWmiCtgKiMhLb2w2qTQtaKUYVDLcAm8QTuBt86oLzFdMdZDtIrhGckJjtXlrG8BQHwS8PaflgFvTBgA3/oEvO3/VMBbbMdU2ZI2oBuTdLjK+lZ49WZANlVudkn26yt+wf+9EHyCNZ8IvF27qS8AArx1BvDWXX37hWctkd975oiANz6sMFht3RBbTSP5ziz4SNNeB2/3OiNvNvV3rpK3zFPWEbYzM6GkPF3ZVZaiSUgwFKzlLOvC5wd4gyNlWHJbAbz9OIG38w68CRmZS+Bt9x4rYwfehqsx22q6HHjz3i3rJBLIspSQXNQha+SZwE9OTFKO1BWvL2oT0U+nHIN7owV9XA28kS/7r7brCT2MwBt5sjLSdTHq1JTAp0W10+v6qunFWzqIX2D699/4GUGrkwKn7sp/ROfubdAh/HzR86XnvC08tW+fldtadaoGvKnn6gqZpvyz3iJ/q8+KsRx4i+rswnXRlr442wi8JEiRfVgCMi0dQNSFBN4Y0/hHVvnjeUJf+MS9rQ8pzGtb7Ue6Xrh0Sfm8W03dmTK/Z48cNn6fevwJAW+bdK7dQDW6YaPltz8WzRJ4AxT23l31LiuOUdFP5MeuwVsGKf2WguW7jJZXoieJfBfFFj2Jv6VMm8DbmwV4O1V9qLw58HbJAvN1YZwBb+rXd40KeNOW4oEG8HboIQDe6CMlcf2p5YYwrS7xRp1AkVvI3ftNus+Qdr6HStz/xoE3uFDdxyUAAqvGgfjIOp1jwErgjX7K+f2VgDelmzrbZwXesn3lkSXZh6ZcueZ9kanlDH71F31BNo7fGPAmAbpESD858CuyQlwUZ4J5HV0+MNfAG2EkewXq7HIQPVuw01NkEsjxvE5ML+Ul7zJFiAZf+Ih6aAGDt3xVylieCdQKzbag3kOJdqaluMlTXolPLvnLBZUc37x3i8iRUI6PWe9cP8wcZkJ+fTiANzJP7nVJ9u2JF3nDfTy0isMCMBaY+1jgjbhNYisfnUD7ty2Bz58ENJ7UXcjnj702R19ECTC4ebWk+/UOOIchV06kIPE6+ua8tlTlHNWzc4/FV5Rhiyb/PEg9gTdTQPTeSMco/CCBt4jHyk+HADIGjS5b0YWeK5U+sYBTUdB/rkX1iHEC0MlUTT0nAJV5NMsOa456Y1cUzawBmuQrLkpWKvQ+QJOOv3HgzMO7sst9JBxkyFvGT5QACwjPhXFmIVN5sw9HiATpuq/dNKhxq3fGZ1xNhrrHJ7RCt1rxnBbAKiZGAF9IjbItW2RdBxZlFJ6Qo6VB7FCCUmG0szHwhI5bvKWCn7ltAm+pPCVwZ+VmrMODJ5wTM6haslx1Q7E8CIu3Oh8Abx6yhPXsi7TL1ogUz8icqXX+0nKI3CJeJuoHoiMChQjPLHcLquj+OiLCpJwrc6pr9hgWb+OyeBNo+Bfff9XCvP7RSftaKF9WZKLbrzPSDmx2i7c/fSkt3sZk8bZRXzVtWLzF6uf9mDVTajkR6YrJS07kLaH4CdZMoM6le2SWKecCJkZggLc58TYp64+fnzxtEf46LN5OXRfwNj1r7QKLUCzevv38MxamAG8C3bYZ8NZR9UWiHfdUJpFoyjBf3A9FD3A2+TIZ6iF5LnUEkCL/ZeYobjmbGBoBbzX2MipVnsmCd6aRk74oMOtRjI4SJ13C+R1vPRatKfuJup9xLo3nYNhbXcbyFuEtivqhr5qqPp+95RZEf5PA27kL1UmdoXdfVlSzssjBPbtrt5jokMXbwWq7vmhqFm87HXjb3OcTo261yeCg5jNlEz75iFKe7azMkKL+JP/U7eQ/G4flNfLGBWmUvpQHOcIk7boueqRMn1DBUord0vL0gpATC5qRaDzZxRhtBGr62X0t97yz8c24VvLRh1nfrfDWlgpfPu27H2nM004Vb0qWb+NqD7Oy/Hrj/fctlTeOHRVAumDnNdKeh2TlefDR/eb38jPPWhvZIkBubW9vtUYCwPqN3HTnrF1xzFkWo1ZnW8aD9+Kj1EY9u4S8L7a43hFFGEUxWqpvFtBrqMeh3rnnPSOsDykoLn4Lqov0UXf1d/a6f93zJ0c9b1dl5XdbVrs9svDaMLjOkvzal79kedsny9yhdYP2gZh1+sgE1GUHZmF6RNjrGnUi2qMzorjBEf23Ba95i+iRTyPVcu9vIpoecpIJGahm1aDM7NkiaPFMPNxR/nBvnjpbzQswfeMkwNvlio/gvHvFgbfpuVkLs17nV/JlVr4ifFhnKg7oS7Zp8XZoy5ZqreSBkBPwyUUj+DAxkzX9eU7jN8rKEuAVgTPDWXAeVK91oz97jP7RlwDrKE4OIhEOLxtLecef60g5dumFHO+zv+BRcS0RTzh1B0LyJtniucjagmbdEj39zzPacpE1c05qvtSlYKrvli1oGR/c+LhMn4jL8vP4Skj/oWEumLFWo5f0w5nzUg56l3wSE3pZ78kMtLxFOdUMm/oJCZb6SVyFz/7e5GQsORV4KqBkEZTTxa/QTp3JuI22YMFq/o1X4tj7pEHqlKKeeZUM2Fv3S3mZVwRxH8rH6ZRrBOZtiFs3odeFRb3l33KtXrHo2k4HJooEC7pmzPiPgpG2lYnucwdBCRHpGz/OpAI5bfsljt57zYKO8+b6iajKv+St9JNeuxh3jDtdrSYRMLrXUrZOvLDDjfGyouw8lUJAhPwNPOSdk0nZljFEr3PxyXNGOL/zmM17Umil5xxFSNt54vmxWPrx2Ego20suEzs/9hvjSrZ7u3rEwkskG/Q8rpWbbtM4IKUdkrW4Xv4evv3blsDDJIE28PYwldYXhFc63dxelB0wgwnOgbfouX1MKFJBUasH/RgwwgLINC5F4639KeCDGEx6nLRoa3TUewawBG7uB/CWSgUgVQJdafmSA4+NxgwfSiBBEge1lGikYYN7oGn+5Ubnh0xkXu1NZKQe+MmzP5UBNhWFxuTNMgcx+JBL3lwa9qoRxLWBlcCbhrSUW1F4aj6dshF3goWiclA0PKedyrMrjOQQFSa0kEhDG6DErf9LmaYSuVRmEVFyyqtbwZG+07Etf6b8SPHp8C0JaUmRekxeYTiVnwLyIGsTkHiIgi4KS8msSJM36k0oE2majzKRioXXAYWNLLYAb4mipmIf04AsT8uh8SEmI12bkBt/njb8p2xSUXTe8RF7If9cPU1F37aaArxpq+mf/8CBtx8dT+BNZaI8sdX0sbB4+/cvfTm2mu5YAbzltoNctYbZBGpza3QWcYqPa5ZBXo3h5T9Rpsl3Am98BOKNE6ct9F9937eatgJvfNW0Cbyx1dSt3dhqSvPry4TjsPqUO4XPP9yDQGts0laYLzcWptQRyt3+leIq+nEHlp5RltmG80sCWW9QdCOIys3TqPs5p2lyizqZ6aqSGh/8RDdRZJv9FPRKqEZ44jCFwM//Omz74hlZUOH+VsDblLYwviPg7dQ1bV9UvZhdcODtGR3sDj8vH66BtyfGHHgb7fV258Abkq2lW9qGpdCoB3rOdibTWvPN/oqEMi+JDWVmsxiJkPc5IbUwylhpNwRKQaSMM1KDQKZV14RGRC+aKGmLxI+7jGiS8TJLr7xm8jUjmYp8sg+LgmypUdFPJPDGFjqSA4CbUweHFdi7fN1U7rs//bFtPb12U9uvJyergbX91Y4d28zv333t65JTR7Vv27Zqw8CAgejru9cYxz3Rl/nW6OTLoimOD1pYtOJq3njyXOWENMe7DMc1XUIrxPA/jaBRBotxBYaiy+RLntMCFsnb0ZMnjcSrP3ujmlWdnFEfMDc/J9BtsHp0317z+7Y+MkDetsvSb0Bb4alFXhOpWxZE4KKXC9Z9AG/mUt7RNjpkduP1FBmXAvegHmPFPS8iZLNJlneJByTwRnhaBf3mVAJvp8858KZt9Am8HdN2Wty08opbr0UPA960ffiQ2ptbvL1kfocbwJshnMpejj05Tlh2jNG6fOv2YmT8J+pyaa+RORtTJCeu9UQ4ANeUlShk/xQS1nMqPVwhljLWXYlH6OafnnIMiIYP18td3U96rUSu/OFyqyn9bMb01H1pjjCduWiUARq8LS9/wpcCjvDZ7Ot+VmlFneqMNmVtIsMHb6nzJdrk3FsKJYl6EInIYj4BuNQ9QkQwpr9sp57/Wrb+XMSrkEW2+dJoezhgfXeeLnSCQryHjyxTwgR/ca2f/A555LsHURfY5O4OyiQOTX+TfUllC3temmlxluUdIo7649Ir9SwTixS4JAedcaxJeqV+D728T7nBT/KU/Vou0qMzQpPyr+tAyD+OnGFMI0v8ZR+U+lCCW81813IkBk9+tQc9+btQKK2/Mg6MDw+T4Z2PkIrzEEyuLMk61RRbWmxmvqCd8q9irlS3slpGaSH5wBbSgxcXrIY35zuBT6tTKdzMZzCQufD8+svcnZLcpmQzj57/9m9bAg+XBNSvZFf2cDHe5va3VwI2rKTyFdmsO1xeqIvO0aIhhge29Y0XUPCBT/tlPIQ0ct7VfwoTljs92eMrTQbaVOIImxZv3OM4G8cGI71wmwFoQkB/GmMIx9ho42OE1yWYURixY4qdblPBiyHV4joF/VqzbA7BnkbyAclUrJk04atIJd3UHHLSYwO+MUdAC12YLOf9RE7MPxSsXP1NHhux67SC82BCFyUU3UoCb54vIC/+gloMwFip5UCaFm+pBCVI5oBS0F1yIKBYi9iAL8EaSOgWb7HDNXNasgz/zgtX56N0gSKfk4cEBJxFBJd/ZM3jJYBivCqgxU1FJ66mTFpZi0Tkt4BiXpPwSAmm2DKoaEYdQJ5xX8pdMUvGYA8qUbQ5sc06VoA3Tfj+PCzefnT8lFnOsL01gbfHPwXw1pkWb5Zm8FAm6cEA7NbcGVvhU3gsz5BIF/Um84G1G182nZBl2xth8fZX333VLGIA3saxeFMb79I2uh79ffv5p42Sn/GmraaydtseZ7ylxZsOwzLmSrsVp15ckkPKj3YKJZVZyWYy5R5qf2TFI0QvU9oEwFv2AR5CkSKQ9U56GSq88ZvKbk4wrA8heXk4HUXIQEWbt6gt8WGNYOSt8B2MOB/NnTkehnPDWoA3fdX06HlZvAl4w6oxLd6e1vlSVOGXD3PG2yZZvA1XDrxV1UrgDdnAgfjPhENW/uySy/aWtihR2y2m50N5iYw0chSURD1pZ5gIjNWJT5rkEX4ZONM3wQWBFC1lk8HNn59II8va38fLEtifk50St+XGA3sKETFn0Iw9Fpby1p3+JwiZPg68CShVf7+gfN4ViH7i6lWL9epbvxAoNV+d15dPb8h6sVsg+rrBAfP72osvKusd1WM7d1UbBVoNrumtRvoHLL0CRmPFTc7tv/OWffBqwFuWRfbPLmsrbUuz+ZNnH7kFksekfyKVBN7mlT6WYFOy+BrXl4rnFuartz/8yMi8+e571YKs+bzfXao26uzGg48eML9vfOkFy9vI+g1V/5o11sT4eisut3nll3bh0YA3vCNMAhpMDPmzmAkuRGE6NSPp/n5rvxEk2qh75Lsm8IaP02m1ePvFpwXexBMWbwa8yWrxP3ytBt44462AbiQSwyv9E86qeMmLc9Ec8ywMr6MRJP+lvwLJUx/SBN6y3K2iQkC1KduHp8Cb7BW5OtUMk3UrpeJXYyLKWVFURkmLFJrPSdvHaWizHOppPIiMp/yJmnlyeF9dcYB60TUSRGE8VPZB9uik5dvCSYpYMsmWQBAPk4utafkG7aSZ43Hpi0qqNY91rkXPWMorSUThxsUDuJytnJVW5sP8FN/yGOxn/FL+lj9+GnpZ5I4ysuTJQBBPuRPe//B04pGEUeItzt7pJwG3OE3YPZN6FEICb67Xee9nRan4yUmI2Pjxd/wq/5ZQ4Tbo20tLpSwkL/OBXoq05FFkyK5TIwD8u8D9Gj24ApBClqkfWeLgLlwR30rGAnnCxOTRxOkJuAe/eBSHZ/0i009UPekQ3FPiLuqBpexvM4mcqxAK12CppJJ1ok5VFIvAs+Rq36gSiu+tyr/OGimaYMVlAd48XYDbuu1n2PDzi/26lCT3XEVQKqTsciUepZ65a0Rs37Yl8BBIQLpIaVkPAbttFr8YElAnG9Uy9Ysc8LOzb5FDjAX3DXjzhzI8xErXfR+TNHw2VMYI1JPaVw4WIp6Kkq/i1EMgQ0xR3oKJbEEGMukBckkyz6/IQd0mk6Hg5yQ/1xnJa/KdA089qHpiZCOyUvjoYPXW0iRtbhQoEr4bFO/b+XHy18CXZ4EkgJP0mtpA5t83xGiyLrLwZkNejHdNOdj7Bm9FHQXkIJ4C8Ee+cmW1lK0AM88ng7Jzk34WWT8882fqday+YV1jDsBNxFHVcrKafHsAj5v8Z379NDhC4OMZzHE+sihwxdNAYU2gNgt3qS5cS8ZAkvg2e26N8FV3L80y2YwSZJtVpGzxmz+ryTYnt7Wfc5l1zeND0fPL1ZRCBQN4OxMfV/jzH7yGV/WatpqO66MF9nEFKUhrNVl/fHST+f0vxeJte7F426SzhXDx+QrxDv+ZB+fFU6/Ttwgf85MybnrXefO3C7rwNyE+f3b8jL38P7/zfQPeThvwNqPzX3R2lbbJmsXbc0cszO89fXiFxVtvCOpBWJt4S/I13VSeS5ukPlmdqvMStc3KjESSf655n3WqS4IAHzO/EEopp+RDdSvbeSrU2d4LIAWNnEGmBQmzkUxUlRny2Yc4JF1qNGwWlzyWF7rhnQNvsdX09dcFfjjwlhZvcwJ4cE/t2WnhX8LiTaDbmD668cTYmH1cYbTXc96tfoYaQRvL9LKfSRDfFe/MgIfKdouMyQ/XzJNuzWW7Tbpc812pN/S/ek9bKRPfUP6ToVrxJ2CkH0SzPpOgUyIf4dl6IYgz63f2S5AItsKvDkahkku57MOCR7rvdFknU27Wf8Cv/uOHjKYj/NGzZ+wDBEdPfFSdvnhB57/NVGcvXTBS+x55xK7PPXG42qIPD2wd2ljt37rdFm6GdXA/jg/7wLCPu040ZRsiMjlk/sqkJxjO7Ji0MkLwlhZ78A/PVOd7AY7MQ1CO/oktppdu3KjO6KyzWdXBn/z8F+Y3MTGp7f0Pqr3a1rx1dLQaVb178Slv54/JAgxH+RupKHfuWc7BpZ/VCXujnwReon+3OgHf/OViXYRtFInVzSTBtcioGWhZvEYr93ITj2nx1gq8XbGtpmnxhuUpzizeNC7uUps7JBlg8fa/vvJV8zu8dbN9XKHJWNahELFlySWhEk4+8yYRZxVMtpeC68fNEttLo69Ki7c8pqG0Ecktx+5aQ8pUufp98w0ZSHas7pWn0BnyuQ5U9MLsH83ayfLg/bXRpAyhnYWj+3hVyivzaPUW+vlHxHTET9aD8WQl+6aMlsGImn2RjdcKYGFC3gkO5vmHQTZTtGumYbpi+OQ4kYukZWu+GKz7s4zpVDPPkMj2mQuhqV+Tv+xnCrgTPS/9dlAqYbKfDrYKd9wU4MxaOaLzf3CV8lrMQomMk6+0tEqrqi4xizdaYVdmIuSXY2FWWyug2JXhC69eZPADDddOaKdeGVJCXO1PP9kFZ5OwJBWZa7ah6C7gFtISv5cINJL/jK9PPSld/WvEhxcc4Ze79DMreXlmlgmX4e/HYqeD3/goVgTMvJEmLuPwlLSzTlqACJPhPEfp0/BUAJtb6FVXNBhLMolGFPp1XC4o20MKI4G3rBMFeFOczGgw0iSb9b0+lsMDeY0iX23gzeTc/nkoJaCxIVvIQ8l/m+nfSgmo241qmYNCG3jzgkZ9SH0yB9M28CZJaBBHKUzFsA28eX0xpVoaTRt4q6o28LZysEDZbQNvmqyE1t8G3pjg+CQnx5mcH9WTHsagFFhMiPyiuAqVEeJdG3jLaST1TOCjdJs28OZ9Uak2qnO1lNrAG9JpA29t4C3bRxt4c0nUY1AbePMetP37MEqgDbw9jKX2BeA54eBcTSq6fLmpwbmYJ5TVesA6VtWJO62zYnDjWlG/r2WrRS1vcZBz0w0PDNpjn7aqdLNtUctcS6x6K9g81mRyM1p95nyNJVlwLWlrFitxfWvcymPDWh3mrPR6FQ8jKKYkOTFZsm2QstoRGVKdV9x50eDspMl5bHkqHXA/bbzO62tti/cXTQHNszx6ZIWE69X2IM7P6tV5L/06n4f7TfqCG269LH5YnexVTN82q+ljHIK8ULkNDFZNgJlu8QZkpyEszq9bFLesxGLZwt+ieBwXT7hJHfBMvEUdSO80lI+Q39oeP1B9g7YtdYsHtvoMmAw7qw06ABrXK3kjD74oBzTGfXN7D2GQMduMkMus0mfr45040D0BtE6d39WhP7YTrouD3HtiFY7zgO4hV53dNaMvMFq5z81DulqEnmizYskfcuqLL7VuWtdvk8RBWRD0coC1aMM/POb24y6tNNqqKSuOseqYy8cPwuKNM0I8Z5S6l1eW+51FP/B8TgdoUxeR4bi2hOGmlUfjTXVDr42XXL1cq7zi+mWR0qOyXiOLrrW92kol/of6+82vr1uh9cx2ACbJLmfzKmWkABCuxlWOafH2F99/zQK9+qHOeNNWzfsqI/jijLfHR4bM739+5St2xhtbm3bIwqRfskmLt67cx2spKu9Kggkl9dtrtPKmukzeZpRn8k753Il8cyg8jnK2uqS4/CMvHIyOG9KWOLaPdqs8urSVCiusY6cvmt9f//N3VB/vVWe0FXJcXzW1baYKYxZvzz5pYb79jFu88VVT/7hCpUPl4VCr79GmbdO4VmDhPQ/knrrrk77J2XkDpDj4nHOnyMvsXed7Ma1HA5nAeoH6jxuMujmo86bWqJ71qdzWqZ2Qv7XRF3RlbbGVfXiiXcZksyy/U5rmIxk57fv2ERHJGHnLb04yoL3Ql4yLX9yUtujBK/0IMreQWDMpj/3RXw3093l71ZY1zsWi7G9O3bH4/8/r/lXTd8+dr05fvWZ+c8o/7pk9u5SLqvqqWbxtqnbKeurgmFu8be339t6FxZvSd0lHHuhL5e6FNetd+dPeAfxm1AaoA3w8A3dH7faeymdRdYwveDoF/+3tcTnQTrtFk/JeGwfpD6/zvnBAeaRvJCQtEV7Kqn3IFmDIKZpYSNbqsF3Dh/bsbVphMnREohpl/Mgo4jXX8t6F4B78tnjG66iTaXaBLPyfl72FCuLZxhREMhMx6IVF9yRtWI9ntfX06u3x6vr4reon77xt0c9e9HazY3RrtU599U59CfPQI/urNWozT+/ba2EG1c900VdYP+djXlRv8eO9sMlSoZFHWqLkmZy1BQ7kYCx41NWp6apywToCq9JFEScfl+LrpMfOnLE6cE7Wbsd1/4D+4vak0Tly4DGNf2uqQwf2V3vVH63T2MIXPnF8pRVHeAjCM/YmuO6ob27T6lwlKOi9FVGikDyKBcowRkQ/WQ/8OQP6U8oo60HG8avTrtNQXPKvNKesbVbVG7HV9Gc6v/LDS1f8q6aSAW5yxtv0BuV9jfoO8vykvmq6Vvn/92HxdmDzJvsaNTQpf2tXYdF7l3ZL/owNbQiTZRD6Dfnri7G7R2WOCGkrtBmqI9a67rLksG/jXpKI+lpbYQZ5ZB7y1jdzLXpadC8yvquvp59ZiPMi5++5XmJ1naiKQXSuGtbMMR4xJjDm94hvRlfGQlzy6F9Et1dwZzfJPrLg/p7aBn0kOaDvxuX2abaqokYQk7RwbNM2ZwKRTBXX4oseW6Bx8I8lo/UNikefQ3vCre+VXqErHzFJfdApM+ZZEJM5d9beRdf7bOdtLvopnkjDXFz6Iv+kRR6SLmHSCvEusoWmEmOrH+XdHQH74uug8Mt7yGYppzGapQc9aCgE14UYM6fjC9d3pav5+K3Y8sel2Nb29Jos0VXpq8ls7rLIfiPbhKUQelUeYQGvsEvuMoe1haNnxKxnRRc9fzHqHcdS4PggkNEn71HeD/igklxuOcVC3mWgE4Zj7FYVNXdXeiSyY5fIYn5IK8cOkxhtKXQvK3evL1n+HHlDeVJnqCeQRafG2c4JXanFlB91bq3khBsMPQEZ0RUrdPwpfuSNbdTe9StA5DvLb1EZIAbjqtVXpX9P+gsOfQmHxSNhSLdD+SaZNepfcF6nVFeUBv0qTb07dL3Uh/Xa4hCPP3POrOUZ2rj0S0u51J2zjRKiWMiSoUYc7p1LlWX0N5lHT9daXennCd92bQk8TBJoA28PU2l9gXiNccY6c7JNh49j8uE36pozUPT2/sxQLmVCwRj87sSkMbfUrQq8rVtvJJvAG9tNIDsfA/aMJv4OvN1z4E2DTV9oGkMDAG8dUo5dwYHDVBgSgAF4g68m8DYR4FANvAkm00BPPnKFKwfz1YC34QH/stsGDaAMpFj0mOqna0dsofk0wNtdccuAyCQe4I2vHI5PLwfedAYPg7Z4Q+Eij2sFBuISeFurAXxAk3kmxQm89UlhMXkonqdCWXqB5YGrTeBt5q4DZXdCwUNdIHQnSrjy2aOJ5rqY5K8E3u7pQGptrqXcQ7acg2TyRP4iZICplC5cAm/rBT70SpFFSVyXSghMy/0mgDcABAPeBDihxN6KLUQrgDdJKicECbyt1YQYefaKZ75ISDkP6eB0XP+vCby9JuCNM9L+JYC3Owm8Kc/kHcVzOfCW9Qk1ivZD3grwpnOcUIgTeLuzKvCmg+R1HtSvDLxJcbVaqXQTeJsswNuctrMC5i4aeEhfUoA3FHtaDHVEf/DdHUBpAm/r+9YaWFoDb1U1EED3bwJ4oy8pwJsmRbckH1wB3qTw32PSIb5zi/Ta+ABCDbz1qS058HbrNw68RQMST7aIoWsCb5xPRjtoAm8T0d+0AG8x2aNu4NYIeOOuBt66rb/h3XB85RLgjfbCnNlaudp8Z0x6unLyJHrJXZD+VwbexJz1arpEX/jrAm9TokedOHftWgHeXn/7LRKqTp8/b9ftIwBvawW8basO7QN4666e2b/P/Narbtik+F8TeFPKFyenLP1jZ07rHMfpqgm8TU+439OPP6FFrt7qcABvfNVzl847wwVGY2My/TzPHwu8Ncs95E8cc6VCMD7lg3v5aOf31uDzVtdMP4uz4aVbp12nIbqiTd3/TQNvLCYaUKMrW3Zxd2OBgz4AVgALujXJp/aj6+AA3pg3Z3sh511UJHN+E5T1hj4v8pSTfkXwN+TNpbEa8HZPgy8LHguxoMYiI862zumKyO1P992xoJXAG+391wXeGIPpszkfEZfj7GrAWy52mlDEFyDGcuBt7p7rGV5XAngLmW4Q8IbrVYY+C/BGf4irgTdv0/ZSQhYrWtx1GaOvZB54TxkkSHdXYxZ5TeDNyhfhyvV/RuCNkW5V4E3gFICkjy+u4/UEuodeaPpoAG82tgffv3ngraOcEzlLPZdbAbzpNVvVcQV4U51Cb7CxO4Av9EMcOqMDxQ3gLepN6tU18Ca9OwDX1NXzyBtA3vlsi1G2lAmlRbr5t7YrANvPALxRGxK48pwJXFMGyAL1iPpOWgV4CwCOvggxIQfAUMomgTfywTN9wm8CeKPGdeae7gBX67605j8HX6+hiiTnOVkNePOxm7DZz1uE9k9bAg+RBNrA20NUWF8UVhk8Ygwt19AbrI92f1cskAkTWXPRc6OEYlXBZP/cTT+76LgOC2clkMnqggYkBiCUKdzje/bZgDO6caNWk/sMoGGhB8Xi2m1X/m/eGq/uKe49KbP8MWkZ1sHtuIN79GU/DWJDsnxDWcTBClzNBHB3axZQ7YHOcJmThVucZ3PrNkGrqxO3bJCcXeA9FiAoeq48XqbvKwAAQABJREFUA7jhmCCjNLOaOCjFrkdAzO7RLea3d9NGm4wOafK0DoBKynFPaM/KrYVpDnichQFvC3Hw3Q1ZyzBo37hzp7olIAOA4fyN6xbvxsRtkxUgBAoYCgyKDTkcDIu70UGlL4uxoXXrBGYNCpDsqfZudouEbQNrbULHuWDd4gu1Ma0UugKsuC2QDGUBq5vLsnIA+Dt/c9zS56uWlNVaTaz7JIN+Tbq2xjlknWGJcVM8zsl6EHDm1uQdk+V4AAkLAuJsZVb8kmesOrDMw3HWEcrPFpX74Nq11XpZAm3bOOR1YSCVZz861iCaABFz8nFfSgWLdfe1VIx8OUR8EcRXLq0ZL8n6BHlOyOLy5vSUWfNcicnmhOQOb/fvIVdJVFHN4lLxB0wJU7krv2skJyyTNkoGgFG7QrabN6wzqx/AnT6USMVD2TcXdRsFC2VqXGDfOTvjbbH6i++9ZkEceJsR/6zuusXbo6Nu8fanX/tqWLyN2Vle/ap7wwL+cF3iF2dWN7rFgoUaAZ3bAXSfV75pfzemJs2iE6tE7nHIAgqLrJrrBlUqV383DTgIvn3zVrWxNdV6AXDrVKfmBcRe0pluuH987TVbwT13/YYs9gS8KY/IxS3eDluY33/Gv2q6Zf26aqus3hBLyoZ2T/oLKiuyQructslKVV245e39kurfrOrUtORmwLjiTMlqELdwPyZdEjhzTepQT1iT8dVIZUfny22U/HrVJ6yttqwfMh7HhjZY/EGVFxMQ2gPtgpqZq/2p2Ht7xUcTdZUs/N7xeVlFe2UCeUtWYrcEnPKl2ov6Yi3uxtSU1an5u3Pqr7wvqWT9hlu/1stvk/qtNQJ0hwbXVyMbN5mfT52q6vtvv6t8z1fv66umZ6/7xxXmYgL/3G6d8aa8vXTIv2q6kzOnxtzibZvaJq5LfDE3h54tfujdIgKRm1A7IB+3JdNZAE3J95b6HCYIF2S9iAMAZHWe/gYrWxz1F9erMsbRfilrwAP6G/z3bve+cItk3Ke8sSgyoCsx+0hUrsek6WAJbQU/JqXm4kpQ/3PZ45fpu8qv5wyEX9BWFVzpws8I4ptplZAKUNL1vDppjxiGAC0RzV8/6hLNZbnd1QyfunJbdXRa5TWuevDu6VMW5qdvvW3h57EmlFw3bRiqdqh9Ib+XnvaPkTyybbPJbY34SYsjLNzMhTUmlrVWVyVvJp64tHhT0xdT8o0oXD1HukYe0+Ltrjq7KQEv9OtvnT5jdN4+cbyaEM8Tqg/j6qewSNkxPGp+Lx15yvr9XVs2q68esj5yUNa/5sIiA74oORa8UsxZJDznu7yWF06l/lWAqG71u5bAhYL5l6fIdyOS2EkJ6C0CgbAqShN4+9lyizfpBkcvusXbVCwebZBVJ9azO2XxdkgfOOlX3n//yy9YUtuHGAM6Zek9r68Pu+V3LjrN6Jw/ksXqCVl3C/jH0o36vDGs/DdoEadbi1n9ArXRXeiX+iV7XFoe8RVrtWa9Qb6e0QQwWLCgVtCPWwhd52J8mJhb0HuBjNJ95sTbXbXryem0bBVvoogdGr0xVsO0IUSUOtR69Sn07YyBA9KDeiSDjWnlH5auBhAofcoh22JgLFrocWtzzsqb0hdi6fex4Md1pPWxdCH6bxZO+qX7QWeDxgzcA5UfAMCsZDttOyZkWTw5YX535mcsb4xbACDU13X0/XLbhhwU3siCnt6vQb4aH+AyLfYoDxxWyfwhm1th/Xl1+o6V14LSZ0wVRGLtDT6HZLGKG9K46AAhVDVGqE3NxldwJ+7oTETFA3RBV8NikN0JlPt2WSnjXJ+MJSC9h5u0mAMs4nlG/TULTwvqMyYlQ9x1tVHcjMqW8R1dlf6btmYf+dCVMuqSfCkzFmNZCFkn3QpHfUPGyKVLfRYpp/6eH6XwMVFlpHCEgBklYY66xttFXaiVyGgqFquvzfli8azazX294yzXpbCovq8xEteZFp+0KY0P6K2DsYDdI15x09IjGX+mNb7e1heikcWD0Mex3KJOIE/03D6N8dtHXNcd3bDB6u8M+ix1XTK7qr6MNjAx67yZ7kFbpM6oztOut+nDMLh9m7eZHsM4xwIzdQT54vLsWSz9GBdob65z1bt6JsQ3elx+FZrymVW9xaEb4ygr+KF8upV36kTmf4P0d9rbgPqXfs0l4HG9ZIQbsLDqExSXsubPR2Pdi1ccumztvKQK8BaGAF6qhPJytPAx0FlZB4Ec+7JOusbm9SFjtoG3EFb78tBJoA28PXRF9tvPMN23+ndzedX44M+64sXg4QAQ2wI9sE2Q5A/oBrjGhPSjS5ct3tvHj1dM/mekSGB1RnwGJtyzB4/YADS2ZUu1ThNlVrtYoWXL07lrNyzM1avXtW1RljsaTBc1Me3VgLR1ZKP5vXjwgCmvo+sHbNCyl/qBq9sLPuBfnZwxBeaGgK3rmlyi0JwVTdylW5rgSnGamWcSjbIqpUmKA46BHbdeygxg24BAtw19A6Yw7N8+Zn6HNOlEkRkR8DekQZPDaXv5lJuc1tzsarKxwU4DugZU5Drt83FZHUwLTLhfXZKScHViQnzMVycvu/J/7dZNkxXAGEqDr6JJ5VGBrA/lfcuGYa36ran4stzoBoGX4uGJse2W7t6NG0zxYpsf6jwrwGzBwOWWjhtSxudVVpcFHpwWmEK5Hb98xcLMRFmt14Qa8G1AituuHVvNryO+bnpZIOGMFIxJbTu8JjATHm/oQG7cvJR+UwgiTRQLJi44JnYoszt1YDdKx0ZtV9uzxd/tGHIAaK10ChQMtwhwmeYHF+7Fat49AW9MgJkDLqhKEYpyxp2+fk2KkABBKdNXBRBS5xIkuX0HRUn1eJG6LIVGvKAk49YJYMWtV5myzXS96uXI0JD5H9jpsh1T/QMAxkoPyzhi5lcKOyQDXK5qAnY48HZPwNur5rca8HYggLc/CeDt8M6dAbx1VcNrXHnuCkBkSTNq6hGtCFWdLT3XQkE/fu2qKZ+Xx28KUJ3U5GWhuiIwDnczrJsMzFX+NeVS3n0FdnSdA3+7d+y07dXDAoY2CiBlFf/WbZ/0/Pef/MQmKwBvWMkYiCXlbzXgbXMAb6iGWKTiAJlxc5L5XYmJLc4TqvMouievOFB/9orKTQr0pLZc39JkA4V2IrZfL9z3sGLZgTfVqTUBvDEhwm3dNGJg6bC2zI4Nj5hCfSAA001q00wY6bdQa23yEYp9Ad4gLh/qFZZicDwe1ngXp6aN52sCma8KxKUvOXPNQclrasPwOicQfxGrEvUrSwIKcVjm4kY3DalfWVMNS65bRzdbW+7VRAT342MfKu5C9eH5i9U5A97u2zN+zwO86fpyfFzBgLedDrxtlyUVjq8F0h0zIacG8jfv4q6uq39DxtcErgAOMRlgYgK/py94f3Nd/Q8WB9QNJi+4VMjZukT6WH5S77mOCESiL3pcH37A7Rwdtq14TB4A0pHiWvnj1kiK3NFO+OM+gbcIYnKGXUJ6aIULz+SD/FlAaETeVAVWuvDLsJbg8lBBwL/aDFn+ucvJR4kSHrS5nLjn+Wn36TeUoVn1L4x9bN396NJFi/rdH/3Ywl/ReEM/yURreEhbFCW/b3zpSxbmyUd2mTz71I566aRxMenLOsnEGKnQT60E3hTH+II3u9W44WTiezPaaqo6obhM7MfVJzIG/+i99yzQWx9+WN1WO5tXvZhTHwJvRw48an7feOZZWxADVKWPRtQODSmd6IsoR7i2v1KYzkAWDX7FtTyUt0Ygo9dvm4H9vvnGwkVe6zi6C/mZQPCAsCrKLwPe3om2AHCE2yAAhwn6mIC3gwG8fetLz5rf6KADZ5Q3CwMsZkwKvMNNBYDDYhn1BeCqP7YBMk7jRjSmul6hRbs+tht3amHPx0dAWPLJogBfmrSyj9qJ9TkO8IN2whhgC3OSwzSDoNz1O/7hntu6AgZi7UZfipuY8a3tWs5THwHwpnQAYiQjAHMcZW3W8xr72LrPcRBbAqQYkT5EWLfY85aZxjUSgTmsuRlvsd6/pT/ub2jxC9chWeAAIBh7AGEGtUgIzZFNDoRgMYzc7gjAnFSfhU52XV8Mxk3OasFAMnEgp0v9UU+1Xn09bpcsS3GjWhQAjAJIxBKa4meRDJcfOfC+7p7pplduO+3zutI25sQvYyptrUegKe1uZJ3zNjoybGlSQvxDF56a8bxdvy2dTX0AW43vq62Z/iD5kbd921x3YJGUcjemYnzJI1hmNG6QPsDRjNoj40uO2ZfHfQy/w+KPaBuQIznB20DoLCPKNwuIlNk6tWPG5Y0BSo5qPLYyFrCDrmNtOfrAtEgOOFC5EnuqT2JF+TOxqf/w1nxX6TE6IKNb0pnpNS9M+eLTHY3TLN48UH27L/4pw3uxxbmLMURx12q8oo9hCzsLEbj+WDyakB65oDyzEHD1BuMq+pmPRUs2Ti+prfSZtfWA4uzfscPi7xQAB+0JtUXmGiwqndEYiixvBG8s8sGPjf+q9IB3e6SH4o7sfsRkQn3BypNwCbyVxQvRZ9cPZcX2U8ZOFq5x10JP4cvQ6PDMV6bEC24i9FHmNNBFDj1qT+iHQ4NepzYJOGQBE52TXSXwsCkA0/WSFeXRQ1xd+cs+uKsJvJV+UL2CIvz6wJsSkgOex3lt5woP/LZdWwIPnwTawNvDV2a/9RzTd6t/N5dXOnGc+emeAR+wCpfnD/iXorQKJr85+XE20Tunz1iYH73zjllyYInEuVNMCjDHxr38/Jc1QAiA2brNJiUoiKxaYR1wXGcd4W5oAGYgu6cB7b5Wb7G82h1WFr/74jM2YG4TyLRewBADrSuhS9WlsLw6e+2WrUhfFSB0ZXzClJlzYeVx886E5WdB2xdQ7hhsc6upKUdKn0kmSiIWb+t6fRvbHq2Q4Y7s2mED+JisATZLkV6jpeoNa115rjpceWeMYtBivWpJq7wAPjcE/ODev3RVslqUldmN6pIUKybe58LibVygiSku4ol8AWLxR3H0x5aKoX4pWhrIN2nLLuAbX107sne30X5ybIfJZp2AiX4pYFhT9MdAzSCPu6QtRVjAnJU8Prhw0crt6Omz5ndH75HlRimagxtk/STlePdOV3TuLfoE46JAumkpW1NStG8KnIE/lA/cooBP+EcLsPPtdEURxY3KEglFabuAkfVSDIdlGfXI9q2m6D4+5rLdKAVxjZQTA0miDibwdj9m7Xypiwkw4OWdeT/T4+QVBw6Pa/I7JcUd5f/a5G0DL1GQcNOzccabqrHEa7zkinivyojkADGREyvUm8Qf9wd2OeC6Tzxi3cM2u03iH2UOayocZ+rZ1fItSxiBHOcF/AFqFuDtgxP1V03FAFZCBza7EvonrzQs3mTZxBlvCbx1S7446bbWTsk3CjDg7GkBtbj3Lpwz683Ler6pFXgU0eth8Tap1XIcSih1ymsm4JvqbZ9bG2zXeVQ9UkpHtEK/SeAbCiaTctxPjx2zicYlWbMyySReD3+qX99+9pCFSYu3BN6o+0zScJxXQ6pTUsZntWVmWn3CFdUblPf3zl62MOd0vhl9wB1NZgHc6G+wKsEt2ld1RUGzAqwf2TLdHWZCA5ok4kYMgO5T2azXhHmzKbFHNGnG7RSAgFLbp3icC0mrzC/0Zt2y7ZnK06LqxYKSQk4XBN7jjqudcJbhNbWbKwKqKNO0EMVqgvq/eE/bmpksqB/sCIu3gTU+aRlisq2yZsKxeWTU+pV1ARgeO3vB6J26fLW6LCtfaMwHAPCs+hnaC8DbDtWJVYG3sEDifCc7y0u83KGiyJ3WpJV8XNSVcqNdXFEayPaCgE7chEB4JsiA/Nk/R7OToo+sBKCpjjNpY/FjoyaQ8PSozr7C7RUoT1sZGhzQIsB6a8vD6qtx2OQpqIGd9DzQSoyJB559RIhxxt4Qx+WGP6FsnkgF4imvHsTf2a9+wi8fV70GgQTePP0A3zzBOlrQs/4syJvVqe75+jZAHWMfC09MvM5HW3z9Tbd4Y8vppEBb2guAAYslzx0+bPSff+Ixs0rBImW9Jl0knbIBeOMZ+NdHEIA3Z46tejj6LxiART/zkjqLjybNIRusUwAS2HJ+SYss1IVX4xy60+r3p9XWGO8AMfoFBD/z+OMW/7nHHjPrPLbYD8YEMM/4AujFwY5zYk/68TEqn7jiMkxIuH5hfu4bxW3h/Sdj8RRhGr7lNvJbPzdqE34wqbGE8WxSdRz3hsY5jnd4I854u2UWb94H5XELHIUAaLZDY+CjY2MGFrzylPdzA8Ko6NZuqW8HuOSoCr4AjZuRPKkrdq6T5AQY0qttbZT/cABvW2XtjbyH1q1VW1pr7WpzWPKvTysttQoHQzTpFj1zygeunONGvVMatNvrk57+WS2MAATeUD81aZa5i+LRAbcpWYxZfIF69MYmGjVKpMu5prghrOWVzkYBxRsEtPXLgmqX+lLcHi2WkY+14rEGcBRb7N2LPuiyFuEAja5Ip7mkfmZBgFK2iexfAR/Ycoi126awdt+62a3CFjTeoGNOSq63tEBgwJvOTsRNaxGB+usW5Sz6aAFsrY9du0a3WT6wLgOgQSfcrLEbHZPjLcxF1UDXsgVhgVwnLl4wr2MXzou2xhvxjmUzulWfAaadOm/VQZrt22SxKt3AikN5ZpHluhZwcRevXja+Ad04+9AWKKSXIa9nH/U2NapdEmzfZuwiD+SFo0ZwWLUx3rIIAqCLHn1Nll84xhsc1spmsa5wDxhjRDvPzt2ohWEAUwPelH+2MG7WoiFupxafrP5pkRrdBn2HIzNw3aKFc8tarwvUbfKYYOoiFUXSZUzhiJI7ssq7JDCVbuDUDde5JjUGoqvfbwBv3OMoa+In8EY/MxrA11DweFsg1YLyfEP15sJl2iI7Elw2SzaWSh+VvsViKAu2Tz/6KKSrAwLgALKQG1bjlzXOvXfurMny0k0vGwPeFNYX3qi/vdUT212f/fqRZ9QWAWl7TZ+n7VIOuDxih1zwZl78UF60d/pSHDo7cxb0FbO6kwzuBPCWFm9s96asmUsY6Ew5xQL6iPoC9Ev0gw3qCwAFt0pXwW0La74B+duROnpXFtCtTMQjhaD/7vymMztquKbozOVNDAwxhvjo7iHilQH6vMn+OmMSlpJsu7YEHkYJtIG3h7HUfst5pstmsMXlNfp2G3TcXwNIDIY5oU4z8lm9n9Yfk49X333X6PzDD35og9ANASCYZDNGpOXLH33r26YM7NmxSwPOYDWlgfe6FDWsbN469p7Fn9QgylbTB3rHHwDQwX17ze8//sG/NeV1r7bCbNKgxWoUVnUMmsdi28jRk6e1+jRbXbh+U1Z016UELto9BOy8EA0toVPojZjLGV2MZLmFBsW5r5ttF13V9tjS8NyB/bb96glZn2CxNaDV1Z1xSH53lyscuT0SFfqBDmlne8Pxy64M/PDoMePtlMAiwC+2uyZIMi/FBmcTQxv19JMT0Rgde5Z8SrxBiidKMts2X3jiCYv3jacOm+K1VdsiN2j1jG0Xg9rWggMswZ3Utj5W998/d6762UcfWbm99s4x88MSiYnKZimaGzXZH9SEem+AetNTvvp6TuDolJRFzuG7Hds4/WB5kYgTg1NBhihbN3BrZcHFAD4qyx8m66NSvB8TOILy8coRn9js2rjeVqz7FAWghLJJcOSBVqHRJtiyKKM1A0OuyAoJhelHUe/ePX2iuq2VT7Yr3piasLyw9QWHMkn9xuILPviXE9qOUIKZLKGosm1xveocW1r2h3XPU48/WnFe1+7Nm1XeIwbmjMYKpU+dUfDIrywvAd4ELgHS/B/f+6Gl/9qHAt4EdLCdhQkxwNv+LZvM709eduDt4Fh+XEEWlWEVlSudC9pSJD1OZXe34rxCFPSfnzpp8X9+/D09C9AKizdWxyci3/MxMeKi//6juoR0BTNa/CFZvlEOo8rXsModhZmtxrjTqqeANde1LRmrNPLHFggD3p5J4O2wTXaY8NhWU4VhEoebFthGulcFQgACsr3xQ22tpNze+OAjC3NeZ2XRf1D/uRI+wfClQCSUe71FDZZvbKVg+waOtsBWWSyydmpbH5OPVw4/aX5PyXIMiyy2hQ8ILIQrtkHi8jDiJbUTlG0mF3zwgb7k7Qs+sXjjoxM2IbqiySDgGLK9EhMjLBTIBxYq8MW1K6zpuu57W+5VushiSJOx4Y3DtuVk87Ztlv61ad+SxaT1puoyE7eFKLend223Mnrl8CEDAQDeDofF21adaYeLb7pU2NjxByh7TXUP97MTZywfJy5cEO0JAeXT1WVNzpkIsJUfx/lUPMM91lG4onSLFo4tkPhQP5i8MenbNzZmfo+rT96gPnibQIo9AtEBOPeKT9yg8oysbTulrkbDk9C9yz/PnCJ8Tna8BfHrgZvAG+FwwWqEiHd+wdfvPIny1m7Cy6Fg0szccp9BI6LyHWyW9JI33+wFEKJ6qj9A8Cm1R9y7p85YtLfe/8Amk2yfuiq5I79d211u33jhhWq9LIx2yKpq2/BGA936e7y9YM+Lo9rzBrZy0pNWRlbd9J6SeRB9rsN14snJVJMCruc0ttxUH/3B2XPWhr/3058qliz1BBLRZ2+T1flulSVHPrz4pLeX3aPDNt6xcdh6XIkhAbdcqCgiRkTISY4jF3DUD1y+b7kPGXvv4+WYZ49aJPuJQLrPcLXfKneerBJ0uZUSFR+AuIxnE6rnuNxq+sbJM/5xBYA3fWQBd0f9FG4dwJv6/c2aGO9VOwV4fnLfHvO7O6fT/QR8XLl6pbp241oAbw5qMY6bswkxS25MVrWgIz42aSs8jvP+sPzZOrxJ5a6P6MgCaL/aDW77Bj8mol/haTMUYwJvuQWMcY9czmkwm1We3Fr9GtGrtz46aaDSZS1a3tKCI9ZdeZbjrKyUcPcA3pATIlZ5UVRY7+MG1d/TTw2rn9oovYyjLQ7t3Wt+zx7Y734CCOwcVEXEWhPH4fi4j85fsr77+MWLuj9v98cEhOAWbSzXmI5s1U8Pqs8Y267+TXR2j7lV2JQWigBwbgrAviILburnzQDebDsm9QyG9R8Qo2+Nj097tnqb2r9jpx2/sVUg1yPSX9jS+8hW74toN4omnVRbw9W/sjX8J0ePGm/fExiNtd0UoJxk2ivQbUDjCWkc2LHbwux7ZI/Ao36VvQNfc7IgPXX6lPmdOHNSvAoStfr3oNognWy3FpWR5e9/9WsWZrdAInYPYK1EPwBgelPgKO7DCxdtTDmncfaawCfGv0talMVhrYyb01m8uQOCsRgXmyyqdXz8S3JZL6sywDd0l11bvU4demSvgVN7t2/W0RkC3zQWpVXVmuzfoSf5oPcAVurWQF3SmJfUeL4qXield9yUXvWhgEbGjKNnTxCkmtC4iLXfPf0tsmgkv/vRFvjACM6AN4FeA6pTO6IP3K7ywo2rfwQMvaw2dfzUSXvnlm4iRb0VPQDrES1WcTzNN1980cI8+8TjJuPzWrSb1Nh2SvXu1Xfe0ph3X/XvnIVhJw38U8Ppz5DRlwK4+4/f+j2TFVaobK+2BTQULDn0ARxHrxhwrzLhg3HweUx6M+6YeGVeAbh9R358WCyBt/kAHtH1vB9UX4TOJRkPxPblUY2T6Jej+pjWsIA2rPn27fC2cFCLbpTHiPTLAZUZ/QH9Aq6HDMl10M+Ey762IwaIpTiuwNqLhaEn9TxFN61MQs9p5tiXln40NZz7+tVj+/sWz8ar9m1bAp9HCbSBt89jqXzBeaKPzY42r9HH5zRX/p8EvMmKRStTrMr98F1XZv7h+z8wK6ibAtUAAAx4i878D7/5LVv127V1h8CNddpWIJAkgLd3NFnB3WHFU0rQkgY2zo5gS+rB/XvN78/+4Fu2UrUngDcsNThLDsXknbCYO6oVbaywsNI5L/ANJZR73LydGSVFQyOJTRIYiXI0MuWJRwYqDXIAbzogF2Vpqyy2cM/se8QsAg4a8LZZIJKs8TY7gNLb40poAm+cF6Vvstpq5QcXXcH/oUAueDutL+Kd14SMyS/nkeEWU3lP3vTOvmgmFnO7RPcDrLNciQBwAMR67vHHLP43jgh40wr2Nm3d3ChFr1cKBAd543LF7MRqwNvRBN78nJgRTciGNDHgHJU9e1yxBXijflzQRP6OFELO9piU0oHLlcIczJnwmGyNUx+y2XbDOxR7zlAblcXifskQUPMVAYa4vcNDvl1Es85+/VEGrcCblCGJmAkI4OGlcc5XEfAWSvSxs6ekhN0R2Dtjll/45UcG7qNVUNTwZtMiJrekICfFFoeyjMLDeUzIlbNo9obF21OPHZAC2VftlWx2yQKgV35bVC9xvUZTCp7IkdsaeFsU8PaqhflVgbecdM/JHAu9cErgFR8vAXh746Qrv7848b6BVlcnxu3sGrZ+TEpZxLG9E1cDbyEHSUEqu/mtXytrJZXDiJTBTVJu2drUp/qDOyvFFsUOSwqAN2L8UuBNMkzZTkm2tP/LAgA4Z+8WQEAAb78QqIW7qNVjznjjEHA/4wyYTZFwIBByTeDN7+Ul6wTcoJRZzo/ZpLo1NqKt4GoDLx/yOvWMgGMOiB8UGDcoiw3Kh22QOOsDdOWLuQA/s5rQTsqKkr7kzXOXLMzPA3hjWziWesg2J0Rs6UU2TE/sT/3HcuCNMwOpV+tlobpJoHOX+ByNidENbc0mLaxyxwVMsoXprvpL3KcB3sAfkQ7Taj6iwDbeKwJ3cT85fsra5UlNSG4Z8DZTXb3JtqglnevllhSc72jAm/LuwFeBLWS5530ZjZ40sKqgXSioznjzCcKjj+xWvhrAmyYS+9U2cHyEhjrApIEeyGjwY/cu/1bgKzythGhH/mxdc1QFj00b9ruM4TSLr98si2MvI8JnAt4Up07H+zIHuXz7Fc0L4A1rYdx7Z85Z7Xrnw48EvN2uxlVvLgtYpn1tHXELoq8996xZe+/cMqIziwR0a8K7rtfrspZqjA7VntRIO/uA5cCbbUgU8EZWvZTUN0pgPN+WlRBfCL6pie374okJ+6s//7l8xC/jqurqdvVlewJ4e/6Qg+g7BQTSJ1NmNtKo/BPgXQm8Ka2Q80rgjZTcMyeGKUiXp/p33XxugDe1HRxjExZvLAzt0RdpAeEOxeLLQgBvV69dqa4LHMFadFJjDY62ZMJAIPrfBN6GYsviGIsCakOAQ4BvHMPwaEy2d230M5/Wqi5wPiZlvxx48y8UCziVPsM5mewWSL3i7eMAb4tq47cEZkwZmJPbYOeawJuViTFoxZHAG9ZiZiUmq+GhWNB7Yvdey9vzjx6wPsyO91BfyiIeFvWU7mIAb2yXx/Ln+MUL2jp/oRV4Uzkzue/jvNwA3nYI1EQf2BnAYwJvtwS2XdOREQBvWBbi0JFIy+sPABEWuL5dH4s3PPYJ3IJvZLtv+zaVYadATW9vWDwp+Rp4U5v4cegM3xVYw5bASfXlCyrDNexyCOBt/7ZdpFrt1RemAd6wNqOPnhfwdvrsafM7de6U8SoIXGksOfCmekOf/4cvfd3C7B4DeHOLQsA3LLGuhe70vnRWFnPOSR+8LuDNrLcCcGThGoeVJrsmaMP8kRe30RdQHFaVWGoOaLEO4I1jXHAH9+yWrARA7thii9QD0gVHtKBI/D7RwSWAAzZKeSBnrClxM7pyd1nW3yzK3pRu9YGAN9rzu+dPWZgJ9W+L6mfuqe5xHjNtIBfpbelFNNeq3Kn3awW8bd+2w+JtDwAO4IpxH7D15BnJVPEBt3EOvD0w4G0U4E0g1e8G8PacgDfylsDbSdW7V/WBG3TRD8+ftfgJvNGXAbyxSP3lR11X/rMA3tjBkMAb9QD3IIC3GZULwNtt6es3sUaU5XuCye+JV/pRtpUC5qIXzEgvw3GUCw5eXD9A4qq3kkV/LJoNS88CeBtRP4Pews6VR6IvOLRbR0oob5tVVuukyzCGDugZKm3gDcm2XVsCn14CbeDt08uqHfJfUwI+zrpyo3R9+OHqA69GQvuSGSxxSDmuU8opIMacBudpDTAcMvrfQ5n56+98xw72vakBa0ITag7X7QwLnucP+RlvfXrHeRqTUhKvCYBikLoW4BgTDQaZTg1mHVKGmNw9GStV/9sfYvGmw49lbTYkq4FJKXuX9VEGBr5/ePV1WKvePnHSrMr4kiWfZEePyC9s9QSgw7ZBJsUom7zD5fY6aKHggMM9MMBGBEIx53BWJqGH9u7RVsltsuDaUH3l8BMWf6+2DkLJQCfdsKVzQsoIYMJ/ff2nFuYHAt5QiAElbzFJVrhcYdu80Q8vH9TKMooKk2QUUAbvcVkc4aZlJYMJO6okW4+wqBmTEo/7+lNPmLXP4X17q7HNo9oq1FftCJP+dZpM4T4UyImS+Z4Uvp9+9JEBHj96733zmxE6g6z6Bbj1SpEDcOwPq647474KOyvl654UJSYGKBLkl8kJLieK8A0dJoPavGF+95Y8/QQ1+SLrsM4gwXLqG889bWG+pvP7NqlMN+ljC6YgijhbT3Gcb4PjsPsplenlm7ern75/QuksVf/tpz9zv8lxU+KkHssahS0ZUlBDibLDnPWC7S7kCwVPS7MWjxVb3F3J1c6B05WtHaSYX9B84pFHbIvMkf37pdDuqdZLUXpyB0q/zsdRXgjLNmxyiZXnBVkxYZHwl2Hx9qosEsalvGHtxh9ni+zf7OX2x6+4xdvjUtC3S7nk4wpp8QZghrs6JbBNkxy2VJxma6aU/x++86b5fXRFWxYF2s6pXJg8UP/yXJ2e8mU1rC9Q3vQvljhlAGHurraBUsd6lA++bArwtkZKH45trbAwpzBMNCnNXsIqzB88dZAgFVtNsXbbou2GW+O8vgQCTlyfNHDp6JmzBjTfkKJ+9PRpSy+3fy+IERRcygqAwhXUNUYb+duEQFtO+WIo7fKutnbi5ue9/BZlpUadW6M+pV/li8XbC4+5gv27L75gW1TGdNbaNrVVDlkelOxxHGiMmxVdvsB8U4DyKYEktP//+pM3zO8dWTBNqTwB5Wx7kGTLwfW4PHuLiSjlDgSS21iru66EP9CihJ0dI94oE/rC3rCAWZTVBsD6rGSLsm4Hs4fV65M7Rq1OvSIwnW1vZvE25me8bYlt50yWcBOKP6lt3tS7N09fsHf/9Mab1ndcEqjJFibylNtY82BtJi5i3cCPDtqJHsrhzbQPOdtCRV+o5zxuoCu2K41InoCc22W5tVdtgcnDy2Fp+IQsQwGn1ymNfqt3yMZp+ilVaoKARIwn4mGFxZsHLXXVmIkfh5r0APPmyETcRzwjmr7xLse1DOLAnz9Fk1AMf/YpaN4HoTh1W1XFnPNMSLb6evq31D/hTsuaeVLlgSXL0ePHTf4nz54xv0d27jIQ85D6kkf37DFL2gNxluY6ofdQ6hJDXCGbCzkcvI8Lg0/urP7A5f2oyzfm/CD6k5cu6WNFtzWm3qze+uADK7/x2Cb1+N69NqbuVX06qH6N/nts1K2DOJqAesW5lVg7Io7sL9KCxfoXpYl2QL0wB7Ny9DG4Wp66LwJzwUVQhQVE8fCk4y59eWre148lqEXIJ78WfogrXsxiReMw7menz6udLVY/O3W6+kCWbuMqn3d09APuTpQf4BCAPlayfKwFWQz10rrVT+j4AkCFOzozbTrkTH+Lyz6h044tsF7Wxmf8OmPs8yMsOu2ogmGNc4Na3PjSY/sJUn398CEby7dq7N+gtNk1lpPsBQZTuduyYuRjGRyhwXZ3Jvzf1cc8cO8L7GK8AWzlSrGQdxxjJM6MIxEpec3OI3QfG7Dl1SOZsTyBNd7O4RGiVf/mqSMaMzurI/v2GLDF2D0iCyqo3o1Fq6OSKVvssKQ/duaM6YNvRn1fUBETlvGlS3XNtppqEQK3TjsGcLPqe/lAAWcOzghwom6xtQ+3xHjNVXzT1shObvvWyWHmt1VWQ2wl9I9ijBn/v/PsU+Y3yoeRRIMzuODxhtrFd99wEPr/+4X3k5OS2bzqPJbTA9q+yRi0db23iWHOe9WYMS9L0Tn93dU4e/3WNaM9OavjNlS/16hPBCwZEri0d/MWu/+zf/ttC/Po3j0C2gds1wd6KODaG+/7IvOrKj8+VnVFbZOPbaEbzMYCLOeK4SzfUW75oY0E3gDF8aLM2Avh5705KDkmEJ029qQWrbcIkES3OCIQkQWR3UODRputpjh+qWbUGY6EwJ28PuEL2hq7L8iS8rqOsXj34jnJfqk6q4+U4fioEGMyY0pnAGbIARekJUv0Dp3tp3E5zyoe0QIZTp99kaYGKCp9WO2LSPejvcr8GwVcu02GdN6gdAstDP7hSy9bvK8eOWgyPiPA8rZ0Uqws//svfm5jHl9txtEO0Av4Oi1/ALO/c+SI+f3vf/hHAgT7bIGacw4t7/zI5fl7527pDGa1J9L4QPQpt59++J6FuSRQGN2cc/DMWlyFgKwtPmdWyFm3J5LkvfSL0e6yT2f8RIenvW1XeeFeefopy9uR3bulTw1VG/CTTgz1tc6iLYZ4asTwl0uxQpILk9bO5eu9UYQOC+lmBx0kXYGHXLri4XUsX6+41oys8Gq/aEvgf7QE2sDb/+gSaKe/ugSig81+1ocNjXnq0O2dRpAlDTK4NvDWBt7awFsbeGsDb23grQ28MeNwMKANvJl6UE8wG5OxNvDmwFEbeGsDb23gzQG/NvDms6028ObjRvu3LYF/KQm0gbd/Kcm26f56EkjgLRC3BN5YYrGVa61C2UqywumECktrSZYbrKjM6d20Voo4m+J77/kq3v/13e+alcUNrTBioq5l7aqjx1fhtuirPraWL2s0VrPuynqJVU7o5won2yJZM+uSP3+sFmIdgPuzP/53tnLGO76OdVWWT8dOnzWLgv/39Z9YmIs3ZPmEFZNWrmXCYSbdQ1oRxR3QweBYPG2RqTeHmrKSy4oTIhjXSjLu2s0bWoVkK+W0PiAwaRZm6dchyxGmWju0pWqzLD62yNrs68/4Ktrv6swrVr04/J2V/Jsyoz8nKz620f1dbDl88+RZO2CebSN3lSiH9m7b6lsiXpDFF1Y/HFTOeWLIn0U0Vu3Oxfl1H506K5N2na8mvtgyhlVCjy2tVdVTe/VxBa0ov/Dk/8/em3h3dWX5vZdRQswg5kliBjEZMLYxLg9VLleV7bL7dTpJdyevk7dW3v+V5K1kdVKd7q7qpCaP2ICNmedRCEmMQgySGARCep/PPudIAg8p18ty/FZpw0+/4Z5777ln3Od7vnvvtdXSRQswL5hMxNOFPNEoaOuT4tlOsdt7h7I5jrnfZ6fPhInwJ8fSLt59Kt5yKMwc106jKX9lDDubftfptuVlgATNRd0ZNlBCpPEPie5Rn/cxidT05VJHMhe5fFsmBqYpsMm8pOZVmsK6O7p64aw4/xWcWNdzLf0MLYXRKLgzO0cvk3HEo1ZnYChc5bnbr3fC+DrBNQeqQ9S/8qAPNiCskPGYVEyog9HIDqvloDQuXBDf9WekyVyYT+cd2iuYI/vkrbBUuilbTYE79blFhovfDn3+aIIk220V0UfrYeu9iuN7ZRH1ZTkY5VSzltuc35oZb/+xmJqeyYw3Hn7Qx9ustMP57ksvhonIGvK4QMYbTKGZ7MZaFyVS79G2SzjyvV9dwAHxcZgEtu+jbefj/p33MFOkDVg//tGR+/QcPatx/qL4cSrl6O+Rhk5tf+th91+5BIPuIXVlpD4j4lnjvXlndgDTGxuhdSbbQLMNcxbAG7vOyk8xFZ4l441ddFll7prfzbvmuwkq4c7zPtiVFwgicId7XOyAPcnD3eazUkudyISYTjnOZld7PPWzDN9sylSYFWNgZRh4oB//abINbmMqpJw8dzHer8D+uEd76+M+j2BzuuuvQ3DFvmlbXbVoPqZH86Ltzs9jQTGdu9zThY+uB5i8dlQHzpwN05/39h6M8y9zL/Mv89CX/boumxgvwqRHht4sfMvp/Dl8KtKffbje7mQ+3knUPJ1Hy5q7SQQ3+YO38denPBiDbxnK1K9eW/JX6ctN82ZEXe2gLyfG24xq3cIc1TTf/wEn2qdabtAfMLt2vPn4aBqD91DeMmPvwhrQDE42HZS1GJ/mwCBWFsCKrSG/k2DfTMLkxnoeQ9tTjDBr+78JC6GH9ixrVxM2pRszRsWxM5mnTWIs1HdjLazbjXHsRczf66jHeky0pvHueF4TjY++HwEzKCUfmPJwjikMqcTzimYc1ylsK7/k081mSLAq47MjcpF0cOg65SzvlMT2rZTvwz8Nfi50hWEpS15GhTMc7hCZTveOvJBW1oxyi/HS4AuOVeevXA029SdfJBblzezDdD6swNmwiqbD5nhuw/o4b/XC+TE21lIPsjPNfeaP8J5yXJ7NrTB5ubLFu3IwEtnezqNHacftsDfvwYyV4eP4tDbPodswwxY0rae/yYLxmP6fFEIBxbuDbZQczzgqsyRkbqXSTPlIdZZLsVSKCVKioXeupQwCcJEkJZIN86SUk/11+GfOH/Y135U06VNpAY5r5ZfCeOt69CTj7fNzwxhv1I3Soz8qrj8GhrCsIt0GyGT1uuP7EyO6H5YblDfKF7M6+xQ3cixXoknwzowWfWwU1xuNGaBS3v3sIxjkxbliAqbvKzLT8KebN4eD9fWYmS2qJwou44pMau/RiX8tpZmojQan0e+mJoqaun9GfSvXYYmZF5ufY4L3KWaEsrX8bmRzxy/H52SGh3l6ngMTs7q0LOcx/cOm/G9g7JQltQV23nzyK3tK/6xWudGPlcOUqXOnPrCOtrRU3bTHg9nXVi9t2dYkm9aydc4vEUfH5Q1dA2m5uSvD1peS6pF37+HNuI6M4WCajkp5e6wShdTxu/VlgJ9Gyk+Ty59seyaObViFmwjmGHU6Wb/XhzHe/jEYb0TRlhFMIYylzsbrj5ZrTR07Ic63L/r8bjg+wmxXk9P7D2kLSC86hzlVl9ESYhpzzVLnBfLzFz/8UaRZjFmtpqr63ruGxYHj6Ud798Wxo5iBa7JohGRNPNVnSpsaldmINcEUTO0qGMmkcb5W+mBX6YbEmiv/yEpIHXOq9b4ERrLBM5Yw3m/DbFgrg5ea1kQa3S9YH/pgFhTsZd6+lPXg3+8/wvdH1Ym29uoyjLwe2NiXmReUu8Xu3fZjH7DOMlNv0FQ0V2Aw7Sk/2aA1+KRTaicknbGfNqnFxyOuU9ijjylnZSxlrX67QD0bE+h5jFVvPv9CHHtx3crI9wXGuFu0/VNtbdV7BxJ78Ujz+Uij/0HL077kS8bbq+vSOPt//TT5eJuBPhuMN54/opBy5qVsXfLFqTPhuqOZMULGm/OoUXCVh+TZx7P3O4ebzzKS9d3P7ddOxf/0/Gl8ofA9HYZsvDHfpn5hVWdibbVy7pwYk7cuX4E+WE+k++m4nljMb9QlaxYlmI5mwFtw76joTIUuzLf4LVJzOA+eZSzPJ+Sj6W34+FoOxBTtFxvS18k3Hfu6c0Z+HymB76gERoC376igR27zLUvAARzJOmRMJvGDA6qvMrjzcfRAmvAF3lSABoE3lMCPBoG3DweBt1so/oJfo1zAI9MyADeAMqmipS+3h5wbkgdwfZz40chL+jkRZFu7bFkk+et3fxIAiot1QaZLgCaHMOPTlOqf9nweaa6hOLhYHsMkPxawwYiNhoRXNBX0vAUokNMBIwS6NDtVjKyktKPYCh51MgFf6SDQA/k0AITSl0FCfYnMCPr7DEwl02Lzrec3x4Q5joAGKrjmo/lq8l/1iw92xvmHL+j/hAhelInmKZpyNrDYUl4CuBMUnA2g5SJW5W80M7JU/maAMuXIiTNVNyaq18mXJrpq2gPZPK1pMT5pOP85gBCBCx3SrmtoiLIU8FROY+on8HbsG4C38CvngghlJBQqzqvNjWMOeXPnfjpAS/JPBFCYzQtVHqy3Hkxp76Jc3qOOm3NQiYs3jIaFctcH8MR11TtM78J96ayUt9eeWRcg3jKAyJU6a6eeCkjSTX2qX5y82I6/PiJgUe8fHTweSsfxDEo+GtCsGDPOCYIJRPhiwV98A65qbAyzOMtVpVxlpZjOtRGp1S5wjuvos8Noj9fwu2W5F7BBh9PWzVro/0a7Exz9cQZcG/HTUYA3lX99gnwt8Eb+9OsVwRWeAt6GgisQWp72bZ468DmmHGy+GMEZzhG59ej582FaevLyxTjW/QiwjOcRzIx8YHIza1oyY129ZFm0I6Nq6thbUZkSVOnK/sAuoFgLDnXidFol1qX3PQvbtJgcp1q1xgrwxqKUsnhzQ1LeB4E3ymQeATI019W3m/LRkROhvO89eYq2cDl87hnNV1GRVyahEIejYUBs/U4JBq1dsTyOzcBMyD76mMWuCx6j33XeSucfxNTYemy72hEmRIL4DwC4XEgUE+uXNq4HeMNHJH6aVgLCTmAsWIgCrxQz5tauW2wQYBaIEr/3xMkYS97/Iplw3aAt68PLpY0KtkCb45GyDADWNjG/noUNYJb+kqbhA0m5T3AP5WrHdUAXnDPTrgxQYdu/nhfS91nke019QfpuCY/P5f4k8DYDs68h4G1BBt7u4uxQ3f78tc6qhc0GHem/fyj5a/zi3LkAZHoFCSg3FwYuxG0fC7P5eSM+ZYwYPYV6m8orxpu8MDDCsu3/WueNCMygmc31bKp4E1M7pUBOLjYda3QQ/QpmMsqr65pinJhNXqcLrPJbrYMD8s3AW0qTZgDuMWw1UMAV86nEAtz3eKXfBs8jd0XKb6lF0/bzgfI9fS3f8nuMd0/+VvIyOq+avgp4S72Vtk2u/HydOrkAoCtw+f6u3XGri4ATtuNZRGLUjM3XiwAvysZlDdF+JzCHFLcIZY2bvGpRJvn57aeCto4ntzKIvff4cRbyfdXhU6eqVuYxF/VdLJat9xfyPbZv2BCOyo0WqIm4JTXexockc1Yumh/dZyyLtWIyOXiQ9Ak89cRc3vk6w4qfROliBXgr9eF7eRbvnWSo3rho+THeS1PIWcvH0rfSNv5o4C2C93BHQB4Xyi6rx9gGyPvYvmQ+XPUCOFPWzhvOM97Zd6W0KQG3eC7md/UPZVR+tz9ZduO4pgC74FMD46Xy1tatAbxtwSywAYBkAsd0ru49ruMLUjmDeazBgjQjPtp8IcxKv2hujmOaoQqoOU5Zbo7xJcihrBrFjcoA3hgH9I1rav1YKQK4UZK5kFN/TZW5dl6Karp1NUAAepOm5euWL43nFFxXDuNXVyfzxwAEjwC89ZCfAxl4e8iY67XDnx/txLboPKmMyQDSAP1BwCYCGDDehmRQtgBvoxibRjHeciHaXXqmR72p5HV/4PPOYhNh8YypzPHjq58+l/rUs+vXRXADQTf7nUD0+18k4Osf9uvjjeiUgDSC5mMA3saho1qHk0enZxtHVi0JgwY87kNvpe4ePk5t4lG/dZOANwOPJeAt+Xj7Zxl4W8CcJvCnDtkem3v3qvf3pE3iU2yo6ePNCKJpS9cxPWqC9pPKXx3R+VFdyfqzjRe3KA95fr+Xschyc6ZSil/fBegnU7iGAcmeZ0NEvepH2Qx3Gqa+AoaaMxuBXJcHF7Ou+6tde2Pz9CR6kcGFDKR2g3pVHgLYKTFemF9BtwC4AQ9Jp3DJkCHgTUA71du48QlAGnCjyvmdlH02Wq5lGSvjeA/gjY2yueraRFx/67nn49iL65LfweHA2+8Ppro8gn6kPGSzdgh4Y25mvCvA27/9yRsxPw0H3iIKKvd3LlV2HT1WdbDxJtAt8GafuZrnvgFNpKkzn9HSTv0tPfCj+2kWGHBw5n+MJ4wHph8OvNnV1O8FWO19Y/rTeUtYW9hHtq1YhRuZ+gBOn2X9I/i7HH1I+RLwVn7k/X8V8OYzDUrqroNfn/jwTceeSDjyZaQEvvsSGAHevvsyH7njH1ICeYDNOmQoSXGaAyqvOJz/jEI5UkqIeBfoPRwTTPrgxKk49rcffpSANxwPy3hTGRzIim1dUeyY4Ecx0btIdhHvRDONnS1lKovB+J0zVdnqWPw3LlgQx17ZsS2AMxl2LjDaYOvsO36KXejHVWFu3UOZU3nRSa7hu11crlnWGOcboUvFQ3bOVHa7vK/R+HzKO+zYKldgqanYXAV8aWVRr/PXUy2tccxIWzrY1WG7fhlkfb2QmU9/+aNX4nqhKHFNAzroSF7G268+2RPnn2y7yiLsYTWORep4lDGj2z2zZmUc+9HmpiiL+skpeph5Q9cKxUogSDlw/HREghUsutiGo1vq4yEKr7J60RzKZky1cc2qagk+l2YCLK5hp0yZg2865TQMDIG3oyjIe06fibx9kgHT+5SZ1Uy1hMLigm8sQJmyBCaSzUHwYjrsmBnsLC9CCTePM2AlKZai4iLT8nN3/jTPq+w/3x5AgKwf68dFSB8MJlXLethpyva1y4moNpHnWFCtY0d9AguFFdkR/W0AEMEiFXwd6spq/OQIvos472J2Rlx0m5nUydzZM2k3NdWzTavj2ithOur7awJArD4CVVaLgnsVpdL6VwkWILkGwHCeRY4K+UXKWanFd5iLxBU4lm/EebJsxze3bY1jqwEKLQejZqp8y3i7COPN9vnvM+D66ZlzRFslmiCdzIWyPt5WzE4A0Lsv4eMNsMyAHTLegu1A3sli1Zx3X3cRATQW8UT/kvFme2+/fT3u/yh8PyXHzoIfU/Azs3LBoji2sXF55HsqwJAh60OoUp/fABVKC88o8NYGQHAJNo7Kd3ve9X5AVF7LuCwoZYLU8t0++9amJk+vfgLQK1NxzlSimgLCqsB23k0K+u9Y4Mh83H8KxtuVyxEU4npXBm6i38EYhIlm5LMFLAyWAma5UFydo+lOQcF1wWF7iQUPixTZWMqeo6fJ20B1At9NRkvtAUjspH3Dq2AMSc+6lWi0gq3r6f+rI8JpTbUst6nwa8Z1zly7XHXAULNdfU5fsN73Auop+nVTeRes1z+gYK5MN2XDimUxlswDQLHdOo5McSFBnnqpa+UaIKF94TrBKdoYD3QUfgowXrmOgh7ACQVsN7P/ZE5i1TQf/zz827F+DcBeAt6aFi6IcbEAbx13e6OsTxCB9ezla1EGHx05Htc+gxNsAdDoYNYZ+dfno4usDfQtZZXlwRhk9GLHoVgYsAhSjAwsk+I65alvJP1StrDzb5s8d6kt0hgd07HQcbAA2tuyb73Xn9kU117MImIO45AL7UmAScrYzHiLJYvjG//8m8RRxmnHf09LTsO1PBjzSiTJoEE+z5/K2UPXGbqaxfLVMnSA0SEn8bf8e34bVegKzGVpceK10/XD5JSPD3jpEs4gJx2MB/avPUcSKHqIBZ1RoeO6XFMfputWror7bd+oPy1YlMxPOv223Aw0o5Tx1ZyZlQcscA0sJCvlIg7plY/37Q+wrfXS5WBEC7YIFMss++H2FyLN+qVLAyiW5TY52qvXTuO8EIwyWH484+jMeCsAXCTIf/J0DhCSf/CdQinnD09Lgxr8Wo6X98EDuRzT93TRXOylFkpRR5LUdvwppXJcK+e64HWML4y3L/Txxlj0+fnmiGraSR0choWrdGf9BOSFizGCMK/Gi/PHPkp6QQ0gtr1Dpqd15LhUIisXALGPjuw8Zb+WRWRu4O14C9pD+i6gpy9I63ZmBjBeXYt/VsaX55m7jXRqlNFFzAWeYRAh5dC5CxGpVODt+IULMZaczvV+jzHXtGMBDu3j43ieqbFpUkXUYc+fSDtwHHP+cRySKXkVYFi5IWOO77KEnFts1wE8cmzJtEkxh6xvXAzbbWq1CEZOOLennPRBpRhUxOA7R4igexjgzaBGBwArlIfOt7aI3EYC1MydsIb6UGTDCllarupnyuhcJ0att+XgLTNap6f2yVBE6FYho3l+Nxamsek2dyKsdtr1a3l+emnrFknsZMkAAEAASURBVPpAHYAQ1+F1g7ntI5huyt/vJ6opv90CpHnA+d5zTABv+LrN7d4NYNvXAPXvy0FwoLAg2ezjUDDeZFBPpYwbZLzRRn7+6qtxj2mwtdQ52plfzuOL7y7g6Z5Dh+PYFeYFyz382KHA2KbK88+pnx5ppgM8ydJ302c8Y6jzkZubyg38G/eRd3XM+2zoWKeywpUSuMSND/UN/YQ+s7SRa4yrfr49AVjzCWilBYO+zO6hl6qzWYfKr3YLvD2MTUT900Y0eR8W6c91NJaasU8YAEA/arzFs5qGh+GPc3di8vVTR715I7HXiyEDWCe4id/vHG/f4/r6RVXGDgPenEPmAby9nYG3HesBori+wJsbpSfb2qvfH0h1eTgz3gQS7RM1XL+WfjGVNvDy2qSz/NufvB4bsAYh05+jOkvSSwdg56e5/xPGaSOCy/ZrYQPNNtid1z+jGVdt0PYTn1mGaB26pTJhdE28j6X9OL75/I5DoXPlurlL+4nc8dwCb7EpkUkNM7i2faVp/qLQ2xthRhsUwoAhzy1tiGurg1m6ZioFXiMjxcdbQdzNmGIeU3GTm9RvzFfKeaSIPznJ0A/5U1ymXOtLR/nhm459VfqR30ZK4DssgRHg7Tss7JFbfYsSyCNu0YsHB+Avj81oj3lBwoTh7HCPxN28elhcvg8opPyXj4lqykTdMQx468ua+Tgmd6WG64xhQnIn0BDsOlFvABxRZsO+EEByMo8JHaVjHkqDsnIVFHMmoDYnXBzyCozsOXw0FI4S1XQ0Cqx5k/Uze/rMWFS+uHlDnP/cyrRYnlnHgpNJ38krqXkustPCQJMtnTC3w6w6B2NLtsfuo2lBe55FpyyCNFH2w9CaUj2zMrFz/t07b6NrGMFwUig3LVeuVRFtjGf+zZ4v4v7NV2+E8j8FZWoSCpkmP69u2xTH3tqSgLfpgAZ1PL95S6oIZZwZRF8cPRWRYM8BBJ5pvhAL37swlZSVi+eE4rqGXfP5gBgy+lYCWFqNs7N53XDgbfcpTE2pt0+fAt5UvDVTc/6uzdXt7puLi62AhLL9NLU0mquA01QiuyqFmSEl35dmi0cvXoljv99/PBTcVph6AlCaQ93LjKcalVdk87JFAYZuQLl4ZvmyADefaWiIY5r8Cr7sO3ayamYH1uAKu2H/2VZvZNO3CdSnbWPRvDnVCpwIa677yuZUtkaPU6GV5aSC7HlpXxZTnswWOYbypoPjVoCRI+eag/l0NJvy9KPcqnAvmTWbXciZEWnrnbyQ3bgkASKTWERpcjKc8fY08KZJ6BDwltr0uztScIWmDLzVoIDKnFJROwygovweRV0HzC6wT7W3osgRie1BAqBCXyXNAvI2C5O/ekDWZ1cmwHHbshVRb+54h0Lvg9PvuPQg26GFvuTi/TTPf57+JKviSGZY3saUx1NckLiQta+4SLJ/vgVDU3kD4E1T09kAbwZYcKf56p2Ut1998mkATwfPnCFyGwCfwFl2QF+YYxtWr66m0Y8aaKtrli0NgHTlovlx7To6gf3APCiWXU9WXj86cirK6HPGnSvs0mvK00afM3UBd9YtJSIdTL+NK5ZVaxtxcs2CtgnWotIniogcvnCesr1J/mC8HTsRY8mJlstxLDmzBjRinPIlsLlu2bI4tp2gKi5i5tMfZA/ZriaxiFFk3ykdLGwdSy4BxOpwX/OwXfQ7pbnzTrDpHkJbE3jzOWX7Kk3zk6npixuGgDcZke56L+ReSsutbsrzcXX4fAum47bd7upT+odyBUfYth9BTPvEFPI9P8ylx1SvwABR1tPPdPA+ibFwEu+WcTiK5r0LBqALvA5Mrruor4hG29IWv+09lgCkDkBFASUXQIIRLg6bMtD/s23PAsZNCLMZ2Xqa4U6jfyrjBkEtx1vvWl4eTc+flnB+91iS8mnAuQcZAt7SZ39LRyzL9MkFRlpkDB217X+9pIMs/7i+n8srf/TEbFcYLJNIPnSP2JAiyWMGbpMJbbtEltVypLmFT1X14e7PYvOkA5DbqKc6m188f0Ec+9GOl2IMXzpvbmxuCLpNzYAllwxxWWrJdTN+amJqoBVZsMrvPv006qSHcewB5tczYbrK9nVeevvVVyLNEsywBVxl0LlwjmcM8N7DfrccLb/0XN8OeEvlN1Tmcbn4I3vlaflyulKDpkyfy1nlPf8cl0p15Md8dPAeXJnxyjZcgLd9578cXOFQBt7uZJCnuNCAdsMAgXsFzh+XA6VMpt1ZB44D6i2CREarVEqgFcEPA/M8oL67ADHM1W2vhfRxvmpQOKKnvHVsX5PHsmeJQClw/wNMjlcxD8xgPJVZbR9Wj1D2HD0RoFHz5UtEqmXzhbHwSo6qKoNeqWM8knlroIH5ABVK09Kl8S6AU8PvMngdk5znz7LBpBhUxt/U4+46dnFfI8or9bVCYrjpIDqmAZFkygoQ2+9XzJsfaU61XqIdPgB0u1gdutDyFPCWGG+ljgzcYeAspS4Db9PZFPD53WQ1ir26huwz5TbzkfV4l7KyXGX59ubqftDnqMmV2SCRLTcRlth06JtuMr2I6w7lRy++gMsCdEzKX1cQzhM7Dybg6+/2Hw695DYDsIHCZDyOHpv0mfEOysho2oHlMcqNQlhJgnCj8+bBqMxScs4uwNtigDf7289eeTnOD7Ya921ua8M9wrnYmDzEpqciYMptAfsYp9VPeE1l3FSaljXE+1wYhs47HhNQVA8yGqhyAYDd6LYd6Ec3+c061VWGUgJ++DTOSvMASZ1D3ID85z981SRElmfTC13Dc7rQywzE80nWdX+FBYnAWyfjiIHKBAcHMrgUzEPOl8UcfYKxfyp9wueejP6rGICNioQI1xdl3Eu70kWKcrMrmeo+5rwYM+Paqb4HctmO6UumpvPRZwJ4A4j+eY5q+oP1S6P9tTCnytI/2Xap+l2uy8MXmuMemvpbgwJv1s9U2tUPALiVf/PGjwJ4m0bQgjrK1HZ1h+cUuPztnr2RZufRo0RzJ+I4ZXO9h/LmWQbIr2Jd2UbH0qF9fkHzGWz0K3Mmp35XA2PScUFrHPUrr33ZABJIZ282DRd0c1xAn3ucwdxxPLfSwPplOlFQl82dV+1Yszbq/81tW+LYZMo9NA0ecMAOIaifgbdCdR3cDEmH4zxN4ZU07tqrh4RkXys86tfLNx37+rNGjoyUwHdSAiPA23dSzCM3+dYlkEfcbwe8ofAw4H4z8GZUUxlvKJ15FhifF6STmJCkwrv4noVCoBK7DLBEmcUC3p3ZWOBzDxe3plHmLQJI4tzz7Sw0oYFfhIXxGUwClZGTUMKV8UQmUwGYO3NWgBH6eNqxOfl22IIPFRUYKfYTWSQ7ZziBmcferGjdRAFxoWS01ObrnaFQ7jx4hBREBb3ITjOTaB+7cfqdEtzasKwxjv27d34e9xVEqEXBlSGiGex9lJfff7Yv0gi89QKiCbxNJl09DKHXtj0Tx97+CuCt5M2IlsrhM80oSPj6agMkARyRcXIfxUNZtnB2LICX8YxzMK2daoQtdqd9RtlvynDgbQ8AgEDAJzAGlfs0AMvBhYO7wMKSU/KC5Afr1sdk/eyaFQG8zZg0AZM9/PVZh3lBXXb/VP702WFE2VNXbsS1fwfw5u/nWER0drEopPy6UaiVsVnh2LBkHgBBDYBAY/XMiqXVZBS5rRnkMPqtO4cHYX5dZLF0BQbg3tPnI7/X8XGm1FGnAgCLWbSugDElK1FTQ2UpymuwlmgXKt8qZBlTJCpkaqMnWIR0ongWwDQWy1lBNuKaO4uL62lTKIBzATHe2b49rv1MYwr/Poly+DrgbdcZfbzBEKKdCpolxtuTwJuMN80gVRKnZOBtP4CK8tuDhwJ4a71xHTD4Uuyg9uQF4YSapAQ2oKAZ+UvgbVsG3rYsXsLZAEcol7LUosCoZBes96lnRdNPAbEz7ZfDH5WMvX0Aj8q1nrR4ZEXCVSy7YcDb5nWRpgBv9luBN9vPtaxY/waTml4AAs0/2gANNQHXV52KnP1S2bh6Df7dplZLYL6tamygf46plmJupdQyzLi0sl0qAm+avCgfHz8Xz7Ebv2YCbx0yVOlzLpKq3KbW0hcE3mSnNTUKNNVV63lXMM6K94Pnz7Gr3RmA6z5Yu9bRufbESpPRYhtXaZfV5gLomZUr47zn1yaznTkskl0syXbURMzc9tHHFduTZXuFBUcLoLNA987MDD51pSNASvu2EXV9zmIeFKamlFEB3oxcXBhv88iLcu66UXz7qkPnBd7agq2551Ta/LjJgtw6FiDQx9MMynoxgItt4LUNqd7WMpYWppqLL8u4AG89+LyzGDt77gULwj57uvVSLIB3HU6L1suwAIzIV2rHBZ0At/LTrVsDeFu9YF6YytimZ9blBW0Gd1IP9K7DITRHq7IwiI/8MU35yzvlnL67BE7iFZT0N53vZxcYaZExdNTn+nop9/pDgDeukuc124gSZvrcUeDNQw/5Te6nY9+pDHJ8CitNM+8r+Oy6DgtSVwgz8sbIjme3ATiMqVawQNYHm3PULIBRxfal3GdsdbF+izr21cPGweGzZ+LYLpg8zk/9tKkB2lQ9ZmZNS5fHvPTjFxLLZR5jlyxFDZx9KSViagHehkruKxhvKRuDZe/5g4u8Qq3wmvwbLv+rgbdSU+keuVJL5VIfjlfDgbf9MN7uAyAY1dS6GM54u8PiPNoQ84MmzKOor1ECb/w6gblKmcn4LkvNjUIZVPalyTJFkbGZgXWXxbvjnwwix3uBswKO6T3T0rbMRzEHCMCNy8DbRpjUXu8lTLRXUvczaQ+y1e3D7dc64h67YbN2wEBtQc85hRmnY+E1XXkgRld0UJ3CWKf5p6B3A9E1lfXLlsd4K/NKxm4Ab4xJ5vNMZnSfQJ+SDXiL8cqNEYEA5zxlBrufXLpaOhd/hDxvAG8AhAJva4nQq5xtvxJjm2y3gwDMMqf2F1NTxlDbR2oNAlhs6nFvvyetTrBiSkSkFsiUnW1/MrqsEvMm+TGCveOngGM3kZyVu+kttXfSTAygOvntfX7Vskjz+ovPV1MA3gIco4zVGz/N+tx/g/Em2+nLwBuA6zDgzbarifwY+p4RKcEiQ8JEm7zKUpeR5PyyAB1B5trLzz8XaRJbeyB0tpPMg4JZMhaVBCDCcqNexjIOhBUF/V7ZxJxluc9hTncTUf3FzQ2vdyfrfM20Y4G3K2zsdAAo2vcFixSLxl6h+wKzOxt9cxVsb8fpf/baK/wC6xkXDHXoXMFq5pqCWB9lUPK3Bw7G9YyarY9dHqoawGzaehNMVIy46XNPo73NZI4xIrogp1KAN5n/tjVNfTvYzFYuZ3POXtqtzGDNiQcY6xSjlysCb05CuhuZg6uPeWxwvfN8GsO+BLy1DgPeWpLuIoPR/hbAG3mXjfiDtWlD8m/e+FHoBVMA3rSsuE+5Odc59//3T3fH/XefOFF1sKkta/mmuiqVMYrnVVxD2EZrAYdtV1pSzMnRyhdMS3pd7WjAVMYV9UjrXB9yrTdvxPlXem7TDykX2iyjNeMU/S0z3sZm4G3hpKmUbw0WFnOq7ehzroPeeSG1qRlsxjgWxQM6GThSjABvUbYjf0ZKYHgJjABvw0tj5PP3pwSyzhqztLlyZkXScJ4+559CmfeXcPzKwH+XRF3Mbu6UvjfIeNsZE7lMojv8rvKrCYYygQlIaUA5cbFqkALNylQq1q1cGsdmTYE9wmTmIjT8a/DupKNcRin0enuOHoOhcjWYb/tOJpPDWxnUmz1zNopMDQywJbBcljLhTqhehTmiLMMUQeDFq6VpfvBxy2MHS8Hc3nj4uLr8AOYWQMQvP93j6dWuY0eCAXcLH076zhEc0neG8n+/+2exwJmPKeIkQK8WlKKDLISddD/GUa3Sdg3gDUXEYA9TUYQ0Vf3x81vj2M+3ro3nno4iUMfOrcqS07xln5asgCRd9wGtMBGBLXMF1peK/ePHqUzn1+OzDgVjGg5YXUi78z0VhU0pvlhOw5oKH2+tBlc4F8DbpxkIiAUdaWXrPEKZ0zStcUZ6tn/1w9eC3bZt1VJAp6mh4E4bJ1SQdjx9T9/8lMQl+bXctn6191gsPj8H7Gu9fiPMMdvD15cghSkxOZw2EQVmDAsFGG8wEwU7XlmXQIIxLvB51nPsbF5DyezUvIDy9fJt2eGtpgQqRA0s/tcA3qnEbl7WGNeuRxG2PHN2Ql9J0EhaHJvotLvGtNezbe3VZ7AAVWI/P3I0zr/HIkqFdy4MktksEnT0+2c7dsSxbavT7qtmkTpivokJ00XK2Xr+Dx98HGl2Yb5wizzbdn3pa2zl7Po49nN25PVJ07QY4A2AxbY/UQWbdO8dTu3mn1ist8OQ0STyUpjGempSUBcHqIiJ8fLl1fIFC4PdqKKmLKeP2X589lI/flfS2TBn8ucz7B43d9zALPJO9ZsvDkaaA82Auzz3I+g76ncu/mtRtGW8vbklsUh/gm8+GW+am8pWVcHspM8o+06chCHaV12A7XadBYF9wd1681CfwYata5uCmaP/oKWYWZnXGSWTXgSx3sqr1NuuSx3x2wcHjoTPP03EzwBA2SfuZzagi0UXGhtXLA/G21QWjltWJeCs415XpP0MBbsVEOQyi4Kj5y/Eb7e6UpvUIbNBNRbV42sFMNDzX9mUwNxnGhZGObj77M6/WTbvwwV1Pcr5BgvyKz0PggX627yw2Ql7VeD7ZjdsAxaVnp8Me2E7LKiP79tlvM2aUS0ESBeYlWE6jTFH2X/mXGwKHDjXXB3D1Eum4rHW9jg2OrOk5tJOXQx6/mZAbOvtJ5tSvS1inHDB6H1tG5ZvKdvSNsy/C7jbmA43X78VfeCXeWEimCrrWEawY6Qmbi6+lB9ueiZYVVvwBbVy4fww51kEUK9MyIWU/AMlM64hCC2S8MdcKeV9WN/NP7mYN8/KVwFv/m7Swn5jZeJPgzIMIxq8zdD1SmvjPScMlrNnp6ls6Ob8VIA3TbIVTU7Nk1eR+eYpXR5ANOWy3k8CAJ3js07fdR2gNCxaEnPIRsDdebQ5+9MqxjMuN2g+fZ15R/CkFSD74jUYqnz//MihOF/w2XFq6YJFsL3xmcg8+/zadZG/dbQfxRxaLhru9RfmTn4o4SrF96F/qdwEsuKYmUFKCcWX+OanUjjpV/+W8k9n8YMnfq0MpiLF8M9DpxWQL8r2qYuVdlTy7hjazcJX2X/+YrC69tJfBN5kshwmWI9yiwWyUlxoGNRpLOOYDNO52Rx09bzZMW4vwvRLBr7jyqzso2084JJyp4f5GdBd9ukFmNNuYH3efC6OXb3fEw7kAyNjHKWiqn7agTIPwMx7PbdyRZjCu4GyZdWqeLrb2Rz0E0zpOphXLuN3sQXdR/O1O3kTwgW+4qaQ/hbdqHwugwzbmgj6xDF1Fccy3R3oSF8wxM0m5UNAPQPAyCBqY4PAfHcbTAKpG5tAstm4wHBzqYGNree5ptfakednzxG4k+12oPlCMN72MSYpj7LuZh586be3hvvbZ9bMTHPghsbGcH5fT77nMlYp+r9SLgE2Oqfo17UD00zZWecyU/Ea5vaK9Wx7qKGv1kG9d/Nm3cK5cexH27eFFYL6hIxn55/PjyYLhr/bl8wTb8IaGmK8JXBlDPWojAEcFSh1jK+Na+N7Nte7ILabvM7f3lOGsWb7Ptt8giooKcjJA/TBS9XplpYo22vZSqGGPJl2OmCjYKkBsdx4VF7DSsMScAxQl1EvkFnl/CYAqZyhHGQqnoX5Znu7g45x5Gxqb7eYD6KrUZecVE1BJ57L+Kwu/e7LL8f5G2FtCx7fvH2LF35CmaN/uXNnHDuKT9bYRKVtPabRuuEdzHeOTmdzW1kFYGyZLmSsWka7cAN9dh7nC/B2D+BOXUjfxM2tl+O8zw6l8r9KOdxDJ9DMtC+3kzzMVKMIrsBuZzWf9myQLQPBvJuBp1c3JlNTfSgH4+0iwNu+xF48dLEl7vGAh3c0Gke+ZSMaYKIAb//mZ4nxNgGdTTNgNxubaV9uZP/n3/wmzj/a3ha/P+J8X9ZTTfZVPRUA0rl4gX46yZ/1t4axW1mTXVloeuqcGExSmLCxkYverRzAHNY54EYPOid+49zmeVCAswy8TabaxvMMCxnHNy5uCND1/3zj9Th/ef20CIjj1JSCqKBXjkqz9kA2PXEMHJQ8aI7J78OPlbnz6fF28Fw+8KhfL9907OvPGjkyUgLfSQmMAG/fSTGP3ORblwCDd0h5zwOpX5/6aQR4OzYCvI0AbyPA2wjwVlUjwNsI8JZnzliU+XkEeBsB3kaAtxHgbQR4EzhlaxvEZgR4w4R7BHgrU+XI+0gJfKclMAK8fafFPXKzbyyBgqhFovKlvKczn/yWfuvPNPABd/adVEnUxZb+cB9vv/goMd5usIt0B6aSO3RGJFRms7skrredndL57OouxRRpMzu7kGiqBRMTr0sKtWlkpKV9XD7kLZfdl9vCxOJDfF6dgyVwFfaTbA9PeJx9cyyeuxC/OROq1Q2N+MlYFuZfK9khUqYkXSBMazQfULyX4o6eEgYm3O8BDIl75EDfJbsPH4tjhfGmf6NbsI/0qTIPEzvlr3+YWGFrMO0wUt1VzN9kaBlM4b09+yKNO8ruDI9jh3Qcu6P6VloD3V95ZdPq2DGcC+NP9pQ+Tyaxa6YSN5kQ98qYce6QwlJhx1zWoTmekHe4Jvgb392J8xyPZTdWfE5PqalpFzuMx2HGfH7mPM+GzykYP8o9mAEWyYDv7DDPwV/YjrWJ3fM3r+2I6y6dOSX8j+klrbBzBvKu++icD0s0sT3w75FNVb+ALWNEx53HTuEQtyPMJo/kHfF7D+XVpLoxv2sxOV63tCH8ZmnGqDRgPunu4V12oWV73GOX9xo79Latlo5kijOO3fjRNCR3jqdNJhom9TkjM/7Gco4l4I6mjBB3yPUBotziWoo7nnfYJXZnXWfR+uY4wQ618oDdf8/T18gsdjeD8fbSi3FsO+yU8KNFncoyvCVzAFZaMN7e/zjS7MmMt+gL3DsYb3PSbv/bODrWd4sBJRax26/vH1kB3u8f8Ael/Jr2rpPfLnZJZWpYx8mRv+aI6zGbqK02LWuM4A/6c1sJC06ZSjplNP3W9p4YIandy8RR+iPS2CjMlh4QtSwFAvgtu8fKf//8AGxVzEPv41+HXWt33Y3IGsypLRsjzU8z420W/n+MkujVZckp5tWyvsW171LOsghvw9BRxmUfPrOo21raeZ39AaamFxiTx5lHtFXLTJOMCEzB53t5LDnQcinS7ifghhFD9UPWTt2Z/iH3UxbPmBYsyE2Z8Wa7eLZpVRw7ewXTSfK5+/jxiGjqNTSn9P59j1Lh6CjbKLirFy2smmiXlu32lY1x/kIYIEaSta5i5PDB+RyS33Qa7SazuZEdrAPrXacvRJJfYX6uQ/KL5PkaZu1xbn62JgKlmIMXcnCFhbABNZuNNNk87SPMjzUROoK/xxOwNN1Zb+cZlFmYGDoGrG1sxCH69DAzlU1jH9rCmKtMZLtcAzvH5jI+F1PTGN9J089Yo/mkUe+6YIVo7v3ewcQC3XnkaARfMIBEO4xB8xvmL7zrDNqAIc8R3GINTE5Zx6sWJAZK8VlWIuLZJpPXRU4cFK/mS0nvA3m3vrTbwkRLSXKBx5ehc9JV8nUy4y0T2AZTDv+Qb8Eze73ySinKfCELI8nQPZ9mDSST08S40AWP0pdZSbdpc320kzbK7MqNG9Ut2u1eylK5iLl3jDMwgSbBTpkPI3wD86OsmgXzE/u4+VIbcwoMRBgZ5zU5pH/ezKzf9TBdNQNbj2/HRZgaToNRsxTWmzKRaygRkZP7+69/VHqWxBei39Fmhv8zfZpVfE/n+9uXZagsnj5W6vary73UcTk/1djT1/B7STFYR/z25ZpIv6Q8y9KV8ZZ0D5lY9pHEeLuMWSW+8TLj605hQ+bs6Ix9MuXoeL4N/2vKy7KDmK8NKjRv5vRo61PzBKuuohjl/RH3vAkzv4U+Ldv3l3uTz6gvzp/FjPNeBMXQp5TPY39SpjDf2g/WYW5v1GEtAV5cn+a+mczDynEYpl3dPUS3JkIyrGRNTQ3coYwmn2Z9Cf5NZblqpryF/q4soe8pMfqTyFtaIrbB1hwE5z0ihMt4Owkj5xzsqV7GmOuwoJQJY1KZzphgcKIx1WKYv1u5tlYKb2zZGmmu4wtS356amR6AyWlwhX1E4lb6g8mUGOeOSTKmpzPfyc7/WY60q4ntLPzdTq+BRajPWPMZZxOEBt+7BqtQb7hKoAl1vl25vxyA4az0Mq/LABzPeFvLy3lqFWxn5eVnDa6ASxPKRJcbsnQPZJb/33/B/Ma5nZhm36M8R6GvlGi0tXxXwrcf+ZnL3DaPl/rFZlxhKM4LsryMxK2fYt1I9DKeOgc1X096yV6sM27ipF8/oq38ZpvsoV0oU8iP5bAYlpTj9BzqbjvzufLM4nlRp0UPtv9onhw9UYUZuYX1g/XYwhzShr4pY80AK8rJi61xL/OiTGAcnwpjTquAV7emeltH8KlJ6DPmrxP/Y52c/087P4r0neTRuzkn+LKFabap7rGlcVmkeW3TJpi102BlTcWdBz5/+XUi91EoshDtMWztd3v7YC8mFuWvP/mcXw1kcC6Y8Hepgzv0TSYt9Ph0/miCLDjmzqPe1Cv0pfpuNt99df3yKDcZb/aHk8MYb/oZVHoZKMy/bLdBxht9WPmbnybG2yjHPwr2Ks+9vxmfydT5P3z8caRpwyTZgAv6fdQU1rFxWk1y87AOn5yWo1YGSxcQcIw+tnr+nDhvAfn32a03Tom2axloIn2hOzEVP8NlSg99xEBZZ9vbcfvxqLoM+02R3anUUiZj6awzGcMbaBf6LfzL117xULV9zUruWRfl7RxuWTKax7Gk4w2Vvz8OjuF58DR/IXz/0tyVD5nG/CuD6dPXr/ihHBh5HymB71cJMIbkEfD7la+R3PwplkCai/OTly/lPf385Lf029PAm4vJ7m8BvM1lca28tH59KJcCb1tWA7wxws+bkNTXmLBII+jma7h8cqk1FM4PMNc6BxX+KmDE8Yg4yiRLNCplybxF4bA6AW/Lw/xv+YzkN2Py2DTNaDpQFlBlUinAWx95UQ3u5e73eRkxak82TRgC3ggSAE1eAGUegIPyV6+9GkpJ04oVAbxpEnmOhdQDFtu/z8EVNAcQfBhLOejTQx9LK3HOr7y8MQFv8wgZPhngrYbJfhImBiqrUwBWlHHjJwXd31DzvtAxMa2IQ5UpfJbyPP6cJmV/S78+DbxJd//0eALe9PmlUjjgQoVJ3/DtP1iXwJUCvDVOn4TJk/6BdDBsCyH9U8BbgiHShP44A2/7btwJxVjgrZlIsZcpm8MXWjwbMCIBb5OJ5uA6Zs0g8FZHxMykhC5l8RG0fRRNFRhBwg5AC4fUAryNxdeZC9SI1IhSYpuaCmiijOF5BC2eAN78DbmpwocE8Mbio73jBoAb4eO5x8mLF+NY7zcAby9gumjeBMJcqIWp6bcA3t4CeNNUpQBvKpuaOrko+/tdu+P+vz50BJ+Dt/Bt01tpQuKz6c9H+cGmjeHLaxB4A7xaXp/MdSZHiiHgzfpK6mhSqD08kIG361y7E6BLc57fZtPoX9FuNUm6fY+oaX8g8OY1bUdKMTW/zbWts+HA29jcNmbgv0UTGgE9TWzN4+gMQD3MwNtDvj8NvB1saQ8c6uDZCyjvXeFc+tJTwNsigDfrRFPTpsaGAGQL8Hb6cnuAHMOBtzPZFOZxBt4a8Zunj7g1RABdl4G3F1Y0kMeqmj8JB/XUg/0gumB0h/TcPEJIAd5Ut++TVuBt95mWOPbL3fvCz+HFazeqqwJmXMcoxUoB3rYDvM0jqulw4K0/m2Z/eOBgBt4uhnNpgdHLLBaU2Sjqjhvrli2NxZwO9Qvw9gyLc2UCo5zjQwLe0kJwCHhLY7EAnCASMTaqHoZM6/W9g8fi/I8xg74GkH8V/3gGu3GESWdV1XMEY9E8KoA3yk7gbfXCBPhNy2aw3wy85UEtj1ve8H8P8BZ39k8sAuPDHwS8WRqppxXgrTjA1+TUWr7EhsEVzMdvArx9BrCunAPwF3ibRf1NJNLvfMwaDT7iuLYwA5fNl1qZk+7jrL11EHjrwvWBsrlpHYDIuGrDcoG3ueHOoQFzKCXBL9yb/Dtu+u/LwFtaNDpflDlj6L3USVzuqT+5wT/1q1+/HfD29fcod/hm4M1UvlL+ba9fD7zdA3i7aharp4G3Ccy9U5ifHTuez6Z/r25oImL0cOAN4CRnt7R7ZzJ7UgLeBKP6qn/47DNvUX1+9gybDncjEq0LbXNZgLfJjLG2mCbM9RYAQC3MwJt9eFauv5PNF/ANmPxwGbRF4O0611N09u4quWEY8LY5A2+Lma8V21zcM38O8PdeclMxCLwB1mi2KPAmoK4U4G36MOBtC+OpwMMbW5+NNAZh+Z8Cb+TP4tIdw4wMvL39bDr/JUBGI4VPZw6flfObYATcVdCB7EMX0BuuBPBGRHPmQ+WLvHn3VcDbygK8bd2cgbepmAUm4O3g/wR4sy40h1WmAHKplwgAzecl+Lp15fI4toaAYMOBN+vkPoCR/et0Nh//7MiRALTUVY0cLvB5Vx0LmUp+7NsNmKXOwc2EoOmLG5MrgE0L0zgdGzuco16QgLdc35x/m4tZNi3oLO3oVB3oCB99kTZ5jwNAOZaUZWetwBvtWsD0lS1b4v7rmtYAvGFqGsAb4FsAbx/GsdsAQJbAIPBG/dUyHwi8bWN8UX4EcDoHc9sFmN4uZZ6yfhM0ZQ9MonZln3DT9PLtpOv9j517oi3uBYByDrlLP4kNUE56TPtQvgvgDTtN7kSQEvKwr7k5gLd/3Plx3L+dNu0GL7u5GXgTME6j6IaFi2Ns2EQfW75wIWasbKDnjZH5w8YEy8BnD/CRumq5m/rbHoE39Nej3PM047jjQXt3GsML8GYAOoG3GQJvgPGatv/la69wtYoN8VXhbzGtkWgAlOYfBbxRS2VeLTXm1RSqebAOfY4n5Es/PHF05MtICXxvSmAEePveVMVIRhhthxVC+VxUnfI9JYlveaBVaVcGRqlq6uNtFFFNeQec+uDE6Tj2Xz/8iAXhvXAsrmNSJ/6ICsnRJp39M6K/9szG2DldBDOniYWZg7wKjqKi7u18T8CRIE469vtzJ0PhfJ+FylmANxW+M1l5HjU+wQxzpuvXaTzK6+zKCFPuds3ODqrHjnIaJD/4tikTVXnaUUywistRM0TcVXxb4ByVBW0zzoOVk60tAR7c6rpT9eDYWmf69VlRfPf5Z+PZtqE4zWVXuJsddfOnA/LffpqU71Nt7bH4TgweHPiiZEydkibzlQtmhxI2G+BN5o9K/xQmestr+qQEHE6dPDOYQhNR/mTL+WyzJiUAZgpgnkpRAcUE5ZLKjaKWQY5TKGZ3WPwfb71UfXYm+XjbfSwz3tjdc6Gig3h3/GUkvpF3Rv8CP3Ree26dQSkoH9qBLCqlOMN15zAJOSCtNdgf7YSgFF09oSDuJiBCy3Uc2aMo7mW30/vdvJu8H9VSJ4IYqwN4awyH8G9uTsDfapS6cdSPu9q+ZODcQXlV3SiLj/s4we4jT+5a9gFgRLuj7hQZUH63LmWIGLVV5qGik23lCiwCA0K4g2oUSq9zJS8+HsHKM2ranMmTqlnsnqsg/xm+2ZTtMFLGkjdBvlrKLoA3FFij3/6Hwng7dTbC3vu8UcYoUSvmpAXx2zteiGAc63lu/bUZTe4x+VVp/tsPP4l7vE9EO/Mn+GWEMYNIzGW3XPkxESR1+r8e5uRS+tdE2sEi2pBSQzlZE6MoW1t2fKbMlOKkvjDeLM8ulD0d6X907GSk+buPPwsA8iq/aS7h7nxNZry9kSMFDzLeJk8MXyzeI7vngTWaxosey5vPshUFD82BjsiVx4Cp1o0sywQCkTY7Db9LxFp9a/USUe4Rr3R+YrOdJXCH12mFTWkE3Xtc7w4OkuNaud4XsyiwH21iZ7ppaUP4aNuC0qocbUmK9h6AZ6PF3rjdTdAW+7nsjLSUblrcEAyHJvy5bSRCqv1y85L5cf5MfD/Zx1wQ+TIv3jskvxlZzo+C+Y94ybg5mMG9v/90b+T7LONXO/4aw8Eyda+sX5zYDjLehoC3RbRBfBHl/vI7mDS3aavHYH2cZrGsP55blK3SiO+d0Sy0NrEJMB8Q1ki8mxsbAyhcMzOxf2vpK+bO/pte5D/O9g99HCnAWx9loiNs2+6uMxfj2AeMwddiMUnAj0vtpq4e53J/ZunSYDFuk/EGk1O/k+tk7CH1tM9oh9RrwPNcM5VSXCLSOHYkMWWS1JKH5TEOkWPevU5J5Xsaf+IQ3/I1voHxNnj24O2sz8Ff49KxWePVSh2X45wzmDJ/KPf3RPPtz7IHlQeUo9+N7qxfPn1WHWcTQvmcMnXs0m+ewP8U2KD6ijK6bj0gnHKlwyAlvdVtxpjbsJJcSOt4XHlp46ZYoDUw9+nrq5ZxaQbMQ8UFvKIzc6Wf8bp8Lo9tm/GzsFWpgUgcf0qq9MuT34ZSlU/l+FB5lSPDzy+pcsHF3Z9MV76VFN8EvA3VWS5znrkr96mDFxLj7QsYsvYXy/94ntfvpKks5jhzpP/ZuYz1gsc/QVdRXoEtY3Rgo3inzafkU8xjheydNu0AqbnnDc3L2JT6/dEEVH/Au3PLTVhr+iilK3PcswG3mLucPlfBpvO+sspeQo9w7l+fATRBER3pG7jAQAMBvGXGm/e1fPQRJjA0EWBrAZsOysQ8BveB0Nh/H3Fj2d6e33o7AXefMT8JBFzAd1xrx/UADDu707w8Qd9TFIrR1mvx67oIUHDriuXR7t7cui3ucSMDb4eahzHeLrTGsX7ap+LmVGwYMYYuhCUlW/hfvLQjjm1b1ljNBACqY16bxEsp2ugdPlhMzn86wJc59nG2QHiPeVGRqS7wpw9SWVky3lYU4G2LwFsdc/a08Ct6B8bb4ZOn4rx/2JsYbzcYt4wwOppzI6AOR6fwWVkCqCTbaCWgqP4WnQOeaVwcx+YzrvlMo8izG7f6yb0NiPKYMt517nyk2XngQPjmu0G9u8FiPaWgCpRpBt4W0V/1yzedPrth+bI4bzGBt5TRjOsxxzh/q3NxvzGMoYqeQb3edYBYI7Lf4rX/1Ok4drylJYDdstlYQ/4mowfKiN2+IYF7KwEQ6wCNbrKJfBOdVr32vT174vy7Xpt7Kd5DvVALAgNH/DQzFV9T12VTVAbjbI6ZeqxIIEJ1h8T4x4GHlEkX4Juif1OHo51HTlSX8K16lfs2w/712fphPSpjmO9NNA9AdpDxlqOavrpuxZOMN/TZ3+CvT73ucAZjHzJQeG8tR3zp4+3ldWvj2n/141djs/MRQZgeoxu1c+9dtAl1rt/u/TzSdABKC+i6LtC3nW1q4ZTUp17Fb6bRUA0Ctpw2IRN0bl5jTCbPloNF57uznOOs/f1WBlxP4pvPgA6Hzl2oTjB/38Ef9uHW1F/Ujyzx8DHJtdzQnUffEHj78x3bI2+v06YFkcdTxr4U76Wk7Z7h3/2cjg6q6ClppE65TWf6N9VeOt+zystjg1JuNvjDyIeREvh+lgBjp0PNiIyUwPegBJ5oijZLX0XV+XIzLcpuIp/HtEB6TDE5EMAbk8UHObhCAt7uJuANZS4WwnnC2cbuscrkj7duqpYQlGAeCtgqHKo7jqflgQN9yscY3tMSxQk0KW//4+ThWGC+f1jg7Up1o/tudZ6dUM8aMz4pKjOJBuSu/yyjIaEUqBhNZtJSBgbSpNbHZEt8yfRbno1GEYUo0mRQEW2Ky+L0lcn3BjutykXMg1wQ6dD6HpNlDUrI9Bxk4Gc6w+VeO7ZtrRYAgOjrRbDiPmXzm52JuXSEBZYMOnfS3OXywUfDwlPmEFxAcEsn9UbkVNmbgsms15w5JYE0s6YTOAJQcRoKthFVdei7EBaaMoOJ3/PHomhbbqqNNXmCHDcmQXAnWSin4AoEEMDUNNh8BXgDdFIxNyz8REAkd93fei4p1u9s2RTXnsksXyuq4qJZxUh5ylypRPbz4RKoU1UXALe89mdnW6qLgAya3O4CqPW365mtMTYWH/3Vahbq62gnM1A23t7yTNxiHYEIjJ5VWmYwcPKXW5Yjcuueu+6PMGl4gElPMg3Voa9yFxBUpaoXBpXgmwpaishIEA2UVeUGaY16J/jWyaLMvN3ODqb7WegKAM2ZNKmqDyUes4ftL8R5L66CqYiWOQ1WosCbjLSL7KDK7vqP3wC8LR8E3raHErgBkyaB6Mec18sCzfz+p/c+int8SN+6Bqur13y7wEAJXASopLwJY07zl6bFCwj0MSuUwHmTEpir8qY8AbwV7Yu2q/SPGk+5Yi6OZniP103K4dOTZ+LYf/lwd7T3dtq/iz1Nal3oCxi/8UxiIw4Cb9TXbBaN6oGa/Ch9GYG7x/Uf8l22ootSq+4Gz6PoEPoRdSIzVEfzAp5dPd1xrBuH5AJSvQQQeSjwxrm3cxTbVliUSmf3g+hrDzEXeoAjZ2U0YJ6ymP4fwNuKxHibCji4ec3KOHbw3Nm41x5MrS/SHjtZPF64fC2O1YxOo9GmpcthuRgJFeBt2WL6BWyiBYmJMHUsjFNTkz8XCD5TmeL5GmJfcPEia0CH+5qYHSeyr/J3nwC80S9Osfi/eL0z6luwVlkPuGcJDgFv9ZiaLoo0PV3JBOx/sEDSbEqz8dNsQghIa7KjrCawjEyKzStXBrN4AW1l45IlMRYuy6BsAN3k2nZdwHOBvSRp0VmAN/P/iAWIfWLvxZT/Dw4eDMZxy7Wr1Sl27X323lg0VNWGJQ2xUNgGm3k1+Z5BuW8AWFbmsJBQZG+kpZFMjsECi2POLUlSO/JzyVkMmv5Q2jFHjDSYJL2XBWP6LV/jWwBvuTafuObXAm+kKvOj5RMymG0/pC+xocO3PurF/makQPuyrgzOA3go78OOcr5pv36VftFT1cJ6mwzz2EX91Pr6SNOJWant5BHg9ENegu4yOpXXN2+JcheUn8rc4dQyoeSJfqUkFqZtcgiEKwszzfMV/w4+Qvzy1X++Ls3w3werZlgNlquV+5bv3/Q+WMP54n5PTzTUNvxtMB2f7RNPA2/7zp4fBN5OZOCtS1tGxFAjXn4m4/wiwEzZrv/H9ufi2MuYqAu8GWl5KJhKvlsu49TudFPBfQFhBMM/OpPGUoOq3MCx/zXAF6Ny29Xup+5ajYdhJriyAnBoDmDOYnSjlwE17MPbM/An6OacUDZfEvCWNo28nzmROe0CXQBqSg4KMSozZB8yJsqwM4KybU9mTWtnGoMPnm+OzdO2G7LKOsk3DCTmUCWAN96nwXirZcxzjtrCRoaMt7eeTWUj8CYzejjwtj8Db49Jp4znWdTFNJEzarWbOP/6hy/Hsc2LMNcDMHRkKHpgLppwZ2I9dzAn36avXEGH+SgDb/+072A8t0CmmxrOwwV4W85cqLyMDiHwpnmwrDqBtyMwjpRB4I2yFXgzSIXAVLSBrDOuhkUokLme+XlDIxsxfN64eH6cP4O2YF8xf77uUd/XyYfjwG8I0KR8+MU+NihwTeJGbFdP5Lcvg/ACb5bDfPq20ciNvLli0aI4r562powKk8t8hwy8jc3g1GPOdSy5TdloKpxA/Itx3vGLLdFenFv7ebbx9O2JGXh7juAYytJlDdUEyv0mIKvgm/PJx3v3xrFeNl9tU6X/OvfNZRw3v3+eNx1fw3JlDmU6yfGJ3+ME7qUIrFqO6q9+sD7VvpXPz7XG+3sHjkYwj4sAX8fa2kxcDRAATZH17vwwBLwRXKEAb01PAm8nmAN/k4MrHMnt7hHjvfkfz3OoAwwH3v7l6y9HX3nQxwZH/6MIrrTz2NEorw9gkiu3eok2Tn8RjHXj2msszezTtzYTtRs9+ZkVDQBvcyMI3BQfFqnJwKOPrTg3OC6Yl7RlCENR/ZC2cgC2/nGY+4Kmu0+nNql7DnuzVg/Oi5Pox7MANe3X77yQ9PE3n38+QOQapmn1cW+Vtkws6tRz8u3jWBlnS12aryRpBi6ffTefiucPf8WP5U+5ePk+8j5SAt/TEhgB3r6nFfMnmS0G9CS+l89F1SnfcxIG2fJLWjL7XWXqq4G3X3z4UXUHE4hOXkbrc2HXz+SvvLRmTQzmr+Mfagk7+HPZ1Vs+d3YcKwoXvIr47nuaOp2000LwV8cM//64ev/I0ercFSKTsQN64frNmNzHjEsA1JSaiYmBxMLDMOeCUXUZCGC/l2uz088/zWyc4Abdu2RlKEFWKhG8uK9AgOw1pQPFxIXRXUC3Bywyjbo6NemV1Rsbm+JeLxN5aSG+Wtz1BAuIdO9nU9N9KOF3AWZkAnYDECkD2YfK9InsGHK9yUyygm4qthOJoqTiMqUugYrTJk2D7TQuA2/sxLLzuXxeUjCXzJoRwMgEJmIVb0vMKFzKuAwknGLCD8Zbm8BbczArduddY1mLLp5VjCdTdgtRsAvw9nNAFvMxA5AxAW88GIqRZVk0s6T680ss3tKEXoC3NtqBC43PzrWg7N9iZ/1a9clxdz3xr4GZg1Kihwm8rW1sSMDb1gS8rUeJFnhTofWJHqDc3QLY9NvlvDN/jQXpAxYZ3dTNbYCbqDcWr8r9uP8Q480FzEN8jij6TVNuy1Bg8eCipBsAx9bRnRct/X2koR3PLsAbQMa7AF5KAd6mAry5K6yPt4uZ8fYE8IZy7EJQIMn6XT47gak/ZxdTP2Iq9jLe+gAH79POTPeff/9R3OPjE2era+xqB/CmEg3wtjizXN5GCZb92MTipQG/cRMAxebUpd40JivBozR44N5RK1n7epLxhv88KkifjQJvu/FJp/yXD3fFgqqtE3YNz+VCUNOa8PGWGW8lqulslHJ94NnVjEisyG2zvlz86kPHXV7HBeu9HZ89iqZ2D1n4CIpaT9abbFLl3iPbDebFLDhkM7og7Mn95lo3fZLrdD1AQeY5jZz8EH9A/FiNyQvpJYAWw4E3I85tWr08rn3g7Jm4154TJ6tWgLebLIoF3lRSJ4ytjTRbVq4iuu5EzEwXVBuWLgo2YdO8BIBMoZ/FsEL+XDT7nL4UvoYYDU71tQBvvZTDqevpuQvwJvu0BXPTx/QnF9fKJu7neS8Y1bQexhrtQnNX220X0eeUXwu80c6HgLe08PNYUyPsNupqC6CwALrR9zZgFuVY2JhB2ZrMMIVqSH7TmFsyLgdNGQLeiOzGAsR6+6L1ehz74NAhQAT7cgLe7JsPct2sXbCIhcLY6lkYb6u570wA2U1LG+K8uWwq2DqGgDc/5wIrCFakMHlqR34qZTv4W27HsaQZXFGkVLb0oVPzNf6/AG9cllo0G1HX8WFYjkq2B4G3SFj+RA5Jneaw4BmSpQcs0GQeybxtz/60PiU6qZsC59pbAYLvcEeWUZS7E8P4iWl+ewhI431qqN/xjIkynARYlR2wb503ZjJ+66ZAllsxmSt162Ld6xXgzfZeFmZR6xxLrTYu+Y1/hmrnyWTDfx+smmHlVVKX+5bv3/Re6r+Utd9zqx08LfX+9DWO8/x36HPKgQvNsRmyLzPeBCuO4wpC6YpxA7YO/dUFrAybBvqcG1B//mIa53esWhaLbWGB8TygtaoJoiIbOt79lfLr5b49jlvoCrtbLsSx3x06GtFOL7Hx1N5xM+aCnkfpqcYzLjqG6BJjNvPvIjaaXt6wjv46unopbz45Ltr/AqxFnwrgjfFS6aIN2SbME7cPvWmcIA3yOKcpwN0D/Zkxv3n+5dtpfjydo2Neh3nUyZjisaKf1OZoidNqx8bcEsAbTNoEvD0b95At7Nx5qPkCPt4uhP+qfQV4Y75QBN4ExmYILgFmuYnzr1/7QRzbiL4k8ObWZ9EDS93e47kspQ7mH/UmgbePs87yj/hoUzoALsIVgn2C/uLG1LIcNfxldAh9vM0D1BwC3k7Fef8I48066qT87jF/OGa6aeu4PidHj94AU9eIsDLS3RzTF+la5lnFHmlfsYWZ37vMT9cYA9X9fn3sOL8AvO0/UF0nz7fx+ydjz/bxOFsCCOTKIKsnUrpRV91wXTAzXVsWmZLcLlj3vACJrOAStVrfY36XBWmdGu20Gd1KaYG5aHsxQr3zhsBbXTC3xlZbmxLzqwHm3gTycAt94yYvN7x2HTgU5z9AH7bcLQub+WTyM39aAgr/Apa+8vLatRF1dSJ5mEwq043KOodzjf9Sf02j50MTILK+yVr13qFjVRvRyJtxVXCQthONN+suYVFBovmZ8aZf3SHgDb+61FWJahrA2/4U1fRIc2vc4+Fw4I32MI028PL6NXGsAG/qF7Le3Hj7+Mjh0Ad2Hj4aaW5DR3VYGEM5CLzpCmMVfjOVP9u2LcYCN+Qa56Kb8ps+U5WaNNykQuN5/VVdy/ekaVZVW+hyj6ujF9rYeLsKINtVfZzbi5FerbcxWa+YRHurh2Vrf3v7ua3eonpL4I1ymQAQ7stiTfHJvW3q97mo41gZZ4fG4rgMf2LEyF/SGekpBrMfx2JeKKf4Xi4+/LeRzyMl8D0sgRHg7XtYKX+6WSrDK++x6PJ7UXXysWGDa0nNEi2KDCNJPgG8MQIPmppmxpvAm06/b/LqQlFy0u/LAIamCU7IP9q0PkCGehZkS+qnxzie+GYov0443MWp2pe50kxL+cWBfaEofYh52HkUjDv4nmrXMTkpx4+tizRj4HU7wYxB4R6DgqpCOyazouDtR5p+qACG3VYp6M+zCslCBlygxQEOPvYgio4KDtLHBG4yGQd9KFnuCdaFGV9Vvda0Er0BNt/LL1VLFi7AHxustdq6WEx/duhInP8xLBHL5hoKbgeAkeAOy6g4lolz3C0p0C4BxmUwcHz44QJAG1MTyvhUFLVpk9lpRGnaumZVnP8Cu4CGRp+uOSi7ZC4KJuA3TRk7KgEJZ9htN7jCibbL1V6AN9kWnx5OCqKAoMp7ODkGoFDBfmtbmujfxMzGZ5sG0ijLLy3Wk4aRaohSynUkyJCXADxZqtVrAWThkwWHy20Ab+euXK0+Onos7neZ3X9ldCw++quV7PiuRsGdQdt4+9kEvG2cNzuANxcEKrXdsKMuAZSooBzJftia2y4GYHOHcr0BOBEgBYqkIuBhWn/z5eeBDM7057p9iDIs1CtYEiAD5xVFsR/GFScBvE1MjDeAjJ/n3ccCvMl4K8BbazDe+qr/54OP4/57MKvVv4/Am+baKnFLAVSUd156MYA3d9MF3h6iuPcA3JnPArztoq6ud/UAvAFuoNgKvJXz3315O4vvumoNPrSWAObVopDW4ytHGZ2V4KSM2RZ4RX/njXRKP0qlbfw+bV54WROsvSxOlb/96NNgvLUAbt9i0WAduxgM4G3rxkhTgLdwPo0PHK/qwlTpok4FXK/CUtPfm2XQTN1b/kcpE+U6ircgdq+MtwyQ6jxe6WPRF7mWOceFbZ+anSr3M5DymL7RT570VdLPb956bOrmVQOLmADeMN9pamwI5sO65Q2kqKr97DC7mP0ME5NWmKwCbxevECSAZ5xSk8x4X1jXFMzSJhgO6/HFOIF6W1k/Nc6fLB7CpzROmcsheez4gSQTsDySkUdNZVtYhCl/t+vzYCkcpk+cA/CTgSI7VtmydAn5wIyZxfe8WTNhrQ0Bb7c6b0SaArwZWOEM7F832h/wPMozK9LCZBsLI53sz4X9u3ah5qcEsclsiXEs4gL8crzNbSLaB+cXvy/9LGItW1/6a7TeDl5KwOGHR45iOnU7gLcTMN5sr/oeU5axqWIb3bpqRbVq0cIwe9y6clkcW8iYpQi2FbW/mOoNLQxS+aUSjuRDf8qhaBn+HC0kH0/1kJihD3LYAABAAElEQVRH+ScLUsntZfD09Gs6lD+XwA0+Jw+bf03vxb9S2QxK9813zxe1fT4tJS8DAwmAsI0qMiDldLh90B2bGJg/X2qNNrn/5MnwAdeBed25S5fiCR3zlFm06fGAaotwo7AEM1QZmS+uWR3H1rA4FdyQ5eay3TyHf0s+W9qKdWqe0hSXfrNPK+XZ/DZYTrn8vvxkw9LE2UN/Bs8dfp2vKJuyIBw68+s/5S7Fc6Sc+HcoT/nZhv3mMcfbO3nuP9DcHKwog7GcGTQ1zcAb4IRSSxuX9acj91WAQQIh/+IH2+PY1sULwgflaAY026l3HJcbrm1fsd97X6+Gc4IAsA53JCDk/WMnAF56qguMMecv0d+5zq37aSwbF3pKVTVOw5UBwIMBHHbAsHOj44fbEril835BGt0s3Ges0EfbNQAX5RLtxPGjq6crNgX7AGd7+KzcvdMT7w8Arh4zD95ng8mNRMumMwdXuIVO4PXu8xyChvEMeUwYP5DKZhrjhov8xfRtgysIBPws+wqTvSyTPDHeLjwRXKH4NtQth21zFqDmOgKuCJz8q1dfirw1sbEm015tIcFN/mwuHOdTfm64YUkf0BH+TjZLlP/2+b7ople77oYj/GC8MZ+7OdSY59cCvM2fgckiG71hagrLWfnHvQdjI/Um+okbbrqMcL5QR12C2afyIq4JpjHvryfPG3HnIOC9GJBQyeokOhx1zfceyv0Kc53zyi8PJwBr5+FjEYTGzTyDFNlyBrIFguaftqMa7ucm7ljeJ3B9pWwWj6axmeYx816fG4BIHkoA4NLGbB/tzvFfRnlXHifg/Kd6pG77mXfGo0vW5bLZtDqNFwsXLUBHrY2Nct0W9DD3H8guY+6jGFsDVHnMG9OwqGiYhQUJ+St9Yvvy5VU9m5GON3W8zKf6e0hWrPtzn7D/PnYeR051dMa7psIGhTjJHLbbOnWsySabbrzbBr4SeKNOAngDMLtFvhPwdij6QAHeerm/ukcNbaGWVzDe1ifA8Z9nxtvdh/fQqR5WLWwevb9/f+gXn586E3nrxqxC4G0s5aY/2jrG3M2LF8exf/kSOhfzmH4EFwKWuyqo4fmVcalLp2fhcXzuGG851psnuGs996OuzlzpqC5QFs6jv/5if5x/nmdyHkn1PsDmuya+CXj7yTMbIs3bLzwferqg3CT6paWa/vIhA+7+pvieWll8feqP80BKWeaHkmD4+WlUK0e8Zjk69NvIp5ES+D6WwAjw9n2slT/ZPKVJAjWcgdrPvpzolHxs2NhaUn8JeGNW6WYQDh9vXwu8wVZh8lfeysDbDzPwNgtwZfEfA7yhxJ5nl+ybgLexAm8oUy4qBeFC3L3lufphmam8xFMnPWdwnRXAm4nCMUOaskblCIyaCakcFODNXam6vMNUgLfXf7CjahgGvJl275FjcfuPcyRCgTd3l1WNHuSJcmxWsMyVE53AG8sAc4JSlgAsTUZdJE3B55vgm8DbFlglisCbLJMZE2tiMlZhqktrvS8Db7Bs9kJz/2OBtzBNy4Djl4A3c08Z+RT/q4C3DQBvsjtkNqnUughtY7Fh0z3S0hLPf6G9NQFvLDg6Ad5M15MjaGqiGHXNb2nnmFJWU0UG2OFWMFQJ0E3g7SEvjyZvZLSXPwJ4s97/4wc749pGNZVh8ccCb58CvGmm8k3Am87rGwDeXBjM+iOAN83GhbueBN4+CcbbtwHebK/FxPk29eSocgUA9DZg2m3YdM0ouZo8HT9zLsrmOoq3JooyMh5k4E3motIXrFQ+2I5R2lVIH+b+UoC3vgyYChY9Bjnx/t8OeIPxBgvtq4C37QBvmnV/N8Abpod50VSAtxcA3uY/Abzhxw2H/Mr/buDtA4A3HWPLeAvgjbHwHotjZQR4i2KIP4MLm6eBN1qq4JuAR3du08cutTFG9OOnCeCNNtkByHC2XeBNZmeaQ2cTpVTgzUiITwNvq9kQGA68OfcZ0VkpC6sR4O1/DrwtGATeagEZXojy2/IHAW+pnAvw5hx0aBjwpo+35q8C3mBvO24V4G0hoNFL6wTeRgG8JfMygTejmbvxIvAmyHI1s9ku0Q8fZeBNFxiPdLnwNPBG3xR4e/DgUQBvjqWdbFwqtxh7nZv0wynwpl5iu1TGAbyZt2nMKbKp//8KvM0DeJvzJeBNH2/9VSfj7n0YbwHcoQ9oEjsIvDWtzsDbAsz1E/C26NsAbzAdjUL7TcCbG1VqIcOBtwnkwYJXE/HjYzZ6Hz9OGkkB3sbgdoRGEaCboK9tojuDyDhpsPpgvBXgDcZbAG/4PMUFgLKQTZEA3miXbop1o6McfBp4Mw/okgJvjU8Bby98CXiDBZrbTVBqeQDBr9BofYavAd70fbzrS8BbGrf+eODNe7NR/AcAbxewnvkAX3wC6J9ntn8XwBtN4gngbQvuGpR/ucPNToA33IUs+FrgjYRUHFn4MvAG8G1/PYubnAuwX6/CHP817EvlHOua4cBbHTr9zP+NwJt5KhsyflZGgLdUDiN/v/8lMAK8ff/r6E8oh0mpSmCbE7Tf00T3VYVQUpcUg4w3ZpUv+Xh7/8Ngdbm724USGEAHfiqUf/aDl2M38bX1TcHuMVT2QpQhxZ1kZQDAQkSFzcdws2buHjrzI/91X2K87cR/xgV2hu5A3790MzHexmXzsDpOFK5ScalDKQngLQN/ZYtS0kG8eO6BvAuVcRgmGc/W3IZ/oeH4rSBYKjoAbzyPjDcZBeOl/yMvrlnKIQJHPP9ctRgmgr53XLQ7iWpmoBxgt90w4gaGuIBvJBkuLTh2V3r07UDa4libjwA+peTT/QcEALnHGJQJXwJtS/Bdory2aU2YMDZhPrAQM4uJMO7m5l1bo1Epp/E14q7xCaj+e09rakpU08Np9/feQ836ZLzh5BdA1F33Qm3/2brV8WxToNEF403VPANvxUzNEnNKLqBbAG+UvyLjzSf54vzFiL51fhjjTafJymjBUe6/HMbbymC8TazezIy3NZh2aGraAbuxC6VFHzl7T52L8vrseGLsddzuBLzpZdEBiIMJAfoOZZTKbyJ+Q1zEaJrrTr2+XCbkKLjTp9XH/R/DJtQButG3brEgcdGk01/lQS8+3/guQ3MmPnjm4puw+NvQvEuFfQZmSYOMN1hNvTAA/sN7H8f5u8+eC0DLBY0LnGC8YRqsvANQq6mpZizBeKNOujPj7T/9/qNIs+sMkTsF3ugjwXhjAdRAHSvvsDBUCVy9kIU4dSbjbRbtQhmX208o77b1qLekkBs4RHEhbpu6T1El4O0uPljOx7G//XBnMN4uwni7DeNN0NfdXxlvP8118wYgun4J5xLd14i8SunLJ2FWapp98ML56iKmLzcwozgOO8q2fRWnyopMCYG41Of4S15qXVAgdTxX1Bv1N56d3bE81wTYB8qDzFS8SXswomcEV8DnoxfvZ3GpLJ01mz4yjuAKQ4y3JthkyoGzp6KO9fGWGG89VUtmvE2vTay2F/Fhoy/FtYCa61l460R5+dOMN8YAYeYk6T2TKQEOc8n7zkvG28VsVvhfd38WjLdDmfEWfgcJEKFsXtZglSTGG4vwBbz0lWYbLIy333yWgiucaG8Pf5e2KxePyqZlyQfOc5gUGWBGk/5gvHFskPGG4i/rLL3SeUHlIU1xup/YbixgyMwj2ovj04HL171F9SGbCddop/p4O9nWFnm7mxlvyzFvDcYbzJhVC7+G8UaZ2UcdfvMQHG0gLv4Vf0z7pJQy99fhn/k6mDju8ORpX/GtnD3IeBu8nkfS0cLKK227/B6Xyw+Qnsgj/kspyrXdSlEGgglCmZJJS90XDhk8VF2+r4k55rxnTzNOsihjnNzD+OZvV2Oeq6qVjcsi4unqhoZq7dKl+B2rrV6gfStzeXmXcbTJiIbIZzd0kqRCSSE1+GwDo00qeT3MLFeeIJ3h30HgMJ0+eMCvT/2Un+LJ378uzeCF/FCyOOzHwfMGP6SDqWRzQsolSS5bvviLrzCl5fht9QnEqIX6ATtw9nxE7nQj5OSlK3Hsdo7uOYk50yA+jsPrMJGW8fYXLyXgrQl2i4zXUfRBX95ldPZvqjm8omm25VqCkTiHHMN/lfIhOovA29m2q5XRk91Eut6TwNRxmfHYAOOtHsbbwvoZRC5cydg3unpt25Y4v8yrN7jGVUzVjEj+xZm0eXGqvS38X3Y9kPmFqSPjzAMCAikPGB8V/TdaXGb9cZ4X+gfSPNEPcyr8UTKmDqBX+GzFfHYcYI8i60bgTRch22CyJlPTrXFM/5j6vj3Q3FLtP9ccLkb2YnIa4vyC1LAT6Dw5C1a0gVZkLP1NNjVdy3gxlbLWgqAAN1kdrO5TtdZnYrz1Btj/6YlTcc2/35sYb5dh9d0FcJKxNg4dKRhvzIXKDzZvCqbzfILKFMbboZNJZ/jlZ/tjfroFqF18p9Yx95i3tQDcyo/xb6sj+5Ww8lbhFmUc9Vuf59cxOZNaZDhmdqF/tMG4t95/sf+LOH8X9X6D+urGdPEObhGih45JFgieH80bplwFWDpAvfVn1nNqY+owzInoLnbsPGWjqSdNvPRW/ZDpB9K2N8D8rDwen8r9Edfr1zqDQhxPA7BsNqxKm7VLGvHxhp7ahX6qjzgZb4ePn4nzHzyyNhw/uDWvGZPrqpULkm++v3p9R6TZiq5m1M3xtP8waef6ozMrL+mD5hkuFvmz/epfUjmdfSa/T9m0s/F2jM3Tj49iFUIaoj1EmsJ4M5rsUHCFBEK/urZpkPGmawwZc7/FN5sg6mHMN5Veisjq0cTZl4y3VzYkxttfvp6CK/TQX4zg24w+/tu9e2OclRGr3GXYcDodT/5rx2JFAjPwJXQ95a9feTEiHC/AL3O9LmKo77K5r9+1kPSoMb4PMeDTQc1Yna8vYP3Rhk57hfdfZnc0h7HgcJ5PfldhEmK9Mp0xwf72OhuByju4s9Fsehp9Zhrjv7cStFUG8lpLfUopVgrxOX6J3p0/qbnk8/J7PsB51n6SIf2mfE/n+K3cJx0Z+TtSAt+vEhgB3r5f9fEnnpsyqDKzxNTg9zSZf1XBlNQlxQjwNgK8jQBvSQkcAd5GgLchxTSNlCPA2wjwZksoL+fUEeAtaRZFl0jf8t+v+HFwaTf4oZw/LLFIUsgI8CarewR4GwHeRoC3EeDNIbEAYiPAW5ohRv7+aZbACPD2p1nv38unHto1FnhTeXXfo+yiFWXWn5PWW3TfvvxB4M0tuLsk7WZrWaeuHxw7zW/4LvogMd5uYF5mmGx9Sg2w46a8++KOYLz9cOO62FWux+Hp4umJXZKDe+J7KzGfYgMPfVpmgD63lP92KDnD1RGpPt5udt+DMXYjJpma8XWRZgk+jSawc72EyFmN7FBqNjAldnHdufN508YaJ/HU/ku/6T8sSWa8kYExOsHlGfszt3+AHV+nNPYl40wX3OPyszVM8/6jquUL54dpgkwbo6K5NnAHS7nK7pwUc5lU17u62Z3GseuNjnQMVpGMkk4YYPdhjmh618NuteffYTdSuct1NJrUDOQR5WpupsAEU7Ysmc+u2JhwaN5IpNgZ+N5YNW8+R9ihZVdSKT7ejl/E1DR8vPVWuwjprvRQh95/GoyuSexuR3CF55+NYz/ftC52zqbB+CmMN+tVYWCL99HZd1HsWlLm/lrYEiW4wt5zF3CmexO237XqU3Y7vd81nIgro9ntlQOyakljtWbZ0mo6+X/zubTbXw/byXo809JWXcEnhg6qjYrq+WcxdVMeERVV5kENO711tUR2oywWzk2sssXsVhuN0+hmshjc9Z1Yk8pkUp1ugSljdqN72eKUTXcGVoI7+EdbLsS1e4huqvP7WbC6jHg3F0fNQ4y3FbHTPgPnwzLebsNc1I+djLd//97OOH8XzARNOIPxxi8y3oaimmYfb/iPWQSzqY96v0/fsc385999HOd/FMEVuiNanmZG8WyYaCtv7kiMt7WLNDWtx5xkdDUvO2Yen3fkE5OFth51lXq/bCYlnK1TAj0c05F1RDU9nRgFv8iMt0ud+AZkV1y223h2f4PxtvWZOP/Hm5qC8WZEU1lvMrd6MsNz56HD0Y73nT8bDM8u2vUlzCpsGw8zOjVxwkRYCmOrKTiPn0Fkt3GUzaI5ttuqqmdsGMvz1FKf49n5Hc3nGtqmcom+pJy42BaOoTvxX9jOmCCz42GP3L2KwC1zgj0XjDcYhVOo/w3LG+PYgeYcXAFG0UVYpyWqqYrqpByoZevKlRFcoWkJZkbUTzjWnp+YEFPYvXcDf5RsldwXYrDg6rZkRcabvUQ2iWxKfQ2eJmKl8ovMeDsO++UCgSZktxpkQnkGR95ko3p+3dpqHm1C07MSXKE7ByP59Z7PYCH2wCC8hI+3q+Ez6q7RXJC1RjXlnlvWrIp+PJ/2ugHGnL6LGmAuKLXUtYRQ++8gi4vPymP9X/LeD1NAtpvPoPm1zKvPya/yweEjYSKjY+oz7W3RtoqJ8LoF+A6iLzwLs2INzCHHoo1LG+K8OYyJSmFhukCI0uKGo/N8U8rRsSvlyE9JLJck5cjw1OlgOTKYtJzypfeUsoxTaUTjerkcpOKVaxQCwOD7YM64aM5UOS+dnssw37PcQ5aZT2xN2T01D7udWS4HW87HGLYPNuYl5gWj3Z3H5NTr3sP0SZk+ZVr0lwX19bCSZ4WPt5dgNir6ypL1UwdLxsjC1q3MtySlbHiP/JZ3WDU5SbTnSMxzP3laUQUGn9Vkg2nSDb76by7Acrny/tWJ06/5lPgy1AKGnTH4TPm3PPeUa8t2synJKrnNOKx80Xw+Md7OnQ8fb8F4y1FNb2eTy0nj8TPG3BCMN4L8GFyhmJquxYw/GG/09eQT0bul/lbm96AkUbZw4aO/qFOcgGWufEgwIcfWs21XqtPBeBuoOnpSfw8ftFxuyfSJ1czs4+3FDaujD7+Q/Tppkv8AfaGV+e5MazsRuB/iZuFiXPtqNz7eyFcv7PtH+AKThd6XmS9GR1RqYLXZNkYzho/Rxxj5HJ2ZV72Un09jFMdHvGxvMpXjPJzPK9OZgxPjbVa1DSar8+mbzw5jvFHOBwvjDVZ/YbwNZN2tlrF7HOPJrKkwiBfND8bSv34tMafWYTYtc0eult6DzYtjjXKfvmIv7MRU1kBI+ngrjLdfwBIytUEieigP5xGjvifGW2KEv0T5GXxoPvPlbOaTru7u6vCppPP8I+f7nAZWus/YqX+3ybQB2UPr58gfrao3mOfqyfNyGHTLYd7LADPIlDLKDow8JL1jvvlrRbfTD+0vvvgsju2h3o362gXL6bY0LEe+XO76HnM0UKfS3NSrJscXXFs92NQy3jgWB4OaanCwVKfhi5MsBCOOcYVPUuQ8rRpAV4t3mXTMUX4bT1swqMUq5kJlNpYZNbTxmzDFb8Go19T0wJGkx/cNyMpLY4hXnjaptlo6jwBe1OFf/vhFT6+2NTZUM9Hh9W9Wa63xPjr7YJXxFvlm3pONZ44Lk/oYfl0V/R6Gj7fWVvQ56oQTRsHAU0ofm4d/0tnoFfpd/LPntsWxV9aui3zoD80+daqtbYjx1tIaaXoZBLyngZ5sdwYNe21DYoz99es/DCuDbvzx9eIC4xyMt1/v/ZxywswfHVW534/rEQaRcaPHYa46LsaC7SuWx7G/emV7MN4WT59MQKm6yOuY/NzjdGczTGy7JUxcH9dSbtLe1OET4+1ORAf/5Z7k4+1Iq+xxLSPsxzDeqMdp6j+0zTfWp3H+XRlvlIsBSaZnxltpNyVCudVBaXI32481aPHyY0h6j795zi0bQzmBFcDHnP6p86JuI6F38B4jMlIC388SGAHevp/18ieZq6Ta+OgOrE5PTg9pwhg8NrgIcuhO8rXAG+ZxH2Qfb98EvL2z/cVY/P1wYw6uAMizBLM9rz8IvKnwMeEUPcKcFeDt7w8fjOAKHx0VeLsaCkMzfhIc/GsykLJyEQozUd1Woty5WDVS2XR84ihj8gRSJiCfdRB4AzAIyTeOaEY5+tTj4ihWpYbMWjS+NNMamyfcOZljPh/Tz0mAOyrwRq9U0rQHuAOw42LgBv40OgFoVJ5bsinKJZ7DCbcDM8W7HsMk9A7KkJPvDd6VO5q48r0XRcpw5N6/Nt9/4/wUgOC5tasD/DNSVhNlYdkabVI5G8EVHhEJ8RK+LLKpKQ5uFcFTld0p+PKYWDv+CeDtnc0pqun0AN58GtpNBhvMg/Ik8BY/UUbevaouAsR47b3nmqtWgLcWFKZdmIv4W0cB3ngOF4qrGxurtcuWh7nrz7KZTUSQ5DrH8EvXfvV61c41Pj1GVFSvnX1eFUVhIguXqSiJBppYsXiet6+WAYb6XSfJKuFjUdAn0UaUibXJtKETsx8jvrVeI7Q9kbH00WYUWqX7vg6TBd4mA7xNxNR0evXO9qQE7sDsJpma/iHAm0s1TU2Jaop/EOXtHSmq6YYMvD3mvg8AVIYDbx8ePxvmRQ9oH0YHtW0tqJ8W5/8M4C1FNZ1XNWbgbT7tT6khvVKAN+vN9qSkiJsJXLGPdfP7XV6aQ32CjymlAG9XMHPrZnFqudUE8Da2+mkG3l4nmm89inEB3lzI3Oq6F+f/fu8XsVj84uz/y957/3eVnXmelwwSQiCRowIiZyiqCFWu4OyeHntmd6dnpifs7qv/sJnZH+bVtnu6p7sdyq6yXUBVQRU5Z4FEEEEICSFACPb9fs45kqCq3G23t5d5WQ98db/fe88999wTn/N50jkil93AHOhJ1YUpjvQ8M6ENBAlxs9QIIzmvAcfxfF8OcCTNYyy5iZrKpm8ygKrA22SYUKkdv0a+yeHzF/Gh01O5MW0nSqHA22MjnkLL2dBZ16OBt41tLXHtcAbePj51gqhmo4A36qJmUuoTW+iHOq/XNGojJtw1lGPdonlxfz2bIEfCbwfeZLr5MKck4G2wOnXzRtz/4wy8aY7bfutujP1BzJylTfQFR04Ab40NMRYL8PbgS4A3oxLqrL0Ab6uIKqqZ2haAr4WYzemzamNzAt5asjnwNCrPzZibx5eBt6fFaTwbwojISmncXDpePwG0lz4EVNU3jWa65zo7o18ZcVPasBjfQdT76xl4E0Q3KqA09wvAm1NqmifGi5gEpT5qvyxUvuUphdMpjdfLt5JP+e21cp/fX6SRVGWeyivA8BgxfVkryt5j+Dg6s1yoMraGj6QRbJfKM8bRLpZKaz+fp/lxd/aN9+nZU2GmdjADb/fx4aXjfOnxs7SRrp0yjU0nkYtxCTB/5qyqno3vW+vXRZrNOIB3bqjFrE9n9glULW+VayLK6nc+udwFeIt9vVfyHBGZ5tuG2YGRBkhTbiT6LX/K/TnJSK3/lnu4lG/j+NIdo8tWsngJeCvrs2vtvX8K8MY8+m+yqekLwFvmmZAoRgm+CLw5XoiIzvNPMS9JBXg7l4G3QTrArQK8ZXPYArwtBuTbvWF1mNlvh1eSOjA71ofipc5r1alLlyMa7nEAC+nuI/2H4veN1SWEgnx/lvkCHfdLNax3zt9GRZ+kmwXOT5iUQHgtIF0qHuMTVxNYx7mCJ2lqdqWRgLfxIdB8DeBNIOC7BXjrSaamw8Ab/fYAZZQK8DYtA2+uFV8A3hYIvFE+0gu8SdadRCztOOMYeRl4+6HAG+muAWz1485iImWa8hLwtpuI7AYfKsCbwRWOvQy8EfRAU1OFBTME3hijGzLw9u0A3mbgtqAhIpELvM0qkbByGZ84nvmMAG+Ymh4owNvZbGqKm4AMvD3LwFsNz1MYUoOQ0PGqcFFXEVIB3mRHowk9nQfoMPCWh3YxM42EGegswFslAEt/EIDXJFTgbDnCEGn2PHhGeONu+Mu7mOv24U7i4LEkdBvCe7Gj0LnAj8Bb8/wUXOHPMvD2ektz8ENyGwZYcCYuwNv4bBdbymZRU48iiMztZH79SwToAm8CZ0YXt/xfBN5GTE2/CnjT1cH7xdS0AG9MAj5T02DBt1nMkwV4+/NvZuANH8BG4r5w/Vr10/37o98fegF4EyweAd52LG8hx6oqwNsy/LsNA2/Z9cokekKi1H8FtBLwBiAP6C11w9u7Xl/m3TvgyRX2/u0w8NYZ5TCYhoLkLwPeflCAN0A3wTdHeNrh0AJ5TooNSjyNOo09jdWbymQ7FSqBlH434M2V1qeWY8lt7DhWA69WDTB3xcz0apVqrDR/lDUwDK7FBJzgp7RMpSk5WLWRuTmmWJMW4K0CkHJT9JCNUh/nU3CFBFL8+MMPh328qfGm9PVZlr5+H+BNjZIvA94mlecpofU7i4T+13zO08xM/JRob4MAIL8+dqLST9htfGeczVLrCdln1+rmZoCImmp9a0u1eeXy8O+wkAVKUioXywV/4h357T9JKWUQ5TOV/9QacfH2PaV+mLPQdSMNF0P6WZuZoTludEhTz0Ko7zWZKP2wSYWJ7WeT5YbrIUytn5C25k1X912ABKaIHjThZAYesQl/gKabYFxnjoTYjn+ohzDpPdRrN+AcF6txpJVWwARMokzbV62qWhctqObVz6w2N8MoUKhlRLuTzuNPog/w4wSb50/PXYx20weJ1M+m2edPhQmczMZtIRv+b2Zw5X9/fWswiPN4N5nFqKE8nZVNu7LbICvBD3/KPvosjF1s2nFcewWm6+rt2/iYOx/P685AjA75ra3VLa3V+rYVAZJ987Wk8Vb5rjzv8OmzVTsRHK8Duhh50xa77TWoBi0vJfpzZs2oFrFx0Z/bhtalca1F3yyUu46N1DQYc5nPqTmowmSPtNV1wJoHSKUvAWIcPHMRjbXBaj/9TdKEx81VaLyp2RXA2+txbTd9TEZ91rDG20D4sXuMpPm//mJPpCkab24mBN6mCbzhM0gSeJsKGLEBcGcJvn3U+BwCyNZPzA8/3BtpfnnsNJJ+ItZxrY+PWmCz6xM49I0dr1W1tMsGNt2tvGct79kEOCglZph6ZQzGoLLNcrslTTf6fYytcVU3+d7nc4eNya9OHo/7/3rvJ9F379x/iD/AJ1G/UycCKtNHCvBWNN4MlKIvFjX9btxOkTv/bt++iFh6uF3A9Vb1iPFz3/5KW9fXJY295vkLaZdpgG4NOO6eFwBp88KF8Xyl1BPo0z5vIuNMyf54vksn6QO+i9HQbsDA3kSKfhHtrxc03tg8BfDGXLAGKX89QP+mFa1x//GrF6NN950UeLsZm6MLnTcpmlLuBFyuBQA0gMla6nYDwJuA+uamxXG/fn7cNI1nPkpARZ4/uCpYJen7x5oHIo/vA4yxw1fbvVT9j30HAHQH8M8mkIwWION8SKcy0Cb8yVlHO0PjDeAN7aY1gHGmeZQDhvx8/2c4xH5QHb/SWZ3BV5Ub5p7sI66JehR427C8tZovcEe/2tzaxJw0vlo1N80F0ymu2wCBt6S5Yd+Ix6d5nucPUd8CRurlPPQy9f1rfCtKvwqNt57qGlFWdU7tzWpWSFubmqj3ydUbAG9r2OTpX2fNklRvaoZK1oy1lD7+5fswulPKks7HtVy4XLWcsrAvwzIj6b1H+uKZdH74ZflZQLFU+57IFWFSNyv8H84nXxr+7ZXyI18rrJ5rS8lz+Bm0i8keMdYUnih8ucJ8KO1BsOS4tz67dY4PUPIcTSUfMHla8p/4mDVBrVKjIApB63toAxtgaQeabwoYHIt1rHm279RcYcN7rvI77rDgbLlyuRWilFdxHATRB6RIUi5ybfhrXP0tf3LC/IiUz29JXi6Vp37hOaPbpiT+EuDNAo4G3j6/fCnq+tCFpPF2j3XjVNF4i2iTzJeCNsyHah6vXkIUU+r2z/ChKW1kbq1h3rbfJmETdfUF4I01kDGmj7cnjHk318ezYO2DE6eJatpfOcec5yPwdrc/QRH6N7UnL2uoI0rkNKIYNwC6rwpeaVXW0D13mWih3N+Ods7Zy1cY708jIqJlGyAAgtXiVC7eMZE2UztXmoufV3muOnxnTab8ExGcTJmM0Ilzz7Nf3FvM7/Ii3X042Qd80X+tc5M0NSAlwCYEHqHxhlZlAd6+sy2tz2rpP0FoJfB2CN9ufQG8tcf94TuOb9PghSYzh8/WZyba2a7BwxpvaOjXjwLe7CtUXVDSeANcRHjX9wSNN+b9ovH2lx8fiDmp+HhzjTfwiOBzEwIHaTfa+mq6KxCdR4CFLwPe7g0g7GJtmsZ4qyc6uWXbOErjrRGNN4G3VvgKlt5qFvxRolTIAN6YuyzfNdZPeYW//vyzSPLxcTXeeln3nqLppL2C/GxaX+QVXUMEI/0+jTYzArU0JdZshbZpTMbUyGN94uhp0rlB8MRUsdbk8T1IXUvEpbapmQuIvMlHn6lqy0qTqReFWTfhPfUz1ovm2yeHTsS1wecKJrnRhuB/HX5WF82ui7r51+9k3ofAXvp3rSVPNcClEv05HuqJKE8S6z/2N3QAP2a+xy9ZQzpYt9sR3hylT5t2HGNOKn4UF4aPt6Tx9v2s8fY1NN7kuYrG2wjwNlQdKcAbeRhcQU1CgTeFru+tXxt5//k3vx4ab/0P+4M/ucR8+3PaS177AHyx9DBrvGn1MgnAzLbZiiBf+rOv7QgBdRv9YRH+U90lTMrA28QcBTjVhu1iC6ZWfJKBt9uMD+eGc2i6t8u7ALz99LMUBfcMgmUBNwW97p0MruDYE+j+Hv50pe9vfy003sLHGzyJz0qQnlfzimMFxxUP9ld6SCpUfOdPtGvqXf4ofTpOp4tl0SjHaDVzTf/KN+8eo7EaeBVrYAx4exVb5Y+0TAVs8vXL93Isc3NsJmPyTtOraQWNpOcses7iD5njH/DpZ1P+YXbKOgy8sSkswNtTQAjp+4AMMhrvIsXVnGM2C3/ReCsSm2wNSrkC4nK5gFFJi8KvYew03/j10eMBvN0AkDrugg09Y2GS1mEeVod0a/u61dVOnqOkdTkbbkm9L3MqH88VystVLC2+Zvm4lbyb9pPVbVTxwyTV8vBRStkAQyIlAzQZHetr5H43YQ8AUqRHLKa+1XjKOg7mMPwv5MX4EXnLPSvVHgT0GYQRfIjpmYDgeRZj6bMr7dSp5nrd1dVutGRglh9hligtQRtHsO81HMC2YkKwACDjDerCZ6zC5E5KwNtgbNY/PnshHDTvPZ0knAMw24JjavC4odCc8m20maQ/fzNpKi7FFHAGIJHvl1qEYwYLJnEm+o4X+GL9FaD2KEydm6C9AFlqu11DS+3wRYAzzvVmIGGGmwLKum55W7VxxUpAkunVO1u2kEtV9RjpiXf9FMD1QkdHdQvm9khHZ1xLBoduMOpjs6+Z7ZrQTmLjv7ot0jTBdIcGIjuTKTAhlnOEUYkk1UU2H/ep77NXibB1/HQAb3uOJya0j+AKbogFlgywkIC3N+LGXatagwmcmYE3zYI7YaQEoP6fX+6JNHup63tsmgJ4451l4trmpx7zJwG8Ta7WY864BHMYGc7xAry0+//46JO4/+eHT1TXybMP4EazNJnn6bVpY/W11zZXNWyyNzc3VW1oDsxg49GGNoyU9BxpDtozTDd4NhnHtQS48ZP+JyjQRb63/WAq8/MjhyPNTw6kYCa9Dx4HEKzj8WmYKQXwtjWZmn5r87rQBGywbvioqXkBU13pxx9+EAFETl7roM/eDVmwcdnsk80LlkaabW1tVSPamZrNtS1aGACpc4NkVF75+TJey5j02n4YVn9/cPhIALnXMUHWFNk+NZidpS+fo6nppGpja3O1FtOxepjvLauWe3t1+saV2CDtO3E8AgTcZvN4Du2zoKHUO1ox1dZcfA2g6Do0tgQz3sgacwvYKAa4DnNctD5Tr+cv7ycV4E09MOFxHaJ/gjaT9Dcffx6b2/Yuo5oBsvgyeYLdyMbUHHZiWrIQ0GwJ9bFGpp93GyIP6RefH67uozl7lI3GScqtGWtXbxoNC9Bws45XNy/DvGpW3L8VwNHNyiYCRUj1PMC3DOANIEcS2JPKfPuMzdtzGsBIh72UzfnhZ4eORZrfHEtRTbsQBnTcvhXlLYogO1rb6OMJeFsL8OamcgXCAKk+AwI8jF/peZY1UT6m0+RZzjulpDKOz5uAkQ2DuZR0L98fU1HOuxxy5vnZni3tNZwP7zlC6XsB00qOo8tGZafk+baRtOSd8xpyxw4NktRkvQDQbtR7mfdPXLoU1z749JMAQB6wMXP+mDWLtl+yLEDU2QQKka5iivQIU74e5v97fHRpsCiPl/d27QRUmVw1Md/PZgNvhOMZeV0sG2JLmkvLnJAKnIBXxlmeG1J7kIr3Gm6b8o5Rivzny86Nvj7qexHCjDo1qgVGn03f3bJKI8d0/ktvykjEcPvllwzgjXEhleAKBwvwZr1fS+O951HiT9zcCrpo1raSuUjg7d++tTPuf20hAZOo27SFtmys40W7JI+fQL0osTDaI1LKKxwGVJB+gWa5psOXANovXOviGtFEB1KfDlNT0jQTuGV2XQ3m5Q3VtrVp7Z6PFrN0+OTJ6h7a4Wq+XaQPuHG/Qz+QJqCJbqPWoBU8he8B4AAISKuz9rBm/FMp/ySA3Cmh7U05EaJI5zq7QoPuCqb6127dibXvFuNacg62OiO4AnkvxYXHawo0qavv5DXgNlo7Bsk5Ai926GJ71Ue5PkNrXBL8kKYBVunkXpBpLXOQ9fznxdR00Qjw5pxk7WaWC5O/1APUeDOauZGUC/D23xFeOL5uoK1lcAXdFGg6qZa0Eb6lXfAwBh9aRJ3OB3jT1PRYFqj9dTE1BXhT460GIdxMgDfnyY1oS0vf2JaCKzQhsGjhI49SXya6PCcN8o6W1zLoTkTg7SdEyZT24srjNkIz+9gd1iX76JOs7d1IG1kPTURtl9+aCc+zegnzPFRPvUsKNh2n5Z/nxuW5JK2M1BV1ZBe0DI/ymMbGwKSsp2jSMYcL1E+zLSm/Zr2SPJ9j5Ar8pW3f0/ug+s3+BAA9HhKmo+7JxixriGo7u05t2/HVv9iVANd3ADU1362nXzTaB6Fc7Pz01Ja2p6OwP1q2QrB30qTVLw4dYe24Hdr8l1i/nW+IohTXnIt874WAnpqauqZ9P7s++drqZGp6KUxNH0Rwn58fNLgCwNuV1O9cJa2BAryFxlsOTvAfv/WNBLzRp54g+DAy9y+MasrzPjl9Pp7fPzQB6xLnP4KsgWbrHmQt4Lv0b956PXiBdaxpTfQrwc3JWZ9vYg5GIpfpvwDdQlGBtslagDdxIaOLgVMIkc8Dvhn19v1DxyNvNfktxxBzi327luc2YIGiGfSfbtkYaf7lawBvAOqupfWMaUeYVg2JyjGNu3wyHfLaOfoKj8iUWq78VOmBBuBaOZZ0nM7/yreRK2Pfxmrg1aoB5pCRLv5qFW2sNH9sNVBANt+7fC8T7vCkTHfN83RMs6Z8GXiTb+zjI/CmOZz0IzbbvZpSYrJ2HxMI/SYUfyM/EHiDCXh3w/rYDH418FbYDI8jwNs+tDsCeAOAuQQDeh0A5+il9njuIPlKq1pa0ACqqbZhcvkGEi7V+FdlP3KzYMjc/sjcpW2QS0ciF2nJo3XhUaZkkM/NLBG/jpmXkZNCowUmYQp5z61NJouLYNLNS8ZMcNF7Iy2cyz0Ybqk//JDhF47FciKLpiZDtdMSKPhMcI4H63PiKZsF71XrTenXBTRipE8vXybi5kPMKw1DfgsNGTTn+ti0Q4vNj+fql6oVplHgbQcgnIzWagAZqQBvx6jHTwCDNC8dDbxFX4AZA+UKhmoXkdUkgTfzaWloJPoYEmG++57S+LzpGAbePM3H+hNkkQ7C2Fkf+zLwdgPg8Dj+aZwSHyB1lGbBMOuLYx2b9k2Uu752evXW5gTu3L52jSI9qz49frw6f7UD3zgPqmNI/qWk71ZVC2Y2xGZfbb91LU2hAffGytZIswQGV+BN0G1SBt5eZhDPY05pdLNzaE19jBmrGm/7Tp6K+x88RsuEdvhdgDc3Iv/tq4A3NsttC14G3hZWS9BOEsTRL4/M+//ceyCe/zOYMs0R7rNRdwNCNRGNLL3BTsyAp9EmAbyxOaynHlfRTtJME0JuEGOTnbno6N/0PSmiVdKWN2iHm4CGo4G392GMZWb72DA8QRtwGHijLr+zdVPc/y2erwluA4BkI8ygkXrPXr0R1378K4A3+vWZG52YzAG+0h8EoWTc2hY3R5o3aOvZSLWXzJ5dtVF+20nTSGkKxXdY5y4VvalsyD6B6fY9Pjgi8HYnfP+dv3qNMcS4YyMltRbgrUXgDc0ryliAt3M38aVCfRTg7Rabx7O0vZkOPU311oTWg8DbyiUL436Btx1sOqUlbJJiHHBDMtVzpkpUgJwnnIjNEG2piXA/Y/vjs6cj0d/tPxSaIR1oB3bho8j2Ke5hNhKh1vFWgDf9LVr+2AFlIOGDQ0cDtHGzq5+3AfrrdQE8aA4Rz7x/JaDXbL4b5XhrW2tsmrYCIkoNbN40wxF0Ca1Vns//oKec92XUeDMSnZF0u9lUCgb/9GDamO3FTMgNw23mROdhb5maNUF2LV+Zgbe20HSbwcZXUFiqm6zGrK9SZloe5c1B+ZjL4Sn7io2Stt/2h3Qx/S1nv/x+z5Yr5pWoZF6O5J6fP9yCpSKih+W7hs+NzjGVLl7eZDnLwurFT+/jlgJmDvDebqzuMd7UXHatPI4QQvr4MBpvjDdBFdM0MI6blzUH8DYHYFq6wvwn8Hbnzu3qNqCOIMMsAGVpN5oQavy0oDE6BxcOavA05k325Fy4kTrhbVMBow94f9Je5jxzZKm5ZBrrz9HvbWroy86lK1/4+88DvEWhUtEprmvOvWHgDfNMBBfDwBvr6AlM06UetJGsCn2kquW+gLqzv+oP9N+8mYC319HYnE7dqkhUwLdhMJOxnYh64/5BMhtAC8/N9cHQBhV4O4k2sZGTb8O73I42vv8oGqCaQJvbk5vnzATcwJUBApitqwXeqqoxz4WHTpwAeEPDlI36ZdZDBXKarEmTGFP2sRkIAdV001WEQhxp7bKmGAOzEG6EGSZrzxTAJfv64/GTI82pK9cQCgyS7w1cLdyKta+LNVrSX6DlUMCoj7t/KvCm1vha5tMA3t7ZHc9YG8AbfAW/FCdZK2Wefxl4U+NNNxVSAt6ql4A3fbyNH476vRvgTVcMi6gPwa1/EHjLpqYb83z1DdY5Nd6a0HhrnvdVwJvlRRDNHHwLjUH73fsIhKQ9R08CvN0HZH2C4BZ3HtZ7dmESwBtlbV44r1qAcLABbcD1zc1x32xtWqGIfEp+wZtFzdAedkIozVdoJFNZgkTOGw8AEKX+IUE++jSAmJFR9SNXw/wsbzqT+pAeIhBXECzw1n6jCxcRaLt/koRuDyOqKb2Sru1zjOjdgLmp/Pu3ticASMGs0TU1Q55D/3A2VNtSSj07taPz4RM+ffKW0IfHjsV1taY7AdxuA1ZepV2jE2fgbQI8qAtS0nirDTD8X34BeMPPM/eeZk5MUU2/GnhT6/q9YeDtmwBvk6sBBBy6FGlHsKsATx5vX3aZ8wAeQEDVuXBcBt5WZTD3X+/cFsCbkc6bWZuNHD0tawxMeibkR7t5L//Cvys7DutD7U1J/7RqqJ9k/jkH4KnlzodHE695le/O/c9GAW+z8WurJvMPMtD9p9u2wXPNqGZwrp7xLP2hgTcXhwDfLHlec+NB/Elv5rukb+X82HGsBl61GhgD3l61FhkrTywGhWUsx2J2MnquTcsFYAoLe5ALP/8F3orG269OXIxLBXi705+CKyRHv4lB/FdfS8EV3tmQgis0ApAtdZPInVPKSi0Ty8LjZshTrF/Dm5ZzaCW5KO05dhJznK7wL3QAf1Qu7LfQSpLmEDZek4o1zU1hbjoDzZRdKxOA1IoWgNJM2Q5ZTp9bAJjyeFkD68KNch8fTYEOn0+g4qFzZ0M1XVBGjbQ68l6Odpn01po1LNBoIrHRURqsucVdVPc1Mz2W77+DNpFmHI0w9g28t+DSZoAyaRFSaJkiy1XKZPksS4IxquonMAW3AJ0OX75Y6bBezbguHMNLC5XW80abmlvxwzK3WtSIn5g1q6NMG7OZ1wUYwD420AJv+zAZewF4C1gEIAZwZwiGTLPM1jmJef+zN5PG2+aWVhitmWFuWg+DZPmKbz6Xf3/bXpKM1q1BS19V7x9NAM6Bs2dCO6mHzeZVwENpiPqVmiivJpiblrdVW1euoh5rqq2r1sS1U2fO8q5Pq49h2M5dvYqvFPxy4NdLegzjKrUtXMTGA39caPm8sXpVmAXtyCDDTK6XOjWtbZ1KloBjzx1BW+r2/T78fdysPgOUNErc4fZ2LyENT/7vBN4as8bb93fuiGu70KCyTyWNtwkRCOMaIE7SeNsbafaeOR8Mogy5mnOh8YbJjvQnbOxkAtctFXjDcTp51VIP9vMPDybtop9+fgQtwW4Y1L4AsGTCB8enelvetCiYsk2trdVy6mD29Lpq+7LWyLsJBtvmGPbxRp4J8BBQEX5G88YycTyH77GLgLm30Kr46eEkrT9MnVjeIbwiy4BPhgmt0fSCDep3Nm+K+7+9dWM4zFZD0Y/aOkcwA5b+as9vAohrp60tu3WuNoj9fMfqDZHmO1s2wVRjZgo4rumGrZlgBNOmtrJ83utxgPJK7wPiOu4/BITvwJxLB9ZXupLvmHE5cENLw2zAcfpUSwHe0ITNWpA3e1Mwk2Rq2pVB/MtOPVVvNtlsxJG9psgG51CLqB7m/a3MvK9XOw/QYzrtpWaR9Zx64kjfMliF79BNcI4u5sMHgKYfHE11u+f4WTa7T/Cvg+8igE1zmJgHz0b8yJnfbubJhbMNrtCAyebiqDfNcqUD585HXR+8cKk6BvimadgJAk1IE2HIJQMzGFBi4ZxGzLdborxvI4yQBA71aeS4Taw7X/L8rqaetaz2hBCmWpyXww/ds+pv9nzCmQqBx0W0OB+EFl8fQTMcA3MyAPTe+g04o55abWttqVYBhNfSv5ewsZSmlE0jHcp+7Iu+DHzJzkv+Td882gNGjmnTaf+wrCVVaoGydr14f9zOn9R/0jF9L88v90W5XkpuaaVkIMuXMtHx7FLe4awjJX9yAbzzce4c1xCU6Nft8o3rgBxdYfp2KGsda+pln9bHYSP+25YgQNm6ek20+/zs01Fw+SHA2/nLl6pzly7EenQR0y1pAffp3mAdpvqLubeRjfwq5n6LMZc2kApoFECvg9pzbnKhovkWm81c+FI3pY6H3zVuMGcoMw0j1/L5dDX+luoqte/J8r0cR9+VeqBVWK6mzEobpV/5Ws7csRtE/6XSAgDRfF76/HJ7BFf4/GIyNe1G4+1Y1nC9V97f+6AGNOYXsT4Luv8gb/bfYdzLS9TQz6eRzpTFH9lwAIu4fxyaRM/Dn+sg7fyrcxciz/fxiagZ/00EPNe778dQe5wBft0smF/LgtmYkNUFaLoum5gaNEHaf5T78al4jz6i6aKv+ii/t0CKc6rg0Dzv5/P6ipa4b1vb8sh7OuPR+cp0gie2+J1UNdWHh08xBw1Uxy5crk6jQTsAD9BxO/EVtWg6Wbak8Qbwxlz42qrk461ovN0CNHlR4+1xdfBSmouKsNagP2q8+X7rWZcF3v59Bt5Wo/E1A77JNboACGWcOYf6rt2amjJf3mRt3ZsDef3wk89jvr6BppbaZhMBlnTzIfDWkgMr7cI8LzTemH/ms8Zoanr0VBJ+/PWnB0OwZHCFYmo6E5clzmWbs7uD97ZtIOhPHTxVQ9WEX1YFjjOyxtuzbF6ov1TL+wSesBcA07X70zPnKDXaXZ8frbqwzLhFIDB90dmafdlncAPuQQx2sAr3BUuo1wXwQG9vSqDW+mxJ4ah16rAN/EjWk2QbWjfBg/PlIYLaq3eS8OXq7ZtRjloEwwKzzsGNmDHb/o0z0grbD/8ogNuOxpeCbE2G//5XH5s1YCY8D9eeh7aW/ufS3O39a5cmIcrOtatCaKaGaBOBJ2zTGbVJm+555ssew+86DvqZs3RLIP3040+i3PpTUxtQ7dB+zcXJm0aMNBNxT+McFRpv8FxqvP3LHdvi2lur18azLjF/ugadutpZFY23o3kufMQTrGvNTA00I/D27trVcf9//pbA25Rw7aCAsxP+YR99Ql7nZwjEpG7Qc4ONhKk0wJt82fz8bl/fAH9JfW5buRxf0osQcEyo5gN2SzXRKrQRY9P2UuMtfLzyvSfPRacBzxWUHWLtPomGXg9j7zA8uaRPStu0WCjM4DnzWVfVbP63mef8Ln1Ek+1ppKzJE6J1lSj3knxI58q1dBwRdHG1XMq9qvwcrfGWALicPQffLL1dOY5cG/s2VgOvUg2MAW+vUmuMlSVqwEk2sXUjxzHgLdXFGPA2BryNAW9jwNsY8DYGvLlYjgFvaSeXNlzBPqSNsl/HgLdUIQIHbEnHgLcx4G0MeEuShjHgbQx4S5Pj2N+xGvjnr4Ex4O2fv87HnvgP1MBo4G1Eyp9kHqMly8PMdhKMEw4dBpP/o328/erE5XjaDz/8ZZjP3OnHoaympkhsn+XIWD/ImlPvrF8XpqZzkEItyxpvU7O2xXPV0ZVyImEKrTeeU8x0ukEJLd3Bs0S3NDomWjofY4Khivjprmvx/PCzzD2aW+nfaAbS6x0bkhRxC2Y7hpxvRHI9HZMMI55OCZM7NZFSZfUi7VVCp0mnvsT60eb4OGupHDpxLDR4nqDVM4im1iykTutakmT533/zW2ESZHRGneV33rpdnVLKTroPDnwWmd/G3G6Q95uHdHMuKuoNaI+99dr2uLaJCKQ6dtbPyGSOUefwLr5vb8g8kZ6i+XUXn2hH0Xg7dOEcUmZ8nuAYXtLUVWnsluXLkT7Ox1yvsdq5SgfNmJvgq0q6hMT1AZJhHbKHqSlmgB/h9Fnqs504Jt8Sz0I5vi7bvu1c2Raac5tXLA+Nt1lIIBcinVVLZwaSdMnvPIr308QWKSxaaeeRokq/OPRZaAhevHENLUD8wSD5ezj4ONJPzxLOTdTjjJpaoh82VWrWKZFsw1RO+vzkmdDu23vsOGaMaLxR/xdywIkn+f5laHjU0q4rFi2qNi/nfsyCXs9aA3OQRmoWaJ+2jEo5HyOZltrpR9byZwR76MKc8xr5nsUEQOnn1R6v+U5KIZ+Hev9sNIXm43vp+zt3xrXdmLMqIS/Op5VeDvt4+2BPpNmD1kM3Wn7mqam0mn1t+MqR9HuoxpuR3hYjlZ+C9NTw8Wq+HMpaA+9jgqY/ww7My87fvI4kG0f6gwNxfw1RXDUHayJIwfzGOUhCZ1TbMfWTtixeEu2miZTaDmmM85d6eITEVbqKFNpAEGeudVQX0MKx33+GVojURSRTyzEeqbcmWLoWr/FIXt/btDnSfAu/I3MwFdWBtREWlWwfQZIr/dXevaExGhpvaHyp/aAZlhLXLS2rIs3baJIYoXExZrbLibKmoNz3l4a4geTRXxyTjyjnLZ3OQ3938FBcO3TpMqaaveFHsRttEGlynkuaZxJkg/6xubUFH23LwsHy66uXR5qiSXLw/PnqGhLvq2iOHjhjpN1n1UXGrjSJvj2esWhUTk1p7V+b0CaStrclrY85zAEzGHtqAjiXWGL7t2T04kdI7m90d2Ma3oV22COityVfLhfRzlNr9jEVMoiGniM+6ZBW1Xr6suN2V2i8EZUUjbdVSNbtwwY4kS7jEFstjSOYKZ5Cyn+XuWof5mySc4TlmIqJykT6mia2ixbMC7PE3RvTXLgS7Uh9WE3nuv3DsVE0KQziYRXeQyvoQWjl9VZn0IRRk2NfNqG6SV98hFmx2jNqOiiRX7V4cTz/21sJ+IFm3mpMyJbObgyT/Fn0U4lYj3G0Xznu/BsvG2cdnfyMk47VNKfEyfInX8xJTB3rhJeHtbJGLnI1UTmmGTXuyle+eChlG33nMPCW+2lbMQAAQABJREFU8/aQvlrGtMmkIMOZxXV+qtziuL9JX5AOnjtDX31UXeq4Wl1lvD2lDR8w5qS1K1ZHXa5rNShGY0Ti09+huappJfUwf2vCeINxe5026MVs6RM0iiXN5DUNn8O9dWi+zuO4ZU3SmNuOSbc0A21Vg/BoJpk0tTSVTm/iE0beIJKXFqLty5VRx/KV/KQXW2ukdkZfS2cj+fCfcs4+/0UqV/Ox/CThiDZcOulrxDfmKE0+7a+9aJBIBy9fjTnvswsXq7OYVDofHys+3nKfss/bh3RPMYNAC2pP7WxL88XbjEUjHM+Dr9C03vFuoCEpWwUmE2F+97I+Xc+RPn+Cub60/+xZgqH0o2VO0KTwKYcOZ45UWxcmrpiGY2K+AK1nTRBXti6Ll9EvnPQx+dxGs0z/aa4xlvWhDgMhy+QYNACMgYQW4Mvsa+vSPLUKv1xBVi4fR581Yh86d/d+XNKx+33G+pmOzvCd63rXk11AGFXRp8zEnFDNHk1Nt8EPhI+315KvrztonzvnHblEcAW0mPrQGP68+HjLYyOCK1DGuawV6wkUY3n//J1d8fzV+Dt9WeOtjGW1bm1Tgyv0hsZbT/UR2sLSX316OK7dwETyIbyQJpUGhtL8upUInNKuTRtSVFPWl/lYGvQwTx7OAaX+en/ReMOHKeMwgiswF47WePv6lqTxps+4ZrW6qMMZ+NKTjDwpJa2oFEzjEc777HfWpfQhpvlqvF3Bz+35W3e4B9982oZCU1kzDRgUZqaY4Gq2aSRo6W00lK33WczRU3kfx6wag6PJ+lCL/iaaarfpJ/fR/jpKlG/pBNqw8jk1rAH6vtPP5gI0/qwbXXlI81hnJsNnGVSjmzrsRpPyZ3s+jWtHLuJH0PWJyteMNjpjfvwMtCClJvpCLffPR2N9Cd/VhJ+L1qU0kX7jbQ/hn+WBH9D324nIKx3K2oBd+I4doN8M4Td2KAdHK5pyE54+Yh14Vi1krM2tq80+3hKvrHWJ/eciGm/J1HSUxhsuTKSi8aaJrb6Yk8ZbsqD4z9/8Rmiz2paO41uYcB9rb4+gNT/64NdxfycaigO00zPq6xmRgJ3byhy8gn6gWfr6libMhI3IWzPszmVB1vq2D5m3fMYgm4unaNVeoR9I+5mDDEh3Gl72InOQ0YRvMP4k/alKE+knuh1pJL8W+q7+Gf/DO2/HtV3LmyKaqWkm5vQpGIVD3LayT3JMX4Pf81yJajp6nh4JaJQTl3scWTEvMv7KgmwmULrfhH7LN8SVsT9jNfBq1cAY8PZqtcdYaagBp/iMN/E9TfjpbJ5zcy0NT66JX/j/DXi7zyRvKQ+da2ezfC+AN300ubE5caMjSjuErwXfRX8ZgmAGWtixMZnFbWtOToFnw0DXyWDBnMvUSPrHkIy66CZfxvwmZncyDnsPfx7XAniD8X3CZxCmR+BtA5sk6T9973sstOMxI50VoNFVfDccZ4F9RLr39++PNLcAcjQ9nQ9zPBdGRXOir73+elzb1tQSzMR0GP7JmgGynrmIWqq+zLz+BuZ9NPA2CLN5MwNvi2HQZCS2LG8j7Pv8MN9LwBumAfOTOWwB3k6MAt5+8xLwJvDgv4kcp2XAdDsAlmXZvKINMBMzWZghIy3KWNRPSYy97y4JIgi+ubk8mxmt9w8eiA1hexcbHkytZEIe4e/OJdtgAJKAYb3A27ImTANbAC8nV8vzRv4zgDd9cew9dgzgreNLgbel8+YFMNIG8LaptQVfN5MBR1oi7zkCEJRV/sFnGhXwMe0iXULt3zr+DGbwJozRDTY353F6a5+6hmmwNAiD7WZch7aN/x8Bb/q9WQTwZn8swNsRfO9IvwDsELwxMui56/j3oW3uPUmM2mQ2RLbNknlEssW0cjZOtAvwtm1pU1zTbHhy7ueODd9FE2qpHUBI0+kznR0ApdfYcD2sDsKESnfZIFo3Rvb6h4A3TRoFuV8A3ohqqs+39u5kajoaeNvcnJj/t9aOAt4YFzqCnjVtFPBGAQQGHZNGBb0JcCv93ecH4z0Os6G+3UvEV8yFBIps3wK8tQC86ZS4AG/6wirAW/E5dejCBQCMO5ipCrwlc5NzfJcmak4NAy2gOJOPwNsGxpf0+oqVsfmcp68Vzjv2BE0l61O69YAIxZT9WjeRPxmnAm+fnj4R167g2813EheA7w7gLXmJJEAM/oV8jy8D3uZn4O0qG3ujYh4FeNNc5S51sOdYAvW6GGO28WQBZ0EEgLcFzDcTqYtdGXhbBSg7nTnDebAum42n0gOaU375eaMwGhjmLvPgacxZw4QKkznpNv3xMUIKzboEYt0YrFm6NK59e9t28p5WrcR3kX4LJ7vxyaZT418C3ryhmDOm0clfOx3kumM9vED5Yk7CpVcPeCtls48V4O06G35p/+mTYXIs8HaFsRxCAMA0aeu6jWEquoG5UOBNE8JFrCfWQRJvAOq4iaNx9MF1g+AKbrb3HkrmUcfYdLu+NHBPLXPpfPzCbWV8OU/v5CjVswnX9EqwLUU7pu8xn0il/eNH/lP4gi8CbyQg3yDyk0Zaq9TAyLlybeRK3BJ/yrmS3cgVv5Wr+Vh+cuX3A94uAbxdZ33H1BRfaVJPfg1ZALMXJFIg5NyxvbU50ry9YX0AbwvwEyZA4ng3yqk0Kd8/SAbmoWm27gYEo/6eICjSZ+fPRTCUAXxlPuRj6QvwZpuYxaolBEUK4K0e4G1plEUTemmfwBvrUx/j8T7Ans95mLpNCC4CUGlZVrXqLwzg7Z31aX5dUZPWV9/LT4BuHAUDTmffsT89cBhQ8GGs15cwO3Re6kVoKg0DbwgqXzngbT/AGy91k7HVz3pm5GuDCUxivhkxNU3A2yLmoXm/B/D2HsBbI/zOPxZ4e6ywiEIV3mcEeOuuzt7Etx/X7kT7s04xvgXe5gGIzQJcUoC1HR5Lenc1Pv44zmZtCZcApNOlwWgy0JJA3nX6xS1Asx4AtMNnz0WSYxfPjQBvrAH18LwL6bv2k9fyXLAI/moKa0AP87wfgbefZ+Dt4Pl25pIEvIXnBgpTAJiajDQvZo6SzyrAm+vLfABKaSLgpOO5Hz+Wj1gnIiJvRwIjj567GGnuPnoa/kOfTZxcPZuU+MgQ6nP1Hwe83QJ4I7jC1d8PeBMccxzrXuPE1SvB8/3l+x9G2Tp7+xlfCKAQ1A8F8MYcnHncVvwFuubpS7gJgZaBG9Zm0+RF9BXJdTGAN/jIWOcZU5fxhSp9eu5C4o/hZS/hq/gxY9FIp1LiyphTaFeBt9nwLK0IX6Yy/v7ju+9Gmh0tSyNAhnO44Jv0BwfeYp1Ns0Zp93iQz4qeae/0m8cxGquBV7MGxoC3V7Nd/qhLlabVxJAljwhWR2LCnVSlNP/mybVIvWECXFTVeOsjk4hqevxSpP/hhx/EZuDuwz4klEnj7XmWDH5/945YjN4e1nirHdZ4m5aZfxwvUCBKwwPcuCj5fIomifSYhc8yX8A58R20W/RN8enJEwHk7D2TtD0eoGEiMDGFzaSaZ0a5alm8NO5fv7QFxmwiAMpMwtfXsnhOrPR9Irk4Snd6jUg5GJpZRuxzc3nq8vm41tHZATOCLxHKpNKfIIdRRKV/9w013vDxVjMdCeOkqp0F9ci5c+Ev5Wf7k8bbDYC3J9xfx2Z9OpvhGWglbMKHj7Rj5erQeLNc0wDfBFMMvuBm9xabaulTtCXuoc1yqQunrNc7YazwnYEmkbQMQEjHttvJrxX/U/MB9ba1tEY+bWi/SZfVDGKTd6K9Ewm8i//jqgBvvbyTNSBsaQ/Q78/kHKFp2cy66A1K9+qn11SzYC4WwAyMh3FpqKs3a9pVKSiO2NEkE2wUgLmQgbcjmQnsBjQZIFBB9DjayPpazCZRenP9epjPGTi1XhCaMzqTNUCEdMgNJUzQxydOVuc7OgAfH1anATalh5kZmkmd6ttvCf7tluPXSP88SualRTDcBgaICI7U5xPqoA8mUzoJcCGjfFKtIepZjS8BV+u9h7aXntl/+T2X8jXSZjKaf7pjV1zbvTIBpuF8GgY3NN6QbtuH/tsHH0WaPefVeEuRUZVQh8Ybm2IpNN4ELZYsQksRh+jk0QhIQbLqUpaQ7jmlI/ue6iLabievwBDTV69nAEqfaY6J+toZAEO1+B2sqZbPXxJ5b2pJmopGG9WvnJmyEAVDfq83SV/b0bp5DKDVefc2zvm7kUAPounXE/c/ZLybNyxkjPdJ/BYcUtvhuxs3R5pvo/FmcISZbBwEZJXknsq+xn6856MA3s4DOt1EqjzE/U/MkL69rDGBwZspo+2+eHYjPo7mB8M6d+b0yHsQcNYy25dk3h8AgnfkKIG/IfCFoEA7ddTLdX0MDQhgkP8UNrxSM2MgAW+taLwhJRZ4y1FNa/TJQjnOswm/Q7u305/2U89qJO6/kMa7rLBz0NRJzCW00WTG5eK58yLvdcvSXGJQDwFjGXGl/7bbw+jj+Mm5dyfev4tx3wloKoB4/mbafPSgFaIPHR4X/vMM0DAlz69rAc4t2042+wsBuJPGm36RxlXza9J81U09u+k604mWCkDxXfrzr3M02jMAqPbfp6QX1DKYSw2bA/0JrWhKYHTrosWUdyraejUhsSdZCCJ8OfuwY+IObdbHeFCrquPGjTjXzviTnrChMriL7xy+rwB331iT5rJ3N2+JvO3PRgE2iENt9os0roStjp7FS/N/hCgEFH85n9j6Aq+ka8ObAH4O32rhv5TytiDySglGUg7fPerOdM53L7mXVHGKs86PUjmfSps2xM+y7ybnUa8/wUH2AOuRAIwbO2kf2mlquOko/z4A6VTWqYU5YunuLVsDeFNw0sA844a7HgGEVLTS3Jg5P9vnexkPCjiOXbxokurXBz6PeaefTZyCipkInlrx++Y8/c03dkQao/DZZvoVmxr1NqLxVvxrpdK/+J4+M4jT6QoZ5Mo0Qne5lr7wlwpL7ZfOqBH9Io38TvlxtZwqxxduGE6Vz5p/OpdWrHjkqLKp8QZ/gt8r6VDWeDtw/jLavTdYR9F4ywF67jMufLjvaI6uZJMpvxvz5QA2ktGXBaoXoa0+fw5O9nlng4ZIjn3JiM5qCalBZJAC2/3XOJCXLjFvKewYQiX/mWr5PigVrZpDPm7SNy5fxvo1u5qFHzR9d9oPL3XeiPv3HDwawJvr930c9VvW/hw2fHb9zBDarcVXWPP82az9M6o31y6P+9pmTY9qNS/+47eKQC9s9C3b4Rx9+n0iQhoh+eqd2xFx3D7+hPVfqoXRkReZydo6jTV0KeXbBjgkH/XtbVsijcED7G9HLxnV9HL0yYNZ420ow7lJaws/kGq8ZR9v/+Ht3XH/GgIN1Wcfb9a9VZPxhAjQ5Pdu+nQvQJM+3j4i+JH0408UviTg7SF1K+g2mXlG4K15bmq3nVnjbRHryzzW7R40u46cOhv3/49P0cSnLu4zhgZYU117HW+2+6YcXOHrmzcG8KYT/RbeXR5rxmRLqcZbqqOi8eacK/hqma7eTlrT+9Cuuw0/cR6fxMcAiPQb1klUS2kc/cl5Xl/B+gyL6M8EGJLepI4dnvJH05lbDWyhAE0qvpZvUO/yAq6J1zMIfwJBknT5ZloDnHZdNwyKZb/QdcK7216LNOtWrUYwPT36guun4NveI0kw9OHnh5hLniLkHACAQhBDWYZkeqFJarNBdawf1pV+R2eyBqqFJh8gTRCc4/+TJwYLGwxBZzcWBdLNe4lnfchIk395NqzxxkjOgpXxgwjRqN/w8ca6vRCh5Pd3vBH3v7k6aQZfjKimKbjC+2gWRlRTBESSgb0cI2q7CViO1nj7P7+Fxht1OZX2FiBTE1XAWWHrj375Qdx/mujDapei082H9+VdJgaPKxiKkJs6XQqvqbapea/M7dYCECcpONbfpnygAabUIo3gTVw7whjRv+tNfDbKe6gV94DxKMnTSDU0vuvmQniYtfCzapT/+dffjWurAP5q4edCeOLgoMMZxE6Spw7iXiOSp+zKuZR3quKRtdH0+Ve0c7qftKPAtzg3/KfM7Oab8x6+NvZlrAZenRoYA95enbYYK0muAafhNBW7SKWJO7H1JsgTaiRK38eFHSdXnND5/5BrRjV9gLbJhxl4+8sPkqlp9z8KeNPUdGY8aRh4yyDHEJO+JZK9HsqO4IdyOO5raHvcZzFTS2X/yZOxqP38cAK3dLyvGQUrEAuPC+tEGNkE7qxakkxN58+aw2JZF0zIDIAySUBM6kI7ZQBmoRsAzu8CbR3ZjPX+fSIzwuhMZ+MieGKggR15s/l/vPP1YJ6nEBXLBfcy2gwH0aCR2f7pgVS2znt3g8mZxP1+jGi6YllTPHc32g4y8w3TZyBF1HRNk4mJAZJ0Zq22z8+fhkF+AEByB3NGGDsW3GdEr5KaYQBkgnYAarYtWQK4WF9tWtYcddvEd6mdqIcy7icF3gyuQB3+Optd3IfBkI0MwJOjTM+EQaEHo2PaEpgm4AxYhmUmAMs8mFA3dI2zZse18eNTVKt+Nu0PYZJ1AH4JUEBqByhUsyOYMDai8m+TgyEcH5EsTfPelm0AOPU4MZ6DtDqZxenkWjoKM6X09VPAlgvkqVnFiQzq9WWwQoBVxm8uUtglMM2aqm5dvSrub4JBcqMwDiZbjv4x7919Ozn6PUz/cVNygU1YD3WryUoPfchu/4iNc5AMNmkE3gxeMA9T03+xM20adgG8We+GfDfyl5oDnRl4+68f/iZu31uAN/IQLHkBeNulqemUavViNN5wIKyZ0xy0FHz+TTbo0qfnzwaDdu5aBxpOBH6gD7bfSdLTft5J3msi9T+BcTKNvjNv5ty4bwMmp26aNGXRrFCER8moG4Zb2Xl2O3kKLt990As42BdRfO/nsTAIky5lXhhTUxhK6lvA+rubRoA3I2w1sFk0+pubzzOY6ko//igFVziDZsl1mExrszgEb6iZGWlWEd3UMbiIjU0zUmPNVRYQ3U8axJzWtum1XdgACAJdvpb61IELF+PaHTdNMK0yzUYCFliczJiTmhmfAbwtXz4CvGUwtqEOMx/qpgNTY9ssgfjOJUPVB8ePxv33YZbVUNDc1I/js57xKbUtXBa/FzaUuYSNEeNZ6nuYzMOu4eBaEE4A6wbjVU3PG30J8DQKnW0cOBRfAnizIaHVmIYzRADeNgTALfC2EuZb6fyC7OB5gPd1o3cZwPDqLQQRPOPDrPn0+eULUR8Pyc+ozDEXUnbH6/y5gHpQ0wKcQrNxmkndz2IulJUWnJa6H+AEnPtus5nri7rH7B6tQKmXdpQmUOeaAs1Ek0JHz9PZPL69JW3E36LcNfS3RjYksaHmZabmDcEXgDczS68d7+zPYv6SNgPWhEnyMR1GNghezOf8+jKlPEb68G9Jyq1pnrPPlULlojn8g34b8PZ0FPBmToLYvcyhAtsfM89Iew59Tp0SdIdzT9mU1TOfbF6VAcvXXos+NZ9+W0f9ub1PsBuloV9KYYpFP9Ak6RF9wPXlPKCo9Le//gihx+PqKnPZXcBztd7m0d62+5+++16kWUeQDrVfpnFuOptO62NE4y29f3r39MLl/Yev8Nxyrmgqjmc+kEodOQYLFcAtGSyWs+X4YmvkqTxdfPFSuYFjyfvLgLdSNm5m/bQP92XtIs32Na8P4A0wq5u55HgG3noBNSTXPnMfR12PA3RwvM1z3oTWLVsa8/QSzKcXAr65nrgOSprySQ9Y+xTq6KTeyKPOJZ+cSEDGHaJdOm9PGM+GeYJCEJ6Tgw8tAJz2WVsxg28i0MBMzA5bliyI+e1EDlQj8HYL4OIBQOJ9NJFtjwdDabw2sL679q1eugAwAIAJQdmu1c1Rpra5ifd57txCfQywjj7g3QRV9l+8Gmk+OHyY4Apo+CMguKWWN9VXTP5qGbc2xawCvKlF2ZYsB76VgTeFQgI3Am+HARUELAQ6pQK8aYavg3qBt3UZePuPGXhb+xLwFvflZi6mpkbzHjY1zcEVfvzJZ9Hn1HgrwNtUNK0EU5pyYKhdOKKfTn9fhABD4O0+vMPhk+eibH8F8CZY43r/iPnM9bueddz1fAPa19I3NhPVlPmthfWpVa1h6mMEeEuFFHhjMYl1WMGa80dXFl7tZ+3XDcCpDvjBi+0RzfIS4J80pNCX+9RGd20xAMIixr60K2u+aTrseBV8m0WgBOmpquPQFcA9gR2FZ50ERnJeOXX5Yly72XM3yqEA1Xl6BvfP5z0UTn5v15uRZgcCkpnwNLawAVX66L+63JD+9qM9YSLaRX+4T90b3fopwKY0LgOP4xmw8gaT4Mun8BE8NqquNMEFjY4zhPDsGevoEP3uMYCxNDCU8nk6mfAA8Cyacg5NTKDiUHAJLFmPWUPhvxYyFuYB5hmA6fs7vwp466xGgLf2eMZj/jpGBN2SqWktwRXSPPt/ffvrIZitwWRWk1EDE10neFUC3n4Z9x+h/wrOD/CO/UrfrCPGrqTJqWfke1z/DLq0HKG0tApzb6kGcE4NQDX+Y16gnU4yNqQIYAKf1Mc1A5xZzsEskBqXec565lTLbrT3zS0tKBJMqv7de+/G/YsJkjGVPq5GnFFvHQQK4aVh4I177VuJyjH/4pZChbezD0jDc7AX4qKJR93Ar5TW9OXD1zEaq4FXsAbGgLdXsFH+2ItUplPZ1QRzOcW6DBRiYiUR83rQuOyTZLzICf8HOF+Atw+OpQX/Lz/4BRpv/UjKssabG8Rssviv3tzFWjCuegd/KUtg4OawaC1DG8npe2oBOVikYyHhZGi8kX4oS5qeZuDtDhJDo1gZjegwjI3SpL8/8HGU8TobUJkoo0zJLKg1VpPBtaa5i2Bw8PFWNxNGJmm81cj8QEYbldTK0ndaL5vne3z3fFf3rbj2EHBCAEkzVqWTc5FG7V6/Pq79yRs7490moTbvJr0DUPAETJBAxN9/uj/SXMaP1CPyHicIxEfAZUk2A93UvBxmBckcZZ2Gho3Am2UPJg5JtHSq8wog50OAp/swyG6AAQXygrsaSZuS99dhLjTR1NfXOszJXCSXINWULhFNbTTw9hAA6jdZ+nufttSXh3XmhkqAZmIG9WrVfKM9ZhJOfiqbjOlovTXYbqStpy6lcVnjTemeWm+COdczuCWA6SboKX7dZBA0daqBQfb9Ni5vifvfQYOqEUZGkxCZjZCewrxIpwBy3MQcOHUG7Z7rYVZx9MpVu2bVjc8cyc2PZoENgHdzkW7LqKxpaoprRni1bsbJsMKoPIHZ6cnaZGcuXIj+fQNQVSboEe3dRxs5IgZyn3guEEX5i8abwNuf7NwdeYfGG+3WAGOrWY4gTgdMnBuR//LBryLN3nMXQpNO0M0iKL1ekbVcvr971zDwZnQwpe4FeLtLeaQjVy6HpuN5NnPH6VNumk7zXerJUdTGj9PkVEZyMppdabPVumipzRYaafq8kwG3XW2Du7SJdONOV4DLfQBEDwCcLR96qnHtSWwoePXM3Lm9VONN4O07ReMNjQA3UwJvs5GoP2Jcar4r/c3e5OPtBNqEnZhZqG3Rjw8cy1Q3JW1am+YuDH9gmjAvZmMjaD23IV0rwJv+YQbQ7lHz7XrWeDtzM43JHhha81VT7WmAQWiq0PekArxtah0B3rZn4G3OjNoYr12Ycqk11AF49dlZoueSx88OH4z7bwI6ac7pJt6PZVOrUFrSOC/672z6v4Bb0Z6NfpM13roAyNXUu89ccrdPjT+1KBOY6lhzUD0HLPSjf/rJ1I00DLxt3JiBt8ZqFYDJaODNd7aVOgFgr2MerTnoR8cSYLjvzKkAV+/TFvouUvI9xNhwTpk1K2m/zmsk4isafHVTMBFGY8F5Qh+T0n024c47PcwzAp6COT1uyDn3iE2kNJXim9pN6QJNGwHe3snA2+urV4WPRUG36Ur+SeeYl8YPa7yNWmdSd4saiUT8Lsx9OjrTpfvLxqAcI326RIqc0UhOXOZi5BcpX7iSzoz+m+4va6B1UHL0++gc4pfPpSClbINZMGXb2Nb6OL2NVps+jvYeOxK3H6OP6b7ADXCAN9TflqL1vHZttIF+fWoZr/S6alJ5LnlKCRBRcxQBAr/deF/Nc9mHofH2pLp49WrVRb+YwDjVh5Pt/m7WeNuyvDVcJBgtrwFQyVcghrJZky6/CfNEVJp/82uPru90ynXCuxwaqd+UtGkzl1IV4M13ScnzTenO+Fv+lPy+5FJJwjEXKGo9fS+t5BqT7vUZLwJvamAJvH2GxttpgDc1m18G3lz3Yu0TwGeOFUhoZJ2WmgHbptJm8wDBZ6PJGX6zMvDmBtuXK8DbfYDrTuZABRzHL7fH/fcRTjpHjYeHmSAfQ1EnpKULUKch1rvta1ZUzUQ0rqf9l2Eyqn/cI2cSEPIbIlzfCu3eQcqeNuv9z1LZZkyfHuBqKwDWwkZ90E3HZHFZPHclkVKjcLn/CFDdR9v2MfPcgfOpbB+fPhURku8ieLnH2I+GyiBLTe7ds5grapj/lgBAbUX7T63nArwJMiXgrT20eTSHHQbeMs82lT7i/GLEVcFf1/evAt5sxYwtRWRlfwu8GdVUVxB7MvD2I4A36/EmY+yrgbdNycdbAd56Ad5OJeBNjTeFNT3M1/KMUwXepgCMUraNAKBSAG/wJQG8wbOOBt6K5lkAb1SaoyaANwpVfPMdweeYAM7Jq53V54CoPuf07buR9yB1an9zHhB4U8O1RIbesHhRNMMS+puals6jgjy+cAHeYk0lv2t3b6M91R3zitGSpXv9yd3ABPqgAI1zsaCeUb7/xZtvRZrXEZDMBPi3wf3n+nocX57S3+/7GB5usLpyB3NO5nydTvRnHn0cc5ME1Bb3CapPYu6TtxfkimsAb/oUE3R7ThmeUc9PwrchINPz1G+HWHueA2YN0S+eAr6lds8A0pMEvGm6OQ8h2UL4whJJ/osabwJvR0OwdTSPN+dG20Mfb/rGm0XdvQ1vLP3f304ab9Npa9tcAXQX66cuSP5u755IcwCe7S4AaR9+3noE73m3cRMSOGhfdjmrZ81TCF8L76dLBakJP43OPlrb6ObhMeNNDWQFx5eyQLId3sXxp9DEOclyPs3r4viwDsKfMDyF0e3VqnttxcrwN/mDXTt8RDUXcNh3UuNtvLyZVNrGh0uU174V5Y4SpdNxKd8S3/PpkXW2nCBRmsg5MeoGfqW0ww/KN4wdxmrg1auBMeDt1WuTsRJFDaRJle14+pWZ18LMerUwtOOH0oKpGrmLrMBbP7ep8faLI4mZ+e+/+HmYmvYMPIBRehhA1dOnaSP8v73ztWBm39u4oVoKEzMbjaalGXibHAsOD8sghxsMN4xuBZ4iFZNgheOobpqlvYN/h4swuGqr/ehXH8S1YxcvAJohXeY9yub0SUis2OxPRbODTcgUpGtulF1AinaF2kDSUxYwN1ken1Immd/HvIc0Dm0tF6EWTDk1ATP8+ztbt8W1bS0tUScU2pSxaF8FGFTi9Td790Wao5cvBXMj8yXAoyaCJmzSXBZa67QWjSXNASzbBMpqWR4AAEhu2gdhYgaQIqqZFRJGGDZp17pVoY6+bdXK0BzS4WsL4I7L4xyAPOkCPl1kXtV4O3DmQqi778PkVLoPpyuz+9xNBHnyZMxtEhP0/EEKMjDuORJL6kPHuZN0gE95JwIiSc+GaCvuD3CJqpQpHYRpkZ6yiZGK9FXJ7myYKRnOb+58Pa7tRnNQJ/b60lLTTcZGrQzpKhoESiM1OZVpMdDAfnyZ2Dfbs58aN23+1ufZVBgTmWcBUmkWYIm/ZVIEONQ06e9LdXonb1rHcQ/cLwyQ0kfyst7ZIEvPOKrKL5jZCIgp8PbdnW/GtV1rlnMbz8KPXA11kYC3u7Eh/i/vpz65DyZO5tseZh2r8bYymyz+4M3dAbytWrQoHAhr/tCQ/fLI7EpX7ncDND9Gu+lmOOSVQS7+vK4DHLmhG3quWbLMrwBL6lPTshR5mow97y/oNp6Pffrhw97I+zFj0/E9nrKPp13plNV4mEbpEYyoJRii3wvW2dIGAHDsfHPDZpNU3xJ4Y2MyB9BtLr6FNN25hXaH9PPPPg/QQUDrElo5A9T7HUB5CUggjnWYOoaZJpuLOiT6SmxrsyP+oazxNoBZ42PGUTiih4mVnk52E8KR+npGmQXd1CKyE47P/okE9adwfSPA25plydR0+8oVcd8CNoCOH/2r6N/xJhu6Ux0dMZf8cM9HkeZE59XQ3jAghCZE9vfxAJvStKzhOZW5SU0x+9cU6kUayoBtP/OGWm6KAQYZSwLVk7LGWsU9kr4ih9jgRNtkEHk12mh0wWonWoULmCcXz2msVi9bEsDbfMBvKc0ybLDYNKj928NceODs6bj2959+wuYMc2TGjY7eHX2PzdBc81wwiQ2P78/f0FjwsvON5Hzq/K+2r+BBBMgRgIQmcU7ST6bahPp6bEFTMWm8pT6xavHC2JgrsRdwi7zjLspdgLdg6lP/zpeG+fwyJ6c7o+AkSWXLU3m8yvB9eYPgahH0ZQhOPldyK/d6fCG5J3LZHBf6vAyy/SGFKkHUnYXwbAEJUs0wlzJW1W7Sd+BZ+pTA5QeffBy3PQDYcC5rQit5MWb1sxg729eui2vLqUvbRBNQzYyc0YoGxHC5cxsJ3D7lu8/uywU4jdl0mFudPo3/ODR4MWO6DAjnutK2tCme8fa21yLowgJAfp2jW6tTc1TSbEnGM3nn+JA5dSAp1IgjeZmfZzNMlzmHuJz+pFviu5t+Kd3tt/ImKR/PFHqhHUqycrEcc37+LO1dzI+drcrTDHhh+/XmNUhtI4UCBwA/wtRU4C1rCvblNZSdsg0cY3GcAgLun8KcJdXyAq5J+lry47pXB8AlTeC31A84pMmlQKumm5almLo+o62ibPQjBUBR71lD8rUVrbEW7ty4Bm11x9LU0FJ2Df34yPHI+9cACwb/6X4wUHUBHim+6A8dZNY81i7bRGHCTEzRZyIYW7NkQdy3rnlJHH0X66uXcmkaKmB78OzFuHYeIaEAgHCeIifzmjAptdhU5lWpAT4lgDf6zNYVy9PavXVrXBsG3gA9DPaiC4sR4C3NiclPGcAbQMraJQSKoZ7/w1u74v51C9Hq4p0dWaa2np6mhqwGqAO/avLYR706T+85eZYzVfWjj9V4Q7tMAQHXDKwwFVX6pPGWBAy7N28GeMM5P7yawbZC4+3U+bj/b/bn4AoAb2qnTuX+OrS5QuMtA2/f3LY5BFcts+dUrXz0FTsjt7dgklSAN8uZVkyEV3kNuAzIZoCa42jt7z9zLoR7HyMslvroE+YwAQBuAnNp8FzxtsyvWatsFuCO82wNaQziIwkQSbd4bwWSAvx9aO05r/S7BkLPs5XCJObv5CsMLcrZc4NH/Ndvvx1ptgLo6JfVMW7/EAzqxJRX+oDgRfYRNew7EBg/YE67AcApPUdQI02cgHDA+cj5JxqMtsrvPWF8Ei35Tg5lhXfPsobnhElp7R43Df4MXlf3E0kTHr477wPGB/D2rFqM9uZ8+vWCUcCbvKL9p5ianum4Vv1C4I26OJZN+uX/rSVH5mTaTNDya2tW8auq/uK73w6Nt1nwbJps+t6uoQrVDdYm/fLgwfD5e4uxdg0XLQrexk1JQreJgISOEQPUWLf2iZo8ec6qz2ngpVzvBdwEpR3L9xm70gDt59xk37XPSGX/NQETW2k5AdL0J6xLiN0bNjLeJlRvr2mLa/qwdcpWqTAUC6ng8XkOF+iUEujGF8pWBCPlYa6rZXp9+cidcf/I0bzyqXxId7908sUkY7/GauCVqIEx4O2VaIaxQnyxBtJEWyZ+FwOpLAn+cpGQvhp4ewzwlpiZEeANaREMjRv2p/pqgv7QwNtdNpsXAnh7Wv34V7+MZxy9eDHMJr4MeJsO8CajMIXN8yTNPaDxWUshNhr8dqPsu38p8KbmHnUh8Kbpwny0Rt7JzOdvA97+Zwbejlz+auBNCZebrt8XeNu9bjVaFBOrbatWAbwtCL9NvxPwBuPk1vrLgbekXVeAtwkwFZMDeJNvSvU4BPDmmv1PBd50VOvHTc4XgbdL4YvrtwJvMFJT8ZEmY/b7AG++xhNfhXb+AvCGmaHM0FyAt+/9TsDbeYA3fGJRPzKDvy/wpjnkKTbSmvF+dCxtyK4jlVVqPwy8wb5r9iv9PsCbG+xx/yDwNgHgbUs8458OvE0LIE8TZgM0jAbenhq5lXYowJtMrNJjaQR4w1SFzqK/MTVVTT8CvNXHpuV3A96eVj/a85t4xvHODoC3AUCzBLzJbI/7KuAt5pXfHXh7yqbsqcAbbTgeMzIpabyNq3Zs2hT+v35X4O0n+z8NIPLa7w28uf3mnX8b8MYYNZjEYoDBFgCk3x14S5vHeOH8pwjYC/AmtDKyRUhAwCsDvLl1oT9YTxn3Qisk0X2ANn1kGS33HMDbAOP1Q8BQ6XcD3gR/Uj3xtEQ803rRN9IQfc5nF+DtDMCbG/EjAG+amwq8XfoS4E1z/IWAEE1ocZnbtLxpc86N5/DMBL6ROeNJ+l8ReFP7SI0V6WXgTVPTE18FvDEWHY+/FXgDDKmrT8CbQgvnhgeAQ4OAFWqyCHBZdX1Z6JTMWKldNs1fBbztAnhb/ocA3phHNTuV1uH3zUYNAJQCKZQMn2zMOQfP/a8OvB2IOv5dgDcDEBz5JwBvah3Xvwy8CaPmueC3AW8HAN4eMDf8LsDbTIA3QUt5hnoAL/uUAJHkews2FeBNAZwCWemLwBvmsgCH+gr7xwJv4bcvA2+Cnjd4XuT9VcAbhSv+nP9ZgberAG+H/tDA2yGAN0yv6S/XcNHy24E3TEsRvkoFeJNHlpf5cuANDcCYWtMuy7/pG0BaRKt/XrUBvDWMAt40if3aVwBvPjdMezmOAG/8cK3gMwa8WUNj9MdYA2PA2x9jq/8v9M5Fsv8sazklDpwFnHcoEuUJ2bRBgEhGcwCetp+PplofHk4+bP7y/aTxducBviEwsVJb4nloiuFI/t23A1x6D5OkpfPmolY/HSfrjfGoic/TphNxXjD7zwEAlNooLyu+3cpWLZ1nY8jVhyz2SvpOYHoofXz4UHUPs6jrmI514P/IjUhXdqSvqarvw4oYn3g3ORkpH9z8uflQcudHRkvn4dLa1mZMGCcT2XB51bp4EZLl6dXaZU1xrUTnLJtH3ybAPxjx/dmnyC8/OxjagB3447h2R1MUJZQJSOAtI58ixVcbTimo5AZC0neddTCZMvjRj9La5pa49p3Xt4X2XDMbYTWQZNYaMoOEUV2kuYCpqRpvp65cw6zuIgDO42pvlh7fZ4Pic2ZgjlDLe9UigV6Spb69t69x//Oqo7Od6FRIy9GSUpvHRX0iGmZSOIyObzIgfCjy+Oz8eWreLeuIVrOJhZirbAip+YTq3a1JS2YJJqKWWQ0ZNWUssRtBqS+/9+Vbd4lgiY87/HJ9euoMfet59Ql+36SeB32hbTBE//Ujjc/MkOYhkR/5RIAFfk3IgOvixWxM+D2fYy2+dtT2MfqkGlQXYDqlHvrSEO2oxlsD/rDmNjRW3979ZlzbvZmgGAAQDWhrGcDAqKCagCgt/q8/+3mk2UtU1nswcEo9i4+3FVnj7V+9825ovK1rQgMGE1k13mZlja/cJdEqBbzmXQ3Q0IXZx0OY909OJ6n//lOnQquyi7a9pyYENz3O6gITkZJLSerMBd5fs4+gPN6mIFl3PM9HO3IOQPIkJND1OWBGe6cBPJ5httYVvr6sQ0eQGmrvZlPT72zfivlQfWhoLKT8lrkAEcevJCDgMJqKV3CEfJdxeQazU9Pcyr7ClDbH3EPmMc9wJPugNCaYAdys0vGnYhY+t3FuXGtbsSrNQZpwsUm+RyCUG5jZPHMjQnmlJZhwTWFTvKGtrVrT3Bwmdjsw54trBEXwvfUBbT/T95GmmW5kPgW8lz46fizMbG5gxnOdNnVjo5NviUcG5d5O4XmrfFJn0pImaM6T9dRPA/OcQVcWA9pL95mTrNvbzFGaPdu/HtNHJCOOUqRqJ9oaarwtASBZ07wMMBmfU5ihSVaRaaxrW1Rn6bcRREj7GBO+x0m0LLrIW6fZHYBAClDu0IcktfxsB/MYnnN8B8j+IoVfMcpo/UxyDPEuTQZ+gNa1teIfqI55fF61Au0ttTJWZIfk03lP6zacP5M2zeIpT1Qu435QjXT0b/5qWaQCvKVRm84mHSH7SE5Tjtxcyi9QElQSxY/hXNO1eOP8lYN3lOTlGNoIXIlrOWmakShb7tyOZR/nPXmaq+5lAdOp9sv4CAX06uioDhGww3n+Dn1I2rZ+AxqdaCS1tIZ/TzfUi/BfJE2jzqQEtvl8n5HGa3m3cVlLKrUSvY97ij+uR9SpZW7H99MdAPlONFU+PnIk5slTaAhLTVk7sW1ZU7WRwEBuxFcvXRLX6hgrtps4nP3aZxaNtfL89AQv+knltQUkny3l0+l7Pjm6uUsi+5NU7nupaeLa8J+Sz/CJkS+lTNZUyUsewfXMdU36/OLl0OrS3O8cAKWmpieyWV5P7pL6XhNgTNoklI37xzHXSuNwkxC/HQcOCCsoa4WV9rcc8XyeHRonJHmeJzM1Wr0YWtd8d7wsISiC9P3dO2Pt3tzaHMEL1LhSS9l+eAjNdGnP0ePMmT348rpXXbxxK8b8vdxhB3mGX918u+RNQvumbooFBAgoUU2Z31wc9EH30MAu5H2vP73bU7RfbcPxvj9af7ZKmQOmZd5tFv6wpqERpjuALSuXh0brN19/LZ5h8CfnnyOX2/HxpsYbPt7w9yYV/7wluIL+INey1ioY+09fezPSrEfjbSb8htzOyxpv+hG2TpPGm8EVeqqPMs/yw08E3tB4Y115iEZWaLwBeLget7AWSbvQGtbH2zzm3zm4BlHj7Wi+/yfwY86Tvfp4g9ebwvvVhguM8dWa+en+b2/X9+yMqhltsVbWSLWbZuZ1lcUmnhEFjIb3Z/oyZB+BehCmqC19jfW5/XZ3AJ8/OfB5XNt/4UL0ScTTaBvSAuQ93gUJKubfE2lYW1Iz3SlZWCwIJIVLFd7fdUn+QCpA/YSsOTYfXtCgDE3w29tXrYh2+/bWJDSbj/a+/uWeM6c9Q8PTYfAkA/234N3tI6c7r2Hea7T37uog5bW+1ayVjF7Pq8UiZB6OjwL8VMFf2KvSLO7aPadhTty3rKktjlrLyKrYr68gVJTGjUt1OnGI4AqUZSEab3PRLDWg1Z9kH29GaLb/XML64R5rnkELfnnoWLTl8avtkY/am4Kg9qdJVKl+8t7KgdD+4jtJ420uwqM6rC98h1gPOd6Eh5I+OnYiAOrzHZ0Er7kU+4jrar5B4xCSO8kVfoWC0iTcDI3Pc0I0Ec+1WVwr7BbZ4w5zgBf4b/9RyMGPCfliGy5jnINfRwvaQGFqlG9qbY1zi/NYjjWI+52b1bojOVsaTkDPhzXKORkjmWPuLzFJxNmRldVUL1LKJwqYL+RpZjjZyN3Dp8a+jNXAK1kD8C0OwTEaq4FXswbGgLfULm4QXIzGgLcx4G0MeBsD3vRvMwa8iTHAbsPhjwFviY0bA95YJN3xuVbGijmyVcun41oB3MoxTvqHRGPA2xjwZlcYA97GgLcx4C0J68aAN2eEMRqrgT9MDYwBb3+YehzL5Q9cAwUOVrqVKEmcipab54rEY0KRtgdnjX8kJDePkFoNIEU9cuFq3P6rg5/hx2wAzZ8HqNWjHYJEpkjt39y8PpjtLWiM6W9jJhpZ8/D5IfuOi9W4X62ckAZxVlmQ9Cw76B02M0opQ0KnaaACpbuYeUiXMbFRY6kLNfEbOJjW38qlG0madhMnwL6npiBPkHAOUTY14iSdHktKopU4qYlQM3lKSAiXZS2P9S1J403/dPPCfxTOcJHgSskVNkUnzyg/eQzxEdC8SRRW6eil9nDkajRWA0PoeN1oh1IfUWDF5gf1p2UevHtsTHg/pdDSZJzRjkdCaSSqWUjLdWi+EW0eaRs+oFRH1yeIfismIuWaRlopeeyqqvN3eyIy2KkrnaHx1o/ke8/xpDHWh5N+NQQa0UarR+utcVZ9tW3dyri/dkKqo45OfF6hWdaL495bPUmDJjTfSPUE/x2Wfxz1qDkvXq+q2gnJJ8nCGUm7SO2YmWiVzUHzbcXS5OdlVY4GVUe9K00Oh7EZ/MzNXw1m/xndaDf1oxnUgw+xCzdvR1seyI6Sb+BgWJOufsybjSqp7sGTrIGik197klJjtQl0Kj8ra3WtW7Murs1GtX8aUlHz6EOKqtbShfPn4/17jXjF73oknTqin0X9b1+X/DKtW96EpgG+YTBv1dTXPn8bsEYn/T9Hoi6duNKBiRmRUnkvm1a/Y0voP5L+O9Q60Xn3XCTrk8lrRtYiNL2k4Z99XKl8P/nqP+oyZZJ03q0D306k6beRyNrfPUqapEoRap7MQlHD/kQ910ybFNcWIlWdTH9ZRPTD+ZiiKEmuyX7AzqMlorZOF9qZRrdMhI8/+tVW/KZJryNF1y9fI1Lp2Xksl8haXX3I8nnuFcuGpkE3WjhnO65GPznPUTKCplqGg0joH+dgHuG4hGs11KllnYGPPoOg1BF4pAltMKkNqblt2tfXH1oc95DKX1fjDSlyN31Bmo2/FX2jtC5cVDmG62jfdU1NcW0BmovmrS8t68W+b6TIKC/llE5e6wztjZvmTYRP/SC1o60qdeNbz3Gqhp3HABa4Xwpn6xzrmRvUcpuNafJ8+pc+DRfjv026hwadEZK7mJvuMVcNYZI2QL+RljFOfLe1y1uJFDuTubIewItgDpS1kaAukjOCaeKJlp8OYnRX6TIaob7H1dt3YqyobWnkU9vyEhp2ktrIzn0Gj1G705yin/CtaJzqs05/SVMZL45b62t1a7O3V23MN5oGN+Ccex7zRZQNnznSFMa/ZVMirzQ/kXMaVBCYckxn06W4yyTe7ft5TN/LWlDWopJvSpGeUbSzYsEqj833l0PJz/xNEh8yieS8n2Rf8ERc43c8I1+LZ3AhKXjoRxRNyawVdezK5bj/8JlTRIQlWi7tefPuHfoD451ItdLXtr4WfpXCVQH9wjmvFi1TyblPohfGX38lPZRSF6axsKM+kYY/HtWWIb9ezM30MXUbh+En2tujf36wb1+kech408elbhIsk1rTOzZuimutaMPpNN+IedEHKEBx3q3GlvWQaiW+xLP8VtZl+4eU/sZXkqd3Sm2ZzpV0+nD9Bynd/mKeL92UHxEchMlL9YTGWzbfPngJjTf4lM/PXajOocXTzXx24lpH5NSDto80dco05j99uE1BMxufq5yblvmCh5jZOV4H1I5C+81nDKVmq55nLZdhjTcKlIuNJkrSTpqGtpJ8hdpHRqxV83tTc3M89xtofRu4YSk8USNzqensF66nVxnL0pELl0Jr+tL1ruo068ljNNjOEz1b6mGdU7tHtWA1XtR+majzJ2hKHmfPWN8d344tdaj0VVg3Y3akmVZDZEt8VT5RO4t5yP7xgL4jTUUTx3poRAu7Bu3oxaxTm1a2xVz29Z1J462LgFZP4Fv073b4wkWiRKLxduFy3I+HsThO5f1TVNP6av3SpUnj7b134tp6A0pkjbdJFNuSu95JBvqxde4ScdMokLqZ+Oh4sq744d5PuGoE0Xuh8aYm9hQ03jwuZ12TduMKpI46XcDaNofxdp+5/cip7AtzHyb5tGkPPtIe8d6TacfprIvyCGtxki99643trCP1lZYELXOIts7cZqAJyei3QXbAKK9/csEzz/KIn8+ocyOy3iOqp478Pz13MW77FZGO1V43IJjroG5OiqnoUF4L1STzHy1Gv0h6zsXPJM2ZyTaFd2I81WAJIS2Av3CctRGF13V5MUEaNrUsi/l806K0BtXIp9nPyMdXkAqL3x/+jTFnha++D09xF63pc6xVritHL12OtPfgMwYZU0/RKn1K35H31XWCxDQSZZpKu8pf1KJdt3jx0rg2e97iOF5GY62XQGnt1wgadfasUxeuS1J/mTQ0wP3PqgX4jp2HP1Yj0n5vxxtx3461ycfbpRtdofF2hvHwi88PRVsevZQ0RI1Ib1kjuALzWfh4y9ruf/Hd78a8N48yGe3Vd48PuZeAWhe67rD2P469wyl8IuurWR/DkuanrqWGRRhifD1jzA1lTb3BotFNupgFct4Owwk5mutUdjuukAYqkxe0z87NZuvb16yOsbG+uaWaz3xgELfF8MuOwelWEDSJzPzmGlg0HMsxmBmuhcZtTs8s7m2kL0e/Q5Qp5Zi+e2qYeAaXodGJ0tU0lw/fmU6O/R2rgVewBsaAt1ewUcaKxLSaZtdYpFJ9JGZiNPBWZudQkSZRcSb7hAVb8C2iLF5N4NYnJ44F8NULM9Mv8BbTd8rzNaJ2yQysXbosIljqLNYAC07hI8BbKpDMSvrG8guDIMnsJsqF5s5idloiMaq2rpmfIe710eCCqYNr6QoREWWe9dskQOHi+ZgNimSETWkaTJXgg4xxfQ1+jGCIV1BeSeDNYAjzNB3D5EsGTbMqaUJmgmRuQ7kVJijMZSlqv2Ye0NlrNwP0a8fsrgNzIJn4KzevxbW7RCn1vscw0cXBbFkWx+dnTJ9eD8gzMTbycxpmB/C2ecWKuH/tXMwEYTBq4XiMLOXbJAfd1m2i0cCbwRVkAvccTUysJqgyKnMwSZjJgm/0tje3bYgb50xPG+oONioCb929PZh7yoRheke0RukxjuG934htMoiCXDMmJR84LXPmc258+J5rwPShEUaqFcDNDcYSGCtJiM5WDrPC0XZ8nHsGc2In6ef8Yzhyo6Z14nfD+jpwOjFaHV03I6qXoJvRaC3bACBcUFa/j0iCMOXTAHHmZbOHLZhM2icbYaynAqw9hMHvxXTGzccw8CYwAjhhf53OvTok3tiW6n1l06LYXNUYaQoGSifPdymDDL3mCtJ52t26jg7NeNG8Q+f+0taVq2Kzu5T6bqyrDeBtOgyZxOsF2UP9qmm15sualsgQS6evdkZ/74BR7MIxsubD+paS3PhLmgxaVwJimt16rCMkvdSMmaARuBYDDC3ElCYYQjZh0hk2CJpD3rwD8Ga0O57vNsjxsX5Zk0lg5purGTCHswKEMUAIzDP9T+p94nM13+ivegB5E/DWEWU5mRnkW0STNdKv/X4gB2F5lgfTDJyEu3FtnFHPM2CSMYFevrQ58m5b2kqXGFfdh/l/4qZmFPBWIrbOrJsWZVmKWa9Ax3RA05WLF8f98xjbtnsAb5xxbgkQn++382b9Iu9te95kY3fduQSg/BybBKlL4Iy6EbQyAIEkcy1NyT7yGhlHmqbPBeRYRPRizXgXz08AzF3GfwHeugFR7W8DAL7SYsBvqY0N6izAu0Y2TkYTdLw0sJGRCvBmfUvRP/Lzu/oFeQkYgY83N8HdbBSusMmxvGUuvMMY1jxM0LP4xhO0lKZlczM3cQIxgjOzMdOyvtavaos0rYtxAk+7CyKET0bOTqdfSRMph980T0yzuP0mF65UUjnGHelPYui9t2wQ8stx+WXYZ2R1MH3Kexh4K0hQZJvzGM4qfcmliTtL8mIe6Dxmv5XSFoe5Kd+fLXoCnAswnDq8O+DYqKpPMCu13g+ePFHdAnCzv/QybiazpmzJm773XnudqJUIHwzUwtFsJ2WUIcwR+Z1qK9WYGzvJtpcUfsU3T1PwOJT7mX+8+JjqM0BMN/3pbIDRz6q//fCDuL+zs4M57iFRiGcyBzaG2evXtr8e19a3tMZ6V8t8q2mgjy77yBI9u9R13JBKMgy8FcA9Xct/S9ly+e1DQRxKfb+Q/uUf6fXzk16+mH6XtrL3mtyxbJuOBt4OAQoJnH9+7jx+9xLwdrzzSmRQzFGnTZ3OfAFIAOg2c34TLsgAAEAASURBVDpgFGWdnn063sfUzjXAedDI4j5jcGJe9Kck3qH0cfuAH8m5UpqOMEN+IXyYwjvMQAjwxqpVce2djeuj3p2T6pk7yDpGgDm4yZdOEm3yPmbiF4iMeAIzToGi49cTz3UHtw++6zM2/88FAGi4cXnNKyZsQwitjJ48kbl9Ek7x5SMWzl8WedchGPP3ANFSH7F+GPW7m/lJmpZN4GazXrwAvLFGvbdze6Tpgnd5zDxy5OLFiDIfwBvRY6UhKwqaytxnEJq58E7rl2k2j6np19+Na+sAhwwK4Zwm8CblbjMMvN2hz/ZStgDe8rr6w70fRz0H8AYvJf+ja4EA3hBeSG+99too4K0RU1OAt+ye4u/27EvAG8F7DPwjADIdcz7bad3SNE9/U+AN4KOJtbEAbw0ZeBufgbdo62jvMt/x4Ay8GQDFswPYVBrRWyH1ofaOKNsvjx6LYAvtt7tijVEY3EtZpMeaNkMGUkh9yXFvX3L9TutzmScNiuNVBWIz8vrQjNm/c8ZaXFjMpfwLG2dVG/D3J9C2ksAqkvNOmYaf2042VerKCPvSWLrHmvGQdD3wRZcQZDs36jpCunULlxr0FcG3QYFdrj3Jwj55IYd6LX1d8K2OdWzZspa4r74xgZqncIUgT3AR9xMHjx+P9JMAd6VJzx5RHExNZxG0ifVPU9PvfgF4uxlr2xnczLz/WTIbPnohCUsfARwKRssL+1E4+HYWlv7F9/4kgivMY/6tZ/2Sovk4FrPxGwj0BhhjgoNnrl4P37L7jiVe2X2EQqsnjDHBt2dU4uC4tI8gBFTOL88G9mc+Vu2kZ6lya8cRaZozBhmrAZSs4bhkbnI38OaWzTE21sCX6cKjlv7cmNt0cuaLtSJP65Ht5xzEA2inoDzfjABvPtlP9Jx8LGc45vFmFqPpxf3fixfHgLfRNTX2/VWugTHg7VVunT/ispUFpzCKzOBRG068hZHM83byTcBVGQlXyUG420EWbB2IdtxNEtLTV9sDCHgI4yCjm1adlOcKNmsuxkvZBNcBchgF0oXPZaH4tIgFwHXEO2O+HwHeXl4lLEdh3pOcTc2xgdjQ9gBMdOPgWBDuKhpmkoCEm0+dIKv1psabkmNJpkWaxmZTprCWcqnhpJZKc9ZWaMa/ib9lbgwjLmMzHD49c4pGb4q65FoAb+RZ/G/oI0JtpZsAJPpFMdrdtTtJg+YeAJbvq/+0FEkQRjryhKGiTFIdm7WJMMizACIa6mcFCNi2aEFcWwITocRTTQXNwlzYMw+FlDaSVOeyxttJGL8DRDMVpNl3LGu8UR8yVbNpm3oYtQVzGqv3Xk/+19rm44SbPO6q9QNoeb+/r7rVTV1Sf5ZbKsBb6LoV4C1HnmzCL5ebMiPBuuGog8meD0PlxmZWZnx8Q4sZm0/VSeKHOdMP8L1iOz+hPgYpo75NukOD7Hl1pjO1rRqOgqwP2AT3PMB/FukeFuDN3TL5CaIakVPwdA4+vqRVywHQyLuO+nODLCDbn/vQdTQjpEeAjWo2GVksNCEB35pxKC8tmtuY+gE+cNR8e8QGxAhjgmMns9/BG/h3cSyEJg/jRca+IWsutRIIw743B42iGWgMCYwVTcUyJkO7hoERkQx5pgxlcdp9FQ2A8GMIyHJPZhEQyuh30j36mGT0NfOyf0yiLu23dTk65hLew/eeq5YjjJ79ZlIGuq923og+2K0PnQyiOyfIvLsRkVoAamUcp/NRm8N69jnSo5DWAwCy6XsIE9tLvXYS5c08LnR2RJo7REp7LPCGxkQB3p6L3EACnAJvs9CqqkPrrRbgbDEAlrR41pxot34k5mppPABkuEsfEHDty06ga9GYs9/NYbw0MnYc24sbG+P+WbHBTWPEd3bfkeODVL2Zie0iT4H5e0j776IhY9+4mjXebumXjWfpTF0fc+mNI+tqWmaUZ1Gfgr2OV/0CRjsDYP2/7L3n113HdeZ5kQEikgApZopJgRKVky11+4NttVvuXrPWfJkv81f2eHqt8eoZ2+Mg2ZIsKpEUc84JIEAQeZ7f3vvZVee+LyCyR5Yg6xbw3qpTtVPtimefCrhTdcbbu6Lzvl4+uAn1XBlTT8g4jbtNxrZD6oMOix7nNkrtulEv+4Ld0qF5Eq/ijfoBHmfV4XhZoq3QJ76uvoe+79la8fZ2ncvEqlD6SMrEK972q41A8yArftVHH5B/o1ZjMuG+/540XN520zG1oz21MjjX++4DSW4Y3lIv0I5xgF/P9C08COWG4Y3E8URy1ojhE2cjkElx3k04W9LioVINVHGWiHJv2iV/dLtSaIwvSTH0UcHwMHzQl7PC9XkZaHH/8MhPop09o9WcJ1WvOaOTszgxvv6RzuvDfePTn42LKA6zgpM6SLus+majHu0bqciNs2LDG5cBRVYAiUFSXggsDLVtEi+ozrO4ghVCL6vtYjz/m3/5ZyHo488TT6xOyfhAG+bjyAH1v1966HOR9tXPfT7OmzyuvuioVk4Ds189As5GBnin3kOKSLP+wvA2olOxVMxyYXQTzQCRj+6v6QZq4lwF2CxKHaE99MYYcErlhPu5+mL64J/KAPd0nPF2ZvWoPiTh3JfecADDm26P1EqYE8fUr0uPN8kAh3sP47ja0lv6UEC/qvU0utU929nlPQGiss+SC/1IdmUx9Ekq54PuVbvivDDaMpeRfOWB+wPxyzq/kXHpmOrJDaozqCW1rras/hz3rD6scJv187pM6okXX4n5y0+efSHSXpbhi/HmwmV9tAuZYJ7zml3+KEAfJQXt163pB9WXYmC89x6NfXKHD98YK+lPa/w4o9XkH4rPG3Xm1j7RxHHuKIa3W08cXz10/ydjFee3v5YrJd98/90w4P/iuedlFHw2Vgr9/NnULR9QcZxPhuHtuPL+0J0yAGms/N/+43+ItM9ofsGcarfKK80uWXYk8nmJcn1Hfdgp1ec3NM59X+e74v7qX/JyhTe0Yoz5HB98uPCFfvY+fUjD0e44443+l48Hp9Sn/7LOO/xrnRE3VrzJ8Kbz3RgzkO0zd+Y48ydf/ZLmWkdWd+lD5z3H81ZTn/G20/1+VED3x0grV2Ng3mbL7hDNkfhTHXpa5/Th/uWpp6NOPqezGPm4w/jCBxHcqTLm0zfTfuki+KP16d5WAqozuSIco+Ze/tRXe+x48C59EFQFfPDOT0jnqs/6qHe/Ps4i1u3SRzjmvqoqrJam/kBes+JIOqU0esBTGAuV9qGeuUGbOM7Zw53mRnXGP403/DHH4JZu3B6tXKO93yBe+zWvOaBx7BO1c+TcThm7lPajx57QPPK9OAvzEX20IG5frfbfHYa3K6s7tHLvVn2cDcNbnfH2rc98OubonBvL2Mw5bH/3SF6u8Itnngn+rESm/XNuH3N05p3f/mwauv/3P/vzaJe3aM5HHxzdTPxIx1ldY85yQTRe1QfeF7WylLnyj+q8xafUf/DR6ozecc5q3sKZwh9cPhd8P6iPh8wN0Ae9nbIV/sGd+QH72F71M2oLnDt3RHNhLpa6R20A99XK2926xZU+GNn5uM84sbv6+WF4o8QkuNJipw0Eau6Gn02PDGWmbKgdMUqpfKcSIFBOQJR1ohoo07IHT5oG3/gbDVyPGtgY3q7HUtnIRJ+dzn71wGxZiI5XqX5ZcicdX8fUI/NaxaH6McGtVSJv64swL3gMWgw+4QrxxjI2cKApW+owEO3XizVduCdcSTvGkpYtV9gJqL7iMiTg+PV0R/sxI87DAWvtzipzTKzeqW0TrIJjEsMX2V7xZsMbq6rkDmggZgJ3UP5hDXxM4m7VFgXcMcnNywiT4pwYS4JSoF+ebCzJl7aE2s0LkRxDMxo5pa+DpzVR4dYoJo04XobA5UWYLQfIyRL+nIzkgH1Uk1YMf4f1ZfywXg7YunHiYH6xOyBRyDsvb8mtxkzFKTvhHn/r3ZjI/1JL81nxxmTiB798LNJOy/hBObJK54i+Tt6pSdr3vpNftL/92VypeEkTQ1bF8MX/Xb1YIiMXWeDOxVYDDnvVl05JwCTbXxPv1KSXSeAxff3E+BHlzom3cn7ZzG1pitDkwgYAJiy4WPEmH+MbZY4O85VnpcPic6LHBCwmQxgGteKMvLThjaIVLV6A0R8GuOP1QnWbto/gEAc1cRDyOU02keH0+7na4LJ0Qznvlb5ZIcWk6bCMQLhDmjQh50594ebQbW7DZUsoZcn2GNxZ6YbJbUzC0I4QWFGCO6xJKc8cXM0Xez6Ue6ViHFgsGFYzRL1iMiUZwpX/vtKiTqksz2jSy0T97ZMp9zsytuAoJ/Cp12xHht/hqje3aIIXdUp1+6D0g3M7f/ckN/OxNVtftdWOcPQJTKiPqX3gKGMMiZQp9RFnES0rZQU2Ru6T2m5DGXJZAe5dGbQoNwxvH6ruU07uDI6onmN4Y+XpIW0Do9zY5os7ojLAnZdxD92eV91kmzDyerUAcknUWG3BywnP9D04bsyF1U7NTvGZpHLzIO5CqdjtlS2c/F1QubJ9D/dWGc7OqR3z4QEXhgX5B7VSD8fKpj16GTqIkUUvHuj9kIxVOA45D92qLzqncqO+5ZZPjP8Jg1GE/ocVkgdEB+nYBohrw5vya8eGJJwP9sbkQN1A76drReprZZTlRmi2Q7NSJT+QZD0Bn21v8KIPZAUJeme1Ieq5WQY3HLe4sR0OjqWubstcwAE+LwvZYlO/4LE64GouS4IqkBT9nPCJl5SBGXTghevtNmS6XaUWX+NT3lDIP8OkHypVQqTxA1yBeCsWH3ZOq869o37wZ888HTB/+4MfRJlycykG2Ztl5L3njjtjRemffuuPAuYBVtZSF0U9xjx0VPWHnhPXsunRdZK6g2NtSzjyqHqPkDa81U6m2HLKNk7a3ZkA0yH9T6Sx4of/+q9hoGaF6Bta1RQXftyextTvfOtb2t59YHWPjPG86NLfHVN/idulowRwWaYRLGlTT8TwwSrFLKUpjr4H57YRtyZXXqzTAFj/KRKl9vXU5XPBljqy3NCddOvV5o+/8nL0M4/KAPe8jM8nVUZP1mrzM2WcO3hAW8O1wo1jHG7TKm3a3h11Cc7b2vJJ+2Rl9avSG/Obk+fQrvqLMnJxpEb0j4qLIUf5xNCEu5ujDNSe0Ovt6nNvUPghHbeAu10wzCswAaBt8uw2db4+n/Gh6Zz64Ndl9HhRK41i7JbhAvf0ay9F3j7QjYh8uGNEuFyX52DMwu3TKilWRh3WFvvjMiryseWhT38x0g4d0lZx9afvqG84qf7trOr2Sy+8EGm7y/B2RAap/VrFdFwf5e67Sx+LNI58qY6ieEsf3zgi40l9qHrihZc07p7Xdt7XAt+XLu3TFl7GzRvVjzygj03Ulf+iiwtw9+sjHx8y6Td215yR2SfurDxCGH24WZMPBo/IYIX7m5/+NNLe0tyJlWT079RZ+Nx9/ETAsNKUIzlO6MPSjdLzaVYNPvNspP3tvz4SH2nZncEHM1Zp3aAVb8h2X201/bpuiz+qecvtMtrdro91lNMRtV/cbr6IyVFWWU/n/i7TvDuELbe+hfgU8zq5p/URinH1Oa2gel3t8Yz0/uIbqbfX33snYLioApiLmpNcCDz1jleyTR7cx7ZklSnjo+Yj1K+7NG/DPaRtpYydd918dHVUYz0rp05wdIPScsaoeqs+ir4DoxofaC5K9+9Jx7jXxTfmUGob52Rg3KU875EecYe0uj0cRja178vQ0R/j2cVqS9QP2jwfofZpzN2tMeSgDIC4J9/Klfh/8+Of6QKYt2qr6eMBj5EOt1uGLPqau9RW2DZ7q/y//OPsQ7/x4P1RRhzXckrl+Zy2wDKPZQX5r6reojPkx3CF8Y25/NcefCBo/y/f+U58fGVbt+c8yB5OMuPotYjBKH9S8ze2qT/67Msk6dKi52KexfZg6g7brE+eyznXybPpc3QG/Om3qU+U041aUYu77TC7U3RMDR87tZqPi8zurQ/on5LBF5yjqove7u8jCHapHHCyDwuGkCSscc39rA1vuSBh1EqgPXZkLDGNPjrxjM4KXYD0abNbjstzyia80cD1pYGN4e36Ko+NNKUBjzejb81O1oa3eKrOvd+ZNGPOKcYwvJ2uycS7WirPqhNu4AzDmwcI8eMcD9whfTllOwArsXyeUE4l1P/XbBy5LNv/lOFNyLw4Y3jjKyfubU0qGQyZzLA9FgMhqxZwuyQPLla8abBmmxWr3pjMndBEHHdEL8QMiky0cmI8hFw3vDFyxYuw8sgXVBzyoE+Mbkz2efFlIok7rdV5DP4M4qx4YyBlsoX69mpChePll5eBg3qJ5ysust1YE5X9GpOBHbIFSvwU+9UWw5u+ILfhTRMuBtibNBlow9u30/D2Hx76dEyKrsgAhYGA1U+semPSdlKTD9x55Qf5d8gQy6o3ZDtSct8q/THxYEsiq2RY1bWvluG5Tg3DWxqJoEl+cJfJgPSO7phQMP3IdQyakH+QJrhT2opCWSLb+1UHMRiFy6LVxFqTR71Isn3uRhkucWzZxSEOuuN2q/Oa4JC3syoT3BVNKim5MLopH+QNYwqO7QK4NLyBz3ZY6UJx78mogvtQbQN6TFjin3jxZR7HSjEmqEwOY6Wi0tLwptLIqhntSKpNHYg3muEFFndaCSSxVZiXD8oBIyTu5CnOupPkkomyoR5ixGHSdrBuTj2u8kYnN0g3bHvAuUxOva8tVSLAVlDaEbTQg8RVW8g6yQsT+sAIg/w4qSicz3C6KHnJynlN8DlLEEKvywiOO6kv+8SzzeZDzrWBRJVXGKtEGyMn+kbOY1VuB/VyBSg3q2GY5CWCbS/RhjCUQka4yMpZZfv04sBKvIPKJw7DGy4XQ6puCc5GDhveoEKeP1Te48VEPpct4N6VT1+C4Y0Vb+HEDJkO6Cs27rBeUJCZFWO8GNF3sMoXh7yhW71QphFO/aX6AxyGL1y8sKi8MGLz0ovjQwXOxq0gEjHImmmXqxxseLugfuSMXh6Q900ZDHHvqW7zcsIKDP7AJh2HvtAbfSBnXmI85OUOd9ONuUUa/VHm5LeKa2F4A/b31vBWxYk6UiPUDXKkcoveR2OJDManNI5we+lPn34q0r4voxYYfFCh/75Fhrd778yt3P/xq18LmHv1EQKdhpEB6vQLVX9mwxvA0dcV3zZcSeOhdeGVKGrfKaVXbF6W9T4Mb8LF9E+b+NmzTwf/Hz/yyOodGW/e0url12SA4gX5uFby4L71ta/FCjhuPr1Nq5Ppo05oDMTt4fpBuahhoodY/GUsKaO9OTb0V4aUlj/aZGbq39LwhnDUZxvennzt1Rgf2Gr9os47fF9GjqffeCXk/qDmLjfoxRjD2zGtUL1Vt1gyJ7Dh7R2termofuplrU56VSscaTvvleFNvWPQyRVvOmNNzBlPyDPng+E435Sz4zgbFuMbfe2Ddb4pNxXTNzCS2KBOm0K3MifpV+2VfkI839R5sa+wAkd93Y90MznuaRkQmTd8cL4Mb9L5pVqNlz2J+g2tOJsNb2x7/8yDDwf+wYMy/KmPeVf1gjPQPpRuXqkt9bvK8HZ4/x7VW93erSMS7rld500q/PBn7g/8t8+clD4urJ7RkQqsJmQceuqVXMl/pW4P3xuGt9zyd6/Oq2Q+8Bdf+VLgf1LbIDHy75Lcuss18u2XfRveWDV9Wu2KfpdzTXF/zyopKYnzx/h4QH/EB13ycmd9LP2ijnJgq/xNKgduYT6jecKz2raL+8ef/SLmWqf0sY6VzXvUxx7QGW+ME+QR92Vtrecsy1uPyBireQyGt0Nqv7jdGtSoybSJrNH42Xn4Y3XOARn/OPN3V9TJ99Uf416QoZN6hAHpDfXLnI1M/cK9rpWVuPfb8HZJWzoZRZeGN8Y4VoOzgjJWdJfh7dNamRy7DG7SanFWK6q8btRxGMhZa7y040L9lHT+AfNRzf8uqB96SzLgOMqCcfUDjRsY3jCcHZChCv4ndOYobo/iY3u/xg/mSJRZfCxWWhreVO/0YXKP6jqrf/epnuMefS2Nija8vfDqq6tHn3pSpPVBklXzcrsvyfAmenefOL66XVtjaTN/WSvevv7AfSqjnWoHeUvsC1r59mOtYmRb7lMvvRT46JX2s099IXWC8ZdjMXDf++Y39RFWH/E0h07DmyR3RyYZcJQQUfQf76MDzaueLGMyZywyz3pHc+A2vH2Y7xjD8Ibhj/MW0/BG27txf46dtx6W4VtjLH3DTTK8YYS/+7baQXCrdodEHZPBkL5SgtVxjTojLusNU4Ec4iUhkzXBeOz25OsjGd5AJ7M4Mjs7EirRbdHJOer7aeNvNHD9amBjeLt+y+YPWzJ3uNmna7KfERwYSofrfygppxv0x9krM/1uQ5kGidmZ7Bw3wjmsMbB6osJkFeeJWrwJFxFWEqVLIWeZ8hVAqR4wwyjIOCLqigMzTSNFQh5UUoL0STEH8ugw8TimOzgPbrBKGHHR4IrzQbvxghGyAJRQ3m7hFUCBsPZj7ZFl/niXqnFWg3QCr8vGZEHvd+lKSFQF26BRZbmDZVRyj2uiwtYVLldgqylbM//50cci7QOtNiJ/HKLOIfScM/Wf64v09774BdHUVzjR8XYy6OOsGz9nbE5GPel3XAilB2B5GcTZnOP8k8plCDjrm1eZcKVXcuMXuVJNpusXedKMMIxzlg0q/IFvvJY/5AFSdUZ8gHF9BzY1qMC6q5fefOkSvgD9QrlzR1K4Kq5oufj0qqScV12yokxbfupLlMKqhYyVA4ySctvxMO05/853aTRw+UHXhrNu12EaeA4YCfxqC6ZkPXgSiFZN2yQoK+Tkz2XhNNd3lxnxZhcNRM9MUqkW5P9q8jYO+KXT0XBKc/Isrw1wQVg4QPjPPKxbyw4P8zGMcZQU+PgGqiYZUVf7Mc30k3qaMKFXzwYSEfSLswEu5c+4aDqRFiDdRtC59Z4UR9tA/+RlYtEGb14IcFB3381pRhHnPjGe6ifFaAOWeS1BEsj0nJ+AKYTqGrqsIq1ouy/uRjUhmp/HN+pkSasMJoEeSwwsfIL8na9CfUkfbzCuP/nKi3phfnP1traIPfKYDAByrLjEffqT98X24ru0yumhe++Pj0wP1jYrXivhtkMfV3bIsk7Yq5JYLRwuCksp+m/jtaut+82gkdAC40n9XZWJ2xTlf6Uq2inxwz2lFV/vy+j67Asvrh598sm4mOWpF56PtE/I4MbFIJ/91IOre+68M1Ynff6eT0baLdqiiItyl0Lg2PW8+PIckqQ4gCsD2VIsI2N59AGCyX4hwfid0apwRuK1QlVe1o1Bo9xKcV6J/9bpUzL2fxDG5ne06g1Xi/k0zrLaiQ9bBzQOYozaqQ8zudr9Axl++HjC1ri3VAdYpfumaOFOy1hBn5c1Sh9oZLBjWyZ90+0yvuLukB8rR/XxiW1v6OoGZ7i2h7JVOj9AsQU+Ey/XGMJqKfR1QZninFP4P6/tpzi2KvIR7319xDgr4xur0i/Wlrd9yg/uqM7IZDviQRnQWdEXRsVP3BFpO8PQvkNGqQ9XH+gsTlb2cc4pbodXzukLBXMLVsAe0ocF8nb8WBpSzl74MD5ivqtt/+9qBRIfIt79ID9+eCeCPvdEP4EOjkm/1IEHZVTBYRDCOEL79XZxjBa486XVD9XmOGoCA9sb9bHvBRkKcWdlOKVNIlOswpV/tC4I4ggFVhdhlII3enpPxkXcS1rFSJ1hhTqrvZgn7aotkkcOZ32/Wdsc+VB3SPiHZTil3NI0xAeybAG7NRZjWImeouS+XF/NqH7UQ/pkXxLmj2aZQ10gIeMOxi12YbyhuoV7rbacYnjjwxQfYdlVgNtd/cRhnUVIHY3jO2RYIn+3Kr+4m47kx5O9KrOsAcxVkURjbU0a32LVswxUL2te+LJWoHMO7c9eeClgnuP4A8GfUb3H6MSxD3fqwgr4fa8MYJ+95SZ9XFXZCSO1Fajx46pNHuF6Tj/vFP///qNcqfg3P9GKtzffirMouTlcxRYGOwjs1QpE5H1AfdI9Os4Cw9v3/vibJK2+qNVhlPVJGQeRjY+ur+pDHmXJRUI4jxOsE0+DrM4XrNWn98vIRT4O1AKAQAgpFVofCyQTdTXykIA6Job6Ll4yvNH2WTX+XvUlNrxdVLvhDQo+fCynfhy/wYa3G6OPQKcYTPkQfag+rHnOnP0sZabyK73trkz5nSm6iFI08uE8hnnOlb2qgdKHTMW0n9jj13OhiDFwJa89DqRNaKOB60wDakfVeq4zwTbi/IFrwD12zQL8YrIxvI164RdTG4KYIOTgw8CYitsY3oa+CDEN9SSiU6qu4bk73BjeUjsbw9swALm+bAxv+dIS7aVeDDaGt6wd270YuC/eGN7SkM2b7MbwloPOxvC2MbxtDG/ZFjaGt43hzcYz+55z2d9ufHXa1XCcvvE3GrheNLAxvF0vJbGRY2gg3+jyec3wFltN9WkkV6/kgM0XT5y/XufXofrO6y9FWKXk+PKSWFrHU19qvCIC3+FKCpzA6x6fdQ9Jy76sNQlXZ73NstkUxhqCgJIcjVfUA12JfMFaHzz4Momrj5jBCuMQ0b7tj6yBx/JxvrjFa3F9PeyXPmhHWvIHv0hrtYhk04N1A5g+iIXjCzcU40tXRuWKAME7Dhtf0AoaBVTeKBuIJJy3R3nr2a90kPspfVV9TJcr/PBXT+qcmA9X//TznweFD7QtkxVLN+kMF840uVNnEf2lluTj/tPDD0d+j+qrNNezl3IizcZIf2kL3ZIROc7PClfKza+/kYNe+SKghKm6VhiFlpXSZ1OwPYWNvglTv0UbKlFbpVSzbb9YJKNiZ9HqnJYss4IwYj1SRAGun0JrXzcXKBXOFI4YAVPAO1yZiESGqheQzZrFC3KFok5b0PRdS+2DFwxIri088cxj/QX/ks51S0npAihpOypk1kPE8oOoIT/iVoB0pcVTJXZSVErTLL8qo/MYdT5oQyFpVrUPXsB5BRJgppZ9g54qIluUAHCOE6GW0ogJ0b9RJ+vJbckG3wYiUEJ5JQ5yh5OPLEP6ETZsQRo8fSkJEgu8qm+Wf050PvzxY2QMIt6CVR21E1tIwZS8uRme5665SkrqBg9QRUVxVie8nhd0BRawAy+ZuPyiRZpv0QllCccu8ROoeXQFQj8pm/2Rj9Rd0CkeprnwE115Kd0YNhknqGEKMUBc0Yu/VzoGmuDscyTBm7Wi4ftPPKZVRedWjz37zOoFti9qBQ43PeO+/NDngtIXP/WZ1c3a6naTLgW5Q1vZ0dXR2mK8i5UwIqz1L4JVgLCVy15RuVgRg36oP9WIPT7lS3OWS2VJdDKEvLi4WEBRPKNv/Eul75M6d5JVLq9rlcuL2mrKuVL/pEshcM/pBlTOMTyh1VmcJ3qzzvv8+sOfj7RvaMseJG7Qqqnd0Q9Xcwn5A0SXL6X+4dhVIbgrvYSdV7xlf5i4/BpnxETs4tF5jMii6X7Gq2Bh6TiPT7kRTlvhpGt2zTK2e4WgdcuYzj/Gd7bPI/ROrVbBAUsxoTtWV/HMofM4Viwhl+c0HBXAmZ2Id6Tw2bbLNkX6Is7egphvsV1dqdVhxIkSMKwQS8fnB8o0yzHKU/jIz9lcuNMqM/LAEQfIFquvFcb5SIP9bPVUubECJ87iFD1WguFc71nFE/oSbY4nwLEl2o78pPyp+J07k3+u9lYdU3u6qMon9LgEyXj4qdnCF2/cgRof96ngd+ov+xvxFb7PBy4OklHbNCU7+dRaqMD/sLYEIDNSEltrRsdqNOFk/5+6RzivzKYscZQluYWG50zoCccquCwPVrgJQv93l266HSgfzE1I9AdFrkLCsWqMf8wFWKUOjzF2x1PQN+z5on2mZOMyKYYMaLieegfHXmgKkbpK3aL+csYdro/uiA/D8OEvy9R9wcuaD3KEwq+0yu1xbcF+T6vF/h+tQsO9XGeCxvZY0WWr5q3qD1i59d2vfz1gvq5tuGyVPKwLEY7V+XHWv1fZcWwHqwk5YuIFbZPG/dU//yjqyCNPPbF6SyvVOMrhjOSIyFopeJj8CPZzn7xn9SmtvmXl4ne/lhfUPKBzRslr6kZ6kc442oYs2qgIf3QDjfgTvM+gxc/6yF4KIQmw1CYRUn/oGo0txivRwHEcCYnki7GBg0XOVbmdU3nhcrRO3sztmRLdEHWEYy7oC8RWz/Q14RIt2gDP0RZEi9ToVxUwqHeEkGj5qB/hSsYrqmvJndjk4f4VP2MCY/HTQyL0rgKE7jZuo4HfBw2oHVWL/H2QdiPjH4YG6Kurv64xWR15RtjwBoA79e74u+NVB1w9dW+ndMcvmCQv7KLJywauzydS2INBJOjHW1dz2M0Ovjt6N6FAsvAlb8lkw1sMrC1LUo85CDwV76HDvic1kUC2RDYn7Zr41CTItzW24Q2gImrDG7TFAC7xD86ZawZq6yR9wDzg59Hp6CMHW/CSDgQyjzG3gKWiWhWwkuuyqWdgPIn0YetP2PCmMyp++Hga3v7x5znROquz0cgvhycf1Q1YaXj7VtD+CxneyNd2hjdPYjGl4kK3JUPc4klkGRs8QabK9ABfhrd+aYYGOHLebjIb3hzuEizddC0N2knBPKyrpFq/xeRynV00y+06aPjMWRaHZbO/qhec1IO0roQofiG34W02klWi25ROAkk2Xad5pPQglVxCNmslk1TtWqqAJbqSogyIrF2okR4/AtgyDLX+JrAiDV/crD+XqfOomS4QAdd+VUbnEfykAb2k6frqvgEKnkS6vTTjSExM66QYhq5blhLD8jo+9ZcYtC/cFsPbEK3lMB2y537KWrffhZ3k47fEiBdawhNpbUmvVGdySrS81omLPPRaAuTdc7BJPbaOiCrS2XfyjJQJ5zq96OfAIbnbYNEkXs66gqx14TI1ZXwb2P1C0PJDRC7xUziX8aw3l6n9kQ9LX0SC2jY/VsXHMby5cwhyScAGiJC3WBLGmPFabSv8f3/5szhf69Fnnl49L0MVY8P5OkvyOzrHjbr2Zd1ciuHtmLb13arbp6F+sGTcyRZTZZAXvhwFlEcXym/Q8BZ9rPg6T/a5XZj8vKltei/rYPMz2nb5dz/+kSB19tLTT2nr1vnVMZ09dEjnid6i7V3f/NIXI+07NQYc0qH8+eJK/Ygk3cqafhveVFkqu51HR/ybGt6opCWT+zn7ffGEXnapg4BZykIJEZHbf+TKzRQzCnA828+NxdrqqDGEOKiCi+FtPwYbhfMkURlHIl0/csFPsl6p7b9XLucZol0fhJlbF4FO41jXFjpOTRqgkaadOsdPzxc0FwljIrRri6gNb/vYDqlaF+0VsnLIh3OeoBmyyQcOl9xHfMbm7xUbDIuQNtYJP41L1pvhzYtn8/DlBLuVE7cHz6MwaODcT19hy6z+KDtvv03T4qAHD8udhp+Rx2YKzCxM8Bg6sE4VHc4fxpCPM+joE13PvdUUo9tHNbxB1MYdlzdGJP7Qi/PkusXzXD6I7p0E+M4zPn/O95U6R44LP7LzhnrptCadL8r4ztbdx7T9/Je6kZZtmn/9Q86pXK1e1XlyYfCTcRbdc8Yq21gxGn9XZ0Hivvm5z+om9CO6kXavbmnfv+DvOT4XgmAU4wzaZ9/OrcF/9f0fRl5//sxTce7yeemUrcSU5BUZkXFHxIe8fP7ee1efvisNb3+uG2Zx92n7L/qirDJHyzoADLjWjeuEfc9Hs66pTAVYKtGcM6Hokl1PPWZ5izD0cS4X/DKdt29cqFmWvJoityojm2Hw2cYeTrrAxXuAwlHfKs4yepwlg5YteyAQoUw8XJ3jjHN/jZ8xAbr46WHRwIvUfOhxepu0TdRGA9eTBtR+qvVcT1JtZPnD1gB9fP3ZKDVewuidKxGfYA8VqTY6YP5FUnXlfsHrSW308Dk8+mwCDwdQIXkmHRNMRcQXwqLpl/1mb7mIiGbVw8542dVkiJcgaPegVvwYnPgXLpgjQwUUbZkiRj9cdoBjsGdcIx0/eNvwZopBGwD95Y/G+aQdr1wKxuAWBDQoBxxDZAYYaJEmXcXV0yW+JpMKjYrzYBzvzgLvfCjdhjevmnhCL1ux4k0TrV7x9rOfBqUPdFYFeuLg3GO6fepOHS79X3TLHe679dJ1WJacvchNnrvCpCSUO6Ew1ggkNZzye6KTk5mUsG1R9dLPmSikTCUT+oa/jW34W8qtJiwlBQKEHODNBoCQpHROWrtSZNAla/GccldSlUyWZpCIhEqlbkSwdCKAgIFE8RsT7YgMQi4njIugz5Op5N4SjjwrVFVJidmKQt96GvEDb/0FI+rNGqB5IYP15cmXdUKFDTgBuZ6aS66MCAVAIaNdKet5ZlmUBJd9QiJIG9KVqTglnvWTOJY0fRtl0Rsx6KHUrW4rYTzkRnpRMVDnVbjJF0YOJX7KltGVVFonLmEVMgHRKb6FHpPiCodsoFi5ziRMBDO3e8tmWZNs8vPqYctGwVsSB6zj5ceLEtO6KQIhEojIaVkrLUqkiDePYhLgESluoAduQVUHb/1DrsOuG4GQDIut2FdoMHORlERX8Qpt6KYI4Ek/kWwmTnI5AFJ8vRIk0ATPihgunuDl9NEXXwjm//e//jAucHn1bZ1NpPOYuHn2thM3R9qffuOb0sOO1f233RGXgByQkeqIzkaD9d7qL3ulW9TbEqbqQuZfv+im/1KZrm7+0BE6D65FQ+EICRVykQf5OXLpOfTNx59c3fO+zvN69/QHsXrvJzrrDfeDnz4S537yEea8DHBHdRj9p+79JEmrv/j2t0Ou22SM49IhVnHk3bcYZ8ihxrLSdazkGgJHWrGX7YRxWVH6cVwA8DOyUlFJN5MUrsd1sDZGmyeEKnzFq6KqAUc/I8YUvz8WufwhXywmWTLGMOBZv5jLcJy7BqZ7MF55vSrpQGXKhghAUzS12x5DRVF0s/yhlf1swNVAmeVXcpfiqtroVtUUlxE0DVWDdozXoqdroaLvJjf84Uolyk9KPjWJBNBvNeV4Tr1bt/BIc4OmWuWoFZlT1hJNSAZY+BiycG4TSMEckXzbDuGyjQu2YBR/tVKvckIPmLLN5DMGKSK/Iur8sjosXPmxAlIRSGOdGiSfs6akuVM3rxbQriobw0KzJel5DXLwR71f10nVKtdNQbm9Xij9+UOykkI2JLcxFJ/n+MtKpXDm+0p9LL7CRU/kXaxzdZU0rBtucS+9dzLOSHtct9E+rlVvXBTz33/ww0h75UNdPiZSl2V4uyzDGxfCHNHN4vRNX7r33oD58qcf1FmWh1cn9MelIcyP9+sSBxzGSWThjDrOrntPZ/89oUsUcH/309xl8eLbb8ZFZ3wUuMRXQvJQFyPdJsM/F0F94b77Vp+95+64/fNPZOjD3anLLpjbxHwSHIXRwexK/aFF0vwXMOAEmgoyEHnQnxxS43jKGGu0+mXFu50ahurgvsCGU9cDSpw/qPbZgKJMXNDXD77rO/G4mA+EnEqtsnT12RF9KBTNxbIqqsbX2fCWOeosOquw2eKyDxBPIQ3qS7DMv7WwTNs8bTRwPWlA7YhWtHEbDVxHGqBG1l/PAT1iMRBFj40PkEAbKB4jeXS/NWTU7K2mFGA1vg1vib38devwyrmF4c0WpEZJeYJ2yeRBwl/2Y2KvQQi6Nrx5ghQvNpm5zH9ImTQN06wU4LYknJeF51AseA+MpNWomLQDvPQn/P56W5gwyf+TcSmULZoYcpy/jDPNS1rlRAp/SEQq8xVcFZHS8h9xftnyYNyGNx2s/UPdAhVbTX9ahre6CfRmLePn9q+7tNX0v34rr2//s8/nirdDYhY3bqLz+qJu2chiSN154ytuCndlXvEGkARvw1sJflFf/ZGc+gRN/rGVA+dtNxkLsiKDGWWbZVOPAS/UcK4TPWFZFG4CFWjwAylJZ6wnQw2jgMNdRjUpyitIhQ1M8fHB6DZGk8i/cJVvb6mZRZvDBZyefk3Lk/jmNSugwi1rYWd1NWD6jS95/OLl5mZZWdEErfwrqkXGW9+SRUXW5K/5d31ODQDrrThdkMRVxrNEmYwmBdeHxMu4i2UMt8GSSb/bp1dgebvUpHWVTdXJajdTa5FM1g2choOj25dpe2VGVRggumx8rhZ9kIu7/VbyoJ8h8S49WY4om8xu07FxyTCTaoWe8ne5Ka8Om4wJVbMJ8XNlr1JKJzbYzsZA4/k1ZKEqq62U5MtwkMcydW4/huHNOm/cqwUqc6632TsWcOvEz/YTCdE9VrXhTUnEn5XB7bQuoDnDlvxf5gUKf/0v/xjbM7k9mdVhx4/dqC2muR3ze9/642j73IB4UAexY5CycWpX9RM7d1btjsyV4spz3cxyRz6VngulYFxHyEWWD7JmoqsWz8TAyQssoy6Cg/5VL+Mwdw5s1wo4vxD/jx98P/L24qsvr96UYRGj4q11S+L/+t3vRt4euOuu1TFtoWW1z76oXzIEVLvdI12H1FSu6jzdBrtt1tY9AN33SKx0zqOfw4ei8lg8ZhCH2zgTuSZWclDu/JXebaiPPlm0oGeaNhKlxgMdhrCVn42CsYwY6lhyEGmDRIryEwiaCwjAB6LvjVIgLl/pA7fqpMvNlx9lGU0MYO/OMOpBtj5vY/Ncx30CfosdUsrgVrzyKIuU0PWmQCRh5tH6IBumU1kiJoOiF6uo9GzDWzdpRupYaaOZ3pU07ni8GnQGqZ070szEvDBzRv1JPh57u9zIv8qM9uBLi4bhFE3yb7R862gYg5Uq2ekPvY3UHV4YmEqsoe6UI3+zbJl9ocHdrhPV4UQ/B3eKzn1g2p/EcqZg/YuInOfD1N+Wv/AvlXkt82jtJJ4Nb9x2GRSDB3xExRWmxsfLzKsUx0o1bhYF44ouEcG9rAsUzmm78pMvv7r6lW6jfVs3q/4f//iDTDt7IfqOS2V4C0M7bUBlcJf6PNzDD9yvY0kOrW49ftPqLt3ayxh8uG55zzOPuexAFxBobon/6PPPBd4Pn3gi/JMY+LXCbYeMdTt1yyjlo+XDkXb/Cd2qLHm/9MADq4e03fQmHX/yR596INJu1dZW8h0XJaEDPXjMsrpLjQHncNZySFQpV0LovsKuN1nSwa5KHc0lBftoHIdvg9uliSZpYPCHvF6puNt9gQkozXMdG4Xdf9F/Xq5VgJ6E7NQlGu47s9anDCIjZlnxwlDd8kaK0dvP2OWv66/9ZWrRSa3GQ9S/7YA2cRsNXAcaUDtyl3AdSLMRYaMBNOCOX77H6+6VGUCiV8VPwB7US3tMYkbHW8MaoPqLgYtw04GcpzUQUCIjZjm3Dg94Obhl+o7xRmXo9EFCcIHBChcTRujqj8GJeL9kBrUkGZIHTiF6AJthgp7S3XSDLJEhO14kRkxOyxWEb8QQDsg2DvH1MuPSBw6aOK/SSR2lUFAiZIqcocITWkyI7Q1vpJLeE+mYtK9WT7yrM9641fSFF1Y/enzN8PbhBxr8L8e5PtxsetctGN7+WFRWqz97+AsxqToowxtf0HP7AlON1DEwTJRTJudNJVh8IxG5VRAhl+CvzAZePV+aVrwxgQPQ2212Vb4pz9BFEEluLpt8QpLhukyraqa8JWchWLdjIgN+6t110hRD+/zgnOjKFZOpImp+BetJVfBPbILhwuihsMkS6TqxzJMgIqIgC8hyl/KTaCN2IOKjuiZE5RCSSY+Jlsn7pau0HXUTqPwr/kWaPiGDEy/LVrxC8EoOeRVeN7wZO3knj9SbpIjHjLO8NlgyiSYdWf0CaONY1juEcCmj2ywcG36Tb7WX6p+SUwsvYcXV8pefJnDBlLKyOhRtL2Od5A7lQdLKdYbNJgisRVoQ+4L1S3ZDdgAxpwfBZvklskm4vviF2Nu/EaOKrXzyLHpNs+hYEc4HiOXMo+b7W+QJsGKSfdMoF9L6qbJhVkX+6l4xHsOE9aByVTBbc6I3zQCpdl6FY8MbW/bQyym9ML6j7VcY3v6hPlB8/5c/1aqwD1c79bKIEeu4zj366uceDuJ/8vCXpLsdqxMHD+mMrz25KqxE8eqeHdoOiwqocVnrhFow0V9GXvQjoNBH+JB3JhM4nqpsTKd9gwrLBozFWCCabP86J4vDeRmmnteNhrh/0FlvfIx5Vqv7XtNNmdx8ecOBXKfx3e98J+T+7L33r27SVtT9yt9hbT+Dlc+VGoa3qe6UjOQZ3eRWUyHVM3zblR76OQKZGcs/gzh8LcMbt8fi0rgsDYUgqFxlT5i06hN4ihjV7awneqqOImQHVn/wBderk0Ix4CohaCjPNryxjRLnM7dCZqXTfCy/DdVJJ/sQaEW6p0whq8f+xHR9T7ON4IUaKZmJ4GvDE1SjPol3JJOaZOSF1IWbqZVkkAaO9ZJqH+lqxZtQkgKr6nLF25UthrekW4jh2fCGVt0SLVRVG6VYEphAA8NbGReERYxh0Kklc5zzT0dAf1YUUowqd8YZuMz4VQGinMHJP2gMw1vM2fQ82p0eAIRaGd4IZrqpCERxOJdmlB86FYjL9FLfcJwlB0qhNWmmUElLgVAYEKWBKiO2M1NmYbCs8wYvl+Htda145Qy2Z3TW49P6e/vk+6v/85/+GdFWT73zfpxhdkG6pl+kb9qrlXLk4ta6HfS+O26PWzlPaLvpJ27K898O7691XRiLJNNJ3aDMbgpuHn26Vrw9+tKLweP0Bd2gy/xJ80r6U9xuznqT++ztt632y8D0pQcf0Iq3e1Y3apXb1+69J9JO0PcSUucW+dcD4zG5byUJImAUFfMBPWQpT0BVEGDmOmChF5LrURRKUcp3EvDpH6CWPEPrUTc1j1Vccsg0DIJZgpMRnLKhvKpNB3wxjrkvHGpeieHNW9KDEGkqxx7Hm18JHpMgMmuuUE/X9S5FdPTCt8EtpC+SCwA9pGYz8Sog6yib540Gfica2Bjefidq3zD9SBpQR+y5lF/edsSoDjYDRPbUNryNzlahGnDojsPx+TDo6YdZv9J36KBh3A5Wc2Wg/G3wTS8GoqLp2Uhi5aDFwOU/4v3Ji4Gn0CybILd1iZ6pnW/zF4bxTM4sPDgHUYjI9Tk9BsavcK/KKto5aGaidWqYEF9JDG45wCFHwjI9xfHsuIqK80cyrfKjB3+R9yzwyXfekeHt3OpRnefxw8cerxVvj4Cml0ltNVVeTuiMtzS83bL6r3/8nUj7T1/8cgz0XvGG4S3PpZGcMdAz3RuypfRMODKO6TgOY0lOVmR2cV3IpKAPDHk2ni2mO6eXHyBERH+ld+sU5HaZ1o/Fo1Cq2hg/Ez2RaRwFGr4ilzA5NXMZLSd15p++dQOZ9Xpmmp4UJavUmyd/pkaa+aGG2Q3+I9YrPUeMQoVnvhyoDf0smYT06pT++lpcQbWB2C/0ibH+a4mdg5Hu5mU9RP0vRack4lEvVvZ5yYViypm0GjZeNLI1mHYaagsB8KnB2vA2+oaU1fUScOvSfhgXayIcxijBxAHpARxaKaxWLimSt54j1WH7ARJQDq2nOH72KSdc/iLrwHJcty30qv/AuLxdps7/TCsIx0+VG3l2I6hE07Gf0SlDy7KszDNI68Sykug61fiJMTLp56v5pQIPEzPtrCcqiRrgvOAMrfjP5XSh+glWYrDN9KXX9UL60kur07pY4X/80z8F93c+OB0rmO+/977V7bfdtrpZWy+/9YU8B+2eYzcFzH5VRF4NMbbsroayu2T0Bwc+cqQxCJRMZBtmugImpSr1eCErEDyXTeXNbSrK1vyKdn60QaVZq9EVL9SU9JmqTU+88vLqvF58f/7446tn9HGGSyOeq1Uqn6qX3m986curW2++ZXXi6DF9nLk1WB2KlTRsr8wS3Kk8u514XKxhIvITWUK+kU1ycxWXQC4jly2+wza8ZUymjPLOuuznbOcF6XlNG95SKHLRY1AZQNpQPfMtPJdNGNfEPgw8Ht9qZbi/M0UmK9++9ChXp1DWlD+c81/AuozjwTnMnPt8UF72IwbF8j/+iknJkeWRWnTztB9I0O+CGbq1cZG6FfULpEK04cwfIULqGKvF+3Kuy7rcjRJ5EEz/ayK1oxojRg+3UxtAAjBk4kdPUx/u/hyKOCehA7NzP5nbWKVVyR/wADlTZcKKcUZ5h45pcWA+zisdwfV4sLOY7PA5qxYE/CrohQEjKCktSaYcxFXZ5BxQ9TQLLqC9UpU6gV4DPH6FVs8+0jIn75Y3fQz8uMRNyYv96qJWseHe1x5b+Lz63qn4e0cr4P6vf/5xpP39L34VfQEXh3BxwE7h7JGhHXeDttDj9qoeUGP36kPTPvVdrCQ8euiGSLuklbRkmG2mXEBDf8oxJ7gzzreQU9/KkWChdajeFb79+YdWhw8cWH1Bq+o+I8Pbob17Vw9qZR3uBsmDRnYhF0rVn1fWBgA/tfIy6mTUa0W5EVZ5Uef6X/WhYz6bKYFf+s5T58Suyn+0CUFVB+djZWL1KWLoj4tDcLvrI0CswiW/GNDcMUbuAyx+ot8kb7iSt8+lqbqJ132+6dQ24oEkfJMpP2he9SeB4kNs62kJPOvEoi0hNk8bDVwfGlC/4lZ0fQi0kWKjgdYAHXiO092RbwxvPV71uLcxvOVW043hjZYzT2yZ5nhWgz+HgRzTEw8DfqFu3yjRKBO+mmRTI4lJzwSS4YhfEIj4jeGt1OO3KfRUL8v5kklJpd48AQfDZWl/Y3grPYb+sv653mZKxXXd3FoXneSXxhnCL9Vdt81uBnLcdn41Cb90z2hZvrzYZWvaGN6yVqOrjeEta0obvqKS5mvlxvCWDc02KsatGLs2hjedX1b93cbwtjG88Vovw54NaBvD23YD9CZuo4HfjQY2hrffjd43XD+qBvy20vZhBpRC9ovNwgRgwkug8RWOlx3jF4yte0Yh2eH6KtXPgWq89E1uKYZjE8ZkivOv9WwIaUCzNFklrNOMpDU459VovN74xd3+8qXTeTJG+j4svuVRwBB8DcclncpvxCjFX9MQVv95zfSk+XKtIHpS5/a8rxVvjz373OrHteLtBz/5SVBgOwAGhhM6JJdzO+7UmR3f+85/iLQ///JXpQNdKa+vmpzxFl9o/UW/+I9ym1+fU16veJuNHDZcuQJkboqYH2x5mr4GOklCJHBHWBD8obEtscCTbJD1wlVS56BgDEoem13hDZtOQwnG4fQ7346GR+H3V3PFDZdcnMURLwIWwH4nTsSLv+v2IqX42kgxtsEmFGRtYPbLJ3FmZyPJiGkBtgSc76FwYkqaImgZZ+QdtcJRs9ngDIbzYH90Ll1JWsaWexROp7kNDX6mOGTLdUAThArCqV7JMFKVkdDp0NJ2Ouo6NRC3hEa9SeWUigqunkpcS92KAaoRUidL3VaiyeA77EBx8lcYViFskcmGyxZgMC5yTdfk0u/Uip4JrKctMeNpBl9P7nxkgrfj8pRo+q2VZ+QJF+2vys398qmzZyPtMa3yOqUtUk+98PzqF0/+anVRqzVeeyu3Y37+oYdW+3R+20Of+tTqnjvv0m1/+1Z36Twi3F6RRhRWYUTN1TMb79KlT7sj5L9Mywx0n1BtNNJqYKksdrWf7B8iVm2g8ubijNJze69Ib6+kaXglaW7uYiVKrjd6+c03V2++997qDY0XP/hJroB55pmnQ5wH7ronLl345B13rr70mc+udmvVxic1VuD26Xwh6nnkX7SQuVeDVQY6azxXHLjhrCo/T76NYwaZ9ec+xSunqLMu511V7l7skpov/a/znwQa7bXG3OpLZr7Z7pWNEirKxBlxWVTZdDuKfCdjd0/+MJPr7AJAkiyFc75L8uDilX69co5YK9h+QPKTFLJNZ6Q5eM6W8pdsxd98vYIsdF0IV3Z6hmHaUfqBudNbJasvtzpCkpLNfWmWW8loZaaIXUdSHzWfKKGsU5c/Mrrt+6wtbzXtvkxv+KoIAABAAElEQVS4rgs6Rba4pM7joZTi8/NGX045Vz49eHpe0ooUhZLfcvg5GZXgVfDrWXU+gHXZZr6jRkM8yayVzYxnfmMVYvEEs+T3zZ0X1ZfTSs9qVdsZ/j48t/rFsy8Fj//2t/+wOqcVas+98ebqbZ3Pdl6ry06rH6R+XdIWUFwtKqs8i5LEY3s6LleFSe7oaKh9KhvRwF24lCvfdG2DNHhldWDP7tUhnQ23VytnP3//3QHzp1/58uqItpfeo7OG79AN0dykfKO2t+P2dJtWyyFPouvLJLyaMua8CKT/7vNcX5AGN2lG4Xzi4oJMrFR51rq3nedlWeRtUDCP6omjHjq1qnuPBZz3iINu9/kRox/XsYm2YczDoOmXdJ60WVozF9B6PVvirz0VMPpw/zSRCmDqZNbLSTdrZDaPGw1cDxpQ/zC1pOtBoo0MGw3MGnDv6mo699bVt3vyNaONrjeBxiROBE3TI49fEIpe0HHYMH72AAJQjQAm13SDgGOLf+NH4q/92dIsJ/xWxRQHQQ9IES72VteQhilNPtknJnCmvHnAt7I+iuENnZuWRfs4hrfHZXj70Zrh7Sy3mqp8TujK+KM64+1ahjde9OKct8hN/ZQgHpAztibKNUGd88pkO10iOh8R5weDFL6jA6YLp8gsPJfCInKUG8kGcb2bQDsPBbMtaOGNumCoLJ0kl3Ej32JbYJ5MfTzDm6i6oi2UAbfB32HX7UVKye13h+vb8FaT+Cl3nRfrIfKdsVbJuuHN8Wjpf8rwJh7WZb9QJTGVB9TnP4rIHO0DMcJGXffdTyQ9/xqq8EsBrYcOlBgBng3HMieFwjeZer8gzX1JwhFRLwaqrFtk+r00vClP9dLXL8+UW5Wd82/D26PPPauziU6n4e2JNLy98c67oZ4vfO7zq30ytmF4+2QZ3u44fjzS9tYLoV/2UXFshYrULKjr2fCG2ZGSx/D2lm5sxfD2/X/9UUj/5FN58+n9d92tDzOHV/feieHtoTC83XvrrQGzMby5zaqs3dG7Lbl/pv1VH+xu4jdmeCu6URhzOCKy/gX7kq26Ah2TEQDRbznObcLdC2NYhuVfzfBGLydDG32dj4cYxorkwa8NCMPwZuri0P16wZdAGCXRbsqfae6bLNlHMrwJ1aterzfDG7kaeak+OHOslDHnI5yw4TVOPJX+Porh7ZINbzrnjS2lGN5++dzLQea//c3fxzbR5954Y/WWtqBieHsfw5vcJS5CwHGWaYhCuaW8w/BWA0xUcsmuOueLMi5uY3jjUoa9MsA9fP89QfpPv/qVMLzdrY8aYXhTfT72cQxvcclAyuf65vqClnH5G8HW4RbDm5K7SrYRueYlbuPQqvZWTemjGd6EkyXpEoVQSuVxCuk8VzQP4oYrCr9pw5sybf3YN0+ktuSW32kbf6OB60kDG8Pb9VQaG1mGBtZ71e262+pdPagsUdz1pt9fExlAGtAwjpDvKPuWaP1Z8Z4ENpLJGGf2PUrOMEVzvBCDYIDy25sEqOAYgoqR4hu7Zs8eiKaUHrA94BsmcJufaWZE3tJo6pm2Jf8RncJZWm+lCh2VfF72fqnOfXhRL1Mf6LyN5197bfWr51+IL5q/fOqpoHbu/LmYHB05eHB1UGdr3KxDw//oCw9H2jce/HQM/gc0uMcNdhjeaoVd561f5J1LJHNk+pYVHa3rdKQFy/zxm0lVlqGVoZFhwJvwqnRMs/EU4fCoJoZKfEvPU4c9wZpeZjwJahGD8pArqZmb/YydafvsoGEVFN8i2oYTRGwxk5b5dnTnDOrmV7BEySGdU3qtgvJE3Mwip5WUXlIfWNKICbRAQ4JgMv2MMlZ9ATH+F4FCM7nmr4he8VY8/GIK6aZpQcoPckXMcpOrLsOSa72EhvQgz38Tr8G1V1QUK+GYgvwqlHxJJB8wzXRDJQ+i55ik5htaXf6z7ObntBAV8rhOzEe/BLWuKjpAi61R5joxJEoEyn09zm2640Wo5ezIiSFxZjZFXyto8CBX+J2XSuy0IBRPfmepMgrBBusyilmYeJmhDATmXJ7SxwfcY8+m4e0l9ZNP66IBHAda477y+S+u9svwdrfOd/vETcdXu7USg/OHcJw5hPOKBl5+/T7ksZOVNNa5+XZVdl3J7GTVcSKCyvmRcTbAkN8vawUDnGn3SrGqb+43ilpgYLDAXQzZVquTumDhjMaJd0+dXP28DG4//cXPA+bGg4dX+7TihQ8zn7nv/jS8SRe4fTt2R36RDYMjLJ1/r3zrCoXwzmdgk7eUY5mQQJ2fgsVb5oU8k5OCLFpjxZuZmcfAn0hOQcMvfbAnCgHfbdLYAVBQXTaZGP3gkmTX2+itIlOEcsx0HsFOiuaunFZliLGoaFpPrUPzmqRej3Kdwu9wFc7ELTKAfs338rDYBbvAFx768Cr31I3qvAl1PtjqHCShWLGTAJnU2ch+J3uanlUU0SSdpe8PI/bdFqlbxht59IcdBElhqpn081zJjNdxhWNR47GArrR1zxm3L2gXapU1+JkzJRXYcsVbQjQFt2Wi5UJ/Ep90w9jgn2N31opSt2AylCvfdugShSsr7pQ/L+Pb6yfPBM1/+eVjOptNNx6/+PLqNZ0NfFKrgV/QJSzweuPcBwHzodobLY55Zl92VA3el2tQE/KcOlb/Jt/9dfnQ0QN7dHPprtWNOhfuthuPaiXx3tU3H/pM0P7K/feubtCtyjfuP7A6Kh+UfZXv3coklLiAICiiNPfvBeMPHAB4rpa6KH0J33oIhvXjoyiylw6gbhM2Itu3rvFdpK7T7u9T0CQ+jKFV2yR3yK9k17vuAxdpBbVW7hnbFJLJ9Nv1dYr7tUHXX/lz/mY86qrrq7nP6ZvwRgPXiwY2hrfrpSQ2ciw14N61Yx1hXwnVu3owmVJ68HJHPAxvTZARbumic6/I9Z57/VmY0/C0pLPt08TMwaI5JshOwK9wjZyDl5IKbwxBydCDbGDXg79KeXCHrAdRZ8k+84QtzqPkrJsCGjKZwsB2jHl5BIfFuuHt1dOnV2f1QvXKW2+tnn3l1Tj09qkXXwxi5y+cjxe4g5roHNCL5U26uerLn/5UpH3hnk+K7I7Vfk2qfp3hzfUgleepbvqWNaW3EuwvUwPGik4El1Q8Wc8fx/A2kzO3NnwVDzznwX7Phj07Eownc4Mm+ci8mLafhw/1dKbd/AeheHEByi/UUQ+baPIwuPWwHQ/HWcMpYRKy4a231IgfKfyNUkvYwUPpZhyQAm6f8NK53eQKiZK7Kn+TKRTz5nGsAkz+1H/nwXnq2bDbDXgFZN365XWWcdBJxsmBMClOzZ7O8kdqEXcfaJ+0dKJUmVq+dHZqwVlI5808lVw8ug8N3Rqu6FhxRrNPsjPjF+LOz8jZdujuX4yenJLcepyZzPFdJ+bIWR7Cs5xmcBXfoFNzG22hEuc0y+R+tQ0CsLVMfjErQdrwBkwBteHtORne1Fe+9tabq+dfeSUu0jh0+HBI+/WHMbztX92qSxVuOnwk2kpvWKsVIdTW/MPwlAK7neXmKtRhCEnvPJU+Om/IXomui6NuiHbhXam8uZW4PNFL91N+IS4e6aVyfMmDtyyelSLP6Y9Vf78qw+OPH3kkymC/DlnH2HibtoA9ePc9ZXi7Pcix4g2jd2w1RXT99ZnfzpTLI/KWUvi3x7CImAFTX0RXlgPCZeu41JGVkv5Ww1ugLvCXVJ2+5O9Y8+LZZdL130CROEPOCcLrAresmQ6d7Lv4zV54PY8JmXhNpzrsUe7IVvI7G5MIHVXsZ3E6PMETdG7Is/lecj9TFRG6mQfqZo355ZscdNxObaSwHoOLBTBH15vQR2qnx6ciZHx8G9zcB/iDZBiCS4ikQv0sHYeuUivWjWHcNyBOl7OVYR07c6mAfPLFEZEfI5RvnVhHE39n28Zwk04/pVuvE34GxuOS21L2MlkbrDfXjdwymTgYqrho6dT53Hj+y2deiC32j+kirle0zZ7tpr/S5Svo+LlTufr3jC4OwWh3UR9i43ZS+Fd56VoZPUnDWlWHnjG8763V0kdqxdyJw5prapXbzceOrO655fhqvwxv366PvZ/VjakHBHdQ208P6KMHOd9dysHwhiOPrV5XquJPPQgwIc76Ac/zKuuBOLu4WVoP3TuLyKiSyzpdYgQf7yAYdTpqM4TyD4+wnMshyqjkdlqXm4kLvtMqMJJUS504IoNHyxxPH+OnEGnjJmnfVGgbbh+VJSdt/I0GrisNqD25Z7iu5NoI84eugfVedb27nXpWD+pGmQeu7ogrMcYbA1rHfo7OXQ8TbYNsFzfz2R6psRUwkylYfJaDkeHKb28SSkFDwaHDU7wnZjn+oYUmFBMD8EzRPiBNCwBcC6eUHvQSY8A2hcQBrUIesBmliaOseKEC93KteHv7g7Orc3o5fPuUbrHSV8yLusEOIxzuoq5/B3afbqzaqyX9R244sHrgzjsi7f5bPhE0+eIYtyKyfabPeEvpvAPN9SAl8xTD/pB3aMC5c06CZf6szZgMCW5CK3+tN+MNKMdY2WvkOjmkmtCcB/v9phBM9aP/Bh80HXOtPA6Wpu36sx3RnvpkZgUyeJhS17eWyCn4A94hNEfYz/HNOLMUiLByaVnGwQMRWpiAn3NbEe1ZfgxvHa5h0GRmaoQji/1iMlItb+tg1gVh/Te0Q36x8jOCNZ2Wcg5kqs94s8zwNN56H9gJQSY11yvulEnLZN8SBL2KDOoDYGSxsSGeAEP/irJQwXv8eCtYAgygJc+kl6kT8+aU9JYpxJUcmawnPUNkK+AybohRmFf3GnSmuc30aSRnyCCx9qUSm5YTrTQ6bP4EkL3JldWZunXv+ddeXZ3RCo932G6pfpIbbA8dPBQCf+be+1Z79YJ4o54PaWUwbLy6ZKe3s5ZBgnZDjUAGG8AuVevKdphCuiq73cEI0cKVUcM10LDJF9qRgQB1O3XvSAGYb/tFdvasGrfJc0q8oL8zWvn2orab4h5/8snIxx7RxIZ3XLea3nnLLbrJcNfqdm+1Vd54EbSRI2SsTFFPOk8k+C+o54/zVk9Tissoo7pMoSHnNlnaUEzqJFiUUTLaJIiFA56ddcvzSB4hw+FbRxEOjaxFkoBrIfPRv9nWM9F8ne/QUTAgVIorz+SMmfQqtitOyRzRGZ7ltQzrfvMXnnPtOMNaVkh7zB2GN6CodfpXIu2a+nDi7QK/YGysgHZEBXIlWoFVaZJGZtTZdbtL7knDsvWKsd7qS96StuWxP9bCTfkvmXt8liKdN+dlQDtG9EM4/OQ1Pgzmc0B2oQgYusFrLju0aXzTnnQ4ggtyYJiL54Mjz6MvstzOG+0Hkbjh9Ky2neJeevPtuL356Vdei/Me33n/9OqJV18Jo9XT77wRMO9x+7N2PpzXnJI/HBe24GbDGx+iuPH0QG0VPaGz23CfOHpodcO+Paubjx5e3XXzcW013bP6im4xxd11042xGm6fOpu9+oOqy51by3n2jcnAR4w6Mvd9aYBVhgTY6gZQzv2FdZWx+cunAxx6Cx4AFWCvxA+CpKYj2XW5fScGkSTh/s+YWUZLKVzHDAMZh9vIZtqkmeiSzDZ1dUK6VrAE2BjerqWkTdrviwY2hrffl5L6Q5XTs+8eZbYqYgxYHs6B8bCQ8H6i/+5BxJEeHJwQKI5M/DVyaxAmZL9wFlBr9CaQxuq8KnEO8zgJ4AHbFNefk7Spps9vxxSis2s/8dZ/EzgGvAK0LNb7jNE8KnL9GWpe8ebLFT64eDniPtSqN14y+RZwVivdcJeq3H19/V59ZTx2IK+Pv6mukd8jJjktkWQ1ofWsxIa38XYlop5895QpWOWPBTbfKak1WPorzzUTwtJxxfqr+wI/H4y3Xsakdto2ExcbN3J6N6B7kgN+yd90AFtzLePg1nXDeXQZexIMibUqaVBSFF5y9PaFicXQTUWaR9AuCUyl07o8KON82FZ+Z7xz4ukw1NP1S0PXY2KS4/ATFk7+8wqeXvG2zkuAfrEqVgt9tGpcpi1j5geczveIalJOtOFt1vW63F1GJiherh+j/gzSg92aHiR0Z7PBE7rzQ3zlyStJLGujRCBp+6Uz5W8BE8KCLJg6svi23pbUeRqQDk0w20R16lKMjp4D6yALETvDCWUdg9/ttAh0/pVmmsOv0CSr2wDnGOFOntaZRvoocU5brT5UP4nhjZXAuBNHjsZLJId950cIlZ+3mBbNHdEnJR+3Ia8EuawNV0ic7b0QSqTc+DZ0HMp2JbDf/a7gnKmQbOA5P0S3wa3qj+txoFgV5btOs/INeS8o4rT0gHtdBkjcFT2T3wMyPh45cEOsZDlcutmtAiNH5NnqxUiHG01SEQnU7SUhhvzxvCx8g3R5RkTR9vi4UIcfKlM7Ta9wkmACGXROmsPNXIG5/7EuO7cmNAtXcWZPjRx4KXn3exovrcGu09W9zqSN77plZS/aRDE03yV+5agy6bzO9clGDaeZJ5imdcnGpfKBNbz17b688zPhe1UX9IKmBBj6TS7GG3oRjxLAvIQeLulkog1ebYAykoHDN4VZ8gQw386RyM76XZCxRoJMCecVb5FmmSqtCmVHXUCRBp2SpUBMf+0xol2mDeNsKGIdvuuI2oF10TDdJwhPkdC9VA32QpXk6++dXJ3UB9t3tQL4GX2QYM746MsvBOvXtRWdueSH6ifPnmezam5XJ/FK9XO7dAMDq8j2aKWs+4l76jKaO48fWx3av291/Mih1R0nbozVs/dpJS3uoOSg6u/QB16Px86mx8AoUpgqH75V1Kt/++OTkKwv59ur/ZFy3dlgPH88cNXZYataz2dTIqiYh0F4bupFwDDm2WUDfkW6jjmvRDvsOunnSPNDEfBjEyy6v9YrRLc/t/fIWyGbNnJsJ8uv5bEB2Gjgt6yBjeHtt6zwDbuPqYGaoPYQ4F52IjMmuPOQsQT0E2NND1iOHKPLRNWRFWXYbSGcaH8C6pFmjd4E0lidVyXOYR4DPiE9UJri+nOSNtX0+e2YQmw9mFAirv1mIgNf/EVq6nk7tOZRVPzMI2Fw1g1vZ21408sTBjdWxJ3TxAm3bnjbI8PbUU2KcMd0ix+OI3VjXiY8T4ZaY7a/jDcsJVkqJwaZ/HHSQuNOr8TKuPNvH55dA3+rhjfkS9mctSGTZR9+y1h5HNgj5Je237nhrUQid2NS5dzZV5ozXnpIfXRhQkW5Tfh5EtdxTgvIgU0bcS3xy9qoP0VfnmkWOgJlUF5LMdfBSO2ULonORhNSoEh13TbtSMrEAhndRuOIR/G1jgbXSbbOf9GL9j4LQbgwBdI0irZfOizrEjNptuEp5C8BC7Dz3YGJX3Fz+S9p55Pl2RbGidshLsXYDmJLlhYidmoSso4h1LIUj86/0sx2+A4FYqWn4Da8va8bTS9oBTBnHPFiyTapG8q4dJMuFmD1Btst/90a3pTfK+roL8jAdqZWsnDLKe4yhjj1//u1OoUXaXRzqD7M9EoUaRWNxl/Viaq+ilREJdpQHYQL3uHR9jsmAlPpJR3FjnlJwc5ANb5TX0KUkichE9Dgc9IcLqrhzf3P6NMK2oQCchnnupw45puS00yBxtSQ9RpZC786RZM2T1j0+FKg2V3lg9vH4BtCxY9pmUWhR2Nx+DdveEuJ+TX/dcNb6DYz0VDWQ/r1WwQsKzRx6Ma0txreEiIA+8cU8B3ORPPteBG2Thu9A5NAlr8Nb66dKV+gVKHY4GY/05rodo8z+gCU6CPfI5pQ1xHmbNUWDOvximeSEOtS1beLgblj9ebJU6v3z364eu+DM7rh9HXBXVk9/krefIrhjfnjRzO87VJ/kSvd7q4VsnfcdFQfNHSsyeGDq9sV5oZkp90gWZhr8oHX47Eew81jYKhbfcpWw1vkKopvvQ385gxviJMaNo+thjfJUYIbJnNhzHxCWpzrmPMacZECfMYu0vxQBPzYFaJwf61XiO7f3JJKi4Fu2sixnSy/lscGYKOB37IGNoa337LCN+w+qgbc5du/Op4POZ/MHluAu3MWOYevCjQnTFsCInpC3irZlNg0tkJ1UgV6EuJRCZSajKzD8uzVAnxzi+f41c927CtyDEkTWInWg+pC1MVDnFHCAE2sB3FPFLy6CfYWof0+5yeFBN9GnWW5CWMiYHxLkXiBnEIouJs9CHK7NMsxar9IWZdtNTHFRhemE4PMR/6xTEYYz3MNzIntSDP05FcZD8km2Soj2+H3V/siNfI869Z8BnWHXF7j1RBYpyaey8g5Qg7LYj8h+TXU0Kg160l1wm7FHDSKf4NYHvsjb5oFJlr4GW6onkUiQccGvCdtPm8nX4gS32nGgDRh/qzvrvheMdnAAJZMwYkfJ3bECHRSB/p93q9DMzVDDX9OTbJ9YkTXKUMjyQgPIdZDSdNf5Jnomsvwk86gNnoVf5Ffp8qzKbXhaSq3LfDFLCmbU9YmyzHjOG+GnNMc7irhiNlvfnPkMmy+psOz49yGzN/yQGG9X70yrQozvmn6A0PWyeTvNujzfTCowcd/CVWw1RlTD6xv18kdXroUUjfnQPR2Ns54C8ohUObGaN2WFZ0pgK7T8TNkHU7fZzYNZEF0/2aKwBae67C3Y1ajCBzh4XPzIc5jkangW+4+2LzHIMs15yPI6F1fmPGnZ/zJLZ4GiQliGVwH4dlx9o3h5zWWkWwVz/wd53pnyq5HIFonpu16FEQbMKn2oxJdb9aNQ/R/+Q+9JZ7lnWpb59EyWm6eOzyFkMcyRriALD9xOMaQxnfdKH/ILFqNn4HLVXGZX3mO5b7cfrbRhLcs9n0eV/SF0zbtlClx2K7YOglpkbcC9vU45aASq1I38KyLykjnWiiOKuxZcU6aSCVUR0iQCrt/Nxl8i2k6OgMkkheGNyMUsHEKMFObgIEn34XjKGD1F/1Vtc/uH8OylXKBRhljbA8Xt4IqLtr/zvgwe06rz6Dzlo4qwb2tVXBeGczZwch6vgXOvLEVPVe87ZKBPlcNf0LnB+PYUcHlCnvF+0DVIV9QIwu/IFSaStP/cL74YNzEnin0KTbiV3UN3ELrMvGqY8+ns06nwK63Hl93KRrq8Wei3WBK2GZQgDzHl2n0lnT5dZj84PJ3+BnnXG5DO7A6G8vZdKG5LzaVQknPDB25DVCDtNwd0/IaLdthPjnOpDf+RgPXkwY2hrfrqTQ2skwacAdrf0paCy4NOGuJ9eiOmP7b4S2Q2yVsDG+hppiESj+Uhsd5TxRsyEF9VmH7/dKT2gbfk9BluQljImB8l37iBXLPDDaGt9SpX4J4GrrNtFEiI+TyGi9vwFrjiWc6+Nb9XBamPqAz1dMz+xvD21JT8dSq7sB4aSxw65pHQw1/Tk2EjeGtFLeNt/7OtwApVVq3i7R6sLZNh2fHuQ0Z3y/hoG4Mb6mljeFt1JdRb7Jy+XnuwzOF+pMh1y2eHOd6Z8qum8B4fDZt9+WkdUdTvcqMN4xYaeRw370xvEkzG8NbVB93fK5bEelKOVfUhB6/c0UjFlj9bQxvtNdUnOfTG8PbVG0crDrmPopo10FXu43hzcra+Ne7BjaGt+u9hP5g5XO3an9SREdll+uBi+hOKvB5TuAOeqIUwXlOAP4MN/Dri9uEPONN0R876K9aC+mdEX/Vmqh6tcAwXGWiUeJpzoQi/EJoH5gOF2Lk1eEgwk9GMJnnj6f1ib1Z4afBRVP9oqODdyAy6VS5rYlG2eRycR/wEICHFGttJxnRE04lW6RY2eA4/EjIgGBLgHoO5IDRT7/llHnIsjp9O990lLaUbQncchT/raQVY9HkT2SDUMOXjOO5Q43Txq2IGZwh1FqfeJhX68aCBGenxkOlbIUcUgC3fOJ5yEQ6NK+mLaUV+oJzk5xiaWjxWHFOms6saqW4ck46QZLZud3mCqxkaLZNWu1uhCvklW4moOjAo7JXhV+2KVMo7n60Pwll/us+IAa3P9AM3aqcAgPKePYzZfnkLHnSv/41HJzBjSdyqn+F6PP31oAAHP1FvbyOyfNEsYKmV9QD3z+jRBxzDd1M2Rt5G3gdKr6utx0/BSylq5afAXFejA/bZj0DAuwOL/CIGDod29tMMdP59YqKPIUt47O6CbZ4pC/OJUBSybbXFLtTHrRz5Yieo24vy9TEnTdnLLqmprWeSWhnnI3Bo9zm/qS0ZG+m5zGjVjR71QR04k84l8fhnZEZJI//sC6lDG6Rquitsu6slSCMCYwxAVEyBeGr/RSpjwaawOaO716xyVd/388KWCX48Im/zsOybF3Hwd9STxe0U2K3M8sEnsP2rT8wXAfwnR44LQ9P5UqYmW1wFWJyBy5DMy0nOi9zWstiflVHDIOffZbmDq4bzSxrTnJNjLHiTTmKKHMwHfSoliMatJ9eBQgRuaxR8uv8O1g5rj9sdSG3IIJKTVpuCtlh5xv61kWEt/spJNeRRDGlREiuxPlv5G07kh1nQapP6HgHQic8JD+PFV3eJcYsWx9Z4TSAWy0EpIcqW8blkBg+RcTFzk2lQUJlHPoOOqnT83UBwwX5aJUjTeIiLyEU28qBeWeJsT0ft19bSnF71CdwXymG513BWHR0WQMOSKSlimV/gdykwIMU4iUbck1M45lEASdUQAaI1Z1SB1ChDliPr17xFtim335RhnUzqUSveEu2+iW+EYkN2cLLHCpVRKpQhyQBufgxK9f/OTE1KzJmNSd+hPDIh4FNyD7x15LAeBt/o4HrRwMbw9v1UxYbSRYacMdqvxIXj9nhfhTDmweABQuTrH57Jt1deUUOU9CgsHVQGGkfJzRN+QaahfGoPlI0qFa+a8Bp0Ammx6KKmwdFh+17/I3BsfNrYhnBdeTkl6f1iX3rSmnWs7+WfxTDWxAtvuZxqZWbCZzZU9nuQdwvZPC3DE5snTrBPtkyIUtbvEm6pisank/bX5BuAn4xmlOdycpT8x0w61H9DN2avRi6dR25z1jD2yg7T3iM17pxwYfMTs0MeKJlesQ6bH/EJA6/funoujUXblMoXoPQKL+OM8wkl8vNUdc0vFk7QzaHXLV4mRqvPU5Nn/rbbBqhaNazo6Ncumy2kdukm6Ajhu9sr/tAXANNqYlhvFbxIL0NvikOIOfF+sgXHlNd41EUKWO/wPvFYDv+3V9sMbzBv3iUl9ubMs+jDqWco0SG3M6J/ZGiUEWOvC1S86H4Xr22tIRb+j0IWF/Gh2XLUrSTkX5/U4Y30XX/6pfV1g1tJARAMvdB1VO1YCNP8QaJgDa8SVmt9xp7nLfOGCy6Y1nPZBDjp1+kLZv9hChh7M302vCWcrufB99/HvN9y+b8Yus34dFdJBPrKoSrHxveAr8QXF9muC3hynaJvyV5GZHA/FpbXt3ScBa2IyjjfMCHT/z1fMBlm0CzzN3eTGtBOyV2uzUIvmWz7zT69OZfkYbZTqd+6zfb5JiIzlPmZvCM1AJ0XsxjjFfopGKvanhjflLXgTTjrDXwMK1heBNQMcxc8pg80vBGO8p/iR+Sik4Sv6bhDTLORMF7huRo5xWq5tugyWr7XxNQqnXqvBlhPA9BmoeBtvMt1HaGN5fRyFjL3X1CyTbXMReb0eb25rZ7ucoUPySOoili5XFbKcH4GKEKhr+zyttznsAVjH2yWOgEw/mZ7FSWVrsrzR84OE9wR21xvRRbTFV68ARHhizXb4x7ONefNrxlZKQ5j11/MzZ+3V4z19CxdIOAx9ePYniL4nOmTMuGt0W8+dT40Pmgx09Af5hx3kLgtR+TdJuYkz12uI7OaR8l7Ko4YC0zMQ6nBNvxH3ib0EYD148G1A90l3j9SLWRZKOB7lTduZZK4nF09cR64CLJ0A0xvXM4Dpy5Q1/HB85/nvQPyuYwYnrkhvBHcLMcS/BBO+L1uByEDZ0U1qAj7+txW2Vzzshj0mFQjNCEnCnmp8NtFYHOAFlO+YeuwDFe6626F8cHRc1Ygk5NagAJsKIPTC12CHBgbXhjAsPXSJwH8zHBJBZoXPkCIuRJUkhYD3FotEGNxvPsZsFLvqpS5jBDd9gyJVmIlBxAFAF0NJMnqcWoBNfNSKk44/SkJqhkrPHtQ9DwJt7Pi4gRixxOajoR2dH1tO6N6Vm2L2iagn3jKK2igrOT5ziDjhxkTGd8ah0Wv9v7oN9k1gLXfglRXixT8e/cOX5mUcAWY37paLad2DEKFLGlNwN02O3V6gBl0kDDucSDnWXdkpoRcz9ITIBHvpJ6QaXXv5ZEfhEYumog56z7Wut7iDRCBobykHsOD7rOf8QUCbe3ToNIEBqfTCZugTr4WGPDn7hZtMU4M6cTDlqTH5pcYzjrKJL4KRj3Duio0Tw1q/4qDCCFOGglNIacuQ/N7Gdj4CURCaEMNH/9kte01asqgRc8l2kACrYbgvvNJBeUWu/ALZx4pWhFJiErSpCpsSIZPDJGEPUCvqoVLCOvgtB/Vs+4LbKNFbxFPS7Gpu2XXsRLHoTKdZ4qRc9Bj+QtwEaSPzISkduCNswoU4d6DDGihYVp4fklfbwGl0iR3hRQSOcfPVgXzV40k42ZiY6BOkujJK1bC5LaTmrIEiGTigdyBWMTK27hVTjwGsCASz9BOw7oEZW4ltLngRHbfwV8xYa3iZLx+sNQkis9JKLz7X6qz3gTBxuxTdIG3zxQP/VrY56Hp0khU04ytdgPlVU+oB/2LgLtDN0RHci2kZI7jyRGjgItcV3vui03hVnHGQlGoo6cNPgokNAK8a5K5m+QrmMi5tdM9wm0ydEurf+UNVaphQzSuhCA4wZn3MWaM9rYlUvPSBMNlqFdxVmmzFfysfLdv5RtKo5DAz5kro8lLn/moa6UbrLOW2kt5KBGkFfSgPM5nSmhpUlhuyWXIF1WJJfCbHirnCZipDfXEQeaWTRNRTquID0yup+JaPHLfQsC1n/vYbABrlAXnsm6l5kTr14iBYWOZgSHTdTPW/wl1na8t6BsIjYauE40sDG8XScFsRFjXQPuWO1Xeo8oPGfvbOMEkPwR6367Fln0s5LamRRGJdyM7wGDL0xLZ6hpwDCzJeBVnz4O+BjUr0quE4Zk15IN7imBB6thJGtSQ18lbBjelAyPnijUkGldDcqaaJTePKkpMsmgZiwXa/k+eaz5hSgmZB82XnRYmeDJ2u7CN+1GDuqJ4MlLn83iWZJg4mupfA5GbpTikxHT7yy4woCN/E9wa0GjzWQddp3cVYQMCwnXyeE7J0osQMMPvTtmKnfLY6ZBPCMHtIHkr0fOeBPYrwsazfJfE97AsHe4/HVxFnRcbDOQw9ap6YE4h2dCxiHO4avBbkNmmcdENJl+6diOn4Fmwa7Bd5AoxPJAmWpHgWVisyB2jfactsyDQJv2jJRh47nfgHTncwZfY9k0mzaYa67wXacjteK6bhjFgvBsmBFIKGAKzish3G5ndNN2nP0kkr/O2jzOzOmEjWc/0t2pFfCst+7XLVRRsK6iZI1fRHlB8kuSX3KL9MpbsKIvLXlq3c9q1+5cy0GfSl4wunX/Wnx3p8ktLhLxS57Z2xDRL8qSx92pX94sx+w3fkXC27q0xpqOCwKIqxjemr9k9ta1y1Uogy7M8qlp10v7omxKJmdk0CZvCTnKwsCTv2TY5T9BWAxJM4AddrE3DwsLgYp0WdMmLLv91lHpymUEui8VMNZc7zqueYCRzmOvV9R7XM26Zp1WXiyvC1kkXCbNwzBmAIx10eU9Ja4FO6+L+NSc6VCXkSj/CuNjG96Swch/Pn8Uw9u84u3fzvCGPKX3FG3xO+pJwrTe5rIx/jZ6b/ii6rrpclwyyyfrn6d1ydyHz6yu2IBVMtHGsp2Je9VFt4U2vAn2MqvOBLtLlx0Er6JDfxfGN6XZKLRjR/Zzzg++ZbG/6HctePm228XKPcRSPPxxnWbr3Jxr91cVl+2NPioNh+BzMyouL+OIYP9Y36MNWzCBlL7cJztvjQzI/MDzpHiH12Fo09mumatXantwyT9v27aO11jFo2WyjDOM0+a49bDZL+I/CmIhfAzQBYvNw0YDvysNqM/ettr/ruTZ8N1ooDTgocK+o+duNsPzCxHQxEaKHjwGzVhFyeN9rOYizgMgsB6o/xAMb+io9VPq7ucKoBsmRiRbT558GRa//0ynfCUNHjUhH4Y30Y1uSNj6D4ppezKfEzWSNQmryY/L1pMTeCT2hG8rFxO9BNBELkv398HwxuS/XWXA+XAdzef8naATbY6osPGbLoH1yBlvAXjtB6N5En1NaAPD3uHy18VZ0KmML3gYoSpn0wPRtBdE9GAc4h2+GqxA1pMG/5FiMkFyAPA4eDTQwNtCPDHWfguxPLDdTgZgE+8srdNuCAUmCYLEENmUB4Tx0q/2ZIQBlnSGQN3PXgU0IQvfdXomsihLEiwI4cLzS0SnAaM/kv1C7X4LNJMw7X4mcc05ax5nSHacQbfgbzOtGj2QdGsCLVRRkJdJwBRQJcULEnF67vyWABcDlhc94SsMylbDG7Rz7YYNb9ZEGt70pELyC5TZ++UtX5RFGP4l02/M8EauoRlMSym1usVlBECAkOdaFpQgKQzaslyABHD4Q/MldiTHT0RkrPNn3/V1AE8hmK25LbQLxi0JcIdd7M1jFrwih0Flyop5+mXfvpgHbfmjnla+WhEgV1zzSIIpaqatG96g7PrW2wktryuJyHisbh6GSRbx6/yPDn9KXAumNGuRNfswnf//hjfoV77tF+OPZXiTAt1uRh/mSjLnJFOdYh8pHN664m1OJbx0o54khcFNzxFlbQlvNKYmMuAzynXTemlAAgU8UWy5Def8B2hl6qqGt6iHVbuKdtm6wrAWeIrfVYYr94mXyvAWdbXmc+uGt3lHgWUyflSj0o3ltnEt8iieVO2GN4Gu0x5VhO022JpQfwOukrwy72qGN2D4w7mf7RgldLsrxZeKEqF+je/IbNpVQlXe6zDQNe3rzvC2XSaduW38jwm+DYVN1EYDv10NbAxvv119b7h9ZA3UUNGDWnWvPfAxPGXcmCgM4p5feFLi54YQas09VxeLtIciHj3O+tyHHh2bAIElZ8uTIEW04CextydVcMPL/E/z2pG0FjKn9cEVMMfZT9R88guG8e0vyFtJFQmmaTn3PRlXmgfz1nfhz7T9GnSpZlhMEWKaICDryTCe6VkP0Bkwk1AOFiNPYvKgXkpmSDCW/RtYyM5U0TH8IvsF7nwbpfMqXHOxz0uQ4ezbFrjdijcTuFREZ/4Ou27im0+J3bw6xUwBqPA6TuCuR854Jt5+Jm4H0nEupMa5dsB41qV9ywz2OknK2DrpxKoojQ+igZoJkUvXddgwk2Yd5XJ3UuMEKUMlXdcfnuYwz1HXCUTmEm8hb6StFwjQFVeKAHPJNRAbeyuFTJ/1eDX8WbZ1Lov8tG6X3BayVZLb5HY8jT3rwWHz2xbPkYsOQvkUQYvmcrNvLcHTPNymLIdh8K33YdCYUou/8dz/Jd4y0fnIYi8Myz8INPF+6XMpO4+C6DKsDHhlBr7xPPbt2pWjGCv/YIcevNU0tk7peVeZDSBnnVg05zvGC8kJ7+Zfsk2iiVo5Z3GbRNMe2baWhwDOh33L1ZkQmzb2lFDI6A8rNi66vUXaUjQpwrUiJZnx3dxcj5ytbf0pj85TV8ApzbL0KnsDD4V2xfULMSANZsX13KPkN4BgbTizTw0Oh1dB69J1MpOSiLeXGThrTZZP93nmV/SSgSPX/UyFnvPfGXLS5Bt7VLLBpPEr/8PwJimroK70aV0mKtlj0CVnqS+vTov6HmDkMjm7vJeGN8uQ/o4rtYIptjqnFq1L69b6SykqV+WZxygjQReLzr/Fl+98G29KUntNxN5GK+h06fPrmFGTBoUsX54HfKQu6uSAT8hB0bK5TG2AJB+dlwJ3HoOV4oh2ue3YWZ8Kii/tvg12ru9OE6YlGDrMXnyXlJT/WM1VcpuxD1eMZyWGkAlURao4ReqPWNP22OXVeM4Xvj9w2AA398Fmu7tWHefc09gpW34KSbYRYyQ9LCFJJaZiy+sslkYsK9qdtASyXCIFleLjelPo8iI1oL3SzW0jxoBIGT+jvpdAzQWYkm4kNeKQu6O2BNymtiQoYvCt1G14bIe3idto4HetgY3h7XddAhv+V9FAdcsbw9tV9DOiPd54IBspPex5+KukhPQganz7M36/PEyY5tOvLNMI6ElcR9VMcabtwXRjeEulzrrxnGpjeJsqXAVrzl1PTIo1rbTynFiTya5/QBvIFdc4TUmTOCMYxgUBesG5vjupcSLdUAnsOs7THOZ5ORlOPLMnPd1WIT35jRcDAYG55Fqo8sDeSiHTrSqeroa/pL6EWuSndbvktpCtkvxCsKRWMqW3mExbJ+a3LZ4j/bLijMu3aC43+8UqdVT4G8Nbvi6jc+vdqt0Y3lxjruG7/gmkW4Ir4JTmtr8xvF1dl62/7qhcE+mVHM7WvDG80V5TJzageA7m3p1Ua22qnV0A28FHYut/QSCSRjlMZVIFtzG8STtVJm76G8NbV7cOuE7a74Qp4LF/iuqgx6kR0aFNYKOB61oDG8PbdV08f8DCdW/cgVRGDO45wjvFL1Q9YROkJyPcTLStE7DnxRdrgsGLLdDQ8YvYtVe8FW0T2pZRRU7CGfwqki2oeOCeIydSc3SEnWZ/HT8mTDViWY4tRBThAc9nOM2D3LrcpgNtpzlkfPRpmj0NbPURKIxi5MlblkYkN5qeFq7zSmyVpVd0eKtmsCpAw/uShhYa9MqMjZLOTzAsRMf1hNUR4AcgPxmibpIcf5Xor7D2Bw5oSaxXa0yJZuO6mToVzjaujTRTmvPmKNPz8+xPbCt6WbpEzjzWaVl/16I54zhs32XiOoM8roPWexjeCnAYdVJy45Hc4al0Uq7mppQMt45cqQEsZdgA4aTcZjdoAOq+CKShH8sEBH1LQmUfVXwzafotpooxnf76boEiLVEG9Hh2nP1M+TW/7jBqhUhCO4/rlKw1QfX+qHUYpVXB+cv+dhIYq8sqWI7Y7XAizqIZoHllmyPafcAomwSGerelomOOA4JQxrr8M61+jWe/6hHcR500hqmTS4czbT0bxDqutdwfoSRRoxeUgav80ksg1xsjkda6qMrMqg2gMSabtqvCjO805MM1TD7m71VkC/oNZ7nTbxTKrx4so19iF8yK8VgRk/raofPc+MNZbvtVNYK8y73jQoxivJZJt/cg2oLG0/RT+VGM5x7dJkZSl6nrZNMOukl8i2wTlw5a8c5AU57yPcWt4xnN/R0iup+5XK3C9TfrX6b6Y8M46soKmfq7zlRz7TLNUqKeVdqkmwm6ggnkuQSRAzxDljEQmq/x1plQtxPPYy8Et7bFwqcPVDBHvqyNliVvXxam+j3PVZqOhXQZIZxFKf4WNetm8Sv4Bi00k4OMy8h9KnHWiuud8S0r+KbhiycMg+8wlHDGy6f6LQKuNwuYJpAByrajHCp8X4px6ZJmOJqbM0/YUWfyje2kyTN4WHAzbqGcgF/hYprn7gFIRPUFBeO+JGur8ATiOmR/4CixaHZfBFlcokbQK1NH/0RNcK+dBHx7cpcfmEXbvXE/qh50ODhMwNFwMrVy7dz3+0zrQ2iGaRmDLfjb8DAw7Mq5nvoZ/6qyLVJMzH5RmJCdsu7PvPo4mDnSpIzotIm2ozb+RgPXowbUV8+jw/Uo4kamP0gNdKfagVRDz9jGoOJBce53exLyB2R4W+S/Ks3W1q3pzNrkb7v65UmkJ+bzvGetRHrAJ94TMvvGZ3I65CsK9oJ4Plg2T2Z7mE/i24k60RX/qh9bDG+DecNvDG/bqjMiJ3UVECVaBVb+PHVziin+pg1v0PXLkqe01BXL5Hpjmeba5jrYdclCdn5IyRw07DzjLGXY8OKkaxneUg5rMX0//fsxvE3T99+04Y0ysqK7xXbBjcCWipcR/DrJRg6PE0amPGzkGHXLqfgusfRd/jOEmbh/dD2C+6iTxhj05vpJqmU15BzXNKMzT8gxDBamCUwdvrdwuU+0tQPQHhZLxx/F8BZt2lkoQc3O7CO6YZayEd1JznER6PgASjyXV09RZ2YV/s0Z3loCCTmFJXNXQzK3TCKm3NCA5x4fz/CWhPk1i1GnzGPyrQsDWZ8CcXm7b5ywlJhyGs39HbHuO3/jhjdnKAQp/o4baluImQ8JNOdjgGfIbSxJm6jx/Eyq+Wat6va+KNzkaj0EbSkq/yWeZVnfagpmt2kL6TLKxCReijfbj2J4A7FJuna4AINq5c1lm5xCbuM2fhm5rBl8hwut8fwcfhEwW+sh0ppABtooO1Mu/I9jeIN2t30zDoaRUiEIW7iMok5nWSDPVQxvoud+1XXIfmok8+K21H1RcZ3FaaOW9R+FW/ilg49jeOv+o3hVrsqDrmlnVOV+6qcc05rpCxS6jgaVAReU1h6Jcz2NdP0kZz/Zd6x94k3MfsFOIE5Z900Vf2N4m7WxCf970cDG8PbvpST/veXDvfF6vq7RcRuUQbEHL5/hMuHl6KGIirvQxpocihmq/UJ27RVvxfFqslog/Im/BzMP5gabQMawtUYbmIZzoGAWaSa6hh8Tppo1+EXSICYHqgdoT8zniYZJ2zc+9DKs3yLW+EFTPwB4glIEcoJLkikZWGQcte4HyCTx9LIULIpW51GEFvSFb8Ob8wqKwzYcmW2JWl7GeuI2xJ7kKQVQximPAtZJUenJfz1PkH1AtvnPsrtu2m/CTScp5eOQaT1k2hNaBwfsXC7Llw/4WhONWIEZfw6T7Gfzx3fYbcIvP8AanrNbcOYa5/dVBbF+ZjwgjRGITcmxg7N5uL4uZpyV2HWpcw2+dZIcfINmymFJk4C3AqU/QYiM+SeV+dc0xKlOf3YeZyiHTQd/Djv9qr4LoGtr5S2IONEUB5Uhi2ujfWCMZ9+lO/AdGpT/v/buhutR2wgD6Gn7/39ykyKkZyQwdpzdbkPJ3XPyAmI0Gq6wjZX9SP/WMlsTd9gm7UVjO5V7Ys7bIXA/yGjZ1vvNfjbj923etw9ZxiVVv9rZKtj21zrm9Wz/W6G9Xy31v5eZvXKvtY7779zZ+48krbix26rd56WXvf0LpmOnFX4aN+W2uyxRy1vpfqn58rkuSGVNIZeQ7d5hJKp8VdccI58B+XuR5uB7hv3Hy7xtg7Zx91dEBhyFlF8rfnzzT935O8vWevLen3nvdomYNax7+/y/DUlBW33ByVNETo1t2+ReyjbX39JniMzNWsPrfpK3jn1/Kuc4vWZscvdt3mP6Nv2zYL225neMVY17tdvRdiHp1y0zZqvrdb+aZklLUN9dT2U/21Tcc7fWVkNSVPY0jFNbheNU5qje7yuy7fSg/V9E39PmD7S2c2OQ/X80bP8QyXbd7Z8jufxV9Ww7Bd4j69ReUK6mt6a2FtkrGUVvx2WcfHu60a9q2xv7j73+2S+LqolomZM921xj1diCx8Fh2CTJdiSoPPvOOBr9s5D227830+110i4/fyfjP//VHevlsxZwOXALaP/l1d87zDltY4+cY+L3d+Q9V9sb8XVxpwvZZHrEeYRmNp4ttoCa/VF4fjdky5b+h+fJQTLPHuu4vNQaZdS05Ujueg9J+RfbWhzczvXK03sJXpuqxpxfT57bElwSW0DixzYho2trTcQ5W47bNq+ttfu1zx68drVP4LYC23t8vc3dtkiF/Q0Fzu/KIVjegROSbYVsDfXwUgtvIypPXi147P+dFt72j7vxyVV/z8yAW2jzWLE59ta3H3Zb3/i3bb4s5UGz+jfuNs4e1HvUVLTk28nWmoehHrzMY+/SMmxBo6YK6sf9ZP85f8dbP26Le5V7BObL13iE2luzn+067Oi2bXprPZYdglJL37ZHwpzOA1Ii/szCW5fpmfJ48/K7AmeBNeZQ389k3LSlrqVb7SZ2mrXo3iNt9SXglL0dpn+2e8j4kbaMPzPPB9wsYLXY/Dfnq/fMP5zRZzbZevbM3+zdBj+e6/PX+/UzW0QmKdvZre7tXP/6O94yeupuNvHJdi689agZ0cZtA13/Sv8svGWMFp260zPHbbvu5/zbbY2fLzHLnfu2uPUK5l3Zx6iE22Fy9rbUdYxLa/KsV/C26tySS0Afo/3MPOU9aa2odVhHqFEPQalpbHO4jjYurYhqZ0s09tt92n/VKPVlMy/URCypa3cO26+qXVkWQGoBa1xk3fdbpyw8HRbeRtbc5/mc7K+FreQ5WN1AyVMNW448NYYr2z39yJFUIVnvlpkggHW5Ncx53vZH1TFQ6k6vyLRJrXrHxbwsvG2dsohf76GHC0jW03bPfWqrw5lg1jbme55qU7f/yttLtnmxNrO4JbaG+LQT5C0m7xcZLK+D3r0XkDFyH7RR0y/3Yj5D+73Wz9Z9Mmrp91uvOr/D8qXuDNb6jP1qWm1GzmxyKtvWnv30r9fBfjKtyTC36Vfj1yLJhz7NdHftnzA928g0fodv/2ONb3LUoMmzZRihdWq/R3tj5in3zzFrjkbsMt9RydxMpOSd98T62dGup0UcM7fW/qtqbIfjIMOmzwjtm3Pjejz61/vG9lzeF962O2i8Tv+RBfN14Iy75tpHS1Db5l9MGHfu4UXVX4O/1x8/7zF9RnuOuM0h5t75NZFR232fqHqOGyf7YlE/m/g4VWkv19DmYdRz7rTHjuuoUbcpGQVkmzHWbWr8OG/pkHHTaW9PY7YJbtu0pUM+39ZzIyYho3trTe/R9HLc2s8Lb7mO9DlsT2MczjkgcCOB7T0+b4U3qkopBM7vyhFZ3lwTkm2FbA15eKl/tSzv2PXNYks0cuXveGsPJS1Xa24fIW07/8Wi7eDdr3MBV3FjrHYqH5R5wE34ElIfQudXZ4upuOyM8Q/nkvSltq1hWPzXF962AnJN9UA8LrZqa/WMP+e0TkWraS01RjWPF9dTXxoqUYJaHT1by9P25h8jmDF5TMgjVLYtIvtrTbNnb82D0iy8XWV+9f3mkRx1TSOkHtjSpVe6HyV2r723bGd7prXuPso6bk+WMZe7Zd43Y2/GVAG1k4wZcyhWJW0nD6XrGEmQ/tmmvW3TlvHbdt1vMfmCkNi2fbfw1uJnne2o/coMtllasxzPZOSKCHzr04rKiW13LgT0aq8W3jJWrz93SE8yF976FbfWigjA1nb8lYg2fp/5jHGM60cpt+c+tl3FV1uNn1fwuHOTsAKPO7OW3JXZVsKtQ3L2tmPKxKU1/dcrOI55OEr3auwN7WfuicxbhSw7V6Pu875OfPYTvPTPX7uWj5ceOooa/3xx3otyM+1fJvKeNUIjtKSu3Tlsv6oshOwB+YAYb3S569sKWm7l88LbLjtOzrurFzLH2rKPg1rISsN2qoYdVY7L6EejX3LFph3XeJVg9ExwyzA6ZN7qHtv67F/WW0y6Dcfy2/JULeNc9W+pW9/t110W3qqgFLbVVrt1IXvJn3/snXqHeb0zQV4LSZIxMjd9ZnprLKvPCGpzl/mr/uvvxMkNN4ftw83gDP/VNa5p1v1Ksu30KW5nt0HeBW1n69SoJc8V9QyxJs3+dt39uaFJ9Ay5lP7iamO2V1y1pufc7qW1H6OCETqOxgX0xhpjvDaOWXM0YufEVe5EZKiUNWetVTH6jwrbUfplO07tm6oz5We7BmX/nGA9Hv3my35raAdbTC281et1JBx92tGaqp/NybbNwtto2zetx/zv9yzq7W59Psu75vY8Su72mr3y6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  <ar_pros:AdressOfTheIssuer id="Fa85b016b-a784-40af-fcef-e32e6befcd36" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p class="p1" style="margin: 0px; font-variant-numeric: normal; font-variant-east-asian: normal; font-variant-alternates: normal; font-size-adjust: none; font-kerning: auto; font-optical-sizing: auto; font-feature-settings: normal; font-variation-settings: normal; font-variant-position: normal; font-variant-emoji: normal; font-stretch: normal; font-size: 12px; line-height: normal; font-family: Helvetica; color: rgb(0, 0, 0);"&gt;&lt;i&gt;Avenida R&amp;oacute;mulo Garza No. 555, Col. Industrias del Vidrio Oriente Sector 3, C.P. 66470, San Nicol&amp;aacute;s de los Garza, Nuevo Le&amp;oacute;n.&lt;/i&gt;&lt;/p&gt;
</ar_pros:AdressOfTheIssuer>
  <ar_pros:Ticker id="Fd9f65d3b-1570-4d5e-f83b-018cd993854e" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">START</ar_pros:Ticker>
  <ar_pros:TheMentionThatTheValuesOfTheIssuerAreRegistered id="F72a7b0a7-526e-4708-b270-a66b4e6bc7a4" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">Los títulos se encuentran inscritos en el Registro Nacional de Valores</ar_pros:TheMentionThatTheValuesOfTheIssuerAreRegistered>
  <ar_pros:Article86LegendOfTheLmv id="Fa1cc17b3-347d-42c0-854a-51a0d44cd2bf" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">La inscripción en el Registro Nacional de Valores no implica certificación sobre la bondad de los valores, solvencia de la emisora o sobre la exactitud o veracidad de la información contenida en este Reporte anual, ni convalida los actos que, en su caso, hubieren sido realizados en contravención de las leyes.</ar_pros:Article86LegendOfTheLmv>
  <ar_pros:AnnualReportCueLegend id="F45a2ed01-3f7a-4dbe-f513-81cf3b89fbe9" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">Reporte anual que se presenta de acuerdo con las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado</ar_pros:AnnualReportCueLegend>
  <ar_pros:PeriodRepresenting id="F91f38d5d-8212-4b73-c03b-8c3f91f7ab8b" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">2024</ar_pros:PeriodRepresenting>
  <ar_pros:PolicyThatTheIssuerWillFollowDuringTheTermOfTheIssue id="F3b5df079-6702-487b-c6f1-d6656b3f661e" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio a la fecha no tiene establecidas políticas, considerando la participación de los tenedores para la&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;toma de decisiones relativas a: i) cambios de control durante la&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;vigencia de la emisión. En caso de la&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;actualización de alguno de estos supuestos, los&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;procedimientos que seguirá Start Banregio, serán los&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;estipulados en las leyes y disposiciones aplicables para tal efecto.&lt;/span&gt;&#xD;
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  <ar_pros:PolicyThatTheIssuerWillFollowRegardingCorporateStructures id="F729ee4cf-f003-4eac-f663-e0c2d2c131b9" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio a la fecha no tiene establecidas políticas, considerando la participación de los tenedores para la&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;toma de decisiones relativas a: ii) reestructuras corporativas,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;incluyendo adquisiciones, fusiones y escisiones&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;durante la vigencia de la emisión. En&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;caso de la actualización de alguno de estos supuestos, los&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;procedimientos que seguirá&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, serán los estipulados en las leyes y disposiciones aplicables al&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;efecto.&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:PolicyThatTheIssuerWillFollowRegardingCorporateStructures>
  <ar_pros:PolicyThatTheIssuerWillFollowonTheSaleOfSpecialAssets id="Fdbc5b3e9-734c-4529-d6b2-99e2ad2fd0e0" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio a la fecha no tiene establecidas políticas, considerando la participación&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de los tenedores para la&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;toma de decisiones relativas a: iii) la venta o constitución de&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;gravámenes sobre activos esenciales&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;especificando lo que incluirá tal concepto durante&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;la vigencia de la emisión. En caso de la actualización de&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;alguno de estos supuestos, los&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;procedimientos que seguirá Start Banregio, serán los estipulados en las leyes y&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;disposiciones aplicables al efecto.&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:PolicyThatTheIssuerWillFollowonTheSaleOfSpecialAssets>
  <ar_pros:GlossaryOfTermsAndDefinitions id="F602010a7-c63d-448b-94d6-6d1675f96b48" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;A menos que el contexto indique lo contrario, para efectos del presente Reporte Anual, los siguientes términos tendrán el significado que se les atribuye a continuación y podrán ser utilizados indistintamente en singular o plural. &lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ABM&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa la Asociación de Bancos de México, A.C.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Banco&amp;#x201D;, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Banco Regional&amp;#x201D;, "Banco"&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Banco Regional, S.A., Institución de Banca Múltiple, Banregio Grupo Financiero. Es la principal subsidiaria de Banregio Grupo Financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Banregio Grupo Financiero&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;"Grupo&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;" &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Banregio Grupo Financiero, S. A. de C. V. Es la principal subsidiaria de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Banregio Soluciones Financieras&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Banregio Soluciones Financieras, S. A. de C. V., SOFOM, E.R. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Banxico&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Banco de México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;BIONODO&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: empresa externa a la emisora que brinda servicios integrales de gestión sostenible en ecosistemas naturales y urbanos con mejoramiento de procesos que promuevan la mitigación del impacto ambiental para empresas, instituciones públicas y privadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;BMV&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa la Bolsa Mexicana de Valores, S.A.B. de C.V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;BBVA Bancomer&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Casa de Bolsa BBVA Bancomer, S. A. de C. V., Grupo Financiero BBVA Bancomer. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;BC&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;significa Baja California.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CBs/Certificados Bursátiles&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;significa los certificados bursátiles a ser emitidos al amparo del PROGRAMA.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;CBs CP&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y/o&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CBs de Corto Plazo&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa los certificados bursátiles de Corto Plazo (entre 1 y 364 días).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;CBs LP&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y/o&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CBs de Largo Plazo&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa los certificados bursátiles de Largo Plazo (entre 1 y 30 años).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CDMX&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Ciudad de México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;CEDES&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Certificados de Depósito. Son títulos de crédito que otorgan un rendimiento definido, de acuerdo con la tasa de interés y el plazo acordado entre el cliente y el Banco.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;CETES&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa títulos de crédito al portador emitidos por el Gobierno Federal, en los cuales se consigna la obligación de éste a pagar su valor nominal al vencimiento. A través de este mecanismo se captan recursos de personas físicas y morales a quienes se les garantiza una renta fija. El rendimiento que recibe el inversionista consiste en la diferencia entre el precio de compra y venta. Este instrumento capta recursos de personas físicas y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;morales; se coloca a través de las casas de bolsa a una tasa de descuento y tiene el respaldo del Banco de México, en su calidad de agente financiero del Gobierno Federal.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Circular Única de Bancos&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa las disposiciones de carácter general aplicables a las instituciones de crédito, publicadas en el Diario Oficial de la Federación el 2 de diciembre de 2005, según las mismas han sido modificadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Circular Única de Emisoras&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa las disposiciones de carácter general aplicables a las emisoras de valores y a otros participantes del mercado de valores, publicadas en el Diario Oficial de la Federación el 19 de marzo de 2003, según las mismas han sido modificadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CNBV&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa la Comisión Nacional Bancaria y de Valores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CNSF&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa la Comisión Nacional de Seguros y Fianzas. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CONDUSEF&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa la Comisión Nacional para la Protección y Defensa de los Usuarios de Servicios Financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CONSAR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa la Comisión Nacional del Sistema de Ahorro para el Retiro.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;CONUEE&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Comisión Nacional para el Uso Eficiente de la Energía.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;DGA&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Director General Adjunto.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;DOF&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Diario Oficial de la Federación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;DRP&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Plan de Recuperación ante Desastres.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 6pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Estados Financieros&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;según la NIF A-3 Necesidades de los usuarios y objetivos de los estados financieros, éstos &amp;#x201C;son la manifestación fundamental de la información financiera; son la representación estructurada de la situación y desarrollo financiero de una entidad a una fecha determinada o por un periodo definido. Su propósito general es proveer información de una entidad acerca de su posición financiera, del resultado de sus operaciones y los cambios en su capital contable o patrimonio contable y en sus recursos o fuentes, que son útiles al usuario general en el proceso de la toma de sus decisiones económicas. Los estados financieros también muestran los resultados del manejo de los recursos encomendados a la administración de la entidad, por lo que, para satisfacer ese objetivo, deben proveer información sobre la evolución de:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a) los activos,&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b) los pasivos,&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c) el capital contable o patrimonio contable,&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d) los ingresos y costos o gastos,&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;e) los cambios en el capital contable o patrimonio contable, y&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-indent:19.95pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;f) los flujos de efectivo o, en su caso, los cambios en la situación financiera.&amp;#x201D;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;E.U.A.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Estados Unidos de América.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Financiera Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Financiera&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Financiera Banregio, S. A. de C. V., SOFOM, ER, Banregio Grupo Financiero&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;FMI&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Fondo Monetario Internacional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;GHG&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa gases de efecto invernadero.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;GRI&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Global Reporting Initiative, una organización sin fines de lucro que ha desarrollado una reconocida metodología de elaboración de informes de sostenibilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Hey Banco o Hey&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Hey Banco, S.A. Institución de Banca Múltiple BGF  banco multiproducto y multisegmento altamente digital diseñado para brindar productos y servicios que promueven el bienestar financiero a personas y negocios. (antes Servicios Banregio).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Hey controladora&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Hey Controladora, S.A. de C.V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;HR Ratings&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa HR Ratings de México, S. A. de C. V. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ICAP&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Índice de Capitalización.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ICOR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Índice de Cobertura.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;IETU&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Impuesto Empresarial a Tasa Única.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;IMOR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Índice de Morosidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;INDEVAL&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa S.D. Indeval Institución para el Depósito de Valores, S. A. de C. V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;INEGI&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Instituto Nacional de Estadística y Geografía.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Inmobiliaria Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Inmobiliaria&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;significa Inmobiliaria Banregio, S. A. de C. V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;IPAB&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Instituto para la Protección al Ahorro Bancario.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ISR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Impuesto Sobre la Renta.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;IVA&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Impuesto al Valor Agregado que se aplica a la venta de bienes y servicios en México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;LGSM&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Ley General de Sociedades Mercantiles.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;LIC&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;significa Ley de Instituciones de Crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;LMV&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Ley del Mercado de Valores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;LRAF&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Ley para Regular las Agrupaciones Financieras.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Masterlease&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Masterlease, S. A. de C. V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;México&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Estados Unidos Mexicanos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;MIN&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa margen de intermediación neto&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;NAFIN&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Nacional Financiera, S.N.C. Institución de Banca de Desarrollo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;NIF&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;significa normas de información financiera emitidas y adoptadas por el Consejo Mexicano de Normas de Información Financiera, A.C.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;NL&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Nuevo León.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Operadora Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Operadora&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Operadora Banregio, S. A. de C. V., Sociedad operadora de Sociedades de Inversión, Banregio Grupo Financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Peso mexicano&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;peso&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Ps&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;$&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa la unidad del sistema monetario de los Estados Unidos Mexicanos, emitida por el Banco de México y que constituye moneda de curso legal en México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;PIB&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Producto Interno Bruto.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Punto Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11.5pt; color:#050505; background-color:#ffffff"&gt;es un nuevo formato de sucursal que ofrece servicios financieros de forma más ágil, moderna y automatizada en comparación con una sucursal tradicional de Banregio. Están diseñados para que el cliente tenga una experiencia más rápida y autosuficiente&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11.5pt; color:#050505"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;PRLV&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Pagarés Bancarios con Rendimiento Liquidable al Vencimiento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Programa&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa el programa de colocación dual (corto y largo plazo) de CBs&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;PYMES&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Pequeñas y Medianas Empresas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Regional&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Regional, Sociedad Anónima Bursátil (S.A.B.) de Capital Variable (C.V.) (antes Banregio Grupo Financiero, S.A.B. de C.V.).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;RENE&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Registro Nacional de Emisiones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;REPSE&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa (Registro de Prestadoras de Servicios Especializados).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ROAA&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa retorno sobre activos promedio calculado de forma anual o trimestral &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;según sea&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; el caso &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;(Return On Average Assets).&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;ROAE&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa retorno sobre capital promedio calculado de forma anual o trimestral &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;según sea&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; el caso (&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Return On Average Equity&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;RNV&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Registro Nacional de Valores, mantenido por la CNBV.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SASB&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Sustainability Accounting Standards Board&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;organización de normalización que elabora normas sectoriales para la divulgación de riesgos y oportunidades de sostenibilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SEDI&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Sistema Electrónico de Envío y Difusión de Información, mediante el cual se presenta información ante la BMV.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Servicios Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Servicios&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Servicios Banregio, S.A. de C.V., Banregio Grupo Financiero (Actualmente Hey Banco).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SHCP&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Secretaría de Hacienda y Crédito Público. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SIFIC&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Sistema de Información Financiera y Contable de las Emisoras aprobado por la BMV, mediante el cual las emisoras de acciones que cotizan en bolsa deben hacer pública su información financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Sinca Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y/o&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Sinca&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Sinca Banregio, S. A. de C. V., Sociedad de Inversión de Capitales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Sistema Financiero Mexicano&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa instituciones que se consideran como parte del sistema financiero mexicano y que se describen en el Anexo S-1 del presente Reporte Anual.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SOFOM&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Sociedad Financiera de Objeto Múltiple.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;SOFOMER&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Sociedad Financiera de Objeto Múltiple Regulada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Start Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;AF&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Emisor&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;La&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Emisora&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;La Compañía&amp;#x201D; y/o &amp;#x201C;La Sociedad&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; y/o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Start&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Start Banregio, S. A. de C. V., Sociedad Financiera de Objeto Múltiple (SOFOM), Entidad Regulada (ER), Banregio Grupo Financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Subsidiarias&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa, conjuntamente, el Banco, Start Banregio, Operadora Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Hey Banco e Inmobiliaria Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;The Capita Corporation&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; y/o &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;TCC&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa The Capita Corporation de México S. A. de C. V. SOFOM, ER, Banregio Grupo Financiero. Fue subsidiaria de Start Banregio hasta el 31 de mayo de 2016 y se fusionó con Start Banregio el 1 de junio de 2016.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;TIIE&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Tasa de Interés Interbancaria de Equilibrio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;UAIR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; significa Unidad para la Administración Integral de Riesgos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;UDIs&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Unidades de Inversión.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;UMA&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa Unidad de medida y actualización.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;USD&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Dólares americanos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;VaR&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#x201D; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;significa Valor en Riesgo.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;&amp;#x201C;Verum&amp;#x201D;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; significa VERUM CALIFICADORA DE VALORES, S.A.P.I. DE C.V.&lt;/span&gt;&#xD;
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  <ar_pros:ExecutiveSummary id="Fced8531e-b209-464e-b67f-4dd13a7ccc36" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Este resumen no pretende contener toda la información que pueda ser relevante para tomar decisiones de inversión sobre los valores que aquí se mencionan. Por lo tanto, el público inversionista deberá leer todo el Reporte Anual, incluyendo la información financiera y las notas relativas, antes de tomar una decisión de inversión. El resumen siguiente se encuentra elaborado conforme, y está sujeto, a la información detallada y a los estados financieros contenidos en este Reporte Anual. Se recomienda prestar especial atención a la sección de "Factores de Riesgo" de este Reporte Anual, para determinar la conveniencia de efectuar una inversión en los valores emitidos por la Emisora&amp;#x201D;.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio se constituyó en 1980, bajo la denominación de Fomento Reinero, S.A., fue adquirida por Banco Regional en 2004; a partir de 2005 forma parte de Banregio Grupo Financiero S.A.B. de C.V. (ahora Banregio Grupo Financiero, S. A. de C. V.) y desde el 21 de enero de 2015, fecha en que fue aprobada la reestructura de Banregio Grupo Financiero (ahora Regional), Start Banregio dejó de ser subsidiaria &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;directa&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; del Grupo para convertirse en subsidiaria de Banco Regional.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La actividad principal es el otorgamiento de crédito comercial, el cual representa aproximadamente el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;99.5%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de la cartera&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de crédito al cierre del ejercicio. &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los esfuerzos de la compañía se han dirigido a realizar una oferta integral de productos y servicios financieros a empresas, con un enfoque importante en las pequeñas y medianas empresas (&amp;#x201C;Pymes&amp;#x201D;). &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio cuenta con una presencia nacional a través de Banco Regional que cuenta con presencia geográfica en 22 entidades ubicadas en: Aguascalientes, Baja California, Baja California Sur, Chihuahua, Coahuila, Ciudad de México, Durango, Estado de México, Guanajuato, Jalisco, Michoacán, Nuevo León, Puebla, Querétaro, Quintana Roo, San Luis Potosí, Sinaloa, Sonora, Tamaulipas, Veracruz, Yucatán y Zacatecas.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2024&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; la cartera &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de crédito, sin incluir partidas diferidas y estimación preventiva para riesgos de crediticios, ascendió&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; a $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;27,407&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, así como activo en arrendamiento puro, neto de depreciación acumulada por $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;226&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. El capital contable asciende a $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;4,993&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; y los activos totales &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;a&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;29,359&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En términos de ingresos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;por intereses&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; en el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2024&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; se &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;generaron&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;3,296&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. El resultado neto ascendió a $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;984&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, representando un ROAE de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;21.8% &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;y un ROAA de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;3.6%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
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					&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ff9900"&gt;Ventajas Competitivas&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Start Banregio se dedica a servicios de arrendamiento financiero y arrendamiento puro. &lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio es &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;subsidiaria de Banco Regional, que a su vez es subsidiaria de Banregio Grupo Financiero y esta es subsidiaria de Regional, por lo que, las estrategias y el enfoque general de Start puede estar asociado a Regional.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Alta Especialización&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La especialización en el segmento &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;arrendamiento puro y financiero&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; tiene las siguientes ventajas competitivas: (i) obtener y mantener una mayor experiencia y aumentar el conocimiento personalizado de los clientes frente a los competidores, lo cual se transforma en rendimientos, y (ii) aumentar las barreras de entrada y así asegurar una posición de liderazgo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Servicio Personalizado de Alta Calidad&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; prestigio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; se atribuye a la combinación de un modelo de banca de relación personalizado. Lo anterior se ha logrado al mantener una fuerza de ventas bien capacitada, un equipo de trabajo multidisciplinario, que combina el conocimiento y el profesionalismo de banqueros con gran experiencia y conocimiento del mercado; y a una estructura organizacional horizontal, con pocos niveles jerárquicos en la toma de decisiones entre los funcionarios que atienden a los clientes y los ejecutivos.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Equipo Directivo con Amplia Experiencia en el Sistema Financiero Mexicano&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El equipo directivo cuenta con amplia experiencia en el sector, todos ellos con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;más&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de 25 años en el sector financiero. Adicionalmente, el equipo directivo ha trabajado conjuntamente por más de 20 años, permeando su conocimiento y experiencia al resto de la organización y así lograr las estrechas relaciones con los clientes, lo cual ha permitido posicionarnos como una marca reconocida en el sector bancario mexicano. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Alta Eficiencia Operativa &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio cuenta con estrictos controles internos que permiten asegurar que las operaciones se llevan a cabo de manera segura y eficiente. Continuamente se trabaja en optimizar el nivel de los gastos de administración y los procesos de operación, lo cual forma parte de la cultura de control de gastos que está permeada en todos los niveles de la organización.&lt;/span&gt;&#xD;
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					&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Riesgos Relacionados con las Operaciones&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para una discusión de ciertas consideraciones que deben tomarse en cuenta al momento de tomar la decisión de invertir en las Acciones, consulte la sección &amp;#x201C;Factores de Riesgo&amp;#x201D; de este Reporte Anual.&lt;/span&gt;&#xD;
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					&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Estructura Corporativa&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 16.75pt 4pt 9.9pt; text-indent:14.4pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio es parte de Regional (antes Banregio Grupo Financiero), sociedad anónima bursátil que a su vez cuenta con una subsidiaria que es Banregio Grupo Financiero, S. A. de C. V. Las entidades controladas de manera indirecta por Regional a través de las tres subsidiarias del Grupo Financiero son las siguientes, las cuales prestan servicios conexos y complementarios: Banco Regional, S.A., Institución de Banca Múltiple Banregio Grupo Financiero, que como ha sido mencionado anteriormente, es su principal subsidiaria, Operadora Banregio, S. A. de C. V., Sociedad Operadora de Fondos de Inversión, Banregio Grupo Financiero (&amp;#x201C;Operadora Banregio&amp;#x201D;), &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;y Hey Banco, S.A. Institución de Banca Múltiple BGF.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Banco, a su vez, cuenta con las subsidiarias, Start Banregio, S. A. de C. V., SOFOM, E.R., Banregio Grupo Financiero ( Start Banregio.), e Inmobiliaria Banregio, S. A. de C. V. (&amp;#x201C;Inmobiliaria Banregio&amp;#x201D;). &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La estructura organizacional de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Regional&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; al 31 de diciembre de 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; es la siguiente:&lt;/span&gt;&#xD;
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u3W90GXRV3QdaYBtIeOQU/tAfwtPj11huLvCUtwNvoccrL++WKojPR0xEVF4mTsMXz8mCG2zI+FIMouJFuiHCKuo//54e67/eCzD88n6PHCfc7iMqY7zIZoY1CnNugkJ8dGl61YWqOtTCteugrN/vtFVHIsXXqy0em8zmi7SRfq25hYnZhY8/4knrioO+lCxXUdFPxDoHLYHap7DqPVIXdsv3mLX2px61E4+Yib96MhiLILyZYoh4jr6Isnoow0pGxZgeeT+/KHk59PyT2Haz+iM8wGt8es/u0wm2UOy2R9TfRtqwwVGWn+AiZxgv2UJk2hqtcG7db1yRVpgb87+81sHQBlD2coegdA0ScACnz8cfd9cZyD/d4QRNmFZEuUQ8R19MUXwevneGM7F88nGny6//bpVCPET9DF3tHdYD6sA0xN2sN0WHuYDdXGaH11KMpJoSUTKifdQmnalP8WKUVpKWis6sUfKhYrVbHRg/qeeUy0/p8i5+mH4VHHkCMSil32XxuCKLuQbIlyiLiOvngjfPcGKY6r+PtvX7DRLSdd7tDy22n9ePFeYdNjmXyDx/VG8PjeWDO2A0w6K6CtlDTatpCCFvcoLQ2tVjJQbSUNZS05qDGBqn8l1H+KHjS2/w0lL4/cUW2ebFXYyDb00SOxy/zrQxBlF5ItUQ4R19EXf4QfUvHe2REvZw/BC+6wct6Vypx0udEul/znEVO6Y8MELUzuo4LOsjLo2VoWeoqtoKfUCr3lZTFohCaGuvdF150G0Py3Q8gObES7YzRU3PcwwQZ+Em1rT19MPxGPtF/2DVH/FoIou5BsiXKIuI7+F0WQzX+lY4rDSryYMQDPx/XhL6B6PlGfPbKw1y/Y87vzh8HOtics93fD7I1dMbCXMi9bXSbagb1VsOhQH1hGGGJ5qCGm+xrC6IAh2m81hKo9G+065EtWn/+D7+p7ZkHJ040J9vOIlhOtYVgk7hTL/bJFDUGUXUi2RDlEXEf/a8NdqSx48QgfE6KQ5n8Q7z124oP3XqRH+SPr+gUI36fgceotBN/YgQNnF8MxbhpsPIdhhXM/rAo2hnmYIVaE6GF5iC57ZAnVhdlRPYx210XvPXrouL0fVHdOgQIbSct5+UOBCVbeyw+tmGSV2fMJsSfwOC2NWxKxy1cyIYiyC8mWKIeI6+hLOvkUns79l5mTjveZr/E64zGevL+F23eDceWgAeLveCHi1gH4JdnB9bwlXM5bIOCqHU4k++Hi04vwunsHK85egElkDHoHhcIoNAILE88g9OFjpGRlffVeJR+CKLuQbAmiFCEUCvHh/kV83KaLD+/eQCQiSRFEaYBkSxCliJycHLy6kcjL9tXzJ7x8CYKQfEi2BFGK4GT78vopXrYvnz6GgP8eY4IgJB2SLUGUIki2BFE6IdkSRCmCZEsQpROSLUGUIki2BFE6IdkSRCmCZEsQpROSLUGUIki2BFE6IdkSRCmCZEsQpROSLUGUIki2BFE6IdkSRCmCZEsQpROSLUGUIki2BFE6IdnmIczKgOD5DeQ8v84eKRTJTObjK3h20pOX7bNLsch6clVsOQqldOcGBO9flqnv/ibZMrgfaMajK8hgHVi6Ux++I6NQSioZW/uwiJ/3ge2fD9d1x/NNPfFofXfaX39yuO3+re1P+TXhfw4e05F9wbvMCJdky+AOzT2/Gs//kOOiwpAQfwKJp05SKL888Sfi8OrAeNz2XSd2P0w4eQKR4aEI8PNBTFQk//rLMpSi51yED98PJBwLFzuf8mtyJiEeDwPXI91nPj5+/JjXU5duSLYMTrZPk07wv2RJF8/h/v37ePjwIYXyS/PgwQPcuHEDbw9PxsNgB9y7d09sueTkZNy+fZt/FDefUrRwv/c3T0fx/cD1S2epHyjBcPv24yA7vPecg9TU1DIxuiXZMjjZvriWe9HJs0cPkJWVxV94QqH8ynD74evXr/HebTpeRu9Cenq62HJcuLLiplOKnszMTDy/cYbvB54/uEP9QAkmLS0NryK3ItVjDlJSUki2ZQWu46IrPImShutQ3r59y8v2VcxuvvMnfh18P3DrXG4/8Oge9QMlCHfo+HXUNpJtWYNkS0gCJNuShWQrOZBsyygkW0ISINmWLCRbyYFkW0Yh2RKSAMm2ZCHZSg4k2zIKyZaQBEi2JQvJVnIg2ZZRSLaEJECyLVlItpIDybaMQrIlJAGSbclCspUcSLZlFJItIQmQbEsWkq3kQLIto5BsCUmAZFuykGwlB5JtGYVkS0gCJNuShWQrOZBsyygkW0ISINmWLCRbyYFkW0Yh2RKSAMm2ZCHZSg4k2zIKyZaQBEi2JQvJVnIg2ZZRSLaEJECyLVlItpIDybaMQrIlJAGSbclCspUcSLZlFJItIQmQbEsWkq3kQLIto5BsCUmAZFuykGwlB5JtGYVkS0gCJNuShWQrOZBsyygkW0ISINmWLCRbyYFk+5PJzs5GYmIiwsPDSzQhISEIcd7K/5J5e7jyr8WVk9ScPn06b4sSpRmSbclSnmV748YNaGtro3nz5hKRZs2awcZEDdGLdNC0aVOxZSQp3bp14332LUpUto8ePUK9evVQoUKFEk+jmlWwrK8sKv72P7HzJTncNiSKxpkzZzBq1CgMGzZMIjJw4ECcttTFtlkGMDExEVtGkuLm5pa3JYvG5s2bxbZbEhk6dCim/22MFPveGDGkP/9aXDlJyZQpU3hJ/gyioqLE9i0lGZ1WdTBSu4nYeZIYbjT+LUpUtvfu3RO70JTvD1E0TE1NxW7PkkzT2lVRu3olsfMkLT179szbkkWjTp06YtstqVT+/TfINqiO3/5XOj50Ozs7523JH0MSZVvaQrItJyGKhiTKtjSlrMm2tIVkW4RUqw05OVn8UUnMvB8IybachCgaJNsfC8m2ZFPssq1YA73GLIbT9u3Y6mQPPR0Z8eUKploDDJ6xDN1kxcz7VirVhN6EpTBUq44KlavDYNoqDO3411fl/mihiiW2djAb0Q1VKxae9+/5H2T1F2DfholoXJ21Vb8F+vbWQYW6KpgzfxJk/xJX57+l1Mp2sHUILicEYk9ALIK3maNFDfHlipI/W/fB8rkDUauquPlV0cFgFo74esHD9SgCNs5F8z/ElZOsEEXjW7Kt/mczGA0chtHDB6ODzE+WQo2m6K3bFfXz962qtdBRbxAUGxYoUzDV6kBHbwDk67PnFatDtasRRo0ejZF/D4eGdGP8Jq7O9+b3KlDsZAB16Wri54tJccm2lpQm9DvL47eajdC9T0++YxRX7uv8hsbSGhj+90iMHGQAqf/4u/tnQ2koSjcUO4/P/36DjFYfdFCsK37+7xWh1LUfOsjVEj+/mFLssq1SF/MPJGLtyBaob7AMt2OcIPXX76jQUAEmbP8bPsQALepUg3xXXQwdMRj9+w9FO8UmaK87gN+Xa8lpYtiw0RhsoIM6f/zB719GBkYYPOxvqLSqh6q16kJv0HAMH2QMqUayWOJ6Div7s32ieh0s978J+8mq0OppDEN9Y5iYDIJMs2YYb+2JG6e80VmpGRqr6mD48FEY2LsdalT+Awod9TDAyAgj2LL169cPg0eOxEDDXtBnyzV0ENuP6ldH1/7DMXrEUKg2a4nxVh64ftIdHTTbw9CwJxrVrgh13X4YPmwAVJrUQs3GUhgwdARM+umibkW23uK2UV5KrWxNVkfAZ70JZAcvxdkgByj+9RvUjIZh575DOLhtHaQbtsHqHYewac1muDjvQAdlGehOXIt927bAae8mLLfajf2H9mGn+RTId9bH+r17sdFhLzy2r4J2LxNsXzsRTRRUsHD1NhxwOYCV4/qieuUK+L15BxwOCcJwlbqoVqMxNNtqoR6TspTyCOw9uAtO+53h5boXXVpWwGz7g5jaWRP9TZ3g6GSHvc4emNVPETWatsIsK0ccOLwfa2aa4I8q4tfxZ4YoGv8o28qNYbb5EBwXjofxqOnY7WAJ5ToVUK1OA8jItESLxvVQsWJl1G3UHE2bN2fTpNGocWO0bCmDxg3ZL2n9pvjrz4qoXrsBmtSriap//IUWrFwzqZZo2oh1Jn80hz775W5Y8zfUbdIc0m17wjXhCeZ1q8DqNoKsrCwa1qmJ339j85u2gLS2HrwSkjFDhy1bjWaw8L6InWa6GGbrjrjtM1GT7WM16tTn6zWpXxe/V/oDLaSk2LJJQ7p5Q/z2WyW2rM3QokULNG/eBI2aSrGyMmj4Vy3Ub9YCUlIs0q3QoVc/aDFh1G/cgs2XRv2abJQhbvvkpbhkq2SyHvGuM1FZvgf8ooOg24xNr1iFLSu33NKs06yP5i0ao1KFSmxZm6J2jcp8vT8ad4BroA+mDzDEiIXrsHVBP9SpVhF1Gjbj17dRnT/5DytNm7dAU9aWNGujWo2GGGXthn0rBjMh1OV/nlItpVC/fkNIS8uy7cfKVKmKUZuisWueBqrWrMN+zrJo1qg+KrL3/LNBY0grKMEy4BZ2TlNkH5z+4OvJSDVlAqiIqjXqoRlrU1qW2/Zsu7ZsybZrDfyvwPoWNb9KtlvndIDa2DU452/Dr8vMXTE4tG4pNu/2g/fhgzgWeRRTRs3EkaR02M/VxcajFzB7sAa2ePlh2fj+2OydAIcFRnxbx7YuwNQ1HgjdOg2d/56ObVZLsTP6IlaP0f1atqwtu5Ak+K0cgxX7wuBqPhzDFu7Fpag9UNLuB5ejPpg71gR7g85i+dAumLvnBMK3mWLcsoN4fMkXU6YuQvzFq7CZaYzt4SHYaGWJw9tWw/JQBAJXjf3UllzHUYiK8YTxhEkI9diEmcvs4Ww7CobzrbF6xSoEnLmAMaps3xG3jfJSqmV7OnQHlm04jLMRu6Am3QgGU0yxYqUDTiffx1j9zjh66hRMe8tglksCdk3WxRibIAQ7ToTyAEs8vXcFO3fsxe1Hz5CUdAGbh+uhqbENbsV7wnDEfCQG2WCanTuCbMegRvOeCIiLxZC2f6K+Vj+ExrpDo0JtmMxeDutV5mjbvAL7RLYEj+76oE6DDnAOj8Ig1Qqwj7uOdQN6YcbOeHgs6oaWcmPYaPwgpq09gBjHmajVtCNcoxMxvnPxf9olisY/yfbPtkMQHeOLzo0KTK8tj9Vufthtvx4h0ccwpq8OVh+5goj9tjgUcg4XI11Y57MLMbE7sZrtExvHykBvySHEOM1AVyaPp1cjYbvxMI5HH0TrNoaIOOaJPv0NEJEQBTung0h6lIl5g1tj7e7tWLPdFxF7VqJNlwGISojARkdnXLmfWki20W5MJv6x8F01DNX/aoalTluxwcEFUZ6OUFAbjoePkrBt3RacunwCXWWUscY/EZGH7bB6jzdC/f2wessunAg9ipDwIFjbe+PGvdf8rXiuu6xwJMAVa/a4ImjParTmRtMFtk3BFKds71wJxdodzriUFMPLVkZvDtx8vbGGfWg+ERaGO8ln0a2FOvaFH8OEbg34esqTtyDxwHz8VeCoVYP2JvAL8sHa7XsR7rEbqh0MceZ6EvavWYOYC2cwiY2AHMOu44zvahj2WIwrD85i/br12OMTDu/t6+ASGoN1E7vmynZZb0zfsAV2m/ciJtQdmkoaOBQeiV3bHHHsejp2zu0E3eU7EcQ+8O8JiMD2ufroMdQeVy6FYZXjdkQHuGDtvmAEb5yBeuzDff4yFjW/SrZR/ntx8vpVzOkvjT+lNXDkylO4b1qGZcuWwXKXH+LdV6JF9bqfBMnJ1mrJKESE7oIya6f7CLZNDi3h29ozvzNq91+Jc65L0G/cXPjuYfPOP4OH1UCxst0UdAkWQ1pCYx773do0Ch1Y3Tj3VWhhOB8xnraQqVAFg0y94Gw1iZet/UQNyBpb4pSXKf6Q14F3XDyGKFbAZPYB4YTXLng6H4Zb6EVcZR/mOg7MbatCC/b7yGQ7d70DwjdOQp289R+4cBM89+xH4u23WMUtV/52EZNSLduDSzqxEYAmwk7FwLibKpyiz8Nh/jxEnnuEGUM6I+D4cYzq3AgjdkZ9ku0u065Q/HstrsXsQFs1ZRgNHYjtoeex2kgHdfosxs2THp9kO2+HDzzNBqNKXSbFiFAM1qiD35q2w4HgYIxWb4jGSsbwPnEVkzrkyvZC1FpUYLJ1jTyGYW3rYEfCjU+y3bdQBw2bmuD8GRfMd3RHsM1YVK+jgd0h0RjbqfhvbyKKxj/Jto72MMQdD0KPFp+nNdWdjVif9WhdqRqGLwvA4U0zeNku6lUZbWbsRJLrfEi100PkpcsI9P1atndjN+MPpV7wjwmGbqdc2c5auwUxDqzjbaqGA6eeYtFgKSywtscBr1jcT/TA7A3bEb6e/fK3aAeXU4VHttbDpaBqsBC3T7uyEbMMJi5bj0OuYbh7mcnJYDjuXA2CtqYy7CLPYnpbNazxOQ7LEeqYsDUWjy7GYP+Bw0i8dQee8wahirwegs/c52X78MllbBvRHb9V1oJLdASGaP/z/lucsj3tuxTNdQYhKC6El+30vYm4fy4S+w86w3X3bmz3DcfOtfPge8ASDfPO3WlO34oLrotRr9rntgbauMLLdBAqVVKAfeAxTJswEadYO0btpbHIJxFWxuoYvvoI9szrhuaK03AjyRWttA1x9GQgOlX5HW0N1+DUkVW8bPcu6wETNto5fDAQt25fxYIlcxHH7RN/1MESv9twWf03/C6dRJ+qv0NGYw7OHNsCg5FOOBNkjRqN5bFq4w4cOpKI5CgHtPyB84P5+VWytf27OTSG2iLBzxpNGzfHbMcQ7HdcADP7vbBYshxR4dEwnboQIVfffZLtrAFt4OTmC+tZI7A94BjMR/X6SrZLdgYharsV9sfch8+6kd8l298bd4B7oB+WzBiHw6GxmNq9PS/b1cNbFZKt57EIGLLfY062Ny/fxoWQXbDbF43rPmZQN5yHk6H72IfasfzItu+YsTjGXi9kkj24diLWhl2D22pLBF98jtXDmorfRnkptbLtb+6LM8f9sMctGCH7lqNlgwZYevgYQtw8EXs+CfNGG8OFSXFohwYYstkfW8b0wPDlHrCb3gFV6itim38M3P194L3NFPrjbREXEYYdHsG4n+AOfZPpiPBYDo0u+nB384GzfwAOWk/L+zRcBZo9J8Hbwx3unsE4Fb4LWnUrQK79PMT4mvM736Ldnoh02YaTSZewqm83XraxUZ5wDwjE2nm9Ia3aBYdcfODi6wuPzWZoUOAXv7hCFI1/PIxcUx6ObGRjbtIOUurdYGG9HO10BiIqku0/Wgqwdj8F26n9edlyh34VpzkiznEimmnqIeJiEvy9j+HgUmOM33jkk2xvx2xCFcWeuYdF82Q7ZOI8nAl1QoduIxF2Mx2bzUfhREIQJo1bhdvxXhg6bQkSj2xG+x7jEXn9bSHZrhrcGIq95+HSsd2ss+iL6KQEzBw2DxdPx0DfaARuXzkCTQ0lbAw/zcvW1vMY5hu2QO/5+xEfuBrS7Q3gefwKjm+zgFKf+Th1/SUv2zMnIxCyZQZkOo5CSGw0dm7bDiPlL7ZPXopLtspse3GHkavkHUbWY7Ltu9QVx7wsINPBCOamo9DGYBnevrqLrdO6fTokW0dxIE7E+6GnXHOoGE7C6jkDoDdtI+IPm0O2rTF8IkNh3Gcw4s9GQK9dC5h6nWKyVcMQa38cXmoAWZUZOB3niHqttLE3NApTurTCaCtPBG4Yw8vWc/NYBF2/DrOhk3Hy3GVMHD0YUdGeMNTuhj2JqUzGxrALjsciXXkYzNqGqN2z0WeYAyIOzYF8vwVIjD6EiTMdcP/YNvToNwZr5hug4m9fr/9/TbHL9rfKaKXVHUrNqqJipcboraeDP6tVQo16sjAcOBBGel1QX7kLjkRGwGb5JASeTcSy/gpo07En/2GisYwKjIwGwqB7W9SqUYNvS7PVX6jUWAE92smhobQajFk7ur16QUejNeTa9YBC40qo8HslyHfoA1XZBmjTqRcUmtZA7VYa6NKmOeqyul3bK/LLJ63QFsbGA6Gno4ZqlapDVrMrlJvVYB9sFNGtfWtU/OMvtO/SGY2qs7IaXaCjpY2+7P302fvpdmmDanUbo4eeITSUVdGlS3vU+5M7994bxkYGkGtYF02VO7P2jaGrpwe1f7luo9TK9mdGf8lOHPPdAtv9B+HlNAUNf6b8KtfkZcuNYsTO/0Uhisa3LpCq9ZcyFiyzxgYbcwzp0Yaf1r7PcNjarsfSKQNQu3ZDGExYyJ+/b9BxAGYMaI9aTeUxZe4s9O7eCassLdin/hWYNrATWqr2xZJpxqjYoBXGTZsIOWkFTJk+Gi0bVoH+DDNYWC3HihU26KIqhXGmK7HKzAxLzKZATuovGM5aBAvLZVixbBU6SbNlq1wLfcYswIYNG7BhrQ2GdJLD79UaYhATs9XSpViyeDZUNbtgycIJaNq0IYymzEHHZk1gMHo6uirURtWaTfD3HHNW3xrT5i9BTNRRrNu2GZevnIHdsjkY1L01Rk1awuZbYUj3DpjsFIDJWl9vHy7FIds/Wf5uow/TkZ0wtp4MzKeOx8ha7AN47eaYPm8lHlotw0iFuuhSUR533dZjjGJDdGZ1ci8S+x1y6oawWb0W61bMhar0X6hcoxYGjea2lw3G62qiQm0FzJo7BfLNa6Pb6NnQU/oL9dQN2M95IXppGmLOjAGoWuk3SKl2haXlBlgumgjZ+jWhaTwNQ3op8dvextwcS5aaopNcLbQfPhlWa1fCzGwVhnRsgHot1WFhsQG2K+egTeOakG7TH1OGd0aFWnKYbW4DC7bPLVkwBtr9JsFl0yRU/r3w+n9Pil22/zH9Zyxi23c9lswxxp/VK4otU9ZDsmWpXKMmZOXkoajYGvXqVBVbpsj532+o00gaDWqV7JcQEEXjW7ItD6knr4XtrMM+6LIfGyxMUOPLWymq1kO/SWNQ8x/OLxaHbH9n6cZizdKVZR7LGJYBLCtZOLEurVQFHsNHI3JgD1gxMUqzaV+2I+lprGGAXt0Vf+hCKUmRLYVkW25CFI3yLtsfTXEdRuaE+xcLJ6KaLNVYKrHkX7hSi6VKXrjnX9YvLylJ2TZSNsQah+3YsngEqlX+TWyZ/5o/G7WEce9OYueVlpTqC6SunTmCPXv2YHR36U/3xtYUe2/sf4+K/jTMHJJ7SPB70kpvAY7FBCHhdByGdvh8ovy3anWwwvMqLgdtgIyYZZMZuwU3/Zejrpj7BBvI9MAeF2+4sXU86rEPw9s15qfXltdBSNIlGHP3XFZtgmUuZ+EwWe2r+gVDFI1vybZqzRYwHDoaowfroUHN3FtL+Pz2O+Q69kX/3pqoWqD8V6leF92MTP7x3tna9eRg8vcYTBg1FJpNa3yarqCjj54q0rxwqlRviSEmuvx5soJ1JSXFJdsKFSqioWInjJswAcY68oXnVW8Mw8GD0FYm9wrkf8rvTVUx1LDjP/QZVaCo0QMTWPt/G+igwRdluPtujQbqox7/ujpUuxmho+I37sMtoRS3bKvUaIJ+JkZoWLUONHoYob38520+8eAJ7JipjykrV6O7dDVUlVbByJETMHKwLhrXqo5W7Q3YNhyI0Wwba7dmP+dKVaDSrR/Gjx+Lvh24c6510dVoMEyGD4ft9iBcO+6CjnKN0bxDX4ydMB4muu1RrdK3722VpJRq2fpt+hsKCi3x5++/obbqMOzeOAVd/14MrwM7sXGnF7ZYjUf1P+tgmcNOHHT1hGm/ztAeag7PfTuwabc3NpiPRLU/62Lm5m3Yf/gQTAe2hc5oG6yZqYM67U1gv/8QDrnsw4Ruhlix/RD27nDEms222Lp5Nw66H8Yik27sh527PNpzdiF25yxod+4M2fqfO8ba0gNw5tJlnLocjSFaeb+Mv1eGyqDJOOSxF9t9zvCybdamE5ZtPYCDzgdgPloX1X6vgLFO4di3QA+VWZ2m8mpo3TjvFqHKTbHs8AnYT2mHBgqdEXX9IvQbFOjsxYQoGt+SrdKYdYg5sBJrD3pjpq7cp+kVqzWEY+R93DnrjnYNvu4M/sdk3ECqJVrr9IV33r2xVeo2gZyCAlpJN0GVimwUUFUGGw97w2riEBiOmYvta+ai5Z+59dtN34nzLgvxR+X/QWagNa4Gr0OjPyWz0yk22dZqgVXeMdiyfC4O7dvI3+OcO+9/aN59Km4+foJA66GF6+SlYo2akJFrDYXRa3E/xgmyDSujXotWrC+RQ7N6ub9jcp0nItB3N/p16oTZtk6wGNa2UBtVW3aGz/HTGKlWFRUbtsG+Y1cwq/O377MsiRS3bKvWkcX+uIuYod8NjkfiMKHj523QY7wjjh33wKKRPdGgqRIsXY7AeqIRlu8KhaeNCUZtjEa88wqMGGODU37r0XPoDEQG7sKgUVNxJCIOA9S04HbmPJxMR2HyikM4G+QIee1B8I05CZtlixEafRxTuzQqtDySnFIt24QgJyxcOAGtqlRC/c65t+sMMN2F5Kj1aKI1GFExPuispY41NrZY7x2Pi66mGGB2CDeDrNBEewRio9zQd+IKnHFdBmVFHUwa3gvGy7wR6DAKNoG3cSbYE/u9YnEzOAixSQlYNlgL03dHY+8MfdRsOQCxp4LQUyH3pv6/mnTF+oBjiI8+ABOtzyNbnXm7EbFlEmbvicJR8/78tMqN5HEw4TKmqkuji5kXL9sZThG4dy4W2w/44865YHSXqoDVEbfhMFrjU1sF03r0BtwKssN4Sxdc9V2JyhW//cXoRNH4lmwV+1nj0hkPjOwpV2gEW1NzBm6fDoBPYjxW9v/651e7/SAcSwjH2s0HkcTdG2sgg7k7j2L7Bkv4+AVgei851O4+DYlhu6Aq5vaPBi11cfr2cWg1lsVK11jsmqvPfyD7spwkpNhkW60pzN1PwM9+MjSb1Pw8vWJ1THI4zjrvrUi45IeWBetwqVQdA1btQ5j/Tqw+mMjLtlPfkXANOAKrdQ4IPbQJcrUqYPS2SHgt0itct1BqYfbOUOw37QtNowW4meSHpmLLlWyK/zByZejP3YWjznY46rHui0P21dFGdwwOH7sIB4sZCIn3Qzs2Xa3nKpwKsuZlu2ueJiung6gLR2G+zwf+K4ajeoUWWOkSiyX9+8ElNgYju7VAB5PViDq4BNL9l+De1RNsoLSQ9f0L0VPl134j14+kVMuWv88273VB2V45shIVlI0QGuGBSbPNcT5oK0yt3HmpDVx8COe8FqGC6iBEhTtjwFQLnPdYCbl6MujeVQ19l3rhiONorA+9ii3Te0BKvSuMOg/D4fBIjO7SGHMPxcJpTHdUb6SP0OO+6NY695OcXPtu0NaUwdClfvC3H89foq6qoI6tYWcR43sInkej8ficM3+eqWpDOew7mYjRrRqh3dzD/HLN2x2ByB0z0UROA0b6nVGHjWyHbwhHwHoTviNv3b4HtFo3RkuNblBpUR2V/miPhCdPcePODViaaP3r1/ERReNbsv3t95poO3g2vI8lYufcXnnTq2PEen/Eu22AjVs87nqbFarDpdPc7QhbNxG1m2vBOT4ZqxaNwIVb9xDktg8ubh5YbKKCer1m4nz0QWiKOcT8vz+awMr3MoJcHBCXGIHujSX36s7iO4z8P/4Q+pSNhxCbEAZj+dyvkKz6ZysEXb+HjRYWiL75CssNC98DXLlmfWw/cRqT5ZvhD8MVvGzNdgbi2dXjOHDgIJz3boWOdAVM2BWHQAvDQnW/TFO95Xh00Q/bQxLhurCv2DIlnV9xzrai/BBce3ofu2fk/w7kZumeaGy1W4rdRxOwaIQ+Vu72gdOSidjoHootU3vxsj0dsRvzzDYj0sUcHQ1GISbIGdMWLENIqA86NlbHwahwmHRogDZGi3AiaDc0OhrDLzYOy5fPxT7v/ejRkGT7U/iWbI2XecJhdrtPr//SnooQlyUwmL4RsYdZBynfB26eu6BvOBYnEqPh7hKIU75WMGIdXfiemaig1BfeHluhJS+DTT5+8HD3x8ZZg6E3Zw/2r9SDRt/58Is4AregI5jVQxcObp4Yot0ArXSGwN3ZAy6Bgdgye+CnqzC7DLBBRCQbzRwJw0zjPpi9PRxOlrMQFLwPCtVYJ8B/k81JjG1bHxV+r4pOUywQFOKKvV7xOHlgHtroDIBzaBic/f2xZnIP/MHarNO4HdY77Yfznj3wOLwdhh2UMG7DUVgMbYH/VawMU5fzuMlGUN2lq3zaDv8Uomh8S7b6Uy2wbJYuRq70w5FtszFgvh1mje4Lz5OnYTG2L0ZMNcXl2yeh1UgZpta2ubflsHpS+guRcNQBOrqTEX3jLeaP6g6fY8cwzlgD4y3WYJBSc1SorQqX0HDMMdSEfNeBsLWYg5byXbFl/Rw0r10J3WdtQ0rqO5x3X8pfHFRwuSQpxSXbP+pLw2KrE3p27YMDobGYaNIPNquXYugMa5yN3IMRA/ti/tYgRDpNg3LHUdi4ZCCqVmIfkKrWwvz9UXCcMQA9Fnjwsh2+YCPORW+Fko4+LFbNQgvWvnr/5Yg7ugXKDRui36xVWDK0PTqPscH8Ibn3b3Kp8ZcyQu6k4uW9sxjRoVmh5ZOUFLdsuVMiNVvrIuhcOAZqFv7bsvWZLHUN+kK3e0fUqvg7689koKvLvW6Pv/6swcvWddN46PXtg1bN/8RvFStBSV0Hhob66KgsxdqoCfUO2mhcpwqq1GmMrj17Q7n5X5BR7gj9vn2hoyaDyj9wD/KvTqmVLeX7QhSNb8m2bgMdmK20hcWS+VBv1hw6Q6ZjVH9dzJr5d+5VsX/Ux6Cpi6HbSR1Dx0+Ect5XO/5epRr0pi3A0uVmWGy2DNpSFaDIPsSttLXF/PF9P32VYINmbWG61AK25gvRS6slKvyliplTB+X+cYLmbWG+yhwmnUr2/u1/S/GNbKtDu+ck2LBtNnv0QNSqLY8JkybAZOw4DOumyF+ZXEG6E1bOHQOVjoaY9ndnVM67balWa1XMWrkcc+aYwmySMRrXq4v+k8xga2uBge1a5LVfDdq9uHumbbFk2jA0r/8HVHQnYEi3/Pkslaqh+6gFWDRzGJr+xD+E8jNT3LKtWK0Whkw3x5zBep+uBP9P+d/vUDeYiIE6peePv/9oSLblJETR+JZsKf+e4pMt5b/kVxxGpvy3kGzLSYiiQbL9sZBsSzYkW8kJybachCgaJNsfC8m2ZEOylZyQbMtJiKJBsv2xkGxLNiRbyQnJtpyEKBok2x8LybZkQ7KVnJBsy0mIokGy/bGQbEs2P0u2cXFxqFLl328xpIhP5cqVJVu2T58+RZs2bdC8efMyk2bNmmHbaFWM6tpa7PziiKKiYt4WJb6XxYsXi/3lofy39O7dO29LFo369euLbZfy7/nf//4HFxeXvC35Y6SmpiImJgZhYWGUIoTbdkKhMG9rioeGRD8RkUiE9PR0pLtNxftEd+Tk5OTNISSVhIQEWFpawsLCglKEeHp65m3JorFz506x7VL+PdbW1rh+/XreliQkHZLtT4STbUpKCj64TMKr4weRlZWVN4cgCIIoz5BsfyKcbN++fcvL9mXcAZItQRAEwUOy/YmQbAmCIAhxkGx/IiRbgiAIQhwk258IyZYgCIIQB8n2J0KyJQiCIMRBsv2JkGwJgiAIcZBsfyIkW4IgCEIcJNufCMmWIAiCEAfJ9idCsiUIgiDEUS5ky0nwV4T7bsw3b97wsn0Rux+ZmZliy5XlEARBEF9T5mXLfT9xpuvEX5KPLhPxbPcovHHUx2PH/nh/aLzYcmUt3Hqns2RG20EgEORteYIgCCKfMi1bbqTJHda9u7orrrqY48YRJ9wsxtwIdMI5z42I2m2BY/utccXfQWy5spZrAQ54fHAGPvguQkZGBo1wCYIgvqBMy5YbZT158gQ3bbogIcgNSUlJuHbtWrHm8uXLSExMxJkzZ3DlyhWxZcpaLl26hGQfG6R6m/J/qotkSxAEUZgyL9vnz5/jnUNvPDgbgffv3+f+CbxizocPH5CWliZ2XlkMd576RYgdL9t3796RbAmCIL6gzB9GfvnyJT5u08XLK3H092WLCe7Q8etwe5ItQRDEP0CyJX4Yki1BEMS3IdkSPwzJliAI4tuQbIkfhmRLEATxbUi2xA9DsiUIgvg2JFvihyHZEgRBfBuSLfHDkGwJgiC+DcmW+GFItgRBEN+GZEv8MCRbgiCIb1PishW+fYCcW9HIuRn105N1IxKvTvvjkp8jHsW5I/NahNhyJR3BnTiIBN/3QYArz9UT196vTlpSKG4fccANn/V4d+Eosm+IL/fTw/Yb4ZsHeVuEIAhCcilR2XIjz48n90CwRR3CLW1+egQs6RtV8NJWEe/XKyNns/hyJZ0sRx1kfXjzn0eEXLmsD2+R5aQjtr1fnaxNbfDKVgkvbRTxcWPudhdX7meH22+4/YfbjwiCICSZEpUt98fVUyIdINqsCGyWL5aI7OQhtJPjH8XNl4Rk27dDyotH/1kaXLmUF4/5euLa+9Xhtq1gkxyfX7mduf2G23+4vxtMEAQhyZSobD9+/Ig3YZtZp6nEOk+Fz9nWA/CZkBv3IcCWL+Z/bxw7AB5jctvzHAFs1RBfLj/begIHurP3FTPvn7JLH9jbSfy8fwknzZePk//z34Llyr16kpwn2y/ac2jL1nUcW9fxwP4ubB2UgT192PQvyv1bHNRZO2NZBgNOrI2C8xw7As4Ghad9CvtZHRgAbGf1+ddsWx8eyF7n1bH/sjzLFlVWZhBr9/t+ztx+8zrMjt+PCIIgJJkSly3XWYo2q7DOk+to8+JmCzzyA0IsgLsXAZf2rPNnnbaTFntkHTPXOTtyrzVZ583qbmnDXrN5jlwHz+rbq+WVZdO51/smAQ+PAUGmwKXjQAQT76cyrC2uDNe+I2uPa2NnPyZ5o9y289vdwj1nj/lluGXm5nFtcOVC9wNxM3Lb+s5k27f/btly5bl6hdtiyxK5F0jcxpZnA3DTHzg0DLgeyT4IcOvHLS+3zfLWnduGm5lI7dn6FNwWXNwWsfpuwFVW178/m8dtA1aW204HpgF3nHPb47dx/rbg2mZtuLEPNbvZBwHufRyZeG/HsJ8h+wDjPTy3PPdefNm893ViH4a8JjMhcz9T9vpby1Ug3H5DsiUIojQgEbIV2KlAaKf0Oa5Mtk/DITpmz6R7ASLXXhCFboLoWhyQtAtCn/Vs/hGIbiZAdNwUomB7iG6EQHQnEiIXA4gu+bCygcCN3RCxEZZwL5Pt43iIYlZDlMTaDR0PUYIfRFdYuVuHIDpkwsQSAdGZIPZ+ARAdWQvRBSuIgiwhunsUouQo9nwWE/YpiE57AvfZ++zpCdGJfRDdPscky5aByVbEZFtoPf5jsrcUUbasXqG2tuuxZTwJIROZ0I6tdyxbl8t7gJQXEJ1jcnz1AKKLdhB6suU95wU8OQfRPmOIzrNtcp1ti7DJn9s6OI+tdyJEJ5ezMrpsW8ew7TgQoqtsWhCT7RP2mMg+EN3YxrY5+xDz5DRr0wnCA6zsWbYtA9kHmouhrG1W5gn7GXpNZ9I9wOazNhIPQ3T/ItvGTMJvbkB0agP7+R2HKGTRvy9XgXD7DcmWIIjSgETINmeTMnI2Kn6Oiw2T4C7kHBwBwenjEAaPhyDcEUImW9HDAAj81jFpWEHgsgbCJCsIL7MyXgNY+bEQeE1lgvSFwImJ6OoxCN16Imf3RCaOIxD4MoE+joHA2QDCp6+ZKEMgTI6HIJq9383dyHEaC+EDPwgCWLvnLSE8Gwxh4BDkhDNpX9gK4cM4CDYbQniLteHWH4IT+yG8d5nJfTUEYex57PTC6/Efk7m5aLLl6hVqy6kXW55TEOztwrapNgQJERDGrYTowTkI3Nl2SQ6DYCsr52kBIZOaKPUhhM7dIQiyh/AGK3tuK3I257W1w4Ct43AIL7IPGmdXsfmxEOwbDMHVMxAcZW3d8UGOvQ6Ed0+ytv+G4ALbljcj2QehURCcYW2FzoXoEdtOTkYQ3mZ1Paax7XYAAu5nlMA+4Dy9zX5OZ5hk2Xs6dYPwOvsZhtv8+3IVDNtvSLYEQZQGJEK2meuVkLlO4XMOMfm9OQfhBW8mw0vICZwPwZMbEF5infnDEGQFrIPgvAWyDlhDcNkKWYFrIbh+hHXMMch2ZXI8z+pdD4bg2k5kOaohc+cECG67Iou1nX08FMIztsiO9WXy9oYgxgKZToMgSGaSOs3qMZln+62B4Kwlex8mpbuckKOQEzATggfRrA095NyIRnbESghfXmWyj2XtbEE2G9kKYqYXXo//mAy77z9ny5Xn6hVuqw2yPNmHBDbCF14MguDSLmTtMELOvfNsfVzZegQhy55tg6QzTMpsBPzkJnI8DJAdyEa7SVEQXHFG1pbctrLcWTvJERDcPY8c/3HIPhnH1pNtu6ePWPmp7PEyk2Agm+bE3oP7UOTGtvE55BydgOzECOT4jkLOObbtkliZ5xfYz2UaBDcPIDtyF0TsteAmk/ajS6y+A1umbsi5xmTLvf6X5SoUtt+QbAmCKA1IhGzT1ioibY3857DX6etV8qLMXisgjXvkso57zcqvY/n0yM1XyZ3P1V+nxNfl5/HtsflsWu5z9sg95x75MuzRwYR19gHIijqMnKRdyGCjqK/a5dvg2s975N47f15+e/nv953J2FRE2bJ6X7WXt8yf1z9vefmwZeTKcI9frFeh7VWgnU9l8rcXF34em55fp+C24NvjtkduHb5dfjorw08vUJbLl8tYqB0xy1UwrC2SLUEQpQGJkG3qakWk2sqVYJTxYUd/pB0ehQ+OncTML768s5XHh03aeHkjAVmvH0CQ8vhfk/3mIV4kX0PaxrZi2yw3YfsNyZYgiNKARMg2xUYBb61bl7u8YXlprcR/neT35knMAaSu1xLbbnkJt9+QbAmCKA1IhGxfWSvgpSUTT4G8dV+BzOvhyLpyCG/XK32evn85sp4l42PQKLwqUL405rlFa9xeKoszZm0Q7e+C03HhOHs88ps5dyISlxJice1cPN6u1RLbbnkJt9+QbAmCKA1IhGyfW8rjqUWrQnkbHoKPx23x1mMKXq5WyJvORjPRvkg74Yus6zvxwrZ1oTqlLU9WtsJdJtvry1VxLuEE7t69i+Tk5G/m/v37ePjwIe7duMzLVly75SXcfkOyJQiiNCARsn1iIYdH5rKF8nh1b7yN3MNGsefwdnun3OlWBsh4dBMZZzyRk5KEV/Ydv6pX2vJwhSxertHEswe3+a8d5P4y0b+F+5rLFw/v4g2Trbg2y0u4/YZkSxBEaUAiZPvQvDXuL29ZKK8inZESvBjvrl7A672d8XhzHzw5YImMq/vwbIsBUi5cwocjw76qVxrzeq1mka5G5uqJa6+8hNtvSLYEQZQGJEK2ycu5w6kyhZK8Wh/PPRbi+eEJSF6phcd7RuORwxA8cerOH3q9bzccT3fqflWvNObl6qLJlqsnrr3yEm6/IdkSBFEakAjZ3l3aCrcWyZTb/IhsxbVXXsLtNyRbgiBKAxIh21uLZXF9oXS5zXObosmWqyeuvfISbr8h2RIEURqQCNleX9gSV+ZLlds8tdYokmy5euLaKy/h9huSLUEQpQGJkO0VUxlcmtei3OZJEWXL1RPXXnkJt9+QbAmCKA1IhGyvLpTFpfnS5TZPrIt2GJmrJ6698hJuvyHZEgRRGihx2T5ICMT1w0twZf9CJJVgbuyejnTHnkjaO1/s/OLKlQNmuO2+Ei+fPf4+2bLyt90tcJXVF9duecj1Q4vx4FQgyZYgCImnRGWbnZ2Nx48f49y5c0hISCixxMfH43SIO/+dw7HRkTh16pTYcsWRxMREXLlyBampqRAKhXlb5ttw5bjyXD2uvrh2y0POnj2LR48e8fsRQRCEJFOishWJRPyohBPHu3fvSiyvX7/GgwsxvGyT79zC27dvxZYrrnz48IH/ZqjvgSvP1RPXXnkJt99w+w+3HxEEQUgyJSpbDq6jLOlwI6MX1+J52b548ogXmbhyxZmiIK6d8hiCIAhJp8RlKwlwcn15/RQv25dP//u5U4IgCIL4L5BsGSRbgiAIojgh2TJItgRBEERxUqyyFaanQPj+BQSpzyU6mW+e4NnZEF62z25dRNbbJ2LLSWKEH15BJKCrcQmCICSZYpMtN1r8GLiMF5ik54NjHzxe34N//nBdd6Q59fmqjCQmY6su0vYMQsatuP982xBBEATx6ykW2XJXiKalpeH2gTk4s8cMZ2NDcS4uTGJzOiYY0b4HcWrfCkQf8cSZYyFiy0laEqKO4tX+cXgTu5fuNSUIgpBgik223D2QDw7PxVV3G9y8eRP37t2T2Ny9exdJSUn8F0RcvXqVfy2unCQlf5lfH5qM5xHb6FuUCIIgJJhiky33pQMpXgvwInTLpy9tkORwI8PMzEz+Udx8SQu3nK9evUKK6wy8CHci2RIEQUgwxSrbVG9TvA63R0ZGRt4c4mfBbeOUlBS88TTFq5CNJFuCIAgJhmRbSsnfxm+9zPAyaD3S09P5aQRBEITkQbItpZBsCYIgSg8k21JK/jZ+5WeOVwGWJFuCIAgJhmRbSuG28fv375loVzHhruRvtSLZEgRBSCbFJlvu1p83gZZ4Eb2bZFsM5Mv2NS9bc5ItQRCEBFNssuU6//tXz+LhrSvIysrKm1O64b6lKStiNbKOLi/xZB5ZjjdeZrhv3x/3t/RDio8ZMsWU+/lZgZwbESR2giCI7+A/yJbrVD93rLnP2L/s/7uv3+D4nbtIy/5apjkCAdLZiDbjYwaT1D9/sf/nljnyWxfh6dt3OMHaTmFtcF9EWLjcr4eTCzdCz7JvD2yWK/GI7OSQuUEOj1e1xCOLlux5a4jElPv5kUda+Hr6xiqCIIjv4Nuy5QzHh/2TZzv+Ie+1bWg0FJZa4sqrV7nTCiBk/3HShIipMr9+3kNBPomUe8JGjiJWnqu3KzYe8kutcfLePQhYfb6tEoQb1b558yZPtvISEaGdPC/cjyzcc3Flfn4UkBJkS6cGCIIgvoN/kO3nsWQOe+Re5ZInzrx5NsExaLrECjffvP0kw0+HF/MEy41pc7iX/ETGpyfiyX+vbScS0Xgxk21y8r/W+RVwsuW+sSnLXpsJR7EcRwlvj9rwVz8TBEEQ/43PsuXkyLtUiI9Z2didcAZ97HZCwdwG6qvWYfReV1x4/AQ5rNyb1DQs8PRH201bUcPMCib7XDHpsC/sj51CRnYOBEIR/C5fxYCd+6FssRYqFhtgvG0/gq7dRlZ2Nv8eD5igF3v5w+38JdhFxqD3pm3YciwOj9+lYoVPKLra7WJtr8LAXYcwycUda4Ij2Xvnerck3PtZth144XyKfTvgQhTg0aPw9P+SfZOAO26fX+8ZB4ROBML2A8dnAYFWwOFuhet8iipw1Bo42PnredwyXjgCJCcAZ8zZ67zpW9gHhXORwNtLgGufL+r1Y8sSxpap4DRxUSbZEgRBfCcFRrbMtEyS2YIcOMUkoNHiVdDZvAPmvsGYetgbMuaroWpthxN3H+Jxyjv02OSEBmxaJTNLKFrZQdXGCQs8gvDuYya8LiahCRuVKq7ahAnOXhh32BOKNhvRbNFq+F64wt5JiHMPH0N6mQ2aW21Bi2WWkLXeCIeoOF7C/bbsQCOLdai82BLKVpvQxnYzxux1xkdWL3dg/et1my/bTCYswSbFz9ncFsLzURD6j4Hown6IEt0hOusIgecy4JoXRJePQJi4DaKrvhB6GkHoa8qe+7PpThAemgrR4wSIzrByJ8wgODQXorj5EDLZCuNmQRixg9UxhvDoelYniLVtBwETtOjmMYjO20MYtQtCt74QBm9i84MhSlgHgR1bJgd9CK/FQxRtBqHPULaMecu6ox9Ed8MhPB0F0bFJudO2dGTtsOU7exSipxdZG/YQXfFk82eweXn1CoVGtgRBEN/LJ9lyh2+FTGLcBUkdVtvDcPtevEpLZ6NIAQQiAc4+fIpGpksxZMcBfGRCfpORiXk+wWiwyAYnHz/Di48ZSMnKxFM2Mm1rtRlqaxxw/vELvr6IierGqzdousIW/XfsQ2ZODi6y9qRWrEODpbYIvXoL99+n4e3HdOQIWduZH2EZEotGC60Rdv02XqVn4F1GFnMsNyoumfO3+bL9uFkb2RsUPmeTFnLORUHgPwXC+3HIcRoIwe1o5MQ4QHjDETlB+yC8vBY5kUy2Z5dAcP0Ycpz7ICeRSS9+HYR3/ZCzuTMEd48jJ4QJ+OJq5IQy2cbORs6pMAh8ByB73wQmSE/gRQJyPMwguuePnG3qyDkdwaTeF9n7J0F4xgd4zr1/3nLtHsnme0CY7IWc7Rq509xsgfe3Ibp9jknePXfantFsuY+yekMgfP0CEDxjImfyf3UZOYe0Pq/npyiSbAmCIL6TQrLlzs6+ZbLVtt6E3lv34O6bFF4yEDLhsv/8LyUh4toN9jITAjbdLCAIDZfY4MqL10yoTIAsqUzCO2NPIOTyNV6yAtYmJ/HHqamQY6NUeevNTMjvcf7RE7Qwt8GwA67IyGYiZWX58DIVYnXUCTRatJKNpO/y04QiIbK5M8jsOfsnd6F/IfmyzWCy/bhO4XM2MCGdjUK23xQI7ochc50hcm5GIDuayTZpPTID9jDJWiIrzBeC0wuRleiBnBNMqHdikH2EjTwfnmdCtobgjhcyfdZDwGSbFbwfgmOzkRUfxsQ7CznJSayOK4SP45HlxercdkOmvTqyE9n7BM9i78vmx7lA+CgWWVvZMm0dgJyrfsiOZLK/4YPMnT2Qdag/sk+HIid8Gj7uGsfqXEDWwba5ZW+GIzt0AwSvHrA2mPSjlyPLYyRbN8XC68qHZEsQBPG9fJItP1pkQuNu2VkfHI0GpuZou84elsFRiEp+iNdpGWzUKWBlcnjp5TCx8rJdvBrXXrzKlWSeFLnWuHZSMz7i8pNncIw9id4O21B1gTVa2zjgERv98rJlI91pnv7IYiNl7hpkTqL8I8uayDg0XGiF43eTmehKZjRbkHzZpm9qjw9r5AtECem7ByPdoRPSDwxC2hoNpO9jr7fpIX1vb6Q5GLD5PZC2tT/Sd3ZGmn03ZLhPRsbhfkjb0AHph0ciw2UiK9MdaXY9kL6nF9KcDJG+XQdpOwch3YmVOTACGa7jkOE8AmmOXZGx3xhpTHrpu9h8R22kHxzF2hjL5g9H2kZumZTZew1ChudUVqYPm9aVLZMRiwnS7TXYfDWk7x/Gllkzd/m3D0SG20S+/fRdxrn19vZl61JwPfOjQLIlCIL4TgrIlkmSHzWCyU8A74uXYbLzEBPeKlSduxxqNhthGx6NJ+/T2Kg2mx+tLvEP/ixbfmTLqVKAp6nvYXM0Eh3X2aGm2QoortyApb7B6LpjL1pbbsTjlLyRLSdbr9Il2zQm23e2cuU48iRbgiCI76TABVICXmg5TCpvWEf6MTsbHz5m4drLV3BOPIdhe91Qz3QlBu8+iNTMLP6q5IUBnGxtcZXJlpMv51vuamJdh51outwS0919EXb9Dpv2HhlZ2Ri0xxmtrdYx2eaPbG2+IdvjaGhmhbi79yRKth82tscb69blOHIkW4IgiO+k0MiWy/mHj6G/ZRsirt1iE9m0PImmZ+fAzD+MCdcKMbe5L5oAk20oGi22QtLL13m1RXA7fxGVZi6C/fGT/C1EnEC587bZQgH673ZlI9t1eJLyTqxsuffilM/UhjURJ9Bw0So2sr3L2uDu1pUM2aZuaIcXq1oVSGu8WGeEDzHO+HhuL1J2aeOFJTe9LT7EbUWKYwf2Wg6pwZuRsq3zF3VLYSxbk2wJgiC+kwIXSHHnY4Err9+gvpk1xux3w/vMDDaNuyiJmyfClsQz+GuBBUIuX+dewupoBP6cvxwxyQ/4Friy9nHx+N+sxQi7k8wmMc2KsnmBPnr3DrIWG5hstzDZ/vvIdsuxE6i3cBX8Ll5lryRHtu/Wt8OTla0+x0oTqefikbK3L56uHYx3QXPxzDp33pvIEKSHTsBTh7nIvOGOF6sL1CuleWpBsiUIgvheCsiW6ZbJjjt8PMs7EH8tNMd0V3/E3E3GqfuP4HL2ElSs7KBusxmP3qbyAva/fA1V5yxDpw1bMcPFG3fevMXJu/fRwGwV9Ox3wZdJOS75EQ4mnIfB5t2ozkbBra03MdnmnbNdbo2pnn4FRrbsXzaMFrDHiOu30WiJFdTY+81x98O1p8/zlrRkyJft23Xt8HCF7Kc8stFG2u0EvFivVWg6l6d7FuPj3VCkhHvgfeBIPPpifmnMI/NWJFuCIIjv5PM5WzZw5K4j5v598T4NU529Ucd0FarOW4Ya8yxQedZyaK+3R8iNm/wIlKvwISsHi/3C0HrVBjQ2XY7TDx8hMzsHm2PiUG+RJSrPXorqbORbfcFSDN15GOPcA9Bx7SY8e5eKpMdPoWm1AQv8g5Et4O7lZaLl2uX/z217bWg0lCzXQ2axLaKYfEuSfNm+WdcWyctafo6FBt6ePYnXu/SRbDsAbwJm4sGqvHmWhvhwPxnCd2fxfKNG4XqlNPeXy5JsCYIgvpMCF0gVgI1audHm3bfvEHz1OryvXEE8G91+yPzIjz7z4Q7vCpgo32Vm4dn7dGQK2DwWAcvdlHeIuHYTRy9dwcXnz/lzvimZGXiakYFsJq5MYQ5epH3E60zuymYBuIPNebbn4d6Hv30oKxvPP2QgM4c7lFxy5Mv29dq2uLNEpkBa4o61MV5FOiP19F482aqN+/aT8fLwIH7eg4NWSAmaibvLWblC9Upn7i5tSbIlCIL4TsTKljvHyh1Szh3BfnpgLuQP9ua+YPDP2UzuAiquDjeXv8+WTeP+49zJhX/OyuQeKs5tjztwzJ8nZhLjpM39y/2fD/eUX4bPjZQo+bJ9taYtbppJl9vcWiRDsiUIgvhO/mFky/mNu7gph78QmPt7tCI+TJa8S3NVyt3uw32TFHcbkEjAiTRXppw4c7i6nEjZBK4dTsZcGa4OV56TF/+n87gyvIm5uqwUN42FEyz3yJflRMulBMmX7YvVbXHNVLrc5vpCki1BEMT3Il62DKY8XnLvM7jvO36HZ6mpeJH6noU9vkvFS/b81K1buP3sJaJvXOe/FepFWhqik67wf0wgIyuLP/R7781rvM1Ix+M3L/iLr07dvc9/GxXX1jOW56y95++4dj/gNevAufO5b9Iz+PY5MUsK+bJ9bquFpPlS5TZXFkiTbAmCIL6Tf5QtN7TkRqjHrt3AysBgLPEJhG1wJNYdicCGkGis8AvDAq8jsAmMwCL/YCzzDsbq4CjM9QrERjY/7uoNCHJEuPz0CbwvXMYTJux3mRlY7BcCm7AYLPQ5gnneAZjr6QdTL3/MZ1l0NBRz3fxg4R8K+4gYvH7/IW9ZSp582T6z0cLFuS3KbS7NkyLZEgRBfCdiZcuPJ7nDuWxo+/DVG5x/9BQhSVcRcuMGtjMJep+7BB8m0GAm4uCkawhk8T6fhLBrN3HkwlX4XbyEey9fIisnB5fuJ+P8/Ye484yNbNlI1zXhNA4lJmJrdBw8z5yHd8J5xN67j4MnT8E8OBQLPPzhfuYifBLOIO0jd0GWZIxu82X7en1HJJurlN+sbIM3R21JtgRBEN/BN0a2DOY5TnWc77jzq1zSMzP5r3Tknud+RWNu+POveeGec3DTP2Zn8ed1M7Oy+ba4713mrkbmHvl2BLnnfrnbf958+MCSxp+n5V5LEpxs37xhHzwifRDrdwAxPvvKZY4HHMLtSwnIyMjI2zIEQRDEv/Ft2RKf4D5EcIJJTk7G9evXcfXq1XKZmzdv4sWLF8jOzs7bMgRBEMS/QbL9DjjhcpIp7+HurZaUw/sEQRClAZItQRAEQRQzJFuCIAiCKGZItgRBEARRzJBsCYIgCKKYIdkSBEEQRDFDsiUIgiCIYoZkSxAEQRDFCvB/Qc+atzbLw34AAAAASUVORK5CYII=" width="475" height="216" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 16.75pt 10pt 0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 16.75pt 10pt 9.9pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt; font-family:serif; font-size:11pt; list-style-position:inside"&gt;&#xD;
					&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Información de Contacto&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:28.35pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las oficinas corporativas principales se encuentran ubicadas en Avenida Rómulo Garza No. 555, Col. Industrias del Vidrio Oriente, C.P. 66470, San Nicolás de los Garza, Nuevo León. Para la atención de los tenedores, se encuentra el área de Relación con Inversionistas, a cargo de Alejandro Lobeira Gálvez, en el teléfono + (52) (81) 8399-5000 ext. 5165. La página electrónica es &lt;/span&gt;&lt;a href="https://www.regional.mx/"&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline; color:#0000ff"&gt;https://www.regional.mx/&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 10pt 0pt; text-indent:28.35pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:9pt"&gt;Cualquier información contenida en, o a la que pueda accederse a través de la página web no se tiene por reproducida en este instrumento ni deberá considerarse como parte del presente Reporte Anual.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:10pt 0.3pt 10pt 0pt; text-indent:18pt; font-family:serif; font-size:11pt; list-style-position:inside"&gt;&#xD;
					&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Resumen de Información Financiera &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La siguiente tabla presenta el resumen de la información financiera e información operativa a las fechas y para cada uno de los períodos indicados. La siguiente tabla se presenta en millones de pesos, con excepción de las razones seleccionadas y la información por acción. Esta información está calificada en su totalidad por referencia a, y debe leerse en conjunto con la &amp;#x201C;Presentación de Cierta Información Financiera e Información Adicional&amp;#x201D;, &amp;#x201C;Información Financiera&amp;#x201D; y los Estados Financieros Auditados &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;por los años que terminaron al 31 de diciembre de 2024, 2023 y 2022 y sus notas, y otra información incluida en este Reporte Anual, especialmente la correspondiente a la sección &amp;#x201C;Factores de Riesgo&amp;#x201D;. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt"&gt;&#xD;
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pYHpcbql8gEQ8fKCcdYHxSve1intxzBOkYoKCeEwr1Y3AQsq553gvKnHCky1pl7hFD883/+z5tQFUNM4ZnU0swiBqw6bmQCeVVCQSH6nbsWoaAQ1YkQpDRDKEI87PilBJIsxbPVg2s3hIICVy7kirsaSeLmdj5vA6HjGZZ1fuzHfqwJnn6Jxo5h91IHJI43wBouy5TbmNDlNg6h4K1RPt/Z4ewcbcn7QWjrS31EMCI2yAwSYjkqHgoWo+UR/cTzgMjwUIRwJMTMvZVXvbSZ6/SLPuYp0j7aP+ex5hAc4yX12+XjMAQ7JSROHkm1U5x1y5L32fjUbkiyfuYZM6eMHySDMka4kVBet4NuLj4sQmFcI47mkOUt8oLHxRKHcWTO2ktgGYScMC4QZWOQ98s45VHjQRu7/zrHYREK80T7I0ja3/hGAskNc1vmRcaDvwgSY4EcRPZdZ/65zvLk2P3XOYpQHK+jCMUIocDguchZz4QgJUTAIRTu4V57EQo7oV1PCXF5IhBCkTB+kxKRoChDKFxLSHme6zw/scWHQShYgjwDFCkBjzyMEQoeCaRJGZEHZeuXPHhSKHxltBZOmCIUnqvdeBo8hyDyPUGUsiJN2prgtbELeeIhQC7cz5IL4RZCoU7K6n5ZXiEMCXiKx54Xgs/Shbo7eGEQlxAK99FuaXPlHCMU6uEZrGbn+R8Z1I4Ii3HhPvpMWygDxYc08m6kjrt6HIZgR+54rSwn6XsEgQcw6Y4pWGRaXzvPOQ5tb+zwSlDQIq3G7r/OcViEwjJdXyef7XWyFGdMIZXxkqVOxjbvpjmg3sbXXDZlmt/6pa+TfnOY78Y6Y8C878+xzEc+9N8hgmPPWOcoQnG8jlOKUJhM3JD+J7y49SPI/PU5v/vM4qKw/J/rHf7PksDwe9f7zf/IhnsMn2s9NZ/78z2Hkuuts/73lDm/OfLsqXr0z3ZfZCrfTZ3nHuqt7D735zmQH9aJ8/rn5j7q52//fQ5ucBtH/dZ/R9H09Rzer9+LgWjlGT47V70c/nef/v6u7c/vf+/r5r7aP2X3nd+0Rf/d8LxhHXfxOAzBnnbNkXb113jxu7bqz3H07Tf8vN/jsAhF+jhHxpClPIS1H2/94Rz17uf6QY/DIBQO5enLqvy+N99Djof1ds3UdQc59jPuzGeEhyH3vOc972SfOOy3OijRUU+Ghk3enuN5xq+N6Tag9y8OW/XYD6HQvpbllcOyLbmrf+zpspS9SsrvZYexy/hyfwase9MRPMy+289G4lOKUNRRRx3jx3GzFA+LUMzpOCxCMadjP+OOkudJpNx5VOK1lSeGl5I3eHjN2BEyOPzechWvKe8uj5k9U5ZN7R2zEduemBhbqx77IRTxciMPloZ5nu1183we8XhZx64dHmP1FDig/Swt877ytlmO5EX3TB44nvvhdcuOIhR11FFHEYodOIpQfOqwl8VeJ55Cy86WYXmLKFpLkENCYVk4m+HtGxGJxsq3bGk5FTHpvUg8EJbdeGFEpdmAa1+dZSsRbJayeAty/irHfgiF5VUbzHlg7DGi5C3RW/q1J4/iTzSOA9lANPxvmdw1lq8QD8vIfuMNzvmWdC1DIxv29iFN9ojZ/4SoWALjwcj5qxxFKOqoo44iFDtwFKH4fwcCwLJmudunYx+Z/W02vw4Jhc2/LHCkwP4tHg37oBAN0S6WTZCT/hpKnLUuusdeLt/xGPCMeM7w/L2O/RAKB2Uvyg8hyBKHv0iCUOveU8Kb4Dx703hTbLBNaLs9MvLu9ATEwUtjHxtPhf1mvrOcJ3WBNlo3OWARijrqqKMIxQ4cRSg+dVCyPAWUOyXKkmdNU5zCxJGHfmOvPVA20dpcz4NBSdpUT+ly69tcbQ9Xf3+RZzaQJycK0mIfhc22lK/kfzl/lWM/hIKyD5lAgny2aV3OHJ4K3/Mw5HwkR51s7vebiD4biHkqlFm78G7097eco+3sGck9EC3tuJ+NxEUo6qijjiIUO3AUofjUIYpOlAnrW64Y5MBmTMkG5ZmhVIW999fYDyE6xdIHtz8Xv4gwmx2Riv59Jd6NJDpHcjv3R04k7hN2LnxdHp9eMa9y7IdQ2BMi6k+yvtQTKZJLyMZJvyWpWg7toJ5Cm3lxeGx4b170ohc1UiEbcM61dOQ7EWzu7xxh3q4Xcec7byLt77/XUYSijjrqKEKxA0cRik8dNif+nb/zd04efSi9CA+u/f58h2UAbnzeDJ95HuQOEQorLL6PFHF9f38ERrg5JSv0eT/RD/shFJ7bl0O5ZKG1B0S5LdXwMvTX8LTwUMSDgjTYO4EQyS7cL9Vot/7+9orYh9F/Z69Kzl/lKEJRRx11FKHYgaMIxeEelPFQIS871j2/P/ZDKJYdmyr3ukcRijrqqKMIxQ4cRSh29zhsQjHXowhFHXXUUYRiB44iFLt7FKG4Ft5uaeNGHXXUcXyPpF0+Lof6VJ3mfxy3+kwdp1I97bsY4iShEHLjnRd11FFHHXXUUUcdyw6cYYiThKJQKBQKhUJhvyhCUSgU2rqvHeLHCULnrN0fJ3ixU6EwV0wSCm9ek/tcnvNlkCjkL//yL1uaUO/TPwxwpXij5BhsepEidQwynz372c9e/NVf/dW13xQKhb3gdfuy7H32Z392e5HQfmHOinH3ivz3vOc97bu3v/3tLeZd2t+/+Iu/aN8F0gk7X5IdWQ3hZ37mZ1r+AYdEQzaLexOjdzOIuf+///f/tvP2ghwCXqd+v/vdr2Ub3C/kM5BNURmlMw787+VVQ3jWt3/7ty+e/OQnt8RKZNGrXvWqVn5tYDObOsl86HX8r3vd6669cjkQo6c+9akts6E3RO4ll6eg/bSj8ng3hg12yvijP/qjiyuvvHLxy7/8y9ee+f9Axivrj/zIj7RzHVI8p09Ae3hLp75/3/ve177bFdBd5gAg1ZJgqUf0zNVXX93eeCqLJnD3y065K9Dn0m3rLwmx/vzP//zaXxYtMdgrX/nK9r8EWw9+8INPjgGyQAbOdTBJKCTb8MIUOdB7KFwmtb93vetdm6AwkdLgU8h1wZTi/9Zv/daWajXor/NCF53bA6EBAsr7/PO5L2sw/FwonMowV06cONEUigyEEvrsF9458PKXv7yRCMr8Qx/6UEt3TGh534Csfz0kIJIV0LsTZPxTFvegbG34osxlM5Sw573vfW9LUORee0HSH1kHkQBKnzzZDyht2Qrf+ta3tjIpI/lBuctkKAV0D9+TP0iRZEQUP0Ul06MXNMniyOBxr6/5mq9pSZSQOGmW9wJ5KFUypeAV1JTcfiBhkjpRiMicLIleTOW9GLJCkudeiBXIwmh8SM+cTIyInvp7Z8ZnfuZntlTVEjAhThIs0RtD8jhH0D/IqtTexj8YM8aqPtdOXkuv3SlZ/cfQ9nIthu2uwNy5173u1fpc1lBkHdTldre7XZsfSK4MofrSPPPZ/FzXazlJKDQm5ia9qZuDSBApT+9xj3u0t5t5Q5m3uMlAxiLQORo7xILix1YxHxbQve9975YFzCCVnYvwYEHwLASYrgGscrKa6VzZv1yLMXkT28UXX9zelEYQOc9vBrs3p4VQKJOUqg5pSwkn/9/nPvdpb3CbIjOFwqkEc+Vud7tbeysjJX6QJQLzzLwibG9729suXvGKV7R3MQByYf6F7ANh/T//5/9szyXE/I+IsKIoLsswrGbZDoGRo5x7wbIARcfDytsZ+bUuWHJSEgOD6fM+7/Na+ZXDvYfky29SPVP+ZCFCQUDHQ0JpUeAPeMADWp2RJURjFVmEpJGDZKrz+3ZcB4yueBDIc/eTtlnfAe8KghF4K+U3fMM3tP8RIMqVV4Wc/8hHPtLGjjZWZ2RL31966aWt7+YO/Yvk6pMQiqc85SnNE4RA0XX6j66ie3hpkG7W/i7BfIhHBemjQ40hc1OK8hAK+vgDH/hA08mvfvWrr+dMWAWjhIKrx2QxQEyQLGUYPJS2t5TpCMJHfnCCwEtHuPS8Yx4DMnCRCC4+53jRif91kjzj/nKLYvPDdUFC5I1vfGMbwMrhOhMPcUByHvawh7WyGQQGs4F9pzvdqZEGhILwCvPPROTeQzo+/OEPt+crc6FQWLS5RWh6TTJleRAQTI961KOaJYQwMA4oG290JAeGhIXLnKXP8jaXzXdeC5/NV4qZEmPpIySWH1YBRchL4Zn+PwhYcl/8xV/cykUZs86RhDFC4R0QrEGExrJAwPpnnLmOsaZO0kc7r19KmYJ780pcdtllzSgi+A8CctCzyXopnOPeZ/D1Y4CslMoZKFcymGeC58mYYVzGINS3yIelj10CL1YIBSPVa8t5XLj/ESRtYDzyUkiHTS8ZlwzjXQJDX5/zWPAkmpOM/XjwYrCrp77lzeI4yHLkKhglFNaP0qgKgI0aLFxZEQgamlI3Ybm3QihshCIgvN0Mm+Myufvd735SgSMD2LBBS/mbZMPJgTURQpggNxN4nvsgGhg1sGRYDQTPJZdc0iaFe3K78WKwEDBwzNKkNTHcgyvH2mGhcKoDAUAoEG85/82j/QpKVukDH/jAJqgiJ7iOKVkeh3gPg09+8pPNUnIuA0A5sjeA0WKumqeEN1c0Fz3rcS+4hpFBBnHPM2z264KnRBkkFA55hwg4yBUE7Jprrrn2zEUzmhhKZJW6ITTkH0KjfkiFeyAELGBgPPEU7AXLEIw0HgTe4Ic+9KHX/rI+LBtb2mCcgbrof9DGPCeBspOfoH94kshwZVYXHmSyn7WPaPH+7tcjtC2EUKgPskfxGqf6ud9Twjum3sglXacvdgXqQdfSjQx085x+VEff9/XU/8gwUmF869dVcT1CkYchBgaGCeFVsDZcaWyTwhol0mCS3v72t2+bj0IogMLn9uLNAJNMgU0yBIQrlMvQxPeue8KmB8akUti8a90fwWARcEFi1MqF4Oh8jOv8889vZSO0CAHCyPM91wRgDdhUhE1rQF6MQuFUhzlsHrG+eRetqcrSuB885CEPaW5U85Z30Dz0oiVzzkY3yscyJs8k4W1uU6xkC08GC4nydw6XK0HGOnSte/CWZgliGRgoDA1eVLKG3NiPkqMkyTmGC4tefShVmxR5VhEGJIKxgsBQ+AwwcodMcq1zLf+QX9oEMeBi5wlQJ25m99wL2oPFzNjTTyzm/UDZGFssceXhHaZMKUfl0Sf6j3VK7iovzzSSmeUAhFH5jR2y1RKJPSE8U+Sq++53SWYb6D0U+oMhawwiklkq4D3T/trLmNbv6r4LUFY63ZjVN+YbXWlsqjuHQfbN0P/2Chn7dClHgL+r4nqEgpU/XKf0UK4R7r4HPehBjdWE0bI+LHHohOxYxoBNmqwN6hSFtjbjHAzedZgehq7zetgfoVIGtMGKKXE1mbTcj/5neRgEGLNd5CYa4cTd5rmYJE8E8vGOd7zj5IBQBuRi11h0oXBUYIVSfkh49iusi1io5huB62CU2ISYec6AoKjIEISCrHEeeUJ++M6cNkdZTxQ1JUdRIROJMtgL7sPCsh/DswnP/YCiVzb1Uk7eUrILyCZeE7AubaMkkDuusU/CBlLeBHIobcIzSznzwjqP90V594Lnkm2iPMixddzQPSgVz015kDUEkhGXNgbkL2OBDP7SL/3SZvzpQzJYn5C9olnUx8bZtJNjl5YDkKssiyGjyBH9Y4kp482SOTKrr3i6jdFEuMwddGU/Bq0cBOYGghog4PG6cRDo9/73vTC5KXMKGnQ4AVaZEM4ZCoNlwqG/p/P6z8PfpuC84XXLzi8UTlWwwFnVR4F+zvFuRmnBcI7CcI7ud97yeOw3vHId2GOWTY0wVqcx7KdOPBWr3Hs/6MuD2OmrYKys+yn/LmBsvFmWS7v7LUt6xw0M7dRdfXmh1hlvaxOKQqFQ2C8Ip3UE1C6AAD6OdSoU1kURikKhUCgUCgdGEYpCoVAoFAoHRhGKQqFQKBQKB8YkobCDVXyy0Bi5H/ZaIxRucpg53EVl7De9bA+bTOzAFiHSwy7tF7zgBa3MdjPbZJPkLpuCDS9C0vw9akj3K9HQQSGpizIPx4N88HZIiwgS0mtDlzDh/cAzDnPTk/VgYc2b2KBX+BTknxB5ddVVV7Ud/6K7zMMcIrl6iASTtEo/ZT54j4B7iIQQhmjOulYEAvmwSXi+HfAiymxYFHUhOs3uf2Uce4+RsDwhlvJhCL8TIeF8UQKiXUAEmqg6xzq76Q8T6iVUFIS+il5RxmEbm/P6Qn0TvisE0fnqmfBXclQUi0ibOYePKpv3cuhTuobMkUuFfJOYLakF5GeR6yhtJOpllVDfuUC/0ecirURdqaPvbPD1nb9Az8tvYkyCPCX9ZuNVMEooNLKsdO9617va0SdBgeEgUThx1sMsdkOl039eNtAoAINSeGiwbJPQ2KaofDYppOHun+d8u9qFBvlduKkJLqSmx/CePcbKM3b+snsYwMLlEsLq3OH5qzxn7LoefpMbpH8PwrLzh8/szyVMh5PJ+QamMSC8GLmUMS8DE5Y9D/K7v7LvCUMMxsbKWBnH2orQl5jntNNOWykjYeHg0M5yvQhJQyiEGMo9ITxPhj55EPqXDhFwQlYpZcqKQDf/ZWU0N4WuGVdCz40/oZl538CmYGwLFWSAmEvKYVypHxkpcZV4/0C+B+OY4qWMKFdKCnGQ9VM2TfNEPgmhm9omL6jaFMgf5b/ZzW7Wnm0OeacHYiMUdpgJlOElLFi/yieEfEh+iJDQD8J0kUdZi+X/kXWxzxY6NxhHQl2T1kDuI2GwyBTlKg+FfhRmK02C3El5l8cuZVo2Zo03c1DiMXWkd4xnxpvcI/pUfxvD5pu5JRRY2PY6GCUUJkIyuQEFQgGzcj1U8hl5JDS2SS+5lUQykuJQWgRD3pshHzgBo3Mk0GGBqIiYZ9f2abcNaPkrcq3Bzar01wt2xHbr0MD5Eq14tgaT/0Kctc8GvAHjXR8Sc5jIGsnk9VzfKwMG5jv1uc1tbtMsKffxfJPF9721zPoWp6w+Gp7VpFOc6zkEokmljspLUA4nFStLG3qGAU2wiP1NvVn72lYZtTdPkbJjzK7zXQifSaC+6oRJ9+CRcL62S994h4Cyu5610SPP9BuhSZEbVHIU6BcC0e8Og1TfOVcyGMKE0JVjQLkuv/zyJvTVzSBWL+f2pAYIsrQ17wa2fOaZZy6e9rSntURCSJ9+UkfWEOGsTNpaoh19g8h6FqFOYfVQFsJfnYtQbAbyT2h3kJmPEjJXgbVujuQzmG/IvO9YgcYTq9e80Z+IKa8FYWc8yRngnH5eHjV4OGOxqgN5QsnwOpgn5pjU/4Fkfc6hmIWvKrfx53yeC0IcaTaXjXXeUu22SZi/5pC8FiEUX/u1X9uSiZGLw4RG8lAgdiAnBn3A8nUdj43kST67H5ARZGTf13OCsRYSiFg94xnPaHImnlwyXN/Jg4QwIX/OSb6lXYGcJQkJNx71ozwv/qd3jFsEyZySKFK95a6Qr2ldjBKKc88993rJpkBjGvQeavBwccsC5zuKipvL4JEtDjPn9mapEAjO4wLXQQar1LqUj4IHGYAqp6J+Z63I4kaZSAurDIGOp4xMTM8wwLmjKGlWD8WnXBST8zBsistvGJqkNwgIhYelEnwRDhi2ckgI0lsOcXsSZhQy4aADkCiTSpkpRYRGOxm0Moz2YNlwfSJHiJCJLTe+HPnKwSOkLp7tHuqEyHBHUdqEEwJhclPk2t+9pEvv3foGDstHPRALApCiN7hkTEMECbgAMycI1U2WQRYIQqT+XNjakEcHUaPUuTkRGucbjMpGcbsu6XyNA+2jDEiqPuktS/d3b2PF//rUX/V1vXsaK0ictkcwPF9bK497EvDO1076cAyeW4RisyDIZJPMcoA+kxFz6ErnrchLxMgIY1XWTfNGch3jIS52ssOcMbY3SSgC813myCgdXjEySsrxvjwUtbpyMRunIbqsRIra3Jad0HhmZDEyhnNjU9CWIRTmEvnNqLS01EMdQxTVKwpHvd2D0UHG5t0QZLa+HPMczglIrzFGPqh3skaSt9qFx553whjkNec9I5/HdOScQRfRLcpPx5HZ+ptHiT4wt8xDcheJot8tBfVG/14YJRQmjIEfKIA1TwOMlWnwSHXtgaxHA5GLyECiOBASAoFSwXgVVAUoa4WlDA1OnZd3sYN76DigWF0rO50J6F462MtKAtZulkUMWgObUlFO/1O23FOuxZoJJ/cEAoFSDKGgzBGRKF+eB0BiDJ6ANyNlMPmj3NPoFLEllrg03cf9eiAU6ipDnfOQBq/QVc4cvAUsHN4B9Xd/Agc5An1goOfe+kBfZG3WZ1Z7rCruR5Yd13+eoS36waJPklUwCU1MNBOH1YL0uI73AsmjvI0N0IYhFJQCBozkEaS8PKA9EC1/gYIxjvRNymNM8TQgiUid+ykXi07fZpkKLKsgjDxY6q6vTYQxFKHYLMwnYwf5C1h2+ti46sFDQV6AeWm8swazpwBxp3AJ+sxz84YBskkwQsiseCLMEV47RsRQuZABUchkp/GN+Cs7OegasgdZBnPCGN9vBsyDIISC7LMcZe75n4ES5QrOCzlEmBgfzuWJJQ/IQ5a884ACI/eH/T0nMP4QV+MV6DdECLK8E6gzA40hikxFru0CyGJ6PcYx3ZdlR0sgvXdbGn4eM0s9DMbhVoBlGCUUWIvGJIC5hCgtiuGcc85pClLhzjrrrKa84tKirCgaA9FkZ3UajArOiiTwCQNKQKY8ywLcSzwRgWdRzqzt5z3veW3SSVVLuFC+XIMqG1AsJqHn6GhrtZQO4QMahAeE1c7CVSZlY0FrqN5DQZFhbLwX6u46QoJ1QeAFBCShSAC4jlKnyOJFcA+eA22mLaYIhc4MoVB+zFEZTEId6L7ICw8Ct6iy84xYFkBALB+5h0mPNHDJsoiUIeBxQKK0NU8Rhu18ZFHfIhzqG2g3rj/l9pulLkpBGXg1tLU2ocQtM+gPh9/VoycU+lmfuE4/K4O25q0gUAP9zWulDbQ7goN0KJ/+ZL15pomO2CEUWDNBrDzGpT7SltrGOBtDEYrNwfzlkTRXjcsIaPts+vnrNwrU2ODJ0Pf6m2GiXxkQxiejIv3cvxNo6Ok4SpBhlg2NVeU2/ox984Qy8h2ZYG6ZD+Ya+WLsmsc8kkgTL1vkCjlByKuH+xvP5t6mEUKB7Kgj+aIvyBjyRF3IeEqHFxqJMN/JB7LQPLUkrg3MY7LGGFDnpCefIxi36ki2Krsyqx8Cq08YNr4DsiMGGAJFV+3KuzyQdO/WIn/Vk/7L5mDzi7fMvAJjmIw1hhF749HfVTFKKDBNLi3C2YRJTnPKBoGgTLhGDCjv8TDYNDSFQKn4PlajziEADCzn8SpQKjwLmBFB0QPB8EyDVM5xFbZe514Ey3CnPg8Hq1Rns97jogKNRyi51l4OioySUwcWOwWKLGDaNp+wlBENg8V1yqH8PcNmldi34R4IBUXmuciU863XK7PlAOe6r/97IEksexa63/xVbu2nM1lCBjIr3z1ZOs4hxFgC2p7nQtlNBqQtG4d6eDbLyIAhNAgKLkuExX177xA4H3nzGwau3pRAPAo8M+rNY4BMqrt21P7+qpM2oSCQDv1MILE0/Y/U8bz0IIyNBX3kPM/kFcL+uZe1h9/1lbHhs/soB/eq+2sP9efRMTYJxiG4Y2MNFo4WlK7+Np4d2l6/svAQ5gABTCSXealvzTskXB/y9vlO35tLPAPGru8Q/n5eHjXMa+M8dUJ8jDtzK9/xqiIN5gFZY54rqzFJQJMr5JS2yXtJ1Nt9GSX9HoxNggGp7ECemEsOckgZGTt0AuWSd34wVNRJ2cmftAGyRKabn2QPWTBXqEPfpwwWeows10dkWGCpnXw15sgm/Zr9JHMHL4zypp5e7IYU0j3qr//1MyC8If10puuM/VUxSigCD8mDgt66HKKf4P4fXhv4fpkwGLtu2XOX3W+sHFPlcm7uM3Zdj+Fvzl9WxlUwfObwnhhl3G4smyjIZWUd+23Z+bBOW+/17GB4XY+xe+Tc4XUGOGuoP3/s+sL8gSD2yxZjY2RsXMy5r+2n6DdXrlL+sXpvE30Z/Y8Q9lhFzs2tTutgrI+yBAx+Y+AdBwzricj3fa+e6/TjUkJRmBd4Z7BGbNnyyKkIbjtWUGH3cVACPkdUnQqnMopQFAqFQqFQODCKUBQKhUKhUDgwilAUCoVCoVA4MCYJhTBQoX8iDURu7LUxQyRAdgofBoTpDDM/7gd2J9vIKOKjh53kdlors02ONqNsepe1jT52uvt71LBzV/Kog0IbKfNwPNhJLIrEHg+RFyJfhJDtB54xFqmxH4iWES0kOka4c2G+sMM+UR8gWsRO9Je85CVtHd+YEmHlkOdhGyGWq8LGNnJFVIRd8spqD1TKb6d9ItacKyIk4bVzBTlFZgqtTEJCIYgi/Rz+B6GzIltEhc1x/4Uy5Z0Wwv3JBrmSyDRjMH1kr5poCJF/ouSS00dOHpGMoE3caxMyfF2oj2yz2SQswoqcBvpapJKstcn8Sc+LzEmaBJGHeeeOe6XNlmGUUGhk+QSEeDqEDSUhBgwHiYcpjEHUY6h0+s/LBpoJJvQqSatguBu1h9+mniWeWMxt/zzn510ewhiFJ9rkKL64x/CePcbKM3b+sntQmkKTkB5w7vD8VZ4zdl0PvwmF6tNeLzt/+Mz+XAJlmFDI+XmXh8FpsAqp6xX4sudBfvdXohkTORhrg7Eyjp2HECNAYulFxhAYhflBHgb9IyQZkEo5Sgg3YcxSOgvh1p+EonlzWKTzKCD8Uk4acoxhJkSRcBaOqfzIhrBLoJxvetObnkyPPFeog3lt/tMP5pQcBYiD/pCFmDEh86Lsk84lL+YGuYSkQBAWK+xXH6mPUHih9MLS9ZEN4AxboZX6U0g9EiglQk9mhV2KWJob9JM+IBvlLJIlGXkChBYxNM/kSaIb5DuiF4X80knCgfsN8NqLcb4Mo4SCQE+KVWDFY2esXJnPJCoSwkgZS9AiI6XJLykKASBbWt5tIUGVTvFZpkUZuHQQISFZUVgtqLh8Fe7pWh0njlkHSxLjc5+HwvmSxhgMyoQYGNjuiwT536TWUBinRtKQzve9eGqT3Hdii/MuD3X3fIeQqSh8IATEmnuGegjdNCA9Q/IkFpVOIDgk5pIcZRjHq1OUwf0JUIMT69VGDoMZEVJGB4GkDDpbO/vOtYSwgew79+szegKPhO+1nTTbBo36aV/H8Pw802/emYGEyR6qbeUCcainc4wJfaccxsSJEycaoRBPr/0MXgMTuTBWUjd91IPgSVvzbqj7LW95y9avLFLtaKyoBwvOBJGLQFunT00Sz5LFUBx1D1aufBnO006xMgrzAtJHMcWIkKOGdUXAI6bC15BW84sAl9NhzlC+ZK01/8kRXhUWoBwvIeVkqJwH5tDcCYV3FoWQyzujby688MKTRF6yMXIs7/JQH3Ujp+cEZSIH6BI5kugn8kefyIEj8SBZxKJn3ZNBDGqEQlgwotGDnKJLlhnJ24B6kMlkXzI4h1CQw7z0+oY+i67ULmQpwssj0YMXhl5d5o0ZJRRT7/LgOqZAubbzLg+KQ8E0ct7l4aGSgMjQ1b/Lw2DkWlJJ96Fw4zoDSoryoISQF79rBEKEMqHQfA4oTIo92dy4RnlXJO/wHaWjoXQ4JamRKDXWr+/7TJme7TqDwuRWfuUwmLDTwCTSURpVQqwkX0JMEANeDnUyuQgUbTX2Lg8kRhvIOKddkC1uNINa+1H22LNBrS3UJ6+S53ai5PMuD+1v4A/f5WHSK4t6eI466QcTfexdHoQeoa5ukgkhDDJlUsraQFsjHdpRWxmc2pywRzT0K8XvOh4Rz9MvIRbaynk9QUO4TNbhuzwk2UI2WKbaiaLJuzwktNLW+hSpIqCdn74fQp8iHyZO/+zCvNB7JZFo80bf8lzI5IdMSvJmecBYNy7mDhag8pvHSFJela38ZI76IvoMi7kTisD8l9kUUZdgj+coXhaW/5zf5cFAlZE0HlB6jhFE5iKBlgAYlzwr+gjZsOQh0SJ5pr/0qeSJ0ZE8ZeTrNtKmT4EM1/b9MhqdF0IBdDWDlMwmn8lv8y7Jzeh38r03+pGx/rUcQ4wSChOgH9waUA53E4IQN7HzLg9K2YDJuzwoF4QES6VUdBYSgf0Q7BQMxWQCGZR9tsapd3kgAe7lnr21byJGACmDjqVU+nd58Gq41nksG/cEiotLJ4Ri1Xd5mDCULlBOOoLlG+Z+kHd5KKdDtkAkyLqkwa/tdCqC5HuwprfuuzwMGO/yyHO0ST8J9Mmyd3nwQrgOsbG8RXlTAqANQyj6d3m4LjnvtcfYuzz0ScpjTCEZJrz+Nd6Ui3LRtwgFUgMGv0nCg6Xu+prXqIdnEBLGDlJWmC96QsEbkXlGASO4CESUEy8VwjlnkHtkXNakkf0s05g/5A1ST8j7S9bttUa9bfAaMWaiqHhYzH3ET13N9zm/ywNBIFP0A2NKeysf3UBOMcxidJBJDJqAbGfMkDU8at7jEtBRw3162wQZS3b346knFOYRDwQDj7zuQa/YX8GgtY+R/A3IfisQUxglFNw9JqxBQ/EaQIS5d3nYaGeCUICUF+tTh9jEyZ1HgGOtJjtlatKwInWCSiAjBiUlRRFjSIEOoZBMPFYID4WKUcCUL6s+abWBYqFwPce6mAmpnIQPUC4GgPuxTjEvClgDsvp7DwVFZvB7DqLhOmU0UCi2ADt3Lx1mQCk/RSbdLIXlHtaaPAc5mSIUY+/yQCwsa+hA91Vfg16nK7vrTFwkAVmiwLFo12DXFH6vNJXPkpN6IInInPN5QfQt5dwPOITRM/Wh33hMDEplQDCV1b3Uz8Bk9SNYlL869oSCstcn2Kx+dp3lFuOldw0aWwaoduLdQZyQDuXTnym/fkDslItFZOIP3+WhbYyzHpbQEB/9ayyrW2Ge6AkFxUR4GZ9czT7rZyTV+DKeh2nc5wTzxRIwuWjcIUNILQPKeOZiJ3tYvQ7jm0wK4ZgjvO7am0gZmOpE1pBVZI++s+RoHusbMtfyAINsTiDLyDF/eSF4v8kExjBDkAVONusveoxMBvKI4cMAG77Lg/FFxu13E/pRwDgypkL8oCcUPA+MNONUX8ZjQ6+RsdrHGNU2/gI9r33I0imMEgoMzWAgnB0sBWSAAqEQWHzW2HkR8o4OFjpGQ6lQWMiAa72fgQCwXOE8AsE9CA7XEhSB37mXWNZYLmVFoFCM7sXKzstaAgoFcWClahjKyT2AojWJXYuNqRfXnPsjNjwAyIL6cZm7h2stB7jOeZY1YhWBBrYHQh0MRuXz3Lz7A1nynQFqoBEecQEGSJL1SPfSlv5aVkBkdBhBQ2FiyO5pUjrHZGXZaHvKNPtVtLs26DfOgmcb9H53jYHgGiRPm/RtD87n2vNMk0t/EOYGmf/VTb2RTWRDPbWjZyMQ6qRNuBWRCecSOiauevFWxcMSGEMIGXLH+6StLb2wFvRNruN1QiYNdmPHve230G/qxkWHEGnPCGWETj8qn7Z11B6K+cK8M+fB3PFuFv1tnhr/DBNj13g2vozJuYJXxRjNuDPnySNj13gkV/ryk62U1JxhXpqPqRMvK881eaFfsi+EMaTuZE+/BDsX0E3KSmmSF8rPqPTZ90gSeUK3pI9EfDCSySfn6sNER/DEaI+5jUf9xQAOyP7ocnrE3EpfRncgvNGfdKZ6kvtA3vMe9/pwiFFCEbAkhxf31uUQfYP6f+pc91zW+GPX+W7qmmX3GyvHVLmcm/uMXddj+Nte568C9+jbe3hPA8QbDjFNVkDWkF0z7KdgeE9Yt249/Ob6YOz+Qf/98Loew/L4nHPdo7/OJCCYh+cvK3NhdzHsV+NharztAozVXS7/GPTRsE6+6+ftnMAIyzIsDPdVjfURQpv6+I2xEvCIz/FFYQgqY2ydfkDkU3fXxZgERIPHeBmWEorCvMA7Y+3OskTe33+qAeOe8xsMC4XCvEFB8nZSlgcFBWypaq4GjaV73u6DQptZJlHfZShCUSgUCoVC4cAoQlEoFAqFQuHAKEJRKBQKhULhwJgkFGKoRVXYxS9p014bO2xSOcx1ffHCw0yO+4ENNzYyDndQ29Box6toBVEVIgM2nVjGepQQ3b3WpQ4Ddl4fxrs8hIEKzxyOB9EzdjtLz2u3tJA+USn7gX44rPA5+y0kZBMxcBj1LxwdhAzn/T3kj2ypOcgge4jsHxL1MYwWmiuEU4p8A6F58h3YXJ13QYiCEEEg4m3u49OcJDNFCCR6QJ+JrhKdkwg8uWxEQohs6TcvzhnCK+0REOkmwlF/2PwN9lsIYc9nCfai6zYpw9cFGS1yLnsoRLiR00AvisDUT8nnYs6J1ks2Y9+LPgT3Uk+RHsswSiiEE4qrlbfAIUdCn0RmuAHFw8TuGmg9hkqn/7xsE4tdpn1MOgx33fbw29SzKDZCqH+e8w0OEQMEk3AaIZXbeJeHiZldxs4dnr/Kc8au6+E3Iah9Po1l5w+f2Z8rhGiYKc35eZcHcmazk7BfIcLBsudBfve3z2QHY20wVsax85BiAkKYoRwhc5z4hU+ldRaSliQ6ch0Q3IS5bLz6z451c1myoeQemSuMR3PhoosuamUGkQVCyIXoka+UsbBmBF095ZuZMxAEIdr6RvllLxXuzVihjIV/6xNJuugNSpgS2gVIqGgMUqgIK30mASNDVOik8Nj+XR79hk51lP9obhCSzyFgLCLk8qIkD4WNpPQrnUC/M+CNP0ah0GA6Sf6efgO8MFnhzcswSigI9P6dCyxGDzJwDCCDSW4Eylr2RmmjJTQykChnSZh878hb9BRWUiUKSRy52F8JM0yqQMV1poQcztdxKpRcEvJE9BV0PutTx3u+OHWVdl9hlRIwKa9Mk6wcpMKLwggj37snBuY7uS68y8M17uP5yo+p9mFFrG/K2T3Ug6fDBKOsXENoYLk6gwCU7AUT7CHjmjoqlzpi8YSncnumnbk6WPncl3JWdnH6KbtrWQLIn/r73iDpgSz53n3ucIc7tMEjvMlzHMPz80xlyzMJeG2rHeSC8FzPx9DlF1Fnn40BhEIfab/+XR7Giuc5t39HDBA8aWvejf5dHsaXGGljRZkklUEQlMk1rCJ9o+9MAuNW8p0e2gyrRoi1hfCvwvyA9JENvREB5o4+NxbJj8x/4yVW/hxhTpNlSRZHVilz8qBIAsgbY0yaAwiT+TdnmNfJrCtfjblGDphTyBPFa757ORh9QWbwvswdEiSSe4wN8jp1JN/pg7x+AekQZaevevAsub43WucAad7JZDKSh1ZfhFAgsPpQMkkZTslasp2hTW6rY/+aC9DPXqWxzCgbJRRT7/IgwLmx+3d5XHbZZY0UKIB3ebASPVT2Nwmf8i4PCsaEwfzyfobhuzwICB1DAVju8LsO5PlASrgKfQ50JGWa9z7IoIgpUkLKT+kY6FGsyugvUuB/itDv3D4SmrhO4/veAMK2TZLeOyPxh4GlcbmTECjnqJfJJOkTQkD4qY9sohRdDxkvKUyZ1WRt034mofORN22m/spjYvpfgihEBiFIZkr/nzhxoil2/eKZfSIZA4aCVg9Z3/QJlsrDYOAggL0nQPIxSajUDXlQLpkyucJYVdra5FM/iWy0mzYnPAlLgxf5cJ2yajdWDEKgDMaBQdsTNINZXLix4ln5q0/1gQltrFA0eZeHOmlr5SHkDPxl7/JQb+0s0U55KOaLoVdSX5kLcTXre9Yg+SFTr7E1dyAN8VCwcM0x4508lCAPeSY3yRR1RzzmDjKTNynub/ORAYfY6zNyizygG4bJ9uYIRihvCugDeo4891oAmU55X5Ba8szv5CdDjswBnmbyJa9fmAP0Q58iHfpMmbwxsi0zWMlRekCiMh4ofYZE0fOMTvolYLgNPdQ9RgmFSdzvJ/C/SWACsDS5hc4777xGKChfJKJ/l4cU3dKUEuBIgc6hSDA4SoW1aXlh1Xd5IAHu5XOydgFlHgGkDBQVpZJ3ebDKPd+1PAFzf5eHcjp4ZJAlz0ZGtLFONUmzdsyDgGXm3gQRMrbKuzzyHG2z7rs8XCcrKCF4GO/yMI54NVIe5c+7PPSv8WassBz0LaXSv8uDMJAKXd2VH7nrYf3QuFMf7dcv+xTmhSGh4KbV91nKMlYZFeagcTFnD0XQEwreFfKB18JYR97JKOPTeDfXxwy5OYHsI3PiTSHfyAlzmoGivuqmTpSWfhpbipwTyHfeJGDk0R9c+5QnGRTYi8cAJmtY+96iHNBpu/QuD/qQQaqf6KPeW03OSmBFP8roqj8DchoXmMIooZByk3A2gSk2SsJyB6JAWVgOGXuXByVCSZgY3HgsS/dhReoEA8uajleYmziYkcIH/bs8nKMi1u2sz1O+liaUI+CmYXkb1BqLBeB+eZcH5cMTYSJrCBavyWDQZPkmhAI5wtY8R0O6DgM1IXolxDqnUHUY4eZ5Ogcx4vlwT0rOc5CTKUKBZIVQaFPrWJQ/F72lEvc1aHkmeFqUXf2QIhYb5U6B82xoNwTJd2HNQJFbcvKdwaVPnI+s6VsuvX7AmVTaWB9iqAS269QLK1UP92IhurdJR1gShthwTygoe21oOch3ruNtQHIM4sB16haPFe/G8F0e6QeZ2vQpi8EGMH2PsCCc6qFtjLMeWf9ELJCS5OYvzA9DQsHiDXkHHjfn8Np5D0HvXZsrekLB7UyIm3vGrnlsTpkj5pp50s+NuYEyzbs86AWyidxSD/OVR4Jc6y1ecoR+mDPIrXgovDqAR9PeCWMsG03V7zi9y4MeZpzTUQy6bLL1mczUt2QuXeAv6EfyN0brGEYJhcLYm0A5OjzYQDchEAgKnkubYqJUPUhDKwhiQflodNdi4ZQENuc8So3QJziikAO/UxaUDoWEERqYFL5rNMIw6xdioJKUsE6mPOJRoKA1lnJYo+VRoPjdn2vHGh8r2tIFguMelFauc17eLxFoYBaGduCRUT7Pzbs/ECDfseANNPf1fw97BbB399KW/lpWoODdV+dSsIiLz9pORxuw7oW4GezYsz0gJq02UPceiBTr3X31l4GgvgiT9uTh6OF8ng/PRCzU20RDnvQNcuI3ngl9r57aUb8rE++GNnEfxMszDEzkENtHvBCfHrxfiIQ+cp5nIiv6PMsl+oWrGItWT/fxvSUQ7Ws9WhuwLLSn8Ru4v7Ho+caWehTmCYrJnA8Q1t5Titjrf+OZ0N8FkIdILyCzvKDqgGyDOvmO4TXcXzQ3IHjmnbnmQBgYA+a/OiFL5i9ZS06Yt/GQzhnkKg86OYywGl/qRCYH6mQpQP2QDvVnjII6kqlzky30RsYZGGv0MSAa9Au5yJCMzLQvhpwEnnZtQacBA/jA7/IYMuZ+/XuI/kEad4pt+35Zocau89ypDnP+1G++H5Z5qlzOzX3GrusxvMde568CbdLfd3hPSpW1Y+LyHGRZZnhdD/cYK+vU+bBXvVft5/485zh3DMN7+Jxzh88juCie4flTZYBl7VPYLejLfjzsGsbG4nGo07D86jg13+cIBkz2e4z1UYwq8Bvlms+2AvBKzw081wz3qX7w/VDWI1Wpu995fnM9g44XeBmWEorCvMA7YxmEFcdDcCqC25UHpFAoFA4LPMI2l64LXmge8YMak0cBRECdhl79/cC9LN8hHMtQhKJQKBQKhcKBUYSiUCgUCoXCgVGEolAoFAqFwoExSiiuvvrqFl7iEDctpHIviEJIOInd+n34IghF3Wv9ZRlEkYjAsAtXaJK1KxsU7VAdbqDpIWGVMMceNt/0mUALhcL8IIJAJJhILnOcTJHYTjTPLkQPrAIh9SKqHOTbnCESwM5/+wXkJ5AnhzwGoeJ0hehAoZYiwIR8Z0PfNmBzpagGYe8g+lBkn7a2ZwJEvdnsLrJB/Wy+VG6pB0TvgUhEof7JM5EMoXODKKFE+tHHww2UNrP34aH242kLf/WfiEH5ioxJEEmV++lH0Yl9moExjBIKoSIKQ3ELGb300ktbAYKhAvcw5+ZdHkJV8uAMqOQzAB3dDzT/95+HcL7BIFyQIBGeqEPlMOiTiQzv4bNB0ScncS+Tok+HPayPcwqFwvYgXNT8lp1QSLFcAQwcIdvki5wNvUzaVVBU6kRpqeOcQRfYmCc3iDB0clVeG6HhwkRtTpQ5V7go2atuUU6bRsL1Tz/99BYWmjw09BTjVk4JYbzyAEnUJBTeBkahynn5mTwOEngJIZVkTX1sCKeHEI85gbEudFUOJ2WWsVleENAXiIHEY8lDYX4lD5SwZhGDQmc5BYSSIo3CmfvMy/JYyPC8DJOEIkqYsr344otbLgkPFodsMrMSZCyUDEoiIoXLuzwMNp0ojlfCD50lVTcLQ2cJ/ZPYRfgjVpV3OWBKPSnwP9YrsYbniNUWniMfgmdceOGFjdXL6aBcznEPjaNRxMzKXeHlO56dfAe+RygwMhPBs+VfcI7z5U/QBupcKBQ2DxYiBYY8iJ8Xpkd2mPvmO0Ww64SC4UJmyXFAUffCe25QVnKTUSiHAQUtuZV0/zwSos54jcln8p3slkdGjphepm8KrGv5E5AIugjBiLXNa03ms855vChK+ZEYwfRVPBN0g2vknEBsZXFGRuTYmRsQnmSZRhKMJ+nQATlAWnmPQih4ZISUaiNeJt4ZhEJiRfWWY8O47IG0yKLd5/kZYpJQIAHcH1gaxolYCFfkGsHseC3yLg/LERidpEIGHgJg0EmtnSyOzvdXISluyypYooqqJHeM7/rCYksIAPcZ4iBBEfenuF9eCgRBuQwOA9kANyAwTiltldP5XHMajpAihGQ4Qyi4w9TBdRrKUohMcASW+hwXt2qhsGuQ2E7yNkKfYGSoSGTmJXSMEVkz5xiqtw7ItSTds7TDkJlrnchz/RF41QAy1KcLF9JNjkqAhURQ0OTwNuvEy4VQBMiPNmccS8JnbFG06sYADgEBiZ/oBHqJoWkJjhJGSCRI5JmZCyz9Kydoe2WzKtCjz5SJSNGDrkEKrQDIZIwAIlE4AP2JnKQ93BfZ6JPNDTFJKChclgHGEiWPUFDesiJOvcsDEArX6axYESwKg1IGSoVCWLiOkBHeAecSIv0+C+4pggMscejMEAoNgOhgxbe97W0buTAAeDHsmeAx8Rs3FkLBuknWMGtB6mcdUFllk0R4lBnJ8J2BlfdaFAqFzYJxIkstmKcMD2SfgUJGmN+7nouF3MxaPg8MpTanF0z10NY8D8Ag1AfK/9jHPrbtmVMPCsdSABJBrgODc5lFe9ToCYX3IDGQyXhlt3fC8jcgq5StcZWyc/n3Szbc/fQJbzgSggTOBZZj+uRaexEKJDC61jJPv98C2fKZjjYH6elgX+/y6Jc8Ag/3FlLLABp52bs84qHgLeBOwXQseegMLNzkYXnoMB2K2RqQiAEPSMD1ZHmFK9C6Xe+hCKEA90QirG9ZCkGEDBzMOISCi8eammcjJtyp2DRvBO+IZR1rmLwyGttg69MAFwqFzcE8J0/MV+TCZwrXJjrzk2XMANhlWDZQDwrM+zHUb25r8wGlrKxgYyOjjMFG2bDWKS9yVF28SRXp4KGwHD4HD4WlGuX3tlrEAnFjYNIhyokcIBoUM2+4evCwh/D5zBj2N+/yYMDOBUiB/SvBXoSCLkTUjTf6nv4GDgB7RvQfPR59DvQ8UpngizGMEgoKeOwibhUEwnvWWfVcP3FvIRD2LSgYb4COoPQVztKG8+OhUAGDUqXy2nAFtT7Vb5B0X2tBCAPh4l0i1ops/iFMEAtQVgMj7kPP5i1xL24qDaeh5GBXRm4d7h3M2r25sxAJ5AKR8B0mljfqFQqFzYIgI4fIBcLe/LXfitVkDvMwsjJ3GeQba1B9KKk5R54pq6UmRhsFTZ7TBeQ4wsBq1VfqQnEB17kXGm4TdJUyM4J515WRTrLfAJGwR893dIPPZH686KI5AoavOhpzdAsdFo/3HIBo05GButBpPZxD5wFSxbBWd/sOo3cZ4HQu+J5uRh4BubePptfRQ4wSimVY5r7S2AZeDw/vv/P/kLG6bhmLXYXhjt13iLFzfB6WWR2H3xUKhc1jOF/JimUCbRehPrtAjljuUS7k41AXqEffNwy3XXjF/HA8jekJyjR95HwKe046greIx3+dQIKxeiLuaQ/1tc8n9fQySR6eZVibUBQKhULh1APlY1lgFWQj/ZyU7nGHfS6iUY4C+tEGzuy7mEIRikKhUCgUCgdGEYpCoVAoFAoHRhGKQqFQKBQKB8YoobD2JXojh/DJqU1DojT8ZgepzGiHAeEveYe7dTvPl5VzLhDG+rGPfaxtYJG5b7ixZVuwmSbhXLsAsc6ymgoJNoZs4NKWdmRLKDMGO5ATylXYTQi5s5vcHBfPL4Rc5IAd9qK0cojOytwyHpIXRgh4cgvMBSIARKFIhieBnr0GNvKBjLyix4RX9hsAyUtRa+oo8d5e69Obhmi6hPGTdd6dFEgCpU6JdBBmKCrAOeanPRRk467soRAO+tKXvrTVQ2blq666qsl4ePnLX94iEpNBU5qDREGStfpum7k2ppB9D9GlIiPTXxI39nNNegdjWPSLaEeQPTTZRd3LO04ypqcwSijkARcmIwTU4UEZGP0A8b9YV41qQ0ifQWt4Xg+fh9/1hEWCjmRfk8hG547txJ3C2POCZdcFY+f032kbQk29CcZh2XpMEbFg+CznD7/rPy+7n3JI0NIP7mX3Clb5buycHsvOn/rN2LEr2SBXL3Hidk+brBnUMBwbwsCCZc8tzBPCyAk3yegoHYorO9QJdYewPGFwxrLd5eecc077C4wXoelz6Ws5DpRfbgO5d4xnIfYO9ZTPQCpo4Yp5UaG6yrsjbBGQagRqLpA9WFhh2tirFs4888z2v/aXAIrCMWcRPckJkQnGoL5znZDRXUkOKLwUIVRmBqyQUWkI9JPQSjmKEoIq90avWGWdJHfnBskgH/7wh7e+kD7hiiuuOJmHAkE3z+RjOv/881tfSr2dBGZ0CR4gs2hgXNPFyzBJKEwABeknreQZcjR4MPKAuZ1xxhmN0UnRKfmMuGo5ISSWEjaE8Rh0BhrFoEIm1ud+7ue27JrYk/OTgVNHuQY7VAbpXb3rQ6exSpRNNkwx0XJJ9CBkTAIDQVYzTFkedgljTFZZN2U5i0BzLibtmb4zWJTTM9UTO7Nr1vPEJasTRSfrp/J/8IMfbPHYOufxj398K4MOkYgH05XLQufc5z73uc7b6SQTUY/UG1tUDu2lbSTz0r6Yo7p4tvhhMd4E1jB0x2fnSUDinuqjbfWTg2WknbWF+mtnVhFWrq6+U06DSpu6j3LxBiB2YpGdI5HL0PthojlfmfU/K1Pb3fWud22TUrsqvyyoyAKLjDBSf9lJEUZ5QJxLYBFKcuWHWaeNtI16mfBiqJU1YwPBI9S1t3Lqrzm/F+FUhjlD4ZAF5grLl7WrL+ON0L/i3c1f4+9xj3tckwkhFISdMTQXL0WS5yE/vGzGKWtOFknJnpRVnSTdM7bVk6D3OYSCJ4CcSBtsG+qTPAxkoHmMAAH5Rt573wNvoj6UuJCHhb44ceJE6zdztM+NMFdEZpFtkjCSxZIj6je5k4xXusgYpOt4KHp4pQQZt8yw3AZ4VegBYwohRAZCKAK5nGShNXbpCl4YdWG48Rz20L/7epcHYS+/N6XpMLjAgKJkeSwMMjd2ngnE7cPd7q9BJFOXvPsYOZZK0BMAXJwGG4Xx4Ac/uClDlaJkERYuQ8qN4EEaKHDKmSKljKR1NTkJIUluekgOw3OgPBoHK3M+Za5sWLQBIkGWZ1FA7qNO/qdgpQA3qEwGz6Ts3YvCYnEoLwaLoChXMrEhGdjcE57whCb4CBbnICkEonoHFKs0wrLjKY803wgEN6nzJYvRJpKt+N/9lZmClcHUG/56SPyD0DjPvShTbNT91cUENwmQDu0rKZDnyAqHACoPYYZMyHJneck9XEdYIlL6o3efBawvv7lG3RE1RMFnZXeoIyKgPZSPkEUknKd82tdg1fYZGwazJRHuY2NDm3sOwuUa7W1c6QNkBrl1b0tw6sTCKswPSKoxEXhBIE8V4ReB3KdEDsyHEApAUAnLOYDl2r8wioww/6QtNl+MT8TXd8Zw2sDScggFoW8OUk7bBrKnzMpCDpj/CI+XPwK5S9mSaWS8VzAgFPEkutb8I1fUeS4kaQrkXl7xAGQ/I5hOIJfISwSQ4cjAQYTJxbzLAxEhj+aUNl2Z6KY+OWOfKRPIWvoxXgi/I7n0LBJFzvK8WJYGZBHZWPtdHggFRWtAODBQ8EDEgPVpAnmA1KoK3xOKWNAsS4rFQZlRYkgES5vVy3WE9cUNiKC4J0JBGVJWFDnocAqJNew8g1ileyAUlBVQYCasga98lDpyxKNgUBBY6kgwIRreG+KZ3D/OUU4WOSZO2IGBlXVCxMWA0mnah0KnCD1PB2F6lJ96mpAUYqBNXUeAmmzqhBHzIKiTdkNeEApuJucgDaw4ZcrEDvzGC6FdKFXt7bW96uHQn8pDUCNp7kNA+Jv2kv1NXfVnoCwIjLKYMMqJdAXKRWCEsfrrOfqacGHVEKTKoK+NjeH7XUIo3Iti0TYhFAgPhQMZG9rUel8/Nh796Ec34seLpf217bL0sIXtwbzLewPME+OEAcDyMRb9bwwOE/QMCYWx3H/eJmRWtB/CfKaAjVPKWJ0oXfvQ/GZ+mYtIO++F+dV7L8k9hHjbUFZ9YH5pZ/MeAbrlLW/ZSJL6Uqigfrwxt7vd7U4SCvM4Smjb7/JYBZbcyDjQf+qPSJDD/SsoWPjkLB3IA65tAjKekTQXMMLIWvI0GBIK9SZjh0Ai6HDLeDzj9GWAZHEoTGGSULBoQwYclAClQBGZGNzKJk4YTk8o/AUdgiGFUCAOXEsqSTErsILrGB1IsfMqmFgsaR4CbFEnW7bgSXBPymeKUFD6mBeWbDDoaOdTUlKRamiNZGmD8KLUKFllwjC5WpXZxFYeCj0vPQuhoOykCUeQQiikGTepKDdwXtK5Yn0EYuA7E5a7UD09nzJEgpRJObWJ67Fnbe5dI56H+Pi/B0KB4IVQ6A9eDMoaAbBWrR4mASGhfSlqJEs51Zfw0z/ICsHO26E+xgEvgesyLnpoL4ydF4LgYYFhscYGLxBXm/ZBqAxofYq4qXfvoYgQo0hCKIwjdTM2tAkLAaHwDMSBG9LYYE3wSljy4rEwSTIGC/OCddsIb2PBPDPWjFfzz5xlcBg/PYaEwtxkEMwB5IP5ZZ6qE2VqbhuXZAaPrTlgvZp8sEnTPEY0CGjXkVFkWzYCbhPa3lzmZUB2lNVeutvc5jZtn4G5RTaZlwwvv5Ep5iMPJe+r+RxyqG5zhvIzbIEBSM5ErsQwMTYRKXKOnkEY8y4Pcle/G8dzgTLRfb0BOCQU6qPuPYxThi05agzoY3/BuNDP/fL9EKOEAhul+E3sHAYHssCqRQRMGDBBnE/RYK0UW9grFm5yaWgD0JooUoIIUJhchTqOAqCEQixMNEqOJUqJYYTYFPehexqslj16hgg6Wtmcz63o3nGlUuK8CH5jMaehbQrDsAMMVKMpDwXLcxDlZF0JmbIpiRJUPiSAB0QH8naYcIDwaDdlohT7HdLKYtJhfs5h3VDinqu+6kWAam/Pcm/rln5Xf5PYPQJWgyUo9SRokSaTwsBA5Hhq4h1Sf+3teu3pvr5HrAg6hI7Sdp4BiEggRD7r63gFAu8f0J/qYXBqV0TF4PNM1xhL2gbR02bONZgdBCgiwLpRN9ciUdqZB8gY0RchFpZVENR+bGSZS197lv0WQwu3MA8QxPpff1NAxprPCKExw/qJh7OH+UyxAQWFUA6X37YFciFj3lwzXikmc9c8I8R9Zx71At7+I2MXKCoyJVb+tkH+mIOBcvE4grkWeWT9XX9QMuSA+RgL1t8o6jkj3lpynFyxpKO/En0GPGvkY+SU/s0yF9mt7nPpu4C+s88loGfoO1BW8pIs7UGPM+iA9ylGP+j3I3mXR99wJtE6Den8McbqvmNw71UZLuXNWl52vucowzJosGWNBqvUeeo+hAwFroP6srrn1HOVeaqNpjBsO/cwaQIuPJ4D5APBibDb67ohlpUbhm3u3LH2c87Y91P1dv6wr9dto8LmwSqPlTM1R5aBYEcs+zG1TZjPFAwDBozJ4TjeS+4Q2nNZwgEER52WlXk494ZygGeGPN4FMHiTtlo9hnXTx+lTvzGs0jY8sTxUcwMvMKNtnXnCGE3d1ZdRl+sRTJ75ZVibUMwZPCNZu5szCBeWyXDQbhoEIM+JZYl4VgqFowavVG85rQuCbS7eiYAnc78hkuQAq3AZad8GRHmw3vcDkRJk3DrKbJvgRd9P6Kc+s3y+bVk+Bm1vs/phzBX3snxnSWQZjhWhKBQKhUKhsB0UoSgUCoVCoXBgFKEoFAqFQqFwYEwSChtU7Ga1yz6bVZbBDnzhfIcFGwTt/D4obBKScXKYMMa6kjU+0RiiOayBHWbuAjHJNvIUCqciRIEJDxWpZGOXZDlCo3MIBx/C/qdrrrnm2k+fSnrlHsNzfS/0eJOwQY2cENFGLlk7tzFPKKgy9vkKQEK+vr4iQVxD5khmFVkp8kmUmc3Rwx33m4KyJYcCuSiU3IbtYaQUGWnjqDZIanw5Rfp62pelnWzec+RdEHOGvrMHBoxVY9ZGy+gMe0lEouWznDe7lOfG/gfRe/bKyeVk4yW9aBxLCZDcJzbniwAU6QKilJblnBjDKKEQOiIJFCEg1lsscf/ir+x2DRTYeRq9x3BDTv95eI8ezlMpqbGD4b16jP2W72wA02j9phm/JUxTIibha/IhyK3RY7/PBPfuY8qX1bdQOE4Qsy+viWgMWXYZJgQ2ZWpj10UXXdSUWA9CjczJHCRv5GVwD3la7FgHivjss89u4ZmbBMUotJCsEO4tjFVkgPqRk8LphLIHFI762mwpwZAoDuRDSLOIAPlrkAmfbYwm6IU8bxJkIuUpCR5lQn4JqUcElFs4bw+ZfIVqU076RJ4KeUXUU9SNHDYUsn50ru+HRGtOIJPpugsuuKCF3oMwd2kLbBqWx0EdyXJZWRnX+mz4Lo+5w1iUx4ljQBivfETSI+hLof7GLjIvbFk+JaHcCIffk0VzVYwSCiGN2Elg97IwL0xN48ruJk5ZrgiDTmY0jS/JlbwErhWPLAeCicLboJCyG/os0ZLrxPr2URkGtMqqmOt1nAQbchg4VxiSDg2cL7c6weMaVouOd64BL85bLgYTFXvWSBi185NrAQMzgUwIAyvWj/IpP2uiJyMEHYGiHdwHs0dOxC67nxTZhM6tb33r1nkmmHJ7ngQhu8RsC4X9wI55CgrMlz78kOCW9XZIsFnElG6MCNZU4uFZzOY5y8o8Ixc2TSh4MhMCSQkzUsgX8ohcIWNi2fVgaJElvBNkUSx74Xyi0shSEVbkFuNmkyCX5cggj0MotC3Cwysk10cPZUYmQP6JKGH1J//9JoJNJlBkwn3mFrnSg4dJ/hCEV13UX2LAhM/LLSEnjr/aA9mgP5JnaVeA6NLLwLvi3UmSciHCwCuBYNChvDD0mHr3r4tYFaOE4txzz72O4g4oS43Nmpfl0CTzV4ExPQzO4MJ4DFAThKWCpUrBSvlS2ColyRVrpM+BT9myAijhEA8dKAGHuGiJOvqkNzwAMpRx05m4EpEIKaPsCTX3cn8s0+TQSP5KuKQBEQZM1KCSn9zAMSEQEvdTDv/3LleMzuTxm0lF0BGCJpDyOB+hkHJa1jjv9DBYuQKVfz+dVCjsIhgLLHEucKBcvPtnTHES5r1XkvAmKwB54Gbnhmbl+7tpQhGQE+QbGQiIkTKRHZZ9e5CFDAmCW/0YFKk7mSYb7FlnndUMD++KkJ8jxGuTkAwvBFDiI+/nILeRph6WZZBBViyLN7KMUYZQKTsZqH1kIya/h8kH5wjGZsiRMjMwkaMLL7ywET2/MQrVkzFJptNhwyR/cwc9yKinj5HbvJOD0cxziAAiGhLIMQJ4A5EnunpVjBIKSY76hCQakKVhAmAxMr6dd955jVBQyiaVhpeC1qTyqmENLwOjiYbJu84Es7Zq8HGncAVS7EGfAtXzZWYjWKTRdi+d3adU1jARQMrAk4BQsG4QAx4Tz3GtBjJQku0NE/NdCAUPjKxg4mx5aOI54dKUpTNQRsQJxB+bZDpJPT3HPQgQZMbkynP8zhohDAuF4w5k2jziEo+SNHfM4aF3IugJhcyosQQpbALdUgkFRTHzVMSS3BQsv1CkMTDIGMLY3O49rQHSgVCFaCAXISKsRAaQZQJyi3Jy7zFD7qgRQqGcDERubgaTdOi9MuHmV19k6JGPfGQjDWCZJImdtEnc5DzYZDy5P2f0hMKYog/oEHoqeysAgZKrgtFIjiO5uwJzi/clS430YLwWvPP93iU6maFMd/LGZU6uglFCwcXogax8ngGufRY4z4X1UYWzjsmjoHEJDMICy2aFKLjCGlgGmyUTnUOQGLxYcHKF9+ldLR2w/k0qjCkeCmuVFD3vhEQdAc8IoeU5CI2B7n5h1srGyvEsE8CkMcF5NAwMZQqhCDniVsXeXGeSI0JDD4XnAEJhkHEFeq5kLn6zHuw6DNCGUETLBk1LN7w8hcJxhvlLGZkflEqUrT1W5Ejgt15h9YQCmTBnKTEknQfU3DPPWVFc9eb1pmAuexEez6VyqyMDheFAdviOQrbXI5uxEaG8qRkoIAKa/LEkS36SXww29+Bt3YbyDaEgu71RmhdFv3jbsHqqOxlvCYpniFzk6VVuMp1xmYRHlnR4iMlRfZh3Ps0ZPaGgXBmqjEHv8tBXYIMqOT/2Lo+5w9hEXM0h/6uTsWvbgr5ksGcpPu/y0O/0szHt76oYJRRuQvFRilz32AoWzWqgpHkRrLUZaJS9AZMXgJn0vBCscpMNCUBC8r4GbiP3dT1Fy4IJ3MdmHopeZ1lSwJR5BKzr+A7J6UFoWaPUyVw0JrzlEuB1MKCVC6PEnj0v90ckLE+Y5JZBWD28ERrXdZ6J0PSTHFHSHmAJxf0s5RCEnpN3TiBlBqBJ5z7Yns0+9ogUCscZXKaEFFnhoPzNbcLafAh4PDNXwfw154FgIx/MHV4JczdASsiZTUIkBg9j6kSumd/kY74jD3lmESNgwWe5B2Sd5MUkf3gngGudAEeaesNlk2AUJWpGebU5mcp4I7ORQ/KfMlVO5SczgXzWDiENZCWDzvVkYr9Rda4Q7ZDMreS7sjvI9wDp4HnWHt5jQlfsyl4K/YgAZpzyMiEMNgTrS+8pSf/ZIsCYB/ua6C3kY1WMEorAIHL0WLbJRmOnYP7vhUAP9/T7FMau89zce4hl93PN8H4+j92rL//Ydcvg/GHbhIj4O2zHQuFUB69eNilOYZm8mSOQpKHR02NMrpA7y+ThptHLK+Xt31CpnKvIxSkZuwsYk9cs+fSR3xCpXa1fMKazeNdSd/VFPNYZm0sJRaFQKBwVdo0srIKqU+FURhGKQqFQKBQKB0YRikKhUCgUCgdGEYpCoVAoFAoHxiihSC6HHCIWVt2YYZdsH7u7a5CAqs87sSqEWr32ta+99tPekGREmOk2IKRLZIpNOXaii0opFLYJyZLsPk9IuY1xdpyL+jCvshmQbBKBJqJizlBeEWfKr8z2Icg0LDokh6gW0RUiyRxC2ecMfeJdHiLm+qyhfZ1Ey4ly0UeiJ1wzN+gb0YTkIMhUmhThNiUKIVXHpHsXbmljKpkNcm4I8wX96l7rbODfFMh3Yb5CgEUzir6RMl4ElXwUfb+Zf1JzS3vgf6DHk/DMvYRBp82mMEoohIrIL28iO4SBZUdr/k5BYRI2BWPnL7vHuucvIzr9davc12fEQNhUMHb/sfuKW04qU9jreZLh5GUzMHZ+4Lfh73vdH/rP6pHPwp3EIAMBsWzT1dhzCoXDhKgI6fvlmPCiLWHplK/QPEJOOHZeOCWXC5kkk6Od9nOF1w/IqUMgCxWlpOS2kcuBgSYLo3w1QhCF0/p+HYNkG1BG+Ym810TGU8pXCK/vZQG+3e1u1xStTJvq+pjHPOY6iQjnAuMM4SETZbzUF8lDIVGhPkEi5CySDkFeDSGkvhf1IOVBco2AXENzDCHVFxLCSYMgaZqUDTKd0u10lX7TP+eff36bZ9I80N0SsCGCUjEkDwdoE1FMyzBJKDAayqRXKAohh4T4YudQvhrZOZi2TpJlCyP3V2IqilNmTR2g0JQ1AYHt9MpaR8keJ/7XX8JCHLqkKyYmT0nPdhPTrbPF1oqRllfC/2LBlc+AMODlsXBfcbeSYEkwQzBJ2CU/BnbJUhdTLn+GOvJUOF/jKi+LngWlg8T0SlgjVa4X4RAeWK64Xewv5RCfLQeHTpD0y33VR7y5TvS/85VBPLDcF4hJDwNVRyuDwW+QELTKqU7Ol91NnX32bB4HE9918l6Y2MnUyYOkzbzwjUBzXgYeGED6V99oc88VJ58Mf4XCYUPiq5BxOWyMY38lugMkg+dCbgtWE4XAQp6j9RuYLzGs5NqQgwbISrl75DUwx8wvQp01TwbOGSx05E9yJIQiGTHVgyylsFi+lBZQZL7vdcgcQHaSeUJByV46LISCzENc/S6xFR3nfDJe1mZ91Wd3BucYs70+mwPoT8ROv2XVgA6h+wL6gS6jA+kn59LRCDzi0YOukvl0mTdmklBIv20COzQysAo80GSRBlfiKA1pwCAglKaJz33nL4XLRYKBS+QixzsPhoEomyYlHehEnYsY+Ot6io/LhpKjAHu25HmIi+88R4IpihYxUD5smVtUWShu9yWYNBJF7/5Ig7TZ0ornnSAUuEkguycGp6wICdee+kkCQtBdfPHFLUkPFxIlLi0vywqLw2BNOkIDc/fyFcyXKxcZocgJEi5Pbs4QLuTHMwICxsR1Lwli9Anr4K53vWsjXMqqbsrnWeqIxEnS4lyeJc9iEbmXunPdWdLRFgSyPlEuDNZzuO+UVcIdpMiyDAGOWM1NMBSOF8w/pN4cCsxN3gvj35wzvo1h5Li3EucKSpWMyRKBOUaOmnPmFlnDUCH8Efc5kyRgvCizTJ8UMvDCkGfkA9lL9pCflnvUdU51IgcRhZQd+kyZFLBXNshgKvkh7y2dQkaTvQw3eo83KUvWznH+8HXv2wSlT6cZb4E5RO/mxZ/GoOyvyVZriVFma6/KoEvpJwQkelf/Iht0yhQmCYWbUloOpEAKXEo9SS8UrCcUvA9DQkE5AQGB3REMWYPRQf0SAcWIvLCYuVpkpkMoVAp4G/qEMSpFyam4CStjpv+RCOdR3Dqa8NHZ7ssDwFuAULCAwESQSQwJABa/5yINmKmDF0J2TPVTTx2hs9SF0sZwQygwPvX0PMIPGUMotCf4DqnSMZY8rNVlMOtw9QwQLoITsF8eBznX400wWNTT9+7nmdpAfZTBpDFYPFNbOc+b9RAxSx76DaFwnj4zsdxPOVhVPE5AcBt4c2PgheMDhoqxzvDIOLNWTfib07675JJLTr6/Yy/BNgfwRCLqZENgvToGmjolLTn5SqbyaM4V5ASZiiCQdcn2SfFSPAFDh5eZ8cW7PCe5EZnZW9khFOQhXcGzxBrnNebRDegOspWhRX6mH0E9ewN526CbeBNCuukcYzEZQYERrh+H0H/ahB6mF+jLgPHOEzWFSUJhgJi8OQwKSgrjjoXO1eM7G3Gkb7VE0BMKn7nfKVyFN2F0Fs+A67xAKDD4uAV1pEmnUlHsMCQUGL0ONsgpS4ObMkVynKeDkR8DhctfAzuHx0MDJUMfQmHiuz/lq96sJMqUKwgLpaitkyEUzg2hUNYhobD263zPo7h5NhAKG7QghMJgtUyEbFm6cS8ekZAFQOaQOOt4lDxvhecYKOqtLp7t/trbPZSZd0H7KgOvB9bpf+3rXO5VRItwCKEg2E6cONEENaintnEdN6a+MOEKhcOGcW68MkB42YxFxF3KZ9YU+WOMSvtMIMbKtOw5V3CZm09cx8qvzLHwoqR4P8kR9eDBIB/Nt7nCUjF5ShmTobyr9ILl25SbwmYcIkiUUv8ukzmA7GYg9hview8FvUFhxnuUZSveB0vB6jd8l4f2YAzPaTwqE4Ju7JlTvC50qs9ZqqKneJ970Nc8ZXT68F0exi9d26fPH2KUUFiisJ5i8OcwQExuHgluH9YCBUYxUTyxzhXaQKPgdBxFxCp2rusVljLldu8VlAnHi+FZFCChYq2RMgWDFBEJKDxlpKDdnzCiMHW085QHkyaI/O6+ym1AcPdzzYFdrRo87/jQyM43kNTL4LEEg/BYCmAtGWxeXEQhEw4GJBefpQX11H6eh5ghTciIPRZggiFJvuMxwSCdj/V69tBtxkrzm8P7CxAhgkrH8qpoJ4PEtcqv3uqMSRoMPC6uRbY8R3/ZvWziENo8RfoWkLS8NZCg4D3JtSzIQuEoQICTFcaveYMkm6MsSZ8dyLl5Y84Y+0P5MTeQR8hCys/DSV6w3GMYKT/C73eeUMu4c0aWVOkAy7yUFjJIrqYvyA3vM9KXZAvFNDcgpgzPwNiKh4Xn2n4zdSSjs1xjSZ5R6DOjjEzMXgoynl6bkycGyHrGIAOSwZyxyLuirHTFcM+eZY94nug7843uA6SRAbpsCWuUUCyDmykMa5nCgt59FCAUPA1+6ye+a8fOD0y6VQUFD8SyyvVY5b7Dsq5z/yE8b68B1t97Wfmcl6UmhIJ14PPw/u4xBtcP23zVerlur3oUCpuCOZK5cFwwNpfnCu0fub8MztlL3m4Llp+XvXp8TEchTukjv8XjBAxpinhuYDTzfq/TD4zl1F19EcLU23IPkrUMaxOKAGFYNrH72N7C4cEaq2WVQqFQKKwPxhQr/DCWlxhx7jUkIHMAIsHz3gcz7Bfuxeu2V5vtm1AUCoVCoVAoBEUoCoVCoVAoHBhFKAqFQqFQKBwYo4TCrld5vx0iGISHrorD3DshjDNx2kNYs0pI6RCiHCSc2pWNToXCcYOQaFFC1pf7ED2yRCTYEHJK2FXut+zNEkHlO5FH2Sgngqx/l8Sm4PlCxO2QV0ZlsX5ujVr4ep9GH4SGy6WTQ3ie9WdRHTLqJmTenii76J2zrYgIZUv5RamRnTYaDuukX0Q2aIO8S4WMtvle0rz+fO0jfcAuyGAReonCk+en7zdRECJARBAK3QdJrYQF7wrsf5AgTgI1qQb0ccaudA/J9SRyUkRj+tb8k4JgHYwSCmEzHmTnql2dsk72O3uHg6TfRUqQJMfDFIa7ToefA50oVDLoz/OMPmcDpFxCL8XOJpJh7P5TzywUCgeD+SdDIkVlDgv/BjJEbL94/h42jclDIWeDUEMhocL6JBnynWvkXxF6ac4T8HKx2Hm/KcgGKT+NbIlC6QhmCkduGmF5wrD7zJ0IDzJlI5u2YJgJhRX+LpeGkFjho2StTIxIhpDSTQJBUMYzzzzz5Eug0l/qJGFgjxe+8IUtvFVCQnlAkgTQBn1EQwbfyFwk6/TTT5/lZsWADkAOZH1OHgob3rUJ0iTXEqIhhNR5UgzIYzF8l8fcIdpDUiv9ZvzR7cauuWR+CQU1lyQ+FDabjK3GebJoropJQhEvAyWtYQkJE9lvJrgJoBDCUjS4iYX56BDhJfK5J3OY9NMmGAbkXDHKsVxUyncESW/JyK0gNFUuCJ2I7bpODDrmJBb40ksvbRPcIS5YXgrPkmsihIJFIJeCRlInbEwdxOOqwy4w6EJhlyDBT7Lgyj1jvhHe5ptkd2RGD3lQkt9F9kHKl0CnaN3HvCVrJA/yP0+B86O8NgHJfHgdgAKVVpps4llRN/InVm4PsomsIRsRkuS/0Q5eOEWmsQIpLDlvNgl5JShJz0UoKH9EjayWc6HP1QDC1WOxqj8Z7uWC6u9a8lhfsvjlq2CIzplQJEcRXRJCAerjfRcSDVKoSJR3YciTJFHh3N8KOwTPEQ8F8PapG+++uvkN4bUSYHwiicYrY4CXal1MEgqDB1PFQH02eU12ytqkMHgkpMG0JUrCxJEOk43y1/AKxPrAZjE6jFfCKN/JCod8sEK4j6R6ThIroOh1NDZvMhMmrtMwyAKLRTInLJvL0ODnTkVCTHznaCzPVF7nI0I8LgaGMivjYYQOFQqF64PAIh8oS0RAAiTzd0goAgmRJMyTJ4C1Tm6w6ik51/uN1SQBm/m9DSuRLCJTyBvJgiKzGFCsvR5kJtmJAIE6WcJhBUplTxkjTix7b+gkOzcJihNYrQgFBXvGGWe0DJBkJCMs5wCXOZmsDchtli6oJ8+GjMTuQTFpFwn45kwoQP36TJnA6IzO8js9IVFg3uUhW7R3fvQG8C4AWeCpCLmgL+nVzCVLeeYmMoEg05HmbjJrroJJQuGtaqwDlgB2DbKFYeUyWZ533nnNc/DEJz6xvSgGq0E2QiiQC5nisFhsloWRdNDAI2EC2qdhcHK3DNfssEdLHjovb7DjNuWi8b1OBmt+mD4SxH2FtGgkHpELLrigfc/N6tBIvCKEggm+S66rQmFXYC6b/96xQygzICgpBwXaZ4VkFJAPjAgeDSmDzXdvJAbCngzhKWVVux95s+l3ebDOKZosD5BZ2V9GJub7gGKSATTy0xKHDJMMNQKbbGQd2jtBAZOP2mHTCKEgm295y1s2GYskIHL9HjYKFMFDHFi5PEjqJmswD7XrESbLP/6effbZbZmkJyVzxJBQ0EnJDtmDMWopiMfbeNQWuwJzxdhNRlDED9lz0KP2TQZeB6H+yDudP2UAjGHPJY/AIDv33HPbhEYyDBaDEGtFLChrjDuEAihyTJwSN6gocXssTCCkgOtIp7iekjfBerBEdCBrAJNyHYHD6iGQuOoQAuxemWx0Qii43BAKSy4YmYmsQREUz7AkY6IQbHFBFgqFw4H57I2TXMY2HfIs8jrwNhLKCANl6zfWj/nNE2ouMxQIbEQEqaCwpBC2Z4ESlkrY/RkxjJZNwTIAi5u3QbmVwQY2xky8sAwqBCNGE68tr0vAomflkj28GzwV2kk94k3dhtUbQoFEIEDKRWby9lI4LHLyW13JY/2ENJCp0jczDlm/2oV3WD87GHPqu0uEQlmNrWxUDCzjTb3LY+6wfYAe5oHQR15NgdTS1/S6+vBEgM/0P11Lh/rs76oYJRQeNvYCEN/b72AAyodu8mAvBIBBRThkDwVYZsBcDVTgMbAHgjeBwMCSEAnWBoY/fLmK9R4D1/c8Jp7jeh4I37mPzUDWZv3vXjqdS4cl5LmEmvvzrFizNFDcgwDzXg0NVigUDg/IAwVrzjkYBlEqyEMsO5EBljp5Jli05rf1aoqKUnadeWqd39o8w8T7ccxfym2TikokA2WbOnGDUy6sOLKHoaI8NuzlhVI2viFAAaOH/CSPsvfABlTX+54S3gYsTWcjPWNMm2tj5dE3iBQvEi9K3sVkgyz5zbtsKTnt0keq2EfhurlDXyR1tnGHKEit3YOlblzTKTw09N+u7KXgfUCS0kdefEl3q4NxZ5UhS1M8GIgwcBboQ++oWhWjhGIZhgrYpIhLbxUYoP07J1zvnlPCIWQEVLr/7F65btk9DOp+YA/LUCgUNg+CjjUcmMPmZo8IusAcn5OSUp5elvBCDA2jHuTXsE7q08u1bUMfpI3VjycmOFVlJ49U+kj/IU5T+mZXoC+H+jxLIaC+nATDObkMaxOKQqFQOAwsMwJ2FesYV7uCodIpFKZQhKJQKBQKhcKBUYSiUCgUCoXCgVGEolAoFAqFwoFxPUIhpMnuzv4QCjq2MUNokRCUMchm2W+4OghEjQjNskGkj4vuYWf42972tms/HQx2+AqvGYPQ1D4dOAi56ZNyFQqFcQi3y476HkITbWi0c96mMPJG/hnRHzJQ2mthY5zcByIspuTANiCLonD2IZRbBJpoN+UXqSL81XeRjUJGRUyo1zCyYBvQrsojjNIGvTHIT5R3kYgWkC/EoW7qqS/V0Xsx5ryB0xgTuWGMkeH9Zl+6RMQL+E0khNBYEC24S+kG9Ik0EKJ59Il9PjZcisj0XaKSjGF5UvKeHON3XZ16PUIhsYp4VSRC6lQP1ejZPJW/IKGJyRT4Lb/LRTGV+a2/B/TXBf1nZUAmxHQTMkF/nRedeGnQGJbdO+i/k4dewwf9c2QRk8+iP19orJDYYOz+hcKpDspFenyh3T0oMTlhhIBfeeWVLVcF0uFc800cPINBMiXCX4im8NE5REYwPG5729u2MvegaIXOUkYSYJEPkiEJgSXD5JyglOXWQJDILvJ0m6BghYwKG1Qf6QF6aG+kQfKrZP+Uw0Ea8RAKykpeIPUWfpkQxDmCXhMCK824MFl6DxAHSdToLwaz0EopDPp3eexSlkypEiSWU19zSBgonSpEW3JJydWMY+MU8ci7PISMrkvcJ5c8fud3fqfFrsYz4cZyRWhckx4LNZEkwTCI5HQwOcQkYzVjhAIDcj1BIWTMvcXE5jodi/1Jqe07AxVLltgGcZEERhytTsaANYjrTNAxQiHJivJ5HsbteeLexYFrNJNcWT3HeQYVwaXekmdpZPkv8hzWEwEng5zrCUbnhFCwvnxnUoqxn4PAKxTmAh4IWfmGmfckPyJbgJKVe0bCpAh4czBWPSufLEAytm398qQQ0NIxDwkFOZN8G5JByeFDTvG0kkNkiuR8FJq/5N6m3+UxBEOIjNau5ByZ2IMOkGxMfUMokAZ1V0d10z93utOdmseW9avf5gpJFmONywxpfKq7sSi/CP2Vd3lQtOruu+RZ2hXQS8lMK7eIMSuPizwvkl4hvs5JynT6MZ6bdbEyofDSLWxUljSTnZVAMHifh7hr7FtsLkZKwY4RCoLCUojCY3sqY9LxPqigzJoSXulMz/Gbe1DeCAwiw3JxvveKGMAGsgQdY4QCKdEwsnu6NmSBm5FwkhrY4EA4kj0M0/Zc5eCtedKTntQmEiZHiJloyIa6SnbDaxJCYSBKNZsXrAyzjRYKpyq4T1k8Y+/ykNGWlSS5EsFOIZE1kuWZ9wg6owIoMt4M75TYNmEnI8gKxsqQUDAoLGOALJQhTJS2REqsQTLOkjJDSfKonL9tMPaUZ8rj+83f/M0nCQUDkdwkJykmdeI9IltZ+b3ndq5geMrcjMzSN0iQZR//6y+EVv9ZukKmLHdY9lbXXQKyoI+QC7rQCoSstfSZhF48hHQw4kunSiTn/6ltDWNYmVCw3vO2PQ82wU141gLFS6ma+LLdafwhoTD5TZx0gvUqbiMZLQ1K12LoJqnOBEocEUAodKIEKyroHr53nd9cOyQUyq389nmA58nFH2GGifqdMIiwMqE92yS35CH+2ktv1MkkkS4XofAdEIDKrO7uza2kLLwUyobMFAqFRRNkMgw6kIehomEokCeEuTT7ZIr5zO2OPPBkcjeb1+SGuYZsbAvkCoHMM0v4khF5uzKQfbIrAplhOYMMZITwsjJyeDeRIwKbEZLXSG8T9nFQosp0+eWXN6NtiJ5QMCazxCuTqOUbng3ylfdXXaND5ggkwdg0HmU+VWckkb7jmci+CUB2kS2ynUHLiN4V8MTQd/H6WQXwf7xsDPNAtkzLIgwARDlkeBWsTChs1kASFMCAonylujZZpJelSCl6BaFQxzwUBhw3EzeS862z8Q4QENLU6kCEgtKnzG2EofBDKCh+ih7DitDhWjRoxzwUOp4HhTeBt4JXQqpYHg7kyP8GCO8LhFC4j/+xOMLPJNP43guivp6nrs41sOKhwF6RLW6/JzzhCe36QqHwKaWKNNifxCIynykjistfXk9zynxmLFiz5gU1l5B2GwF5/aSvNp8tO9qnsC0oK/exOjGKLOXwfJKbrD1LB4iG8rPg1cXBIvR2ZXVmMTKy/O+6bb3LIyDbyfyQHUvalpz1VUgD9ISCTKR0eXG9LyJ7RrQBz4w+66+dExiEvGHxsquzcadPyXRklq4CBJJe29V3efA42TehnuaPZX5p3xE/epzeAnoXITQvD+1dHqBxTZIQCgXhDsHEDSgDhhK3jMFVRHlT2tZlsHFuvRQy4M1AJAyyvKBL4REJGx0xJZPOxHKe+5i4fjPhdDZh5H0APAauJXxYNn6z3NAjeyg8z2/qYknDZ/XgfjXoWQ2gwREWrNVzkB91RmhYSf73G0GhfFiegcZ68iybX5TLuqh2OI5Z8wqFg8Dc5R4H3oi8y8N35g2hTTGTNwS378wvHkaC37z1naXVuVi+FJANicCqs2ueclYnsobAZsSoG0OIwnVY/mVAMVDUK2+C3CbURXm0MXmojRGFPgLCXoMs5yJVKT+jixeG18ZncjNe7TnCshQClf7o9QdDs9dfjEfLHOqHQJLzvVU/Z9BpiF/q6W2qvGn0NT1Gh0ZX0aN0JJh3jGT9vSomCcUUhkoyA83Aw3b2gvNMtmB4nQmmo303xmz387zheZ7fT5AxZH1WGcZSz7rHWPmmzi8UCtcFoW1vRUC29HPK3B3OJfO2lx9zA9mFEAXKPyYneqwijzaJvjzKzjhaBucOy6/e+u+4gJc6OkH7IIh79evcMaareP0zv9Q3m4hXxdqE4qjBDcVrUCgUjjeGBOI44Dh6JY9jnQpHg9kRikKhUCgUCruHIhSFQqFQKBQOjCIUhUKhUCgUDoxRQmH3ar/D1YYb4V4f/vCHr/3m6GBDiFhmMdzKYfPLYUEIl93Y2VxTKBS2DxFloruEiDtkpM0cFVr5mte8pv1vw5jf7UJPON9cYW+IqI2Ei4pusTlcdJvQeqGYgU1vvk/OnLlCn4gCsPFUfUAIovQADv8H5LjQ+zlvzFQ22ZlFG8lvpH70XsahQ5ioLKbSA/gf5Efq+2+uMAaNq+QSETFpLPaQKym5NkTuSHfw/ve/v332LpNk2HQvEVl77acZJRRCnW5zm9ucvFiCkhve8IYtxjgYDpR+c9XYRqtVv5O7QX4I4UYaoycUw/N9HvtuiHwn1LUnFMvOhbHfC4XC4UKcPIXEkBBuKBzbHKWUhB4KbwN5ASSdQyhk0808niPkbxD+LsuiepFrFJQcO8IxJVPKy8DkdDjttNNajo05QwSeMEMKVfkpWGH5eb+KZFCRmTKdnn766ScjBuYI7S7kVTiotAdCZkUe6S/JrS688MIW2us3pFb6AqR2V97lIdOllAr6xCGM+aKLLmq/cRJcffXV7b0scij5rC2kUtCn5pYQ6J7kIvpJ1jaFSUIhdWqSl8g7ITMdQsFikDnL4NGwstfJ0WDS6wTs1fUqgtX5XdIagkGHJNGLe0pqJca1JyeShVx66aWt8BJOeR7W5HwxtJJOxWPime4haY7EN494xCNaY8gTIY7dBHWOhsKuTGBlNch5P5TJuQYN0qQB5dUwwMTAG0gmxpwFV6FwXCCh0t3vfveTYZeS41HAyAOYp6wsf83TVcLGtwVx/pQui1f+HTJO1kHy66Mf/Wj7TR4ecoqckfdm7oRCHp5E4CXlOKUb+XiXu9yleY7k75GnQWKsORMKEYVJPph3eQDlKweS+ukjOsSY8y4PXhekYxcgEWScAN6XQ7/pI6BXZa2VAwqh0E/e5YEkykFC9yPvPRjkEsoNQ4R7TBIKzFqjilOVKUtjKpxDAhMNja16sJTUEln537VcXzJfEgTceyrGCpEQBMtFDCTF4uo8ceJEIx0BF4sEMIQF0oJl+YsQmHwaxHeSp/Tv8vDXxJThC4GRBcz3yIZGQiS4dmSqkyRLmlupezW0F3+Z+PlNHWT/5B1BRuqdHIXC0UMqYwYJRCmZewRhQMbILsnAmDPRp3glE2KQSGZF3rH+pOuWMZggZ1wxgtSJrJw7oZDoSE4KCfwYnBQwBUNWMshucYtbtKRejDykiWyfM6EItDt9QK+Av/qOFwK5kPgQsWW0MqLV31IJcjtXaHfjDnFA8ugxmWVlfoZ4kpLlGawI0L36k+7UDvRnlrJcQzdmSWQMk4RCI3s4AiGzlgnsf+mr4wXwmlrrSwgFwqBAXpYFrpdlS7ZNFfM/jwB3EkKRtLk8H/3am0Q3yR3eEwrpasFAlvaUtwOh8Zu/CAWPCJjEmKQsaHHZYFUICNJgYp933nmtTIQVwfWSl7ykeU4s81hyQZgAcUkWvEKhcDQw7xAFcgR4IBgxFJjvKSzuZpZ+lhO2+S6PvcCay5IGo4WMYfBQROrKA6puZChvqzp61YDr5grtz1ts6UnqZstUlAtvNDmJXNATDDSG5DnnnNPkapTXHCH7Km+R8RU85SlPaeUfgl6RdVI/6isEa66INwEpotfoSUtT559/fltyC3pCEdgnY0wiT0hjn2Lc/9psCpOEwmQ1OLBMG3BCKCh73gKTGlGQehWhoICxU4OJEtf4Jg0Xnw7iceC1QEAQCgwWMMFVCAVWCAgFD4lnG+DWgbhoEIq8rMWzpebV8SwFE9uEtqkUofDXc5UTUdHgPBRe+mXwZ+KzILSFF38VCoWjA5ey/RNZ/mQZEXyWCRB8LzfyOxe1+WxpZJvv8tgL5AnPLEtR2mbLtwwx8i+Ewr4DdXQwfizxzHkZh2GlrOQi97h9bsiFJSoylQFqI1/qZB+eTX9zJRS8YN7lgfDRBfFIGG/DTZd+Z4Cy+HmT5v4uD+POMppVAEtu+sMqwiWXXHJyoyUMCYXxZ5zyzg/f5aFt/JZXvo9hlFBYMjBZWfI8ESY5VyTljEBQyiz7vKUMQ7XU4DzuIddodGtuvAIanmLGeBAPSykqCjZgIQYBxovtAhKDePhrKQIwYyTDuha3oaUM90d2eCUgAx/B4RXxbOthiIsG1GjytiMi3HM23BhUJj6YKLlOvZetGRUKhYOD2z/LHT0YEl5MCN6jY06at3OPIEB6yBreU15aColcYRwxWFj6PXlAPsi1OYMsRuq0PwsWyE5GpO96RQVk9Jxlp+gOhiVy5EDwWPbc/vEuBXQDkmuZjf5CCHkr5gweMBtoA3Xrlw/B6gNiFdDveaknA11baCdAhBH5tfdQ7AUTYWz90kvCkAhWhFeN9wJCYQ6TqRImwzzkY3DeFOvH4qbW+Fa9f6FQ2BwIs6n5PEcMZciuy5Wx8uuP4250MZij89SXoTxXz0tgZQGZXaec9jNmfqkvB4A+BysDY6S/x74IxRQ8+Md//Mfb5kubOrnGCoVCoVAobBaIhC0ByUNxELiXLQt7bUQ9VEJRKBQKhULh1EQRikKhUCgUCgdGEYpCoVAoFAoHxiihsHPX5guHEMx3vOMd1/6yPwhXEZIjFMXmlr0gJviwcqVLZrVLm7gKhVMRojnIGumPbZS2ZiuqQz4A8qffWCYOfllynTlAeYXAK78IFvvLHJIjCYUVXgmi3axNS8Q350RJYJOeaDp1Sl4gyN659JG+UUcZh7Ohb84QfSNrJugDuTOkd5dIEURKiIaQyRXUaxfe5TEGwRGSS9KJ/tpj4a99FsarCMvkd9EmCSnVt87ba0PxKKEQ9imhhcFjoF9xxRUnXwYD/eSG4echxMOKVRbGktSt4Lqxe0lQJY47WHb/sd/ynb/CQvtNKcvuVSgUNg+Z/OQwYHgIWReiJ0OmnDPyNkh+FwEu/l9ynrknm1NO2ReF4ZFBwtIlDBIyare88DthomL8hdpLOqTucwbSoPwyKeZdHqICRPSdeeaZjTyICpCki+6Q+0ed5wq6QJ6Myy67rKUVAOG78hFJKyB1gPoIlZWGgP7apXd5jAFRotPpc/NK7hOEFrGVTVPor3QMyKN6hlSBxJXG6jJMEgo5KMCNJbNgOWDVfhNLbVJoVLHWGl4+COxFw3vLHohndR+EAvs5ceJEu9Z1JpB7SXKFZOgo+Sw8S2IRhAJDco5Ybsm0erYr8ZRoEpUXW6vjseZk5BRTbLDI1oagSMRlQLiXDHyH+RbTQqGwf1C2UhuD0HNZMsX8C0E3rykx8oN8MdfN+bkTClZekvxJ/kRekk28FYQ2WSoZFMVMscl7gIDMWVHJGRSD0Ls8yGTy3gujLr/88iafyXFym6Uv10ZyA80RdAIdQh+EUBhn6iDTM0LLwy2fhu+dJ2Hi3PNPTMH8kYRS/ZB3OZ28M8uc4xWUi4MXRk4R+lVCyh7yWOwrDwUljgRQvga5iaDx3UzWSBPhzne+c7MeJLlSIMwFy/E3gygvJ3EvKXWRD4LCJJOim1LnRiFMvJzFy0gkn8KUVFSHWv5wvkxyyZYJOlX53MOE1UAEjwHOOtBwXG+u00jIzbd8y7e0xvScOadNLRROJZAnZIv8NeSH7IVersXSJTvuete7Ni8jGUF5mb9zJxTkmGy+jtvf/vbNG8FQIqy9NsD/yS5JxjHYbn3rW1/HIpwbuP1lFSbv1YsXOx7fO9zhDtcx+MjaCy644MDL5UcN5bfUFkIBCJ9+SRJEvyO3lCyrXV8iwbuWFsF4Q9bBdgbGvT6kyxnjdCpdH++S8xHgJPnSVsbvsuXGSUJhHwWWTTFzkVh7OeOMM1oGTI3KVUcAsPq5TrC4IaEw+EIoLHlgeBgu9ir7JUIg85176rzkCJeuG9GQrx+RAdd6Z32g8km1bU3PM714h4dD+bgZDWblJ4x4ULgfQZpfzywUCvMAA4IFjCwwJKSqRiBYQ6xhlqS3EH/f931fkxkE/JyVL0sWcWD5cZ97s6OXgkXBeikYg4w8ZFDxopJ3wwyNcwJjTNZSspo3ORkVIYRCf5Hv/uch5oHuicYc0RMK+oZXnqcIafLuqsBSHMOV3uJ9GVrwc4exhzCAcZb3xiCK8kYFdDai4VzzTXKsYF/v8kAosuSBjXlFLe9AmIx1MwregKHMFY4S19g6RmPrEIOpJxTWCH3Geih8nWdQIiM28WBN3DLSmhIwWDz3mfMQgz6HOEKRDlUGk5bLRmU9m3dEum4eCm4ra0W8IiY4QWWdrFAobB+IAeXL4rNOj/wjEeQBBWWem7uWQa3jkjUU9CobvLcF8kg9WLipkyPpnRk+LOHUw/+I0pzhjakMTeUnv/uUzSEUXndgWUq9ESbLz/FizBU9oVB2Bmd0Tl5vbumNgt2Vd3mMgS7nYQDEkI7VT9Jrx9j22ZLiob7Lw+TuB4tNGxS0HcqWIyhuk51bT+NaalAom6sob0TCdzqAgsdw/IYEYH02WNnogkiYUNguLwKrA/tzICsmmfM8EyHoma7BaoMJ8GZYo8QmXev5yZWvLt45ooEwa+ViEShPoVDYPsxrBJ+wY0xYHmWAIA7ms/na73li/TNM5gxGF7mj/OpEAdnESGH5jhcWWfL2ZcqZ+3nury9XB33kyPsdAuXXj6x7uoKcVc9+M/9cIarDUjmE2DkYquoDPO885D5bYqf3EKxdglUGRjoPEseA/tFvdGVeQWFe0ffIA68ZnWy/I+RdHjl3DKOEYhk0KNYSePBwLcnAmnpoNnQM7wOuG343dt4yuIeKB8qXZ4Lf5s6YC4VTESxf8zcwT323y/N1KG/8z9Dp4ZworrlDOXv5OoVhX+4S6IuhzkFo00f6j0G6i+PSSsDLXvay9v+YvrXakPGpvryH6Uf7fCyBLMPahKJQKBQKhcLuwVIOb/+6QJ5ct1cUUhGKQqFQKBQKB0YRikKhUCgUCgdGEYpCoVAoFAoHxiihEJ5lh6vDjs+5Jyfp8Vu/9Vtt57RNQfuFaBYbUA4TQmWTQbRQKBQKheOGUUIh7PKSSy5p2bKEmdzsZjdr4TTBKrtbp84Z+3743bL7+23Z+V7kcu655+75/o5l90CixMH3GLvHGKaeJW+H/B7B1HmFQqFQKOwiJgnF13/917dwETHhN7rRjVriDxa2RFHSkvJeyBUh6UUOng3hotJa3+1ud2sJMqTpFIoiLlkyDVk1ZdB0niQockzIICfJBq+CvBFiXcVmSzDSQ1IbBEdGOXHBwlrEEMuHL57Ws3pCIdOnWFtlztvwvNhGunDfCZ8RNiNxjhTjznWNe3vrGsjhLu/GPe95z5YpTbkRDrHIzpfKVD3UUZtJFyxOWxIRcdvaQGIvZUYo7LKVJc956igeWK4OZdJmT3ziE5fG+RYKhUKhMEdMEopb3vKWLTOmLJmUoaQsrHa59BGDm9/85k1pSiglVa603BJLSTrjhVy+l5iGkvQujdNOO23xyEc+si1HICiyWFLi0u1S0GeddVYjLDe5yU0W3//9398S3QzfOCobG68JhS/phixm7uv6hzzkIU1BS8yBUIgT9nIeCt1LbLwNT/ZPbypEeCTmksXNOwE8WwY4ibgk8ZDRzm9ij730hndB+nH38PY8eerPO++89l4SxEAacUlpJM7yO++OZyAY2g5hkM8foZDoxUtZZCZzb8RF8i4Jv2TRQ6gq6VahUCgUdg2ThIKSQx5ufOMbt7/gL0udEkUKeBSkmEUuovwpVdciAPYNOA/xoPjtTZDCG2nwemIK+sSJE82Cp4S9cAUBQE4ofilR+2UAn71w5vTTT2/n8Wp8+qd/ekuRyvPBe+E7hELGzosuuqi934P17z0AiMgNb3jDVgbJS5Rfxjr18RyffR9CwXtwgxvcoJEFvyNAiAxCwbMCSAiCwBvBS8LbgoxJFaxc3kkAsoEiFFK35o2qt7rVrVpWOZ4Xr9C9xS1u0doCeSsUCoVCYZcwSSgQA+CNuOlNb9o2ZiIOLHjZthAFywf2V3D9+9+Sg6UQZMCeC8sCd7zjHZuCRCi8CAe5cD/5wHkcpKflmZCeGwGRZte9KPQ+zSdlf+WVV7aXmHiG5/MaICeWM3g1vOQkHgpvKEV+KHzLIDwYSMzZZ5/dvBPSdiMh8Y5YvlEGqcBDKORv9wZAyxC8EQgAwoJQWMIBKccRCvdEdrx75IorrmiEwv0QDK8q1g4IBVLkns7jAXIv3gwvRbJ8oz6HvSG0UCgUCoWjxiihQCae9KQntf9lxrJ0QPFz/VOW8phThhQvD0MO1r430rmexU2ZUuLe+cH1bz+CpQ57MLye+C1veUtT6oiF51li8MIVz/DKYssmPZAAz/UsiljKb+TC6455GRATrwK2BOOZSBBPgOUGb0W1XwIJcb5neEOpvOZIhOUH+yoof/XwIjOwFGLZhqdDGd1D+lFtAfaDIBz2USgzEoNgWbpAnixl+N5SDUJkmcb9tAfS4tmWSbSJesmdbj9GoVAoFAq7hFFCMYUsC6wC562Sy905w9zwWXoYA4/F8Hy5x6c2Mrr/sMzOXSef/lhu9zG477Dc7jksm8/D77IEUygUCoXCLmItQlEoFAqFQqEwhiIUhUKhUCgUDowiFIVCoVAoFA6MIhSFQqFQKBQOjFFCIbJB5EFgY6FwTe/J2CREacgZsQx+n3rXiIiTPgX3UUBkiRDVn/zJn5zcSDqERFeiXcBGV3koJLw6DLhf7r0XlPfFL35xy7MhR0dffqG7QmlBllRjQBbRV73qVe07kFPDOSJj3v3ud1/7baEwDZFPZMmb3/zm623atjHaPJKI7o//+I/bdxLACckWAZbPxt1cYL6JZDN/3vSmN11nDomQ+4mf+ImWPM8h5FymXPUTYWajtzYQeebcuUCZzGt1kgpgCPLluc99bgvzV39l10fJRWTDuSR9fpsD5AiSUFH6gPSPJIzGoei8dfCGN7yhyftNQjuKeBS5qM1f+tKXtoPO0NbSDEgomfxFf/qnf7q4+uqrF9dcc02LhJQokZ5aB6vo3jGMEor73ve+LadCIhtkmJQQSo6HYNlgGftt1e8Cvz35yU9ukzAYO18YpvDToD9H+Gef02GvMkz9D2PXQlJ+m0C9MFl2vUH54Q9/uP0vRFQqbuGrPaaeB2O/5Tv3Ea7bY+pehJ2JJhxXAq+8r0U99L9QYfC/qBhCUaIz4wG0uxBhA10I7DBypVDogSTILWNOCz0fhoXLxyKMWq4Wv3/84x9v+V4kz5OnxfUPetCDrhfltU14PYAwdQJbwjpzKiDYJQOUt0c4uBB2yf3Md5mAkSNkXjj5nCDnjtcNMCzvcpe7XCdzr0g0Ie7qac6rNxmiz9RfQkGvNCBT5gB9oN3JLnmBkDmKmIxkyEk++Bu/8RvXnr035B2SQ2iZfD5sKK8xgxxIS/D0pz+9jSlpGJAiqRYQDONQ/5DJ5pIszNIrkOcyUuubMYzVRVZs7bNuPScJhU6Ios77NRAK7/agaAweHYRxy8WgoU1677uQh0GabZ/9/m3f9m0ts+UTnvCEJgwkfZIwy3Oc31sq2K6EWPe///1bAxE+OlyDuIeB3FdSdk0Mn9VvYsr3YPKypuV6kI6bl8LkkFhKoivWNOWpI7x3Q44Kh/KYGHJM+B9ZQaq868Ozpdgm1OTQyHPktCAUdJxzJaciDF1PYPoOMSIY1QuBeP7zn98Gw0c/+tHWhtpSPg0DhkB1L+XqU4+DyaAtTWR1pcDVQ1nUTX8hNjJ1GmCf/OQnW/pv95f0qyc82lwfq4/J73/PBW2qv8cIhayjftOvIRSgbbDnQmEKPIaseULPnDLXesjXYsya3+auc8kVc1vGWcnreM7mhPe85z2Ld77zne1/81NOmiHMFRlwWcMsf/KAIjCfyMn9WIJHCbKDLOAVonh7z7TkhPoE1Jvsueqqq5pHW4I/spCRNZcQeAYWA4jeoWu0PWWc7M/6gYIOYuDJbEzmDz0Y6u6VEmSqa4detqOAvuD9QrBlazYHeIU9my7jMeG1M2eQBrmayGvjDiGkg5CD/oWXdAE9J9+S/kIieziXzqKHjeledyzDJKHQ+B6mYF785eEIBUbKlSKLpAdyXWJ5XCwqLcsmBU5YPOABD2h/KWtEhEKl/J3D1a4RJJjCIgPPVRmD2XkIhTTXPA0UuReB9S59LlLK0l/nKVeeI621snIF6Qgkg9JzXw0s6RQXLJLBZYd5Up4GEZeeNNtc/H73PhKsj9cDkTCBlEdSLtdpA2VWVx3PEvEdAYJgUNyupYQRNB2I0Mjy6TokwUAxAFyrDBJg9UDI8q4Pit2EJoSRExPZ/9pZki8TSOIxg94kMQl6t5cyGoCAUJhonp2BZtKNEQp9g9SwsJQzhIJVkjTjhcIyMECMqbe+9a3XfvMpK0lit3jqyBZj2ngz/5Bcf8057ljjcU6IbCILhmAEIfaAVCER5s3rX//61hbkEsWwCeW0CnhPJfpj0En213uEyGNyFSgvMo481jfqYnmUbEcGf/M3f7OdNweQb17FoM0Zs/F8MzTJ7ID+kMSQMakODLs+PxFCQTY6jwyW8fkogQzoB3JdeZAF2ap9x3gFr4iQINKcoaeiN1yr/5SVrmU0BuYPPUEf6ke6o59T5t2jH/3ok7pDu62CSUKBeSuYdSeKlQWKUPiegsTekAEPMqhUmJLmfQDCwCDD9Pweqx1hoNDDejUEl3lAiREeoOGw5YsvvrgxQvfQida/gp5QJLvnM5/5zLamhFkhItySXubleoyaB8WgN7AgabkpfR1lAqmXiWMgagfXYnImDWuDQgb3C6HACGXRdH/tg8RgwpQ6EBgEJ1KgLd0n68EGKaZMKPHSIFmu74FQxE3Ms8FlKqW5siFv2gZBUl7P4rbM0grPBY9REEsCEAqEipBDEL1B1UCbIhSEIrendg+h0Gf6ulCYAsHMC2dsGmfGZy+sCTVzCGTnzdgFZB4hJjsQZW72ucD8J7jHvCcIuncbDfd5+Z5FzwgjF8lK1v8cYN4zdHhAWev9Mg5DKEs0ZI0+DPQt2cezyljSh5vebzCEsZYxpw/Id0sB9Apc8/8bnNFZQPkaY87nZSHXe/2EUGRfCc8BGXyUIGsZfupAL6UsjEnjyvfGkrLyUjOkozec73+6xH28/iEgzy2fuFZdefJ5zANyPgaouUanroJJQoE181CwWrG1EArKl3Ki9CgeDarRdQRFrzNY3N6RQdERBFxiBqe1UATFOSm8SvUdxvVPsaowZoRJGgRIAeuFFYyFBT2hoPyBVwShMHAoQdaDCa9cJoHvkZ+4J9WJlY9Q8FpgdiEUiIdlCOXRwO5nHZenwfmUdwgFtqrTeGgoZAISATBB1d9SB0seodAO7qNN3dtAVQflNEimCEU6mfLmIci7UjxTH/FeWIZRB8rehDFoCAaDLXCNdoUQCt6UMGACf4pQAOvSS9xieSkXslUoTMH8oDiNTfOHnDHWP/GJT7TfCUSp8ymhnlyY75Y8zWNz1X3MyTmAFW7OmM/kARml3GQNxGIc7i8yf8ghc44RMqd9B+Y9WYHsIQ8sYfKFzGcAxWvBGxGjDBhO5DV5jyiRn73xtw3oH+NKvzAaGV28zrxExqG/8VYAPUbnkY/0Hl2lrgxmIKeREePWbwwz49e9jgKeTU6T6/be8Q6T5/QSD4L+8b3nM255zhmqyLi9F/qKEWtOMVYD8pxRyEGgzuabZ+lf55Pz9Krz8nbsjIFlGCUUBpSOMLlNegyGdcsK1RkqiCyY5NirRjaBnIcMcN+z0C0NqAhigE35TuMrYDqIZd0veSAXFC2mawnDRLUG5n8siqu9n5wUv4Hsr2UK0NiUs8bl5kFe/GYAWL4xgEzkrOGaFAaPciizRrRuqy6EA2WsHRz2c2Co7sVrgqHrOG2gwXWq7ylzHgDtouO5o7SDzqOwta3rfK9tTD4sMpvOPNdE6MGLQdEDcsFNirAog3rx/mgb5UQQeIGUwTOUwX0DfYWwGCDainBQb98ZjNqcwAMky321p53fgd/D7hG9o2brhd0GBWWcG49cyYg4cmCuGI+Em3nFsu2tYvst7BUyBhESMiPEetvggaSAKCoHmcJCt98DyIoQ84BC8B2lRR6SdWQmeTAHkP1kEtnBE0oZMwzJWEAY9B85EzlOwZJX+ojxpz76OaRwWzDmKEZlpUOMI9a8ZXHf0UXKHpDPlrHVnb7h1bAkQC67F4VOxqs/neg7bXSUfYf08F7RDwxJZTMHKH+ERlm0tbKR4cgcnWAeIe5ANvdL0s5DIqLDLP0gJZwE/pLz6UPP169IBn28DKOEYi9QTBpyCAORxcoLQOHZMxDoNMxnFRAuvfID3+1no4+GCDSiYz/wbGUICIX+3sFUOX03Vn/n9wN6P1CWniG7Z/rHM6fuz4vEtXlQEDgUwX76p3DqwXjs51IP43Zo7TFKcr4x5vOqsmSOUBd1CBgyvBtzwjK5AeRz34fkarwywKLey5rdJIyboc4ak8kIBaXqtzH5Dq4ZjtGjBO85gzAYllu9fNdD2aPr9JMlKHstAr/ZboDwLavLUA/vhX0RiikoOLcdFoWhUzSF+cJg6Xc47xe8GWHChUKhsKugYHmzxwzmbYFetY9hv6QTebUFoIf68Xjv18CewqESikKhUCgUCqcmilAUCoVCoVA4MIpQFAqFQqFQODBGCYUIhFWyt9l5KoJC5MdB90sI49zPRhc7iu3itXs3GeuGsDPVZpv9QmRFdjMXCoX9g7zwHgvh0sNNb+a/CAkbhRNKLrLAfqysH8v1IDpim7BZMVEmNscJjbTBmZywQbqHjYmiyiT+s2kxIX/WtNXX+rgwxG1vYLTOnggy6+siBUTPycg4xC/90i+1MFeHSB2yX7i/SAFQR1lDhxseDxvaTlh89gHIsppIFHVQH6H6wo1BHUWzGUPGHh2X1wisCnk4DqJLjhraos+wLGLP/gv6cZ3+oEsFV6yLUUIhn4COWgaFS0pQndSHBw0Lvqwi+U0+Clm5YK+K97/L/2CCijHOhID+HGGRPSEYu//wu/6z0Mw+6cfY9YVCYTkIcWHJCIMw6+FGMWF4drNTTsL0JI8Tvug8vyWkfN2d54cJYZ5yYeR9OXbgk0FkhHA+SjYgJ9RHuJ7yCxsXhihkVKg6UpUcP9uE3f9SAaQc8k5IuYwg6K9hNkh1F/qO6NmMTWHZ4Kf+QhnJW6TxqCHXD2MSkBghxcoACJzQSrpBYihkTnilDZeCBpQZiRMC2qct2AvGLRI1Rx2AdEv6dtvb3rZ9Vmf9J3+QkNmpjfNjdREiyshft55LCYXJI4GMCaSjkqtBh+gISTOSwERlsFmd6FzJNkCCFPHJ7hGmGMijIDeFUFPpThEKE9L5D37wg6/30haMyX0MduUzic8555xGbAwuz8KWTWCx3crFmhA3LaRVXgZldz2hpi46IHkiEBLhN/IruN59DTqx5eKMxfwKv/Gbc6bCigqFwvVhLkr3i9wT6MlsG4iLH3uXB08oBUxpUcLbhDLIiyHGH8iwZMGkxPqsi+oiBJElTDbKsyH/DSXIo0FeifFf5+VUhw1WPiKh3CEUrPBkMib/+zcMU9zScpP7rFieAPJVngNyPBl4l4WcHhY8J1Y0jwjdk9w9+ofi1+7GEd0lr4TystrlXvA/otfnPKGDvHpAXdxL//YwHh30ljGs/eYCCSelapCwCuQNSrgpL32fD0U/6lv6Ty4K47IHQqF96UqZsp2/CpYSCoPqwgsvbLnaWQkyZ5pMmKk4Y14FA0tmLuTDX+4wylcyKNk2nYNIcMNIhtV3gMlmUHpvhfTa/oqNNUg0hk7T6YFEJEiE+8n6ZSL6y3uATWkEg8Mkxc7Uw6AyANwbCeJe9DpbyZq4uyQxsWyiHhisVN1Ig+tl0nSOxDvqhVgQbhKdYH5DglQoFKZhLjMUkAVyZZV3eSDuLHvWFQuUTKIgDjvcbVUop/lPOfUgU8iifokAkZDyXwJASYKQIkYM2SihEve8ZETkmLpuSzmpE4Ns6Ckh+5C8PlxRPS+99NKW6IrSJhN9x3PknRiUGmJlGSik5ChA8dMViAsPC6VoXJDxlB8DlUJkQPJyGT/GEUhAyMviWt9LTBVYznAt8oco0gm9DqJL6D/LJ/Rd0nDPAfrR+KKbwMoBTxIgVAzhwPxB7uk9+l0/93OKLkWseAXp7TgI9sKehIKrREEpVJPAzSlpMEFCKKxrSvkcd6ROsFaFKGCOmA7Gl30SPAEqHgHC5YZ0EDQ53yBJwg6VveSSS9rE9DtCgAhwNyI3IRQSamUNyQRVdoPAuQQWQeV6ZebS81xlRkokZ8JYk+wp14dQYO7q4FCvub0lsFCYMxgPFLE5LxMt2dILa0ItS6eUVb+Gy5BB9s1Rho218W1hSChYsTLyMoJ68IoyWMgugjmJhEC9ydMYMhRyT7A2jSGh4HFA/IbLHbyy5C3QD948TEYCBU1p8WggjvrwqPYbUIKyAyMPDE1l5/FinZPVSI/yKZvfyXRyHxi/5D5dRNHSCYHyGmNkP91Dv2Q/D9Alm3yXx7roCQVvP50IluZSfzAmGfvaT12N535Z33XZJ8QTc6B3efSEArvTKdiqCcBiSJpmHdF7KAwu7qSwGgLEoCJAMHBsqWfhOgu7tFZ6+9vfvm0ccS8pRnk5CJFe4IREGLhcdEjMkFCovDJqKM8zUeKhMFB4GAwU52LRnqcuIRQGXvKlY99crAiFyW6JhyDkyvRitD7zWKFQWA4WHxKBwDNKyAZzOVkjGRGUAaHekwtLJFLi8wjyHm77XR49oVAmqbdZcOSe+lgm9X+saOc7j/wiV8DGdzJsLu/y6AmFdwSxXilb9aB4eSnIcYqJHlAPBhYvcmAZx/6JTbzLgweZl8FYQjTt++Dup0x5iRij6qQ/tDvS53zeCX1FJ4AxifwExp7+9A4W40w/ewb9Bq6jG93XWObJMH7pkDmgJxTKj6zqP0t1feZq5fWOGX1Mf5pv6qne9D39SP8ikJZ/kGVtHgfAFEYJhQGOedlg42YeQAB4j4YGx0IdGKKJoZEVSgfqAIf1QeTBC7s0vDz3wzzglLt7GJT+agzPptidP2R/hI3f3B/p0SiYvcHOfehdFiaAAaJ89lu4p5dxISjIiLK4h8mDGCi7RtOQXF/Jl+56v7k3r4dBqmyEINer392vUCisBkrIvGUxmoNkB4FGQZEVSH/eQWAjWUCwOTfznbFCiWwLCA5iA4wOL+ijtBwsOVEd3qUDvKDklTpTwKAdrGeTr4wphhnP6zbd54w5yxhkPZnP0k+deJrJcX/1gfdgWE5Qp3hpKViEkCxlSKoPY7TfrH/Y0K7IWqAsvFdAmSqfttVHxpflmOiPeF78xkAO6DdeJfLdWGRIewbrnnFLl6gnPWIvjO/omaN8l8c60N4hecpm2R6p0B/qFuhHJEI/mm+8SoiH/vaXLtV2Dkt0+pUHaK+lj1FCsRd0DjYzBpNFgXr4rEBjULGw9mDZ+Z6dZZBlcI7JMYTrDf69MHW9792jUCjsD+ZQ73ns4fuhbGEdZs651uexuTlXkGW9jFMXxkzAk8H62yWQoX0fkOOs/4DVfpRkAnhDWN5T0M5juih94X/Kt1e0/s+7PNRpDOo9pf/miDGdpW5ZgltWl3XruS9CUSgUCoXCNoGo2SA5JA2rgnfMJv8eFCzrfIrwHhcgVdpuijTtF0UoCoVCoVAoHBhFKAqFQqFQKBwYRSgKhUKhUCgcGKOEwk5OIUAOO2CFxhwEdjrbxCPiwrEXJCgRw30YsIFraoMnCJHqdwqvA+tP1uCst9nMM7WBRaipKJLDgI1PU5tK7a7u281GHBuX5rQeKFJHDLkY51U2bWlX4/EXfuEXTo5JSdaMkWwK03/CheUQEQ2gvuoulCzXONzHeqsQ4+O+RjoHCJ8UDvnCF76wRTMENiEm4qGH+WO3ucRIyXUgMkzkhOgt0IfbfJeHeiifeokIC9QpcftDGKciJGy8tHYtAk6bkB9+E4a4zXd5CH8Xskp+KI/DPCL7Ja0ag3okEkcooWiJ1N9vUl5nfh4VIt+MG9EYcpP463vzW9Iq9UqCLbJERk1jik4QFZIsp6tCmG+/iXMT0I7CNo0xekQdRDVqZ3Wlw4ynzAtyVQJH+ZhsyDSX8o6TVSGCUQqIdTFKKCRuEhJj0ugkYTR9etjhQNlr4CRPhZAxoaKB68buJdVn/4KTZfcf+y3f+Su8p9993J/vf+FfiTFedq8e+c5A1j4Gp93CwsCC/joZx5CKIdZ9Hghl7RP+9L8J6yGQ850BJ/yrJzpj9w+Gv/Wfx65b9vvU+WLTCVfCygQJxs4H2feQB9lPjR9jEqEQJ08ACteS/8RGKuF68pL4n7CWyIygEy7mENYMxpdJWDhamFvaWn/ZUY7MyfciFE3o9RBi34X9PfvZz27nUN5C/7wXQgy98SJklJDcBihOEQBJGy5c0Lgl1IUTquMYkOEzzjijjVUKTFhm5oHwRemPtwUhsGQEkk1Wks/Kq54Ig7nVE6cAQT/99NNb/clAG/yEWlJq7qWNjhpelSCcVc4LIZ50Bl1jbssnRI9RtHmXh7FkbBmXykzx7sK7PBA+uZCkMJBLw3xSN3VE4swV8k2yLnUS1mt8SjxJZtID8rhMEfGxupiL+nHdek4SCkwPTBaNzstg8CuYzywFE1s+B3G5clQQ4phU2JDOpAx0sgQn4rUlHDExCX0x5eJjKQYMXbKaZLE0OMRlS1vr/hRJXzkK2qR0D3kjDBjJY8S0K58U3Aacd30gR6x6jUzxa2TCCXNzf3VUP7+5n5ThOsY7QbSFOmOGz3nOc5rg8J0JpczKIOnV+eef3xJiqZuENcpAaBKgY4QC01Uv58lxgZQ8/elPb2WQf13YFUtIDgzfGRzi9GUSFcOurU0m7eUeSIb6aV/lE7uPSIRQaH+pZ50/fEmMgXPllVe239wDu1dPApNCJhyUQTvzBsgBoDye5TkGn1hnExt4BpTJ+eqvLcUyuz+FT5CKj9b+vF8mqTL3ZAi0uftqG4QimQj1l89Iif72vMAYQICF5an7mDVhHFNMmxQKpyIQAX1nPCF3BKJxY4yZd0MY1+Yhq5hyNqbNPfPLdTwVw2yUmwSZwbsA5oFEd4S15HfmMrk1hPFH4EvLjVCY9/I9mFPuRTZsM0GeOUhGk+XkorlE/qSdyQV90sP8IbdlLjaHJLJKAsBNvstDGXgZ5NDIOzfk/6BbEAzy0vf0i4gO+SeMReMq7/Igv3iIAn2M1BqL5JX69CCropN4P8iiowajikcPeaBj6EU6g6fX/IhukUeJbL7zne/cyDsiKEmX/+lP4y4wbulu2T7J9qGBRaZrX3KZ/nT+KpgkFBqfcpXowo01tFSdlJFOTHY4CakIAEmfsF1KN2+ao2wNNBONcsDMXUNZqojBTGlSXK4jaExA92RtSm7FqnQtAdO7YAwCjJp3gVLRYBQcFxgXFyZnApvIJj8GZ/ISap6TLJrimJXDeZYLTCS/GYRYN+8GoqNOJozGdQ/PNpApSB2H0fPiGMSsKQTHBKWQh4SCglUfxIU1gLhQspSw67w22DMJUe1EOWKfmDGW7RkmBeLifAOFJaheqaM+ROwoVcRHEhPWkcEoRXpv5ek7yl+5JAXTR65joRig+kEbaVuKmGA3sTBeBAcRICgNTG1gnBgT+sR5BI420bf6RV1N6AhlCoN3R+Y23wWerf6AQBiLSJG2RjSMN1nh+nFBwKkrAeKte8aScx0JEVN3/d17rgpHAwKXVWgc+F//ILd9dsJAf0uZTCASooSYMW7M5V0MhKjrEZVtAUFnBZo35gDCgBgbaz2Un3I2nygg8og1TI4Q/r5XT3PZvNwWwdUvCP9tbnObNm/IoWS4JAN7b4O5IzmU+e2dF8pM3uoj5IMR6SCj9NVRgT4iQ3viQp7yqCBoMi/zmPBG6J+MHzDvySHX+p7sC8go9UJELM+St4hHYBwjLWQyeaRPjxIMR8+hAxElc4MsVHdLN+SaeoO54hxyFBAJ8lWdyFXp4QP35eV1D31JZvouQCiMcboEsRompZzCJKGgDLAgBafcTSIurljVBLJG91CdSEAgCj2hoFBDKCh+yi6pr1nemCzFYjCaZFG61sLz2llKDlxrAgYIBQsdDHrPpEAMHuWj6KPwDSBuxWTetD7kmcpg4IdxgwlighEUyuT7uNR9zkST3tvEcX/1QcAoRfU0OdVN21GmQ0JhcCAIgecRTkm9q/MNeIQi65JIF0tCeQggHY1Je45zkRKEQnuD1/QiS4iBfrn5zW/e2sVhkPXLM56tj8H6nDK7zro1wodEAe8LS1N7p6ye7f6Eh8x4rBlKwXMQPONFWys78EyEUBCi2jbkxsTuvSf6NBkHTSJuSmPOtZ6vr0y2PmOpSaGMPBUmjGfoE4fyB8rdt0Hh8EHpGzvGQfZAwBih0Jf6y1x0LqKYtW9ASBEOysxYiIzZNCgySoqlSGAzZoxb3kWesX6eE8IENRe1+WQsuwYoKQZW3uVBaNu3sGkohzL5y1NJ9iM78VCz4Mm5QB3Mc95B3t9+34h5TP4i7ixnBIsyOwqQN+4fy5nyZ8hof3Xp3+WhfXf1XR6MVXoQ+YmhCQxRbay/1AGQU33lfKCz/W/Muo8VgoCc1F7mqLrSX0f2Lg+FzIDSeKxQnaNABDXBbEJxk3gY5UZpWGYweVjLOsPA6wlF2LqlCEoBW6fAPM9AZc2roE6j4JAWz9eY7tFvDkUoDHZ4xjOe0RqS5coK92xkQwNhZRS4e/vOALRcERe/ulAszlMeCkvdkBrLOH5HmjQoQkHBGogUJeUXQqE+FD0lbqC5zjMIwiGhMECxyCzTcK8hcASl8pmQ2gChCEEgxEIotIP6EmSeo72RN4QCOdCGhBXlTpAhZRi7dlBHyxk9s3cNgmQiGrC5jmfDwFVXA5DAU091JFCAYua9CKFQRhNSm2hLgtbgpACUy71CKPSP52g39dDfvfvXGED6QNvEDWssIo/IoPHGM4LUuAciRUCoH2GufdXZEXKqjfX3UQm7wqeATJhj9kJof4ILekJhXBk/BD/ri7fJ2DGu4nlyvfnAg2geIB0RrJuEspJz5oq5azzxApIJ5oT3+/C2GYeEOG+d3xzmOzkVQsHYMba3/S4Piph8MifML/Uj68xb9TWnvb+DzDKnnJ86nXvuuSflEyD86qE+m3yXB3nIY65NjTPfkZP0jLFEd5AVZLXrED3jCeiLfvmNTEBseT95Hyha94uscB1PrfsiKp5t/Gqro4BnIz+eYWyplzFE/5H5ZD9ZrG+k0FZPRhYZafyRqeYW+YhABMprTJpLDG6y0rPoaeeT2XQgmU0/IRcZA8swSigI77xRFEwEShIZwAodKqKShDfXEqGuMCqiAbiKWM9Ih6UTHcLrwDrWUZQ/IkHx2WugwpSNe/nNs1xL8ehUhIPCCwx+ygM0KHaNBOV860MaHhlgRSir5yiv51rSoLBBA/KsWMagDE0aytOAZWnzDiAvCIXOUjfKm9AgMD3H5PG/AZrrCD8WOQHkeT20hXI6TD4d5f7KZxJrRxMza1tIjsGrk5XR2h6l6DnakIAl1JTNPQwCg969lA9J0a4OHogensMi1F/uFUGiTNocMfLZgMWGkRmCAzwfoeTRQXCcz/WmLbWVuml7/eqwfIKImcQUhbVB99UOBFmUDiADyuSe2jGbKiGEShnVR5sTHCY8gkhAGoe+99fhfPenmNy3f1bhcIGMIgi8dGl/cxyMXaQWjCcWsb5g7RkfBLVxnvnuf8I0Cp08yfLVJqHc3OHmnfooCyEMZF+UFFk0nGNkagiSepmfxqk5YG5RFIT7pqH85rz5YM5yn5vPykOWmPvkI3nfkwcgS/wG5iEdQAGRgbl+bEPnYYGs14aIGWM34wzZMa7UhywkF40vxgc5EzkGluN8H9BTjC/X0XNICsOHzogsVDf3pnR9R5bFa3EU4PGmj7QtI1e78vrxZCM+yqo89Iz+iJ7WPwgrMOLoqMBcQiLIZO3BeKMnkC5/GeDRJdEJ7r9XtMgooVgGDUhRBSpAePRwjgKMQaPA8D6g04ffjZ23DO7Rsyjlo1wC1oPvxu6rIftz1aGvB4VvgPX3D9wzdXONe+2F4f3BvfdSdHmOvxFoPabaS93GfkMobBAbq1fgOm22KpQr5QTXjpUVpsqlTZG5rBEug3ZcVv4elmyyxFOYF4yF4TihdDMn9LHPxsauwlxQh4Dlt+39PGR4L3e0L1m5Ksi7WPFgj0E8gkcFRs0yV7z6DOVwL+P9H+9moA4UsXE2lM2BtpmSZUcBXt/eI+fZ/fj3/1D29bpFOzCm+v0efkP29dGyukzpkimsTShOZdikyGo+buAlGHpQ5gJWXXbWHwZMHh63KWFRKBR2A+Zwvy9lXfBS2FDeg4Jlna9jPB01EAIedJ6j/QBhsszfA6nSdoctB4tQFAqFQqFQODCKUBQKhUKhUDgwilAUCoVCoVA4MEYJhTV1YX4OYZ3ZEbtfCDmxacSO31V2/QpTOqy9CtaP+s2BQwiL7JMpLYMNKsKOrDup037W2Wy+mtoEYy1QRMQYbHLqczRsGnbZCzsVUrrKhiTltcNYlErGksgMoaTZUCTUVKiZHfFySfQbjeydsL6ZjWLa3s7+/pzC7kGfGwc2N/ebAMF8Msb9nhwhxpAcMCKqgGyaSiG8TQhXnMpJYL4kQsLatfB6UV7kiPEsKmS4sX0OIBfN+yFEPUgUKCxTn5Ht1vj7Osq4uY25Sn72+YqErea1EXSPzdhpb+HqyY+zKtR5SkZvEuShbNKiP8jJHJJUgbYXFUcOK++qiakCOng/79MaJRRCZITEeMGIZBrCaGTHDIYDZa+BkzwUwlYO+10eY8j5/gpB63dQD+8lZE3ZguHv/WdhqjZmEhA2uWS38BiG9wmElhKqQX+eSai9e+R3mybt1B3D1LNg2W8w/H3sfN/JISKXhjYY7igeg9h2RFRIlbAuY0nOkhMnTrTvhcCKg3a/a665piVgoUgCoVJS+wqfDfJej8JuAikQnmyc212fvCKB8D3zQz4GMfNIhdA140b2WtcL1Vx35/lRAzEyNu2aH4LsMRckcAPzWBi7MHChfMINJaibG5Ad4YTmfQ/fC9HUh0JN5WRgLNjgJ8QQ2SO7h5sANwU6RtgqCKmU4Ap500fCeuUiErIs/NMGTONtndBW99j0uzzGoM3JVLJTriNh9fKCRL9KSnnmmWc2eUlPKfcUER+rC/2PeK1bz0lC0b/LQ6OzTA1+CWl8ZimY2Hm3hQoZbFh62JB4YJYnQoEpSvlMkAhHojilQvVZpX0ndwSBIRbdoBTmImxQrgPMsq+chhOT6x7COe2Axc78r3wGOutYI0uwQwlqJLku5J9gUZjsso2po0gCeSrEGGN2SIOU1j4bpAanGGchRZibZxu4rCfgUXE+LwOL23Pk7uDRCHSy9LbqyWsifNF5sniyBuSXEONOifKAGAQmLeY5RiiUmWBSX8/U/gSbNmP5U9buLxeHMDVtQrlrc88WVywGPhn6eKO0NWWOZJloYpDF/csfglBoCxNRXbSX83uLAFgwFAHrBaFILg3tbPyw0PSbegVCQ2UaZDnoF8JZOGuydIKxhABuezIX9geEgMWbOSI/QA/zy5xHOMkfc8r85M0w7uy+T/a+OUFsvrwA5NwQ8hyQO+L7QV4WOW3MT/OXwl4lLHrTkNiK7BgSCjKBUSDUVf/pR/MUOZJbI+/yWCfk9LBARsvHQA5SomQFOYRQkNlyLvjLmMk7Osjs5NQBeoF8JgPJvWFuEDKZDKPz5D8i0zYNbUtHKmugL8wR0EfInTxAMcAQjySCBO1Dd9MX+pmnvocxS0+Q731OmL0wSSh0jMajQBXOAJJ1i3LIuzwQBwk0WNweqkP71NsqyA1monGXU04mn2UISlTML9IhARTlh5T4zTMRCH9NQJYKBdO7YDQQBUxRUrQGhQbwl0KW0IhwUmbKmvUruQwF7zkmAfeVEEIdI85X+ZVX3REjwoy7SFprShe7ZT0hL4QfxocAULDqb4BRktqNUsTakzwLwvoRM/dHBJxHUGLM/prIyI+JrNxIi2ySY4RCPZyn/O6FCOkXbZD2UX51N7kMKNaR/kqWO1YiYkCIIw2eqU/0lUFloHKbSYKCUDhHmWWTM1iROBZL7wbEnCW3AoRCAhptYqyY4PpdVkHtHSAJl19+eetrAsDY8X8yfYKJxMLN58JuAgk+77zzWgK5gIC7+OKLmzIyVgg5pN7cI9TIHQIeWZUNcNky5iZBrpGPlJTxPYRxjZyHbCBV5iDSj4gT6ogTUjEXoszdHXkyJBQUC/1AHnshImtd+fURmU52WA6hsMmSTYIsQwZAGcg7hIc8MdaML2RAPyV/hXHVy1WySRZe9UJkYxgFxibdoU8p7D63w6bgmTzvAd0siZwyITjmDOMx2ZXBvKETA7qIDKeP6Uty1ncB2Y8g0pf6mwNhFUwSCgqJRcgVTUma3N7lQWlnQJnYPAJc1xSWzljlXR7uxTpm/VOwvBLuk/TUlLNB4NlRHq7tLWHlG3uXB4tb+Sh6A4JlQAFOvcvDwCGcKP9kd1NebiRlAJ1kshucrAoKHKFQDxMuWSiRG8s13IGAeFGmPQyEEDCDHnw2OONV8DxuXlaPg/KdIhTJXOY6hIRrFUP1ORYgAoRomGCWbNyfYlYPZfQMJED7aTvtQED4G4bO2xJCYQAajJlo2jIDFzw3SzcIBSHDQ2VAew4YM/1kZLVa4khiGecqy61udavrZEU08OewhllYH8adfjZuCChZCzOG/EUyKGhzzRzsl1ktefCSIsmsxz674TaBeDsYJkm9PURPKAL1JfO0AwPGfCOvtg3lIhvIVqSeJdzPU5YsGUn28UqQEYHvkCv9xEihuDc5V40Jyp6hJ6MpGahdEThkg+xCXP1OvigvQ0qZA/LHGDNWeeDpDwo7QCiSFXMT7/IYg31G6hTw+NKPwLNnHNItdKB+VA86YRbv8qBQvMuDJcrVRZmwoFneKsZix2IoFRXzWWEyuHpCQfnyavTv8qC0PY+ytnyggjwDPBQqbDBrEPewoS9AKOLCMZlZ4RQRxebZXFkaSKMSUhrEdwYUxY3JYuGsXmyaIlYPCtpg8zIZE8r5lKN6IB0GLSsjhEI7UXIIFVg24EZynTL2HQ8IhfdVUKy8Is5D2ChepIiHQnmt/fEMsBYo+ilC4Xz3IJyUkTDQXv7Hxv2mvfWF9lKmEApkLYQC0WMdGmiWM7hqWZIIiD4h9EIoCIm8G0T7IRf9YEQgEDLolzzUG2nwTP1hciI77qEPjQOWnvZHzjzHOh6SSNApB5Jp3BR2D2QJq8kY4/EjuM2hLAuSCTxyxi/PIm8lkB0UFA/lNt/lMQbzjPA2D/NyMPKRAA/GCAWL2bLptt/lMQTZwCBSJ/NfuSlQc06/8FrwHpErZK0+DMgvOkB98i4P8mtTsEzOSGRAksPqQKaQm3QHfeI38j6eB+ONjAoQCvKM/OE1MiaRYNcBmUUmGbfu4b7GL9m0KXgmohSYG2Q88Bapt4OsZuDqN/Uae5cH/ar8eZeHOYfQ0+FIvH5G4L2Yj95zr2UYJRRuQKkEFCmXPEaKsVLcPAwEPgVpbQpTNXGy3KCxKQIVpbhViKJRKQPUQE1nIyOUp3u4l98odoMXy8WeDFIDIMCesn/BRDQhMXweD+cTOAYCtw2l7vlcpu7Py2Ig8aAApUZh+p7AonydTyE7P0sTrAnEQ9voUPfXCZ6XCAyChDvTPdS/34AJBrx6mqBIiPO0oYGg/MgJkhLvhDJoc7+Z4D0QCp4iZcRQCTL3UyYDRj/6rE0oc+2l3QgN31Pk+gsZ8R2SpSxYOcFoUqmb++tTpEaZMPa81ty9Ea7eXWuQah/fuWfv2lYGS0/KarAjfLwzJrXnITIsi0AZPVs7uq++UNbC7oFw4inMmKSQCHfzRZ+aV74nO4yT9DNvnvFoTBtX5nG/aXsOMHbzemzuZsI4IEvIuIAcI5csCVj2IyfIhKzrzwXkEBkD3l3EGqc4yQt9SDbHM0nRkJ9+j/wiS3piddQgQxlFvZ5gPCbNPmMQQSDr4w0yznoip68YS/qEnuNxYiypj/sav+She9CBvkMyhnstjhJ0BxlNzptTZGJv0AWW02KE06fRd2AuIRHpR2OWPiOP/WXwIYvqSk853zI2DrAMo4RiGVSAMggojeGatkZWqDEoGDinvw8QIEMGNHzeXnAPSihQvp49+s057ts/y3djz/Fdryzdq/88hTxniKnyBLn/sB5jMNm5F5edp/z9BNsL2kTbBK41cMegrGOMVfmRxbFBPoRxsmr/2qC514AuzB823k6NSeN+KDt4wjJHjHVKeJU5OFeoe79/iEFDke0ShnJLn8WjBIzLTZIJMCaQ02WbXJUzY8//SFBfbv2ASJBJ0VVDeM6Y3NskGGPDzfBT0E+M6izVgLoxRunuZXVZt55rE4rCfMBLYB/LHGHw8hodFgxsnrKejBUKhUIP+WssV68CHqF4LwIK1h6wdYywbcAyxar7Gnj/e68vMBp50aZI035RhKJQKBQKhcKBMUoosJdNu6sKhUKhUCjsLkYJhd26iaAoFAqFQqFQ2AujhMLOV/G5e8FuXsmHhE6turFuCqIPhpuxDgvCFkWkKKPQlzEIixXiZOe1aIb9wmarPp7c7t9VN8/Y/CiEVERDslfaAOQe1susg/UbHdVF5EzWwZxr06IEW8KG7IQXkeF7a4W1/6CwaRh75EM2+ppfQsWN0+F891m+ACHVNiqCuSuKKKHCwixt0twm7OfJnFY/slLYunk/XHsnd4Rei1gz/7SDHfXy2WQDtnm67Xd5iGJLDg2b+PyvTmPRC2Q+uSMnhXO1h1TbaRNtoM7qNhcopyiV6Cny3l4LfdZvLt0Lovn06bahzfv8PEKqE6JLf9CnjpRXGO86EHElamZdjBIK4SXyFSyDwSKxh4Ka8P0SyXAgrTKwhJNOKfshxu6/7Jkmr2QmYsX7dM+Q80RLCIuxQ3j4joEhhs/qYVNQQtqcJxZbUqceU9cjAQa5gZBEJTZeapu850NGNJMBhDvJeJnkViaGME/hTJKRCHESi+x57uv+hcKmgCDbSHvWWWc1AYgkCLumqIQeCkXsIU+MUGeJ6oT/iRQQeohICxtHKoTIude2QPEK+RTKDBLjCbVDgpS1D2dVfyGwjAHp7/0VZilUXkifeSsUepiNctOgOIQOJssk2S+cUE4JYex91ATjxSsUEArnyMlADukfoZbIHhk73AS4bZCjZ5xxRtugSBeQiwwvIevJk7MKhIjO4V0e2hxpA2TUGEyIrxwS0g2YT1YbkFjlniLiY3Vxj0N7l0cIhcb3v5AT8d9yGSg8ZSfm+t73vncjFBQYSxhTl5RK4pMk2mAZi8E2CYdhhCIBxJTLSyD2F6HQ8b6TfW7IkLw1Tp4I98c2VZZwktjDd9imnAcSS/lO3gbhTXbtYm+S5YitxdiQDI0sbAiLC6HAzFhQJoV6i8EVAunZJhZBKCZZbLyOUn9Czr3UB6PX2SYeweha5bErV1mF+/hOCGSsNiAk5XXQBiEU7mHg94REOe1Odq3wJvdUHkAo1C9WBYvvoosuaoJcv0kKNffdy4Xjg8wpWQuNb4KckALRSRRSL7DMLWSeBWysSoAmP4k5jZjznJIP2wSCRHBTwGBuxrJH2uWZCRAKuWt4IliTyBJ5QXYQ9IwELwZDKrYFMoP8JedDKHiUGEbgu54kMRxPnDjRyB2ClHd5IEfqRzZt610eUzCe5FNgjNFpvCnKTp8hB72iVS9kT5vQcX2oJZDzdBB9KHnWOt6NwwIvC12hrJ5Pp2hz49J8Ujb6m5c75Bs5NO4C+oN+1O/O71/aCQgFPUW3iQZZVW8sJRSSHnmZlcGlE1i8bi4LIuuBtWGCSETlMwXHDSbboUanhMW6csdw81HyfQdIYqPSUmFTfK5zPkFCGKlQfz7lT+BQ7BiYgYDdezZB5XwERjlYEhpYuQ0CREF2T5OYgqWwLU9Q3ph1hF8SgJgQ4pNlcPRcnYggcF0aoDJNGoy8B8rDhet56q9M7ocYIS+EkGebnO6t3IiCAR34n3cBQihMXpklxyanttJ+SIOMZ9pYW7mHZyFRLCGfDTIHspFX+RYKR42QBWnfe6+C8cwAoIB7mNvetyBFMGFH6CES5jUr0nwy90KotwF1smyTuRooFysxiZ56IEKyDRPqDAayEVGSNZiXl8eRzEt7bRqeS66FUATIkr7rXfwUi/5A+KRKRwzJHv1J7jHGWP6MGgRy20DmtLXled4IhMLYomcQWB6YPgOzPBQyE9MXiCLd0CtTuoT+k8iMQd17bzYFBJQ3DBjDDF96j/5BYhnO6kZHmjP0AmM+XjVgrMoIijzqP+3QL4kjFIx6elTf0vOrYE9CISOYAcdKUHDeBooUKK4QCoMHA1QhUAlKFlFQIAyKRZJ1UwKGUo6y1Dm8AhdccEE7X+Y4jZY1L51qEGRt1f01is51rgmu8zUsxgxYl4Y1CAx8TM4zNJzlD5a9+iEgQ0IB1mv9lgmFLGCtriMgrBn2qWeVKYRCh0Rgeu8+5W/C5k2sOrofyDIBEjQQQqFt5GXvGTRyRwCZFNobu/RSLXULoUD6uMOUv1+bNcBiTRUKm0JPKMwl1qIxarwGZIzMfYgybx5jJUt7YE6z8s03c5rS2haGhIKAJ6x7Sx7UiTwku5AgxD/yznfqwYOhTmRen1F20xgSCrJDeYd5bsgpcll/8hLHOwrqSsbHmOpl57ZgKYpuQXR4wf3lMeZZgaFXCaHQH8amOs75XR7GkjmjLjJDm1fIAQM7Y4+OpT/iWQroTsYwXRi90a8g0F/0EBz4XR49oaCkFQ7DUwmNr1MUhCLvPRRYDiGg8GGFCqpjMDnWfi9EMHoNoBPzYh2uRA1FCbPse3boOSYmJcn69mwdjmSYzMgBQiFbGgvGi8rcI4RCI1G0/sewsS+kB3MdEgrKXmcYPEiQDlBenek6VhTCguRwPbEwpCcPobDGaOAqP++JpRMT1kQFxKQnFOrFEwIhFNqd643w1YbqabC7t8GhjbQdIYxUaBe/j22kci9Cy3MKhU0ihMJhrllfJyMYC+RINg5bmydzzDfz2vgGVmX/Lg9zcpvv8ugJhQ1whDq5Yf4pu3pKkGRuUrj+t3yLJMVAkvqfQUYeUAjbfpdHTyjIYdarJWx10kf6i4JSXkYM+WoZuSdWUltT4Mif8zb9Lo8x8DRoVwfPgzLSX3mPEk+udP+BPtOf9Bmvcd7lEUOWLqFrfGd/DF1i/GqjTcEz9YH+sOyibvboIHqMfTpbmdRBP+o79aKrAvoMYaSX1U2djVu6zVykK/WjNnJv+jFjYBlGCYXNHNYqTRxWrQdwf1GQCmkQYUMULMbKBabALHasVCdY20cevACHksPgh5sd7bNAEngvLAFwB6qI+xMoww2UlDXC4X4GAUFjLYmiVE4Ex4BGTpSPgtZA1ikpWRaOSa3RlTHX6QD1NbG5VtVfI2pkneQw4ZTN83lpXE8o2CipvDwQ6oNEIV0a334SjN31BKVNaFmrQhj69TlCR3vqMFaLdgPtinwQxBilMvBysG4C7Uzgus6A75dSAhNA3Q2kQmGTMDeMa+PWkoa5bqxbcyccGR/GMKFlnDMMeNxiTPBCmvvGLlljPjActgUWn/kGlkGRefVxMJqQA2VWJwYN+UAuZld+vBMsQveimMguhsG2gESQT2Q9g4zBkjqxwrnTyW99wLAk18jeRMRRRsiT3+1li/eXsTUXkPfkKZKUOpDlvRfF7/b86BP1o9/0Ex2l3+gS+oIOYoD6zngcM+KOCto07/II6F5jTf8xpOkp885Wg/zOqx3oJ/pNPY1NDgQ6go7x1zh2PT1KRzqfTrJEsgyjhGIvaEQDaAwYzZDFOHeKwTnXNT18pwJjcG7/bGWJGxEIGkqXJdB7Q4Lcd3jdqnDN8L46YKp+Y+dPQblZOmNQH8/ZL9zX/QuFOcM8GsoWy6mZQ+aTzwTnriCemIDs6fcXsBD790nsAvSDegRkNgMvsMdgTmRiDGM6DKGgYJfJW2NvSv9tCshfls/HoD8y5swdBKonPfQgjwXDd1ld4lFbFfsiFHMGF1vWfnYN1o4xw8OGCYC9zn2CFwqFwjZBwdpf15OlOYLn3XLNKkD0bAzuwTAX9XEQI3UMx45QFAqFQqFQ2DyKUBQKhUKhUDgwilAUCoVCoVA4MCYJhTAnEQx2jK6S09uakw0thwVrRHZ2HxT2D9ioKfFMD/sJhDaJZJFYy8aVZRuj3Ee40NTmyyGE7VifEhXTv9ujUDhVYGOY6CnRWtkAbTOiLLUSQE1trBRRJioKyIDnP//5bW0bRFL1eVk2DXJJFIeoL7JAHWx2U6expHGit8gfIe7OJyd9luQq14v+EHmwLQj1l4/B/jPlIQvlxBBeOZW4ST0Shaef9VGSH/lN/ab6d9Mgg0X/qVP2RojckEJApN6qm+bBeDQG5ggbLfWBiI3kzpC3SDLHddMFiITMHFwHo4RC9kohJZLHiNsVhtmnhx0bKMKOxB2vimWDzW/CyYRABnudPwVx4kK0+p2sztfQQmIIA5s4fe6fNwSyIXwmGHtm/504YWRF7HxCd6YwvNey+hQKuwLp9oXZCccWWieaQW4X75QRhjcWgoZwSBpnzgjnE3poQ5mYeKRim+/ysONdKJ3NbPIYeCOzXA3CYClkoXzy0QQUlbwZduRrC+2ASPlOUiShfBS2EPJtATmT/4OcF7oqNBRhEk5I4dIDY2HodMPpp5/eZJU8CMJkXeN+wn8ZonMAoiaxlYzJkm0hFsaYbJLK7Te5hVYFHZHEjnOCfjDO6DrjUl/SP1IFGJsiVxjOq0JEYNLkr4NRQiHHAgYeCE+RX4GlbTKIMVZIu0clc5LvgYAwMCUSkZBGmAohgjHxXJhAYsgNWImj/C8BVCyPQIf7TeIq12O/BitBoqGGwsTgpbwljkIelFGCFucri8lqIPEuaHTnu78JbgJg5awLDShGntcCe5WHQoyySeU6OR4INpbWk5/85HZ/ZZS+2yRyvjhnzNw9pSyXt4PASGKVdKiyaBfMmWByL7/beWvgq4/vt51lrlDYL8yZyy677GTYGSJhLhDeLCn5Gxw9jH+5W+RtQCjMQySe7GGsUFLJ5bAN8ECI71c3BoYcDerE+CGXlDXvMALzW1y/+uZ/JIo8M99Zjub58H0RmwSlQU4BuUWGkdFJKka+k1c9tIMcDl4LoC0k3kOO+nd5bNPj0oN+iTcJacqLE0VIqCNy0Ifw8lzL10BvIA9DD43vyH26gQ5U/zlAPRFbnnhl5o0RussDw1NO/yKKgbkmsZqD/snbrQP60PfqOUwwuQyjhOLWt771ycxgPRAAhTWgZB3z9/zzz29KnFL2u8kjIYgBhq3LxqXTpNSW1Ml5lCZlSXH2VoqlFYxRB7NIVEZWSMqf4mbtyAwWZJLyArgvAaXRJMeRhRLxQQi4blgPvCiEAOKhDJKTSNqiUblZeSwIBg2JGCAKEm8RGM4xWZAChILby2RzH4PPYPUc5IWwwQh5dTwT2ZAHwoQzsD2XRwSb5CpUD5YYT8kd7nCH1m4ETi2VFHYZ5j5BZTyfffbZzZoHCoyMIex6mAvmPWGGULDwCXcGC0VNHpiTFDCBuGkQ0OqkPowsClWoN+VJEUvt3CsncokcAOeQPZYXEA+KyT3IEMTJudtQTmSMMpJZz3rWs1oZA3Jbev/esKGcyCrySwIoZaaYydpHPvKRTcmSXfSE9poLJErz7hEGY97lgRjwwPTLAYxficqQK0mtJLHqlal+Y9gah3TKmPdmG9DW6mccSqQYkkjfSFTG6xeSCPS0LJrIo74ce5cHp4C+17fabRWMEgpLHP3DsR6fsVkkwAQnEJKa1MRnwauEAXerW92qsVTnmYDSW3MV6hikwUtHKG/Ks2e/rHakAQgfGfR8libbvVgH3tIZUO4sGjCwHQiFrG4axwTXuK41gLgc3RMofw0VQkH581zwiJhU2Q+C0SIxSIbfeGVYFeqnbkiMNkBSIOtxSAOXUwiFtVTZQglY1yofspK9HUkBq35SFStLv8xUKOwazE/znEFgrpAhBBk5gGBTTP2aNiOFK918Ne97o4aVZM3evKIItvUqfvsfKBlEgFxK2mUH+dIv+5r/ZBawfFmQ5ACot3YhN3lk1JknZtMgr+Rd4HHgOVYWQOD02dC9L08O+cVQO/fcc6+TXInsdx/7ZshLRGXb+w3ohIw5BIHMZa0jrmCfyK69y2MMjFLGPY8gLzqCgOwal8i3zNVWFwJtwhj3u7rqd3MwQCgO7V0eUoqaGBpU4Sw9cPdjQAiBBxtMCIXJpdOQAYpWx2E+GDcFrGAGJcWu4Kx5TFjFTaJ+f4H9DO5nYBqUnqvjHe7rO56PgIAyaN2Lh8GzEIqQDr8RahqPQErqbudLsW3JI4QCozZRNL7GtdapsTE+XojkuSc0MFz38J3JaPK4t3Lz0mCL8UKEUACiY01LnbUZ0mDieiYhycuB/RI+/hJahcKuwpouCwcJZwmy+hgT5lXe82POGO/O4aEgvMzLWEfAeiYLzCdCcVvv8uBWJmPIRZa9dWoEg0wg21jmjCpyj9xEHigkwp6Xk1Fl3oOU1WQsy8/1ZILrNw0eEySBDPJKdQaUujFqGHXq4TceFn1FzukjB69T/3oEZJCnmLxWL3JVn28T9BAjUp/wWvOAMxC9OVu96CJHgFBQxsYcT5Q+U2+vhQCEwrKb7+gq/Wr8utc2QR9ZVqSb1QHZRfb0Ad2pzDGmgU5EGK0yIEzmp3GNxBujxnmWOujsbBxW72UYJRQmjolrMti8QnG6kUnN4uDWV2BKnIdAASh3g5DCZ31YdqC8TTDWe15dziOBGfF08BAYxIHfKV2WC2HDhaZjTVydhyD0ESeeizw4328mKdKRbJO8ARipe7EGNLrJy6PgGg2MCHl3h+eokyUWE8qyDRKEtbOGwtYQBN4O5eeCVV57NdSVIETG1MM79dXPWlasFh4HbZTBaTAqt7qpq3YnSJERZUye/EJhF8GKJcDNQXuXEAnjnAzxHVLh/RWEtDkTmL99tlt7Duy9IIMYIWRJb4hsCpFP5qb5bv7GJUxGmf9k3TXXXNMMArAnjCzRDixkIKQtdzqX65ycYcz0LwvcFChaBpGy8y6Qg+Qi7zHZ72B0kWt9nwBPbgiS+2gDiorc1SbkGGW7TVD0ZLj6GXP2UyB69Jv6Mur6JR3K2FKOPnE+AqWfnBvl6jd1e/zjH9++oweynLdNWL5QZmUzBtWTztYviFG/H0Q/IRHqYnwap+YXHegvzzvdZK7S8b5T3wO9y4MCNlACg0chM4iGIDDym47EbseACTl3Cq4bPgM76oVOD/ebYog63LU9xu4P7uF86K/TDv39Na6jh7L19XV/nbYXXBc3aODzVF0LhV2CuTmcK8Z35tkqsCyY+WBO+jwlgzYBZejlgbIwBqbKpP69LFD3LHUC1zQPzbawV/lXAT3BExMgStsmEz2GfQbk+hAIBUXqt+G4DbTT2LVzAL061Dv6dqhPnJN3eSyry7r1XEooCoVCoVA4VUDB8mKvQ3h3EcgV7/4UadovilAUCoVCoVA4MIpQFAqFQqFQODCKUBQKhUKhUDgwJgmFPA3CgIQyJcfCqhCSKewSbMpKVMMQdtBuI/a6UCgUCoXC4WKUUFDyklMJIbnjHe/Y/u9DTvbaDSzhhxhWO04lcxLOEvTXCldKjoZCoVAoFAq7i1FCIY5VbgQ7QYX+SEYjnwKPgnhpeR3ka5AFTYyqRCbO59EQniLZk9+lr/6Mz/iMls8CIRGDLn5b8ideiyIUhUKhUCgcD4wSCmm1kYIheB5k0JKs6rTTTmtZyG584xu3RCgSYfhfsheJNCTDkqXyZje7WbtOIhoJaZCMW9ziFi2jZRGKQqFQKBSOB0YJhZz6fX5zmdJkUJNWlYfBy1NudKMbtVS4SIQlEp6JM888s2XHC6GQ7OSMM85oSx5SfCIQ0oPyWvBgFKEoFAqFQuF4YJRQSFXq9ds2VyIRCIC3yPEs8Fx450RPKL73e7+3bcK8yU1u0pZFQigkzUAonC+ltDSuiIU9GUUoCoVCoVA4PhglFPZNIABe/uLwLgobLOUF90YzqUm9HMzryBEKmzfPOuusxcMe9rB2niUQHg4bML0zw2+ycrnGi8PkELfvwjO8aKtQKBQKhcJuY5RQBJYsxt7lEXj3P0LhbaJT7+2QwjT5wP0d5lMvFAqFQqGw+1hKKPaCV516i+e6eSoKhUKhUCgcLxyIUBQKhUKhUChAEYpCoVAoFAoHRhGKQqFQKBQKB8YkofjoRz/awj2f//znt/9XxQc/+MHFBz7wgZaX4o/+6I+u/fa6+PM///MWkrpXCu9VsOw5NpT+3M/9XDsnUJf3vOc91366Pt7xjncsfvd3f/faT8vxF3/xFy0iRmTLG9/4xmP/Dv1CYV2Y4z//8z/f5obMuubJz/7sz7bj7W9/+3Xmpg3bb37zm1vemmzyds6P/diPNZkBv/iLv7j4vd/7vfb/tiAcnvwKPvnJTy5e8YpXNNnR1wdkBH7Na16zeO1rX9s2pWuHn/7pn27nq6/26eu7LSin8oM6kJv66k1vetN13sUkH1H6zyEHkfZ44QtfuHjLW97SznG9RIaHId8PCvK5H3MiE7W79AWSLNJV65TzbW9726S+2TboLXV1yGwNH//4xxfXXHPN4n3ve1/7vCroyP3sjRwlFAbWXe5yl8Xznve8xQ/90A8t7nCHO7SGD5Z1gA4zsFRoGBKa6yj1L/mSL7ne5NsPNJSNoT3ynD/4gz9oIa4UfmAif/d3f/e1n64PacZXFVhenCY/B+LyjGc84zrPKRROdSDcP/iDP9jCxr0k8CMf+cjiO7/zO1tI+Rd8wRcsvvzLv/w6JPwHfuAHWsj5E5/4xBaCbv56DYDvvRtIhNlXfdVXnYwa2wYo12/6pm9q7ygCysX/z3rWs1rSP8QhIBfue9/7tjw9cvs8+MEPbtmD1fExj3lMU3AUm1w821S+FBF5LHcQkM9kvn7SX72B5RUKvnd8zud8zuKrv/qr2ysXnvzkJ7cUARQYgqQ95gCRiBlzyveFX/iFi1/7tV9rCRYZzFIe9O+p2gvqK6pxjpDF+kEPelCrq3mHTN3jHvdYPPe5z23zLYRxFbjXy1/+8ms/rY5RQuFdHZhp8LrXva4xs3e+850td8T973//xu5M+Mc//vGLhz/84Yuv+7qvW/z+7/9+s0YwJN/d6U53WvzKr/zK4ld/9VfbZ9e9+MUvbsxnSCgIHLkqvvIrv/Kkcpba+xGPeERL2a0Mf/Inf7J40pOetHjsYx/bvpPm20SV2fOtb31rGygmp+cgQyyHz/qsz2rvEFG+X//1Xz9JKNz/Oc95TuuA7/me72kWgqgV91WuV73qVU0APPCBD2wkiXA0SZTP9e59n/vcpwkRgtKEIixe8IIXtPp87GMfW1x11VXtOUiZ++hoAkkSMO9AechDHtKuKRSOI8whafrNT/M74KkwL82RHne7292aDDH/7n73u7d5Yo6QO+a5Of3KV77y2rO3g6c+9amtLOY9kIOELyX83ve+t8msgEBXZmSBvKDEEI6nPe1pTQkzRijxda3Hw4S2JtOVI4RCZmRylHfoD//wD9t3Q/BUeHEkHaBNyHxyVht431M8SnMBuYsAIQ+8XIiBMYm48sYEf/Znf9bkNNJo7PG493AdA1ZOJn2/TSLYQzkkinz1q1/ddC59RWfSn+D/Rz3qUe1/4KVB3JEtdRmSDWPa9w56b1Xjf5RQeJcH5TqEwlHaWDUh8aEPfaglutLoJroO+OEf/uHGiH7qp36qDUruMJ2D1Tn/iiuuWLz//e+/HqFANAxIDBeD95wv+qIvamzXq9QJGJW+5JJLmoB56Utf2siAwaHSrAGNQ/n/9m//dkug5R6XXXZZmxgGPIbK/YMQcEO6jjdC4i7kwrUSbhlUJhmB9/rXv75ZSawJ1pHyqQ8vDCKCLCA6XoCGDcsGajLJKOo3k/MrvuIrmkBhqSBg7oPYIEHIU6FwHJH5zdvZEwpEGwHvQSCeOHHipCK63/3u19yulBwFxVAhMD/xiU80ebOt5UV1IhcYXWBOk00MBAn7xgwEwvs7vuM7Fo973ONOGi0MDDKJpwKJQki2pZzUSfuGUJBd6oQM6hPydwjKiOcI6IMv+7Iva95dr16wTI5YIRtzgTIxREEfqF/ept2TJmWmM+gYy1rq1esphMLY5bW5173u1eo+B9B/CCvdSb8whnlgkD1A9NQlQDjoSAREHRD83sOOUNDniKP5ZylyFYwSCu4uabUDA54VjiSYCB6AdJjY0mybCJQw9wrFjFBgfV4KBlg55e+68847rzHyIaG48sorF294wxva/+7HvanDk0gLu5KuO0sYmCaX6bve9a7FQx/60HaOAaDDPUfq8He/+91t4nsONynXpEZGKJAPDar87mmw+Z5VRACwLHg6kBpkgRC0TgjK5/BCNERI3Z1DaCqnNVKuNQTD4FNuMMlYNkgK4eOcbVtchcJRoycU5q55N/ROgDkRQmHe9tahuYaEMwoIy8ypbWBIKBgJQDh7k3IPcoei5iHtl2rIJAYXUkEOkFmU2LbQEwqelfSD+j3zmc9s/weUEYOSp6mH7711mhHIiOLBncN+A/KcfGbIgvogd5Twd33XdzXZHiAU0RnGrOsYjAH9kvvQbwzGOYA+Qrb9VW6ECTHk9QerBLzrgb665z3v2eajuqozUhsgFPQYcBIMx8AURgmFCULh8i4oHPbthrwRlCKrPoQCs3EODwQFHw+FAfqN3/iN7R6XXnppW25g3V9wwQWjhIIb0LqP71jt9mAgFIiNykcRm3wGiD0dnse9o5OdQ3CZlBjn7W53u7Ykwo3qs/tYR+LZQByU0fIJS0dZuWeRJQRGWdXL4OKJ4CojwLSL8vkfSVJOBMUEDKFIuZUJXvSiFzUPiOt0EOsE6bLsw0Nx+9vf/jrtUCgcN/SEwnzt5775lw2JvBLmrPmEdPgL5iGDxBzmoibQWfbbQk8ozGlkgUyyhEG2kEWUlbrx6lI8jA6yMGAI2WNmaZlCs4kxy6XbQE8onvKUpzRZq494Y73PSf/FgrX8jTAMQdYxsHh5GZSUtnpuG4xPsl8fgfqR3epnw68ljsBYi86IAag/Q7DIdX2uLVj8FLXxuy2PWWB86RP6Sx3MH957RFW96WUkIVAn9TSnzDNkXh/HgHeuNlIvc43h24+BKYwSCutNFB+LntfBUoQJguFoRC4VBTBYLrzwwiYguH+QCoOKkrW8wV2GwSEkmKvrVILS5b7sFSl25T4awHkayLoPRc1LgEnylCARGsj9uXe4nggsSxmsAxPd9diXBlV+G6Pufe97t0liMBjwmLN7KZd6elaElN8+//M/v3kokAxM25KF+yqfa3x2vzvf+c7NzekZ2sihzJZIQGe5jrDkCVFu66fK5xplKRSOM8wH8wIsNTJWAl5Ec4wssKRpLpp7XNQBY4PCo5DNP0Ld+vW2wPNINgCvA1e/uewgjxgtPJMUmfcXMU7IIXLD+YS0PWWWEpzP66Je29zs56WOlmXAUhN5Tj5qa4oEOeChBgQjrvRA/9INFJWlY8qN3O4jRLYF7nrGbaD/6AneaWW0RB5QxrwvlrmNW+PO7/ooBNE1frckRBcZC5YUtgnzx8ZlOoa+svSkbHSasvuO/gz0E9KhHZAtRND8otf1JZKr/vqUrvabvUO8T8swSigCzCuWBXCnUPT+QjZXmiQKOETcKcPrpuB3DKk/T6OEHU6hf47re6ICyjZWPnC+geI5feiW78LWeihLXz4NvVe9IM8JtGuEbKFQ+BTM5X5pAMiZzB3zyOdV5twmQXasWiZ1UYeANcx7Oyco415ytwd51issRKlfKpgb9NWYTkIoKGX9OSWfXdPrijlhzIugH3vdA/QhkqsNltVl3XouJRR7wUTAZOY2uQuFQqFQWBcUrH0jQwV83MCAtuTfL8MdBg5EKAqFQqFQKBSgCEWhUCgUCoUDowhFoVAoFAqFA2OUUNilK2rCIfrButKqEMXQx48fBNZ3pjaF2LcxtenHxpR13xUi3NTu3/3AJhi7ga272TQ2tQFUVIzokMPAsk1Ddhz3cf7aQdTJcLNqoTAHDMcrGLPCQ4VT7ndebgM2W5IFDiGFPcgHEW7yaWz7fSTrQJh/6kS+j0Fd+02Zm4AxQj/RE0L9jRV/fa+tRfmJKkr4sbwZ0gMoK1koLHTd6Az9N5b08ahBnyVixsZR4dWgHnInqVdyftgfISWBqBz6SL3p9HWgz/u8FKtilFAIFxJuIjGG5CvyKihksExR68T+xTkHgdCrPgV4DxVOWtEg5RKCKn54nY01MmPud5IjMEJ2EAshcHY4j0FYq/Csw4BkXlPETSx8nzBLOwhdq6iSwtxgrl500UXXS/BmnpA74ueFko5la5wjJOgTzi7McphXQv4ZIeQy6Eo8NLfIjjGQqcJ4Jf5Tp/5dJQF5d84555wMld8UZECWQ4KyNEYSju/7Zz/72S0TspwTQh8pY+GRcisI80Q+EA0hketEMgij3XR4r7FP3iMP/hcCSsaDNA3CWOVw8r16qrMxKJup8F16SR6XdYxZeSgO7V0eCAXWAwaUdNcGv3wL4qflo3jZy17WLHE7RSlR0R5Ih5hfJECGrlRA1kmJqCTRQALkpZD4REVV3vV21vY7TgkaOSuUhYcEE9WZMlGKCxYTK3mVJCssGd8rlxd2YcohFAiOFKJyacj26b4Uuzwb6gD9OzySbVNsuc5DFsTB6xDPkIpUxkxkx4AVky3MTT28eU/iLomsKG+EzHXqrP3GCIXYe51vwIhbV2YTw3XiwnlhDH6ExfOUBZm6+OKLW520ucmj/BLsYJUGmzr4TgIv7RxCoR/UTbbBOSSdKZy6MNbJAmF6Q0JBgbHkgbCU90AiKMpL7gr5W9YxGDYBslIYPcXK8u2NMJAQL0aL+W1ek2MUmvh+smRuIDu8LoESZdEPjUl9kKyY6k1v6BuyVL+Rz0cF5IxHguck+ko6cO+eIKtZ6CIREVPtTocor5wLSWZFVspwGtA1ch5J8kUm01k9yFVGdvTHsD2OAvQAIkffmi/eJRJC0ecvUWdjSiJGeo6ejL4xtvqMoMYm3a2u6pL2CxCK6BBEWH+ugklCocElqJK8Q45wAwuZoMzyLg/KGjvikpRF0l8JaSgxgwoTFwPreh0luZT02txmkmpoJKyRu1PFeitEx2sggsZATtZMnS9JFEKSd3hocCzV9ZJcmcwIBWLhOu/0MJg0voyfJjHrHuNGBlyrvIiF2FznS5yjTEiCRDzcRrw2rA4dijQgF55juUQSEOzQxEJwuNU8x3X+GuRDQkGQeJ7sgcrn/iaHBDkICBKh/bWtZyILBosB5ByEQD20k+cgNQaCwYZEIXTayj0RCnXVHuqrH7XVYYcNFQqrAnFmSJhnQ0KBjJvX5AbBbr7JREl5Sbq0zpsTNwUWr2R+5p75yVsxpnDITe/8IW/M73iB57gMQuZ6WywFq4ws4h6MGTIVAUQo6AkykcyS1fio5ItxoTy9d8FyE89PSAbjTn+Qq+kHslGysbybwl96LbCc4F0e5L7feDd6ZUrJugedZRwe1vL+FJAIOjLLfuqRF1wC41C2T8sd9CuDU0brJFLUD6Bt/B64Lx1s3jEy6YeeANMjDN3okFVXHSYJRVx21mayVwGLxqw1stTb2B+XEcUkRavzQigod2RDgVkWBgCPA4sfWNMIhULLNkkpul8Pg5S3AwlhjYMBaiD5XhpeoKQxNxXXmNaXDGqDgisu2S0NAEpYw3KNEVoaVufwvhiIsqcFOk+ZlF+d1RMxoNxj3WN5OhShUDcZ1FhRhAUh6DqdpaOHhALhcV3geVhksgS6D1eeQREWTbgiMPrIYDahuLbUUbvoN/VJRjOkjptPGUyWm970pu1cB8ujT7BTKGwKBDIPo4x+LE1zLGvdQJYkA6W5bUwzMoxx348p6m2D4mEZKhvjgnLrZZrvZeole8gaILDPPvvs5sWdIxAEcgPIGwZQwNDzWgVWMdlLDpFH5NMNbnCDIyV95BYZHyXIiFQ2hhmQ9bwjDC3trezONYYQBUpa3RhWyh6oq+yR+pI8J5/7vXoIxSbf5RHi1Cd76wmFduCZR7TNFQSPbtYPDqTBWHQf5Cqg97SLNlBXdT6yd3n0Sx6BAlDWGCtFqNCUMEvepFEpKWdDKCBKjotSoSlkSlIldJSGYXXodEKDxdIDe0c6WORciciE52P3rGxkRLncV3ndh5ByvsFmCQF50BnKzB1GMVtjQ3i8Xt3EtuRi8wohR4E73wDkmUAEeBh8ZwC5B0JxzTXXtMHJS8JbEkKhY9wb8cCMXcfSYokNCQXSQdF7tvKxAghYlo32Qpq0K0IRgoBEhVAY2Nx3li94gng0CGaDLa+cVQYTPs+5/PLLG5vl2bFs0zP8QmFTMN4JKfOJ4cGqJ0fMF4qXRcSQMMcsGRr/lIX5RaZQBHMDckDhkANkCQVnzqkTUD48jJZeyTJ1Y0CQP2Qa+TU3kKvkH1liox/lq9zkBwWk/xzkLEuf8lUfe9IYZ8Nln8OCsULmakeymuJEIHz2TPIO4VFWqacZxmQnfUFukvPOVT99FiAUDF99oZ/oEdekD52rH+kwxiJPtP7WPkeBkJpsuISeUNAXDGj9QUeqj/LzdukLqwPqqT7mTaBOzlNHYzTv8og+QCjMT/XiLPDMtO0yjBIKjcYN38Mkp8Q0ok0tvAo6RmUNHO4tZMH+AvsYgHfCEoDGB8occ9RJCpwlA/f0V+V6uJeBQvggF4SJ672hz2D26lnrWFyGflMuDeiFXu6p8hqe68eEtYRDGTtHmRES7h5KF9SR4lcXEwRRwGYNzrzHw1IQQuEeGGE8MzwTOhVpcG9uTZ3kOu2GjKhDv6boeTwI2sjGJ+2DGLhG+ZUB4dFW3hsCPDm8I8qBZesnbcRThHzw/Fhv1k7u4V4mQyaftTS/uTdvRqGwbZhzsYZYTRQzUk7oE5KUExlAGVsu5c7mcTSe5wTKy7yM/DCfeSz8bw6a55aKyQ4Hy88c5plhAJARcwMlQ66SafqDJ4BBhgD2UG/9YiMf/UER8aYyGI8CZKf2tDTMk215I+3KMNX2ZD4ywVBTD7LaeFKPyFOeITI4QCgYXeS58+gAexHol/+vvft5tXV8/wBu4EccTieUJAbCXEbKxFApMjQw+kQpxUAZICTKgPwBlI4UMzKSgYEJCiPJyMBQGRgY+vZ6nLfv5fY8a6+119prr+Nc79rtvdd6ftw/rh/v+7rv+7r5E6SJr/K/gZ/P2PdNd4tsAja9RnusDclZKnadIK5IuWi5dkGelJ0c5lReg1PlDRAKfsN9fI+pLPpkcM6PGUjTt/h7n/Ff0dMlzBKKJSgs4fc78LeQSv1sFZCLmiP+qPur0aCUGiLwLErsXiGdJZZImDRI4D6sLH/X8oDr63vcW+9HKLD1PKNCWXKvezzrKLhuNI6erW5L8J7c431h0BVjvYK5OjcahwbGml5fbDDKo2P/JeiHJRt9WuAsV00V6YMxAsuupm/Il6kCZDVAKA7tLA++BmlaAvs/2nN1jH9QXj7LTEHgHkREv66qy6Z+YiNC0fgLIjAiG41Go9E4HXCY25xHwcGOERQD5hdffHHlYG7fUBYRCVPkx4GIX93hAciUKf3jtt0SmlA0Go1Go9HYGk0oGo1Go9FobI0mFI1Go9FoNLbGIqGQSMOWlHfffXcxRaz5Fzs5bOGxEtYWz3HuyY4LiaKOgl0R33777YX//g0LU5K/fITtq3ZvHAfmksyb2XFi9ew6iygbjUaj0Wj8E7OEwrZECaFsDbWFxt/2+o5AJK666qpp64rtJLap1N0RYEuKhTNHwTacZPWag21itq3MwbYaW0A3BfIjj4RFlkiJLWvq1Gg0Go1GYzPMEgr5FezDNXqXY8G+YomkZJ6UKVM+hvPnz09bbEIo7E2WVMl2Fcmn7EGW3VJ2LoTCc+yzRgySOdNec3vMJa6x/3UkFLKAyYpny4tcEAiFqMjrr78+bfexdxuBmSMUtgdJKCURizwTEnv4kXvBnmoZxSTOue6666b9ypKVPPHEE1OZlNsKYIRDHgsn1smRoSzyPUjycVKJTBqNRqPRuBgxSyhuuummKeviCEmVOGnEgCM2LRJCYWrEIWIcvsQf9vJKTCXVM0Ih0x0S4LozZ85M2RslGZH0RVINn42EAnGRhMl+Y+9DKKS5lqVThkjlNC0zRyhMtSATEjmJsMjgiZhIhyuRiRMOfSavuyydyiNnvQxjkqEgFTJteq/kVpKASPDhzI9rr712SuLSaDQajUbjL8wSCtMc8rIHsoXZA2tkLnLBGV9++eVTZsyRUFiDcO7cuel/kO4ToTDClyJa9kj3IhsIQdJty+xVCYUIgPfIJgeyoiEUogSerxxSgSM3c4QC2ZHVTHrRK6+8cjrPwhQOQgAiKX7uuOOO6cwSazgQCpntrAuReU1mMdnCZASVmz4pxFOnRqPRaDQaf2GWUHCkt9xyy0QUkIgrrrhiIgCiCByz6MASoRChkBJbmlPpsUUAOF/psU0tmFJwGI6oA2fvc8+5+eab/xWhsKYBgfA9coFQSMbhvA6JpfwtejBHKERSnNXhfU6Pk29e5MGUhc9M60jhfeedd07RGKlJQygs0nTojbohPBalIjGO45UKW4QkKU0bjUaj0WgsEArrHZyDjkD4QQ6M5q09uP7666dRu7C/g0g4YTssHBJmvQRCYXrDdbfeeuu0NsKx2r4/e/bs5MD9+MwaBtMRyIsphXHUz8lz3qIFIhtIAnLh/d6LuCAWSAniUWHHiWvkzncdMqK8/jcNY1rGmgr1vPrqq6fzMpRDVjFQFuXP/84BUdZrrrlmOmRmn6lXG41Go9E4dMwSisD0Rd1GKSf4urn1EQskpIITttCzYu66Cosux50joBxHpUcdz/4AUxb1PBL/z53JMQfPaiLRaDQajca/sZJQNBqNRqPRaKyDJhSNRqPRaDS2RhOKRqPRaDQaW6MJRaPRaDQaja2xSChsn5QUyhZRfx+FTRZs7gPyUMgfUSF9uDNH5qD8n3zyycoFokvYRb0tfp1bfAoWjv7+++8X/vsn5AeRNrzRuBhAV2Sl/e677/5eGB3IxCsfTH5c+9VXX/353nvvTQusc80vv/wy/X0oUB5HD8jsO4Je254u07AF6XTZ/9ogi8o//fTTg1zsLbFfdrlV5NyjH3/8cfqfzbSLT9+AfpVdeOzffYDMkB1t+8UXX0ztbNciaGM2/ptvvpn6QW6k0UccBTsF87zTBF9BbgIJGXNmFpnz3Zdffjm1g92MUjtsAukR7KjcFLOEghLL4SDnhDTXkj9Jp70KCiyt9aFAHT788MML//0F9ZGVcw6U5NFHH73w3/pAXB5++OEL/x0fsnXKjzGHDz74YMqBMQf1lDCs0Th0MG62a9syfv/9909buyukuZeozrZsW76//vrr6bpXXnllskMcwkMPPXRQzleOmnvuuWcqnzw7P/zww4Vv/nKs8uM8/fTT01EEzz///FQn5wfZ6m5b/E8//TQl4DsN57sEZeGMbJuXcbjCDjmpAN56663pnCYkQo4iOYH0lcEnp/3aa69duGO/IEOff/75lJhRm0tkKM2Acst0rJwyMCOpv/3225+PPPLI32R1HTiGAiE5bcj7JGs0/PHHH5NeqTMdU0Y5neRn0g8In3o6KmNdSKPA72yKWUIhJbYcEQE2qpM0JEVQOM5aAeVr4Ih1FkFzIujPP/88nZ/hc2d8YEg6mqGQdZNieYa8ErUzCa8cFoBtSR6lMQivfBHO38DMZM984403poYTRaEAElxxys7jMGLgaLFk97/66quTYkv9jVAgR08++eSU5MrBYNgqRvfmm29O17/99ttT+dxnWytHz9C53neiBS+88MKUilyd5K9wP+ZKYJXjo48+mpii6x5//PEptbfyq4f/a9THKasSd0koRiBEhVynbbWxFOIyiSqHU1fl3GCUtGUTisbFAraBLNM3cstmzDlSOiwtvmgi/XJYoTwydPX999+/cNVh4J133pl0HjhW+h6wVZwuvTWyffDBBye7KpEeO+RedkUG3kMC++mgRwc2joRCxIKt04eInmMMXnrppekoAv0m8sRhn0a0mq1UZjZbIsOkB7j33nunqBCnK0okd5FMy+rw3HPPTf4tUG59+NRTT012dhzk8TnqycaPA9Z9gV9RF9Fp9SNPIRT8l3O21A0ppGNA1irJ0w4vvvji5IvVBdGtQCj4Fd/RxTk9ncMsoZASW2FHUG7Cj4XLVum3TJg6i4I4/0Jn6lTEQMfJhukez/z444+nBFEawKmeRvY+CzzPvRqFc9XRzurwXkLuEDEEAjEwyhGSk7TK77vvvnsK00ij7TudzSEzQMm2qdGVkwGgFDJ5OnRMuOiZZ5758/vvv58UXieIPLhPqJKAqY9neA8CIEEWlsupUz6jJiTKgWWe6ywTHSq6ozPVRYKwHFCGEAXaDLtH2D777LNJ2JXp5ZdfngwpIkJpkS8CberGNIdkX00oGhcL2Ak2AugzQ0/XK5B95+0YdSHXBjAGOPSMvWA3DFgYzEMAp5rjAwxqxgR7bJ2su5LzmRb49ddfJ/uCXKiTQQmbsM608r7Aefgx8BkJReBcJFEktpfdlYWY82FvDQDZTxGAfYIvYYMrTEWx+6ZBHGwJZMgAjT1FhNQlQEr0l+kS8oocVVljf/kPZFdEKtM++wQ/yUeApJIGn6IJ9bgMMsk3I7mgvMhtgOwKABjomvbhp2uOKITCc0Xg6J+AwjqYJRTIgvmlACvlTDlbL5G2WgZLhIEz1eAan/PjHGXJVAijEc/ijMMOCZrogFNHnRni3IwK93GWCVNhg5y+Zzko7Nlnn50IReaLNJLnK1dAGUIolMk8GohAIBQcPZKiHs4DIRSMFebHiSMAFUZIwkeulyLc/8qHRGCwPmf8hD7vu+++qaw6S6SB0IloqIsOf+CBB6asoAhChfbwLFERjBC0OcEnHEiFekmFTjEIFFLThKJxsYBRj/FGCuhKNWJgxFTJdoCoc1Ycl+hhzgo6bShX9NUgJYQJkASknx4bLLAFbAywmciEeww+2D26fEiYIxRskLLrN4O9jIDBZ+wYx+63/t3negOD1ZzVpJxkhM8wwBMdC6EwvY3MIq0iKux1kCiHOuor19U6IBRZdyG6FN+yT+gT/ggh4nNEzUX7RdDJmrLzR4jeXXfdNfkfkReZrAOEwtEWCL3r1Vk7BQgFMgaZEVgHs4TC8eIUW6EICeeLaXO+Rsc6JISC4Og8hEJUQeFEDRAH91q3oDMpjO8QBJ8hHjoYQ6rA4jlrZQBhGUrrHdikUQBC4d1AaLEnxEYj6WykIISCI9YY7kcuCJ0og8gDBq2siJKyg7CqxnS9aIj5QEJpNKFTkAGEh6B5H+bHyLkem8Vs1RNxEUZyr7pi7QwIEmL6R70qtKPRGSVQTs9LXc2VaTPCbl5T2yJBmHQTisbFAiTCAIDe0CtGka7UKAX9It8VRvUIP5lnixjKcSR6WkAIRE7pK7tj0BK7yUA7SJDjUgd/G1gAgsHmWEfBthphiq4eEiqhUB99ZTDFNquv9RMZKQN7yVaJ2rDV5vFdvy/wJaYwwGAuazqU3aDYydbsr2l4a3HUgS2vg1E2VoRMhN4iW2SPvEZGEQqyq48dRaF+vvOsfYFf4TsRHlM7SJTokAM0RSyQPGRDHfg3MicKxu8F6qSe6qhNEF/3+Bz4QOv21Atx0raRgVWYJRQYmZAcRi0UQokV3kjcCFtDCuXrDNd5qdCXiIPG5swxJxU0IjHyTuiI0HmmSussClihEawnyLyi0KjoBhbpmcI9RiiIDWBWwjKmEfzNgSMYphhMVWhIgpWogegDx46AKLuGFFYNG6P46qm8EUgNqi6uV3YERJk0vufrNKMUkQ+sD3nSTqYt3Oc6ax+cdsowIg+IVYWojfchOd7tfsRKJEZ9RCM8g0FGMpTFwlmfPfbYYxee0mgcNkQYyTnjRrY5VrLMNkiBz8gxbBWidhw3x0w3rYcao4inBWVl3Ok8myCcblDAsamT8Did5cyMJMHnFmJakIl0aA86v0/nuw4QHlElMMhh1w2O9JcfBIkDA5/rG79N27JRbN8+IxR8g/dykCLjbKboth9klBwpUy03u119EELhMEl9wv+x9fwXX8Wh8oX6kq9BuHzGt5gG3xe0qch1JeL8FxJAthA6A23X5LRuBM+Ue8AnIe/qpT4G2vpORIOeWTZAR/khPz4jD9YlrsIsoQiESqpyIw4c3hIbU0gVApVdOiPDc8OE1gWWlWcvgSDVRg7cV8ui/PV5viMYge9FI+r7XI+VzsE7c797XDvXRjplNJaB63Vo4P21TL5zjefve26y0dgl6P+cni5B5C66Ry844jn9Ok2M9qKCzlfdptfqEBg9j1GZQwenVuurjiJQgcitwdk+QSYMNut0/Qg+Ir5HPyAgBn4BQsHJktFMT43wHt+fJuwcWrWuQT35G1Beg2bkPdAGBujkdlVd1j3nKlhJKBqNRqPRuFgg6mXaeh2IgmfRYmAwaKp8afB4KEBCRRHWgWvHNXvIlKh+Jbq7QBOKRqPRaDQaW6MJRaPRaDQaja3RhKLRaDQajcbWmCUUsrpZzZkfK6yXFkFZ0OE7K2FXLYbZBHZL1IUiVtoeUuIX82sWIVlYZvvpPubbLII6tFXgS7DzxVbhyMTSIiaf27O+tJhtCUvP2xT6cKnv0sdzsKsoeVAayyCztugF0vPXhcYVFhpHvi2Ms4sji/xsU69nEdhFsLRg7qRhMWW2rNP/nF9RYcW/7eP5sfPDrjQ73LLrwa44uxJAm9g+umRjTxp2PCijdpdXweK9sSx0Wl/6ST+x07a7pk/tCElCRPqZHSKnDQsP+ZAqfxaNqitd3gTqnj48NFhoSTe0e+pp/YR6kslN5It8Hmeh8CyhsLXRtia5EpIHYs7oK2D2lcuZIFfDLmBvrYYA232kmc6K1UOART+MA6NmYcwmK9aPCwqQLUCHDkbU3vzIBKMrE+kIxnncPrsOKIctW9uA7Nqqx5DOwVaypVz2FNQe+8ZqSF8sTwrbYfGbhHdzJE1fyDBphT5I2e9629XolrY2yAlskWMj9g0L2OQhYJvUQ7lsUx8h740teskmacueXDW2jdoerk7yBsTGgUVzcvnsG3Zi2OmgLLbVK7vtn+PCRnl0bJVUL4sWkTy7IWwDlnOH005qgEBb1Z0fpwG7Hfgofsx2YwmgkALpAuT2sbWSj1kX6lR3SxwK6BCbKCUCubMLBCFQT/5b322SDM4W1J2d5YFQzJ1OZjSpQRkKAihDJYWRydEWFklQ/CaUDmYhlJyge/I82e4YDEltMH1kxME69nLbE2xkSHgJrKxfFND1mJcVuPYSEwr3S3BT4X2+9z5lJeQEKQfxSLpCkRkjz7df1/spuPs8n7AxbhLncOJGoq7XSRK6JK22DjICl5SG0UxnyZuhAz2XU5I0hRJi/wHDxIBQTO20dOKdckmWIw+GNlJ+gmM/uHpIkGVbj3aUi8JPsu1JIy7hFaPnOvfJsqltGAEjQg4dcbS32mhjhOgUMocMGHEweARNW7hXG7k3IxZZT9U3Qh2Z8A7GalREZ7UQWu0hzzwZkNyHDCR5kc/kpjfykVfEs5TJfmlEhRzqFzLiffpQnyM0cqLo19TBd4H8HdLBa1/tHDnVzkYt9mbLLaDfjG7Im/bk2JpQHA16QEf0pT4mD/LUzBEKcimHQxIMIRJGgZwwOSDX1VGRF/1T+3MfQJCTAE/iP3Iur8ES2A1yR3blbbA9UR3pUTI6BmxNkgTuE5yqJFBGpJIKgigEvaugd84nYg/1KZvFgbHL9I2eiWRXsMGnfWAkXU7+DzaL7ZYbhO0BxLXugGBP/c+mqPN4giwbwZ4jJ/UMkNOGiITcGaJefsilLKDJRG1gx4YF+lA99R27JqJcwc7zTeopR8W6crlIKDS8VJ5+MhqQ8EPojmNTUI0vnadRHoPsoBi/ZU8joBJU6UwGmJEwbcG462SslqHgiP1GHjBlAutae88ZFMZGA0lOIpGWZ5pmIBA1wxkoq4bwLElJZBSTWVKWL+UwAqLUjALHJUGXa2wf8rewnr25GpdyYOpORMTysFhGEWnhoNWVoZAxE8nwPsZSW8kwxslyiNoGW5SxM8CatRuH7TosWQePEAGRNMs7tQMSobwYtzpywsiBjneuCAcroQ4HKXkLcoH03XDDDdPfRlPuQ/g4XERLP/hujCAgS+qtbogPxeNsGT3vYdC1EYMvQYo283wjEu1LGSMTCJB3jVEm5SYT+tL1yqYfyA5jJdLBCGgD75H2XJshpdpC++hzdScvkoppHzJCPhlKZdcHiA9iEugr13s+Q0qWOEF9pp5IK0XSx2SWwScLZKIJxdHQpjk0K2SAnIyEgrywFwgeYw2mO5AR8m1AgYiSQyQ9QCDZgX2CkyHLoE7klRGfA1uivgYurpV2Xz3ZIs6arKl72kbd6HXNiXDS8G5lqiN0Osr+Vl3hTNhFsk8/+Qc2hj11PwKCMBnAqVeAFLLbc7Zt3+BwRUOTzVRfIqZsVY12GkDcdtttkzyyb+qbPgIyyjawj+wHu3MoMCB3UKWfGmHib/hStjMgbwZ5+pnPlbCx9hM/Gjl177rTV4uEguAztn6yfsGIXrpnBtYImKAplMJVQhHnKRslpaF4CuU63yEOskB6DrY3MlsCzUFxikmsYTTA8STzJKdDiCs4lygHxyDXPMdHSTgAmSo5RI7P90ZOPueU1VcoXcTFNcrLoXJWjBokBbaoBCJEgZITXlTDSJaBUWffcWbqoo20XaCD3UfI/RidVUUMOExt4FkcJSdKaIz0lBHpE2Y04pG5lBEmNPoroViKr976RbnByM5nogfu8/4xvOU5o9PkaL2fIp45c2YyMMpBJkQPtCOYk0UgIhOiQ6JaFeom/W0U3TUVBJjTECUQSSBv+l59EBoEhBwgjNpcOdQF8WKYlZFxQJRksvMd8hSQXbKBbOjfZEpF8BhKzJ1MMCbkjk7IPufZTSiOBjKg/yvmCAX9MG2IhGvbZMAFAwlyRI/Igp8YPbKWEfW+wMAmwyKsIhRIEds2wqiWHnFMRn8cXECGyfm+QJf0CfsCCIAykP0R7BOd8cMuItiBARbbR584YJHBgHP2ntMEmWMv/nfh8Er2z2id/TSQkAU0YDPYUXrPRs2d5ZH1U6d1lscc1MnAy5q1DPL4GfYN6asnjQLbedRZHonA0GOD0HWwSCiMDr0oPzqCIgh9cxKuIVzSP/suziO/AaEwjxNCYS7RZ0Z9RpAIgNChaIFniSIIKTMyDAvWpJKpsM5zPyckzD9HKLzD9ZwIh0loXC9ywKl7D0ZNAZQDsRFdMJeIdXLEBMkIA5M1wo/AGaUjFDqHk6mEggP0nIQKESfMlzAziNVw6GgphikpYUUaPEM5K5RDp/suhMIIKWcHCDsiTRylNmbsjOKVy5SA38iNM1gQhNwnIqFdjOAZBuQNkaoM1egP4XM9tm5aS/+rt8+QGsLqHp9rT8qp7fWtaE4lFCFlkSfylVAjg+T5nqvNEQYEwMhUvyAsDC0Z8D7fMwiuN3IiKz4nP+oSGeF0KIb2U3eEMHCvvjOCFK4lHz7jpPQbo+pvbUwOTa0os2hSE4qjQafJRUUlFJF105vkQJsj3jXqgEwYOHBSpujodAYYRpZC6vsEmc7ZFjASiqo/bNM4bUyf2ShhdN9zXv4HOsHwG8DtC8pLnulAnCcdiQ3CUXwAABMZSURBVI7SB9f4Wx+wWxzRnXfeOek+0AsDg0QV2aAMLPSxa0e7tk8oPzvGzyi7upjeZa/Uz5QMGxroEymnyRvfk0FM+hahMAD2HH1oAOI7zzpN8Fei3vqRj2azyBl/Zr1f+jTQFnyQOtLJ6Gb6it1ki9XLYFBUeJ16zhIKTlEudEw0P4TJKFwDE7zMzXCiwkcMCAeS34BECOEhFZgv9oSAUCIj67AiIxMCa8SLaekoimXOjsPgIDh1z/FMlTZ6QWoqPJdz9lxlMrXib9cTFMrPKGnInBXCMGUkobE4N0zbezkZo/9MB3CmmBrnrH1MwWgPDktHaidhcTCfjzEqozKLiATa0necOoU2miHADCpyFngmgfB8ztUIzWfOQTFyJwQIFELh3do45EdZkRHvFgLzXJGh1J8icJgiFfqihv2A8FFE12sLjlV75AwF91I8fcfwUzpTGPrQ9SJKkQXGBinQNiIZyAOHndEew+w5+l0dECF9qY7KhhwhNZ5NqBE/hEZUhVPR55mDp0SREeRLG+XcmHHkxRAiaYid+71L33s+BWIMlVE9XYvoalPPTTi/MQ/yyvhWA1TP6SB3cUqACNZD7sz/0kv3my4gn/oqBi+DlX2CTtWRnveT0fxtcEIP6Bo5GstHpuiEOtAtekMfwODGPfsezWtjNkTE9Zprrvnb3osaIk+iKGBdmPopYx2tso0GgWya7/gOgzBgY+nkUU7oJIGgqhd5Uy/2ONOj+s7/dccYP2Fqn3y5RrSFPWCf9BsbzGbzKyIePmOX4k9OC+w1Ys5fKKtBElm79tpr/+5TPjFAKNjG+HPX8jP8mt9sJVLC5qkfv0NW+ORVmCUUq8DxVaFn4BVuXbg3o4yAwCESc4Ln+oTkjgInxBCtut57wjaXoPFi+Jag0Y9SlKXnUD4dr5z+Pg7cW/vBu/Isn+t8o3vEwbsC98Uog/uqQo1w/VJ7zfXNUj9mdBCQo/r/KAN+j9dUeF7KpT7unYM20Vdz8OwQuLyv1jV97LOl5zfmod0Qu0oaNoFpu4SatT9Smn4UchahWpKNkwJnw8BW0r8JRANTB3ZBlDXyhhyPYel9gCM0UFwHyjzqkjoESFGNsIjiWch6iNDu9D32JtDHBh9sIts4B/esspmnCX20VO4K9tPAj/1eVZfRVx+FjQnFIQMrq/NAhwpKKdS2CRHbBATe2g8RGSME0YVGY98QwUtEa5cwQt7n1ECF8Lgpt10CIRaFGcn5PsBWGI2autglOCmEYt+kb1sYOOiLOrD4L4LMiViMBHFb/KcIRaPRaDQajdNBE4pGo9FoNBpbowlFo9FoNBqNrTFLKCzks1I3P7JsjYtXAotAfGfBkdWwu4BVw3WhiJ0WyYVxCDAvaOGLeShbUPcxT2gBka2jFwNsYZLTo8pEXXxq+6X6bAptflJtbT2LbX71+cpc8w40/h92cZh3t3DSSnj/x0bYaWNbnkXBYC2FdQf5GRciWw9Bxy3qAws5rVWw+wcslKvrFuw+2PXcL9j6nUXU6pakReqlfnZDZMGb3Wu2H/qxYLTC9RY7spt5njraGZXFvRYzJucGO+LZSzb2uLAOoOZ3sTMui2S9U32rzNNbfTm3Ds2z7FyjDymnfrXjKesN7MRKH7Lf/t8W1pWwsYF3Lq09s6smZVcnfcPW1MXr4HPywzZpk03ABh/Hdm0L8u+95NLONrkmAnqi3+xqrCCD+oMe1tT160C7HCfJ2iyhsJXGKmp7Uf3YLjhnyAmWZD86mPKMyYmOC/vXQyAonURDJ2FAjgsZFHOWh/3No8CeBAh/8nscOiixvA+RCQpcM3HaxrnpKmmyZtfASS1cUx4JlhjawDZn21gb/4S2sp2YobL1TMI0ux/kXmHobDezQNp2W/2l77Pt8+zZs38TBeDQbM+T38Wqcw7X1jw65pl0S2bCSuxs27aNcZewc0QZyRlds0Uy+uZdZM+Wctvb2SJ5VdhJ99ivXyH5m22HbIMtd9rJ/a5znzppizpIInv0ZZewxU/CMKCDksCFQLDvfmwPlWeA47Ftna23K2wcvNgiqa4SRMmrg+TZcmjhpe20dgPor+onLAivfX0c2J6NUOgXC81vvPHGWYfOAdoamZwS2tO2Zdvok38HkKJz585NzhcZ5lvW2RUReCZyuU/IJWT7LrlUR7qi7e0MUhZ6JpW7/sviWgkeZUhGJPhnOyARxnXB74/JDtfBIqEYk7KAUQdFsDpUMhQJfiREkgwF29VZ9v0SYqmOfS4FqHsINMhkKF+BrUqEQGWt2rYvmxHBdiUo8nyMk7C73vMZG2SDkLl/HBnIb2DrlfdJPsKYSShFESirfA2+Y/goBEPo/ZyI+zyfIklgQ/GxXTskXE8oGUadK2eBfchG4DpXoqgIMkFVf89lkAigjGp1+5zvCIBO005jPQKGh2GmFBRd+SmGDGYEzB52xh3pouh+IuzKrd0kmXGd+4wm1F96bnUloOrKsGD+I0SnGAUG3ahSG1oRbv+8e7WRe2N8GHr1ZaQ8NzLhb8KubNrHPcpjVKoe5IlBUxf9ZS+7MhrdyWOhv22DZUz0RUBByIP+01baVDnJmnTuZEeOCeXTJ9rHs7yHMfdeuQ+U02fk0LPIcMplrzoH4r3aQhr1mjnvUoQ962TbqDvZR+WRkMfDCnkOBuxkknsh4JRqSmAgd7Z6kwe7kugCx8RpcML+Jy911X3yPOySXNJvNo8cIJEMsDoql336OUlZPhIRXHKBOOc03cDf7EO2U9I3dlKOFbLIztGjmjkX6NMuySt9UA52h53yNyekjnTk9ttvn9rUdXI0sCFJ9sQZ137ymX5GFkRtDCLZl+SqYF/YUvdXyDuzTQI4PoBMKKNMtoim3DAjofA/AofsxQ7Lcks+2BsECWlgL8iUZ2Q0zx4kbwYgRvqGrScT7H0F+yZ3kbLsK0smW8jm8zNsLGhbuX7olK25/Jm+1d/sFV2UnyeRCTrJVwX6nr2Uu0JdRJQr+CZ6xw5K6FhlfBUWCQUBZNj9JJGJhB+YD8ePGOgw2blUIlkR/eZsCZyESjLh6TBGghGnqBRLIXOWh4LrOI0wnuVBMCgnZsb4OKeBk3I/A1/h2dizZ0m4xYFh5efPn59Iiu+FcTgnCuN9rtGY/jaSMEryGeWg4DrOKAz54ZDcZ6SiXpwgY4N45CwPbcX5MDqIjLZZOsuDg9fhEqVUgxlQAtcZ8WgHxknZGFPMnxJTCMRBOJVAIRAUkDApA0HEVDlVZdQ2BIsgIgYEzXWcZwUjpN7C15wEcsh5M6RGDJKnaCMjUn0jvGZUpy20r7aKTKgn5STo5IZx0g/y/DNkBFu7GVExZtqMDGp7MkChKJPr64iHgbNnXN8ICZIHMqbu5Mh79bm2U3cy5RpOTpshoByhOmkXBheJdS1HhmQyVEK3SJ1yUeKacfNShOhE0g8DEmakxy6E/AO5Tbp3/az/kOkR2lWUwkiLzJNJjgSZZrzJrn6p0SNGcBchdaC3ZJf+M5x+2AuyC6IMyC97pw6clpTSyAU9oIMVInBsHnKiXmSeXqoT2UMqODQ6kBG9dvGs44SZ50AP2QlInegkG4GQyURLt13nFFi/lcUAx/9z23LpEVKPnOsLOqpO7AFnrr51+yn7uM1ZHpxn7FLaiX0eCUXqhwiEUICDy/ggxNb9BjbIHEIUQuF/tingmPUtGTaNgAjm3YBQeB4iqSyZFjspsOXsUrV7SA8fi9DIrqo+ZNR1ZFQ78FN0MYQCYXVdQN4M8kR9ZCEWVaz9hFDEX3pXzWC7CouEguAjD37S+Iw9B61REQadqFAKVwlFnCdjzFBrDI5B43DEMjYy2hTLKHdfZ3nI0qnhGQ/OnoIYfTMI6puzPFyjo9TNM5QROBLOmJEcz/JAjtSDglFO5dYp6mIEUEckCIX7KKUf5A3JGsG4agPvYVQRCkYasYsAMe4cu8yRysyQcapJZpURiH6JcRed8BmFc59+4nwrKPM4ukAo6lkeHLFykAmjlKTcFZ5GViITpj1ylgflZci8G6mpSNTAM9VRyI3cIAxkLYlYKvQJlo3EmFtk3Bg9z6AIFAX5jNEXvlYH7V+NH2eiPd0foqqciKaIBFKjrRG8McR9qYFecBbAiXCsMdr6NOmp6XoGI9pvqd3cR4cMLOrIGAnhBOgR2WcgY/TIGhK9C5A78lATVlVCwS4grvrfdeTZPWSS3JCxtAewjeyAAQkjXlOEG2knikrOkOnA9bs6y0OUjn2tCKEAzgjZMWBkC2Lj2SNEm42vUFdtb6DBSVc91D9skLaJPQq2OcuDvER+gjlCEVRCkfLqJ/KKnLJzyqa++sH3omPKHCAU7AaZZH/VqUYktUvI9D7O8tDOfACfAYnaaBdlJJeID9A9eqa+ZE596SC59hy2K+BD9b++8Rx15rcCfbrTszwyb5UfhfJQBkQhXeNzneO7SiiiiCpkZBFCYeGRzygfB2ZUY54xRoShF4XghBkTiupe74mzdD+hF7WYIxQclesJCcOmwV2PCER5jWazCAy5QG4YBiyOI2bcfKce3pl01vUsD+dg6CQC53qM1rPUCZAqpMXoR0RjPMvDaIywc+7+9gzlriDQOt13IRRSnnPWgFQxqsqinRkRZ3l4prCevvK5z4z+c58oB+eJFBEi/49neagPg6dMZCERCqTOZxy+ECJhJBeEmrL5zrs4gkoojDT1g5EMIRZx8Lf7vZ/xQAK1LXlSV4SP3HDsnkux1K2CgqUPkTjKTka8w3dkSoSKgoB+IW/qL7qiTCJIRho+I1cU1v1kkdzpO9foD4SnRpsuRZB5Ixdtp631nf7xo21ifJDsOBfp0yuBcy2Qj4RxtbP+DxhIfUROOBE6nQEGYy6CtQtwGOoUow2VUNB7dogeIgj0jHMmI9qBk6NrqRO9YkvIsfbJIIf8sFHkme0SmfE/uJes7yphF1KDDFeEUNBzDpZToSMckM85IzCVk+kX5aKj2l751dkgJPPx7heRYYvYO4OJDCzIxzZnebBrOe8nqIQi7R1UQmEqU9+oq0GlvjTo8WMAxBeov+hsJV4IBXvMzuhzNkGd8y42ju/QJgbGbMRYjl2C/xDB5o/IKVtn8Oudfgy0RcD8zb4bMKWeIsympcgm/yb1faDu/ldH/epa70pd2Ett5n82r75zFWYJBSEnNAQtP5RNOEwDc7pZsKGDvZDzoIQMuN/AMIdQGM1SFizJ8wksZaNclJnRYLx1JEVwLefJiRjBMyCe5ZkElOEnyBWeq5GwLSNirNu9rif4/qYYQvQiIGBkq9FBYwnvE0BCxbiJOiTsJlRvLQMyZA5SOCkREJ2hnRAQQGzUNWFByhZoS9+lLTlpSpKD1gIdzVF6PqdrPst7tJX29D4hO87e39qU4wZGUNtpi5zloV3VH1GjCJTPO30eshFQGO2J3GkLjhqZouTgXm0tTMtQEVBKLDLges+LLHAKYxTD862DUQ/lZIhkVSTYFJUScUy+JyNAXkQ4RqEml4mmeC5Z0bbqSS4pHOIKwrVC80gO2dU3RteMO/KprZXR3/pGfbB9Z68Yifvc9Zcy1J+c088rr7xykj0/CIR21G5kkayRC8Rb+1XZ9j/jLfqk/+kyZ01PwUidXupr/eFvBDfOiSywB7uAdyhvdeaxZ4DwRNaRHmVAfpUB4Ud8lYU8cT7kheypT4gsuM5z3W/ggTBFLjkMtkR77QJsjHZVngDJRxzUVz3omGuM1l2P0NA9ZaePbFgiFRyVfnVPdfLWGrjW/ey4iEdGtiI7nPWor+uCDGiner/2DqGokRVAEoTwwW/XsvkZzARsQ+4zuKgDBDLp3CH36U+kFTlUN89ggzl1dkN7al/tdpJnebCriI9yOpck+kYvDIT4CHaafrBfAbvIzoO+jJ8DcsbWkml1I5fu5ff9Jpe+91x+mS9y/xjJHjFLKFZBZ1YhxQA3UQL31nAZEBjPnRO8ueuXwAEedZaH99SR+Bw4bT+roNGPUhSdMPccykc5lRN7PA7cW/vBezwXfE6J1BURIXABwlbvU8ZVZfCepfaa65ulfuRMahkDI85aHmWpjqcCWVhX1rxH3VaBgciId4R6eV+g7Ec971IBEjCGxCv0v9HUUfoRaGcOtV7P4PsM9JMRd9rf34xl7Z9twdmLwC3Bu4+S3Yo5veKYUgfyhGhHt5DeTEnuChwO4rwE5R91TZsv6bv6j/ZMHQKj4LqmwHSyqPRxQR6Q0rnpYDBwGCOWFWz0kn6DeiJQlZgiFAYN+m5J35Vr1XN3DWQAcVvCUeXxPfKKlATsKMKk/VbdO9r3o7AxoThkCHnVeaBDBUEXQt/VaGQEARJ2pRgYfl1A12jsAtZT7SpCsClECXe9GI4ucoDHJfjbAGGyxmeVczwOTEuIuJ4GtCMnuC3pM9VrTcccEJhtIEotWllhQISIHTXo3CfIh+moEOxNYWq9RsrAM0Xx+aJd4j9FKBqNRqPRaJwOmlA0Go1Go9HYGk0oGo1Go9FobI0mFI1Go9FoNLbGZY1Go9FoNBrb4bLL/g98KIiRRbM5FQAAAABJRU5ErkJggg==" width="532" height="350" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024 el margen financiero fue de $743, esto es, una variación del 27%, Al cierre de diciembre de 2024, Start Banregio generó utilidades por $984, observando una variación del 13% respecto al año anterior. El ROE al 2024 fue de 21.8%, así como de 24.3% y 30.4% para el 2023 y 2022 respectivamente. &lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El rubro de estimaciones preventivas para riesgos crediticios presentado en el estado de resultados contabilizó un monto de $71 al cierre del 2024, representando una variación de 438% en comparación con el monto de ($21) del año inmediato anterior. &lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024, las comisiones netas contabilizaron un importe de ($19). Entre las comisiones cobradas destacan las comisiones por mantenimiento, cuyo saldo asciende a $40 así como las comisiones por operación de créditos que alcanzaron $2, mientras que entre las comisiones pagadas destacaron los gastos por mantenimiento por ($37) y las comisiones por certificados bursátiles que representan ($7). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al concluir 2024 el rubro de otros ingresos asciende a $884, que representa un crecimiento del 8% respecto al año inmediato anterior, derivado principalmente por la venta de activo fijo con $108, así como por la disminución en la estimación para deudores diversos. &lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024 los gastos de administración y promoción ascendieron a $129, que representan una disminución del 27% respecto al 2023.&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En 2024, la cartera de crédito etapa 1 cerró en $27,063 , lo cual representa un crecimiento del 20% respecto al cierre del año inmediato anterior. Destacan los créditos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;comerciales, los cuales cerraron en $26,194 , le siguen las entidades financieras y gubernamentales con saldos de $579 y $177 respectivamente. Los créditos al consumo cerraron el 2024 con un saldo de $83 y los créditos a vivienda (Media y residencial) con $30. La cartera de crédito con riesgo etapa 2, terminó el 2024 con un saldo de $165 respecto del 2023 que cerró con un saldo de $254 destacando principalmente los créditos comerciales con $159. El saldo de la cartera de crédito con riesgo etapa 3 asciende a $179 , de los cuales, $162 corresponden a créditos comerciales, $1 créditos al consumo y $16 de créditos a la vivienda.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En relación con el índice de morosidad, éste presenta un nivel del 0.7% para el 2024 y 0.8% y 1.3% para el 2023 y 2022 respectivamente. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al finalizar 2024, las fuentes de fondeo ascienden a $23,466 , observando un crecimiento del 18% con respecto al 2023. Los préstamos interbancarios en su conjunto contabilizan $18,875 al cierre de 2024 y observan un crecimiento del 8% respecto a 2023. Por otra parte, los certificados bursátiles registran un saldo de $4,591 a diciembre de 2024, mostrando un crecimiento del 92% respecto al 2023 esto derivado del incremento en el portafolio de créditos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt"&gt;Comportamiento de los títulos de crédito en el mercado de valores.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante el año se colocaron un total de 50 emisiones con tasas de interés que oscilaron entre 10.23% y 11.60%, el saldo total de títulos de crédito emitidos por Start al cierre de 2024 ascendió a $4,591 millones, lo que representó un incremento del 92% respecto al cierre de 2023, cuando el monto fue de $2,393 millones&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:ExecutiveSummary>
  <ar_pros:RiskFactors id="F7eb6343d-e1ef-4b92-a25a-b767d7b47ecc" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;El público inversionista debe considerar cuidadosamente los factores de riesgo que se describen a continuación antes de tomar cualquier decisión de inversión. Los riesgos e incertidumbres que se describen a continuación no son los únicos a los que se enfrenta la Emisora. Los riesgos e incertidumbres que la Compañía desconoce, así como aquellos que la Compañía considera actualmente como de poca importancia, también podrían afectar sus operaciones y actividades.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;La realización de cualesquiera de los riesgos que se describen a continuación podría tener un efecto adverso significativo sobre las operaciones, la situación financiera o los resultados de operación de la Compañía.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Los riesgos descritos a continuación pretenden destacar aquellos que son específicos de la Compañía, pero que de ninguna manera deben considerarse como los únicos riesgos que el público inversionista pudiere llegar a enfrentar. Dichos riesgos e incertidumbres adicionales, incluyendo aquellos que en lo general afecten a la industria &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;en la que opera la Compañía, las zonas geográficas en los que tienen presencia o aquellos riesgos que consideran que no son importantes, también pueden llegar a afectar su negocio y el valor de la inversión.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;La información distinta a la información histórica que se incluye en el presente Reporte Anual, refleja la perspectiva operativa y financiera en relación con acontecimientos futuros, y puede contener información sobre resultados financieros, situaciones económicas, tendencias y hechos inciertos. Las expresiones "cree", "espera", "estima", "considera", "prevé", "planea" y otras expresiones similares, identifican dichas estimaciones. Al evaluar dichas estimaciones, el inversionista potencial deberá tener en cuenta los factores descritos en esta sección y otras advertencias contenidas en este Reporte. Los Factores de Riesgo describen las circunstancias de carácter financiero y no financiero que podrían ocasionar que los resultados reales difieran significativamente de los esperados con base en las estimaciones a futuro.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;i) Factores de Riesgo Económico y político&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;México&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El negocio de Start Banregio se desarrolla en México y, por lo tanto, su desempeño depende, entre otros factores, de la situación económica del país. Por lo anterior, el negocio del Emisor se encuentra expuesto a riesgos derivados de la falta de crecimiento en la actividad económica, las fluctuaciones cambiarias, la inflación, las tasas de interés, y otros eventos políticos, económicos y sociales de México que pudieran tener un efecto adverso sobre la capacidad de pago del Emisor.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Epidemias&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La economía y las industrias en las que participan los clientes se podrían ver afectados adversamente por los efectos de la influenza aviar, síndrome respiratorio agudo (&amp;#x201C;SARS&amp;#x201D;), influenza A/H1N1, zika, chikungunya, Covid-19 u otra eventualidad epidémica.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Situación macroeconómica&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Históricamente, en México se han presentado crisis económicas recurrentes causados por factores internos y externos sobre los que no existe control alguno, caracterizadas por las altas tasas de inflación, volatilidad y devaluación en el tipo de cambio, altas tasas de interés, fuerte contracción en la demanda del consumidor, disponibilidad de crédito reducida, incremento del índice de desempleo y disminución de la confianza de los inversionistas, entre otros. Start Banregio no puede garantizar que dichos eventos no ocurran de nuevo en el futuro y que las situaciones que puedan derivar de ello no afecten su situación financiera, negocios o resultados de operación. En caso que se suscite dicha afectación, la capacidad de pago del Emisor podría verse igualmente afectada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Crecimiento económico&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El sector en que la Emisora enfoca su negocio se puede ver afectado por un menor crecimiento económico del país, lo que podría afectar negativamente la capacidad del Emisor para originar nuevos negocios y resultados satisfactorios, por lo que podría tener un efecto adverso en la condición financiera, en la operación y en los resultados de Start Banregio, y por ende en la capacidad de pago de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Devaluación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El tipo de cambio del Peso frente a otras divisas ha sufrido movimientos importantes por diversas razones, tanto en el pasado como en la actualidad. Si el Peso se devalúa frente al Dólar, la economía mexicana podría verse afectada y podría resultar en una pérdida de poder adquisitivo para los tenedores, e inclusive podría tener un efecto adverso en la condición financiera, en la operación y en los resultados de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Inflación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El aumento de la inflación en México, medida por el incremento en el Índice Nacional de Precios al Consumidor dado a conocer por el INEGI, afectaría en forma adversa el poder adquisitivo de los clientes de Start Banregio y, por lo tanto, su capacidad de pago, lo que podría tener un efecto adverso en la condición financiera, en la operación y en los resultados del Emisor, y por ende en su capacidad de pago.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Tasas de interés&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Situaciones adversas en la economía nacional podrían resultar en incrementos sustanciales en las tasas de interés del mercado local, lo que afectaría la capacidad de pago de los clientes del Emisor, repercutiendo adversamente en su negocio, situación financiera y resultados de operación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:35.25pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El alza sostenida de las tasas de interés desincentiva la demanda de préstamos por parte de los clientes, especialmente de menudeo, y ha resultado en una tasa de impago mayor de créditos vigentes y en el deterioro en la calidad de los activos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Nivel de empleo&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En caso de que los cambios en la situación económica, política o social trajeran como consecuencia una pérdida mayor de empleos en el país, la capacidad de pago de los clientes del Emisor podría verse afectada al perder su fuente de ingreso, lo que podría disminuir la cobranza de Start Banregio, incrementando sus niveles de cartera vencida.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Riesgos relacionados con las reformas fiscal y financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:35pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 13 de noviembre de 2023, el Congreso de la Unión aprobó el paquete económico para el ejercicio 2024, el cual no contempla cambios a las leyes fiscales ni al &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Código Fiscal de la Federación. En términos generales, se implementan acciones de fiscalización encaminadas a fortalecer el proceso de recaudación de la autoridad fiscal.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:35pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por lo que respecta a la reforma laboral, no ha habido cambios significativos; se continúa con el incremento anual al Salario Mínimo, la revisión de salario del contrato colectivo de trabajo, incremento a la unidad de medida y actualización (UMA) y la actualización del Registro de Prestadoras de Servicios Especializados (REPSE).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Cambios en disposiciones gubernamentales&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cualquier cambio en leyes, políticas y/o estrategias gubernamentales relacionado con servicios y productos financieros ofrecidos por el Emisor, podría afectar su operación o su régimen jurídico y esto podría tener consecuencias negativas en su negocio, situación financiera o resultados de operación y, por ende, su capacidad de pago de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Situación política&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Emisor no puede asegurar que los eventos políticos mexicanos, sobre los cuales no tiene control, no tendrán un efecto desfavorable en la situación financiera o en los resultados o en el precio de mercado de los valores emitidos por Start Banregio. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Situación en otros países&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los valores emitidos por compañías mexicanas pueden verse afectados por las condiciones económicas y de mercado de otros países. Aunque la situación económica en esos países puede ser distinta a la de México, las reacciones de inversionistas por acontecimientos en cualquiera de estos otros países podrían cambiar el riesgo de mercado y de contraparte en los valores de las personas mexicanas. Por lo anterior, no se puede asegurar que los valores emitidos por Start Banregio no se verán afectados adversamente por eventos en otras partes del mundo. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:35.25pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Riesgos geopolíticos, tales como la incertidumbre por el conflicto armado entre Rusia y Ucrania podrían generar cierto grado de escasez sobre todo en gas, petróleo, fertilizantes entre otros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Incremento en la inflación mundial y de las políticas monetarias generarían incrementos en tasas y retiro de liquidez del mercado.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Riesgos para las exportaciones &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El proceso de desglobalización que el mundo experimenta actualmente tiene el potencial de limitar el crecimiento del país, con particular impacto en sectores y regiones clave. En el corto plazo, el riesgo recae en que la actual administración estadounidense ha mostrado la intención de aplicar aranceles en contra de las exportaciones mexicanas. De cumplir las amenazas, el impacto dependerá de la duración, del tipo de sectores afectados, así como de una eventual respuesta del gobierno mexicano.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; color:#0000ff"&gt; &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;ii) Factores de Riesgo Relacionados con Start Banregio&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Competidores en servicios financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio enfrenta competencia por parte de otras instituciones financieras mexicanas que atienden a los mismos segmentos de personas y empresas, así como instituciones financieras globales. Lo anterior, podría afectar adversamente la situación financiera y resultados de operación del Emisor y, por ende, su capacidad de pagar los CBs.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 2024 no existen competidores nuevos de los que ya se conocen. Sin embargo, es posible que a futuro aumente por la entrada de nuevos participantes autorizados.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Además de la banca tradicional existen entidades especializadas, como las Sofomes no reguladas, que al no formar parte de un grupo financiero no están sujetas a la extensa normativa bancaria mexicana a la que se sujeta Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Cambios en la regulación gubernamental.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio es una entidad regulada. En el caso de que las regulaciones aplicables se modifiquen, sus efectos podrían tener un impacto desfavorable en el negocio, la situación financiera o los resultados de operación del Emisor y, por ende, en su capacidad de pago de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Ejecución de garantías.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La ejecución de las garantías otorgadas a favor de Start Banregio por sus clientes con motivo de operaciones se realiza, generalmente, a través de procedimientos judiciales que en ocasiones pudieran alargarse o verse entorpecidos. Los retrasos o impedimentos para ejecutar garantías pueden afectar adversamente el valor de las mismas y con ello el negocio, la situación financiera o los resultados de operación del Emisor.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Estrategia de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Si hubiere circunstancias económicas desfavorables que afecten los activos del Emisor, dichas circunstancias podrían traer como resultado que el Emisor no tenga la capacidad de pagar sus pasivos al vencimiento, lo que obligaría al Emisor a modificar su estrategia de negocio con el fin de mitigar el efecto adverso. Dicha modificación en la estrategia de negocio de Start Banregio podría afectar negativamente sus resultados de operación y condición financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:35.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Cambios en las condiciones crediticias.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Emisor obtiene recursos para financiar su cartera de créditos a través de créditos bancarios o emisiones de deuda bursátil. La condición financiera del Emisor le ha permitido obtener términos favorables en la negociación de sus financiamientos; sin embargo, no existe una garantía de que el Emisor podrá obtener en el futuro créditos similares a tasas competitivas u otras condiciones favorables. La imposibilidad de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;obtener créditos en términos competitivos podría afectar negativamente la liquidez, la condición financiera o los resultados operativos de Start Banregio, así como su capacidad para pagar los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 35.4pt; line-height:115%; font-size:12pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt; font-weight:normal"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Subsidiaria del Banco.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Entre Banregio Grupo Financiero y Start Banregio se tiene pactado un convenio único de responsabilidades, con el fin de dar cumplimiento a la Ley para Regular las Agrupaciones Financieras y a las reglas generales para la constitución y funcionamiento de grupos financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A través de dicho convenio único de responsabilidades, Banregio Grupo Financiero asume la responsabilidad subsidiaria e ilimitada del cumplimiento de las obligaciones de cada una de las entidades financieras que forman parte del mismo grupo financiero, e ilimitadamente por las pérdidas de todas y cada una de dichas entidades, en los términos del artículo 119 de la Ley para Regular las Agrupaciones Financieras. Además de Start Banregio, Banregio Grupo Financiero asume dicha responsabilidad para otras entidades financieras diferentes al Emisor. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Los riesgos de liquidez y financiamiento podrían afectarnos adversamente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Algunos bancos mexicanos han sufrido graves problemas de liquidez en distintos momentos, particularmente en relación con el refinanciamiento de pasivos a corto plazo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No podemos asegurar que el sistema bancario mexicano o nosotros no estaremos sujetos a problemas de liquidez o financiamiento en el futuro. Si bien esperamos poder pagar o refinanciar nuestros pasivos, no podemos asegurar que podremos pagar o refinanciar nuestros pasivos en términos favorables.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Dependencia o expiración de patentes, marcas registradas o contratos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los resultados podrían verse afectados si la marca sufriera un daño importante en su reputación. Cualquier daño prolongado o significativo en la confianza de los clientes, respecto de la reputación o confiabilidad de la marca o servicios financieros, podría tener un efecto sustancial adverso en los resultados operativos y financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Operaciones registradas fuera de balance&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Emisora no mantiene operaciones relevantes registradas fuera de balance, esto pudiera cambiar en el futuro, ya que a pesar de no ser una práctica actual esto representa un riesgo. Como contrapeso a lo anterior, es importante conocer que las autoridades del sistema bancario vigilan permanentemente estos rubros y sus posibles registros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Dependencia de personal clave&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Dependemos de nuestros funcionarios, ejecutivos y empleados clave. En particular, nuestro equipo directivo tiene una gran experiencia en el sector bancario y servicios financieros, por lo que la pérdida de cualquiera de nuestros ejecutivos, empleados o directivos clave podría afectar negativamente nuestra capacidad para continuar e implementar nuestra estrategia de negocios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Nuestro éxito futuro depende también de nuestra capacidad para identificar, contratar, capacitar y mantener al personal. La competencia por personal calificado es intensa y podríamos tener dificultades para atraer, integrar o retener personal calificado con los niveles de experiencia o compensación que son necesarios para mantener o expandir nuestras operaciones. Nuestros negocios podrían verse adversamente afectados si no podemos atraer al personal necesario.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Riesgos ambientales relacionados con sus activos, insumos, productos o servicios&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El medio ambiente puede tener impactos en el negocio de la Emisora ya que sus clientes se encuentran expuestos a posibles eventos naturales (ambientales), dichos riesgos se limitan por la diversificación del negocio, pero se pueden agravarse y perjudicar a la Institución y sus negocios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Impacto de cambios en la regulación y acuerdos internacionales en materia ambiental&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La regulación ambiental ha tomado mayor importancia en las Emisoras del mercado de valores, por lo que el cambio en las mismas puede tener impactos negativos para el resultado de la Emisora, a pesar de que dichos cambios tienen un fin positivo, el cambio de regulación podrá tener consecuencias no favorables para el resultado de la Emisora.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Actualmente, nuestra entidad reporta la información ambiental, social y de gobernanza (ASG) conforme a los estándares establecidos por GRI y SASB. No obstante, en el contexto de los próximos cambios normativos en materia de sostenibilidad financiera, estamos a la espera de la definición sobre si nuestra institución quedará sujeta a las normas emitidas por el International Financial Reporting Standards (IFRS) o por el Consejo Mexicano de Normas de Información Financiera (CINIF). Independientemente de la resolución, hemos previsto que a partir del próximo año comenzaremos a reportar bajo alguno de estos dos marcos, lo cual permitirá una mayor alineación con las expectativas regulatorias nacionales e internacionales, así como una mayor comparabilidad y transparencia en la divulgación de información.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Vencimiento de contratos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Emisora, como proceso natural, tiene apertura y vencimiento de contratos que pueden representar negocios relevantes para el resultado de la Institución, con la diversificación del negocio se permite minimizar la dependencia a algún contrato en particular, siendo importante notar que aun así existe el riesgo de pérdida de negocio por no renovar contratos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Dependencia de un solo segmento de negocio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; La Emisora diversifica sus operaciones a través de tres unidades de negocio, las cuales son: Empresarial, Arrendamiento y Pequeña Empresa, evitando así la dependencia de una sola de ellas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;iii) Factores de riesgo relacionados con los CB&amp;#x2019;s&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Mercado limitado.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No se puede asegurar que exista un mercado secundario para los CBs y no pueden garantizarse las condiciones que puedan afectar al mercado de los CBs en el futuro, ni la capacidad ni condiciones en las cuales los tenedores puedan, en su caso, enajenar dichos CBs. Los CBs podrían tener que enajenarse a precios inferiores o superiores al precio en el que fueron suscritos inicialmente dependiendo de diversos factores (incluyendo, entre otros, la situación financiera de Start Banregio, el comportamiento de las tasas de interés y la situación política y económica de México).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Instrumentos quirografarios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En principio y salvo que se establezca lo contrario para una emisión en particular, los CBs que se emitan al amparo del presente programa serán quirografarios y, por lo tanto, no contarán con garantía específica, ni contarán con la garantía del IPAB.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Prelación en caso de quiebra.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a la Ley de Concursos Mercantiles, en caso de declaración de concurso mercantil de la Sociedad, ciertos créditos en contra de la masa, incluyendo los créditos en favor de los trabajadores (considerando los salarios de los dos años anteriores a la declaración del concurso mercantil), los créditos de acreedores singularmente privilegiados, los créditos con garantías reales, los créditos fiscales y los créditos de acreedores con privilegio especial, tendrán preferencia sobre los créditos de los acreedores comunes de la Sociedad, incluyendo los créditos resultantes de los CBs. Asimismo, en caso de declaración de quiebra de la Sociedad, los créditos con garantía real tendrán preferencia (incluso con respecto a los tenedores) hasta por el producto derivado de la ejecución de los bienes otorgados en garantía.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a la Ley de Concursos Mercantiles, para determinar la cuantía de las obligaciones de la Sociedad a partir de que se dicte la sentencia de declaración de concurso mercantil, si las obligaciones de la Sociedad que se contienen en los CBs se encuentran denominadas en Pesos deberán convertirse a UDIs (tomando en consideración el valor de la UDI en la fecha de declaración del concurso mercantil), y si las obligaciones contenidas en los CBs se encuentran denominadas en UDIs, dichas obligaciones se mantendrán denominadas en dichas unidades. Asimismo, las obligaciones de la Sociedad (incluyendo sus obligaciones respecto de los CBs), sin garantía real, denominadas en Pesos o UDIs, dejarán de devengar intereses a partir de la fecha de declaración del concurso mercantil.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Modificaciones al Régimen Fiscal para TENEDORES de los Certificados Bursátiles.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existe garantía de que el Régimen Fiscal que actualmente es aplicable a los CBs no sufra modificaciones en el futuro que pudiesen afectar adversamente la tasa impositiva y, en general, el tratamiento fiscal de los intereses que devenguen los CBs afectando a los tenedores de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Conflictos de interés.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las empresas filiales y/o subsidiarias del Emisor podrían tener alguna participación en las emisiones que se realicen al amparo del programa, según se determine en el aviso de colocación con fines informativos correspondiente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, en virtud de que el Emisor y filiales son participantes activos en el mercado de tasas de interés, el rendimiento de los CBs que se emitan al amparo del programa podría verse afectado por operaciones que lleven a cabo el Emisor y/o sus afiliadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;La calificación crediticia de los Certificados Bursátiles puede estar sujeta a revisión.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las calificaciones crediticias otorgadas con relación a los CBs podrán estar sujetas a revisión por distintas circunstancias relacionadas con el Emisor, México u otros temas que en la opinión de las agencias calificadoras respectivas pueda tener incidencia sobre la posibilidad de pago de los mismos. Los inversionistas deberán considerar cuidadosamente cualquier consideración que se señale en las calificaciones correspondientes, las cuales se encuentran adjuntas como un anexo a los suplementos correspondientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Amortización de los Certificados Bursátiles.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El pago a los tenedores de los CBs se llevará a cabo en los términos y condiciones que se señalarán en el suplemento y en los títulos que documenten cada una de las emisiones realizadas al amparo del programa. El Emisor no puede asegurar que a la fecha de vencimiento de la EMISIÓN respectiva, contará con los recursos suficientes para realizar el pago de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Riesgo de Reinversión.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las emisiones de CBs al amparo del programa podrán contemplar mecanismos de amortización anticipada. Dicha amortización anticipada podría implicar un riesgo a los TENEDORES de los CBs ya que éstos tendrían que reinvertir las cantidades recibidas en dicha amortización anticipada a las tasas de interés vigentes en el momento del pago, las cuales podrán ser menores o mayores que la tasa de interés de los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Mantenimiento de Registro y Listado&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;De conformidad con lo previsto en el artículo 27 y demás aplicables de las Circular Única de Emisoras y la disposición 4.033.00 y demás aplicables del Reglamento Interior de la BMV, el Emisor está obligado a dar cumplimiento a una serie de requisitos relacionados con el mantenimiento de (i) la inscripción en el RNV, y (ii) el listado en la BMV, de los CBs. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En caso de incumplimiento por parte del Emisor en lo relativo a sus obligaciones, o en su defecto en caso de que el Emisor no presente un grado de avance significativo en la corrección del incumplimiento en los términos del artículo 29 de Circular Única de Emisoras, la CNBV podrá decretar la imposición de sanciones económicas contra el Emisor, así como la suspensión de la cotización o la cancelación del registro en el RNV &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de los valores y en específico de los CBs, situaciones que podrían afectar la capacidad del Emisor para cumplir con sus obligaciones en relación con el programa y con los CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;iv.&lt;/span&gt;&lt;span style="width:23.77pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Información sobre proyecciones y riesgos asociados&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información que no tiene el carácter de información histórica que se incluye en este Reporte Anual refleja las perspectivas de Start Banregio en relación con acontecimientos futuros y puede contener información sobre resultados financieros, situaciones económicas, tendencias y hechos inciertos. Las expresiones &amp;#x201C;cree&amp;#x201D;, &amp;#x201C;espera&amp;#x201D;, &amp;#x201C;estima&amp;#x201D;, &amp;#x201C;considera&amp;#x201D;, &amp;#x201C;planea&amp;#x201D;, &amp;#x201C;busca&amp;#x201D; y otras expresiones similares, indican dichas proyecciones o estimaciones. Al evaluar dichas proyecciones o estimaciones, el inversionista deberá tomar en cuenta los factores descritos en esta sección, así como, en su caso, en el suplemento y demás documentación correspondiente. Dichos factores de riesgo, proyecciones y estimaciones describen las circunstancias que podrían ocasionar que los resultados reales difieran significativamente de los esperados.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El presente Reporte Anual incluye ciertas declaraciones sobre el futuro. Estas declaraciones aparecen en diferentes secciones de dichos documentos y se refieren a la intención, la opinión o las expectativas actuales con respecto a los planes futuros y a las tendencias económicas y de mercado que afecten la situación financiera y los resultados de las operaciones de Start Banregio. Estas declaraciones no deben ser interpretadas como una garantía de rendimiento futuro e implican riesgos e incertidumbre, y los resultados reales pueden diferir de aquellos expresados en tales declaraciones por distintos factores. La información contenida en este Reporte Anual, incluyendo, entre otras, las secciones &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;FACTORES DE RIESGO&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D; y &amp;#x201C;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;COMENTARIOS Y ANÁLISIS DE LA ADMINISTRACIÓN SOBRE LOS RESULTADOS DE OPERACIÓN Y SITUACIÓN FINANCIERA DE LA EMISORA&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201D;, identifican algunas circunstancias importantes que podrían causar tales diferencias. Se advierte a los posibles TENEDORES y al público inversionista que tomen estas declaraciones de expectativas con las reservas del caso, ya que sólo se fundamentan en lo ocurrido hasta la fecha del presente Reporte Anual. Start Banregio no está obligado a divulgar públicamente el resultado de la revisión de las declaraciones de expectativas para reflejar sucesos o circunstancias posteriores a la fecha de este Reporte Anual, excepto por los eventos relevantes y la información periódica que está obligado a divulgar al mercado conforme a las disposiciones legales aplicables.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;A&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; la fecha del presente Reporte Anual, Start Banregio no tiene inscritos valores de largo plazo en el RNV.&lt;/span&gt;&#xD;
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  <ar_pros:SignificantChangesToTheRightsOfSecuritiesRegistered id="F2a432da5-b6c4-48bb-a571-0791da6998b3" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existen cambios en los derechos de valores inscritos en el Registro Nacional de Valores.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los fondos netos obtenidos en cada una de las emisiones al amparo del programa de Certificados Bursátiles serán destinados por Start Banregio conforme a sus necesidades financieras (incluyendo, sin limitar, la sustitución de pasivos), corporativas, estratégicas, y de capital de trabajo, entre otros, lo cual será informado en los Documentos CP o Documentos LP según sea el caso.&lt;/span&gt;&#xD;
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  <ar_pros:PublicDocuments id="Fd6084bd0-dd47-4b58-d09e-56a184070f24" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información y documentos de Start Banregio de carácter público que fue presentada a la CNBV y a la BMV en relación con el Reporte Anual podrá ser consultada por los inversionistas a través de la BMV en sus oficinas (Av. Paseo de la Reforma número 255, colonia Cuauhtémoc, C.P. 06500, MÉXICO, D.F.) o en su página electrónica en Internet (www.bmv.com.mx), en la página de Internet de la CNBV (www.cnbv.gob.mx) o en la página de Internet de Start Banregio (www.regional.mx), en el entendido que ésta última página de Internet no forma parte del presente Reporte Anual.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, y a solicitud del inversionista, se otorgarán copias de dichos documentos a través del Área de Relación con Inversionistas, a la atención de Alejandro Lobeira, en las oficinas de Start Banregio (Avenida Rómulo Garza No. 555, Col. Industrias del Vidrio Oriente, C.P. 66470, San Nicolás de los Garza, Nuevo León), al teléfono 52 (81) 8399-5000 ext 5165, y en el correo electrónico: investor.relations@banregio.com.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por tener inscritos valores en el RNV, Start Banregio está obligada a proporcionar a la CNBV, a la BMV y al público inversionista la información financiera, económica, contable, jurídica y administrativa a que se refiere el artículo 40 en relación al artículo 33, fracciones I, inciso a), numerales 3 y 5 y II, de la Circular Única de Emisoras.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, como Emisor de valores inscritos en el RNV y de conformidad con la legislación mencionada en el párrafo anterior, proporciona a la CNBV, a la BMV y al público inversionista: (i) anualmente, a más tardar el tercer día hábil inmediato siguiente a la fecha de celebración de la asamblea general ordinaria de accionistas que resuelva acerca de los resultados del ejercicio social, sus estados financieros anuales; y (ii) trimestralmente, dentro de los 20 días hábiles siguientes a la terminación de cada uno de los primeros tres trimestres del ejercicio social y dentro de los 40 días hábiles siguientes a la conclusión del cuarto, los estados financieros trimestrales, así como la información económica, contable y administrativa del trimestre correspondiente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En los últimos tres años, Start Banregio ha entregado en forma completa y oportuna los reportes sobre eventos relevantes e información periódica requerida por la legislación aplicable.&lt;/span&gt;&#xD;
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  <ar_pros:HistoryAndDevelopmentOfTheIssuer id="Fa8cafb0d-1111-4823-f9e3-b07ee24e9cf8" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio se constituyó originalmente bajo la denominación Fomento Reinero, S.A, según consta en la escritura pública número 946 de fecha 12 de enero de 1980, pasada ante la fe del señor Jesús Lozano de la Garza, notario público número 5 de Monterrey, N.L. Posteriormente, se convirtió en una organización auxiliar del crédito, bajo la modalidad de arrendadora financiera y más &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;tarde cambió&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; su denominación por la de Arrendadora Financiera del Norte, S.A.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En septiembre de 2002, los accionistas del &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor autorizaron la participación de BANREGIO y del señor Manuel G. Rivero Santos en su capital social. Con motivo de dicha operación, se acordó el cambio de la denominación de la sociedad por la de Arrendadora Banregio, Sociedad Anónima de Capital Variable, Organización Auxiliar del Crédito. En enero de 2005, el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor se incorporó a Regional y cambió su denominación por la de Arrendadora Banregio, S. A. de C. V., Organización Auxiliar del Crédito, Banregio Grupo Financiero.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 18 de julio de 2006 se publicó en el DOF un decreto por el que se reformaron diversas leyes financieras con el objeto de permitir la realización habitual y profesional de operaciones de crédito, arrendamiento financiero y factoraje financiero mediante la figura de sociedad financiera de objeto múltiple (SOFOM). Por esta razón, en febrero de 2007, los accionistas del &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor resolvieron adoptar la modalidad de sociedad financiera de objeto múltiple y, en consecuencia, reformar totalmente sus estatutos sociales y adoptar la denominación de &amp;#x201C;Arrendadora Banregio, S.A., Sociedad Financiera de Objeto Múltiple, Entidad Regulada, Banregio Grupo Financiero&amp;#x201D;. Finalmente, en septiembre del año 2007, el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor modificó sus estatutos sociales para denominarse Start Banregio.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Como parte del crecimiento de Start Banregio, en diciembre de 2009, adquirió el 100% de Masterlease, empresa líder en arrendamiento puro de vehículos en el país, con oficinas en el Distrito Federal, Guadalajara y Monterrey, cuyos activos eran del orden de más de $1,500. La fusión de Masterlease en Start Banregio ha fortalecido la oferta de productos que ofrece Regional, con el arrendamiento operativo de flotillas de vehículos, para el segmento de pequeñas, medianas y grandes empresas, con un intercambio de procesos, valor y posicionamiento de marca, obtenidos a través de sus años de operación. Asimismo, dicha fusión ha permitido crear nuevos lazos comerciales con distintos organismos privados y públicos en el desempeño económico regional y nacional y crear economías de escala operativas.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En el año 2011, se compraron las carteras de AutoSummit y de GE Capital, por un monto de $2,047 y $236, respectivamente. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En septiembre del año 2011 se creó Financiera Banregio, entidad financiera mexicana especializada en ofrecer soluciones de crédito, arrendamiento y factoraje, principalmente orientadas a pequeñas y medianas empresas (PyMEs), parte de Banregio Grupo Financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante agosto del 2012, Start Banregio, S. A. de C. V. SOFOM, E.R., Regional (antes Banregio Grupo Financiero) firmó un convenio de distribución con Quálitas Compañía de Seguros S.A.B. de C.V. Dicho convenio tiene una vigencia de 10 años, el cual permitirá generar beneficios para los clientes comunes de ambas instituciones al mejorar la oferta de los productos de seguros de automóviles. Este convenio es extensivo a otras entidades financieras integrantes de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Posteriormente, en septiembre de 2012. Start Banregio, S. A. de C. V. SOFOM, E.R., Banregio Grupo Financiero firmó un convenio de distribución con ACE Seguros, S.A. Dicho convenio tiene una vigencia de 10 años, el cual permitirá generar beneficios para los clientes comunes de ambas instituciones al mejorar la oferta de los productos de Seguros Personales entre los que se encuentran Vida, Desempleo, Vivienda y Protección General a Pequeñas Empresas, entre otros. De igual forma, este convenio es extensivo a otras entidades financieras integrantes de Regional. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Mediante Asamblea General de Accionistas de Banregio celebrada el 13 de agosto de 2015, se acordó la incorporación indirecta de The Capita Corporation de México (TCC) en virtud de la adquisición del 99.99% de su capital social a través de Start Banregio. Esta adquisición responde a la estrategia de Regional de atender a las Medianas y Pequeñas empresas del país con una amplia gama de productos de financiamiento, en particular se consolida el negocio de arrendamiento, donde actualmente ofrece productos y servicios para equipo automotriz, y con esta adquisición se robustece la oferta de productos de arrendamiento de equipos tecnológicos y de maquinaria. Start Banregio y TCC se fusionaron a partir del 1 de junio de 2016.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 21 de enero de 2015 fue aprobada la solicitud de reestructura corporativa de Regional, por lo que a partir de esa fecha Start Banregio es subsidiaria de Banco Regional, S.A., Institución de Banca Múltiple Banregio Grupo Financiero, el cual a su vez es subsidiaria de Banregio Grupo Financiero, S. A. de C. V., una agrupación financiera constituida en diciembre de 2017 y que inició operaciones en abril de 2018. A la fecha, el BANCO es propietario del 99.99% del capital social de Start Banregio. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 16 de agosto de 2016, la Asamblea de Accionistas de Banregio Grupo Financiero, acordó su reestructura societaria, en la cual el Grupo Financiero se extinguirá mediante una fusión con una nueva entidad (Regional). Como parte de esta reestructura societaria, se constituirá una nueva agrupación financiera (el Nuevo Grupo Financiero), que será subsidiaria directa y totalitaria de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 6 de septiembre de 2018 cambió la denominación social de Banco Regional de Monterrey S.A. Institución de Banca Múltiple Banregio Grupo Financiero por Banco Regional, S.A. Institución de Banca Múltiple Banregio Grupo Financiero, con la finalidad de alinearse con la imagen institucional del Grupo Financiero, que cuenta con una presencia cada vez mayor fuera de la zona metropolitana donde radican sus oficinas centrales y consolidar la imagen de ser el banco regional de las principales zonas económicas de México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 17 de octubre de octubre de 2018 AF Banregio S.A de C.V. cambió su denominación social por Start Banregio, S.A de C.V. como consecuencia de la modificación de la cláusula Primera de los estatutos sociales acordada por la Asamblea General Extraordinaria de Accionistas celebrada el 29 de agosto de 2018, con la finalidad de actualizar la diversidad de productos y servicios que la entidad ofrece en la actualidad. Para tal efecto se obtuvo autorización de la Secretaría de Economía mediante la clave única de documento (CUD) A201806071916404481 expedida con fecha 7 de junio de 2018 y autorizada por el Registro Nacional de Valores mediante oficio de toma de nota 153/12326/2018 el pasado 26 de septiembre de 2018. Adoptando a su vez el nombre comercial de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 12 de noviembre de 2019, las Asambleas de Accionistas de la Sociedad, Financiera Banregio y Banregio Soluciones Financieras, acordaron la fusión con Start Banregio. Mediante esta fusión se extinguieron Financiera y Soluciones y Start subsistió como entidad fusionante. Dicha fusión surtió efectos a partir del 1 de diciembre de 2019, con cifras al 30 de noviembre de 2019.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En esta fusión, Start incorporó activos de Financiera por $177 (principalmente cartera de crédito a la vivienda) y pasivos por $70 (principalmente por financiamientos), y activos de Soluciones por $19 (por Derechos de cobro).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;A continuación se presentan los sucesos relevantes en la evolución de Start Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;: &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:467.5pt"&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:4.9pt; padding-right:5.4pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;Año&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1947&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:63.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;A manera de antecedente indirecto, en 1947, Don Manuel Santos González, participó como socio fundador de la institución financiera denominada Banco Regional del Norte, S.A., el cual llegó a ubicarse entre las principales instituciones financieras en el norte del país. En la década de los 70´s, el Lic. Manuel G. Rivero Santos (actual Director General del Grupo) participaba en la dirección de aquel banco.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1980&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Se constituye Fomento Reinero, S.A. empresa dedicada al arrendamiento financiero, según consta en la escritura pública 946 de fecha 12 de enero de 1980.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:73.5pt"&gt;&#xD;
					&lt;td rowspan="2" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1982&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td rowspan="2" style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;El Banco Regional del Norte, S.A. es nacionalizado por el gobierno mexicano.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:14.55pt"&gt;&#xD;
					&lt;td style="width:0pt; height:14.55pt; border:none"&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1984&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Fomento Reinero S.A. se convierte en Organización Auxiliar del Crédito según la escritura pública 3,827 del 29 de febrero de 1984.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1985&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Fomento Reinero, S.A. cambia de razón social a Arrendadora Financiera del Norte, S.A. según consta en la escritura pública 1,432 de fecha 3 de junio de 1985.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;1994&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Un grupo de inversionistas, encabezados por el Lic. Manuel G. Rivero Santos, sobrino de Don Manuel Santos González se reúnen con el objetivo de fundar Banco Regional de Monterrey, S.A., Institución de Banca Múltiple (Banregio). Se inicia con un capital de $180 equivalentes a $56.5 millones de dólares (cifras de 1994).&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2002&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Se adquirió Arrendadora Financiera del Norte, convirtiéndola en Arrendadora Banregio, S. A. de C. V.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2005&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:76.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En julio de 2005 inició operaciones Banregio Grupo Financiero, S. A. de C. V., sociedad controladora que fue producto de la escisión de Banregio. Al surtir efecto la escisión acordada, se disminuyó en $24 el capital social del Banco, representado por 2,299,415 acciones de la Serie O y se transmitió como parte de la escisión las acciones representativas del capital social de Arrendadora Banregio S. A. de C. V., Factor Banregio, S. A. de C. V. y Operadora Banregio, S. A. de C. V. a la sociedad escindida.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2007&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:76.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En febrero del 2007, Arrendadora Banregio adopta la modalidad de Sociedad Financiera de Objeto Múltiple. En agosto se resuelve modificar la denominación de la arrendadora por la de &amp;#x201C;Start Banregio&amp;#x201D;, Por último, en el cuarto trimestre del 2007 se incorporaron las operaciones de Arrendadora Banregio y Factor Banregio en una sola empresa, ya denominada Start Banregio, En dicha operación se co&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;mbinó&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; la cartera de factoraje y la mayor parte de los pasivos de Factor Banregio a Arrendadora Banregio.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2009&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En diciembre de 2009 Start Banregio adquiere a Masterlease, S. A. de C. V., institución especializada en arrendamiento puro con más de $1,500 en activos y más de 15,000 contratos de arrendamiento a nivel nacional.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2010&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:63.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En mayo de 2010 se fusionan las operaciones de Start Banregio con MasterLease. En septiembre de 2010 la Asamblea General de Accionistas de la subsidiaria Vivir Soluciones Financieras acordó escindir la compañía, dando origen a una nueva Sociedad Financiera de Objeto Múltiple. Banregio Grupo Financiero atiende a más de 230 mil clientes mediante 99 sucursales abarcando 12 estados de la república mexicana y mediante su portal www.banregio.com&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2011&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:13pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Banregio Grupo Financiero, S.A.B. de C.V. realiza con éxito su Oferta Pública Inicial en la Bolsa Mexicana de Valores en julio. Start Banregio compra las carteras de AutoSummit y de GE Capital, por un monto de $2,047 y $236, respectivamente.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2012&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio firmó un convenio de distribución con Quálitas Compañía de Seguros S.A.B. de C.V. y con ACE Seguros, S.A.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2014&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio anuncia que el día 20 de noviembre del 2014 firmó un convenio para adquirir el 100% del capital de Arrendadora Capita S. A. de C. V. y The Capita Corporation SOFOM E.N.R. (TCC) ambas subsidiarias de CIT Group en su División de Equipment Finance.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
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							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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					&lt;td rowspan="3" style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2015&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
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							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;El 31 de enero se aprobó la incorporación de Start Banregio a BANREGIO (Banco).&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
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							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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				&lt;tr style="height:26.25pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2015&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Mediante Asamblea General de Accionistas se acordó la incorporación de TCC a Start Banregio en virtud de la adquisición del 99.99% de su capital social.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2016&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Se concreta la fusión de Start Banregio y TCC subsistiendo la primera.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51.75pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2016&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En asamblea de accionistas se acordó reestructura societaria por la cual habrá una nueva Sociedad Controladora de la que dependerá el nuevo Grupo Financiero con la misma estructura corporativa e integración de entidades financieras y sociedades que actualmente conforman el Grupo Financiero.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2018&lt;/span&gt;&#xD;
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					&lt;td style="background-color:#ffffff; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;En Asamblea General Extraordinaria de accionistas celebrada el 29 de agosto de 2018, se acordó&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15.75pt"&gt;&#xD;
					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;el cambio de denominación social de AF Banregio, S. A. de C. V. a Start Banregio, S. A. de C. V.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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				&lt;tr style="height:57.15pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-left-color:#000000; border-left-style:solid; border-left-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; border-top-color:#000000; border-top-style:solid; border-top-width:1pt; padding-left:4.9pt; padding-right:4.9pt; vertical-align:middle; width:54.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;2019&lt;/span&gt;&#xD;
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					&lt;td style="background-color:#ffffff; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:1pt; padding-left:5.4pt; padding-right:4.9pt; vertical-align:top; width:391.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El 12 de noviembre de 2019, las Asambleas de Accionistas de la Sociedad, Financiera Banregio y Banregio Soluciones Financieras, acordaron la fusión con Start Banregio. Mediante esta fusión se extinguieron Financiera y Soluciones y Start subsistió como entidad fusionante. Dicha fusión surtió efectos a partir del 1 de diciembre de 2019, con cifras al 30 de noviembre de 2019.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio se constituyó originalmente bajo la denominación Fomento Reinero, S.A, según consta en la escritura pública número 946 de fecha 12 de enero de 1980 Actualmen&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;te cuenta con 45 años operando.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las oficinas corporativas principales se encuentran ubicadas en Avenida Rómulo Garza No. 555, Col. Industrias del Vidrio Oriente, C.P. 66470, San Nicolás de los Garza, Nuevo León. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para la atención de los tenedores, se encuentra el área de Relación con Inversionistas, a cargo de Alejandro Lobeira Gálvez, en el teléfono + (52) (81) 8399-5000 ext. 5165.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:HistoryAndDevelopmentOfTheIssuer>
  <ar_pros:BusinessOverview id="F65554225-f94f-40d1-f5d8-08ad0381a975" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Actualmente, Start Banregio participa en el mercado financiero regional mexicano, como integrante de Regional, con operaciones predominantemente en la región norte del país. A través de las subsidiarias ofrece una amplia variedad de productos y servicios financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La actividad principal es el otorgamiento de crédito comercial&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los esfuerzos se han dirigido a ofrecer una variedad de productos y servicios financieros a empresas, con un enfoque importante en las PYMES que tienen necesidades de financiamiento. Adicionalmente, se enfoca a desarrollar y ofrecer productos financieros (principalmente créditos automotrices, hipotecarios y personales) para el sector de la población mexicana económicamente activa, con una necesidad potencial de crédito y capacidad comprobable de afrontar el pago en el futuro. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2024 Regional de quien Start es subsidiaria indirecta, cuenta con presencia geográfica en 22 entidades federativas a través de una red de 170 sucursales &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;360, 16 centros cambiarios, 6 módulos bancarios, 12 Puntos Banregio y 5 canales&lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;dirigido a la fidelización y atracción del segmento preferente empresario y sus negocios ubicados en: Aguascalientes, Baja California, Baja California Sur, Chihuahua, Coahuila, Ciudad de México, Durango, Estado de México, Guanajuato, Jalisco, Michoacán, Nuevo León, Puebla, Querétaro, Quintana Roo, San Luis Potosí, Sinaloa, Sonora, Tamaulipas, Veracruz, Yucatán y Zacatecas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:BusinessOverview>
  <ar_pros:MainActivity id="F89c2f3a8-cda9-48be-a205-c35786318e3b" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las principales unidades de negocio al 31 de diciembre de 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, son:&lt;/span&gt;&#xD;
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			&lt;ol type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 35.45pt; text-indent:0pt; line-height:115%; font-family:Arial; font-size:11pt; font-weight:bold"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Unidades de Negocio&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Actualmente, Start Banregio participa en el mercado financiero regional mexicano, como integrante de Regional, con operaciones predominantemente en la región norte del país. A través de las subsidiarias ofrece una amplia variedad de productos y servicios financieros (principalmente créditos automotrices) para el sector de la población mexicana económicamente activa, con una necesidad potencial de crédito y capacidad comprobable de afrontar el pago en el futuro.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 32.17pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:3.83pt; font-family:Arial; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Unidad de Negocio Empresarial&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Unidad dedicada a contribuir en el desarrollo de las grandes y medianas empresas, segmentados de manera especializada de acuerdo a las necesidades de nuestros clientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Grandes Empresas: clientes con ventas superiores a los $375 y/o necesidades de crédito mayores a los $50.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 12pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Mediana Empresa: enfocados en clientes con ventas anuales de entre los $150 y $375 y/o con créditos desde $20 hasta los $50.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente, con el propósito de seguir apoyando el crecimiento de las empresas, se cuenta con productos de financiamiento al segmento, a través de diversas alternativas para solución de necesidades de corto y largo plazo, dando una atención especializada y personalizada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Obteniendo de manera constante un crecimiento en nuestros clientes y cartera de atención, esta unidad cuenta con una especialización relevante en la institución al ser el tipo de cliente asesorado desde nuestros inicios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Dentro de los objetivos para este año, se buscará ampliar en mayor medida la oferta de productos a ofrecer con nuestros clientes, para otorgar aún mejores soluciones financieras, así como consolidar nuevos mercados geográficos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, esta unidad de negocio representaba &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;el 23&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;% de la cartera total y cuenta con un índice de morosidad de 0.3% y genera el 29% de los ingresos de Start Banregio.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 32.17pt; text-indent:0pt; text-align:justify; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Unidad de Negocio Arrendamiento: &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, es la unidad de negocio del Grupo financiero Banregio dedicada a ofrecer soluciones financieras y operativas a través del arrendamiento puro, financiero y crédito de todos los activos productivos que requieran nuestros clientes para su operación, tales como, equipo de transporte y su equipo aliado, montacargas, maquinaria amarilla, maquinaria especializada, tecnología, mobiliario, equipo médico, entre otros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Como parte de las soluciones operativas se encuentra la administración de flotillas, de seguros y siniestros, tenencias, trámites vehiculares, mantenimientos, reportes web, etc.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Contamos con un gran equipo de trabajo especializado y líderes comprometidos tanto con nuestros clientes como con proveedores, lo cual nos ha permitido generar alianzas estratégicas de largo plazo a través del tiempo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Seguiremos desarrollando estrategias innovadoras dirigidas a mejorar nuestros procesos y niveles de servicio, que nos permitan seguir creando una gran experiencia a nuestros Clientes y Colaboradores. Incrementaremos la sinergia con las diversas Bancas del grupo, así como la presencia territorial de Start Banregio en zonas estratégicas del país.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2024, el arrendamiento representa el 73% de la cartera de Start al llegar a un total de $20,217. Representa el 56% de los ingresos totales, seguiremos desarrollando estrategias innovadoras dirigidas a mejorar nuestros procesos, tiempos de respuesta y lanzamiento de nuevos productos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 31.56pt; text-indent:0pt; text-align:justify; padding-left:4.44pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Unidad de Negocio Pequeña Empresa: &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se ofrece al sector de las personas morales y personas físicas con actividad empresarial, productos de crédito, seguros y servicios, a través de la red de sucursales y fuerza de ventas especializada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se clasifican como pequeñas empresas aquellas que tienen ingresos anuales hasta $150, con créditos en buró hasta por un total de $50 y con crédito en Banregio hasta por $20&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El portafolio maneja productos como Crédito a Negocios, el cual considera las modalidades de créditos amortizables y revolventes, para capital de trabajo o compra de activo fijo; con requisitos mínimos para su rápido perfilamiento y con un proceso de evaluación paramétrico por estados de cuenta y semiparamétrico con estados financieros, y con el respaldo de las garantías de Banca de Fomento; Seguro Pyme de fácil entendimiento, por primas preestablecidas se cuenta con coberturas fijas de responsabilidad civil y daños, &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;La cartera de crédito de esta unidad de negocios representa el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;2&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;% de la cartera total de Start Banregio y generó ingresos totales de $&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;217&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; durante el año 202&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;4&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;, que representa el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;14%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; de sus ingresos totales. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Principales ingresos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los principales ingresos de Start Banregio al cierre de 202&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;4, 2023, y 2022&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; se muestran en los siguientes cuadros:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;img 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" width="558" height="490" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 48.4pt; text-indent:0pt; line-height:115%; padding-left:2pt; font-family:Arial; font-size:11pt; font-weight:bold"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Descripción del proceso de crédito&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El proceso de la gestión crediticia está documentado a través de manuales internos de Regional y empresas subsidiarias, cuya observancia es de carácter general. En dichos manuales se indican las políticas y procedimientos establecidos para determinar las concentraciones de riesgo de crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para el otorgamiento de los créditos comerciales se sigue el siguiente flujo de operación:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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" width="387" height="227" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En lo relacionado con las funciones del ejercicio del crédito, Start Banregio contempla las etapas siguientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Originación del crédito.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a) Promoción&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b) Evaluación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c) Aprobación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d) Instrumentación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;e) Disposición del Crédito&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Administración del crédito.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a) Seguimiento&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b) Control&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c) Recuperación administrativa&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d) Recuperación judicial, de créditos con problemas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 35.45pt; text-indent:0pt; line-height:115%; font-family:Arial; font-size:11pt; font-weight:bold"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Ciclicidad&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio tiene un ciclo similar a sus clientes principales, sus clientes principales se dedican al transporte, farmacia y comercio, este tipo de clientes las inversiones que realizan en equipo de transporte se llevan a cabo durante el segundo semestre de cada año.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="4" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 35.45pt; text-indent:0pt; line-height:115%; font-family:Arial; font-size:11pt; font-weight:bold"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Ventajas Competitivas &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se ha obtenido una posición competitiva en las regiones donde Start Banregio opera como consecuencia de sus principales ventajas competitivas las cuales se describen a continuación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 10pt 68.17pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Alta Especialización y Enfoque en Crédito a Pymes &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En las regiones del país en que se tiene presencia Start Banregio es ampliamente reconocida en el segmento de crédito a PYMES. Otorgar créditos a este segmento requiere de un conocimiento profundo del segmento y la experiencia adquirida a lo largo de más de 25 años, le permite tener una posición privilegiada para aprovechar oportunidades de negocio y formar una base de clientes amplia y leal.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Esta especialización en el segmento PYMES tiene las siguientes ventajas competitivas: (i) obtener y mantener una mayor experiencia y aumentar el conocimiento personalizado de los clientes frente a los competidores, lo cual se transforma en mejores rendimientos, y (ii) aumentar las barreras de entrada y así asegurar la posición de liderazgo. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En virtud de las condiciones socioeconómicas y demográficas de México, el sector Pymes presenta grandes oportunidades de crecimiento y su presencia en dicho sector permitirá ser parte de dicho crecimiento de manera eficiente y rentable.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Su experiencia en atraer, identificar, atender y administrar la cartera de créditos al segmento, se ha traducido en un índice de morosidad (&amp;#x201C;IMOR&amp;#x201D;) inferior al promedio del Sistema Financiero Mexicano. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 10pt 60.07pt; text-indent:0pt; text-align:justify; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Servicio Personalizado de Alta Calidad&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio se distingue por una experiencia del cliente única dentro de sus sucursales y a través de sus canales de atención que se caracteriza por un servicio personalizado basado en la alta calidad de su recurso humano, su cultura de excelencia en el servicio y el compromiso hacia los clientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Lo anterior se ha logrado al mantener una fuerza de ventas bien capacitada, un equipo de trabajo multidisciplinario, que combina el conocimiento y el profesionalismo de banqueros con gran experiencia y conocimiento de la región y el mercado; y una estructura organizacional horizontal, con pocos niveles jerárquicos en la toma de decisiones entre los funcionarios que atienden a los clientes y los ejecutivos principales. Esto se traduce en un factor diferenciador en el Sistema Financiero Mexicano y genera lealtad de los clientes y oportunidades de negocio recurrentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El enfoque regional y proceso de contratación de personal clave de fuerza de venta con experiencia y conocimiento en cada plaza de la región en que opera, han permitido &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;prestar servicios más personalizados y eficientes, así como la creación de productos y servicios diferenciados dirigidos a cubrir las necesidades específicas de los clientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La estructura horizontal nos da gran flexibilidad y rapidez en la toma de decisiones y tiempos de respuesta, generando una ventaja competitiva significativa sobre otras instituciones de mayor tamaño.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 10pt 59.46pt; text-indent:0pt; text-align:justify; padding-left:4.44pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Equipo Directivo con Amplia Experiencia en el Sistema Financiero Mexicano&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El equipo directivo cuenta con amplia experiencia en el sector, todos ellos con más de 25 años en el sector financiero&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Adicionalmente, el equipo directivo ha trabajado conjuntamente por más de 20 años, permeando su conocimiento y experiencia al resto de la organización y así lograr estrechas relaciones con los clientes, lo cual ha permitido posicionar a la institución como una marca reconocida en el sistema financiero mexicano. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="4" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 10pt 60.07pt; text-indent:0pt; text-align:justify; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Alta Eficiencia Operativa y Bajo Costo de Fondeo&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se cuenta con controles internos que permiten asegurar que las operaciones se llevan a cabo de manera segura y eficiente. Continuamente se trabaja en optimizar el nivel de los gastos de administración y los procesos de operación, lo cual forma parte de la cultura de control de gastos que está permeada en todos los niveles de la organización. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Además de esta cultura, el modelo de negocios también favorece el mantener una estructura de gastos controlada debido a la estructura organizacional horizontal, flexible, eficiente y efectiva, que permite un mayor control y transparencia en el uso de los recursos, así como al modelo de crecimiento, el cual se encuentra ligado a un crecimiento en la fuerza de ventas, en vez de un crecimiento ligado al número de sucursales, los que permite crecer sin incurrir en grandes inversiones o aumentos significativos en gastos fijos. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El índice de eficiencia operativa (gastos operativos entre ingresos netos) de Start Banregio ha evolucionado como sigue: a &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;diciembre de 2024 registró 8.0%, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;a diciembre de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2023&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; registró &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;12.6% y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;a diciembre de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2022 &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;ascendió a &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;12.5%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Se espera que este índice &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;disminuya&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; a medida que se consolide el crecimiento y se logren mayores economías de escala y rentabilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="5" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 21.3pt; text-indent:0pt; line-height:115%; font-family:Arial; font-size:11pt; font-weight:bold"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Estrategia&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La estrategia se concentra en diferenciarse de los competidores, con enfoque en las necesidades de los clientes, proporcionando una gama de productos y servicios financieros diseñados para satisfacer dichas necesidades. Se han desarrollado las siguientes estrategias de negocio para alcanzar los objetivos de crecimiento y rentabilidad:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:10pt 0pt 0pt 32.17pt; text-indent:0pt; text-align:justify; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Estrategia de Crecimiento Orgánico a través del Otorgamiento de Crédito e Ingresos No Financieros.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para lograr el crecimiento de la cartera de crédito, Start Banregio se enfocará en los productos de mayor rentabilidad y en los que tiene mayor fortaleza, los cuales son el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;negocio de crédito a la PYMES y Automotriz y Arrendamiento. Para lograr lo anterior, incrementará la fuerza especializada de promoción que atiende a dichos segmentos de clientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente se cuenta con un negocio de seguros relacionado a los créditos de auto e hipotecario, mismo que explotará con la venta de seguros voluntarios, ya que este producto tiene gran potencial de crecimiento y rentabilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:10pt 0pt 0pt 32.17pt; text-indent:0pt; text-align:justify; padding-left:3.83pt; font-family:Arial; font-size:11pt; font-style:italic; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Estrategia de Expansión Geográfica.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En el norte del país, en especial Nuevo León, Banco Regional, de la cual Start Banregio es subsidiaria se cuenta con mayor presencia en número de sucursales y conocimiento del mercado. Durante el 2024 continuamos con un plan eficiente y selectivo para el crecimiento con mayor agresividad para el centro, occidente y bajío del país. Ésto como parte de nuestro plan de Expansión 2023-2028.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para el resto de las regiones tenemos un plan de crecimiento diseñado con bastante apetito para ejecutar el plan completo para los próximos 5 años, con el cual se pretende llegar al menos a 330 sucursales, complementado con la instalación de al menos 535 cajeros inteligentes, para acercar nuestra red de atención a clientes Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Además, se han identificado regiones del país donde existe un alto potencial de crecimiento en los segmentos en los que actualmente Regional no tiene presencia, se evaluará el crecimiento en esas plazas/regiones&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt 31.9pt; text-indent:-17.7pt; text-align:justify; padding-left:17.7pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;c.&lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Modelo de Atención Personalizado enfocado al Cliente y Alineado al Crecimiento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:21.25pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Una de las principales fortalezas es el modelo de atención, el cual está enfocado al cliente y no al producto. Se continuará con la innovación del proceso de atención a clientes mediante la generación de herramientas automatizadas que permitan mejorar el nivel de servicio y reforzar el crecimiento de la colocación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:21.25pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La implementación de nuestro modelo de atención y ventas 360 el cual se enfoca en crear una relación profunda cercana entre el banquero y su cliente preferente con nuevos canales y herramientas. El modelo ya está implementado en Monterrey, Ciudad de México y Guadalajara.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt 31.9pt; text-indent:-17.7pt; text-align:justify; padding-left:17.7pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;d.&lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Sólida Estructura Financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En Start Banregio se continuará operando una estructura de sólida capitalización, combinada con la cultura de crédito prudente y una política de eficiencia en la organización. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se busca mantener una cartera de crédito de alta calidad mediante la continua y consistente administración de riesgos, controles internos basada en el conocimiento del sector bancario mexicano.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se pretende conservar y mejorar las calificaciones crediticias otorgadas por las principales instituciones calificadoras y de esta forma mantener y/o mejorar la estructura financiera de largo plazo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt 31.6pt; text-indent:-18pt; text-align:justify; padding-left:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;e.&lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Acelerar el Crecimiento a través de Alianzas y Adquisiciones Estratégicas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Aunque en Start Banregio el principal objetivo es el crecimiento orgánico, se considera que las alianzas estratégicas y adquisiciones selectivas son un potencial componente para acelerar la participación de mercado.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; text-decoration:underline"&gt;Riesgos o efectos del cambio climático&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Riesgos físicos&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: sequía, estrés hídrico, precipitaciones intensas e inundaciones, así como huracanes y ciclones, traen consigo los siguientes impactos financieros; la dificultad para liquidar los préstamos y la pérdida de oportunidades de ventas por daños.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Riesgos de transición&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: destacando como posibles eventos, la emisión de mandatos y regulaciones sobre productos y servicios existentes, provocando un aumento de inversión para lograr la conformidad con las regulaciones. Al igual que la transición a tecnologías de menor emisión que trae consigo un aumento en la inversión para introducir nueva tecnología.&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start cuenta con una presencia nacional a través de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Regional cuenta con presencia geográfica en 22 entidades federativas ubicados en: Aguascalientes, Baja California, Baja California Sur, Chihuahua, Coahuila, Ciudad de México, Durango, Estado de México, Guanajuato, Jalisco, Michoacán, Nuevo León, Puebla, Querétaro, Quintana Roo, San Luis Potosí, Sinaloa, Sonora, Tamaulipas, Veracruz, Yucatán y Zacatecas, con una red de 209 unidades de negocio entre sucursales, centros cambiarios y puntos de atención especializada.&lt;/span&gt;&#xD;
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  <ar_pros:PatentsLicensesTrademarksAndOtherContracts id="F67e04980-d21f-445c-8ee3-b756fc14568f" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio c&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;uenta con la titularidad de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;la marca &amp;#x201C;S&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;i&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;sbank Tecnología&amp;#x201D; y su diseño correspondiente registrada ante el Instituto Mexicano de la Propiedad Industrial. Esta marca es importante para Start Banregio ya que le permite comercializar productos de tecnología, particularmente software de operación bancaria a otras instituciones financieras.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En 1995, Banregio registró ante el Instituto Nacional del Derecho de Autor su programa de cómputo &amp;#x201C;Sistema Integral para la Banca Mexicana&amp;#x201D; (SIBAMEX), el cual fue licenciado a favor de dos instituciones financieras (Inbursa e Invex). Posteriormente en 2007, por medio de un contrato de transmisión de derechos patrimoniales de autor, Start Banregio &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;obtiene&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; la titularidad de los derechos patrimoniales de SIBAMEX, por lo que la operación se encuentra dentro de esta plataforma de cómputo. En ese mismo año Start Banregio realiza la primera venta de licencia sobre el sistema a una SOFOM (Fin Común)&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Contratos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;relevantes&lt;/span&gt;&#xD;
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  <ar_pros:MainCustomers id="Fa949533f-297a-48b7-be70-1fb866bbfcd5" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, los 20 créditos más grandes de Start Banregio en cuanto a monto se refiere ascendían a $4,764 millones de pesos, que representaban en conjunto 17% sobre el monto total de la cartera, que asciende a un total de $27,407 millones de pesos.&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos otorgados a una misma persona o grupo de personas que, por representar riesgo común, se consideren una sola, deben ajustarse al límite máximo que resulte de aplicar la siguiente tabla:&lt;/span&gt;&#xD;
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						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Límite en porcentaje sobre el capital básico&lt;/span&gt;&#xD;
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						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Nivel de capitalización de los financiamientos&lt;/span&gt;&#xD;
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							&lt;span style="font-family:Arial; font-size:11pt"&gt;12%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:194.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;De más del 8% y hasta el 9%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;15%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:194.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;De más del 9% y hasta el 10%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;25%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:194.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;De más del 10% y hasta el 12%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;30%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:194.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;De más del 12% y hasta el 15%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:102.6pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;40%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:194.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;De más del 15%&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
			&lt;/table&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="width:36pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="width:36pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="width:36pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="width:36pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los financiamientos que &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;cuenten&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; con garantías incondicionales e irrevocables, que cubran el principal y accesorios, otorgadas por una institución o entidad financiera del exterior que tenga calificación mínima de grado de inversión, entre otras cosas, pueden exceder el límite máximo aplicable a la entidad de que se trate, pero en ningún caso pueden representar más del 100% del capital básico de la Sociedad, por cada persona o grupo de personas que constituyan riesgo común.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, 2023 y 2022, la Sociedad cumple con los límites antes descritos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:MainCustomers>
  <ar_pros:ApplicableLawAndTaxSituation id="F2ff55b49-32d3-46ab-8c4e-a61314c19b72" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
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		&lt;div&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En julio de 2006, el Congreso de la Unión promulgó reformas a la Ley General de Organizaciones y Actividades Auxiliares del Crédito, la Ley de Instituciones de Crédito y la Ley de Inversión Extranjera, con el propósito de crear un nuevo tipo de institución financiera denominada SOFOM (las &amp;#x201C;Reformas de SOFOMES&amp;#x201D;). Las Reformas de SOFOMES fueron publicadas en el DOF el 18 de julio de 2006.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En febrero de 2007, los accionistas del Emisor reformaron totalmente sus estatutos sociales para adoptar la modalidad de sociedad financiera de objeto múltiple, entidad regulada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El objetivo principal de las Reformas de SOFOMES fue la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;desregularización&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de las actividades crediticias, incluyendo el arrendamiento financiero y el factoraje financiero. Las SOFOMES son sociedades anónimas que expresamente tienen como objeto principal en sus estatutos sociales celebrar operaciones de arrendamiento financiero y/o celebrar operaciones de factoraje financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Entre otras instituciones, las SOFOMES que sean afiliadas a instituciones de crédito (ej. instituciones de banca múltiple e instituciones de banca de desarrollo) o las sociedades controladoras de grupos financieros que se encuentren conformadas por una institución de crédito serán reguladas y supervisadas por la CNBV, y estarán obligados a cumplir con una serie de disposiciones y requisitos aplicables a las instituciones de crédito tales como reglas de capitalización, requisitos de administración de riesgos, reglas en las operaciones con partes relacionadas, depreciaciones y requisitos de cesiones, así como obligaciones de revelación de información. Las SOFOMES &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;reguladas&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; están requeridas a incluir en su denominación la frase &amp;#x201C;Entidad Regulada&amp;#x201D; o su abreviación &amp;#x201C;E.R.&amp;#x201D;. Todas las demás entidades cuyo objeto principal consista en el otorgamiento de créditos, operaciones de arrendamiento financiero y operaciones de factoraje financiero son SOFOMES no reguladas y por lo tanto deberán expresar en su denominación social la frase &amp;#x201C;Entidad No Regulada&amp;#x201D; o su abreviación &amp;#x201C;E.N.R.&amp;#x201D;. Las SOFOMES No Reguladas no se encuentran sujetas a la supervisión de la CNBV.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las SOFOMES (reguladas o no reguladas) estarán sujetas a la supervisión de la CONDUSEF, como es el caso de cualquier otra institución financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Reformas de SOFOMES también eliminaron las restricciones de inversión extranjera en las SOFOLES, las arrendadoras financieras y las empresas de factoraje financiero, las cuales, hasta la fecha en que las Reformas de SOFOMES entraron en vigor, se encontraba limitada a un 49.0%.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:6pt 0pt; text-indent:35.4pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 10 de enero de 2014, la SHCP publicó en el DOF el decreto por el que se reformaron, adicionaron y derogaron diversas disposiciones en materia financiera (la &amp;#x201C;Reforma Financiera&amp;#x201D;).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:6pt 0pt; text-indent:35.4pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En lo general, la inclusión de las SOFOMES como parte de las instituciones que integran el Sistema Financiero en MÉXICO implicó la reforma, derogación y adición de diversas disposiciones de las siguientes leyes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley General de Títulos y Operaciones de Crédito;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley General de Organizaciones y Actividades Auxiliares del Crédito;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley de Instituciones de Crédito;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley para Regular las Agrupaciones Financieras;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley de Ahorro y Crédito Popular;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley de Inversión Extranjera;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley del Impuesto sobre la Renta;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 6pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Ley del Impuesto al Valor Agregado; y&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:6pt 0pt 0pt 28.06pt; text-indent:0pt; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Código Fiscal de la Federación.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Con la Reforma Financiera se aclara a detalle la regulación aplicable a las SOFOMES reguladas. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las SOFOMES reguladas se sujetan a las disposiciones aplicables a las instituciones de crédito y entidades financieras, según lo disponen los artículos 49, 50, 52, 73, 73 Bis y 73 Bis 1, 93, 99, 101, 102 y 115 de la Ley de Instituciones de Crédito, así como los artículos 4° fracciones I a VI y 6° de la Ley de la Comisión Nacional Bancaria y de Valores. Al efecto, las SOFOMES reguladas se sujetan a las disposiciones que, para dichas sociedades, emitan las correspondientes autoridades indicadas en los artículos antes señalados y en las mismas materias a que aquellos se refieren.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;De manera específica, la Ley General de Organizaciones y Actividades Auxiliares del Crédito, en sus artículos 87 B al 87 Ñ, establece las disposiciones aplicables al funcionamiento de las SOFOMES.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 33.39pt; text-indent:0pt; text-align:justify; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Situación tributaria&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start está constituida como sociedad anónima y se encuentra sujeta a la legislación fiscal aplicable a las sociedades anónimas. A esta fecha la compañía se encuentra en cumplimiento de todas las obligaciones fiscales a su cargo de Impuesto Sobre la Renta e Impuesto al Valor Agregado y la misma no goza de ningún beneficio fiscal&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:ApplicableLawAndTaxSituation>
  <ar_pros:HumanResources id="Feb8ce908-cc81-48b0-db5c-eb058f1907f3" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El capital humano es un pilar fundamental para el éxito de cualquier institución, y nuestra organización no es la excepción. Es por ello que desde el primer nivel directivo se ha priorizado el cuidado del ambiente laboral, fomentando siempre la cercanía y el diálogo abierto con cada uno de los colaboradores. Esta filosofía se ha mantenido desde los inicios de la institución, donde el respeto por la integridad del personal y el principio de equidad han sido valores inquebrantables.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El crecimiento sostenido y la eficiencia operativa que hemos alcanzado se deben, en gran medida, a una estrategia del área de Cultura y Talento bien definida. Esta estrategia se basa en la selección cuidadosa del personal idóneo para cada puesto, así como en su capacitación y desarrollo continuo. Además, se han implementado esquemas de compensación variables, alineados con las estrategias de negocio, con el fin de reconocer y recompensar el desempeño sobresaliente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A este esfuerzo se suman las áreas de Comunicación Interna y Experiencias al Colaborador.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El área de Comunicación Interna mantiene informado al personal de los acontecimientos que surgen dentro de Regional, mientras que el área de Experiencias al Colaborador no solo promueve actividades motivacionales de integración social, cultural, deportiva y recreativa, sino que también gestiona la salud financiera de los colaboradores a través de una sucursal especializada para su atención.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, el área de Experiencias al Colaborador impulsa el bienestar integral del equipo mediante el departamento médico, que organiza campañas de salud mensualmente, y la reciente creación del equipo de psicología, enfocado en el cuidado de la salud mental de los colaboradores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante la pandemia, implementamos una estrategia de bienestar para los colaboradores denominada "La Nueva Cultura de Colaboración", que se mantuvo vigente hasta septiembre de 2023. A partir de noviembre de ese mismo año, migramos a "Nuestra Cultura de Colaboración", que incluye una serie de iniciativas y programas diseñados para promover el bienestar integral de los colaboradores, reconociendo que su salud y felicidad son fundamentales para el éxito sostenido de la organización. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0.3pt 8pt 33.39pt; text-indent:0pt; text-align:justify; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Modelo Comercial&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A partir del 2018 en Regional y sus empresas subsidiarias, implementó el Modelo Naranja con el objetivo de atraer, desarrollar, rentabilizar y retener a nuestros clientes logrando exitosamente la transformación a Sucursales Naranja.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante el 2020 robustecimos nuestro Modelo Comercial con un servicio integral, digital y eficiente por medio del uso de canales remotos. Esta evolución tiene el reto de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;digitalizar a todos nuestros clientes, generando nuevas experiencias de contratación y atención de manera ágil y a distancia.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante el 2021 impulsamos el modelo comercial 360, catapultamos nuestro servicio personalizado Concierge este elemento clave multisegmento el enfoque al desarrollo de nuestros clientes y todo su ciclo de vida a través de Banregio con esta figura.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente este 2021 generamos más apetito por canales e implementamos 1 nuevo canal punto Banregio un canal de sucursal para iniciar la relación con nuestro banco de una manera ágil y rápida, un espacio 100% orientado a la contratación de productos y dejando temas de servicio y efectivo a través de canales digitales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La atención en sucursal tradicional se mantiene con los roles esenciales que se componen por el gerente comercial, gerente operativo, personal de cajas y asesores comerciales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En el 2023 aseguramos la presencia del modelo 360 en las principales plazas donde Banregio tiene presencia, Nuevo León, CDMX y Jalisco. Este modelo acompaña al plan de expansión de sucursales que inició en este mismo año, con sus formatos de sucursal 360 y Punto Banregio. Se aperturó un nuevo formato de sucursal "Punto Banregio Empresas", con un enfoque en la atracción y atención de PyMES con una oferta robusta a través de Especialistas de Crédito que forman parte de la plantilla comercial. La atención en sucursal se mantiene con un Gerente de Sucursal y asesor comercial digital.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En 2024 continuamos con nuestra estrategia de crecer el posicionamiento de nuestra marca y aperturamos 19 sucursales nuevas a nivel nacional. Aseguramos la atención de clientes preferentes con ejecutivo de sucursal asignado por perfil negocios y personas. Con preferente de alto valor con concierge financiero centralizado multisegmento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0.3pt 8pt 33.39pt; text-indent:0pt; text-align:justify; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Atracción de Talento&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La búsqueda de candidatos potenciales se realiza a través de diversas fuentes, como bolsas de trabajo en línea, universidades y referidos. En ciertas ocasiones, la institución también recurre al apoyo de agencias de colocación y headhunters para encontrar a los candidatos más adecuados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El proceso de selección incluye filtros diseñados para atraer personal honesto y confiable, promoviendo la inclusión, la diversidad y la no discriminación en el ambiente laboral.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Además, como parte de una estrategia alineada con los protocolos de salud, se han implementado entrevistas en línea para garantizar la seguridad y el bienestar de los candidatos y el personal involucrado en el proceso de selección.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para los puestos comerciales en la red de sucursales, así como para el personal de apoyo administrativo ("Back Office"), se buscan personas dinámicas, con iniciativa y deseo de crecimiento y desarrollo profesional. El objetivo es que estas personas inicien una trayectoria laboral exitosa dentro de la institución, siempre y cuando cumplan con el perfil definido y demuestren una actitud de servicio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Con el fin de mantener la integridad y seguridad tanto del personal como de la institución, se procura ubicar a los empleados de sucursales cerca de sus domicilios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El crecimiento de la red de sucursales ha generado una mayor demanda de personal en posiciones comerciales, lo que ha llevado a un enfoque particular en esta especialidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para los puestos ubicados fuera de los estados de Nuevo León, Jalisco y Ciudad de México, el proceso de atracción y otras actividades relacionadas son gestionados por el equipo de Cultura y Talento (RH), que brinda soporte y garantiza que el proceso se lleve a cabo de manera eficiente y efectiva.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0.3pt 8pt 34pt; text-indent:0pt; text-align:justify; padding-left:2pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Formación y Desarrollo RH (Capacitación)&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Dirección de Cultura, Formación y Desarrollo, con el objetivo de responder a la demanda de crecimiento institucional acciona a través de 3 ejes orgánicamente interconectados: a) identificar las necesidades de desarrollo de las personas a través del análisis estratégico del talento y su potencial; b) habilitar a las personas para el desarrollo óptimo de sus funciones con el diseño y ejecución de formación introductoria, regulatoria, técnica y especializada; y c) asegurar la armonía organizacional y la manifestación de nuestros valores institucionales mediante acciones derivadas de la evaluación continua del clima laboral. A continuación se describen nuestras acciones durante 2024.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Nuestra oferta educativa incluye el lanzamiento de los siguientes programas formativos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Regulatorios y normativos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Prevención del Lavado de Dinero y Financiamiento al Terrorismo&amp;#x201D; con un cumplimiento del 100%&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Sistemas de Pagos&amp;#x201D; con una participación del 97.81%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Código de Conducta&amp;#x201D; con una participación del 99.7%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Control Interno&amp;#x201D; con una participación del 99.98%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Seguridad de la Información&amp;#x201D; con una participación del 96.7%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Recaudación de Impuestos Federales&amp;#x201D; con una participación del 96.68%&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Institucionales:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Sustentabilidad&amp;#x201D;, con una participación del 98.54%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Diversidad, Equidad e Inclusión&amp;#x201D; con una participación del 95.39%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El seguimiento a la formación regulatoria, normativa e institucional nos habilita para una atención rápida y oportuna a las auditorías de las autoridades que lo solicitan. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Liderazgo y Desarrollo personal:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Grow the Talent, programa en el que más de 300 directores y subdirectores tuvieron un acercamiento profundo con la importancia estratégica de la retroalimentación.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Cantera Banregio, programa en que mediante la identificación 10 jóvenes talentos, se buscó desarrollar habilidades que los potencien como futuros líderes de la institución. &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Womentoring que, a través de la formación y el mentoreo, buscó fortalecer el desarrollo profesional y el liderazgo de 33 colaboradoras en puestos de ejecutivos, gerentes y subgerentes.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Taller de mentores para reforzar en nuestros líderes sus habilidades como guía para el desarrollo personal y profesional de sus mentoradas (mentees).&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Arranque de 4 nuevos grupos de colaboradores en distintos programas de posgrado en las Universidades Autónoma de Nuevo León, Tecmilenio y U-Erre, sumando 80 nuevos colaboradores en un programa de maestría.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Taller presencial de Inteligencia Emocional, dirigido a personal de sucursal y áreas de staff, logrando un alcance de 141 colaboradores. &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente tuvimos el lanzamiento de la Escuela de Talento, programa diseñado para fortalecer habilidades de nuestros colaboradores en puestos entry que les permitan ser elegibles para áreas clave de la banca, la operación y staff. Durante 2024 formamos a 51 participantes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Técnicos/especializados:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Destacamos, que adicional a nuestra oferta de más de 100 cursos técnicos de nuestras distintas academias, en 2024 lanzamos por primera vez los programas:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Inducción a la UAIR&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Diplomado en Inversiones y Mercados Financieros&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Taller de Créditos Mayores&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:12pt 0pt 12pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Seminario de Estructuración de Créditos&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Así mismo, en seguimiento a la situación y tendencias económicas nacionales y globales, cada año sensibilizamos a nuestros líderes directores y subdirectores a través del programa &amp;#x201C;Perspectivas Económicas&amp;#x201D; para un mejor desempeño de sus funciones y una más estratégica toma de decisiones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Cultura Institucional&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Un indicador clave para la medición y puesta en marcha de acciones para promover los valores que distinguen nuestra cultura, es la Encuesta de Clima Laboral, la cual se aplicó en 2024 del 2 al 22 de octubre con una participación del 95% de la población de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;colaboradores y obteniendo un 86% de favorabilidad en las respuestas, logrando certificarnos nuevamente como uno de los mejores lugares para trabajar.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información que nos brinda nos permite diseñar las estrategias de formación y desarrollo para habilitar a líderes y colaboradores para vivir y ser ejemplo de nuestros valores institucionales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Entre otras estrategias para promover nuestra cultura, lanzamos como cada año:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;La &amp;#x201C;Biblioteca Humana&amp;#x201D; en Banregio, llevada en 2024 de manera presencial a 281 personas en nuestras principales sedes: Monterrey, Ciudad de México y Guadalajara, para habilitar espacios seguros para compartir las experiencias de reto, lucha y superación, que nos hacen únicos como seres humanos. Esta estrategia nos permite ver manifestado el valor de la diversidad entre el talento de nuestra institución.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los &amp;#x201C;Desayunos con la Dirección General&amp;#x201D;, espacios de interacción con nuestro Director General para reconocer a los colaboradores destacados en diferentes áreas y abrir para ellos un canal de comunicación directa. En 2024, llegamos con esta iniciativa también a Ciudad de México y Guadalajara.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Particularmente en 2024, lanzamos por primera vez 2 esfuerzos dirigidos hacia la equidad de género:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; background-color:#ffffff"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Aliados x la Equidad&amp;#x201D;, evento en el que se buscó sensibilizar a más de 108 líderes hombres de la institución sobre la importancia económica de incluir y abrir más el campo de acción a las mujeres en los negocios.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;Círculos de Sororidad&amp;#x201D;, evento realizado por primera vez para promover la empatía y el apoyo a los esfuerzos de las colaboradoras por abrirse paso mediante su creatividad y emprendimiento en los negocios.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;ol start="4" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0.3pt 8pt 34pt; text-indent:0pt; text-align:justify; padding-left:2pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Compensaciones&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para los colaboradores de nivel ejecutivo, gerencial y superiores, se ha implementado un esquema de compensación integral diseñado para ser altamente competitivo dentro del mercado seleccionado. Este esquema incluye tanto un componente fijo como uno variable, este último puede oscilar entre 1 mes (para áreas administrativas) y hasta 6 meses (para áreas comerciales) del sueldo base anual. La cantidad exacta del componente variable se determina con base en una combinación de factores, incluyendo el cumplimiento del plan estratégico de la organización, los resultados financieros generales, y la evaluación del desempeño individual de cada colaborador. El pago de estos bonos se realiza anualmente al cierre del ejercicio fiscal, y pueden estar sujetos a un diferimiento en función de diversas variables de riesgo asociadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por otro lado, reconociendo la importancia crucial de la red de sucursales y el área empresarial como pilares fundamentales del negocio, se ha establecido un esquema de compensación variable específico. Este esquema está directamente vinculado al cumplimiento de metas establecidas para los productos de captación y colocación, con una atención especial a las variables de riesgo inherentes a estas operaciones. Los bonos correspondientes a este esquema se pagan trimestralmente, con una medición acumulada a lo largo del trimestre en cuestión, y pueden estar sujetos a un diferimiento hasta el cierre del año.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Además de las prestaciones de ley establecidas, la empresa ofrece a sus colaboradores un paquete integral de beneficios adicionales. Este paquete incluye un fondo de ahorro, vales de despensa, seguro de gastos médicos mayores y menores, seguro de vida, convenios comerciales con diversas empresas, y beneficios en préstamos para el personal, entre otros. El objetivo es proporcionar un esquema de compensación global que sea no sólo atractivo, sino también altamente competitivo dentro del mercado laboral. Además, se ha implementado un plan de beneficios flexibles que permite a cada colaborador tomar decisiones informadas sobre cómo recibir su remuneración, adaptándola a sus necesidades y circunstancias particulares en cada momento de su vida.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cabe destacar que el desempeño anual de cada empleado es un factor determinante en la diferenciación de la compensación fija, es decir, el sueldo base. De esta forma, se incentiva y recompensa el rendimiento sobresaliente y la contribución al éxito de la organización.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; El desempeño anual de los empleados, también es considerado en la diferenciación de la compensación fija (sueldo base).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="5" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0.3pt 8pt 33.39pt; text-indent:0pt; text-align:justify; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Relaciones Laborales&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio opera a través de las instalaciones de Banco Regional, al 31 de diciembre de 2024, contaba con 233 empleados, de los cuales 3 (1%) son trabajadores sindicalizados. A dicha fecha, no hay empleados temporales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio opera a través de las instalaciones de Banco Regional, al 31 de diciembre de 2023, contaba con 228 empleados, de los cuales 4 (2%) son trabajadores sindicalizados. A dicha fecha, no hay empleados temporales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio al 31 de diciembre de 2022, contaba con 191 empleados, a dicha fecha ninguno de ellos es trabajador sindicalizado y no hay empleados temporales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, celebró su contrato colectivo de trabajo con el Sindicato Nacional de Trabajadores de Instituciones Financieras, Bancarias, Organizaciones y Actividades Auxiliares de Crédito, Empleados de Oficina, Similares y Conexos de la República Mexicana, mismo que fue presentado el día 19 de mayo de 2023, ante la Junta Federal de Conciliación y Arbitraje. Las revisiones contractuales y salariales que se han celebrado entre dicho sindicato y Start, se han desahogado en un ambiente de diálogo y cordialidad. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A partir del 14 de Agosto de 2023 se inició &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;con la vida sindical, llevando a cabo la legitimación del contrato colectivo ante el Centro Federal de Conciliación y Registro Laboral fortaleciendo las buenas relaciones laborales con los empleados. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Estrategias de Retención&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt"&gt;Se manejan sueldos y prestaciones competitivos con el mercado selecto con revisiones periódicas.&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 12.81pt; text-indent:0pt; text-align:justify; padding-left:22.64pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Existen planes de carrera que permiten el desarrollo y crecimiento del personal dentro de la Institución.&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 12.81pt; text-indent:0pt; text-align:justify; padding-left:22.64pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Se tienen elementos naturales que transmiten la cultura del banco, enfocada a dar un buen servicio, provocando un excelente ambiente laboral que coadyuva al trabajo en equipo. &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 12.81pt; text-indent:0pt; text-align:justify; padding-left:22.64pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;El desarrollo del personal está basado en un programa continuo de capacitación en competencias administrativas, técnicas e institucionales.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 12.81pt; text-indent:0pt; text-align:justify; padding-left:22.64pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Se cuenta con diferentes esquemas de compensación variable que impulsan y motivan al cumplimiento de las metas establecidas. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio al ser una subsidiaria del Banco Regional y está a su vez de Regional, se alinea con los Objetivos de Desarrollo Sostenible. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En Regional nos comprometemos a cuidar y preservar el medio ambiente, por ello trabajamos en la medición, reporte y reducción de nuestro impacto a través de acciones y proyectos en beneficio del medio ambiente.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Contamos con una&lt;/span&gt;&lt;a style="color:#000000" href="https://www.regional.mx/files/2021_4_20_12_12_regional_ci_laws_dual.pdf"&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; &lt;/span&gt;&lt;/a&gt;&lt;a style="color:#1155cc" href="https://www.regional.mx/files/2021_4_20_12_12_regional_ci_laws_dual.pdf"&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal; text-decoration:underline; color:#1155cc"&gt;Política Ambiental&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; pública, donde se establecen los compromisos de Regional con su entorno, entre los cuales destacan: establecer objetivos y metas ambientales para la ecoeficiencia en el uso de los recursos materiales, evaluar y comunicar de manera transparente los riesgos y oportunidades que la empresa identifica en relación con el control de la contaminación, así como también la reducción de nuestra huella de carbono y el&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; combate al cambio climático.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Sabemos la importancia de medir el impacto de nuestras operaciones, por ello creamos marcos normativos y sistemas de gestión alineados a la visión, propósito y valores de la Compañía.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En 2022, basado en nuestra Política Ambiental, creamos el&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; Sistema de Gestión Ambiental (SGA) regulado bajo la Norma ISO 14001:2015,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; la cual constituye la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;estructura más amplia que una organización puede adoptar para tratar sus aspectos ambientales y mejorar continuamente su desempeño.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Bajo este Sistema de Gestión Ambiental, concentramos nuestros esfuerzos en el desarrollo y establecimiento de proyectos de eficiencia energética, al ser esta la principal fuente de emisiones en la Compañía. Además en 2024 adherimos al SGA nuestro programa de reciclaje con la finalidad de tener un mayor alcance y regulación. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En 2024, robustecimos nuestras políticas internas para que los temas de impacto ambiental gestionados sean normados desde áreas clave. Entre las políticas actualizadas están: Manual de Compras Institucionales, Manual de buenas prácticas ambientales, Reglamento interno de uso de instalaciones y Manual del Sistema de Gestión Ambiental.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Un avance importante fue la actualización del formato para proyectos ambientales, con la finalidad de mejorar el seguimiento y la información reportada. En el año a reportar se trabajó en 2 proyectos de ecoeficiencia energética y uno de reutilización de agua.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Entre los proyectos destacados cabe mencionar la i&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;nstalación de aparatos de medición de energía en tres sucursales piloto. &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El proyecto comenzó a mediados del 2024 con la instalación de dichos aparatos en las sucursales de: Sucursal Mercado de abastos, Sucursal Félix U. Gómez y Sucursal Pablo Livas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El objetivo de esta iniciativa es tener un mayor control del gasto energético en las sucursales y edificios, de tal forma que se puedan diseñar estrategias de reducción al identificar situaciones que incrementan los consumos energéticos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, como parte de nuestra cultura ambiental, anualmente se &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;capacita a la plantilla en materia de Sustentabilidad&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; con un curso en línea, actualizado con temas relevantes como &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;cambio climático y acciones que promuevan una vida más sustentable dentro y fuera de la Institución.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; En 2024, se capacitó al &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;87.86%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de nuestra plantilla laboral.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Entorno Banregio&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Gracias a nuestro programa Entorno Banregio, en el año a reportar se llevaron a cabo acciones pensadas para crear un impacto positivo y beneficiar directamente a la comunidad y el medio ambiente a través de 9 actividades de voluntariado; 7 ambientales y 2 sociales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Jardín para polinizadores&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Con el apoyo de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Especies, Sociedad y Hábitat A.C.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, y la participación de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;29 colaboradores y sus familias&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, construimos un &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;jardín para polinizadores&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; en nuestro edificio &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Back Office&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. A diferencia del año anterior, este jardín ahora cuenta con un &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;sistema de riego&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; que aprovecha el agua condensada de los sistemas de aire acondicionado. Se plantaron &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;150 especies&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, incluyendo &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;romero, albahaca, lantanas, cenizos y tres árboles de anacahuita (Cordia boissieri)&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:14pt 0pt 4pt; text-align:justify; page-break-inside:avoid; line-height:115%; font-size:11pt; font-weight:normal; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#1f3763"&gt;Reforestación urbana&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Este año establecimos una alianza con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;BIONODO&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; para llevar a cabo una &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;reforestación urbana&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; en la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Secundaria #37 Miguel de Cervantes Saavedra&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, en Escobedo, N.L. Con la participación de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;50 colaboradores&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, logramos plantar &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;25 árboles nativos&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, entre ellos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;anacahuita (Cordia boissieri), huizache (Vachellia farnesiana), mezquite (Neltuma glandulosa), nogal (J. regia) y palo blanco (Celtis laevigata)&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Además del impacto ambiental al incrementar la vegetación de la zona, mayor sombra y un entorno más sostenible, esta iniciativa contribuye a la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;concientización y educación ambiental&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de los estudiantes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:14pt 0pt 4pt; text-align:justify; page-break-inside:avoid; line-height:115%; font-size:11pt; font-weight:normal; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#1f3763"&gt;Mantenimiento de bosques&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En colaboración con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Reforestamos México&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, y con el apoyo de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;39 colaboradores&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, realizamos labores de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;mantenimiento al Bosque La Primavera&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, en Zapopan, Jalisco. Las principales actividades incluyeron el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;retiro de maleza, reforestación de 80 especies de pino (Pinus oocarpa) y la formación de cajetes&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; para la retención de agua.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Taller de huertos urbanos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Invitamos a &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;32 colaboradores&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; a participar en un taller presencial sobre el desarrollo de huertos urbanos en casa. La sesión incluyó una parte teórica sobre los componentes del sustrato, y una parte práctica, en la que los participantes prepararon el sustrato, sembraron semillas y realizaron el riego.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 2pt; text-align:justify; page-break-inside:avoid; line-height:115%; font-size:11pt; font-weight:normal; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic; color:#2f5496"&gt;Agricultura chinampera en Ciudad de México&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En esta actividad, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;38 colaboradores y sus familias&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; visitaron el Área Natural Protegida de Xochimilco. La jornada comenzó con un recorrido en trajinera por los canales de los humedales, donde se abordó la importancia de la preservación de los ecosistemas. Posteriormente, los voluntarios participaron en la limpieza de una chinampa de amaranto y cempasúchil, finalizando la experiencia con la Danza del Maíz.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Entrega de despensa a Comedor Infantil &amp;#x201C;Mensajero de Paz&amp;#x201D;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Invitamos a los colaboradores a participar en la donación de despensa para ser entregada al comedor de niños, participaron los edificios de Torre Top, Back Office, Torre XII y Nuevo Sur. Logramos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;recaudar más de 150 artículos de despensa y 12 bolsas de ropa,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; cobijas, zapatos, mochilas, etc.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Entrega de juguetes a&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Comedor Infantil &amp;#x201C;Mensajero de Paz&amp;#x201D;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Creamos la iniciativa de Santa Banregio + hey, la cual invitó a participar a los colaboradores de banregio y hey para apadrinar un niño o una niña en navidad. Entregamos más de&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt; 75 juguetes al comedor del municipio de García&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, seguimos trabajando para medir y mitigar los impactos ambientales de nuestra operación en las instalaciones físicas de la empresa.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Energía&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; La energía eléctrica es la principal fuente de emisiones de carbono en la operación de la Compañía. En 2024 el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;consumo de electricidad fue de&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;14,211,069.23 kWh,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; reflejando una disminución del 0.5% respecto al año anterior. A pesar de ser un cambio relativamente pequeño, es un gran logro considerando el crecimiento de nuestra plantilla laboral y la apertura de 19 nuevas sucursales durante el año de reporte, y fue gracias a las acciones e iniciativas de reducción implementadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El suministro eléctrico representa alrededor del 84.52% del consumo energético de Regional. El porcentaje restante se deriva de la adquisición de combustibles como diésel para plantas de emergencia, las recargas de refrigerante, los vuelos de negocio y gasolina usada para el traslado de vehículos utilitarios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Lo más relevante dentro del análisis de la huella de carbono que realizamos en el 2024, es el aumento en el número de vuelos y el uso de gasolina en los autos utilitarios, ambos derivados de la estrategia de expansión de Banregio. Sin embargo, disminuyó en un 64.7% en el uso de diésel, empleado en las plantas de emergencia.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Emisiones&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Es importante mencionar que, desde 2017 calculamos nuestras emisiones de carbono de acuerdo con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;total apego al Reglamento de la Ley General de Cambio Climático &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;en materia del Registro Nacional de Emisiones, la norma NMX-SAA-14064 y el GHG Protocol.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; En el período a reportar, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;emitimos un total de *7,364 tCO2e, lo cual representa una disminución de 11.73%. con respecto al año base (2017).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Reporte de Huella de Carbono completo estará disponible en nuestra página de inversionistas a partir de mayo 2024.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Además de nuestro Reporte Anual de Huella de Carbono, que se concentra en la operación interna del banco, buscamos conocer las mejores prácticas internacionales y profundizar en la evaluación de nuestro impacto, por ello anualmente respondemos el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;cuestionario CDP,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; de la organización Disclosure Insight Action, anteriormente conocido como Carbon Disclosure Project.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A raíz de nuestro &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;compromiso con los Principios de Banca Responsable,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; iniciativa promovida por UNEP-FI, identificamos la lucha contra el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;cambio climático &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;como una de las principales áreas de impacto a trabajar dentro de la estrategia de sustentabilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Este año dimos un gran paso en la gestión del recurso hídrico, consolidando una base de datos sobre el consumo de agua en cinco edificios corporativos en Nuevo León.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Esta información nos brindará una visión más clara y precisa para desarrollar estrategias de reducción y reutilización.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Riesgos relacionados con el cambio climático&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presentan los impactos potenciales del cambio climático en el negocio de la Emisora&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Riesgos físicos;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; sequía, estrés hídrico, precipitaciones intensas e inundaciones, así como huracanes y ciclones, traen consigo los siguientes impactos financieros; la dificultad para liquidar los préstamos y la pérdida de oportunidades de ventas por daños.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Riesgos de transición;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; destacando como posibles eventos, la emisión de mandatos y regulaciones sobre productos y servicios existentes, provocando un aumento de&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;inversión para lograr la conformidad con las regulaciones. Al igual que la&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;transición a tecnologías de menor emisión que trae consigo un aumento en la&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;inversión para introducir nueva tecnología.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para mayor información pueden consultar el reporte que se encuentra público en nuestra página web en la sección de Regional / Reports and Presentations / Annual Reports / 2024:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff"&gt;&#xD;
				&lt;a href="https://www.regional.mx/"&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline; color:#0000ff"&gt;https://www.regional.mx/&lt;/span&gt;&lt;/a&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;(&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Regional / Reports and Presentations / Annual Reports&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para conocer más sobre estas iniciativas, los invitamos a revisar nuestro Informe Anual Integrado 2024, el cual se elabora bajo la metodología GRI, disponible en nuestra página web:&lt;/span&gt;&lt;a style="color:#1155cc" href="https://www.regional.mx/"&gt;&lt;span style="font-family:Arial; font-size:11pt; color:#1155cc"&gt; https://www.regional.mx/&lt;/span&gt;&lt;/a&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Notas metodológicas sobre las tCO2e&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:9pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:9pt; font-style:italic"&gt;* La determinación del inventario de gases de efecto invernadero (GEI) para las actividades realizadas por Regional en el año 2024, se llevó a cabo empleando la metodología recomendada por el "Estándar Corporativo de Contabilidad y Reporte" del Protocolo de Gases de Efecto Invernadero (GHG) del World Resources Institute (WRI) y el World Business Council for Sustainable Development (WBCSD).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:12pt; background-color:#ffffff"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:9pt; font-style:italic"&gt;*Se consideran los datos calculados con el factor de emisión del 2023, para mayor información, consultar el Reporte de Huella de Carbono 2024 en&lt;/span&gt;&lt;a style="color:#000000" href="https://www.regional.mx/"&gt;&lt;span style="font-family:Arial; font-size:9pt; font-style:italic"&gt; https://www.regional.mx/&lt;/span&gt;&lt;/a&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:EnvironmentalPerformance>
  <ar_pros:IssuerMarketInformation id="F021e90e3-865d-4eea-ef14-c9c0f2b0da84" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 33.39pt; text-indent:0pt; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Entorno Económico de México&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Producto Interno Bruto (PIB) de México registró un avance del 1.2% en 2024 respecto al nivel alcanzado el año previo, de acuerdo con las cifras del Instituto Nacional de Estadística y Geografía (INEGI)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A tasa anual, las actividades terciarias ascendieron 2.1 por ciento. Las secundarias redujeron 2.0 % y las primarias, 4.1 % en términos reales, en el cuarto trimestre de 2024&lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presenta un resumen de los principales indicadores de la economía mexicana:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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" width="558" height="104" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:9pt"&gt;Cuadro elaborado internamente por Regional con información obtenida de INEGI, Banxico.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:9pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:9pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="2" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 33.39pt; text-indent:0pt; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Sistema Financiero Mexicano&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Sistema Financiero Mexicano, al cual pertenecemos, se conforma por un conjunto de organismos e instituciones que generan, captan, administran, orientan y dirigen el ahorro y la inversión, además de las actividades de financiamiento, como por ejemplo: Bancos comerciales, de desarrollo, casas de bolsa, SOFOMES, instituciones no bancarias, uniones de crédito, aseguradoras, casas de cambio, empresas de factoraje, compañías de arrendamiento financiero, sociedades de inversión y fondos de pensiones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, este conjunto de organismos e instituciones constituye el gran mercado donde se contactan ofertantes y demandantes de recursos monetarios. Estas instituciones operan dentro de un marco de normas, leyes y reglamentos emitidas por las autoridades, en el contexto económico y político del país. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se enlistan las autoridades que conforman el Sistema Financiero Mexicano y entidades sujetas a su supervisión:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;SHCP.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Banxico.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;CNBV.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;CNSF.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;CONSAR.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;SAT.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;CONDUSEF.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 6pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;IPAB.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Sistema Financiero Mexicano ha demostrado capacidad para absorber los efectos directos de las crisis internacionales, así como las pérdidas derivadas de la caída de la actividad económica y del comercio mundiales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La deuda pública representa el porcentaje más significativo del financiamiento, seguido del crédito bancario y la deuda en circulación y créditos emitidos y/o originados en el exterior. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presenta un resumen de los principales indicadores de rentabilidad y capitalización del Sistema Financiero Mexicano:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:12pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt; &lt;/span&gt;&lt;img 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" width="558" height="120" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:9pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:9pt"&gt;Fuente: Boletín Estadístico de Banca Múltiple de la CNBV, al 31 de diciembre 2024&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 34pt; text-indent:0pt; padding-left:2pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Mercado Objetivo&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El mercado objetivo de Start Banregio consiste &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;principalmente en Pymes&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; que requieren capital de trabajo y apoyo en sus proyectos de inversión y que no tienen acceso a la banca de los grandes grupos financieros en México.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Pymes, son un elemento fundamental para el desarrollo económico de los países. Es por ello que Start Banregio se ha enfocado en este segmento el cual casi no ha sido atendido por el sector bancario y representa un gran mercado potencial.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La desatención a la Pyme junto con la falta de penetración del Sistema Financiero Mexicano y el crecimiento que se espera en la economía mexicana, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;respaldan&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; el &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;crecimiento en el futuro y serán elementos claves para replicar exitosamente el negocio en otras regiones de México con mercados similares a los que opera actualmente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El mercado objetivo del resto de nuestras líneas de negocio son todas aquellas personas físicas que tienen necesidad de un crédito personal, hipotecario y/o automotriz y que tienen la capacidad de afrontar el pago en el futuro. El empleo continúa creciendo y eso va a hacer que más familias tengan la capacidad y el apetito por tomar un compromiso de pago en el futuro, a través de un crédito para auto, hipotecario y/o personal. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="4" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 34pt; text-indent:0pt; padding-left:2pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Participación de Mercado&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;a través de sus subsidiaria Banregio cuenta con una participación de mercado de 2.0% en captación tradicional (depósitos en cheques y depósitos a plazo) y en cartera por un 2.3% a nivel nacional, de acuerdo a los estados financieros publicados por los Grupos Financieros que tienen presencia en México al cierre de 2024.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio utiliza la red de sucursales de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Banco &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Regional,l cuenta con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;209&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; unidades en 22 diferentes entidades federativas: Aguascalientes, Baja California, Baja California Sur, Chihuahua, Ciudad de México, Coahuila, Durango, Guanajuato, Jalisco, México, Michoacán, Nuevo León, Puebla, Querétaro, Quintana Roo, San Luis Potosí, Sinaloa, Sonora, Tamaulipas, Veracruz, Yucatán y Zacatecas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="5" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 33.39pt; text-indent:0pt; padding-left:2.61pt; font-family:Arial; font-size:11pt; font-style:italic"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Competencia&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Sistema Financiero Mexicano es un sector muy competitivo clasificado de la siguiente forma: banca comercial, banca de desarrollo y SOFOMER. Al 31 de diciembre de 2024, el total de instituciones reguladas por la CNBV que se pueden considerar competencia directa son las siguientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:center; line-height:115%; font-size:12pt"&gt;&#xD;
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IQRlXhf0nGEC/WFX6PxmfqCME/1hY6S43l96Y++hAuLlxFvnFtiiZagQhQgYiivrMdi/xggrGlBMmKQcszaFqaBCE96RhIuCBW8YhzjJ8nEmWPsEZPWX2F9CZeBlo2vfa11jLwirRBPPDfdF0vChV/apWOs78EjxD2ITzqehAuLkdMx1iFxLXnCeptULxDCUiwKl6HGYIULjSU/GU0VnMYeF2361QLGpmbJ7Y9nIHUqyXBZ551WLlx6ux5YVJcfxxhlpQ4Gy8PPyJtfPuXXJ8M9nxYl9tZh42UhvdJILjfiTSeYT08MpIMHhAe/hEnfyferwNuTXPisuUgeHsKCWGFRbBJP883XEnydMjGFCyIudXAYnRxlg7AmkUX+IiLyMtCJcIHB5mmnaU7c+hIuPIefM3MecUucSFPESdqjhM6PeOLt6K++IMo6oS/hwmfWAaVfTmF5/BAq+caJeIHycGAsVu3J4wJMz+XXYsSH9Emf+xIuAykbgNDhmnR9Msp+ilcSLpQLfu7NsVRH8EYiylJ6IJZII+6byi15R3lKv1bDKB+5h1WKQ+Ey1MDFza8aMEarwN90jFFXDg1XOpfczDQsNPA0uIzwaDBopBjtsmcFo7kErnJct1xHA0HDxa9hEDaM8rgvnhRGpn1dn84x302HwjkaH36dwa9Rego/jRTTWltv3eoYCSeNHiPgfDfVxx5rNdZ8H6HGSDCBW5/OnZE0zySerFGgEc/XnwAjxxSOfL0GcSOO1fun8DEqJHypAWXDM1zZyd3NdYSRvOPZhIEGnlE14aYh7nSaCOi8mWohPKxnSPSWDgONF+HBA8TUAmHFQ8dGfnhGuJY1BXgH8jLAz5jzdCcs6Zm//GX74Lv0lqc8o5M87TTNiRuCje/ztwqj9BNOaJVFwkB55Z5McbAGJD0Xj8JA6kt/5PWXuFThWcSDnxUjVHgW9YR8onNPogCIK+vDmLJCGBN+0pCf/qdOPNU9oLwjIqmTqfyxvgWxksLEuhHoLf07LRtAWFmjwtQU1yMoSFvSmPhxfZpOJi7EG48NeUqZQDCxdoiFyFzLL8kQJKQb3iimg1I7g1Ee8Mr09gsyKQaFi/QOnQTeAHa7ZG1APhqvwnUIjE5HMn1dT4fHOda55A1xb3ANHRHhxN2cd5CdwroWBB4j1rzzrgumN7g/I9V84WMVriMMdL6IKsRcE2F0jYeOcjEx9sSoI087TfPeoANkuoQwUF6T6OmNgdSXwUJY2BqfZzHgSIIuwYJYvEZMxdKu5yIo//VW8mDlUCdJt/fbHwy0bBB2rift+qvveEBpG/DcVuPcE9Qh4oJRHvrLQykChYuIyFCDtVpMMSJOmI7hVzR4Q1j3w0+3Oc60V1qsLFIQChcRkaEGHiqmwFijgkhhASxrfFgPwroP1p2w2L6pHj2RPlC4iIgMRVizwsaGrN9CuKRfHrE5HJs/5oulRQpC4TJAXnrppXDMMceEo48+ustu41Xpbe66665wwgknhJNOOik8yNy8iIiI1IbCZYBce+21YbLJJgsLLrjguwOZz0X7ffuXG9ddd11YdNFFwyKLLBLPL7nkkuEOVsiLiIhILShcBsA777wTDjrooDDzzDOHW9OL9zI22WSTKFgeeuihcOONN4bZZpst/CC9rVVEREQGjcJlAIwbNy5ssMEGYZ555okC5thjjw3387bRd3nttdfCjDPOGFZZZZUwfvz48MILL4TFFlssLLvsslHwiIiIyOBRuAyAJ554Ik4N4XFZZpllwnzzzRenha6//vrw8ssvh4985CNh4403Dm+//XZ4/fXXw1JLLRVGjhwZ3hrI5mEiIiLSKwqXAfDKK6+ESy+9NFx11VXhv//9b7jzzjvDhz70oeiFefHFF6Nw2WyzzSYQLjPMMEN4s5ONkkRERKRfFC6DgCmhBRZYIAqUp556Kkw33XRdU0X8+mjxxRcPSy+9tFNFIiIiNaFwGQD33HNPWGeddcLo0aPjmpYHHnggTDHFFGG99daLXpXll18+rmt58skn46+J5pxzzrBd/np9ERERGRQKlwHAdNBaa60Vp3/WXXfd6E2Ze+65w5gxY+L5888/P8w666xh1VVXDSussEKYY445us6JiIjI4FG4DBCmgY488siw8847h3333Td6V3JuuOGGsMcee4S9997bPVxERERqRuEiIiIixaBwERERkWJQuIiIiEgxKFxERESkGBQuIiIiUgwKFxERESkGhYuIiIgUw5AXLpddctSQshuvO7MdMxERkeHHkBcuv/jZ14eUnfXbH7RjJiIiMvxQuBRmChcRERnOKFwKM4WLiIgMZxQuhZnCRUREhjMKl8JM4SIiIsMZhUthpnAREZHhjMKlMFO4iIjIcEbhUpgpXEREZDijcCnMFC4iIjKcUbgUZgoXEREZzihcCjOFi4iIDGcULoWZwkVERIYzCpfCTOEiIiLDGYVLYaZwERGR4YzCpTBTuIiIyHBG4VKYKVxERGQ4o3ApzBQuIiIynFG4FGYKFxERGc4oXAozhYuIiAxnFC6FmcJFRESGMwqXwkzhIiIiwxmFS2GmcBERkeGMwqUwU7iIiMhwRuFSmClcRERkOKNwKcwULiIiMpxRuBRmCheRZvP888+HMWPGhCuvvDI8/PDD4e23326fCeG1114LN910Uzx36623hldffbV9RkQ6ReFSmClcRJrL66+/HtZbb70w7bTThimnnDIsssgiUaTAm2++GUaPHh2mn376MNVUU4VRo0aFrbbaKrz11lvxvIh0hsKlMFO4iDSTd955J1x88cVhpplmCuecc070vMwyyyxhueWWi4LmuuuuCyNHjgxbbLFFFCu77rprGDFiRPTOiEjnKFwKM4WLSHNh6ueRRx4Jb7zxRnjuuefCrLPOGlZaaaUwbty4cO2110Yhs+eee8bpI9rcySefPNx8883tb4tIJyhcCjOFi0jzYR3LaqutFoXLBRdcEL0xr7zySthpp52i12X99dcP8847b9huu+2iyBGRzlG4FGYKF5Hmc8cdd4TddtstCpcddtghemKeeuqpsMEGG4S55porThOx/mXFFVeMU0oi0jkKl8JM4SJSBnhZ9thjjzDddNOFSy+9NJxxxhlxYe5xxx0Xz5155plhsskmC8ccc0z8LCKdoXApzBQuIs1k/Pjx4bzzzotrWFjnAvvss0+Yeuqp43TR0UcfHX9pdMopp8RzHGONyyGHHKJwERkACpfCTOEi0kwQH/yaCC/KGmusERtWvC2rr756eOaZZ8Jdd90VFlpooTDffPPFc0suuWT8BdKDDz7YvoOIdILCpTBTuIg0F/Zq4SfRa6+9dlh55ZVj4/rEE0/EcwibO++8M65v4dzWW28dbrjhhnhORDpH4VKYKVxERGQ4o3ApzBQuIiIynFG4FGYKFxERGc4oXAozhYuIiAxnFC6FmcJFRESGMwqXwkzhIiIiwxmFS2GmcBERkeGMwqUwU7iI1MdLz48L9499YkjZS8+/2o6dyNBE4VKYKVxE6uOR+54OF59yw5Cyh+97qh07kaGJwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcBEpD4VLYaZwEakPhYtIeShcCjOFi0h9KFxkUnHLLbeEUaNGhRNOOKF9pJvx48eH/fffP8w888zhxhtvbB+V3lC4FGYKF5H6ULjIxOatt94Kt99+e1h++eXDiBEjwpFHHtk+0821114bRQ3nr7vuuvZR6Q2FS2GmcBGpD4WLTGxOPvnkMOecc4Ypp5yyR+HyxhtvhCWXXDKeU7h0hsKlMFO4iNSHwkUmNrvttlvYeOONw2mnnfYe4fLmm2+GAw44IMwyyyzxGoVLZyhcCjOFi0h9KFxkYvPQQw+Fl19+Odx8883vES5jxowJI0eOjOLlqKOOUrh0iMKlMFO4iNSHwkUmFVXh8txzz4WVV145ThONGzcuHHfccQqXDlG4FGYKF5H6ULjIpKIqXK644oow/fTTh49+9KNhpplmClNNNVU8P+2004bjjz8+XiM9o3ApzBQuIvWhcJFJRVW4PPvss+Gyyy4Ll156abSddtopnj/00EPDww8/HK+RnlG4FGYKF5H6ULjIpKKnNS45ThV1jsKlMFO4iNSHwkUmFezn8swzz4TXXnutfWRCXn/99XieXxpJ3yhcCjOFi0h9KFxEykPhUpgpXETqQ+EiUh4Kl8JM4SJSHwoXkfJQuBRmCheR+lC4iJSHwqUwU7iI1IfCRaQ8FC6FmcJFpD4ULiLloXApzBQuIvWhcJEq9//7r2HsI5cOKRtqKFwKM4WLSH0oXKTKPx48P1z3zxOHlA01FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcJFpD4ULlJF4dJ8FC6FmcKl2TzyyCNh9913D6uuumrYdNNNw4033hjefvvt9llpGgoXqaJwaT4Kl8JM4dJc3njjjbDEEkuEueeeO+yzzz5h2mmnDQsuuGB4/PHH21dI01C4SBWFS/NRuBRmCpdm8s4774TTTz89TD755OGMM86In88999wwduzYMH78+PZV0jQULlJF4dJ8FC6FmcKlmSBOdthhhzDFFFOE/fbbL6y11lph5513Dvfff3/7CmkiCheponBpPgqXwkzh0kzeeuutsOWWW4YRI0aEhRdeOOy7775h1KhRYbnllgtPP/10+yppGgoXqaJwaT4Kl8JM4dJMknCZbLLJwllnnRWnikaPHh2mmWaacMEFF7SvkqahcJEqCpfmo3ApzBQuzYRfDuFl+fCHPxwuueSSeOzwww+PU0ennnpq/CzNQ+EiVRQuzUfhUpgpXJrLzTffHD0um2++eRg3blxYb731wuyzzx5uu+229hXSNBQuUkXh0nwULoWZwqW54HU57LDDwhxzzBGniOaff/5w4oknuo9Lg1G4SBWFS/NRuBRmCpdmw1qX22+/PVx++eXh7rvvjp+luShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhYtIfShcpIrCpfkoXAozhcvg+PcVl4cxG204pIw4yftD4SJVFC7NR+FSmClcBseTf/5TuHrtrw4pI07y/lC4SBWFS/NRuBRmCpfBoXCRHIWLVFG4NB+FS2GmcBkcChfJUbhIFYVL81G4FGYKl8GhcJEchYtUUbg0H4VLYaZwGRwKF8lRuEgVhUvzUbgUZgqXwaFwkRyFi1RRuDQfhUthpnAZHAoXyVG4SBWFS/NRuBRmCpfBoXCRHIWLVFG4NB+FS2GmcBkcChfJUbhIFYVL81G4FGYKl8GhcJEchYtUUbg0H4VLYaZwGRwKF8lRuEgVhUvzUbgUZgqXwaFwkRyFi1RRuDQfhUthpnAZHAoXyVG4SBWFS/NRuBRmCpfBoXCRHIWLVFG4NB+FS2GmcBkcChfJUbhIFYVL81G4FGYKl8GhcJEchYtUUbg0H4VLYaZwGRwKF8lRuEgVhUvzUbgUZgqXwaFwkRyFi1RRuDQfhUthpnAZHAoXyVG4SBWFS/NRuBRmCpfBoXCRHIWLVFG4NJ9BCZfXX3893HXXXWHs2LGNtSMO3npI2a+O3bvHeGqd2ZgzTg9nf2eLIWXEqae4av3b1ZdfH0497oIhZVdf/tce46p1ZpdceXI4989HDynrKZ5NMTQEWmIgDEq4cP1VV10VHn30UU2LdvbZZ/d4XBu+9vvf/77H49rwNMuDlhsa4v1oj0EJl3/84x/tTyIhXHrppe3/RFr88Y9/bP8nYnmQCUFDPPnkk+1PnaFwkVpRuEgVOyrJsTxIziQXLs8991y477772p9EQrjhhhva/4m0sExIjuVBctAQzz77bPtTZwxKuIiIiIhMShQuIiIiUgwKFxERESkGhYuIiIgUg8JFREREiuEDFy7smHfvvffG3fNy4+dRb7/9dvuqZjBu3Lhw//33x/A9+OCD4dVXX22faSbvvPNODOc999wT/+8Nzj3xxBPh7rvvHvAOhgPhkUceeU8+s6L8jTfeaF/RPCiHlM/XXnutfaR/3nrrrfDAAw9MEE/y4Pnnn29f0VyqZYYyT/ifemrobCP/5ptvdpXF3vJl/PjxsU5wzT//+c8Y/7w9ojykvM2tWtdefPHFeIxzpGtev/g/neNZiZTm+XE26krHcqM9Ij4vv/zye85Rn4dSvnXKM888E+NOGjz++OOxPlbpK1/I+4cffniCtMQoBy+88EL7qlY5euihh7rOUY5S3vM35Rlt3H//+9+u4zwvP95T3iV76aWXemxPMMLY5LZzYvKBC5e//e1vYdSoUWHEiBET2Kc//elwzjnntK/64PnXv/4VtthiizD99NPH8M0yyyxhgw02CP/5z3/aVzQPKuNSSy0Vw0wl6w0qxpZbbhmmnHLK8Pe//719tH7WXHPN9+TzVFNNFX7wgx9M0CA0ia222iqMHDkyXH/99e0j/YPY+exnPztBPKeYYoqw+uqrh9tuu619VTOplplrr702/L//9//C7rvv3riBxPtl//33D3PNNVdXvnzxi18MN954Y/tsq+M66KCDwkILLRT+53/+J0w++eThM5/5TDjqqKPaV4Rw8803T5C/yVK60UFxz9VWWy387//+bzxHOdp2221jhwOUhRlnnDGe+/KXv9zVebLPCc/k+Oabbx7T/atf/WrXM3KjnaSDvOiii95z7kMf+lAM99VXXz2BmBrKkC+f+9znwoc//OGYBgsssEA45JBDuspuJ/mCAFlllVUmSEuMe5588snxGsTRD3/4wzDrrLPGc9QRvkM+AG3q2muvHc9NN910XeULwbTYYovF43POOWcUTxdffHHXM6rGLsM9tSfYxz/+8dh2DpV6ORAaI1zmnnvusMkmm0TbeOONw8c+9rHwyU9+MlbKD5pXXnklzDfffF2dD2FceumlY6P29a9/ParipoIiz0cTPTEphQv5utZaa3Xl9aKLLhomm2yycMopp7SvahaDES6zzz57+OY3vxnjucYaa8T0/cQnPhEbr6Yy1IXLn//851jeECXkC50L+UL9xovCCHivvfaK19DpkX8bbrhhmHfeeeOxo48+OgqbJFyWXHLJrrKMbbfddvH8mDFj4uBm2mmnjeWec1/4whfCRz/60Vg2qJe5cKGs3HHHHTGMe+yxR1fnlAuXat3BfvSjH8X9tJJwycPzta99LcZt1VVXjdcMdfAuIVpI83XXXTemAflGGpx55pnxmk7yJQkX6j2D05SeDFyvu+666CGh3ND+8zz6K/qBmWaaKdYb8iIXLhhCGGhHuC/HqsKlWpawm266qas9ycPzrW99q6tMUhaHG40RLptuumn7SIiNByOQeeaZJ7pCKQQ0OBSOZZddNnYCv/nNb2IDgcfjO9/5TuxgfvGLX0QlTYHk/Qeoaxqj0047LX5nxRVXDAcccECXa5hNb4488siw/PLLh+WWWy42UnhWqqOTU089NY6A9t1331hogXCh0qkQyV2H649Gh3sRBjxGnCOce+65ZwzbGWecEb70pS+FlVZaKe4yi4KvhhmjUSNNiC+iIo3Uf/rTn8ZjBx54YLwPlaS3OJKOpAtiizSkAbzzzjvjfamshOHQQw+N6TCphEuqrEB4GFHQABx33HHxGK5X0oo0JC7f+973utzlv/71r2PcyQ8aEf4/7LDDorCEW2+9NWyzzTbxOBWbskVa9lV+qtBI7LzzzrFM0Cmst956XcKlr3zJSQ0NHUcKG3/p/Ikr5YJ7pWeRF1xLo5g8Y3lcyGfSJwnknsotZe+xxx6LcSTPSR/uSZmiLhEX0n/XXXeN4oRynpdV3jGVRG5/wqW375bAiSee2NWRUD+oO+QBngumFajXtDsLL7xwuOWWW2IZofzQ4SE6GbCQb0m4/PznP2/fuRvylraBTuXYY4/tmlJmlE6nQ1tyySWXdAkX6gQDN+ow11LuyQPunwuXvO5UScIlDw/xoTNkhM//Qx2mYMi7z3/+83EqEC644IKYBqRLp/mShAv1qyeP+l/+8pcwwwwzxHxCLHFfyhLtEvVmnXXWiXUnCReez/+UI/qoOeaYI3r8qsKFOt0TqT3Jw0OZwHPI984777x4rMo111wThS5tyK9+9avYbu2yyy7x3EknnRSP02bAX//61/iZ9hhIA9pW6jjtz+mnnx7rSlNojHD51Kc+FRsQDCHCFML2228fCwSNOJlN5lMAyUAaU+b56NTIVLwhVHIyk3McY2TL9RQyMm3vvfeOqnjHHXeMz/7JT34SPvKRj0QRgCiZeeaZY0bnHhQaLjKbzos3WfYGIxoau9lmmy2GgQ6P5yJMKLDcl0JGQeBZjLBwVdKpIB5wJ6Yw47KksSGeRxxxRGwsKehJpKX7HH744XH9RW9xrHZCVAA+L7PMMrFQMlKgstKJTyrhQr7SSJDP5O/iiy8ePWvMEQN5TIU++OCDw0477RSvR7wA6UbcSQ/E2RJLLBHd4X/6059iQ0XHwrGf/exn8ZoFF1wwzg33VX5yaMgIG2WCZ+OGpZFLwoV8wfWe5wthrTZuPQkXoLMjPogAGgZEBuWeTpTyQr4hFBABeAAYURGXrbfeOo4QCTv0Vm7ZOptywjny/4QTTohpw3cpa6TZhRdeGIUPHTVl9cc//nEMRyqr/QkXynlv3y0ByhnxQTAg7qgHuRhI8d1nn31ivU3QDlEm+B6ekSRcVlhhha52i3LKCDmlIWWO9So5dCbUM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width="558" height="290" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&lt;span style="font-family:Arial; font-size:8pt"&gt;Fuente:&lt;/span&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:8pt"&gt;https://www.gob.mx/shcp/documentos/catalogo-del-sistema-financiero-mexicano&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La posición competitiva de Start Banregio en comparación con las SOFOM ER que consolidan con bancos en el Sistema Financiero Mexicano es la siguiente:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:90%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Es el quinto lugar en cuanto al volumen de cartera de crédito total&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:90%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Es el segundo lugar en cuanto al IMOR más bajo&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:90%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Es el primer lugar en cuanto a Cartera Empresarial&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:90%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Es el tercer lugar en cuanto al Resultado neto&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 4pt 54pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:8pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:8pt"&gt;Fuente: Boletines Estadísticos de Sociedades Financieras de Objeto Múltiple Reguladas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Regional es una compañía pública constituida en julio de 2016 y en forma conjunta con Banregio Grupo Financiero, S.A.B. de C.V. llevó a cabo una reestructura societaria que fue acordada por las Asambleas Generales de Accionistas de ambas entidades en la que Regional tuvo la calidad de sociedad fusionante y Banregio Grupo Financiero S.A.B. de C.V. la calidad &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de la sociedad&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; fusionada. Tras esta fusión, las acciones representativas del capital social de Regional se inscribieron en el Registro Nacional de Valores y listadas en la Bolsa Mexicana de Valores asumiendo la calidad de Sociedad Anónima Bursátil de Capital Variable pero sin fungir con la calidad de un Grupo Financiero. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Previo a que Banregio Grupo Financiero S.A.B. de C.V. se extinguiese a consecuencia de la fusión, ésta invirtió en la totalidad menos una de las acciones del capital representativo de una sociedad subcontroladora que, una vez producidos los efectos de la fusión, asumió el régimen de una Sociedad Controladora de un nuevo Grupo Financiero, denominada Banregio Grupo Financiero, S. A. de C. V. Con fecha 12 de marzo del 2018 a través del oficio UBVA/DGABV/141/2018, la SHCP aprobó la reestructura corporativa de Regional, mediante la cual se extingue Banregio Grupo Financiero S.A.B. de C.V. mediante fusión con la primera, al mismo tiempo que se constituye un nuevo grupo financiero integrado por las instituciones subsidiarias de la segunda. Finalmente, la misma SHCP aprueba los estatutos sociales y el convenio único de responsabilidades celebrado entre el Grupo Financiero y sus instituciones financieras subsidiarias.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La inscripción en el Registro Nacional de Valores de las acciones representativas del capital social de Regional, S.A.B. de C. V.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Ocurre al amparo del oficio 153/11641/2018 emitido por la CNBV con fecha 12 de abril de 2018. El folleto informativo está a disposición del público en general en el portal de la BMV, en el portal de información de emisoras de la CNBV así como en el portal de relación con inversionistas de Regional en el apartado: &amp;#x201C;Regional-Reports and Presentations-Prospects&amp;#x201D;.&lt;/span&gt;&#xD;
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			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Grupo Financiero, mediante un escrito con fecha 23 de octubre de 2018, solicitó autorización a la SHCP para realizar una fusión entre la Sociedad (como entidad fusionante) y Financiera Banregio, S. A. de C. V., Sociedad Financiera de Objeto Múltiple, Entidad Regulada, Banregio Grupo Financiero y Banregio Soluciones &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Financiera, S. A. de C. V., Sociedad Financiera de Objeto Múltiple, Entidad Regulada (como entidades fusionantes). El 12 de noviembre de 2019, las Asambleas de Accionistas de la Sociedad, Financiera Banregio y Banregio Soluciones Financieras, acordaron la fusión con Start Banregio. Mediante esta fusión se extinguieron Financiera y Soluciones y Start subsistió como entidad fusionante. Dicha fusión surtió efectos a partir del 1 de diciembre de 2019, con cifras al 30 de noviembre de 2019.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Banregio es subsidiaria de Banco Regional, S.A., Institución de Banca Múltiple, el cual a su vez es subsidiaria de Banregio Grupo Financiero, S. A. de C. V., una agrupación financiera constituida en diciembre de 2004 y que inició operaciones en julio de 2005 y que es la principal subsidiaria de Regional. A la fecha, el BANCO es propietario del 99.99% del capital social de Start Banregio. Al ser parte de un grupo financiero, las operaciones se complementan con las operaciones de las otras subsidiarias del Grupo: Banco Regional, el cual opera como Institución de Banca Múltiple, Financiera, Banregio S. A. de C. V., Operadora Banregio, S. A. de C. V. (&amp;#x201C;Operadora Banregio&amp;#x201D;), una sociedad operadora de fondos de inversión &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;y Hey Banco, S.A. Institución de Banca Múltiple BGF&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt; text-indent:18pt; text-align:justify; line-height:90%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Banco Regional a su vez cuenta con tres subsidiarias: Start Banregio, S. A. de C. V., SOFOM, E.R., Banregio Grupo Financiero (Start Banregio); Inmobiliaria Banregio, S. A. de C. V., (&amp;#x201C;Inmobiliaria Banregio&amp;#x201D;) y SINCA Banregio, S.A: de C.V., Fondo de Inversión de Capitales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El siguiente esquema refleja la ubicación de Start Banregio dentro de Regional. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 16.75pt 4pt 9.9pt; text-indent:14.4pt; text-align:center"&gt;&#xD;
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" width="475" height="216" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt 36pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Grupo cuenta, al cierre de 2024 con activos por $247,764 y a continuación se enlistan sus subsidiarias:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt 36pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt 53.4pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Banco Regional, S. A., Institución de Banca Múltiple, Banregio Grupo Financiero&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: es la principal subsidiaria. Al 31 de diciembre de 2024, 2023 y 2022 cuenta con $247,691, $227,218 y $219,854 en activos respectivamente (cifras consolidadas). Sus actividades principales consisten en recibir depósitos, aceptar y otorgar préstamos y créditos, captar recursos del público, realizar inversiones en valores, celebrar operaciones de reporto, efectuar operaciones con instrumentos financieros derivados (forwards, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;swaps, opciones europeas en mercados &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;over the counter&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;) y otras operaciones de banca múltiple, de conformidad con la LIC. En asamblea extraordinaria de accionistas celebrada el 16 de agosto de 2018 se acordó el cambio de denominación de Banco Regional de Monterrey, S.A. a Banco Regional, S.A. y cuenta con las siguientes subsidiarias: &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt 53.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol type="a" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 4pt 85.57pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:3.83pt; font-family:Arial; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Start Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: dedicada a servicios de arrendamiento financiero y arrendamiento puro. En agosto de 2015, se adquiere el control accionario de The Capital Corporation de México (TCC), a quien absorbe mediante fusión en mayo de 2016. Esta operación viene a fortalecer la oferta de productos que ofrece el Grupo Financiero, con el arrendamiento operativo para el segmento de pequeñas, medianas y grandes empresas, con un intercambio de procesos, valor y posicionamiento de marca, obtenidos a través de sus años de operación. En asamblea general extraordinaria de accionistas celebrada el 29 de agosto de 2018 se acordó el cambio de denominación social de AF Banregio S. A. de C. V. a Start Banregio S. A. de C. V. Al 31 de diciembre de 2024, 2023 y 2022 cuenta con $29,359, $24,826 y $20,082 en activos respectivamente&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 4pt 89.4pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Inmobiliaria Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: opera como inmobiliaria bancaria en los términos de las reglas de operación dictadas por la Secretaría de Hacienda y Crédito Público (SHCP). Su actividad principal es la compraventa, construcción, administración y arrendamiento de bienes inmuebles para la instalación de oficinas administrativas y sucursales del Banco. Al 31 de diciembre de 2024, 2023 y 2022 el activo total de Inmobiliaria Banregio asciende a $2,980, $2,267 y $2,125, respectivamente.;&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Sinca Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: tiene como principal actividad operar con valores y documentos emitidos por empresas que requieren recursos a largo plazo y cuyas actividades se relacionan básicamente con los objetivos del Plan Nacional de Desarrollo. Al 31 de diciembre de 2024, 2023 y 2022 el activo total de Sinca Banregio asciende a $104. $108 y $105, respectivamente.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Operadora Banregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: Su principal actividad es actuar como sociedad operadora y administradora de sociedades de inversión, estando facultada para la prestación de servicios de administración, distribución, promoción y adquisición de las acciones de las sociedades de inversión. Al 31 de diciembre del 2024, 2023 y 2022, cuenta con $107, $111 y $124 en activos, respectivamente.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Hey Banco&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: Banco multiproducto y multisegmento altamente digital diseñado para brindar productos y servicios que promueven el bienestar financiero a personas y negocios. Al 31 de diciembre del 2024 cuenta con $1,522 en activos, 2023 y 2022 siendo aún Servicios Banregio, cuenta con $76 y $76 en activos, respectivamente.&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Inmuebles&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio es propietaria de dos bienes inmuebles en la zona metropolitana de Monterrey: un edificio y un terreno aledaño ubicado en la Ave. Rómulo Garza en Monterrey, N.L. Así mismo, cuenta con un terreno en que se ubica la sucursal de Torreón Centro. &lt;/span&gt;&#xD;
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" width="628" height="153" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Dichos inmuebles cuentan con seguros contra daños y no están dados en garantía para la obtención de algún crédito. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;ol start="2" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 33.39pt; text-indent:0pt; padding-left:2.61pt; font-family:Arial; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Infraestructura tecnológica&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio ha tenido un papel relevante en el aprovechamiento de las tecnologías de información, generando soluciones e infraestructura adecuadas para sus necesidades, maximizando sus inversiones. Cuenta con el soporte de una arquitectura de aplicaciones de vanguardia que aprovecha el uso de las tecnologías estándares para responder de una manera más eficiente y confiable a los procesos de negocio. De igual forma, cuenta con la solidez de infraestructura de cómputo y telecomunicaciones administrada bajo estándares internacionales, así como esquemas de seguridad y contingencia que salvaguardan la información y aseguran la continuidad del negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="3" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 34pt; text-indent:0pt; padding-left:2pt; font-family:Arial; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Sistemas&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Banregio es subsidiaria de Banco Regional, S.A., &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;por lo que, la estrategia de los sistemas se encuentra vinculada directamente a este. La estrategia del Banco ha sido el desarrollar el &amp;#x201C;core&amp;#x201D; bancario con recursos propios. Esto ha permitido habilitar al equipo de trabajo desde un punto de vista técnico pero también de negocio. Se tienen 24 años de crecimiento del &amp;#x201C;core&amp;#x201D; bancario.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El tener el control del sistema central, permite diseñar productos únicos que marcan la diferencia con los competidores. Además, se tiene un tiempo de respuesta rápido a diferentes estrategias de mercado que sigue la institución. Comparados con otros sistemas los cuales acotan las características de productos conocidos en el mercado, se tiene la capacidad de agregar funciones innovadoras que los clientes valoran (por ejemplo: estado de cuenta único).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ol start="4" type="A" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 34pt; text-indent:0pt; text-align:justify; padding-left:2pt; font-family:Arial; font-size:11pt; font-style:italic; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Modelo de Trabajo&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ol&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El modelo para entregar los servicios de tecnología al negocio, está basado en un proceso de mejora continua, el cual consiste en cuatro subprocesos: Analizar las necesidades del negocio, planear y construir de nuevos servicios o reconstruir los ya existentes y entregar los servicios con un alto nivel de disponibilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Necesidades del negocio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: La integración del equipo de sistemas y el equipo del negocio, es fundamental en este modelo. El correcto dimensionamiento de las necesidades e infraestructura tecnológica, hacen que los proyectos sean altamente efectivos y de bajo costo.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 27.14pt; text-indent:0pt; text-align:justify; padding-left:8.86pt; font-family:serif; font-size:9pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Planeación tecnológica: &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El equipo técnico y Arquitectura de Negocio analizan capacidades actuales, dimensionan y planean los recursos para cumplir los requerimientos.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt; text-decoration:underline"&gt; &lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Construcción de Servicios&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: La Arquitectura de Negocio trabaja mediante una metodología ágil lo cual incrementa la funcionalidad de valor en tiempo, costo y alcance acordados, haciendo que los impactos a los servicios tecnológicos ocasionados por cambios sean mínimos.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Entrega de Servicios&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;: Los nuevos servicios una vez puestos en producción, son continuamente monitoreados para lograr los niveles de servicio acordados con el negocio, además se generan los indicadores necesarios que permiten identificar áreas de oportunidad, resolverlas y así lograr la mejora continua.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Arquitectura de aplicaciones&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La arquitectura aplicativa está formada por una variedad de componentes tecnológicos específicamente evaluados, diseñados y construidos para que formen un ecosistema/framework base bancario que permita que la aplicación sea estable, mantenible, segura, resiliente y disponible.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Dentro de la arquitectura de aplicaciones se define infraestructura, comportamientos, datos, lenguajes de programación, middlewares e interoperabilidad entre aplicaciones para crear módulos a las áreas de negocio como funciones de créditos, captación, tesorería, sucursales, banca electrónica y cajeros automáticos. El tener un sistema que integra las principales operaciones bancarias ofrece grandes ventajas a la hora de hacer análisis de información (Base Oficial de Información) en &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;base a cruce de datos de los distintos módulos dando como resultado números precisos para la toma de decisiones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Ingeniería TI&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Mediante los departamentos de Cómputo Central, Base de Datos y Proyectos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asegura la provisión de los servicios de cómputo central con la calidad y oportunidad establecida en los acuerdos de niveles de servicio, evalúa, selecciona soluciones e implementa infraestructura tecnológica de acuerdo a los requerimientos de negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Especifica las diferentes arquitecturas de infraestructura tecnológica para el cumplimiento de políticas, niveles de servicio y estándares de la organización.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Define controles, para asegurar la aplicación de los mantenimientos preventivos y correctivos de las bases de datos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Asegura y mantiene la integridad, estabilidad y disponibilidad de la información y de los servicios de datos generando estrategias y políticas que permitan el crecimiento apegado a las mejores prácticas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El tener el control del sistema central, permite diseñar productos únicos que marcan la diferencia con los competidores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Se cuenta con un Centro de Cómputo de calidad mundial:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El centro de cómputo principal está ubicado físicamente en Triara, empresa de Teléfonos de México, S.A.B. de C.V. dedicada a rentar espacio con la especialidad para alojar infraestructura tecnológica.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las características de las instalaciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:12pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;El edificio está rodeado por una barda perimetral de concreto reforzado, la cual es monitoreada por un sistema con tecnología láser.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Por el tipo de construcción es considerado un &amp;#x2018;bunker&amp;#x2019;, el cual tiene implementado controles de acceso y monitoreo de personal las 24 hrs.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los equipos de cómputo están conectados a sistemas eléctricos redundantes, logrando disponibilidades superiores al 99.9%.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;La redundancia de equipos de aire acondicionado, los cuales controlan la temperatura y humedad, evitan que los equipos se apaguen de manera automática para protegerse de altas temperaturas generadas por los componentes electrónicos.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 10pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los sistemas de detección y prevención automática de incendio, permiten estar protegidos ante una contingencia o conato de incendio.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Almacenamiento Central:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El principal activo de Regional y sus subsidiarias es la información y es almacenada en equipos de alta redundancia y de desempeño de clase mundial, diseñados para ambientes con grandes niveles de transacciones y disponibilidad, como el sector financiero lo requiere. La información es respaldada y encriptada para su protección.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Servicios TI&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por medio de los departamentos de Cómputo Distribuido, Soporte Técnico e Implementaciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Implementa, soporta y administra todo cómputo personal distribuido y periféricos incluyendo ATM´s; asegura su actualización en un esquema de seguridad y bajo cumplimiento de niveles de servicio comprometidos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Operaciones Tecnología TI&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A través de los departamentos de Soporte Aplicaciones, Servicio de Mesa de Ayuda, Monitoreo de Servicios y Gestión de Incidentes Críticos, e Integración de Aplicaciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Opera la Infraestructura Tecnológica central, así como identifica y aplica las acciones inmediatas para la continuidad de los servicios manteniendo los porcentajes de disponibilidad apegados a los niveles de servicio establecidos.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Coordina y valida la ejecución, monitoreo y soporte de todos los procesos de negocio que se ejecutan diariamente en forma programada sin la interacción del usuario resolviendo cualquier falla que ocurra de forma oportuna.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Otorga Soporte de Primer y Segundo Nivel a las aplicaciones operativas institucionales internas y externas y cambios a base de datos productivas solicitadas a través de tickets cumpliendo con los niveles de servicio establecidos. &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Establece la programación y ejecución de instalaciones de los cambios diarios a las aplicaciones en el ambiente productivo.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Asegura ofrecer a la red de usuarios una primera línea de soporte técnico y operativo, registra los incidentes y requerimientos atendidos en la mesa de ayuda.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Reduce y/o elimina impactos en la operación mediante la implementación exitosa de procesos y herramientas de monitoreo.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Detecta, documenta y escala oportunamente cualquier desviación que se presente en los indicadores de disponibilidad de los servicios de la institución soportados por TI.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Telecomunicaciones&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los departamentos de Servicios de Voz, Servicios de Datos y Seguridad de Telecomunicaciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Garantiza el funcionamiento óptimo de las telecomunicaciones, administra los servicios de red de voz, red de datos, seguridad informática y la infraestructura de UPS.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Mantiene la disponibilidad y atiende requerimientos de los servicios de comunicaciones, mantener la continuidad de la operación del servicio de comunicaciones de datos mediante el uso de las herramientas de monitoreo y aplicar las acciones necesarias para la solución de eventos que afecten la disponibilidad de los servicios.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Garantiza que la infraestructura tecnológica de seguridad se encuentre disponible para soportar los servicios, además de validar que los controles tecnológicos de seguridad estén vigentes, buscando asegurar la confidencialidad, integridad y disponibilidad de la infraestructura tecnológica.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Las Redes de Telecomunicaciones son redundantes y encriptadas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Todas las sucursales y edificios de operación están interconectados con el centro de cómputo a través de dos líneas de comunicación de diferentes proveedores que nos minimizan el riesgo de detener las operaciones&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los enlaces de comunicación tienen tecnología de cifrado, lo cual permite que la información que viaja por la red exterior no pueda ser interpretada en caso de que sea leída por un tercero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Gestión TI&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por medio de los departamentos de Aplicaciones Externas, Administración de Servicios de TI y Cumplimiento a Autoridades:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Genera estrategias integrales para la evaluación, adquisición e implementación de soluciones de terceros, así como asegurar el cumplimiento de la funcionalidad y calidad acordados con el fin de incrementar las capacidades y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;la eficiencia del negocio y su operación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Alcanzar un estado de gobernabilidad de los proveedores de tecnología de la institución y con esto prevenir riesgos, unificar fuente oficial de información de aplicaciones hacia la autoridad, evitar duplicidad de esfuerzos y conseguir una mantenibilidad a largo plazo con el mejor costo.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Administrar y procurar la mejora continua de los principales procesos (prácticas) de TI como lo son Incidentes, Problemas, Solicitudes, Niveles de Servicio, Control de Cambios y Liberaciones, Catálogo de Servicios, Gestión de Activos y Configuración de Servicios entre otros.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;-&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Ejecuta el Plan Operativo y Tecnológico para el Cumplimiento a Autoridades (Anual) así como la ejecución del Plan de Procesos Tecnológicos del área, permitiendo alcanzar las metas, proyectos y cumplimiento definidos para Tecnología incluyendo los solicitados por las Autoridades Externas e Internas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Ingeniería de procesos de Tecnología&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A través del departamento de Prácticas y Procesos ITIL&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Impulsa y lidera la adopción e implementación de las prácticas líderes de Gestión de Activos y Servicios de Tecnología de Información mediante la investigación, educación, proyectos y el apoyo directo a las áreas de toda la dirección de Transformación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Seguridad Digital&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Gobierno, Cumplimiento y Organización: Tenemos un Comité de Seguridad el cual forma parte del Gobierno Corporativo, el cual está integrado por los Directivos de las áreas de Seguridad, Tecnología, Contraloría, Auditoría, Transformación y Operaciones. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cada año se genera un Plan Director de Seguridad y un Plan de Continuidad de Negocio, los cuales están alineados a la estrategia de negocio de la Institución, en ellos se definen los principales proyectos e iniciativas del año en materia de seguridad y Continuidad de Negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Protección de Datos: Se cuenta con un programa de clasificación de la información, el cual tiene como objetivo que las diferentes áreas de la institución puedan identificar y proteger la información de sus principales procesos de acuerdo a su clasificación. Se cuenta con un proceso de protección de datos, el cual tiene como objetivo proteger la información de nuestros clientes y empleados, identificando y/o bloqueando la información que se envíe fuera de la institución y que no forme parte de un proceso de negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Análisis de Riesgos de Seguridad: Se cuenta con un programa de Análisis de Riesgos de Seguridad de la Información el cual tiene como objetivo identificar en conjunto con los responsables de las diferentes áreas de la institución los riesgos de seguridad de la información de acuerdo al uso de la información, para que posteriormente se implementen los controles necesarios en los casos que los umbrales de riesgo estén arriba del límite aceptado. Este proceso se realiza en su mayoría con base a la información que se registra en el programa de clasificación de información y es complementario al proceso de Análisis de Riesgo Operacional que realiza el área de Control Interno.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se define y ejecutan los procesos de Gestión de Vulnerabilidades y Pruebas de Intrusión en la Infraestructura tecnológica, así como la, Inteligencia de Amenazas y Seguridad en las Aplicaciones, con el objetivo de identificar riesgos y amenazas potenciales que pudieran impactar en la operación y/o seguridad de los mismos; diseñando y proponiendo controles de seguridad que permitan mitigar y /o reducir riesgos y amenazas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Gestión de Identidades y Accesos: El departamento de Seguridad Lógica gestiona de manera centralizada el control de accesos a todos los aplicativos e infraestructura tecnológica de la institución de acuerdo a las funciones definidas para cada puesto en la institución. De manera periódica se ejecuta el programa de Certificación de Perfiles de Acceso que tiene como objetivo mantener actualizado los accesos a los sistemas de acuerdo a su puesto organizacional, la cual es gestionada por Seguridad Lógica y autorizada por el Titular de Negocio y el área de Control Interno.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Respuesta a Incidentes: Se desarrolla y gestiona la estrategia de ciberseguridad, con el fin de proteger los activos tecnológicos de la institución en aspectos de confidencialidad, integridad y disponibilidad de información, además de gestionar y monitorear las amenazas y los riesgos con el objetivo de minimizar los posibles impactos causados por incidentes de ciberseguridad. Se establecen las funciones y operaciones del Centro de Operaciones de Seguridad (SOC) y Respuesta a Incidentes, realizando un monitoreo en tiempo real sobre las amenazas de seguridad latentes en la infraestructura tecnológica y aplicaciones, así como la administración del proceso de atención de incidentes de ciberseguridad y respuesta a crisis.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Gestión de Proveedores y Terceros: Se cuenta con un programa para revisar en materia de seguridad a los terceros (proveedores y comisionistas) que procesan, almacenan o transmiten información de la institución, para verificar que cumplan con los controles mínimos indispensables de seguridad para colaborar con nuestra institución, esta revisión se realiza antes de iniciar alguna relación y con algunos tipos de proveedores de manera periódica. Adicionalmente durante la implementación del servicio del tercero con nuestra institución se realiza una revisión de los controles a implementar para la adecuada seguridad en el servicio, esta revisión e implementación se realiza en conjunto con otras áreas como Control Interno, Arquitectura TI y Tecnología.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Protección de &amp;#x201C;Host y Endpoints&amp;#x201D;: Se cuenta con diversos procesos de seguridad orientados a la protección de los servidores y estaciones de trabajo, con lo cual, a través de diferentes soluciones tecnológicas, permite prevenir, identificar, contener y erradicar amenazas orientadas a estos sistemas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Protección de Aplicaciones, Bases de Datos y Dispositivos Móviles: Se cuentan con procesos de administración de seguridad en componentes tecnológicos, con la finalidad de verificar que, la infraestructura tecnológica, aplicaciones y bases de datos, cuenten con los controles de seguridad suficientes ante las amenazas actuales; adicional a ello, se cuenta con la administración de tecnologías especializadas para protección de Aplicaciones , Bases de Datos, así como la gestión de dispositivos móviles, las cuales nos permiten identificar y contener algún tipo de amenaza orientada a cada sistema.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Protección de la Red, Centro de Datos y Nube: Se cuenta con procesos orientados a brindar seguridad en el perímetro interno y externo de la red corporativo, con el uso de soluciones para protección de amenazas y/o ataques volumétricos para prevenir una indisponibilidad de los sistemas y medios de acceso a los centros de datos y aplicaciones de servicio, que, aunado con las configuraciones y políticas de los componentes de seguridad perimetral establecen un nivel óptimo de seguridad a los activos tecnológicos y de información, no obstante, derivado de la transformación digital, se cuenta con herramientas de seguridad en la Nube que nos permite extender el perímetro de seguridad hacia las aplicaciones, servicios e información que se encuentra fuera del centro de datos; con ello velamos por la confidencialidad e integridad de que la información solo puede ser accesible a los usuarios explícitamente autorizados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Concientización y Entrenamiento de Seguridad: Se cuenta con un programa de concientización en materia de seguridad de la información el cual contiene un curso anual obligatorio para todos los colaboradores, así como campañas de diferentes tópicos de seguridad como phishing, ingeniería social, entre otros mediante comunicados, publicaciones, redes sociales, entre otros, los cuales se distribuyen a colaboradores y clientes. Adicionalmente se realizan ejercicios de phishing ético para &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;medir la efectividad de la concientización y robustecer la concientización con los colaboradores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Continuidad de Negocio: Se cuenta con un programa de administración y gestión de continuidad de negocio, el cual contempla los procesos de análisis de impacto al negocio (BIA), revisión de proveedores críticos, pruebas de continuidad de negocio BCP/DRP y concientización en la materia. El programa contempla el plan de recuperación en caso de desastres (DRP) el cual es ejecutado por la Dirección de Tecnología y consiste en tener duplicada la infraestructura de los sistemas críticos incluido el sistema &amp;#x201C;core&amp;#x201D;, de tal forma que si por alguna razón el Centro de Datos Principal, no está disponible para operar, se activa el Plan de Recuperación ante Desastres (DRP) que permitiría la continuidad de los servicios críticos del negocio en un tiempo de 1 a 4 horas dependiendo del sistema(s) a recuperar. Una vez al año se realiza una prueba en el Centro de Datos Secundario, como prueba de que el DRP es funcional, son pocas las instituciones que hacen esta prueba en vivo. Realizamos pruebas por servicio y una prueba integral con todos los sistemas críticos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente, se cuenta con un sitio alterno de operación (SAO) para las áreas que operan procesos críticos, que permite la operación de estas áreas críticas, en caso de no tener acceso físico o problemas en la infraestructura en las oficinas corporativas principales. El regulador Banco de México ha comprobado el correcto funcionamiento del centro en distintas ocasiones. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Planeación y proyectos TI&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:12pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El área de Planeación apoya a la Dirección de Infraestructura TI en elaborar el presupuesto anual de inversión y gasto de todas las áreas de infraestructura TI, se gestiona el cumplimiento de los presupuestos, se generan reuniones de seguimiento para presentar los reportes mensuales, estatus y posibles desviaciones del presupuesto con la finalidad de cumplir con los objetivos anuales.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El área de Proyectos TI gestiona los planes de acción para convertir los objetivos de negocio a proyectos de las áreas de Cómputo Central, Cómputo Distribuido y Telecom con la documentación del portafolio de proyectos del área, algunas actividades a realizar en cada proyecto son: &lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:11pt"&gt;Gestión del presupuesto asignado a los proyectos &lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Generar reuniones de seguimiento con las áreas involucradas del proyecto a medir&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Comunicar los avances de sus proyectos &lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Definir ciclo de vida de proyecto.&lt;/span&gt;&#xD;
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  <ar_pros:JudicialAdministrativeOrArbitrationProceedings id="F02d57080-2645-4276-b7f4-3371529a3937" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existe ningún proceso judicial, administrativo o arbitral relevante distinto de aquellos que forman parte del curso normal del negocio, en los cuales se encuentre o, hasta dónde Start Banregio tiene conocimiento, pueda encontrarse involucrado Start Banregio, sus accionistas, consejeros y principales funcionarios, que haya tenido o pueda tener un impacto significativo sobre los resultados de la operación y la posición financiera de Start Banregio.&lt;/span&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existe ningún procedimiento judicial, administrativo o arbitral, cuya contingencia tenga un valor de al menos 10% del activo total de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A la fecha, Start Banregio no se encuentra en ninguno de los supuestos establecidos en los artículos 9 y 10 de la Ley de Concursos Mercantiles, tampoco pudiera declararse, ni ha sido declarado en concurso mercantil.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El capital de Start Banregio, suscrito y pagado, se encuentra representado de la siguiente manera:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante los ejercicios terminados al 31 de diciembre de 2022, 2023 y 2024, no hubo aumentos o reducciones de capital social ni se han llevado a cabo emisiones de capital en la BMV o en cualquier otro mercado de valores y el Emisor no cuenta con acciones en tesorería.&lt;/span&gt;&#xD;
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  <ar_pros:Dividends id="Fee8a8e10-0d36-4d81-e4cc-e750128cfcc0" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio cuenta con una política de dividendos de acuerdo a los resultados de la operación, situación financiera, necesidad de capital, consideraciones fiscales, expectativas de crecimiento y los factores que los miembros del Consejo de Administración de Start Banregio o los accionistas estimen convenientes. Se espera que en los años subsecuentes esta política permanezca sin cambios.&lt;/span&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En los últimos años, Start Banregio ha declarado y distribuido los siguientes dividendos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 107.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;En Asamblea General Ordinaria de Accionistas del 16 de febrero del 2022, por la cantidad de $250, a razón de $25.8802306405 pesos por acción.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;En Asamblea General Ordinaria de Accionistas del 1 de diciembre del 2022, por la cantidad de $19 pesos para los tenedores de Acciones Especiales.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;En Asamblea General Ordinaria de Accionistas del 8 de diciembre del 2023, por la cantidad de $21 pesos para los tenedores de Acciones Especiales.&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;En Asamblea General Ordinaria de Accionistas del 10 de diciembre del 2024, por la cantidad de $20 pesos para los tenedores de Acciones Especiales.&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 12pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los estados financieros 2022 y sus notas no presentan comparativos con el periodo inmediato anterior con base en lo que se expone a continuación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Con fecha 13 de marzo de 2020 se publicó en el Diario Oficial de la Federación la Resolución que modifica las Disposiciones de carácter general aplicables a las instituciones de crédito: &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x2022; Se actualizaron los criterios de contabilidad aplicables a las instituciones de crédito, para hacerlos consistentes con las normas de información financiera nacionales e internacionales. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x2022; Permite contar con información financiera transparente y comparable con otros países, debido a la norma internacional de información financiera 9 &amp;#x201C;Instrumentos Financieros&amp;#x201D; (IFRS 9 por sus siglas en inglés). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x2022; Que a la par, a fin de contar con una metodología que incorpore las mejores prácticas internacionales, es indispensable reformar aquella para calificar la cartera crediticia de las instituciones de crédito, modificando el concepto de cartera vigente y cartera vencida, por cartera en etapas 1, 2 o 3, lo que permitirá a las propias instituciones de crédito identificar, clasificar y controlar de mejor manera el riesgo de crédito al que se encuentran sujetas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 4 de diciembre de 2020 se extendió la fecha de entrada en vigor de la resolución hasta el 1 de enero de 2022. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los estados financieros básicos anuales que sean requeridos a las instituciones, de conformidad con las presentes disposiciones correspondientes al periodo concluido el 31 de diciembre de 2022, no deberán presentarse comparativos con el periodo terminado el 31 de diciembre de 2021.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 12pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las siguientes tablas presentan un resumen de la información financiera y los datos de operación a las fechas y para cada uno de los períodos que se señalan en las mismas. Esta información está basada en los Estados Financieros de Start Banregio incluidos en este reporte anual y debe ser leída conjuntamente con los Estados Financieros y las notas a los mismos. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La información de los Estados Financieros de Start Banregio concluidos al 31 de diciembre de 2024, 2023 y 2022, incluidos como anexos a este reporte anual, fueron auditados por KPMG, y fueron preparados de conformidad con las Disposiciones de Carácter General Aplicables a la Información Financiera de las Instituciones de Crédito en México, emitidas por la CNBV.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;De acuerdo con estas Disposiciones, a falta de un criterio contable específico de la CNBV, deberán aplicarse las bases de supletoriedad, conforme a lo establecido en la NIF A-8 &amp;#x201C;Supletoriedad&amp;#x201D;, en el siguiente orden, las NIF, los IFRS Accounting Standards, así como los Principios de Contabilidad Generalmente Aceptados aplicables en los Estados Unidos tanto las fuentes oficiales como no oficiales conforme a lo establecido en el Tópico 105 de la Codificación del Consejo de Normas de Contabilidad Financiera (Financial Accounting Standards Board, FASB), emitidos por el Financial Accounting Standards Board o, en su caso, cualquier norma de contabilidad que forme parte de un conjunto de normas formal y reconocido.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 6pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;CAMBIOS CONTABLES Y CORRECCIONES &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 12pt 18pt; text-indent:-18pt; text-align:justify; line-height:118%; padding-left:18pt; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;i. Criterios contables emitidos por la Comisión&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Modificaciones a las Disposiciones de carácter general aplicables a las instituciones de crédito, incluyendo aquéllas relacionadas a la determinación de las reservas crediticias y a la contabilidad&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 23 de septiembre de 2021 se publicó en el DOF la resolución modificatoria a las Disposiciones de Carácter General aplicables a las Instituciones de Crédito, en las que se presentan los siguientes cambios:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:118%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Modificación a los criterios contables&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:434pt"&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:423.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold; text-decoration:underline"&gt;Serie A. Criterios relativos al esquema general de la contabilidad para instituciones de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:102.75pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-1 Esquema básico del conjunto de criterios de contabilidad aplicables a instituciones de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-1 Esquema básico del conjunto de criterios de contabilidad aplicables a instituciones de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-2 Aplicación de normas particulares&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-2 Aplicación de normas particulares&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se adicionan las siguientes NIF emitidas por el CINIF como aplicables, estableciendo particularidades en algunas de ellas:&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF B-5 "Información financiera por segmentos".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF B-11 "Disposición de activos de larga duración y operaciones discontinuadas". NIF B-12 "Compensación de activos financieros y pasivos financieros"&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF B-17 "Determinación del valor razonable". Impacto en la valuación de los instrumentos que no sean valuados por un proveedor de precios.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-2 "Inversión en instrumentos financieros". Impacto en presentación dada la clasificación de las inversiones en instrumentos financieros conforme al modelo de negocio y su valuación atendiendo a dicho modelo.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-9 "Provisiones, contingencias y compromisos".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-10 "Instrumentos financieros derivados y relaciones de cobertura".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-12 "Instrumentos financieros con características de pasivo y de capital". NIF C-13 "Partes relacionadas". El pacto no es material.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-14 "Transferencia y baja de activos financieros".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-16 "Deterioro de instrumentos financieros por cobrar". Tiene impacto en la determinación de deterioro de instrumentos financieros por cobrar e interés, conforme a &lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;etapas de riesgo 1 a 3.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-19 "Instrumentos financieros por pagar". Se considera su aplicación a la captación, los préstamos interbancarios y de otros organismos.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:63.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-20 "Instrumentos financieros para cobrar principal e interés". Impacto en la valuación de los instrumentos que sean considerados bajo este modelo de negocio y que anteriormente aplicaban una valuación distinta a costo amortizado.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF C-22 "Criptomonedas".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF D-1 Ingresos por contratos con clientes. NIF D-2 Costos por contratos con clientes.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:102.75pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;NIF D-5 Arrendamientos. Impacto en arrendamientos donde el Banco es arrendatario, debido a que reconoce el activo por derecho de uso de los bienes arrendados y reconoce el pasivo. En resultados el activo por derecho de uso se deprecia atendiendo a la vida útil, mientras que el pasivo genera intereses a la tasa de interés efectiva del arrendamiento o de mercado y le liquida conforme se paga.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:26.25pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-3 Aplicación de normas generales&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-3 Aplicación de normas generales&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-4 Aplicación supletoria a los criterios de contabilidad&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;A-4 Aplicación supletoria a los criterios de contabilidad&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:423.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold; text-decoration:underline"&gt;Serie B. Criterios relativos a los conceptos que integran los estados financieros&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-1 Disponibilidades&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td rowspan="2" style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:top; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-1 Efectivo y equivalentes de efectivo&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se cambia el nombre del rubro y el criterio contable.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:39pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se adiciona la definición de las Inversiones disponibles para la vista, considerando un plazo de vencimiento de 48 horas a partir de su adquisición.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-2 Inversiones en valores&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-2 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga, pero en el nuevo criterio contable A-2 establece la aplicación de la NIF C-2 "Inversión en&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;instrumentos financieros", NIF C-20 "Instrumentos financieros para cobrar principal e interés" y NIF&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-16 "Deterioro de instrumentos financieros por cobrar.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:76.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se elimina la clasificación de los instrumentos financieros con base en la intención de la administración y se establece una nueva clasificación de los instrumentos financieros conforme al modelo de negocio que aplica el banco, que puede ser para negociación, para cobrar principal e intereses o para cobrar y vender&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:64.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-3 Reportos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-3 Reportos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se elimina la obligación de compensación de los colaterales entregados en efectivo registrada en pasivo, contra deudores por reporto cuando los instrumentos han sido entregados en garantía en otra operación de reporto.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:26.25pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-4 Préstamo de valores&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-4 Préstamo de valores&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se modifica la definición de costo amortizado.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:39pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-5 Derivados y operaciones de cobertura&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-5 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga, pero en el nuevo criterio contable A-2 establece la aplicación de la NIF C-10 "Instrumentos financieros derivados y relaciones de cobertura"&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:26.25pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-6 Cartera de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-6 Cartera de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se modifica sustancialmente el criterio contable:&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se establece que la valuación de la cartera de crédito se realiza conforme al modelo de negocio.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se establecen como modelos de negocio: para cobrar principal e interés, para cobrar vender, para negociación&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se elimina la clasificación de la cartera vigente y se establece una clasificación por etapa de riesgo en etapa 1, etapa 2 y etapa 3.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se modifica la forma de amortización de las comisiones cobradas y costos de transacción relacionados al otorgamiento de crédito&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:39pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se incorpora la metodología para la determinación de la tasa de interés efectiva para la valuación de la cartera de crédito con &lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;base en el modelo de negocio aplicable.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:39pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-7 Bienes adjudicados&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-7 Bienes adjudicado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se modifica el valor del reconocimiento inicial de los bienes adjudicados en cual dependerá de la intención que tenga el Banco con estos activos.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:13.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-8 Avales&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-8 Avales&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:38.25pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-9 Custodia y administración de bienes&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-9 Custodia y administración de bienes&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se adicionan los activos virtuales como bienes que son sujetos de custodia y administración.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-10 Fideicomisos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-10&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:13.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Fideicomisos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-11 Derechos de cobro&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;B-11 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:15pt"&gt;&#xD;
					&lt;td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:423.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold; text-decoration:underline"&gt;Serie C. Criterios aplicables a conceptos específicos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:51.75pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-1 Reconocimiento y baja de activos financieros&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-1 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga, pero en el nuevo criterio contable A-2 se establece la aplicación de la NIF C-14 "Transferencia y baja de activos financieros"&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:26.25pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-2 Operaciones de bursatilización&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-2 Operaciones de bursatilización&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Sin cambios.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:39pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-3 Partes relacionadas&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-3 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga, pero en el nuevo criterio contable A-2 se establece la aplicación de la NIF C-13 "Partes relacionadas".&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:63.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-4 Información por segmentos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;C-4 Derogado&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;Se deroga, pero en el nuevo criterio contable A-2 se establece la aplicación de la NIF B-5 "Información financiera por segmentos", estableciendo como mínimo los segmentos operativos que ya estaban definidos en el criterio contable C-4 anterior.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:bottom; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:14.25pt"&gt;&#xD;
					&lt;td colspan="3" style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:423.2pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold; text-decoration:underline"&gt;Serie D. Criterios relativos a los estados financieros básicos&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-1 Balance&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-1 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;Cambio del nombre del estado financiero y la presentación, incluyendo los cambios en los nombres&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;general&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;situación&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;de los rubros conforme a los nuevos criterios contables.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:13.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;financiera&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-2 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-2 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;Cambio del nombre del estado financiero y la presentación, incluyendo los cambios en los nombres&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:13.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;resultados&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;resultado integral&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;de los rubros conforme a los nuevos criterios contables.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-3 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-3 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;Cambio del nombre del estado financiero y la presentación, incluyendo los cambios en los nombres&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;variaciones en el&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;cambios en el&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;de los rubros conforme a los nuevos criterios contables.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:13.5pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;capital contable&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;capital contable&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:1pt; padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:'Times New Roman'; font-size:7pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:25.5pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-4 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;D-4 Estado de&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;Cambio del nombre del estado financiero y la presentación, incluyendo los cambios en los nombres&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:12.75pt"&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;flujos de efectivo&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; padding-left:5.4pt; padding-right:5.03pt; vertical-align:middle; width:78.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;flujos de efectivo&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:middle; width:245.2pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:9.5pt"&gt;de los rubros conforme a los nuevos criterios contables.&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:0pt"&gt;&#xD;
					&lt;td style="width:89pt; border:none"&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="width:89pt; border:none"&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="width:256pt; border:none"&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
			&lt;/table&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:118%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:118%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Entrada en vigor de NIF emitidas por el CINIF en el ejercicio 2023&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 12pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;NIF A-1 &amp;#x201C;Marco conceptual de las normas de información financiera&amp;#x201D;-. Entra en vigor para los ejercicios que inicien el 1ro. de enero de 2023. En 2018 el International Accounting Standard Board (IASB), organismo emisor de las Normas Internacionales de Información Financiera (NIIF) publicó una actualización de su Marco Conceptual (MC) para la Información Financiera de las NIIF. En consecuencia, el CINIF consideró conveniente actualizar el MC de las NIF para conservar la más alta convergencia con la normativa internacional. Adicionalmente, el CINIF decidió modificar la estructura del MC, pues consideró que es más práctico y funcional para los lectores incluir las ocho normas individuales de la estructura anterior en una sola NIF organizándola en 10 capítulos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 12pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;NIF B-14 &amp;#x201C;Utilidad por Acción&amp;#x201D;-. Entra en vigor para los ejercicios que inicien el 1ro. de enero de 2023. Deja sin efecto al Boletín NIF B-14, &amp;#x201C;Utilidad por acción&amp;#x201D; (NIF B-14). Esta NIF no genera cambios contables en su aplicación inicial, dado que, únicamente se realizaron precisiones que facilitan la determinación de la utilidad por acción (UPA). Se precisa que, con excepción de lo mencionado en el párrafo siguiente, la NIF B-14 converge con la Norma Internacional de Contabilidad 33 (NIC 33):&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 12pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#x201C;En el cálculo de la UPA básica ordinaria, la NIC 33 señala que las acciones se incluirán en el promedio ponderado desde el momento en que la aportación sea efectivamente exigible. En la NIF B-14 se considera que deben incluirse cuando sean pagadas, en virtud de que a partir de esa fecha la entidad cuenta con los recursos sobre los que se mide el desempeño.&amp;#x201D;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cualquier modificación en la UPA determinada en periodos anteriores producido por la aplicación inicial de esta NIF deberá reconocerse con base en la NIF B-1 &amp;#x201C;Cambios contables y correcciones de errores&amp;#x201D; (NIF B-1). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 12pt 14pt; text-indent:-13pt; text-align:justify; line-height:118%; padding-left:13pt; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;i Aplicación inicial del efecto acumulado de los cambios contables&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A partir del 1 de enero de 2023, el reconocimiento posterior del costo amortizado de los contratos de crédito, los costos de transacción, comisiones, otras partidas cobradas por anticipado; así como las partidas que resultan por operaciones de renegociación se amortizarán mediante la aplicación de la Tasa de Interés Efectiva (TIE).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los principales cambios adoptados para la determinación y reconocimiento de la aplicación del costo amortizado con tasa de interés efectiva son los siguientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;- En el reconocimiento inicial debe cuantificarse el precio de la transacción mismo que corresponde al monto neto financiado (en adelante &amp;#x201C;MNF&amp;#x201D;), que resulta de sumar o restar al monto original del crédito, el seguro financiado (en su caso), los costos de transacción, las comisiones, intereses y otras partidas cobradas por anticipado. Dicho precio de la transacción es el valor razonable de la cartera de crédito en el reconocimiento inicial y es la base para aplicar el método de interés efectivo requerido en el cálculo del costo amortizado en su reconocimiento posterior.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Método de implementación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante 2023, la Sociedad reconoció en el estado de cambios en el capital contable, dentro de las reservas de capital, el efecto financiero acumulado inicial de aplicar por primera vez el costo amortizado a través del método de interés efectivo. El efecto financiero acumulado inicial, se determinó de acuerdo a la nueva mecánica de devengamiento de costos de transacción y comisiones cobradas, ya que la mecánica de reconocimiento anterior correspondía a realizar el reconocimiento de dichos costos y comisiones cobradas en línea recta durante el plazo del crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El efecto en el capital contable referido en el párrafo anterior asciende a $12&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El registro contable se realizó afectando el capital contable y cargando o abonando según sea el caso, los costos de transacción y comisiones diferidas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El 23 de septiembre de 2021 se publicó en el DOF una resolución modificatoria a las Disposiciones, los efectos derivados de la aplicación inicial de estos cambios fueron reconocidos en enero de 2022 en el capital contable, en el rubro de &amp;#x201C;Reservas de capital&amp;#x201D; y se describen a continuación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:118%; font-size:11pt"&gt;&#xD;
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" width="558" height="74" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-align:justify; line-height:118%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Ajustes retrospectivos p&lt;/span&gt;&lt;span style="font-family:Arial; font-size:10.5pt; font-weight:bold"&gt;or corrección inmaterial en reconocimiento de arrendamientos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La sociedad llevó a cabo un análisis del tratamiento contable del arrendamiento operativo, llegando a la conclusión de que este debería ser considerado como arrendamiento capitalizable, por lo que se reclasificó retrospectivamente gran parte de su activo en arrendamiento a cartera de crédito, este efecto de reclasificación generó un &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;ajuste contable originado por las diferencias en el tratamiento contable de los arrendamientos que disminuyeron el capital contable por monto neto de $29.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presentan los efectos de la corrección:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
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" 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" width="408" height="117" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Normas de información financiera emitidas por el CINIF&lt;/span&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Mejoras a las NIF 2023&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:10.5pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:10.5pt"&gt;NIF B-11 &amp;#x201C;Disposición de activos de larga duración y operaciones discontinuadas&amp;#x201D;-. Adiciona párrafos relativos a las distribuciones a los propietarios de activos de larga duración distintivos al efectivo. Establece que cualquier diferencia entre el valor en libros de los activos de larga duración distribuidos a los propietarios y el monto del dividendo por pagar o reembolso de capital, se reconocerá en las utilidades acumuladas, por considerarse un acuerdo entre accionistas. Se precisa que lo anterior difiere de la International Financial Reporting Interpretations Committee 17 (IFRIC 17) ya que la misma indica que dicha diferencia se reconoce en el resultado del periodo. Esta mejora entra en vigor para los ejercicios que inicien a partir del 1ro. de enero de 2023, permitiéndo su aplicación anticipada para el ejercicio 2022. Los cambios contables que surjan deben reconocerse de forma prospectiva según se establece en la NIF B-1.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:10.5pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:10.5pt"&gt;NIF B-15 Conversión de monedas extranjeras- Entra en vigor para los ejercicios que inicien a partir del 1º. de enero de 2023, permitiendo su aplicación anticipada. Cualquier cambio que genere debe reconocerse conforme a la NIF B-1 Cambios contables y corrección de errores. Realiza modificaciones a la solución práctica de la NIF que permite la preparación de estados financieros sin los efectos de conversión a moneda funcional. Esta mejora precisa qué entidades y en qué casos se puede ejercer esta opción, estableciendo que una entidad que no tiene subsidiarias ni controladora o que es subsidiaria, asociada o negocio conjunto, puede preparar sus estados financieros sin realizar la conversión a moneda funcional, siempre que se trate de estados financieros exclusivamente para fines fiscales y legales y no tengan usuarios que requieran la preparación de estados financieros considerando los efectos de la conversión a moneda funcional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:10.5pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:10.5pt"&gt;La adopción de estas nuevas NIF emitidas y mejoras a las NIF 2023 no tuvieron efectos en los estados financieros de la Institución por el ejercicio terminado el 31 de diciembre de 2023.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;CRITERIOS CONTABLES ESPECIALES&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
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			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En atención a la afectación severa en el estado de Guerrero que generó el Huracán Otis; mediante el Oficio número P-307/2023, la CNBV emitió con carácter temporal Criterios Contables Especiales, aplicables a las instituciones de crédito, respecto de los créditos al consumo, de vivienda y comerciales para los acreditados que tengan su domicilio o los créditos cuya fuente de pago se localice en las zonas afectadas en el estado de Guerrero y que estuvieran clasificados contablemente como cartera de crédito con riesgo de crédito etapa 1 o etapa 2 al 24 de octubre de 2023. Los Criterios Contables Especiales consisten en lo siguiente:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Permitir que los créditos que se renueven o reestructuren no sean trasladados a la categoría inmediata siguiente de mayor riesgo, conforme las reglas establecidas en el Criterio B-6 del Anexo 33 de la CUB.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;El nuevo plazo de vencimiento del crédito renovado o reestructurado, no podrá exceder a más de seis meses a partir de la fecha original de vencimiento del crédito.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los trámites de la reestructuración o renovación deberán concluir a más tardar el 30 de abril de 2024.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos no se considerarán como reestructurados conforme a lo establecido en el párrafo 35 del Criterio B-6.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos que sean reestructurados o renovados al amparo de los Criterios Contables Especiales, deberán reportarse a las Sociedades de Información Crediticia (SIC) de la manera siguiente:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos registrados contablemente como cartera de crédito con riesgo de crédito etapa 1 al 24 de octubre de 2023, y que no cuenten con días de atraso, no deberán presentar clave de observación alguna.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos registrados contablemente como cartera de crédito con riesgo de crédito etapa 2 al 24 de octubre de 2023 y que cuenten con días de atraso, presentarán la clave de observación RA.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Los créditos registrados contablemente en cartera de crédito con riesgo de crédito etapa 3 con posterioridad al 24 de octubre de 2023, presentarán la clave &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de observación RA.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En el evento en que las reestructuras o renovaciones incluyen quitas, condonaciones, bonificaciones o descuentos y estas excedan el saldo de la estimación preventiva para riesgos crediticios asociada al crédito, se deberán constituir estimaciones hasta por el monto de la diferencia, en la fecha de la quita, condonación, bonificación o descuento, o bien, se podrán constituir en línea recta, en un periodo que no exceda de 12 meses.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En la aplicación de los Criterios Contables Especiales, las instituciones de crédito deberán apegarse a las siguientes condiciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;No realizar modificaciones contractuales que consideren de manera explícita o implícita la capitalización de intereses, ni el cobro de ningún tipo de comisión derivada de la reestructuración o renovación.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Tratándose de criterios revolventes dirigidos a personas físicas, las líneas de crédito autorizadas o pactadas al 24 de octubre de 2023 no deberán restringirse o disminuirse por más del cincuenta por ciento de la parte no dispuesta de dichas líneas, ni cancelarse o denunciarse.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:3pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Tratándose de créditos revolventes dirigidos a personas morales, las líneas de crédito autorizadas o pactadas al 24 de octubre de 2023 no deberán cancelarse, restringirse, disminuirse o denunciarse, incluida la parte no dispuesta de dichas líneas.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;No solicitar, garantías adicionales o su sustitución para el caso de reestructuraciones.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-align:justify; line-height:115%; widows:0; orphans:0; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del año 2023, Start no ha aplicado los Criterios Contables Especiales antes mencionados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Mejoras a las NIF emitidas en 2024&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante 2024 entraron en vigor las siguientes mejoras a las NIF:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;NIF B-2, Estado de flujos de efectivo/NIF B-6, Estado de situación financiera/ NIF B-17, Determinación del valor razonable/ NIF C-2, Inversión en instrumentos financieros/ NIF C-16, Deterioro de instrumentos financieros por cobrar/ NIF C-20, Instrumentos financieros para cobrar principal e interés/ INIF 24, Reconocimiento del efecto de la aplicación de las nuevas tasas de interés de referencia- Entra en vigor para los ejercicios que inicien a partir del 1º. de enero de 2024. Cambia el término instrumentos financieros para cobrar y vender por instrumentos financieros para cobrar y vender. Cualquier cambio contable que genere debe reconocerse conforme a la NIF B-1 Cambios contables y correcciones de errores. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;NIF D-4, Impuestos a la utilidad -Entra en vigor para los ejercicios que inicien a partir del 1º. de enero de 2024, permitiendo su aplicación anticipada en 2023. Esta Mejora aclara cuál es la tasa aplicable que debe utilizarse para reconocer los activos y pasivos por impuestos a la utilidad causados y diferidos cuando hubo beneficios en tasas de impuestos del periodo para incentivar la capitalización de utilidades (utilidades no distribuidas). En estas circunstancias, los activos y pasivos por impuestos causados y diferidos deben determinarse con la tasa que será aplicable a las utilidades no distribuidas en el periodo, cuando se paguen como dividendos en periodos futuros. Cualquier cambio contable que genere debe reconocerse conforme a la NIF B-1 Cambios contables y correcciones de errores. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La adopción de estas mejoras a las NIF no tuvo efectos en los estados financieros de la Sociedad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:8pt"&gt;Nota: &lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 26.68pt; text-indent:0pt; text-align:justify; padding-left:9.32pt; font-family:serif; font-size:8pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:8pt"&gt;Cifras en millones de pesos&lt;/span&gt;&#xD;
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				&lt;li style="margin:0pt 0pt 0pt 26.68pt; text-indent:0pt; text-align:justify; padding-left:9.32pt; font-family:serif; font-size:8pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:8pt"&gt;El margen de intermediación neta (MIN) se calcula sin ajustar las estimaciones preventivas por riesgos crediticios&lt;/span&gt;&#xD;
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					&lt;span style="font-family:Arial; font-size:8pt"&gt;El Índice de Capitalización corresponde al del Banco Regional&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;No Aplica&lt;/span&gt;&#xD;
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  <ar_pros:FinancialInformationByBusinessLine id="Ff59c67f3-007f-458a-a799-c0d6bf748c3f" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las siguientes tablas presentan el resumen de la información financiera e información operativa a las fechas y para cada uno de los períodos indicados por zona geográfica y ventas. Mayor información referente a información financiera por línea de negocio, zona geográfica y ventas se encuentra descrita en el apartado II. La Emisora, inciso b)- Descripción del Negocio numeral I. Actividad Principal de este Reporte Anual:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Integración de la cartera por entidad federativa al cierre del ejercicio:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Con el fin de fondear sus operaciones de crédito, Start Banregio cuenta con préstamos interbancarios y certificados bursátiles. Las siguientes tablas muestran el desglose para los años 2024, 2023 y 2022. Start Banregio se encuentra al corriente en el pago del capital e intereses de los citados créditos. &lt;/span&gt;&#xD;
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				&lt;span style="width:18pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Títulos de crédito emitidos&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024 los títulos de crédito emitidos y colocados presentados en el estado de situación financiera corresponden a certificados bursátiles, cuyo monto asciende a $4,591, significando una variación de 92% respecto al año 2023, cuyo monto ascendió a $2,393.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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ItFVOBaoqEegdILfaNfRHlAbsiHyLwSKCJ3XXpKryMPZF+mJOSW+4po/e0YIDPGpyVQzwMyIqYJfCayS79Hr4xzSA/Zub97uz4ntHUkZHEcy1aAfiCD3kFa3XoL35P/XEuf9q7l3ok0ZSboVyDb5XPyi6Tpg7/JvXuSLzJJXvVjpnpMLzmu1zhUyV7sRgwC3YONEigDxmgRTCSY9AqFoVjmEhnAHoEio6T3REFI7lnPetZkMHi0vFkGSKQlLenvrIyMdxswHrx1SkYxRJy//uu/Ph1L8XmmlJwhQGiI3UIHaR8edoXvnOPcLK6x8IIiibBCoBZRBBZr+IyhRHoWLVAmaSPnU17Ej2R4qRbuOL5HoO6PMBE4J0C/5nsLJhBJSBlZJAIJRO4IWHSSRTHe09gxcPtDoIwKJ8T7cCgY1EqgjKpjRd4yAAiXp+57BOrdPZs0MFnwN+Pnfp7LOcbb85Ifi9VinM1RVTBkzpP6ZdxcT6S0kQhUlOs5rdLkMCEvx8bxC1YRaKJr4ymlzTHKHKJ+5ED5HjEb19e85jXT+5mSaFO4cT7JvGu94Q1v2HutlkCl9cmXv92DbiBnz2quMlMKSeFGT0WN+txcoAVA7rMugUqx0jNrCzjJsj+mbNLvMiFBVsO6J131bvpBep4dqaAzjjUmns/CPzLn3TgliLJeS4p57lrG3rMba7qD1DWyxNnQt6YjyJm+cl3TJIiYA+dv88DGLeeKgkWtaTlO//TGdTdhEOgebIRACYrUmb8Za6Qm/UdgKRTBFAUlPdcSKFAkyoGcKKDzXIvgU8YYe54ggkRCjLNUXwWDiax9z4g6Hgkl9cQrpOieRcQigqKQrmnVaAsGyHu4HuPjWOcg+RCouY9AJCMt6TgG370ppzkT3i2jQIlFDN7TNb1zj0BFvUljuw6yRCz60jX869k0qwpdv8K48MxdX5SSFJR7MAz7Q6AI2PUc7zkcWwnUHCJnI8/uPZG8vxGo60mduZ6xyTsZU6kxMiLd6XhOlD7XjyL7Nj3HCBpPMmMcEadrIR1R2DICRYjG1rnO874yBO3vblcRKGfGszvGuJJdLQTKucl8uvQ+WTduDHILx7qWY9trtQQqsuKkkWXfJ1L3L8KrEahjkazjvCtC8LyiQX26DoE6373omTFwbfpH9tLvNUuECKVG0w/I3DU5nmSiAsFzutyDo6YPyJK/Eajve9eis/VanoV+eZa2kVn2BQm7LqeOvrBTHEPz82Sjd26ybUHWDIw50EGge8HTIhAxsgFvz+f5yQLPzVyJaI6CM+YMVtKkojskwgOlrM5zvusA5aagvD5RKy+cZxhSEH1RaMQtKmEI2ogr4H2aW3Ss6zFgImKeqfvE6PDQ3YtzgBB7oHw8TY6E+yJAnjy4h3fw7hXmgkTQFmOIOHjOSecgFkbNd6IWi3G8CxKm9JTQNUVD/raAxHvwmvWZzyiu5/Ds0laO8Zw9uJ+5V+ebu5EGR/L6NfeKIWCU/B2Dx0BJu5oLc1/vZEGWyNr5fu4g+tA3HBlzZ84X+YL7mAN3jMyCcfB9SMg4kSuOCOMtxVbHAYlaJel8Bg7Bi0ZbeBZRjn4if55fhoAMeTf97b5JcVZ4L2OAJIyvqKb9zS3oK30h8p6De5F1Y46E9Idn0I/g3eiAcTAe5nPnxs3451rkx4Ig10JAmmeRJvfumojSOyIE/1rB6t3yeVLL5ND1REz6XJ/mJ1zIPOcCZ83fmVuXUiez9Mh1OG2eiUNFl6qse6b0u+xDhWiVPOgHi4nIw1w/0HHXNraies/o3ZPG5/TmWvqU49lei7NIjjxL2zLfyyaZinEd6xjSf3Srd54m6q1g43zeLkbcjRgEugYI3IHAsuv4bqP32chxm3nmzRwLy571QNx3nec50NjINff3GN8dqPssw/6eH6y6zmbus9lnOpjXXoXT81kP1Lsc6D7ZrRgEOjAwMDAwsAYGgQ4MDAwMDKyBfQjUD7MtoBhttNFGG2200U5pKRNZsQ+BWqVlVZ4J69G2VrPQxMKS3nej7e5GZy0I6n032mibaRYM9T7f7Y2Otb9jhlOlcK0s8xuz0bZW8zs4qzl73422uxud5fz2vhtttM00i4t6n+/2ZpV/D4NAt0kbBDraXBsEOtqBaoNA+20Q6DZvg0BHm2uDQEc7UG0QaL8NAt3mbRDoaHNtEOhoB6oNAu23QaDbvA0CHW2uDQId7UC1QaD9Ngh0m7dBoKPNtUGgox2oNgi03waBbvM2CHS0uTYIdLQD1QaB9tsg0G3eBoGONtcGgY52oNog0H4bBLrN2yDQ0ebaINDRDlQbBNpvg0C3eRsEOtpcGwQ62oFqg0D7bRDoNm+DQEeba4NARztQbRBovw0C3eZtEOhoc20Q6GgHqg0C7bdBoNu8DQIdba4NAh3tQLVBoP02CHSbtwNNoN/+9ren7Xle9rKXddu73/3u7nmnRfv85z8/PcMf/MEfdL+fa//6r/86nffa17528fd///fdY3rNTgu9zzfb3vOe9ywe9rCHLV7wghd0vz9YbasQ6He/+92p/1/+8pefqk//4i/+Yvr8la985eJf/uVf9vnuQLaPfOQj0zN89rOf7X6/rNEJ577lLW9Z/PM//3P3mM02OyiRy953W7EdSAL90z/908UxxxyzOOqooxZPf/rTp7HZaF988IMfnMbiC1/4Qvd7n/vecb3vD3TbcgT65S9/efGEJzyh2574xCeuZdQMkPMZst73tb3jHe+Yjv3Yxz62z+e2DXvIQx6yuMc97rH43Oc+t893p2c70ATqvc92trMtfuzHfqzbbnazm3XPOy3ac57znOkZ7nvf+3a/n2s/+tGPpvMufOELL77yla90j6nt+9///uJxj3vc4ipXucp+G3WG8pd+6ZcWF7jABSYHoHfMwWpbhUBt+3TRi150GgNkWb87/PDDTxO5+s3f/M3pPgx27/tl7aMf/eh07tWudrXFD37wg+4xG23/8A//sHjKU54yycRmnLnTux0oAuWcn+UsZ5n680xnOtPiDGc4w/T/Bz7wgRtyTu51r3tNx885oz73/a//+q93vz/QbcsR6Pvf//6pA3rtjGc84+Sx9s5b1p761KdO5z/oQQ/qfl8b4+xYxrp+zkM28I94xCO2lOd4oAmUsSOE3v+www6b+uJCF7rQ4hnPeMb02Zvf/Oa9xxJ4ZPNP//RP+1xDQzwMBPJqv9PsL8iYbKQvGS3HzRHoD3/4w9n7aJ7ld37ndybj2XPAXL8S5R/90R8tznrWsy4ufelLn4pA3af3vmm+q+eQ1/vc5z6zUbM+8Py97/a3bRUCNXb3u9/9prG75S1vuddQGotDDjlk+pxhreeQj2Wy4Rpz/ab/W9l6+9vfPsnAhz/84X2O1YxZNd7GuMrT1772tencF7/4xfsct+wZ0nxf5UEEfPazn31xiUtc4lQE6jifbUQnTut2IAjUmP78z//84sd//McXD3jAA6aIXr/+xE/8xOS0tzrSsxFzBBobMUegxmqj9mYzbcsS6E//9E8vXve61y3e8IY37NN0QntOK3SOqYL+qU99aurYD33oQ3s/czwFbq/3gQ98YDr2M5/5zD6fv+Y1r5k8R4NaP6/NPU9rr/JgzoG+853vnMbCruvV82Zw9NH1r3/9xZWvfOXFda5znalvHMPwiDJucpObTF72ta997SmiR7TO1a93uctdFle96lWnCO/2t7/9qfo67c/+7M8mReD5Oy5GOAQqtcahuda1rjU9i/v0CNK43OpWt1rc/e53nxyEt73tbZMhf97znjdFQNe85jUXN7/5zRfve9/7pu99x1lj6G5729tOWRGR5JOf/OTFda973el+7vvNb35zur6+cP3HPvax03Pc+ta3no6XTrr3ve89Pf9Nb3rTxSte8Yq9hpmcubY+uPrVr764//3vv/jzP//zfZ57f9tWIVBN6v/MZz7zZCi/8Y1vTJ/9/u///uSonPOc55wyPD6TAbnzne88yccv//IvL970pjdN46fd7na3W9ztbnebnFnjZdyOPvrovTpHl5/97GcvbnSjG0396nipvBhW43rCCSdM97/NbW4zGXFOlTElr0j2uOOOm86/wQ1usHjhC184XfdLX/rSNL4PfehDJ9lHisjUccaOPGbsyJD7POtZz9orm8betckm2UAg+sFxZJxMHH/88Ytf+ZVfmXTG5xyKg+VYrdMOBIEa45/92Z+d5MB40BFOwyMf+chJ/jmujuNk3PWud93HRnz605+evmsJlIMaHTPecfpDoHWsXIvOyTIeKCLdsgR68YtffB/PrTYdwHA/6lGPWhx66KGTN0fgnSsVcMlLXnLqUMri+GOPPXY6/nd/93env3k+lO9iF7vYdC6hTlqWEXas+TJ/G3TzV5e97GWnZ7re9a63eNe73jV9R6l/7dd+bRpoOX33dL073OEOe43rwW6nB4EmGj/3uc89kScDKB3jc+f47ud+7ucmI3XBC15wIiMpUQqjb6VtXPMXfuEXpusTbH1Z782o6E/fu9blLne56R7+ZrB8T2Fci1drzN2HArXK4VjnJYWLOP39kz/5k1Nq0ZjlPl/84hcXl7nMZaa/GbpLXepSk2wwnv52jctf/vLTfckNhyrpQc/nGbyb8Rdd+fuKV7zi4md+5mcmT5viI2Syh6D10RWucIXpfGnMZdHtZttWIlB6ZAy9J4PmMwTj7zve8Y7TmJkbo2P6zNiTL2NEj/XLOc5xjmkMznOe80xyRM78/dKXvnS6Hnvg75/6qZ+asgeuo9+RW03hIi3EzZAz6J7Lsa7vnsbLtY3XH/7hH54qhSsT4tzzne98k+w61/OY60V8jvXcZIX8+Pu85z3v4i//8i/3yo7nvMhFLrL44z/+48l2kAXXcbz7uj9bNGcDT+t2IAjUGLOX+sM7eldTYmxt7AtHmz2NjYjM6F9kWAmUzWDH/d3aiBDob//2b0+fuR874f/6+vWvf/0+z7Zu27IEGuNSm0lnxzDUjiGEjE86WSdJN4p6/M1I/dVf/dU+KVxKaj6K0RfRIACCixgNUE3hGnCep8GkLBSL4lCOt771rdMAIlbHn+tc55pInHL7+8gjjzzVux2MdnoQqDTYox/96GlOmdEQMTjO+HBS/J/nzfCddNJJk8HkVTKiL3rRixaPecxjFt/73vcWJ5544mS0jHVLHM5zHQaVl0mx9K/PjJFsgvMQILJCShTE+Hz961/f51pzBIoopecYVBkPRpVBS2SElJE+mWEAGWbzmKJUMkYZ9UWMMyVnrF3PO/uM/HhvHjQ5Y0BFY67PuIvWGWgGwX0PpMHcSgSq0Ql9IhrQJ/TJ3xxa35Mff0t563dRG90TwYkyyYo+17fk8Td+4zem4/2LnIwvm/CJT3xiivZEJre4xS2maL9HoPSYDH7nO9+ZbIJ7Pf7xj5+cIs6M45FzJVDPhfjIHkeaXHKYjS3yDIEy6GwPufR/1/74xz8+RdjOZZu+9a1vTfoTB0rU6j1lSDwfm0I+2348PdqBmgP1zne6052mPtBn3tuYySgYB3bB+LIv/o8P9IPjZRgqgRpX19C/9E7fyST4HoEaZzrGJpAl5+tjMsRpPhC6tmUJVMfoOB5hmtSGY0KgvEyKwjgRUGkRwk7IKUQMYiVQC4ochxClHd/73vdOHqDjEGYlUDl5g1sXgDzpSU+avkcQCBeBureB8b1/fc9w5p0OZjs9CJTReOYznzkZQg5DFIGBlC7n1ftb09e/+qu/Ohk1/av/73nPe05jR7D1HW+7JVCGy/mivHyWvjdGUm3+Ty6ucY1rTI2B9RnFqteaI1DE73vPhag5YJ6znQMlB46nxIyoe53//OefPpOWjXGWiso9H/zgB0+fcejyfN5V3zCi0ob+dgyFdl1TFjuZQEVzSEs/vupVr5reW78jEe8to6A/fKa/kq3g6Ei7Gl/yFl0kg45HuMaMrOlv49neu0eg5AGR+56zZPyzelNk5PjnP//5+xDoV7/61en/ZNbzeU6E6jMRcAhUOtZ1PAuC9B5kv50DRbCem4MWsmS/RLauw5H02endDgSB0kMkqRlPMiBVSya8q/lQ/UVOEKBxrzaiJVC65//V1sbWO5+DT8ZEuvleH3OWjYG+z+frti1LoBSBMUZsaZlnCIGKSkWBIhQdzasTHeho6UGd7hqVQBGuuZXq/TiWUXWtSqCWQxs8HnCej/L5npKLdBCoayR/b87G9zyqnHMw2+lBoIhS/zEe+g0hOo4BoQCiMuk5JBGicSxyktJlCKXFRaO+Z8xaAs0Y6/sYxEQoxijfi0DNg/nuiCOOmP5tV7vOEShlzDEM2hyBeh9ywOny7rmX9JBIOMbZHGmuJ+XrM++d53v4wx8+peVEzCImDgGn0DvozwOl1GlbjUCNMWLQl+RA/5hyMb762VyXz0R/+kz/kiNZDSRLbowBHXS9LCpDoKI7hhjBGm/fsxnmJOlpj0D1e+ZPjbXPoscMsONbAmWAPb9n8eye0zP+1m/91rTALgRqasl1NPrjnB6BilIFClrsm3fN4qo8z+ndDgSBcgbYWmnXupYk85YiU1Mo9NRYWp8gGkV4dLMlUOtS9CtHPjZC5Op744dLcAAHJ/Yl2STjdyCm2bblHGiMJyF1DALVUTwN3o2OltbtEajzCS3jrZMJKgI0QDq3EmgGyEKBDADvyPe8I95rCDST3NKWvt+pBKq/Rd8+Z1wYlKS7kIu5TmlKRoWAckLSXzxG/UmJGAlz04wW56clUIZGvzKIFlgwYplPMkYMpjQ8g+o7xglh63dOVL3WHIFK8eWYSqCuJypItIiQGXyfSQVZHITYKa4FUNU453q8a5+Zz2EUvMOVrnSl6dkthrNYRL+RRYaFw+j4uQVV67StRqAaJ4MMeFf6WSOsZBiMoXGio/qJXCGbZQRK1iIfskD0VJqdY0IGDxSByr7Qec/uOxEp4id7UvMhUGndvFclUPPpyIHjKNpF7tEnU0pIXz8kOmfPcp3Tsx0IAmWnkSG9RppsvawL3fP+nBHpfGNmLNkIekTv2IiWQOmlz02tvPGNb5x0lZ3xvfFjm5Cn6/kJJBvtvv4mGyHd/WlblkApCkNHSNN0Gs99fwiUIZMzZ9goEiGO8SLclUApscGjWCIHqcEb3vCG0/eUNnOgu4lANb+H9TmDZo4hKRjjYfx40wQb6UixElgeuv41rv7OdwyFc2MU0wh3jJgxQJaJWoyRvreK0rXcjxL5jhfru3qtzRKoSEDa3jGel4xI95Mn7+oz3yFQ8zQ9AmVob3zjG0+G0/HOIycU2TMkrcegMKbewxxv7ef9bVuRQI2zftZf5kDrqmlklAg1c9Iax4uDtYxA/S1aMUZkT3+7jn7mUB0oAjU+HGvP4njP6T6cQtmDVQTqHd3XMeTWFBLiFRU5JjrhOwtdDoSRPxDtQC0iskra+3lXchD9T//9yZ/8yd4+pe+xJY7huFYCdT1j7+/WRhg/93zJS14y3YfuuRY9i2PcPt86bcsSaK/pVAS1PwRKmSwY0qEGRjOI5l8oaSVQz8PYUkYd7xz/8hh5jjudQBkaESXDVEmJ0Xnuc587CTNi0cciC8pBqHmGFgr5XirTooicz0CZHzQW5iiswHMPnneun8ZYWWRjibuown0c63q+N/ZS5lI9vHdz2b2fGXkm57kGg0156nU044zcRDKOF2m6Jq+YYruXBSfmORGv4zN/xtFwPVFPrqchUc/PeCN713Qd3/kJjv4ibxbBUHTH1/P3t21FAtUYv7b/0/QL0tL3ZIfTajz0G1l72tOetrffEVu9juMyfWCM/HY52Yg6Rs4X5en/pHvd02eZh7RI0PEyHXTd/0Wy5Nh93Fu6kIw7Lz/NIceOJZf+1uiPz3JtckSmTXnQMdfzrwVMDD/dkYHxea5xercDtYjIO+lTUxrmmREgW5Ix1fQtJ12KnHPBkdB/bGwdF8dah8LB0p/mxB3je8flfp/85Cf36i0u4MTkXvvbthyBElbGZK4xZoTN/3lvOiiGSjpAhxJyIb3PECqhdjwP0D0cz4s0ae23e0jPeb4TbTg2P2txfYNiHoYxlVJIlOA7g2vBi3SDzzyf8ymsvw92O5gEOtr2bluVQEfbfu1AEehOa1uOQEfbXBsEOtpcGwQ62oFqg0D7bRDoNm+DQEeba4NARztQbRBovw0C3eZtEOhoc20Q6GgHqg0C7bdBoNu8DQIdba4NAh3tQLVBoP02CHSbt0Ggo821QaCjHag2CLTfBoFu8zYIdLS5Ngh0tAPVBoH22yDQbd4GgY421waBjnag2iDQfhsEus3bINDR5tog0NEOVBsE2m+DQLd5GwQ62lwbBDragWqDQPttEOg2b4NAR5trg0BHO1BtEGi/DQLd5m0Q6GhzbRDoaAeqDQLtt0Gg27wNAh1trg0CHe1AtUGg/TYIdJu3QaCjzbVBoKMdqDYItN82RKB2HbFlmP3YRttazSbg9kjtfTfa7m501s5Fve9GG20zzcbvvc93e7N3sG0wW+xDoNldf7TRRhtttNFGO6XZ6rLFPgRqE9q73OUuo4022mijjTZaafZ+bnGqOdCBgYGBgYGB1RgEOjAwMDAwsAYGgQ4MDAwMDKyBQaADAwMDA/uFv/u7v1t85Stf2fPX7sGGCNRvgz772c9Oq3Rf9rKXLd7xjncs/uEf/mHPt4vF1772tcUHP/jBpe373//+nqNPvp6lwT7/93//9z2fnoIvfvGLpzr/wx/+8OLzn//84l/+5V/2HLVYfOlLXzrVcW3zGx7wO57PfOYziw996EOLv/3bv50+q/BbOtc/6aSTpmfzd8V//dd/Tc/1/ve/f/rJgL8rvJN++MAHPrD45Cc/ufjnf/7nPd+cGvriD/7gDxb/+Z//ueeTnQ0/j9IvfqvYgtL9/u///vTvqv7wO1h9/NWvfnWf9oMf/GDPEYvpHp/73Oem+33zm9+cxqXij//4jxfHHHPM4mMf+9g+3/k/eXn3u9+955OB/QU5/8hHPrL46Ec/ulcPNwNja5yM+24AErKQk637m7/5mz2fngJ9qD/0Z+8nFb7/9Kc/PdmwL3/5y6eS757uuOf+gP1+4xvfuLj5zW++uNKVrrT4vd/7vcWPfvSjPd+etph7x8o94CeB7MPXv/71U9nxzWIlgeqgww47bHH2s5998eM//uNTO9OZzrS40IUutDjhhBOmY44++ujFT/zET+xtZznLWaZWP3vTm940HQv/+I//uPiFX/iF6Zhjjz12z6en4Ha3u9303VnPetZ9mme42MUuNhE43OEOd9jnHr37IkUdeKMb3Wg633XOe97zLl74whfuFbBvfetbi2tf+9qLn/zJn5y+9+/1rne9xXe/+93p+x/+8IfTM53jHOeYvvfvb/7mby7+4z/+Y/r+3/7t36Y+Ove5z733OS91qUtNZNtCQYRf+ZVfma7RU4KdBsbvt37rtxY/9VM/tY/j4vNHPepRe/vsnOc85+Jud7vbRLZz4MQ5rm2PfvSjp+/bcXRP94iSWEXnfte61rWm717ykpdMnwOZvOhFL7p4xSteseeTgf3BK1/5ysXP/MzPTONwtrOdbXHpS1968Ud/9Ed7vt0YjN3P//zP7+Mg7VSwR+c///mnvtL8/1nPetaeb08OKi5/+cvv/f7nfu7nFieeeOKebxcTqV7ucpfba+PoxT3ucY+9ZCbgafUmx6wLtuyud73rxAc//dM/vTjzmc88/f9mN7vZUj0+WPje977Xfcd73/ve0/eCqPvf//577fi5znWuxQMe8IDZIgkbwUoCfepTnzp1CmHG2AZCxEAhzne+800/7v/2t7+9+PjHPz619773vZMhYsgoTD5noIK3vOUtkxD87M/+7OKqV73qqbyAW9/61tOAiDD9sFcjQKJf5yDvpAxyfWSuY+54xzvu/UzjlRESz+q+3/nOdxb3ve99p/vz9P77v/97GnCk+q53vWtSVmTP0CI6JPuwhz1sImMRONJ78YtfPP39hCc8YfqeoBOeJz3pSRNZi3R/8Rd/ceoHgxq4l98SnfGMZ5yIHjHvZCBMwnuGM5xhIrVKoG94wxumPjvqqKOmz1/60pdOx/zO7/zOXsemxctf/vLJQDz96U9fvOY1r9nbOEkI+cY3vvGkFD4jH895znMmRXnBC14wXZOXTD7IG6fvile84l5Ff/zjH7/4pV/6pX0yHAPr4VOf+tSki9e5znX2FgCJjv393//9nqNW4xGPeMREFNV27EQgP/aIbMqafOMb31jc6U53moIVNpQNu+Y1rzk5E7Jb+vMmN7nJZCPZXjJ88YtffHHIIYcsPvGJT0z9RUfY7TiXbDZ9I/dVd0S864L99IxPe9rTFscdd9ziN37jNxbPfe5zJ/t2/PHH7znqtAOHgl31zvUd9S88//nPn/qEvRbh6yN2/HnPe970/TpYSaC/+qu/OnlDbRoF2ZznPOfZG4UGSEF0iQR7KTmf3eY2t5nC/Sc+8YlTZ1O4Cude8IIX7Kb8CIAftRKUCoInqnj4wx++55OTIZWqkx7ykIfs+WQxGUnXZ9x1JOE78sgj93x7MpAuAUWId77znadj8z6ueYUrXGHxy7/8y5P34n0IeCJSeN3rXjc9ZxVQ6Rd9eZnLXGbHEyjF5mQZE55zJVD9qO98ntQeUrv73e8+ZRjyWQUCfOADHzj1Xc+gMiqM9hFHHLHnk5PPuelNbzo5M655latcZa9BefWrX73XwTHGoiVjNrD/4ATRa2nEgJNjfERac+CcMvQcWONJlyuBkhvTJxxhjjoZWwXkwpHmsNG/6iDVFJ+Unutyyjm6gakcjjxCkFGqqVXOgPeSqXrzm9883SfBgGt6F/c1bSBamwMCQqA1narv9Bcb6boMv/Ro4L6iK8afw06/Xvva1+75djHZoqtf/eqLG9zgBtM7POMZz5gcGFmaAwVTIWycKj0yDvTTWMkqqo51WkOwF6eihT7QH1ocdPLEqRa5zzntq7CSQKUqeS48C8KTGyE3Qt7O9a0iUANIWBg6ES0STogdzBGoTvCDVsrJs62YI1BKIwKqKWRCLrq88pWvPD0vpazREQXSsZQXQXIeYtS9P8+LMD7oQQ+ajpV3rxPojnn2s589CT3hBve52tWuNqWCGfGdTqAUyFhxdBiISqCUDLne85733EdwpVQpZDW8gTG4/vWvP/Uhonvc4x43kSBDBcaEo1SNCEjRUKq//uu/nsjUPY2Z7AFiJb+//du/PWVClhm5gY0jGZ+aGpO54jy2uh6IukybyBhc5CIXmY69xCUusZdAXYvNkGG48IUvPNkN37UOfIVr3vCGN5zsDcdM9sI92Arg+MpCcIY9L/mh10gPTM0gBUTmmdiXS17ykov3vOc90/ecAc9Ljsit50XYyJijR+ad57r0vtqYCp+bt6+6wG55bnb3RS960RTpVVKSmmVnOfdk2LqNaot9bxrpVre61WTvTI/oN/1F9mVz9pdMPSNuMC76Ql+dnhDBG+e8o+kYeg/+lbmU1aiQeWKnN5MZqVhJoDw0QmMAkZpUzJOf/ORpPqoOeLCKQGNMeVXOv+1tbzsJb011OlcKVVqP16VJw93+9refBgy51WgP5gj0bW972yTAFu0E7iuNS8DqYqiAt0kxDj/88D2fnAxen8iJ8jLkmSNtoc8o9zWucY29Qi0NLOKRjpbG3ekEauyTtZAqqQSq36TiEVeFue02ag/MxZMTws6IUhSOFOPHsGgMXVUQhkMakVzwkqXgnYvYkepTnvKUyYkTfZKTgQMDaXn2gqwHHCkERrdbGCf6aGxEcpwiqTfHh0A5RnSG48RW0Hd2AEEhyhbkD2nRVYTGQLIBbJjP2QAESt7YDDIpPUqu6DZnCnGxHeRXdOh9RHTsoWACaTjfnDpSFRWLoj2T7Arn2bvk2QUjiVCXQZR8i1vcYpJntuSxj33s9B6mnwLvJ5qytqN3TcTAVooSQZRlTFxTxo0e6VskuC7YYOPmPhwPGZ63vvWtp7LNpxU45e07+te40n92wLROBZJ1ju/XwUoCBfOC8sc8eMTmwRCMlFv1emAZgRponpmO1sm+5y0whPXFnCtqdA/NABHUC1zgAtOClJ63MEegvEnXaBcwiEx4jDVtQqkYccJgPqGdCKeAPGiRK++QAa7pHvAcznWN5N4pluPj2e4GAq1oCZQ3qH8e85jHTH8H+sk4M3gtjJO0/73uda/JKJEfympsf+3Xfm36m3y6DycNCT/4wQ+e+plhloYjf9Jw7oswZTQ4SRwdEY4UHiNnfFq5Htg4rATV58bLqmY6RWfotIioBfsiOrIgJWTANnCYQ6Aiycte9rKTzhhrTWqUvPQWIspikDEOVY7X2A/PhgARKEfO9YP73e9+E8kafwQlMyGay/lWarsnokegbKHprACR+qxmvNgIkSJjPheFBu7rWNdIutszc/hq+pitQtwcxGpn9Z+0rvMtspTFE0nrP1k3JOw92Cb20vv5e124Pr11fUTEVlv/kszQaQXvKLuAOzhD3onNN9am15ColHf6NOBU4x/B0TpYSqAGnudfUzFSmXL7BoNC8AgrlhGon5AYWELLc9J0tutQNp0AznUMgUGWBptHR4jcu4dlESgj6t4B4UOEyDwr/DxrFrIwqAn9ezA4jLbrui+4Ji+bB+vZ85wMP8XhUfKUHf/IRz5yEjSDthtW4vYiUM6QhWkVCJFxIuwbAWPByOpz1zZmFhKRA8rCOFh1x5CKNFtI3Rur973vfYu3v/3tk+dqIQT5Nb4D60PUZVz0qcwBvRSZif5b0HPGV9qtgm0JgUq/MXSul0amfCbibSGlTz+1eg6HizNLxhAoYq8/pZMpIhPsArlp7ykq9hknizH2d51OMtfoOCnVCjpAJpdFOsiN/Ho+14kzkQi0zu1x/sg3u5LjvEdsi3RmGwC08K505UDMV5oDlbrnvOpjz8Emnt7gRBtHtsW71pXNwOaTvZot2QyWEihjb0ANZgtESdCkdGsUtoxARQ86l1Hj6add97rXnVIlPBlwbjsHao5Rqg0Z9QZ8jkClURD061//+j2fnEyWnpuH6R7+pqyeQUq5ppM5DxY5me+tIDCMPY+UoPiJhP6QFs68J4imKDGlM1Ca53Guzyy42OloCZSMiNJFHFV2soIvTkkFR0PE0f7GjCwxrkjZWDIa5INzwiGTYpI6b42JMUeW5CDL8aUEPY/ftZGF3mKmgdXQh/oO8Znbs0YASSLSnrzTN/3dEqG1AiFQem++0krL2kR8PVLidLM1DGh7PIcJQSJQ6doagYVAY984+PX8NPYIgSJL7xdkpXi1ASClyj61diSQqjUdwdizLSFFkIZlN2RRAn0iZSkQYH/ohfl9/WhtRp3PNxam3NqoUAYNqbdkv1FI/5pao2dZROS+xglvVN0+2PCO+rzNTup3WVPcQpbaaTkyxz6vm3FaSqAGxdJprZIKMFI6n+GpmCNQCoQUeUwt/uRP/mSKTHmnzukRKCExF8rAEvx2wcccgRpcnyPvCKWo0GeZ9DbXoRMZ47YjzZGKVKWeeH1AMCgaIiT4Bs6iB8rYejIUlcIawDSC7n0Z6nU9n+2ElkCNg/RS/Y0fR8WKb0ahRgSB9Lk+M5UQmCuSmZDKojgyGoxCYOxEuu7Vws+iOGR+dA4yKsYFZA8Y3zrnNLBxcCaRQY36/QQNCdRMUMC5MY5ScBl7+i0lHwIlG9K8dUzonTnJmkINLJAxviKxGgmJkNgPsriMQNk+aUkOcSUehSF8znHuESjiZqNq0GEtACIm296lBR3wEyr3JY9t5Ib8RKUWJuY7z+Ezc3hsJltGZkXGNWMIMi1IxLsFzkFyHJPo4GYhg4SwPV8IlB7SazrXvsfBBOfCWIh8A+9IpsxZey7jxnGPHTfubIe+Xxcr50AJCcE3X8izkV+Xk5eO8cB1cQ7MESgvimC1qyQBUXpR3hdC6hEoeGGLeDyPFZgVcwRqEH1G2Mx9ITOCIzcuopFWdS8EylslFGmiUoqUtIjP5NV97t0tRoiiiyj9Xc/XCG+L3T4HCrx4YyLiR1iUW58885nPnMbMeEql+80tMLLkCiEyGgyYcymwVbnOYRBFOeY1zL35rZxowJxcBQL/9V//9Yk0I2PGXkqMAfcMDE77062BjUFEKOUookeYnB5khuyqTQiMnewDB8kcpLH1szN/h0DjQDGCCNO8qoUxrtvLSHFyXYPe0n8pXeNK72UdyMAyAhXRuId73vKWt5zk1XoNhJqFSz0CJTOxZQhPBkqUyGaxGz1SkaLljJM/tqbaD84IG+MZ2DeOiLl6RID8BANskvf03J6/nq/vBRGcS+/umfSlYME5HIp1kd/7SoPL5hjvzN+aEjktkX6nt9bTeEfZJ8+StC3u8c50n6NC1nzfcslmsJJADTgDJSw3AAyhfzF30pcVCMd3lk0n4qM0yEUqbS5UthCA0IkGnUtAWk8KeBrI3IKC+psu8wM+z+/8KgjQQx/60ClK9OwEjxB6dgPN6Lp321yP0adMnIac71/eFgL0vv7una9lyXsFJyRe7m6ANA9DWD15Bo5AkwlCb37bqtxkFqTI9F+dF5P+oqQMiXMYM1F8UkWMie99Z5zIUKYFKkSfDHxd7evansW8ne9qpDuwedAvfWks9CfD2qbXKui61f0cJOeISGUE2B16ZozNY3GifK9ZjIgY54AYyRSSzXOISLPy3pwd57dms6SY3YPNYL/YPpFj7mlBSn6DLiNGZtopB9k62TR2hRyaYuhFhuAeHL3WbqRlpTo7lFXFrilqyu/nFXDpnashTvbL+Yceeuhe3aGP7FB0Zx2wnxZGssWiX+TkXen76eF8ynJaE1HfEZ/kHf3LIWd7fe9fGav9edaVBBq4OcGTllmmCFsZlALR9gR5IxCd8Dx7KcaB9cC5MibVGVoGSsugMlKt8wY+I6fmROcUAzkj1jh4ASPD4UGw+2NYBk6GVJmxNX/dG6seGHtp2rn+9zlHSdvoGOU51p3nch+ywe5tRi7YGwvbKkHvL/QlouhF8huBPqAb657fAz2SZTKd551Pb+QdW/0OIg9kbX+xYQIdGBgYGBjowUKkXrZtp2MQ6MDAwMDAwBoYBDowMDAwMLAGBoEODAwMDAysgUGgAwMDAwMDa2AQ6MDAwMDAwBoYBDowMDAwMLAGNk2gG/0918DAVsWcDPt8yPfAwMBGsSEC9SN35dGU8lP+SOkp5dHyQ3X1H5VLWtbqJsl+4Go7IJ/3tr1RQqs9X9UMewSqRJT7KnPVHtc2P35mFP2wVr1GZZ6UvmrLBPpeZRw/CFZ9xI+VK/z4VgUSVTZs/KxcWf1RtR/vKh+nXJiC0tk+qwe1f71P+ww7FfpWCbH2h8t+dG2s9bl/e3VCKxyvj9vWK9BtvMisalmBAhpkQNkxuzDUH30bS1VLUjpwYP9AR+35q6KTPlVubzNFCEClKGUbD2Qhgq0KssmOsi9sg1q31T7oOzaU7SGnNkuoxRDYGnqgOhJ9UmGtVjrzvd9ptrqj2P92hT5iq+egIIr+bKEQDruAC5SYXbbz1iqsJFBVQdQYVKdUUXWltZTGUoNUmTWDqBySQs+aUlzqC/peWad8Xmsjuqbj1I+txb8DtXBdQxFgZbQ05ffUNVU/lYAQCLUOc31lmdTaVWown2mIDGEpy6dcnPqZns1+oKmBSVEd63vbqinBpQxUttViaNXVVK5KH6iFqVxUygEi2+tf//pTXUi70ythptA+49EaDQ6De+yWWrgKVStB1tbCpdzG2ecKj+tPu+P0NkcOKAyZMX7GIu3oo4/ec8TJMCbHHXfc1MfGOWB4lEJT1tEYqhWa8VGDmQz1CpMPbA7I88gjj5z6X2FxJReNL6dlM7CXZ2rh7mQgT7tS6S9l8TQyrmYrRxBsyxi7pD/pjQCB/SXvSqGSbd+z0b5XSzoF/ZEE3XGPqjvtZiDbBcgRvyjF2IP3Vu6QLa5gc9kdPIIL2Hy10NvdczaKlQSquLFOF525OTJhbBRkRxIKsou+lEbSvBjiU9+RMczntfydCI1CqTlJwdrSel6QMUNMDLCmdFf2BXUugaBYub6tddSIRKr5TOPFqY+KQHlbnpXn4Z0IJWVXxNkzK/zuOR1HENX0JZwUX51H5+kDxaPV4fT8rq9eJfI8/vjjp/4Rcdk9gsDXHSncSw1dhaPdf6cTqAgk+722BMrL1geyCgrF8wiNOUMyF6k4x9gjOU5RWrtTkOwAgmQwQqAcLsXMyYfrK6KtVm72Y83WZrslK3AwIdIJAXAYlVbUvxxgZRQ3it1CoCJB9sVmF+RR8/8UZdd/jL3Ns9k9WTX9yeaI7NlHdW/ZObvQsGF0hM5F/mXrjImsTNUdx28n0E9ZCQEP/W4JlEMhsGGbfd8SqI0F9AtbjQv0gWDOJiXrYCWBujCWTto0QFjIT4HnCqTg4ZFgr94ij0pEqyhztjiy00GFc3u7scATn/jEqWOQacXcbiyEzT0IZCDy5MXZNJlAEk4FmSukqhEg4mZ47Vlan8cuE9KSCFMBY8a39pEUteesKUSfKWLsWjudQKWTKDUBtoVdJVAOkyLXZCBZAI6KKQLnEOwWvr/Pfe4zOVC97wPXc79kEmJA3JOjlM0GGBLPhnxtKWdc5jZrH9gcEB9CoDtB+lhR9TlwNp/61KdO53Nu7d1YCVQql+GTObDPY2sDeuCEywSxCxywuh2aesh2Z+L0u68NI5BZtVv0217CImo2ou7sYyNtKVNF3T2T9GoiRqXtZNfcl51bpuucObJa96wVfAhQyKsdXWTXqq3liNjEQj/IlHE+TYMEbBU7E7slW8iOVyd2O8IOOGRLgIZ/WgLlvIms6bogpxKoqUiOtU0K2JOATBnH+tlGsZJApccMnpsSFPNYvHk3IyxttLCKQAmr6xFYnlXYvz58j0B9zzMT+SIfUXDFHIEiMPerwuX5kZ7UIWPMuNZn9bd0IpIVxfJ27NJgDpQgInF74OXd9UMUB3wuKjWQ2a2ep2fwbDdEEXc6gTKGDAPvWMq9EqioRErelkoV0q6cjt4Gv8bE1lNS5Ays/Vml1R1bZYdcMRS2M3KPmsK1fRXZYhSlcY0xebYrh+vNRb4Dm4P+RAhVfzmyDL6dlnpgW9gCDpRIy79kJgSKXDhdoliOF6dXGo4uzhk++uqa5IETjGS07GJCHlzfs8pG+E7UZ1cY12SfPIvnyH6e/i8T5XvG3PGu77nIJnlCmP52bechQuf2tjYEtqf2FYgg2QhzdFK1/l+3TXMf9ksQwHGnH1V+6Zp3z76ctv5jUxGybfxkYqwF2W4yz7FCeJwpKeqWQAV2Mpx0XHq6Eiibbfw4z+9///snm842tVyyGawkUKQlHYkMGDd5Z3Nacu49AlhFoAhOrj67yDOiXqruKu9cAmiQpSo0BG5ugPdh78Y2Ip4jUOG81IX5s4rDDjts8mDaRUyuSykpBs+VpydVQgGkiL0bRctA9JSXx0hp9JOBRq6cBASAUHb7fqCiAEannbvk/ZOx3hZVDKhx0G/mNsikaxjzRI6mE9zHwgGOUUugSJURYXiMoa3QRBQiI/8aS+PFwRpYH5wYaftkX/QrPTR2vVQZ/WDUs2YBzEkZ3xCoa7IJb3rTmyajz7awA8autxBGJsIUDCc4UadoFMkxvPQcgXKukRS4j70t6bg0KCeYHpNL74Ck7O3JEZBhQaDk1dZl7I8o2z08pyxIpgc8Hzll11xjFTifMi15d6SH5E0NBfrAe3AMWnlFxp6JLoiyHUsXZOJc13O4NrvY2595OyDvPzcHCi2BIk38YXyNBycMF3HW6taGm8FKAgWDzqgxeAaMYFMQnmC76GMZgRJKBoxgEzQpHt4EIT7qqKP2HHUygXpRIbhGsdwP4UmnJO1XMUegjCRB4W1VMKzmRWuaieBJu3AWRKgU2xyD8wmjeQTvRMCRISNc04mUzCBZZMWjpVBA0Sh6Uk67nUClzRmEmlYHqfw27R3oK06PNFyMkJWIZNEmy4wL40d2jGOPQMGYGEeZAeN7pzvdaXJ0ePQMpoiD197bpHlgYxApMdB03Yp9BEB36RHHp4VIjzxwlOOQMpDIKiTCWLoGHZKy1JApebE4rAUipnOc8ByvkSGOGLuFQNs9ismLyM0iN46WJqrJ+QIH9zR3T6/pcZVX9sZndR9a72Runx2T0VoGxOxd2bJMbUktk3M2M3BN9td0WLWz0pTZKJp+IVf2UtbGht4iM5ARyyLN7bgv8ToESu85EYJAzra+YUOMi2xUG5RtBEsJ1MAwTLWDGR1kJfxFatJoFcsIlBfqBRhTL6ZlsYeBpCjgXELMg0O6hI7iOU96JEpWMUegUiHIuM5vOV+ayXOGxNzHHBwlF+3mnRlcXihlq+8jZ+65s3rLYEhB8mjMv+WnFZmrYOTNgeoDA0vAHT+X1tlJaAmUISDERxxxxPR3wJnSp4R7I6BEd7/73ScFkBokW35GpI/tMs/omJsmAzEcFZwqY+N+5Mr/RSPOoZwD60NEf8tb3nLScY4NfTFO9K4FG8OJbtch+DsEyillb6Rta6Pb5h9bIDXf0bN6fJxhC9zoNAed7gemWDjGMkUyTp6rnq+5rjQvAnWt6Do84xnPmAg6kXRALn2eKZ0epJbZQe/K2JNvkBHzLBzPgBPp2U09JAKlXwk+nLMq2hUQua5pte2GdQj0pJNOmvrGfHYF50IUWvt3o1hKoMhDlEaoWvB0PJzJ3Aw0LCNQnyEjq6iQRxrCYvzsbp7j2jlQAk24kGQv3J4jUALLKPMcA54Gz80Eu/+7jyiE50gZq0IRSu9prqG+TxYJeRYCbEER5RKh16hWOtd1KX+a8zT/r5H3TkVLoDx+ToYoP8oPInMGr11VCyIGJFeFnCN0r3vdazKyrpc+bftZdNPOczAuxhTxkgHj72/XzIrF3ZIhONCgJ6ZG6BVHlPMiKqWfvZ+t0Rdpz9awibxCoKZvzCc6No08kZXeZuzIyDXNw9dzHO9f449AZZJqRisEauzdWyq2nu+emowFAkWKdW7StA47YP61gp4z0nOrkNkRcipr4twaJEizkuf6UwvPwjaLmB3LCUEo3tkcYNUrY8GBaZ11C5BE6dvRiV+HQDkKxotcVXA2yGYyhpvBUgIlWAyTgSeQFMJgiUKTT/azjIo5ApUSE531PFDpBAOvM9yjR6DAq5Re5dFmfiGYI1DGUZTLG46iIFUGUmrJ+1hQwnDzHimW90vzDgyr6CTFIHyO9JGC9BOD63xG2HPV813PMbXx/PQdZapkvVPREqg+l0rTp/mZj36T2qcUxp0B8FnGjPwxItKsMQ4yEyJZY9v2cdKIfkrB+aoGBciS+2fBEmOaBS5WZpKPHpEPrIYft3OIpTxB39M1OtJbIGaMpc5Ne2RNgjGj5yFQ+sZ+WAgScpFpYDekU1u4jvQsJzmFGNgCGQvXRDjLCJSTR5/9PwTjvgpxkGU/L+kRKCPt3dmU2D9OhHSp90G8LeiA+/iNOSNe7Ye+Y3fYNhkb1/Qc0tdsiD6gL2yn4MRK3WrDvLPn85150TwTp8N8qBR175m2OtYhUP1CxjQ2Aoy9VDgHLXKyGaycA2VMECivStTGyPi9EQNjgr6dK5ojUJ6naADxtkgEQBl4WXME6nrSrK4jnx9FgjkCBYLu+a1EkxbiuWmiGr8DIlyU22BI36V5Jsor3cNQE3CrcCkhImfMdboB8UyUsZ6vmT9psdvnQMHCCn2q7/SHvjJGJ5xwwvQ954JHrr+B8Fto4jq8bte0CICctPPbMDcHCq4lc4LEQ6zkiTyTB4tTKF7NrAxsHMhJX9IXTiknhm7XOc4WVlcaW0QqarTano0JgUqTSm0aU2Nlfo9d4uDPOToWAdJTY20lK9uFdNgQWEagSIUt4mTJfIlSRC5sDIPrmXoECuZdyTI74V0Yeu9mWqEHCynZDyTb2g9VnGL39Ic+FM3SDfbY4jok6nzP1tow53HSybp3F8BIJ4vmRZ/O3Y5Yh0CBfWHvjaE0vBS4fq0Zys1gQ4uIzBEZZDfNKja/0eqFvATPIDN8MUAEQGrU4owqrBXy0yIJk/AhKcTaQtRx5zvfeXHooYfu87spHqfrSw+3cB0dRJGs4HRuVu5ZnasT3bttrscTBpPNBsTviyg5ISSYnmHufA35tjCInITt6PmtA+luzkh1GBhSqSppXGPCYFogFqfLOOs/Kf7ATyHMvVN+ho9BrL/LqzA2FqH0FphYjYu863wUcmdwzNNxAP2ebGB90JeMLUNPX3rz0AFHRlQnZeocY4f0kK9oibxwbvxtwYdmYc6ynyDQe/aEfrqmamHRW0CKCJNDFUh/kiuOsXvKfPibvLF7IssUH7A6l1xXxxDYBM9OpkWdHD/HtlkQ8Jl1JK3dSEv1JrZCECKiZoPY2DwHHemdq3leNtf5nE5jYe7Uc7O52xXGRrDEHsyB80aOWnhvwZR+sDZFVqE3NhvBhggUPLCB4Nlv17QjhSLc63aWPmAE1gn1B/rgZBmTasRWQf8bB+OxDqSGZSza811TVkJ6Z91rD5wCemZs20zSMkg7Omeu/33O/mgbHaM8x2ZkrMJ9yMZm7gmxNzUTt7/Ql8hw3eyIPtif83cKvL9+WFcmgg0T6MDAwMDAwMApGAQ6MDAwMDCwBgaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBgaBDgwMDAwMrIFNEajfU/md1sDAdkavQAf4fMj3wMDARrEhAlWrUUkolThU9FAtRGHvVBZRQca2UMtarcjDSCnH5fPUl61QQaI9XxUgJdbUvcx9Vftoj2ubH8z70axyb8q6qWKk8HsqDAUf+tCHpsomqqcoE9aWB7O7glJevvdvW4BZVSbvpHqR7YQUxp/7AbmyZaqb5D12OlSQUYezrV+sMLwaqSpDqSjSq5M6B6XUlCVLxSA7vCiO7TptU75RpSr3J0MqudznPveZSs4FyNN3KR04sH8g20rdkXMF/+20s1nnRBF1dscP3nc6yKat+lRg02etjSKf6tzqS9WYVB+qBW0UBFCWT4UiNkq97Vpm1fm2lmPbalNTdztB5an2HbTs4MTWqy7HlrP1z33uc2dLppIrlah61es2ipUEyqipR6mWo5JUiEz9UgWT/R9JUBSlrjS1KdUWtE0OQ5XPaw1cZON79RvbLa1AmTvXUHNXGS5NySV1Kd1XWUHK+MhHPnLv9RVF9p0trPKZhqDtzed+nlsJK++izFYMOiHymTKFhNd9/N+OB2CnBPUx1Z80KGp82m4t+3vaDFzhauchCuWy1J1kkNtox7srbr9bauFyvpQz07+15Bny0sfqmd7xjnec+k8ZPaXTVoGSMCLkh6EBJK0urnqgtSlArwi52rrI2j04YVe84hUnAk5VKnVPjW+7i8bA5qFimY2z1ZemZxxutXCVldsMbDOVWrg7GQw5+8bmqc/L/qmly36FJAULvlfGUok+NX7Vt0WcZFh9XN8rt4qE2UHlKlPqkh2kL2r3Vv1AyNsJSht6D3V863uklq2tC9W6VSifrSd3eKTd81RFKbVwbVeHT9bFSgJNYWQRGMPlxkpT+RwJ2K7LZwZRI+xqidq/M4Or1RJYHhwBqU3JuLUeZorJU0T3TEN4FNJ9GUSf5foMtY7kUeQzzbMiV2SOsDyHvUEpt7qXHADP6/uU6hIt63gRjbJxhJtAIj/fu07qcTpfX/heH/k+0Qwhr5Eqr5wzgOh3OoHqe0KNlLxvS6AK8WfzAH2m9i3HhNAvK33mWFtG6dtKoD53Xm1qXOrnpz71qdOYMC7kw7EveclLpiLhKdtnXBgeMjWwf9DvDJN+j+4iAHLQqw1dYdwSqc4RqO8dt1G4P1u0bGzJ61yETD5855g5+L69vuPd1/nLQJ45eur2pr/saMMJtz+tTA17yHnPu5N733P4OKP+n8DC/URqbJKMmL9lxOigHXKiH9qyd9qK8I42VkeI9T30mXdHnPTc995bhoqtrzW14cMf/vBEwvr9oBIoIhQltMbe7ghSbwpzVziutxtLgBTtosErUDzawNurriIE2kuBIjWGs93lZG43Fp9XQws6WipacXmFqt2/RsiMuWvxmAmnqCX77gWux0ggboqOMKsCZYeE7FbvO8Wc7SghxbLTCVTmgreLmBR0rgTKUTEdoHi7sQikWxFjthrqQbQvgpcmZ5DruFbYIYMHfqMb3WiSQ/fh8GT/VWNuRx5ZBhkG470dNxbeirDFIae7Osb0iB2Z2//WGJ144omTweckyxbYwqwSKF22KQW5EanJfC2bBqFzpmZchxzIOHCeo6d2a5HiQ1ZsGZskhZ/UKX3nNMuSsRW2NeR0Jyqk2+wCR9EzSRuyb5qdV+i5+5JVjmK1DxXOd1zVBe8qktIP7CRb4l0CNopdYu9kXzx7dU7YToXnNf/Xb4IWGzKwO55xuyHvhB/UGDZOtc+MlX56wQtesOeTk8+RFZUFibPAvsh+yajqw4NKoIQUUTB4/m8/vt4GtsEqAsX8rmcOlYLZwofHUI/tEaiOssMDD0PU+p3vfGfPNydjjkBtx8YDoZwBQZZqReR1Xk6hfLl0aVzCS0F4f9K37XWf85znTIPV29zbu0gx8nAMKkhNisbMc9hVYacTKGKSOjeG7XZmvmMYs61UwJDpU8amB/IiNWg3HBkI49ojUP1PKUS4ZCaQriLHnD/GzVZIrsn4ySIMHBjoS1MmddMFc9QI1LqEHjicZETakq5JsXOuQ6D03RZp/rZ7SfbjNabViFaIujhx5MV0j83u/Z15PyTMZnDIzImTBzLFAWBspT1tnybi8Uxshntmaia20TUYZM4iYnKsdKq//d/UEd3fzO4n7KNnMXdsuz8OCRsXuA9iQAK9KJKjaQyMBUeAjOt/ARH7TA/You20MQb7YapHXyNSe3h6r+x0I32rz2o/+5xTJgvJvusL88RkiZOPfw4qgTKAJml1PuNGAKXaeFvtXqCwikARC0JCTGBBjqijek/OpTyUyPyZhjg9AwE28K03N0egtg4jzC3R6USKkQ18gTfq/bwnj4WXw8CKXBzL6wPvSCkdZ/BaSA8iyGyq6xrexXsR/N2+HyhjaL5YxFkh3aJPq6cdEHyLy6SlzOvwpOcI1DZlZIFxrcaFUbGFkSwAoyaLwbFyrEwCmeKdVsdtYPMQAUiNST+CfqWzMgbm71rQCesGjAmiBVt1MW4hUNsncpylLMmCa9JXxMIpb8Ex5iCbM6THQA9FklL3iAOBsjOmoUBkKfql645FqmxVnDCyZAs0sszRRqDZ5J1xdk+k65qIK+TknbK5d6LXZbC2QgBBVvWNBUEIuC568/4CD/3WEii7giDpmG0bkb1sDDto3YpFdabP6I/32S6QIdK33osTg5cQIZsts2AxK3mo2UmyYiwcR7ez76wFWQLBg06gYLAYrHe84x2TICNInpdBzuqnYBmBCrlFZQZdZ5gz9NKuVV/CuTqCl4lwzU8SVF6E81qBgTkCNa9AcNpNlzkALYG6huiHUCF1i1sMAC/Q35TZPATF9H/PXb2dGAr3480mFWTeTfokG+/udgLlPDEIFKAiBNpOC4DMh6yA/RyNyRyB+k60Ybyc00LKzwprBpKBkzoTCTPSxoyTRi4o5MB6IPeiBGPAEZVeZMAZOvswtqCDxrbqrnFkJEOgoi2Rog2mOagaIiAv5ldbIA7XRJI5XpOGJYuIzncMa82ouSfSRIaI1vf1nsjMPTkHCLS1LaYGvHfrsJNJNqBGkS28s6yXvvLeWT+BoDmOcS4gBCqqrnYWyXIaPINVzK5pHlZ2h/2O7UTkAgN9Wm3gVobnFJnTa+8F+sh4ifbNc+KNdiEgAjWWbLt+FTzpv4NOoLwfwtHuuA4iOwaMR1OxjEAJINLxktJrabwKwpUNYp1bU7g6Sw7fucioXdkKcwSaFK50YqDzECGPN2G9zyqQN7K3PyQw6uZQGFzzsOYtKFI25maY3du7SBnE6+VgeF8eoWhb40DwxkWode51p6IlUP8SZKm4iqRwa9o1YBSkpDhw+pChIw8WeDGg8ewpBfljWFalp2z0TfnIjp8gSde5t9WNIoZWJgY2DnbAOHFKTInIMCEGxqyFjAQH2eLCClMdIVBRBz0yb922XhQlqqT3zmuPl0GTxUCgUsbsXMC+kAlOAJnV2vM10S8C5RRkmgY4eIi7btYOZNS12s8Dsmbe1DGcBQQfcLh9XsnXMzvOOziXDWOLEAW79c53vnPPkfPQ354/Nmw7wnuTMU6v1Lwxr84vh8H8tgwgu8y+cJjJprHWV5w9Np2cbRZLCRRxihREYi148IyMHHQ1NHMEivQYQUpkJRgBTjOQFEj0Bi2Bgv/rKJEbQYsHEswRKAJ0bQIfmDMhfDxj54lyeWcVOpgiSPvxeKrX41+GnPBlg3GGgTeKFOtze1f3QtZpUoieSQ6/PtdORUug+ov3LDqp81dZmdsTZHM3tQ8ZQX3I2JkHyly2BRU+l+5dBg7Ota51rWmcya/rm+MCTo2xzM+YBjYH4yw1LvIJGGn6gnRayCaI/EUGVcdqBGoap10rwUEyj9WTF44Q/W2jU9kHOk1HlxEoeSJjbETNeHGU3ZOdC4HWAIMRJzvViHsXRpvemypo4XvBBdtGJ9r1HRYRkemamZHFYUtFts4XdVkQg0ja6Nc9ZdzaOdgjjzxy6vfqAGxlcIrY2Uz/gXHEK7KUMpr66UUvetGeb0+WkSwYIk/VhuApfY43yFYCuM1gKYEiPXMGjJ/QmfARJsLDQImirBKrmCNQREnYEE8LoTlPUUqBYesRKEjfIvSLXexip3rZOQL1DDpQB8eAm7cUKSIvniYl1YHIEFyLJydVy9hLD/h/FJUxIKwMrutL8YiGLD5wD9dM8w6uURtvx8BRlF40vdPQEihYjUkeouyMEIdCXyNVRs1cRpSFItQ+NEa8TT+V8F0MLzltU+s9mDow7jFovFQNLEYwPut4pAOLaX6JbbAwCIyXjA7nqGekEC0HRjoxERqjLiMQArXS3fmumYiLDUJWMgkt6LIpHzKVuUOfmeOku665jEBlMhC6rIcslvuxfYoRSI9ysnoE6v3IukVqSQ2LJqVgzTu2Ng042e6DCPz8pNoPfReyFEF5VjbnaU972iSj1gv4yQYb57mRTD3fO7PbiFK2Js+kf/WDTE11dLYyZBHpNqdXH5ADskYurKfQt9bKyPYlLW3Ok61Hqt6z2hD2SDbBWgn9GhuyGaycA5VjlidmrJAar4xQUxAC0XrpcwRKAYTP7Zwp6AgT9l7UHMAcgTpOOoOX4acR/g7mCBQYRKF6nsv/dXIMpHkLwijMt0oQQTsmiwsQLqUQSfqdIkHl6VnNqeM9q3fjYeqb2ihfi90+BwrGS39ziMxL6U9KngUA+pahahcaBXNzoLxqi016C9wCysPgmION0lj4YlzNGzHmfua0jkINLCaDziE1DpwS0SOim/vJEVilrv+RKPJh2OggHaKn7AxCRDRWYovUyAeHK6TQQhrT8YhYFo3+slvJdC0jUBk2MoqAvQe7IZjwHohMJNojUKDfns39vAv7wDaokNMDm8J+5H1rQ9jsnEjaNdktUbH/+90yG+mnNc73bO35+sq7SC3TF2Ph+ZGnvu7Z460KemscvSdHiJ4aX05AeAhh+kzAY8z834LPnq0lN6fJIiLpDOWO3IhCCKPNV3mhFqIBbJ8fBQMiNeluEOciLkRtHgqBOpfAVAIOeFQU0e+1CEbgc4Lbm1NkCE0gM67mY0QtvLPAc5qjMSdnblRUzUOLAfW9FIkUgKjT3Ewm9CmS555riKAFkjBvo692A/StPqvjBYTemBkTv7WTYUifWzGn/+LEtCB7ZID3XsFZkllo71UhXc8Y11WNric7IvPAQEnzDawPBoueWSMhfWmlbE2FtjDuIjXRBXmQ1ZEGNZYhONdkWzjPGseX/s3BNY0jR8lz0O/6HNKt7Fq1SewHO5WojKOGcEUp7J4qVnke5EOuM30QuL77CBrYCyRoKimyXeFY1XVau5GWtRuO44zrS2sxPHfeXbald66GXL2L80Wr+sD5xqamQrcL9D0n129rNf3A9gf6WLZT35MjkfpcoKJf/Ba490uKjWJDBDowMDAwMDCwLwaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBgaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAa2BSB+sFxrdoxMLAdMVfAwufLfpg/MDAwULGSQFXhUR1ILVllsJSMUtpKFYjsj6nag/J3y1rdHQAJK9/m83abMVDxqD1fySW1cpXaSgUZu2a0x7VNhSMVJ1T7sL+eEmGqDc2VelMdR2koRZoD1S2U4VLMXnksBfQVeE6lJVU+VANRVkyBfVVunK+KSQvnqAKi4k2toLFToe+MvW2h6rZJPjf2qv4oKaZv1TnVlxuBqjXKSqpG04NKUWqL1i3TVINRCk2RcWNUd6FAnsa9VwpyYPNQE9YmDcZdCU0bBWy2dKUqP8awrfSzE0GeVc5hF9g6NirbmYGycyoaKVGnvKCKRGrcBiqrqaCmfCB9UnZQVa7oE5trL1YlEGtrd8DZLvBeqiopS1iBk9p31FRkqmB/bFO5v3Z4JYHaVcE2QgyOIuhKaykM7TP1LikFMlHtX1PyKjUdFWPO50rpBdniSz1YJba8TIUahmpMKjhOaDRl+Gwlpl4u4RApKBye67uO6ykmnM80HaosmPqJ6twqHafTKLZalxWKmCNlToL3COzEkmL3ClgjUEY4ToFyc2q92t1DmUEk73sC20Y0dlRQn3E31MIl5Mpk2aqurYVr1xT1QTk1SqcRcmOeAuTLoEwfsjNOvfqqHCbG2/cPeMAD9nx6smOm/q7x5Oy4Z0q2GUs1S7fLzhRbGZxQhl5tY6X51DMmA/Sm7r6zCsqxsSM7vai/gEAtaM63PU6V+VS/V59xBJU0tVGFoulIQ3/SHfbQ5hv6VIlV+oNYladT/5WNVWwdOItqiKuFy36mbacNtQPv7Lm9D8e7QplOgR5Hub6nACqQSWVnFPhnp9VuXhcrCVQtR4RYjR/CU4fUg9bIEpBCr5h84FxevuhQYWCDXK8Nzu0VkxclIEr3VTe1Yq6YPOHikSGzpO7s+EAYq/fludTg1aFIOgTqc3U3CWwibu+ITAkwA+w9CHy+F2W6tuLNjHXAsChSjkx2OoEiObWD9bNWCVSfclQIcHZDIcSiDRsUhNR60LccOeNEgVoCde1XvepV0/f6PwRKDhQOt68siFwZLWNCoWRYsjXUwP6BATc29CnwfzK/qu4ouZG5MQ49AjX+/p4rIN+DsZf9aOXKPTLeaiG7bm/83VNt5ra+cs7XnNtODXCe3bdnBysUpddfNRvHKVcwXl+KTtk29aI9i/up45v+/MpXvjLtUiLb4ntwX/JtGy+OLHmnE63d3G5gu9ld7y4oagmUbbBzTWxxC+Qre4p32KWDTqB2CnAT2+xUSB/YZaPdIHYVgXoBOwHYpUBa1Iu4TsUcgYJUkMiiLSI+R6CKSTtetBowmNe97nUnLy2FpKWcEK0oRQolBKpzRd88vJpeNFAMNFIgnPbzq8rHYLhvdmDQF7xDkS/y2OkEKsIUtcsiIK1KoIwfT9huGFVGpOw4R3Xn/RaKdJtCiIPSEihjQoH0NeMbAnUfGQKZDOCRGguGUSqHg9TuwziwHuysxOmu6yUYdDvv9LYzBLpuKkh60rjJDsgShEDplq3vbMklUkMOsgzLZIVuy5jJStFte0DapCI6L5qji4iaLLiuHT6ShUBGpmZsgO852AVZtUxFvOENb5icMu/kXDYFyZIp+wK7pvuSdUXo54hU0Xx2rdoX9lZEyc7Yeo8tsWNNwPHjtHseu8FI39ZpKWQuQxiH1Lt6Fs/uuN700naACF2/2sxEMFIJ1HjhFcGN92P72/S/7Cf7odC+PjnoBCoFICIj/FK3KuGr4j8nDKsIVOjMSJ5wwgmTZyhnby6rkqVzpS8YWoOvyVPb989WQ4S5FYA5An3Pe94zPX/dH1JHexf3NXdAcCmrKASRUuIQKKPqWRK5BAaQUNcIM/Au0lXOy44H+tFg2W5nN2xnxlHSd/q63c6M84Xk2rFCZPrUzjc9MEzZco6H2RIoeeOdcoz0OwNTU7g8eHPgpiUYF/MnZMw1TRMMHBhIN3KMa8QW/cyeqy3seGI8ZZg4n9ZIiKpCoDZLpj+MIzKy/RybJJU/t/CLQ0bPRBxshykdUQuiBg6ce3KQOVTkw/eMMFmyaxK5RaDI0lSDd7BFGIISOZJXBpkskTW6L+pznvS18xzvunPz9S04C6JJdtLuMJxF7153T2ETTX+0G34HHHd2zzsBnfBM+hMxm0ZiA7fb/DKbgvDYFWnaSqD4BLkaD7bXe/o/OxNZxCNS5s6n8wedQIHx52nxKgm1dANBlr5tB28VgfIsGbFsJ8YAGmi568C5BFNzL83/KQNy6+2xOUegUh1SIe1iJcLuORh1z+DdeCcMfyVQC0/M5bRzBZ7XM7W7vxNsqUuKyfsFAybC4ZUauN1AoBUtgSI/xq/djN3WTfq0t4UZWUp2gCHhQFUCZXQszjJWn//85ydFaQkUATMaPpdZcR3bIVE2hsT3yJv33zNKAxuDiMnY0EX9igDpBD2m/y3oHBJDVNkikcFjc0KgFtW0qTmLZJCMNRgtyJrjW8K2h6apA/KBQMmlrAXQTUQoUvNMiDBp/kAA4Z4WViJQ9tAai8BWWt6z2guGXbQkEl5lrMndcccdNzkgeXbRqWxOjbbJu4yKqLe1sxYfkWkBAtuD1EXIgg9OQLZFM0aieO+93dAjULKGNNl1296xJxwyY3T00UfvkyGE04xAwSAJ/QmQTieEcsgiqoplBGq+i2BIafDGNCkKL3jb2952r9FyLkLjZeoIHi1BR2y9/TVhjkBFNby/SnQ6UuqGt2IOgdGNV9ojUMbenG8Fp4Kxr6lkA2HPQIJpIREvlfBSVJF2nIZBoN+eDEK7WTaD2HNKQARBObLIqCVQ0QKv2pwR9Ag0iFwaD4bb2JtnQs7O8WzkbmA9SN1aO4Fo9KlG5+mR6K4FueDkSvdXmJMOgdJJ52cvUM3aA/LSW0kq3ck+ySrVc5AyG2QukF5a7FQjZU4uoqGb7o2I6vnslHsiT81zI83AZ+5bPwMpQ8+/bJEaon3Oc54z6YoNo5Mq1i9kMr8+ALYSgci4xG6yaxYpIkvPnkwOebeIqO5xi4Ckq9nxGtluF/QIVPDCHmddBbDBjiM/sb/BQSdQN5RaMe/UgoAQFKmWyuzLCJSgI0senkFOQ5ZC7cynOrfOgbo+r4zBdL8q8MEcgdpEliLXxU46nyL/4i/+4nQ9CsGbI4y8YAomYuSBUkTPKF9eYU7VefFeeYeOR4zy9AYTPvrRj05K5hqurzHSvFRplY2mdbYzWgJlGHiJ5m8qjLE+befVgQHmCBkffWjBkT4UIYgqpczTp77nmTueHDF6vbkyJMm4ex4Oj1Su4zhLjF3mygY2DyTK6eH5syEcFGTUc2gQAx1tnVR6FAKlj84XibbNorEWIkSZLZmy9nhRqGAAgSLUOldLDhAo28chc//2fM0UFLLk1NX1IbJOPmsX69ABn9efplSwF+ZiySzHIOQJnESfm+sM2EDOHzvGniFRqW+EiCx6i4XaCIwj75l601BbHT0CDdr3FIDpFxxRcdAJVKTgxpYBtw8lUpMisbp1IwRKSA24wRU9SJelSfkwnPnNXkug4FoWJyBgRKwDK+YIVPrFOTWl4rqiT4aVwPOW0wikTrVK2P14M4y1xQshRRDBilzNv3hnk/WEESHGIwQKYwf4eg/94JmQtxTzTkdLoPrf3BWSqysXpZWMYU+gGZfah8YOYSI98zzSwfV74+ieCFbqtxokIHdk0fiTX3Pgxgks6uD0jEVF6+ELX/jClFmqc5OccH36yle+cs8npwBBIkfEFr32L/0LgZqzNtbVJkjZHXvssd3fdJsz5ZiL/Cr8nA7RJIU7R6CuTU/JqMgwIEfeAWmGQCuxSScj7ppWJl+ydmxaL9rzrhx054mA2dYK6zfIeg0CRLKcPO/n+uyIZ+FgtkShL0TiHNQKc8I9YtkO6BGoaTpjZo1DgDfwiZ8u0vmKg06gBsaPe0V+ogVzhMiCwBJ2JCDNWjFHoIRAdNb73ZGFHCISBs1L9ggULD5xHMUwz1UxR6A6mgMgArQylLLw6LwT4vaOjkmjWJ6jzg0ggBzP4EuTSKlI13pHC4w4AFKSoiekmUYZ6vU1c3X6gmFw/52OlkBBqkqfih70qbStKEO/c0AItYUdWXnYjhPHyPlWVfqu/Z4BFOkzEv6ucKy5IOm7KBU5t9jDd4wRj781ZAMbAweEfBsbYyvC5GAy1j1jZbylR0V8jF90TFYqBOpaxlu6XfSFnDlGxslCmxZsh3siGdky1+QMs03kwvnLCNTYIyfvIVNhbpZtICcyVKYMegTK/pFjkS+b5L5sH+eBw1yd68A0mPuYHxY5VvtBzgUcbJJrsoGegwMvA8hZkTXxzGycfqvnm4KiC3754Br+9kzWGXh20W6rH9sBnrklUP2gTzgR+sl7cpaymIpuV5wmc6BSGXLlHgxJpLmx0LgKH/QI1IMzjBSg/TkM+N6KNV6WOcs5AgUkRtjaiHCOQIFQMpYEhvI43/Po4BYUh6BlDhQIoEUnzpPyo0AWBVixS5mRQ+2b2vJD5ordPgcKhJby1j41TxxjlJ8ftaufg3YOtMWyOVCkaRqh/rTJ3CqDTdFEOsZ7YD2I2OiXsbWQha2QraqRQQuRmSgTIYoW6LJ/Q6AIzOprcoIoEAKZkpmoEWIFchGRIC86jaARjcUlsIxA6TUZRXrO57izSd6F4ZXe7xEoIETP534yXd7Ju7XHAdvHlrV2Iy1TR6JPfUhG8+4ycWwsp6J3rsZOsWnWF3gvz2RM9KP71nnV7YQegerLY445ZsoMcpzIj763GIsMtThNCBQIy8c//vFpxaJKPMoimZTueS6OFU3Iq4fxHcdjMy8x5+3wtPzkxCIh584di1R5WY6tBEsJeHq9dA7wSEQW5mMoUI+cgUBaAt7OIVBgq9ecz6tJ5ILEPctcqyv4Ap6wZ9gtc2y8XlFC2+f61Of61HL/mmZlwPSfubMeGE19OJd+Mo7xxluQLRFPVRxjIRqW/pUORtAD64NeRF/0KxmIPZgDh9LcooVg0nHSlMYwBOmaPpeZ8LtrC0Z6EV2FAMCKec/h5y9VXtgZdq1eg/0gH3H+OdnSz1basntSwDke6ZPfrByu8L7sjUyL+3PoemDjvFNrN9Lqwh/rLfQl4vbceUbP3DtXY3dznGfKT4CMzXbPsOiDdrEWGdNn0tUyB+SnDfICwRzO2B87vCECHRgYGBgYGNgXg0AHBgYGBgbWwCDQgYGBgYGBNTAIdGBgYGBgYA0MAh0YGBgYGFgDg0AHBgYGBgbWwCDQgYGBgYGBNTAIdGBgYGBgYA1siED9OFVdUGXV/OhXubpa51KVBz96XtbaH+0qu+TzXhURRQ/a81XxUDWjVg/qHde2VCvyY2Lv4Mezvd3s/Tja9f1Y2bO1P9DWB37on+/z4+TA9/rB9yoU9aocBfrCc6z6EfhOgQIKxqLtM1CQQp/5d67IRoVr+TG8c3o/TncPP3BXgKHdfQHUd/bjctdof9jvB+mq1wxsDApRkGM/0K/2IKBnvlc4ZK5wyTLQJ+O0W/SEXdBXbF1Pttkyfa31igP4nnzTDYVAWvnWn23b7sUUekg/sDk9W8/OhH9UmWv7aTNYSaAeRh1K5aOU2lMeShkoBdbtNAIKRysxtaxlGyogHM73ea/UnT3c2vOVZlJ+zTY/2UJMPd72uLYxiO6nlq93UOZJybi6/yhBSuFqdXaVCrMJr84FfaD8npJz+d7+hhFy36vQpFyYEmQKY6tr2dbrBVUv1PBUVmt/SkhtFzB+qsDok1qVyedK6Skrpk+VPFNaa5njwRgrK6nWqHOUKVNpJECYZEfJNd8bj1qsX+USmwS4F1mqW/EZS2Xfsq3dwDwYHEXc9Rd9UuPWbkZ11yYVemz4TAfVjTZum902y+YS7rEbSl4qtae/9BVbZ/ehajM55coKkn39bTMGVZECzl9KoEaf1B0P0bI1dE15u9oUr99J4FzY01U/kD02gp6HJNlf5UHZcN8r8ar837pYSaAurhiv2qBKp6WIskFGKKI6JbGUTtKUiWIsbRXm3HzuxQKFjNWXVEfSNlStB0AQvBxytV+npsSXOrdqQFIq5Garslyf4VOvV23EfKYxqjakdZ4i7sp0KS5PUBWXB9theR4FxpEzwVNDUcFmYITV9VT+TRTO0Ps+OyEoj+V79XM5Fa973eumupWUoI2C7Kfq3N1QC5djoc/1vVZr4ZIBn9kaSulENWg5Zu3mBIFMBaPB8dCHMiF2ytDPKddnHMmAEl7IkiKRsRh2NTHJh0wCJ4YTlzJsyJw890ovDuwLfU+Gbd9HB9VpVf+aU0LPOToMmDqzvqe7vlMMfTPRpDq3qYW7kyGjx55yQjgemm356IedVETv6vY65tWvfvXk/B9yyCFTn+sbTqe+1ed2irEPKPlWKzr6xC7ZMo6DaX/RNCU0dwrYCPV91ftly5WUZQNwSfYYVpKR7bXXLNlUX5nN8P91sJJAbRtl4NrIwEAZoOrhQ6+YfIXwmaFzzOGHHz7t6NLWO50rJu9cJCoStjNMhVRPr5g8D0zBYPdMilB6w7Huz2C6F7IMkTuOsWWsnW/XFYOQiNRAMb6EVr/wrpF6jSg5D56TIQ+8J0PCi9zpBKqPGQGG1vtWAtW/BFux9zgY+tS427W/l56SliLotXi8OpgyImo0SwHLMNjgIOMo4nFfHidZ4uFnE281RUWjpgGQKI/U1mYDq2HbOVGQvgs4puSd88gZ4QzFQQWFz41VrUXbIul3daiNSUugxlWqWK1T1+GgrQLCJmOehYxUAidnmqjE9I3rtrLnnuoyIzLPVqec/N93ZIsTxzGL7PlOcOG+shuxPT3YbIEd5HgEMmdkV+ZL3XEOvkxgwInRx+yweyBH5BB4Lpk2wYL3Q6RsHj3aqcAJZFBGNOOg721pyFHXD7JSHPHIATnjOK+7ecRKAkU8jKDCxAYlD+b/oogaVcAqAiVkPAQeEs/L/+2AUDFHoF7a9lQ6iVBVzBFoOlXUEnium9/85pNBpVQia0XsA+9oP0mRNIVigPVB7il/Lh1COCkK767ddJxRpxQhUANl71RRk51ndjqBMjgiEA4WI1AJ1HtLnSjcXg2LIuKMrHmgHjgwiRidZ+9VhiOpLjIZJ8YYKhRt3KTXHU9xyI/vsp2Za/q/dFZvvmTg1KAH7EFFJVB9jVxjK+hx7EibkQmQJHlwDIeXo0k/Q6B0VgF5xC2rgFDsmpPpnB7cy64wrsnO+Ne0T/ROcEAf6TEyIkscqUwL0G0OmzS1Z3JPO4Bkakamg1ybViK3npUMsWu21KLjOY8zMCdfiNvm4+kvqAQaW0KnAu9GZu1hy6baf7TaYrogCyjjgjgyRWXs3AsB7zR5F03r8zqtQ24EOBxzDrf09lOe8pQ9354MfcPWrzMfvJJApSxFENK4NmWVM5danZvPWEWglIAgI1+KRvik4SqZOFfUi5QQkOb4pGIZ5nbw5whUukOnUvCAoErHmidAoC2kFAk+ZQOT+rw5Akgh/d8ze6YeRLUiUgY6u3rwMim/QdwN25mJDkJ27XZmHBACK41SYa6CIcrc+hyk9Ak9o2hLtFYWyIttzNxDpiBjwBgagyc84QmTV8pxY+gZzf2ZB9ntYKyRkIyNhRlBIh+blSMoctADO3DkkUdORGMqRkSVvThDoHYP8bdpEnN/dJQesjW9tLtrHnbYYZPcsTnIBxGxEdZDsAHSouSNs2xqipOd+UXym6kbsoQ0OWRSp+bVEJipLOdzpjlhIkBGGHF5bud7F3O57Kd/PdcqyGpxOPQHwhNReW4LYwJ9yw7q915anDzLEHIewXSSd2HX2FbOggxaDRy2O9h4jobsUsAGkRPZJo42OeTkVehfTpJ55s1iJYGClAohQggGhacpXWausE3tLiNQQmvQeQNZtZdUsPnKwLkEs22ESGq1t0XVHIHaeowg8rgqvI89/lrlQ3CMK4LMXnmcCM9M8G50oxtNBpdxRs7VawSKJbqVbkxkZI6Ysc/mz7uBQCtaAuV86UsGpUImwDjPOSYBR4qHLxIREfD4Kxi2bKbMSQohUyZRrvSxuVnR6pOe9KRJXn1n7H1v3Nrsx0AfCIMzU+fbAtkbuiySpIPm35BtC+NA5xybtKz+tz4iBGqzc8dkGgWQHltkj+AW7AHHX8ahwrSN6RhOFQL1/+g53RTR0X1OGSJFhtVBI6OMNCeOnCGien/Rj+9tuRawgxYVihh7DnuF95ahQrjZC9ffiJ3jGXhWc6Yi6NbOikbpBh3Qt8bBeyB+c31SxRaBsVFsVU1Lb2eQDbyknzlc0tWmbIyHjIa1KoI3EXgFpw13VOdvo9gQgYIBk0+22ounFTKVxqhYRqC8KcRBEXiBmtw0JTDYGUjnWuQjkpCCRa4EiDL1VrbCHIHqLJ1WU6zexSpbHZ35FbCTvgHQGFOg8Oby3BtxE3AKR7k8Y6IbQAyZ97N3IM+Q8jEgBDVGebcTqLkhxs0ihgoOCQJlGJdBP3LcLAzgmJCXagT83zFk1VgyHomGwfgDj54zZGGGezKmFiGIpNpphYFTg7NoZSgSySbTFfrZONEhziN70dsAXRYAYbhGBeMXAjVfjoTZnTT6S15aRww4TY4nZ/UcY+tzUSwClQauP8FBsI6hm/5FMvV8tss9vQ8CFdFUm+T9yHqmewJpQ/ZpWcRHRq230BdsY2TW/rScQXoTsK0iSCnaRKCiW/PPdEK2MBGrcfA++dUA+EwWznXr3Ot2h6mFjLH+Nl5sr39xgc/bdTsCQRHoXFZ1GZYSKKLgkdWQOBC5MTg8q5qWWEaghJMSIRmEmSYSJKiJFJzbzoGa63AMga+5/mCOQJEwgq5eB4GzgpBHRkgJEyNK8KU66qImqwp1rlWiFaIU10W6QGFEO57BkvQYadEUsqQUnl/TB5SQ8klV7XS0BMogSntJx6WfQKpNn/YWOiBFhrYu8iBf5rEsAvAdmWznMRAhOW2v6b4IXEaEgWdM4sTxzilam10ZOAXSXfpOpGPcahqRTjH2dWwZb2QmXdpCZNUjUKn2EKiokMzYoLo2hFXnvAIOM72zyrI93s+qPB8C9Q5VpshLCJTeszf1/DR2BYF6f1M8QeZFW0cfgSI2Tl0PoifpWHInpVgXSAlY2Ixql0SW7KyoXj+zlYiW884mV7KkJ46v9hREXp5fhmyngByK8qXbTzzxxOm9OXkcCsGYFLbxq5ClkFF07GaxlEBFV0JfQtQaJuTKe7F6qSrKHIHyVuWhzUm1QJzCbF4XMu4RqHsQQgaWl1YjDpgjUJ2CqMzd5jl9RknMZ4I53QheS84MMyW2wKEaCREmEpTe5cHxkDkCFKuCF2h1J481zWIiXjsDsSra2gloCVSkwoGp6TGyoo/JWy/Nx1HRZ9IwAUN9zWtec3KE9DtjwPgEZCmrqS20qGD0GOXjjz9++ts8nXkn4PQwZHXOaeAUMM7m+BGidGHVfzC3jbxqxMSBsYDDCt4W9JETJE0b4iAjDF8IFLk4hh0JjKGpmHZ6BqTj2Kc2hWuhidQoI7uMQD2TFCkZrWRkusBKb8a4R6Bkh5yabw3YDfLFRvScf3IsSmLczV2286Rkm4Nh0VwggnY82+J4UxH63LxvW9TCgiROZHXWncOZkaHpPdN2BNnwTtLrAecML5AD48xGc7rTx+SNLMs8rYOVKVxpFALBO+ddYXYRqfQBI5N5vmCOQM1F8qJ4qy28mMiPQWO0egQKBJlQI7t2FeAcgVJuhpEAiTIpgDkbpErYGVaRo2uacDcnm2Zug4EXnTie58qDdG8pAR3ve4YfmVpZXM/XekZ4t6dwwUS+PhDZW4UYYyQqJNwcF/2ezAEPnQMmjSbikApjCMkUx4qsIFPGz+8SeeuiDTIqXV+NvOuTE/OoIWtjR8YplDSY5x0RaB/m5Mg7gjO9UuXdWBof/ed7i3dMhyAQY9E6mGA82Bnf0w06RtfoXAiUo2OsOb0W5ojwLEBEypluqYhDJuNjPpI8IHuRBtI0zssIVMCQhThI2joQ95E9Q8zsSI9AXct6CWRpSsK7eCfX4Ty0zgaYO2ZjyWPbn+7Jxgg8yD9HEnlzKDgwMmSezXOwn2x0PV82zLuwr1m3QXfYOjbP6uDeM21HsAHS+qJN/SYraAWuTII+g8iZtQ6m5DLf3C4s2ihWEiiBkFohVJQmzWAyNO28B1Jg5AhnCJQH5m8KMeftMLKuS9gd2yNQoJyE5bKXvew+kYqUEgJtU63AC9GROo7C8dwIkOcTfYp+67uluZ5zGXNztTraYLgOgTZASB0R9M7XarWbQOrEOXVBxE6GvjZmdeyRk2iRodXP+tSKWsYSGB79R8ADKy8ZJ0bRODjXgqLIAcMQB4uR8680ceuo+JmM+etaBUsmwDUtEmNoGJaBU4POyBK0cp4mw0LfpR2NQfTNORzvOWNNFzhM5ICzy96ICsxRkwkZJ0TkmlKhrokwEE7NDFXQWwvGqjxw/LMIUSTi70qgHCvjT6bIqKiNfHoPMux5BANIH1m1BArInRzmXdg9WbMaPQee3bG9vtRSKUgUiRhcK++uQIXn8Iy9czXrLxCo8zkL+iC6o5pam1nc7hAUcV70kXfkgGW8wPualtQPxlV/GvM2o7lRbGgRkZszQgbB3AIBQRw9ZcixNe3hOJ9RhDkFQpZSxgTXuXPHuj5BdGxVHP+XlqmkWuH6BF2VDqSYDqUkrtVrrpfjdLCUFA9ayjZK5/veuWl1LiOQsvFdrr3T4X1rXwbGzLylMZHiq33FUOujNh1FAXjcxsG5rfE0LsjXtIDxah08kP4SPdT7kTVyLSUmgu05bwMn9xPdrDJem7HOccbc2gX9iiDndD+gY9FR9zD2dD1y419/m7PT2JSNXNN0E3nhYOX5gJ1pn4v9qLYndoXMtO9B1nzXyiD4zrtwzCxO6ckhuJb36PWlVu2Z/hDhmzaqz+iY3rla7SPvrg+cT3cS4OwkeFdjRD6MWU9GyISAi5zJXO5PP2yIQAcGBgYGBgb2xSDQgYGBgYGBNTAIdGBgYGBgYA0MAh0YGBgYGFgDg0AHBgYGBgbWwCDQgYGBgYGBNTAIdGBgYGBgYA0MAh0YGBgYGFgDGyJQP2D2Q2SVN1QaUeLOD3EDZbLUH1zWVAUJ/LBVqSWf9wof+AFse75thPwouxb89WPZ9ri2pdaqH8b7UbMCw9m+aA5+YOvH+j24juv6sW6FPvIjZaWzFJtov69QyMFzzP24eqfBGOiXXmk8VWGUF/PvRn7QrJCC2qfOUSauLc7gHnZp8T25bH9ErcCCYgn2DqznOk6JRtVdBlZDfykjR46Vl6v2IFDIQp8q/1n1dqNQEMM4rVslZruBXXj/+98/bcXVKwFKj/SH/u5VNfJ9dEOpwVa+6YM+rc09tyvYYrzQyp7P6TnZXPZ+bDS7tD/ytZJAVetQ8V8ZO6WRlEhKGaSU5rILQHYaURpJXUe1H/OZlqLdoEKGWrJK6PVq4yqx5RrKZLmf5v/uqwSbgtDua6eF9r6es95X9RCKrGSXv5UB869yer0KIgTUMerltmDg1V11r7qDQfrIdVPyS6mtXqFtDoMansp8qZKx04HQlAwzhrWUHyFXlDtjok+VcFzWJ8p0KSFJDvWzc8iKajCgQpQSjxkHfUw2M85k0HPYZ5L8cgYzPpRQYW31kgeWgx4oMZex06f6W2lP/clwqzXqc9+nBB4HeDOwybbxVnVnJ0N/ZWcU/ZU+U+oyJKh6kELoscFKE6oTHflFqvq46oZaxOk78s02sqH0Ik294O0I720bOza/lktVYUjJw8im/rDZeWvrVWVSI1tfrePcBSsJ1F5pyNBgKknF8+HlqEmqpqLIAcunvBYCIvQ2ehVl5vMakalN6MUYLLuFt5GHYvL2/xTR8XI13pKdOJyjViVjrKZprs/rInQEIp9pyl+pY6vwsshRJPyQhzxkEh4GucI17b6ghqQaqhUE0HlInxC6dqBGp88YZAIrelV3Uv3PGu0aRDuwuMZuKCavTFb2ezXelUARFYW2iwSHijNG4BWIb50O4Hioa0leZCjIE+dLPzK0DI3aqWook09ySsHIbmph2juRfBgH39XdYI4++ujJyeplRAb2BUeE4dLv0UPF4o2fQu8KdxtvfU3f6K6arHP1reegHnGKye9kyFixRwrlc/ZFn+yPPrYBNhllTziH6m9zFO1mhEQRhu/1k4Lx7BLdUKqSbqgVDSLb6JsNQNIQ83YEHfc+bHVqWtNruy/hB5Ep2bMLC2ei7get/+zawi5xRg4qgRooUV+bbvSASK7uswlIYW4/UPCZbYtsQYV4kEm7pdfcbiwgotBp7a4Oy7YzI0h1g2RGErkpKhxj7blsBcSLUwC6EqgdWwgwo5ANs0OgzhMF+bymKEXJnlMB9EAhfELP+djpBEqxFXUmO8a6EihZsqVb3cwYwelz49IrcM1wMNB1OzPyoRA3Z40TZ0sonnzgM04VQ+9YRpz8AALn6FEyzXPWLMnAPGQUjG2cD2CIybvi7tLgjDkZCIyL79vC6xUyCaIJ23YZbzpbCZTcIGe7jBgrhnAV6L8Usu3FkEh15E0BSHVycmWLOHHqfddoRb1kkbM9YhEOZz4gX1KFHAjPJAqMzUOE3sV9Ge9ag7eFvqEfHMnAdmyJQt2DI+j5Ak666MmOQ/qEbrA5gVq817jGNfbuMOQebM9O2KJPPx1yyCGTM10JlPywq7bTC4y/bKCMIltvrHCLzQrYn4NOoLbgMXhPfvKTpwg0hGNQkFbrsa8iUC+AgEQaFMyg3v3ud9/z7cmYI1D35GEgXUWVK+YIlKfC06hzWxTEPQxADLjvCeRrX/vaydOrBErBbHflWuZ/K4HqD8pSdzP3md1leEgMATACBkxEZnebnU6gsgd2oBCRxECEQAm6LeR43JEnkAKkECKWFgyCgvNV3qTO7RGJjI2puYzIjL8ZL2Ng71b3kbq9293uNn0nAjUeSMAOPrZCq8XlB+YhG9OSF/2hl4yZvjZOGVvZAM4N/ZqL8BEGJ1UkJlUpu8WZCoEaV/sFkyOOD4dHpFEdqhbkBYmIQMibc90jz27KgCG2BZZgwL09IzIEz0pGnZdn8jzZwlGUxxawF+SWLHL+zPt6RsbZeY6x1zA70YP3oy8V5vE9j1S47c7YYHOYAdm365UdjDynd40tA46CewuAyLtsgOwdEkYwiHcjDshWAydKoKN/BXGVQEXrZJAzFOAg2RFpXU4Mh0nq1r9swEEnUCRHQDyYyIyhkRYQAVbjF6wiUETMs5Ledb5Q2nWrcDmXRyV3bV9A7alPfeqkhATJ1mTtgpQ5AtW5BLiG8O6rEwk8bwZBImzzOjqzJVDRUd5FOrASaA8EnXKLShNNSSXw2j2nyHunE6g+o7jQ7geqv3mA9v6ssAsKhWA8NgJ7+yFIUU8FYx5jzGGJrPDQyR75IXPkKxsvt/vLDmwcMjSMuXUNdUEHh4SeyeogMePbA92yZy/9tfADOdBbMhMCFQHSGc4YvXHPONo9InDNpDktCuQosTlIxOdsAAIlb9L3SF5E6h1kTMjMc57znEnXESW7QG45YYw3e+Vz59/gBjeYMk1sjGcj25xzTr7zRKKeXRQUnVgG59hWj3Fnfxl65F1tpPcz5eC43jXZaLqRqDU2nPxzJnxnWqvaxe2AN73pTZNc0FfrWyqB+o7Oi9gD48wJ8v7kSF+lvwQyB51AAXMTYJPSwmEPaTCkLtvVYMsIlPdAQBk3XhMhlQJ2LYoRONdnhEYzIayjCL8cPgVrMUegjCYlED1W2CSXh0ZAeSgEHtlpLYFWrCJQ0ZPrIlBzdWCA9Vk8o91AoBUtgYrWjSvDUBGPsp2bbkGO9KE5Imn4dhUdRZJmNMdprBJRAOXyPEm3cWyS5nKcCJVBzcKkgeUwlpxq42v1aIWoUfrcGHFY2AXp8hYMG31BohwvYOQ4PyFQm03TS+f7WzP1Q15kGFrQQ/eUXcjxmuiL0ZTKzL7DNa0ruvEsjCoiFbmQ25zvHd2THUCgHHpyG1iL4bMYdWDEvRtHYtmqUCB3HDz2IY6hPXFFyPVc18z0RbWzdEGQwn6yYXRFZMpp0J9sjnNlhlyTjtTIdSuDsysrYUzJR0ugpmU4ahymihosVRx0AiXMPLca7elsRsgKWKlRUUDFMgI1F0G4pF8MvmZeynUMZKI15/LiCC6CluMnyLxJy457mCNQpEUYLW4KCBDhopA2o/VM5l2E9eZyRIqUixK2ab05AnVNKYSknTL3yWv1N881cy6HH3745AHqR570TkcvAmWk6lwFSI1RiGULG8iITIH+Y5TmUoLA0eIYiRiqkQzMd/HCEbY5NVkPC1ekds3TD8yDvDNgV7jCFSaiqlMkPSAWTmQWtVSQB86QBXYV5v9CoIgOKZCjNI61z3rXtN6A3pOTeg7dZWTNa9JxJFnnJ827sj3sjveauycHDoH6Oxt0QzaPb38G53PGuh7bwvSWrJXzXTuRUjb1rvOXiJJNlBrOcWw1x9E7s2+riJGsu247HbYVwQ4L2MiDqJkdpbPshUyBvvO38a3rTnCYKUKp+tYGHHQCNWF+7Wtfe/JoWngYQm1lY7xGWEagXoTw8iAYz7Sb3OQmk7BbJQvOde06B5rJXwTV+43mHIGag0TQ5jYDz+WePGf3MggUWKMc/tZcr847QI9Avb/B4xgYqPp8jLN3c93cw/O4vs9EOzsdLYGSHQupzMtU2TEvo3/qfHKF8zhuDLHIpjp2yFL6jxxUxEi040gGpNQQJTnjnctEZCyNcV0kM7AvGCnGjHNCxhFqwPGUrq1jy/HhrNzudrfb88kpIBc9cuWch0BldZCd9H6aZ9B6C5NEp65p/NtzZKMYTQQqG2Z+PQiBsmOcPJFve74mc4XkkF29/zHHHDORKqe/grHuyWGAxC5zmctMfSSDElIE2T+2otqVrCOwzkDfI/w73OEO0ztbX1Idf7rh2TkqFew6p7FnT7cavIO+YTtbO+pfPOUd/V//BRwNq/NF6m2m6qATqIc2SJSkXb0lmmIUpWcq5gjU+QRTKqEFb4LXRACc0yNQQoIEdZxFI+2qtjkCpRw8ySweAakQguNnKSbvKVSaFA2l5dmZ561GGnoEypt1b94jxarQhyLNeg8Lkrwvh6E9fieiJVCGFWGRq6RKjbVxJTvVoAXGTiqGA8bjbJXBIgrKwAMPyBLlkfpvlYRjJYUlUgFyKaIF6V2GaG7Rx24HXWbMzHuK4it5AsNET9mIQFaBDLRZB5BFEPXLSCWjQAaMXQg06daqL1J1Mlj1d4BB7I1pp/p8ojm/w5YKXkag9JaTjbhr2plsiPys6O0RqGdixP1ePCCr7iPjxT62oAMcSu/HPrT9KdJHyvQo38mokVHkGmeQblgv0uoGcmbvWt3gHHi/XnZmq8HzkqFqRy0SRKB+akkOjRk7LPqOreeMe3dBW4uDTqAgtcnY88ZMxpqDtDJXtOVh25+gzBGo3+y13kHAWzIZHg+tR6Dgbx4sbywrK4M5AnUMzxbp6UT5cpEnUjUP0GKzc6CElSAaSEbY3GptBrbFbp8DBYbIZ1Lb0nvmnsiZFYcg4yCaR5bA65dqR3qOrX1sgRmHimwwNGRUNMq5c01/V5BL0S/jGmPDcPrpBSVk/MhHld+BU6BoCHkn93UcNIYdcZpuMS1jjYOFLHSKfhrXHtgH42tcTNMgBCQcAmVn6IxVtWyI1fCMvzUZ5sZa0HtZCuPPYSUPyJPMmWPkxC0jUETOmXa+OXLvYY7cPKYpHgTdI1CGW1aO0ZaSFolbKevdyGkP5jjZRvLX9qfUeNKX7iVLY67PnJ7Vw8jX1JG+4tS0usHW0A3OqXf3TBbg6GfvhnC3K9o50Iw5x4Kj5nPjSxarMxecJgQK5hFFVwTLw/jXitj2t5gQz020EC8gBotBnJuzohCE86Uvfel0rhVm7fwjiBh5q4StptikJyhsayxBFClV6voMMG+PQvVA2HioBqIHUSPBFTWD96VQrt1rPNUWjIXI3rm7AX6eIlqpk/iE3ZwnmTAmolFjlzG3slL/MQBgxWzbt2lSr+SKIjCWjCoHj5FhIFoi5PxYxFQXGzCCUmg5l3c7cGpYlCLq642Dln6TTqPDxpa9oFPtuoEK11Vi0SJD53ByVaqSmhMhkReExiC6HrKw+nVZdSOyRKYQrWsaW8Qcg0lWkGjNMolm8pMHJCu6lTp2P/dFjgw3IDJy3U45IHzXRv5kib3gGHrHFmwkQu/1pYb0wTVlSLyDd0HqCQA4qL1zNU69uVDn3/ve9957viBHunk7Q2TtHauN5QxxSHzuPXFCzwYDecMF+zNVsyECBQIsYuJ5tStvtwt0rnRMm+IYOP3AgBiTOcdqHcgicKjmxtncvoi2ztEBgpfS5aSR94H9g/71sxb2YqP9ibhkKtqxCVxH1KXNHdMCcZGxLFLcLNyHbGzmPYC9MV3UZtL2B4y9Pk1wslnog/05f7uAHJ0Wtn7DBDowMDAwMDBwCgaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBgaBDgwMDAwMrIFBoAMDAwMDA2tgUwTqN1Ab/e3VwMBWxZwM+3zI98DAwEaxIQL1A+IXvehFU3k7NUyVy1M+KlVjlO+yc8Kylso9oDKMKh4+723vo1xee76KIi9+8YunyiP5caySXu1xbfOjbMSv0oxqICqNqEJUy3eBcmA2r330ox89bYHWVqdQDcXmvbbgUjWplqUDlT48t/JQym2p2zhXCs47eJ+2zu5OhTKLSoi1P2RXEeZ1r3vd1Kf+XbXVk/P1sfGpTblERT7Ig+u0TTk0VZ/0t/Jr6iKrbFQrQflhefafHVgN+qGSFHnXb+2G0GRfDWhlEZVjVFx9sz/eV+5RtZhWV3ciyKZKS8r9KfKu3F59b32nApKqQ7Z+1Le1SID+Vt+Z/NIntqpW/nJ+T3faUqzbCfprWcUwxRT0VVsxj51RHQ0/KPe3PxXhVhKoqi1Kcqn/amsoJbaUg1KXUo1ZVT48pHJ2KWmnxqLCxvlMq5vpKn2lzJI6hl6ihVq4akcqs6QUk6aWprqF6hwyxgTGDvW5voLhauQ6pt4XcdtIV1ktz61Ml2vU7X5UpVGmy04vClq7hhJY6VjkqBSZz/WFMnDKe6UGpvdRo1P9S/2jdJe6k4S9NRoGT/m63VIL13ZtSu21tXA5ZcpBqu+pT5WIJF+Kws9BlSAyY/zUvE2zawfj4Rr1c02NUTVYGXjG2DHKOpINdU8TcfpeuTZKObAcDJNdbIwpuVcqj/7UfVwZcv2v1F10t7dv5zLYSSW1cHcyVCpSZ5yNVaJUI+M210iQguzIsRKgtpDTt5xw9pcMCy7YH+UrY8PoU3Z/4cTSHfeo+mGHrO0INp2+Kq3Yg6BJMET/2eFAP7DPSiziAjLMDq1LoisJVLTJ2KsJyevkKdmlIkZRNKUMm/JQGkNkkBUJRxb5vJazMtiKdRMEhNvWvEWgFJLx9WIag8tIEgqCoiNEMLm+DvW5Ysr5THNtuzroNLUTkaZ6u0heZIKIGQHPzFnwfiIZgsbgAq9QHyh6znjYCUBxfZsxI0h1c91bEWxeo+e+/e1vPwl83S2fx2j7IYO6GwgU4TEG3rclUFGLPlakW5/yEjk4+mcujSqSITcMtYxBGgNLvvR1/VzNYeNsnIyr4ufkw/Xdn3HPGKgTSqZbWRw4NewAQn4RInlXMo2TS58zDhzkbOBMH2xDR0c2I/O7hUDVGk+xeVkWTeTuM/qh/9gvG27QIdkwewojQAGCsobnPve5p5q6xsIY0BEkqiZv7oGUbdVXdaTNpG11kDd2GXlyCOYI1PuTN8dUAlVPmBONL3CBLIpgL7Z+s1hJoIwKZWhrCkpRMkAGpoKCzO0HCgwUD0lxeopoFwHEVDG3GwvwunQKEquY240FiYpM62a9rssrJnBI2P552f0dnCPKVMya4VXQWuHq9AHvxneEljDzFPVTfV+pAc9ZvXKpX4NKEXY6gWYLJY6J8awEqv/1JxnQv6BPGQV9mmLfFb6XNWCoOXL+1ubAqJBPjaKQOx4nrxTsEKKAPYOTZ7VR78BqMMIckZpiZKg5vXRHkXJOU93tiL1g8Jel3ERLsgOuLfVuu8FKoBwtekr3OK10a5kMgO3PkJENKqRGOcmBoECTXnZf1/Vu1dYhM88s26VIuSL5uaeUqmkfGSw7n3DKyJnvGeijjjpquq8pnZpObWGzbX2XjBiwZwhQduWkk06a+rNm8eKkkGdBjOyZtG9AxziM0TFF6R2PjFfpzlYGJ5pjIUPIqegRqHfkzAniONAhUIGYfrahQKAfBFg2KFln/cNKApViRUAiKnOdDFNLphWrCFQU6XqEzbFSr160PnyPQH3PANsYlcdQFQHmCNQ8CpIWHQauhfSkiGvo7r10PsHnrYlERdGUmDJXMBIIsrfDvOvbOo3BsLkw8PZEra5NkXc6gWbDYdkJAlwJVB8jL0apAqnp0+x2UcEwSZsbM+fZjULUKHJtBd/fjB1Fy36fQIbt86rfRaXZf9J2U7aLGtgc9DNnBqkwTPSYztMVsh/nCDiaDDiS6sE1OK2yEMbI9WQoQqDOlylCKoxmppVMI7XjHxh7GQvXYHCl7dkIhAfZY9R9Tb1IRbNNSIlhJa8yKJw6z0T+2AWE7J7km21xD9fgoCFBhMlwc9KdJ+JBcGzfRiHyZCNsoYZgvWvdCs59OJPeoTe3LEuYLIB3ESywP6YtEIbP3/ve93Zt9FYGJ0GTuiYPLYGy4QjSzko2CtdvIVB2hR2Smapgq/UV52+zWEmgCEZnUwjGjWATCp4XQ9hiFYFSLsKW3DzPzUvVXdGdiySlfSz40Bg/Wx0RKt5ne+05AiWIOjFKE/ByXa++A1JMaoDAMQCuSwHaudpEmL1JeFuemduzhRsngPE30LxBhmC37wca5eb1V+g3fVpJL2CoXcNY8qz1LedL5Fg9bzA3zVgwLnULKQsvEDfD5lxjiIAZSMaNoWGYtptROb1gHJEGR0UffuYzn5k+tw+r/iX3ASOPHO0l2sJx9qs0nROH08IwYxgCpX/GX8bLONWpExFkC+No6zMZCFkGYCBtxaYxtOQDAdqoH+hmNr4W7Uohey8RoHt6TvaK/eI4I1DyKjOiL9gKu1WxXWxYnHNpVnNuslQ1KJiDaTDPwD55JlEoG2SHoQCBI32ZnJZAPbu9bjkbonTfk3vjxPEwBjJDbNB23dLM+7cEaoxk+YwZWyLYqwQqa5k0dgWHCHfUfV03ipUECoRNSoLht3iA1yalwDtrF30sI1DePgKWErXwhtB5GV5f3X/TuQZXtMlY8hzdT8hOgXpCOEeg2QC7TfmKQFoC9Y5Wr5nQd38KxOvjYVq9WyHtTHkY5cAAej4Kpm8SJYu2XcP1YbcTqLFnEKwWrLA6Wp9a4d2CIeEpUvhkQBgxRpaMMBqBCF8E0CNikbHPpcBcxybcHDUEbcd+48aY9zZCH9gXxoTBEiEhR4vj9C/nBvFVAmXwHOO7FtKbdAY50SFwvPnwEChiEyHa21EmTBOdkZdswl7BIUeu5rxyvCZrkU2wEShiqVkoETKZMo3gfTQEmvOt33BP2RIESo+rvEo9+8w5gXd60IMeNDkVCHYZPLd1HvrD/UA2hcNZV6m7JgIl+9XOGhMBB/lHDMhTIGC1tHFK2t21kLRFR9vRDvUIlL3FTThAn7QEaorG34KqCvYYd9T1KhvFUgL1EBTCAp6AR88QGhykRugrlhGolCiy5KERUo1gEEhklnkC5/qOUUOWSE7K1XlW90XJKuYIlCdCmFqB5iV7TgLXgmEVgTLyNl32LIS4gtfquWNoCWpWwvHykm4xv0YZpBwpPMU79NBDJ2+QAvbSlTsNLYFSXsa0HSvyoU97EUUPlCibDMc7R6SMrSij/dlMC0RqjM3VMcKyDxwuYy9dN7BxcCjZA3NU5kPJfCVQESHnWeanhbFzrvUNFRyhECg74Rg2IE00QbetYWgh8qJjWj2HASWLMkcIVARd53KlOD0nmyeCi71Kyz09G/11rfoTHiTlvPqzPXjWs541EXf7eYU0tigcCZh6ip3TL65ZN+5mF8mogCYRqH5EKJ5PGrlmX3rgwLrudnQWewQqS+l99DU7K0tq/HGHuW4Eagx9VyETJkNQHZSNYimBmrdjnERrLRgn3ttNbnKT6WWCOQIlDFK/SI6RsgI2zfUJqt+GgnPbOVBkamKYEFYyDOYIVEqIUa5L6AmWKBipETrOQPtbIfMg7kXRzDUYhJoqIXw8TYrmPUWolJNAV1LmnSLVqoQG1TNRxjYK24loCdRYUn7zjlVGGArK35uL4B1SjJpmIVMIlBzm2qYGpOV43MtAtoyV+RLPIOXFsQFOl7HM4pWBfSHqlFWpjizjQ6aRmZ+1IbukTkGmSmot0UAFB5mutborKxUClYo1BZJVqprI0bnIuYVsD5lDJPUc+ioyYQMQKGerR6DsmMyXtGs9P/fkqCHQRLOBDBa9rpkp0C+cNTa1Bz+fYvy9J0KrfesnLPrTQqxA35J7WRPHir7YKbbG+FSb7FiBR+us0xE2k5O/3dAjUDal2lnjQCbZFGsnTNNw7KTEK9h22Y1ktjaDpQQq9CdgOhkREFQP7nOMjgge+tCH7jn6ZMwRKM+LAkmhtJDWIDxWp7p2j0BBGtZcLCKlBBVzBEpRKAKipwDw2c9+diI/K3MJlwiz/oQBAfJMCShF4TUT/oT4FEiqDwHrdE4Ao51l+94hzTVdrzbk7P4UzzE7HS2BgpQWYc6cl/Eka4ykcTdujDKyBfNrnCzjG89a/zF25CVjx7tkbNp50RYMlogzEQEyT3rR4goEWp934BRweOlr5jw5liJPOmBKhjNKT/0sg73wvf+zF72FNHTAXJ6FH8kk0DF6HgKVzmU/XBthaNKljGTmMCvIE6PIyEbvyYgFY1Kp9H4ZgSJKqX2Rb+bHvYufwDHOIu4egSIjBlsfRSZl1tigLDJqwekTATHybEy1H2Qd6dIVOuNvz0HO3cdzeH62iP2zUtffOd8zIFfEKkLLM+lTKVx2rE5/bBf0CNQ4VzvLaWNnrUBmR5xjWpCTwk6DsdP35GsdrJwDRZwMDUElbIRO3t2DmR9oPao5AkVWvIHk9SscxwtwD0uy5wjUcQyo67Sr7+YIFMybUWg/mJWKpZSUVUqEYligQBhFIf5vdabjExHz3KyiI3DCfUae4jDSntG1PBMP0ADVJi3TYrfPgYK5Hg6KeW19SqYck580MSrGk/ADR0WEaFxEnSJ3CyGkvMhMYHwZiy996Ut7Pjk1jBmDwyAlqyAlx+Ay0FKQ5oaqfA2cAilLxKL/efN+qmFcrHS1zsFYWaiCaDif+R4h0bce6JJxQzIcTDrm/BAoYqGDmrUJiI58sEnItgdZJ9dwLXJEv+m582EZgXqPLGQiFyJI0Z5nJDt0t0egQK7YMvPr3iW/XTdF0YNFSOwHWW7th8iRjHpmTp3CB4IW7448PGemPtzDu9bzEQOC9BMx745ERZ6mOJCybMt2RI9AW7RzoMA5NmYykDgEmSLQdaPwDS0i4qUjJtV4zO+JFAmG+dEWPCyLPcwFxAAhPoMm+mxJMZCf5h36Yatz/VQhkUYFz5GBs9AnniXoLNcP6VW4PyGjMDrOubXDPJPfl1k8YmIemYtQqgEVtZo3db7r+FkMwfYMnnuuZeFQBZJgYHre6E4Erxjptb/v5JgYC33KabIAK06XSET/vf71r5/+BkaL80FpEC4Zqau3wW/2zMsvc07MLzHMde6K/BhXBpojVH+/O3BqmDdm+Dmbfr5iGoTXH9ALzqjMj+iS/i8bE7pkgRDSQQJW64v2LOpxLcQrW4GcXE+T4q3zgi3IEj2lz2SMfrumyAykoTlvicqA/UD6jnFPJCqaRJrsnuMzV+Z5yXVL4AhLqTgyrX9kpgQiPYfMe3P6WruRZt0EuCYyNQ2GGBFqnkMk3jtXQxLexfnWaOgD53vudmHldoKx4bxxfOdAbtjZ+vtZ57HtHAkyoY+sc1kXGyJQcGOCxujPkeBWB4Xibc5FFgiboM19rw+c3yP2gfWwTp+KcGIE1wGvndFz7wrXNP8qfdd+N3Bq0BNjt2zuiM1gLzban9HRueN97nqbuWaec129dR+ysZl7Qt4FSR4oRPY38xwV+mB/zt8pMCYHYmw2TKADAwMDAwMDp2AQ6MDAwMDAwBoYBDowMDAwMLAGBoEODAwMDAysgUGgAwMDAwMDa2AQ6MDAwMDAwBoYBDowMDAwMLAGNkWgfjNTf3Q8MLAdMfe7RZ9v1984DwwMnPbYEIEqq6ZyhdJ9ytapFKKwdyoBqZahluyyVvfjRMKPfOQjp897G1IrzN6er6qHyicqieS+io+3x7VNmS0/pFZ9RiUh5caUFZzbId61Vbh57nOfu+eTk6GQswo3ygG6ji1x6g+zVTZSHUSlDyXLlA+c+7G/4tCq3vhB/26A3VWMX93VB4yN0mmqqyhPttFdWEAhBKXZVC8C9ZRVplGyrG0qvSgjqCQcGVJqUgWSWkkLeSosr8LWwGrob/1K3vVlrfYCHJEXvehFk5yrxHPssccuLbjQw+/93u9N4xV938mgG6rqqMlMV9go1bECfafmr3KWqjUpI1grmelvhextZcZGqeRUd1lxvgpxKsrV1u5Msp2gMpWdk1JJyN89/ddUxarb1oH6uKra9bbD2yhWEiijpu6l/SwRgzJX6lUqHG2wVXNQc1KpK03pKvUnHa/cWj6vNXCVUFOPUNHv7CZQQYDUkmQgleHS7JyhzJr7qgeJhBm7XF9NS8Wq1dDNZ5pavQrfq8Wp/iNHQFFqz8mgViBaHa1oOcUN1Ol0jtqfynopAaWWrWOdQ1DVz7RzjbqfCEHdSQa5NRocBsfuhlq4xpVjgbDaWrjISx1cfZEd5MnZRsqLqfBCFtX/tNsGKOmnZqnxT3NtMpaNADht6o2SBzLsGq4FauA6LgXSB+ZBb+hCinDf8IY3nPSVcwvGnbOpDildRrK+Z7A3UwGHQ5pauDsZDLu6rnTEhgYa+6i4POdBnwkW2AxlLJWhY2PZQU66zCCS8L1yqwIABfONT3aFoYf0Rf3bqiPs+XYE+8+Geycb44NyifXdNDbFMeS1Bk3stlKA7AMSXRcrCRSRGNi6cbYBVZMSSagHWYEUesXkA+cq7IxsCANiaj0D53r5Np1GmCij+9Y6pjBXTN4zeB6dnZ09FHh3DV5cRbYeqwRqoLJTRCIon6Wwufqu6rkqOi1SBwJN+Ql0LWru/gTcvXc6gXIceHbG1/tWAiUD+seOHqll6zsGg0fZk5vAueqMMiCVQFs4Tl1c/SybIFvASPHCwTWiVJRJzVZk4LyB5VCPmOxnw3LyTq5tDiCrwglBAOrG5vujjjpqkgN6ugzkJqX8egTqc6TROqbL4P5KdPq3wrUy3stK3PnMM/XumWs4t5Vb11xWGjQQaTPkyaaADBfZJaf6jDPIzngH1xPd608Op3rAAou6OQIHlU0SrTpevVw6qKb3dof+Fjx5/0qgLRynBjNb0Rbyx1vsD1t/UAkUmYkm25Qnjx7JtPverSJQAoWMpFftBBAhqZgjUNAhOq3dv3OOQG1s7XiFmAOKIAJRHDoCJ10iRS3lxBCEQJEe7852TQYkYERc1/UNpt0aqqJQAN8jZfCd1LT3ktLa6QQqKueMyB7wciuBSj3ZlECkXtPgdlgRtcztrgGuqw8ZC0ZjjkA5WAyIe5DDEKji2iDFbhN395IdIePZWm1gOWyQINqsY6dot3GhRxyW6EYg88JgmfrpwbXojEyTDI/UvkisEigHVWSrGDrnmw62zncF3VZMHolwoP1rI4fovF06FMGXQeOYy5jJUkT+6DsHmPyatpIaZQeSUlaU3HQORzEF2tk3TsRLXvKS6Zru6z047XNEitzYndqftiDTX3QCQejPOg1mswUZObbJM4pK68YVbGd2ZvF/0xvGhx1X73k7Tx+xqfpGmlq/zBGoaTfkafwy5sAO2YWFPOjDg0qghIuhuuIVrzgJLMJsd9WoWEWgdrnA+rwuhhSZIrN6bI9ARX22rbrsZS87pdra3cPnCJSQS+3axiYgyBTec9pBgqJIvUop2nnGPWoKtwUFkh4WRfNMW1AESsMoZ6sjnqK/KZa9EXc6gVJUCm/c2u3M/EtwKUCFnVcoxNxcqH4XKXJ8OHDGtUegZIm3LgrKfp9gjG26i4RFusiVIZGCZJgHNgdyjhgRJmeJoaJb+tLfVX+NnW0R51KG1gWIapEY0uBgGd8QKP3m2HJ6RLN2aTG+9IyM9WBthmsiW84rQvN3dmxCWgyx65qD97d7MqgMrneTCmUPPBP5Ice+54TLYLFl7A7nzJQTe+D9paxlqZxnz03HIPONAil7FrtTJeKv0buI13U5HJUcApkd/ZP+pjeege6Y6rDjEOehZ7+2MpA/LjLvLtMxR6BkwrviETt4BWw928D2G1/bFh5UAiUodphPLhmjM37y7+1WUrCKQBGXyCAb58pDizrqvpnORdqUxQtqhJywEwqk3npzcwRqs+v2+mAukyAZEJ4vxeCdUvRlBKo/3INw2x6oRqUBL1V6gddHuF1Tn1AoRoVC7HQCrWgJ1AIU8zPtzvAnnnjiJGO9PWONt3kgRtg2aAh6jkAT/TJ41bggXREBR4YSUkBjTm6kwdyDPDBOA6shSjKnjET0d7ItbAPiqcSmbzmcsi8tRG3GhVFP9MdB5lyHQBEmxzmbW2uiYLrd23qObnGITb+4PiALJErv/R9h0sNk0Yy7KNP3HCvRJQPM0AJZIstsIGcegUq9mpISDDhHFoPtQqJJ+YrK2TJbJdaFP3PQj+yt4/WhVDh9ic0E7+97DkdLoO5HvrNhvOfwHvqKTsjG2YLOcybNvh3AYTO/a3NyfcEOzBGowMn7cpwqpHLZIutaZBcPOoGCwSIcDBujZ8EOwSPQm0nhUg4EKLUgBWv1lH04KSCvIGTkXB4XpZGqEyEwlnaol5rLcRVzBPrGN75x6si6OMX5BkLneQbKnsVMywiUgvHoPIvnqh42GGAr6ZCnBVbSSwyHcxgCxAG7nUCRFdlpV7wSagphb9gWH/vYx6ZrmPsxTnME6jtpLfLTc/CMEcVhVBgz6UJzbZ6NQSJDjE27qnTg1KAP0qrGSzRkgQqjxkkm75VAGXn9apVoC06LseVwVhjHEChyRcBkyX7BmkiUvPh/C3N9bA3CzPGaVfhkA9EhUCRL5wNZEfONMlPsAzKt92Rf3JMTj0DZFrIZ+Fz0WT8DUwcIraa1W7AV5A5Zch44fOBchFqzbo4lrxyE1kk0FoKNEAtZ5yiy387LZ9K7bYS2lcGWe6/o5hyB6g/21/qLOn+ubwRvxpCdOOgEysBIffZ26/YSSKD1KJcRqLREvNXaCCGhjXA518CGoLwsLy+eXS9lM0egJ5100mRoRTcBIbIC06KVrOY0f4EUdaaOJ8AMazxiXh2F86y8tpY8DYZnQ57IN3MM5iV4rITa9TXpHv1g9elm0jrbFS2B+lfkwmmpsAzfWNisuQVjwSDyoPWhzdP1ocjFkv949pwWRlHKqh2jFlLGjDJCR+aUSbThuThVrWc/cAo4IhVJp/H4jQ9DV/vfuCAQ37UQTRhLGYYKKcYQKFIx/oi0beSrhaiU3hvH9nir8REsfRYM1DSmuVe2yIJB92ML2vM12ScE6hgr/QNzvN69Th2Az+lA+3lA1kzvIHcynakf8H4+F/EHompRJqJgz9hIpI3wkW27uLMH/ev5RfVbHeypRX/GRvBDjqyvIHOyBvo3fKOfEKUMQhwGYDMczz47ny3BP/iK89au89kIlhIoQhMpmGw1QBW8NsItFVAfco5AeTyIwzkMpOggzctLhWSBQUuggDTl+xGU1ZXt88wRKONYrw2uJZrlnfotm/mWNHNkPEjvLfK1mk3HWmVI2ChO6xgYXJ6183jFleDN54ly6j0otWdCqq6309ESaFJ25qZqX1nAoY/b34sCZal9eKUrXWnqQ9MJUuOZl2cM2vHugUFnPM1RkV+RicgJGB+OUp53YF/4+ZaMUdUDRotx0p+yBP5fV+6LFqI/LTin9I3zGltCvzmkIVB6adwrcZMjpNEbJzYGkbXkSp+RfVK4cwQqApWJIqP1PTnKsmdsQgi0kt3xxx8/BRaVwPIurltJMPDOMinOM4/avo9ghUzXVDV7hyTYL9eXBfA322vxTIXIS1rdos0KtlK/J9LdymBj2etqAywEImcc3/qTQRGp/jJ/XMG+1PPJFD3nnLHvyRBuBksJlOBYaCGCMsBu4DMCn99L8v4r5giU0PGiRHUtXI9w8QwJaI9AQdqFd4WA2lTIHIHy7HQUby1zCOY8ETFF1+lSUWkUQwRD4NzfO1hgEKMsIq2NQpvz1BeUT5qlfl+vncZLpyyOrX20U9ESKDC05CFGQSqQIhh7fco4Kn4R5Ua0tQ/JogjD/Lzv4lDx4o1Fb16swg/IzatzsMCiBCsZQbprN6XYNwspRc5ifnah/0XtIQ6rQkVuCJF+0SNRA2PVIxDHIA4EgGhB1gt5hkDdkx2SNUA4xjt65He9LTj4nCxzjymYgRTNGXK6jO0yAmWHvBOCJA/uR1cRlvcgmz0C/c53vjN9xiGLU6c/pLctaqkOY2B6yTkWJpL3aj8Qh2t6Zroh00I/2F3vbm1HbC6b6adF9XzvLEWOKE2d+Rv0r/6WqQnxbHWQo2oDTL8hUKnd2q9+ESFbWR04aG29/iEfIlPXjg3ZDFbOgRpQnpgHsvhCygtjM1K8s5pjhjkCNZ/hZaMgFRTCPKF7SLnOEagXROTITLRQU2xzBAqE3bMzmISYMZf/760mbudApWeE+Z6dEnj32lJowveMRvu9eb0Wu30OFDgzVl/rW3IUucoKXM4SJ0dE38PcHKjfeRqn9nfCFYwQGWWAozQWpLi/OSxZFdmSdRRqN4DOm+IwdvpKJsVYIRzGnT7nd3qcYi0LVub6lF0gA3RJSo7+09kQqOY6nC5EgwzokBRmpktasCVsAqLwszmOsefIz+aWEahrklGZKuTGbpAJ78S5dk6PQMGqZA6G++kf5OUZLDzqwYpw9sO7VduhkX99xtl3TdNOKeTid8uIQ1TvfM/Wni+y8i7O9+7GTSTnO4txeusEtgt6c6D6iiMcuVmGgz4HGhAWy8yRE7YmZNIKNZ0SID3Lx3mnURZEqgwVIzU3r4SonvnMZ04elXPnjmX8pHBFg1VxdAaB7i1AAQZZ1MwTNhc7p3S8FAubkoIxwe655poIpvd5Wi89giREra2DsFPhfZ///OfvnacMODDGzJiY4659xbnQf3OVicgk8mx/GM5oko+svOyB7Eoh80ADY8Hoi1oo4LLFHgMnO5qMMsdXaoyTWsnR/6074NBYmCN9OKf7gayCRXhWyPupifSssRQtgDGVOZARck3p0lXRk+iTA0fGELj0bZ5TZOk3mNWOsR9sT67LrvjJHeeA3RPt5nhpYnLdOuKu7z5kmnG2+GhuOkCfeNfWbqSlWAVYsCkCtriyRl2euXeuxu56F89EDxGydDIbuM6c31aC5/eO1W5w3qRu897L4HtjS3bXxYYIdGBgYGBgYGBfDAIdGBgYGBhYA4NABwYGBgYG1sAg0IGBgYGBgTUwCHRgYGBgYGANDAIdGBgYGBhYA4NABwYGBgYG1sAg0IGBgYGBgTWwYQL1o10/GFZ2zw+a64+i/bC4lkjqtfZH1H7E6vP64+sg39Xmh+6ewQ9lg95xbcvx7uN8n636QbfjekUiAt/1fqSbfmifs4X7e5/eu+9E6Av90nvf9Nmy/p6DPmxLIdZxNkbtPX2n1m6viIX6uL06vLsVc3oQ+dWWyfkcjNn+yr+xVWkmOx4tg/tsRO9Pb9R+beUavOeyfvdZZL83bj5r21bvkx7SD+17Guf2/dL0Z+TNv+GOXj9vBisJVAer2GEHAuX7UrJO8fRUgLBBtFqNy5prBCrSqBXp8+whWKEwcHu+MnyqxKh8kioxqum3x7XN7gc6SuUiZbmUeFLCa24HAnUnVanp1ewFCuvZ7UJjYMAgqFCi3JdyZEoBqhbiWi30pwolajC61k4HYVUxxi4RtfKPz1V7sh2Tsm1qlKrIslGBVl9UH6pUE5Ar5fnIiWsq/aZSDGUD9Xaz7ZZSfmppBpxCJdLU0Rw4uT61knkqvVQokUj27aajFBw532xFG6XulHFUo3UdqFJF19gi5f56u0VVqBbmeVXv2apQ1cimHfSErWOjVDMKvDObZEcS5edUhEuNX9CXqj4dcsghk+wrVep9Y6Pohs0x6FttbNF2glrKOEBJQjXRlQFV8YpdVSqRHek1G06QaVygMhUbwVY7X/WykOtmsZJAldVTg1H1eqXTjjnmmElp1ICkBB7KlmfKeWlKXhFqgmDA83ndosqLKgytKLNdNtqHVwvXTgq228k+fMrwqRmpBiTFVoqPwc31kanrKRyfzzT1LFObEjErHYdIPV9bw5L3pgYuxeztB+o5FUH3vRqTiUINoDqWPmPQlYRTg1OhZiXPKpCGvtsNtXCRoQ1s1Tdta+EqK5YC10qnMR6OUTJyFZRXQ3bGodbCVeKNDCgFd+yxx071ktXLJUfA6JBZTpXi5ZQn5GqDgd4mBbsR+oABV3O6bhaBKBke/aQUnJrOxlad2fTjRkCXGfls7rBZKLXp2Yw3x7wtEdnC+3D+2a6tCESINJEjW6XMJ4LQt75Dguwbu6EUnw0UjAGS5ISzW2yjwEapP7KvBi+bF31CxvqAvqkfnMa2bhfIgNJ7/cJRVtNYsKNflDwUFNV305AnO6GOsUL6NiVQE9g2ls63w5eaznMlYFdhJYG6ETJAlAEiMYgGpN0JASn0iskHzlXHEoEpymyQW0WaKyYfgtMBlZBhrpi8c1zLNWskwlhT5MBzIWTErShzj0DV6TVYyD8EyvPh3YiGsuGta/FyPGf1In2PvN1jpxMokkNY+kqfVQLVP5wZRbuzG4rjOUYUxJjNQfqGESH0jGgIVDpPgWx7ACYt5TquyTBxuBQOZ2CAkSGDPHfjaLcem8XvdnAkGHPjxvmoBMoZovPZhcU4ql1rHOjUMnAkyb/x6xGozxF0dguZg3sy+owim+TvCue7jusFlUCRkedIZBY43rU8Z3td35FdMlrhGN9p5KgWpYe886qsiiyJ96nbkH3kIx+ZxgChirDJO+Of52R3OYvGQlbA+yEV34N3UMyec0MfOPauMbcf6XaAmrVkjQOV8VFDnSypOVzHDPQFjpFxUlfZWNiTtjp8xkh2lT1fBysJVGFtxq/d3YKQ2gWgVZxVBEoI7Uxg+ygvJXKjhBVzBAoMYCtsMEegUn2Or6k+z8Ww8l4SRYpGGXQbrTK4LYF6L/vPiZSkPiqB2mJJkes6gDw/96UIEC8y6d2dTqAcHJ6isUVMlUB5zQhLFBiygzhlyyITSsQQSMnX3VgQ6POe97xT7XghwyGV757GW5oLyC4Dw9AoKE4m5wp+7ybYqUP0wkDTh0qgdFf/Vr2UkWHU6qbSFZwYGQCkzMGRyRItVQLlmNownXFzT1FBb9sz4HzTc7olCotD5P4Mo/Ndx1jbQhFCoGwOB9Zz0EObXpA/euv5pAalR53PWWCAbXgv7U+WPbOpKxtMAIebrWO8fS/7xSAjUw5idhhiT0Q7c0Tq/elJ1QXvw/HU/9loPjsVgekQDqB7s30c9lpUXapS1MXOsVPsmukr59mBZTvKus3uZT3qVFAcBdMKcR4CMiwYyq5L+EbA1mYi9I0xr9fdKFYSqO24eEIMIIMn3cYjar2tYBWBIhuGj+fkeyk1glCv51yKQFBdT6NsBJ43IdprF3vMEahdIJBVrbivM20IrOMZXgJmfkBKhJdCuSqBek4KYR7FM0n91RRuCyklqQOGO0aCkRZ5vu9979sV25npA2Okr9vtzPQh4xIyC0Q/DEUMXwvnZWz0a287swreNrIltyByNSbmZBk73qm0EMfIPP7AyWsAGCKpQ4RRCTQwpuaN6BqZphtzumDHFuN0z3vec9JFW3DJzIRAOebsC8KziwZSQma27epFo0jEuJETx9rSiuGjy85DNq7jelKayDMEyph6Zs9hHYO//d/7cAI8JwdC0GAvSeszRHn2REakbB9Da/6VfJsO8hzIUx+YMkJcbIN7P+lJT5rOk8Vzbce71yog0iOPPHI6xzO4DjlOtgb0tzl+zk4l3oCdcb6oFTgo+tm0iX+9O71YhzS2CvSl3VTIEzmr4OzRa1yUnZnICjtUN9t3jbvc5S7TeNmxa7NYSaBgjo/QEBSCSNjMhYiyWpJcRqAe1rwgLy/KIX1hMOvu4c4lmJp7af7Pe2D4eguP5giUJ+m8dlssW/ogbkad8UTMoiYeZCVQz2xrHIZCPxDcZQTKEWAkvJPNnYE3zROlYIzTbt8P1LZVFNlccYW5dOPc2wxbBM8Iky2GVwaEgZgjUB681Iz7JEuiv0X/ohDXch2RaCJU5MHR+sIXvtB1/nYTlhEoGRbdiADpliiwt32cSFX05thsH+gztiQEinjoRl0QY9sudkZWpwcLm8hJUqpsiOOdF0TnrMMIgYoek7olP+yQuV56zMaIjvMe3hGZImbHBuwJg01OEKLr2kM2EKG7VnXIXF8fWOCzKkVN7sikfuUoABL0Lpz7gF3iJHD6W1k1bcRWc0LonD4XdIhAOQHm+yyWY4OQR4+AtwMEd4hPlN0uyBRsGSfp3oBtZz84WvqIg8+ms+2i/d5e1auwIQIFnSzNKXK0UEgEYZAJVMUyAmXUnMOwSbdplI/A8QhzvHORoZfnZRpsL0mY51bczRHoCSecMHmRSaUC4ZP6kFqxGavzPAu0BMr4ijxtCO75lhGoAbFwBXnae5Dg8kh5sObfsm/gINBvTwrezjny1hnG3h6gcWIcA3MEamxFKUgSefY2NI/BcA1eqkUbolWKRXY9W/VSdyOWESjI3DDojLtxsKioBYKj79KuFSKqEKgoivGyjiANqZEDDmcPLYFyWBGZ83KNTD2J0EKgjGpAThxj/Ok8G2SKJUC0HCvEVZ/N9dwbaSNQ0VxNreoH01L1MzDvy0kX2c5Bulsq1/nsoT4GtoQs66+ADCNldijy7J0QAtuMMLNXru+lP+uiSceajiLr1XnZDuDcyOghT/LTTiPqR06a8Wv3fWYPvLOInp03vqbkXGvZJvxzWEqg8ssGVLqmBS+d4BNagxEsI1BCRJAtfzfAaVbtIjHXBOdSsMy1uL4l2RTVPEcUp2KOQHlb7ll/RkOgCI95OCu1KARSR3I8ZoRL2HUsIvW9VXG+N2DxWPw/Xov0CmFGjIx6yNX8huuZY3O+RsAprCiet7nT0RIo4jLu5pwqLOzR15S9hbHSt8ZHH/pbH4qCGLY4J2TVZ8jQ2FfZbJHVjgwVIy+74dk4OGSpdZB2E+YIVIal9qm+E9nQyxaiAjorHVnBWQ2BcmJN13Bo27bRCNQ8N9IxLdNew/xXCLRmuUD0Zfxdhywl3QnGnlElp+01NfYEgbIDde7Ru/nMPGOF+X12oyfbwNZZPU7GZUfqFJWFRGxIJUCkz0n07giFTRNwsKU+7y3qanWBnHvWdlP6rQyOjfE33kiyprUDqVj6a5V2T/99z+6yS9bSGHekesDnQKW05PwRiUGqIHSUgOLUh5wjUKkR3p40hnMJQJookEJEgFsCBQIi7UoRLFxon2eOQBlEofxjH/vYPZ+cLKzSt0hUSoMHm2YVJ+9EekekLbdev7ey1LMhRP8XVXM0pH+ch+jrs/Fq7IZfr8FQew8pJe++09ESKA/RnLMVtyJ0IEMMCMelTceAdG/tQ5E+o4dMRbI8TSk8RoozJFPRU56AshhjiuQ46TqGC6SQRU4i5d2KHoEyuJyTLKIB+sXT58S0oPOyNxYNxRboa4s2QqCyM3SxpoDZBBHe3G+1WwKVxUIw1ZiSMfNjUq0hUM8fuJ8IjhFmD8iSOfLA83LS2lXh3h1x0usQaCW2d77znZPTUMnaO9N1jnNPptg2Mi1z5V3a9SXk0fPXXzwgSLqSBTIydaJhU2R1fEBgItpi6ypE3IijR0JbEewqR4STwXEgJz1k0ZWfDFboV6n1mpXS95xy9nuZvZjDyhSuTo6xN/dIAD796U9PE9CIqeb/YY5APTQB0QEtGD/pWQaNYesRKFBWgsAYb3QVrk63qs/1rMIyB0Ho2nnXwKC4R11EVNGmcF1f9GLAKKDnqq0357HbU7iQxSUITPRo/pNBEJUSan3j5woi+B7IgvOTwkW6HDQGzWKkOgYMcea+gKLIrDCQGQPkyZi7t/QQAl31+8KdjB6Biu71C93Qb8aA7LMDFge20M+iT9GCaNI4syH0NATK8DvfXKXribw4nPQDGfXQEii95jghauRB56Tg6ThdC4EieqlVz05uyI/V+Z6zJVBwbmyW57K6ltPtfchVj0DJISeDbIk2vTMn2fv0VoqCtSTuQ/7MoVbZRW7uLap0TffyHOZH3ZujaKykeDkrFg/V8z2DZ0rWz1SFv03FIVwBwzrEcXoA7xhnc7um5Op7cijyHhw0DlWbmtb3Fq2yE74jB1aIG5u5bMcqrCRQwmjgPTihTZMqyKqzCg/VEqgHR8CEpLc83YuLIggxRZwjUGAcdQ7PsH4/R6BAyER9jDglYgREs73rh0BFlz20BOp4ClX7prZehDkI9OQMhpSbsZRupcwWRUTojZn+m6sM1BKouW6GuO1/TRal3psBEg1IGQeMNZlmvCmYCHc3o0eg9Fn2hy3Qf76XdWEHqoNSYZxE93SOEaejMgQhUOfRRWTgM9f1f8RLv3poCZR9IQfmszhhkSdOvmNCoGyA50U0vpeK5byHQM01VjiX3aLf0tTkiIwgVH3RI1AwD4ms9JN3JuPsRWvQwbPL8LUym5b5Y9GUa0kry355D+/M4RNV9c7VvDMbxfnx3p7Js3l/gUXVi60OctJ7R+3mN7/5JEv607SiqYGefVVwQf9xOMib8bOwcE5+V2FDi4hc3ApVnpKVpUiOgfOwLRxrhRPPJx6B48wV8q5654C5FNEGgnXu3LHSKTwRx9bUCjL08wfK0gNFFgUzms6dU04C6fnnJvs9k9+Wav7vOq4317IQoEJq3EKZGqHvZHhfUUIdL+B8SbsaE4uD6ryPFJv+m/s9IDnTh1lYwRC0fZ+mZF8db96r9HwMMBgLJCwCTsSxm0Gf6GCb3osu89gt7JIepDPLwIAjAClV0QJ5cO3Ig753TfZF+s2c3LJrGnPjWo9ha6RVZZXIE9mIc+9fx4tOI29kojrQvueEt4i9ESmze2xT7JLrkes2iADPyN74zeEHP/jBUy1mCVxLhiSy2rZKzp7P+1kMpb/y/mxe71ytHqffpYGdr3+2U4bF+Jq77L2jJrJ2jOb/9b1bsCmm2swZG9t1yRM2RKADAwMDAwMD+2IQ6MDAwMDAwBoYBDowMDAwMLAGBoEODAwMDAysgUGgAwMDAwMDa2AQ6MDAwMDAwBoYBDowMDAwMLAGBoEODAwMDAysgQ0RqB+n+kGvHwSrsuHHp/VH6Cq7KJ68rKXYN7ieHwX7vFcNSMWO9nw/jvWD4Vozs3dc2/IjZz+W9Q4KIPTK6/kxt6LQCkb4Ub5nrPCDZ8/sB7p+XJ4fUweOd54flisrVZ+zhb7wPst+LL6ToAalsej9YNmOHvrcj9I30h+u5Qfz+rlXacQ91Cd2TXLZjqMx9qN+16jf+b9z/MB/t0MRCfKpWErV24Bs+04fLpPzOSjX6Ufx+/MDdjqobJ0NA1YVBFBEg95v9cpf+lqhBn3fe1a2TL9pvcIMvo/s06tWvukDG1Vbb3y3C8hRr+AN2+xd2QhFE3q2WoEbMqG/DmohBQRnFxVlrJS7UjZJaSoFeBEqKNSuRNSypspLYNAUAfe5zY1bpHRgbUpY2bXBxrDZmky5tfa4thEmhKl2ZLaxsQND3YZNZyqG7XulnZS8qoWXVVJJAWwl6ZQb0yeppEJw/a3UlnsqE2VDbVVXWlBmdVcd0yPynQakqJQf+SHUgc/thqLsmj5XKk35traQdgXDoSSacm3OUTKSEQ1Um1LGS0k337t23Q+QsTV2SvUp56UaSUAmlXBMacDdCtWC6Ad9U3bP5g91JyPEaf9F3xkHJTXp2GaglKXa123R842CI+18toge9XYeqeD4eh/VhLYq2EFyqV89K9lW6Sng/NtKTSlBjf2sG88jC4XkI/v0SWH6OBdsDbvWNuXxtiO8l5Kqtn2rYD+Um6T7bDE9V6ov/YBMbTmnnCEu0F/qG69ri1cSqNJ9ao4iK+WfRBJKQTGIBkAUyGNCkJoyWYyUGoxIKp8rIxWIANTG9IJ2Q6ieEqiFSznVb2T0NMXG7chBOBg6HppyXLm+upRqVtodJp9pOkZ9XMRnhwek5hhCmG18FMdWG5Lx4JXYGYGTkKr96oGqs6rwMAPiOXyfPRCdp48II2PC4OgbRY/t1FLhWDWBd0MtXM6XvjLWbS1c46nP9b1SZjlubh9OzopauWRLIWyZAGTK6SGTYOd/8kE+faZQtnuQI7B1nbFHlhwiu3FEscgP4mjHazeBQU6NVJE4R9UuFXSF3Is2r3Od60xjYPw0uqhtJhLlbKYW7jpgk5AnWyMSXRVBpBausnpbEWwG4lQTV2lAjV2kD+Scg66eMFlXyk/gorA8EiCvSMPWiOp8qxXOhtm/mM2KPil352+2Te3ctLrDy3YBzqHHZACJBngEeeo3zgO7osa6sbclHHCo2W79gAtwAlvc7lm7UawkUGSGpdvascjRg25mQ20QeYgwkUs200bAFXPF5HWQ4uI6ro3ueJmEsC0mz0AiVrvKhKiRKs8V4Yk+edkMasDQI3D1UuPpML7pA7sZeH6GhmG3CwSHoaZV1Ar1nJQhINiiaAZopxOoaJNSkxGKXQmUDOhPBZ/1JZAVWQAk1jPGUjXksO6fygHSxy972csmQ+J6dvUIGGj3VeycLNm/FVGDaISTIwoyHWFM2u2edhvoo+inZgoYIYZXv9sajKNot5rAZwwSZ3UOdESUqA6tcXrc4x63D4EmpWanFJFUnR5qwfkxhsbdNSM/4P8cJ9eRho6+h0DtHJV6uFKc1T6RTZkmcqYWdjIhZFVmg7POiag6Tk6lET0ve8QG5Z6+k+Lu3auF2sv6tW515l5kl9PufdgLTl5gGo1d807GiFPOOQ/cn7wjYg4GAuEI1dq62xHvfve7p/dgv/1bCdQ44AAbgSRtS/ZsnM4usN9svQxKHQ/bKHK+M3abwUoC9TAURIqB8OYmiIVwEK6KVQRKgEUJyEtKjsIiqoo5AnU9RIh027TRHIES7OzyErgOj46A8e4oSxRRx0sL8sQJL3iOhPjen8CKwHkxFIyAU7AKXjLDkzk1yili0ux7utMJlFPEo7bLiZRdJVDGTdQiq1GFloFgGOeU3BjFsBknRl0fi0iB0Yjx9b0C9WRXWtbf9iC1A4f/M1qUybgaZ+mzuYLfuwX0MdF6QMf1sW2/jKP/18gRgdi+qzqgFYiRceJIcUrpDb0LgRoLmRzRFf1lG2xr2O7lGNB/1yInMlgiLTJkrEVkzmdT3Idj5fohUBkHRtdzIB+2gh1zvu9Nu+TaitrTe1sfeq6cY+oqum5LPp9d97rXnc6RNiR/HDv3yjv7l72bSxOalxfNV11wDde2pZ/38Hw10GA7OJt2i+GUGLdqi9kbTr60LwKV6eHIGk9RmPsZm+0GESO7wcHQx5VARdkcCSTLaWF7OVmZauPQSNuyG+SWo6RPew77RrGSQKUQeOc8JANyn/vcZ4quDHod8GAVgVIWAmVbGcJtGxp56jqYziV4OoJgaIykMBuxmXchIBVzBCqdiqzsQxh4bu8hYqkpO9GiLbYon3RhK2AGwHZXIhcGd27uhWHQB7ZtyjUoovfUn7thOzPeHucE2u3MCLe+aLcqk05iiEwVLIM01R3veMfJWErTtsQn5e9zESsPPDurIGhyJSI1hu5vrBiWrTw/dnpBv3I0M8+IrPQpRzowzvTI1mEt6JkUGn1HBPQn+h8CpZeMHkddhoZR4+gYk972X6aC6Dg5QWRkybORJw6b813H9dgKx4RAEav0PkeBE8umSet6Tk624+0Jyrkiq0iUnopenIN8ECi9Zjfi8NmrU/bCtREo3bdJOFJ3nut5RxE+m7cKDDqnw/OIqKW82bY6DYYUzYNyyDnxLTyb90vqUsrXM3A6ZME4Qj7L9Md2AYfH++rHlkA5BvqMU0F+vCMbwdZzXqS+jSfbYHz0B1mUDl53Pn4lgYKVSoyOlJybEjYkQyASEQTLCNRLRwBznonyeLiBcwlm2yiyBTjIu8UcgVooopNao8wj1Ik1XWVOxaa2lJGC1wUq4G8GxWIhz0L5WoWgWFIECIMCASU2kISasu72/UDNWyEy8xUVvGLjbAf+ZXAex4s3yQhwSioYM+NIRi2myGI3hC7Nxbgy5Jww1+IY+o4Ha6NtZBry361AngwP3YwRPuywwya9qGlT8iybwAi1oOMW+4iCEgUw/FL1IVCOEAe96oLogo2Rxemh3Q9UBsFzIqtANOa60nMh0Ic+9KF79dW57Fmezf2S7gRGWmTJXlUHTcrasRxz+uy+dSEk2fVZTae6lmkejkabsWuhzzwn8rM4E9hZETpnIdDvnHxz0q2dtS2c6BW5kHGE7D0swJSR0++m3ugkZyVjs53QI1DRKblgW9hmjhRHydjTc9kwYyMrxSb53kJGf7fZsI1iJYF6UBfWGBXGj4Ex5+dhPEDFMgKVt0fAvH9eguY4AimqzED6LItDKIWIgzJIFUmX9jBHoCbddZCoJPAu0q+Uu0aZnpcCmYuQHkGwVXkogu8pAWUjgFWoETtBJbzmifQdz4eHinh5Tzx2RhqBIu+e97jT0BIoTxq5Ee4KWQYKUFcX9pBxkuYy5vq2GoF8L4KRVpMt0PdBFMUSdzLFmMiIIGTz2mQNWexW0Ak6GCMePZamNW6VQPUzPUKKLZAUfT/iiCP2fHIyyEMIlPPiPhydNNEDORDx9tASqBX2bIixrNdxXVFpCLRO44C1GNLFruP8mob2XmwQ21Gvybl2bxE1AqXr5m0Di3bIeuvUWbAjAq4k38JzeKb0WaawzPkihRqBGhMLvDgAsSE+Y4+TVk5wQN6RaOsUknHXFSBtN/QINIvLzLFHx/Wh1HwWtZIJ8hJHynH+Jtc1G7lRLCVQREIx5OBbUDJRmEggDwPLCNRyYsLB4DFUaQyc0Dsk51wKVudACaT0g2PrZHswR6Dy4JSjeokEjsdsLoYxYEjbDZSlnkSNSJzTEOMfSBcYLCkog8DocwwMRI2g/B9ZcjYMnuZ5nOsz99npaAk0c6CyCRF0MKekb3oZBp45Ra8ODfmyBJ0RZFwYyjaqZ4jMe7W/FyOzUnMcN8bFs3CKyAYHkeFssyu7AfSIXnAmRPLVwUMC5Lemu5bNgSIE/dgSIZIJgdJnjqoMVG0Wx+Tnai1aAhU9eF4RSHuNt771rXsJtP3J3B3ucIeJwMkUuZO+DTi67Ju+qNfMdaWKESgbUefsGXGybp1ExZOe9KTpGecIVD+KJp2LnBF4YBzYinoux5wOMf4hSLLO1lg0Ux1GziVHv+oOSC17/vZZtwN6BGqsyUXrKAmWyBgHHc+YTquQETQ2phg2i6UEiiSRAiFrJ8B59wwTIaxGcI5AsTsPTnqzBZIjIF5Ux/QI1D0oHkWQw27TDnMESskIJfIO0XtG3qUUlfkT71FXbzqOJ8g7Q6AMNEci7+NZjj766GmwCLXGaybQFKuC4EonULo0v1VkiCxumYuodxJaAtWP+oDxzHwagyGdJ2Ksyh9Iw5KR+rtOx131qledjBwZYgyyyhaMo9W+ooY2dYZQyViW8XOokChweqT9e47aTgZnUgaFE8jYVL0GC3vIbV15L6Wpr+pvFgMRD9shGsqYGnu6FQKlV+bkqoPKtiAGKf0eWgJFTmSj6h57ZZqGvoVA6XhsANsWO4UsWwLlOCC01vYhG3JiWqZHoBxq96qrxb2zSJERR5QtpFmlUtmvZK4qyDZirIGMVKx7m4rwrBxxzsrDHvawUzl+bJhrV2fdPbw7u9V7pq0Oz98SKA4QoLH1cfxwCCfZsZxs2SXTO8YcyDh59HkbRG0EK1O4EU4T1jwWKVGRgrknbC6vXDFHoL25zsCAuz5DR3l6BAoUBgETpvb3S3MEqoMQs/QJ7xBh3eUud5kMuohXR4qinesZCRuPxLshWO9gHoWRMBckb06Qead+uOzZeXwU2gIkAl2b6LbFbp8DBdEAhde3jJJjpJ6kDI0Z48o5y08mGHeOjHkkv8+1ClvUQ2EYVA4V2bDIxby3tBpP0z0cV8mAcln5LeKMYbc4jMEkc+SbcWrlb6fDPBEiYZRaOTb9wtmRCuPkIFNODeeFk90zPvqck0jWFckwzlKMdCkEGseIzlvEhyzcX7ap/gSsoiVQkQMSZpM4P1L7dB7ZW/AYAqXj7A+i9T3ZYL88Z0ugYBGRa9Br7y8iZqc4GO7ZI1AywwlBTOYiZc44da7DNlU5DAQG+oChb/vd2g2Ro1S0SN/cq7l6Tok+lB3Lil1/06N6PmfH+dK9ggbRGd2R5jQu7TtvF/QIlF5zwtkackbeOA1sRH4Paz7Z3wIgciBrwdb3MigbwUoCZZgMCoYmtGmMGcKpJAlIQWQhwsh3XkzFCC82N4nuhV2XUDq3R6BgJZxw25L1uhIX8VKQdr4F3JMxpjCewfnuEy/FuTxEHes7x1GwREfOF/USOETsX6sOnecY59W+qa33Q2WOiGu0Uf1OhZQUQ1MJlFzlc02fM1Tpc1G9/iPwAa+bAXcsA+s8JBmPm6Hkyetb48hQ80ZjaAOpYNmFLPICBtJnDA0SpmC7CXTVvH8rv2kMLnBMLL4xBgwPPTR/3CMG4KDQSQbemDHibEEIlCEUJXKeHaP5P+KLfrZgDD1T9N+9EboMkOciF/TUM5OzEKh0Pxvhe/8+73nPmxxo5/u+HfPYPnLBbuR9kZjnjqPV/uzKIihyGDn1Tn5BUOeOA+9ocU/b32kWFAHCRrCu6XqyeX6l4Nk5Pr1zNQ6OfnI+0mWrojtWoW/XaQr9r9/Y7Qq22k926L53NGYcFylu8L6cOX3oe7YC6cbubBYrCRQMkhsTFN6OOao579yxUjft9z5bNlgU2EsSaOfOHZvrO9b/gzxjQvMWrm9SXQSJuOq5IIVIoXlnnAADVEHQDQ6vxr9xDlzHs8y1nhFwL9+1z7BT4X2NTfu+/qbcxkSqu/aV/tdH7XjGIMoUOLc3jlI1xtE4t+MIvpMKdmzgOtL50u3ScPW73QJjVGW3ttofxkTGh1H23SoYA2lC44xQW3nwr7/ZFdd0TDuuFc533/YYsiHt7rd9DGLG3nF5B86U70Vl9Xzf92xHzvVcnq8uxMl79GTMd+wNh0N03jsmiD3rtfpM/i/iRNC1j3zeO1dz7Rznmdg49XbpzrJn2g7AEz0eYkfYcDaC3LXv6e/IAVsRW74ONkSgAwMDAwMDA/tiEOjAwMDAwMAaGAQ6MDAwMDCwBgaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBjZEoH5H5PefftysCo8fEtfCu34fqqLIslbLRbme30f53G+VWvj9Tnu+qkGqetQfxftdWXtc21L/0W/EVJ7wG7/6g/4evGuvZqXff6oCokJKfsQdeCf9oBKKaiq9H00H+sKPz/fn90fbCfpKv/R+s6WknnJw/t1IfxhPRQ9scee3ee1vvNwj3/u9aH4DF6hE5beexrB+5//kxY/Tdzv8VpC+kfWqtwEd9J36z8vkfA5+Q6ogCp1cF37Dp6qQSlWrCpL4LSS9X3fLqtMKfjeqX/V93aQiIPvkVnWi3jtX3fCb5la+2Se/Za0tBee3E/zGVylFNqWn4+SKnhvz3vv5najfgtN3v6ttz98MVhIogjvssMOmyg3KTWnKUqlMlF3oVfBQISNNdQetflbrZ6YOpWNsIdZCxRDfqSZRm2dQRgyBQ6oLpfXui3QZAWXbnK8yhcoiKhH1Oo6AqkRj496AkVYtRRUV52uePzsu+FGzPlL9JM+p5FxvU2DKrIC+Khi7oRKRH2+reKJvquNSP9dnqqPYnad1TCqMjU2w9W/OUTM1/ehH9Cqv5HvViFR9yjgr2+Z+toFSiaZul5W6z71Sk7sF+snWYPQjck7mORyBalBk23f62dZ+jP5moDyovu6RxEagEIDSfaoH+XfVbiLKaZKHnq3ZKmCP2J30u1KhKT8HAg51efO9SkQnnnjinm9PrtCmAlzVDdXTUmFHwOOztjlmO0GNZjKX96THtf4vG6Psoe/Tj4rxxwawv+pjqywVG6Gc4bokupJAswMDY4ftDYSIwRZGHk4UwHDxRjUFoCmHslM8pXzOQAXq6Xo5ws/gtdV61MWkuCJMyqGJSkW/zkHePAtRS66PzJGSskz5TOOVERLP6r4qTyjT5/7Z/SXwbkrFKYGlHFSgyj8ydh4vjsHwjkpJqQJC0JXIYhiQtUjXnqetkUDE6uBSfES/02vhEmZ7b6ozSmArgarJmZqUPifkjlG7sifMnBSKw0ggUvKkzirZtC2avlUXk9zwTI2lPWx9bzs811Tz2EbF5M191U4NYdu02NgvI/CdDvvdGhM1oHnmIhRl9+gKmWaMGXFjQB81eq4s32acQX2dUn7rQI1XOsrWMIhtFqJFSvlVR2ArAfnpY7ZLdI7wFTgXrLA1bBhbo4wgB4bNVYebrLO9ZJZucC5FZnRDCUKyn80V2GxjS7/U+E1btXn9VoLSqeoQkzmyhwPouH7CDeRAnXOOCKLVN8qDItO8J73X12SB/CFP/VIDvM1gJYHaCNYDiRgq1BG1i0mi0AAp9IrJBz5T61Y9TYRDsAlFxVwxedABlIegVMwVk5diQn5qUQZSUK7PuAeeyzHIWZQSAvXejAjhrMbVhrm2UfKZ9yHg8YJAaslzVu880a2aozudQAkvJ8uYMLqVQPW1KNznjAMgNdGkDEM+qxDtu4Zd/wPGU7+r8clR8W/dqshnnCq1L8kSZy0GxZZlHBxpPU4PxUzh+t0Kjgj5rIXhGSoGCmmJePyfQxmQbwZJf86BDkqXKa4uerRhQCVQY2/KxHWl0OnyHJAhPaVbUnSMaoB4bDTgOq4XxzwEKuOgFKfn4BBUffW35zG1on51HH4OMkfe5gcyStUhNqVDLjnlnDQOe+5JppCWe0knktU5yJLow5pulIIlu+TZdZFh3aTbfUWQ6vl6drpRd8Txbuo6i8a8g7rTMgu1v7YbZB69pzEKOMoyIojTeLD1tR46x05tZRlCY8C+4JeAfcdFN77xjdeKQlcSqN0yMLSdSAhPbsIg8YTaOZBVBGoACYuXJNhIuBIZzBEoQdBRlMEcSMUcgSItEVD1MAg5UtRxmYM1OIiTkCpKHQIl1Lw7WyFRFAqqZT5Ff4hK636TPkt0RLhBv9jJQXqaEd/pBMqAGSuODgNRCZRxQq7tfqCiUIaR8WiBVKWxqrxxhFxHZEnWyEuMojFm1PWzraXcR4TqnjxVUZAsgeshDtuiLTNyuwEIRB9XIAGkyXHh8JLpOpfIgNl5xG42Pbgm4yRd5jhG3JiFQI2T/qd7PpMpYvBERz3YHACxkBMRGOfI2NJb5znfddgCY+z6IVB67XPpTzaIAyyqdj4bwR6wda6N+GQ9cj/P7lybaGSeXNrVe5Ej59iujEMtA8JJJvPOY9Tpfc3AVPgcsVewW56R3VW03hjUdRmem50VqZJh41bXh/gesXBU9YHpEbu5CHie8IQnTFNS241M2Utzl9Xx4TQZ7/vf//4TsRrn6uCxC/afZnvZYk6H3XwqcJzM5jpTaisJVBqH0BhAD8oIPfnJT54W2lTjF6wi0BhTXpXz5aMJfVVK51IoBpViaDxgQkjAGczaiTBHoLxJAly9FveVjiVgDAABplSMgE6sBOr95cmznZD76wtGYC794RzXs91ODL48vYhHOno3bGdm7JO1kE6qBMpwEliGs4ITwxBtdE4tBl36psJ17IbB8Nk1hyEEi+CMJaPD+JrvY1xFn71dc3Y76IJ0mbGS0hX56bfMq4Expgv0uAVHxW4ixgEhispMo/g7BCrVRqek4jjo7kPP3YeD3sK9s/sIp5V+icYQs7F2vuuYcqL3HIAQqGuKIj0HYkpgEAL1XEjR9ALdRFyuQX450nSXHWAP3cOxnsOcOqdaSlmfIU3ZFQbbvUSG9J2hRmargAjtWel52BIRu0CDAx/QLxFmNoFvwXnwfklbS7uzW64pIKA3bBSi3q4QUNnz1Rjpe1kCDk21y8ZWGpdNZxd8zzmqEOXr397Wk6uwkkBBSse+acgTsel8DyLlViMCWEagBppnJpWGAH3PIyLctjMLnEugeWAaQSCoPEzbWyG9FnMEqrPaTgUdz2MklPbz9MyEnwdZCZTXZ4A8I0XyfuZOCZ9zWiI3CISVQpvbAIPrPTJwu30/UEZO/zCEFfrJOPPgl4EccajIhbFrI0fG2vgxdDxOigXOY0DdF2FSwMMPP3xydKzck4bjRJn3b+V6t0GWQJaGrie1LQ2G+GrfMFD0xYbkLWR3OI3VFhgDWYAQqO8QjvvRJY3OkQPpyR7a/UARjOeUucg1EJ7rym6FQOtiEc8m/Y8QZS7YG5FK5lM9J4KSmUDaua5UtHuzWwjUfeu2eIjUZzXjlbk5xDUXhQbuxcFzDdcHNg/51/Sx90Dc9rCtdtZzcwqcb07Vu3EgOZTGk72jL4iTvYwt3m7wzlnjwEnjyMk4sbPt9J4FoWyBfYLZcnpeIajTFzWLuFEsJVADr/PrcnOpNAbOYBC67BMYLCNQcxZemEfLc9IIQdIniRSc6xgCI6+NiHh0hIhH2cOyCBRZuXdA+CgWMhdNM8SMrmtIDZusZ5gZen8z/ibtGdyAkFIk8yPgmqJqOXbPnuekMBSHR0mR3cPAuyfPeZ20wXZDLwLlDIkSKqRe9KmfAc2B4cumuIceeug+aasW+tbcNUepR4hZzWnxjEiId45Aya9oZrdC1EMvjZksUCACNUdaI1C2QSaHsW6hz0U90qwVFt2FQJFvor8090V4Nj3voSVQ5ORv59XruLd58RBou1BECpeue07PkL03ga5z8pxXr2lBis84wQjO33U6KXvctqlwOsCZsxXZHJBbfi3gHZEhJAK1riDwfMidXclxdENf0w3jUdds9CArxmbW1PB2gPESVeISG2HHAcgm/TWDhcMsImUHpN4FUzIMFThMFrRG+BvFUgJl7M1fEIoWiJLxsaFpvDZYRqCiAi8gXy2dkUbIE4aDcylYnQPlHUi1IaPegM8RqFQz5aid5rk8Nw/TIinKR9nS/K25HmfBwqKs3gwQs2OkhpGnn0joD8Yk857gfARO6XJ9z+Ncn1kVt9PREigZIdAMWJUdTok+MZY9UBwyRFbMTVXPmWNHcVolMHdtHNt5VTKALMkBj9yzmBrwPPFUe4uZdjoYfo4lWeap1/Fh1Mlv7WNTL3SVMW6B4EQELRGShxCo+UMpYAuU2mYBUw8tgYpoZcY8b3sNzncItKbu6KxUsZXYxplOilADBKUPpLDba2rSuQgUWVoDEZhbRIDVBoCUKjnspaWB03KFK1xhIm3zzdXWmMLS73HWIesIBALehVOjH8it/q5ZGe+XdHKFKQyk3pL9VgYbYl4Xjwh+anDH8TaOyTiByBSHidQ5zOSE81OhD03PJYDbDJYSqEHhoWl1jhKQmM5neCrmCFQ0SWl4TC1MDPMmeJLO6REoISFIFMGq1zZtN0egOsXnDG+EUnrHZ4yweyPuNEqoM3W6KFL6mleoD0TD4FlETzw9USrh5JkjZIpV4Xxpw3oPgu59Ger2+J2IlkCNg9/w6tOs+KQInBlGIQu7KpzDMFAcil8VBxAkeazjT5ZMO3CAyGUF48wh86NzkFExLmDc3Wcdj3Q7g3xzAGVRTHmQ8wrOImew/p6S4+izNi0G9FeKUKSUDABiin4jUPaD91/nn0Rp17/+9fcxhBUtgZIvduEjH/nI9DfQcfdhLEOgpm1iA8iizIQsBiPbEqjjpD31RyUe9/C5VG6PQBG2e9Wgw/URMdnO6t4KOuAnVAibPLb9LgjgiFiYmO88h8/8bpmcs2Vk1vu2uhHiqE6Oc9g4AUl0cKuDw2y82BJzu9W5AzLmPaVsM85kjK03VUP2TK+x5+EmzoX0LlJeByvnQAkJ70dHC5fNS0ihmV8gPHVxDswRqBcmWHWpdUDRrne9603eF0+sR6CgA72o52mXzc8RKIHzGWEz9yVdR3AsJrG8vEU7BwpSPzw7cyTmOCiwgUICiFx6l0JL+0nP1kZ4W+z2OVDgxRsTi08QFuXWJ/rWmBlPc5MWcoD0uO+RnmNrH5NJpEs2kKj5dPPUshucHD99qqBcUkBIMzKGnBl618n4Mny7CVKY5Ji3XvtXM0acUd8hPPonomN8RKxz6UJ6z1mURpONcS1/h0DpoL+ljKXRzSde+cpXnnTZFEcPLYFyYq1JQPzmaz0rZ4ydkCkKgZI3K1DZAGPvb1M75K0lULDoxLNx+smreU+EyvaRzx6BkpnYMqlq7yzC8SxShS05ghSt+5O/tt85KGwM26NPLJizEEsGh03mKHB2yDkCbnXD2hXjhjTohmdis5GMc8z/bRcIOIwHx0dmqb6n4Arf0GPjKuI3zhyxKktsg2uYjhDYsOH+duw6WEmgBpxQSnUgHYbQvwSeF9YKhKjVdxYYxQvwYtIlFhTEE23BqyV0DKZzCUjrSYE0hsgFyUWBwPyAjs3v/CoIEA9ElOjZCR4h7AmzYy0u0MGB4xxPeRhW8xE8Z4uZvK/revZeQ7gtCLU5wDqXtJNhwQ8DVz153iNnikzoU/PbVuUmsyBlr/8YPLCwp+3bNAtBeJK8e1kMCuOa+li0yvOsEH0awzpXIrXmWTTfGaPdBDoqWuz1rxZDKypHKOljul5Tiy0QCqOd31cjW8abfnOo6BZykr7MNf0/mYEe2AjPVFPs0pAxlq7BFojO2CA/16CjojS673vEL8Ilh57B91KCFc5l+0SOztHYhszRM9rkpZ1y8F7kkKPB3nj3XmQI7sEBb/s7LSvVEaV1GWTTcxir/H7eavTeuZpgQT95JmSR8+kjGW+juK0KYySD0HtHzbuRYe+KRGPrcQXHLLZef7MpHHH9YGz8PjjfbxYrCTTQ0QiDN5dU5nYDcmQAeoK8EegDqWyGet0OH9gXhN6YVGdof8FJYzRb4gyQs1R6HLyAkeHwINjtYlhOL8ie0IW2D+dA9zi5c8fTJ3bFGGz0mj1wSsnT3NgjdN9v5h5kwXN5vs3IhXcWHbfTTfsDC+NMh9GbdUA3RP7rnr9dgEiXyYEx8f3+rkDeMIEODAwMDAwMnIJBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBgaBDgwMDAwMrIFBoAMDAwMDA2tgEOjAwMDAwMAaGAQ6MDAwMDCwBjZFoH7svD8/ch4Y2AqY+zG8z4d8bx8Yq1HQZOD0xIYIVAk2pagU8lVj0m4qalamjqhSXGoTLmuKtgeqYNgmyecqdbSwG0F7vvq7aqoqH5j79o5rm6odlExNWuXg1E1UwquWAatwbUWbU8habVTlvNSg7LVsMaRSibqfRxxxxFSHUb3JuVqqCkF7n/2tgrFdoGC+fm+rDalspQ/VKvZvWxJtGdReVeM25fhcS2m1OjZpxx133FQ5R2UYcqz+rvqjtYg2mVTiS9m53QxjpOYo+dS/tphLJZ1Pf/rT3f7V1GzdKNSHtYnxXFnPVTBWL37xi6ea2cp+9mxIhbEnf55/q4JsKsivHq++V3+72ijOgj081fO2g5M6rrWimj5RyF45QvVwladTcSjwPfukvGFt7Ol2gndq30HLDl2cYNvLKeFpzPXpnK0n1+oq9zZC2ChWEijjpw6uSv/qQKqtqGizQsSpcM/oqHGpqTHpOzVz1ZDM5/ZiCxhKdSIVhO7VrqUYrqG4sh1ONM+gdqGi7oSMQChun+urcalgtFqY+UyzswPBUxfVcyv0rNiw7cnaAtiIFrG7d4rJI0Z1dxWNrk1xaM/PGNhJwn6m7q1os1qeKWjsOSsQrufaLcXklXsjM20xeWXR1LBVr9K/alPaKaFXfL8FJUG6+p+zA4pFq6fbjpMi3cZFrVsOmPtwpNQ1Jj+JOCmd843nbgUjrs4t2bXFoGL+9O1ud7vbZKwVQ2/7l10wDuq5bhT0IsXk1wHy8Fz0EoFWueohxeQRyFYER9r+nd7Jri3qC+vXutkBJ1AxeDWEr3a1q01jhEg56fSBHhgPOmQHIray6pM+ME7Oq+OnyP92AifZe7An9T0ytoITRfXxARnWj+S3JVG23mYAbL2AcF2sJFBF1Q2s4s6iMYrE2+fFGwzkhMnVaNQMFOKkiI7L57UmoSLGCNSuC4r5RkgCBIrwRAiUWuMZM4KER4chLZ/n+iJcQqPgcD7Lfe0gYYcYuyZ4VjtJqMBf9wcERlTnG6AQKAOrkDNlT1O5n1G2Q4Jn4Ej4m/HVP+6r2DxyqNuV+Y7CM+q7gUDVm2XkIvDV0CExciV7Yfw/97nPTQWu7ZKyKo3KGbPnouuGQI2zbEMdJ0oVR889KBT5oDx2ZSATiUIpGbmbyxrsBjBO+su/jDp9F5X7TI1gOlj7lyNskwhj0e7KtAz7S6DGztirabyRNO5WJ1AREIfcfrj6XcuuIbIB9EZRdPvVkleOvyLzyEHdZs4om6jYvO/pgt2L2EM7wYBMAnstc1jHcLvZIIXi7YZj+8L6Huww3eV8XP7yl5/4ga0ny/rRTjoV+IIzTY4OKoHaIkpl+6RxAh6/yLBGlmBA5jbUBoZMZGnnBKlRL9fu++fc3nZmYOcBL20LnwrKjMTa7cwYVYQlpA8QmU5GgJkPYyxEp6Js+4HW7cwqDJQo0yAqWG7Q7CNpN4Bq+Ams50xEQ8kpsGfkXOx0AuWMUGqRub6pBEqWkJnIs46xlLtzlvWLCF70aOs4RicE2kLky+hw0tzDmHO+soG59L+MhGeiTLz7T3ziE9N3uxXIUqanOrscQP3cS23T2//f3t212pYd5QP3A3jlRxC9EYKioNgmkYDENhIx6WjARGm1jW+5CCGkb4y2r4jQGhQ0pomxc0Bj0w1RDJHWoKCYF18QEXLhzf9GvBPUD9B/f7PP012nzphrrb1On2SvveuByTl7rTXnHHOMqnqqaoxZA7lyhvZIzOd2a6GXP/iDP7jtzCO1VgkUMUvJcp6eeOKJLX2558gwhDIadOv973//tuUYaDOH2PmuI5OUDFMI1I4yUvjaIYWc1K82Sulz+OzzS/cz5SQIQGYcLLu5cPhi16SE2RXnieQ4BmTN97ZJE3y4l8/da6+PECeZrjaWbeGAk1f39Lz+DRAEZx+R2pWFzbWNW6Ad7JngwXVl+hCG6Ti6sLLN1x3G2F6s7LZn8hyx36DP2Pq6FytnRCSOU/JbcqFfHAK1h0qglIPwIVLCyoB1Mq04RqCEzvUIjUjNdkAIqXbEikCRkw6SVmKM+3zZHoGKnBmASvTuJWUiHZJ5GArknjw3UdMegfJoXM/O83vQVp6SdmYHeqkUAk+ZKN1NJ1ByIu3EMen7gYrojbv9Oiv+8A//cDMUotEVyJ1tol73utdtqXnO14pAja+5aH1sXiiQtmd8tePxxx/fSFxqBxmTh8H9ML+pn0NUgR2JTEVwSg5ty0efZJs4K9ZQSK3JPIRAGTM6TXdtlC/9KLJChCv7gciT1eCI2tqMIUWaIqzv+q7v2uyH6zG2HN4QaNK+HDq6yMHiICC2pPq1VSpflokMc7T9re2Z/jEPScezV7ItwmTSpF/dL/ptk2zn+c7zZhu0U3Dnzp3NOaET9Eef1E3H6RVnx7NWxz3INBni93zsNwLVr6I054l8LynjgvxtU6f9+pXcGHecQudlSYxH3dtT38iS6CuOmr4wBShIMh6mHB8qgRLwH/3RH908dEIrGiVIhMR2MB3HCFQKzTVsnA28NCmgunmucwm7Qfd/h/QFo+tzAtyvvUeghMQ5de9H+Imf+IlNgQyK7zwfUvS8ewTKm5GethffoQUQvGTPZHApN8Mv4qbQzrvtG2qTG0Yp0WBAAcjYKh1I8C0WYKxE9dJWewQqtcdYULIqJxTN+FFChtz9zJlIdYmSKCElqxHYbYb+YvxlmvocEuLS/6LFPTDOSFG2ps7F6fsQqKgQKcnYGGNjkM9EcSv0DbUtYKLjznO+67geHbSYJgSK0GQmgGNl3G0izsgiUFMIX/ziFzeiore+I282Z3dNcmGBDjsjdYpAnceWcArJNTuE7MheImDpRoTNhh0KPgLXZtjZIfaCniDDROzgOWXL2JVOoMbq0Ucf3Z6PbaMDng0hC1a01zoNf2fD+ksAGTLOInNOr/Q0OdI3skcyEOTGtGJg3DjL9F42gW2R5bL/NPl56AQKFEFKjsDw1A0GwREaiwQqDhGoBiNPoTOhJqgUkHATzCAESuB4mR7e/QiUiJJwd+wRqDkE1+opX9EPAmU4RTTmDyjIIQK1qba27kWfBssgElxGJw5GNryNk3DbCVQ6i9BzhCqSqloZTpF8SJfBOESgFrvo3z7mwIB+/vOf36ILcmRVufQbQ2XMjT0H0W9uMxhe+sFAMegV9DqOZEhiBYbcOHMk6Qb4V3YgBMqgIxeEJ8p1SK+TA3qzQidQOk8W/uAP/uCVa3Bi40SFQKViA88gWhVBi+bYl5qF8D37xpY9//zzr1yXvLm3NrKH5Kw6fCJG9qYuRvPMyJgzcmzF8Be+8IXtvmQ92ROrcv1tOiqoBFrtrMwAckGOntfvZPKkNTkTyerRH9E1Z7KuRr/OoLNJacdRQpZsK/st44VA+1SMAFCKnK3Xt9LqbP1DJ1DEaeEN5g4YL6nX3/zN39yErt/8EIGa8yTIhA7ZOXgTBJJXyosD58pNU0APKkVk8Y3zeJlRxoo9ApW6JUx1h3vnu5526lzPYck+b4xyUjwEKOKp6SmD5LsQQYVnlV7i9XIQ4i0aNIQqXej6DkZbqsGzZFf5m4xOoEhMCqU6TcDZIQuMSId5D/1omb4+zNQCYyHdFc9eCk2kYfz8/xDMGTHwnEOGkcyRF+PMuNxG0A2EwdFFoKt0OufCOHEED4Hu0C0EUGERYQiUAfcbUVs96HpP8QedQKXo/L26hnRfCJQDXMFxYnc4T9pgbjZgd0QqzltdF7kjUHItwgwQlWwWmaogX37bP69AumRQxI48Y+fcyzVNYQWIkJzL0iUCRc5sD2fCHHC3vx0cTdet2b9Lg2fnhHHokvauDjiiRZgibg6ycTYfHFtP/8mI9Snk4Ko4SKBSYdh9FY0hN8Jn+bpGBnsE6jfmnzSYkTLxnoNH6sGySs65FKzOgfISLT7iYfAEO/YI1DO4Nu8roBwMrI63AEibcnhe5MaLNG+TVbQ613eruTLXs/jA4PleWwMpQkpR74FkKbz0kMUMNx2dQMmOseRIVBmh0Pqdd9xhvqP2ob7Th/rSWMaLlhFh9Pail0A6nuxaGEIJpRoztmRyrx03GQy21BaC4PDtRUucTYaXc3gIxtk4SbWFDCDrDRCoeUMLvcgBG+Hwf8501aOKTqDG0H3IQK5hTDn+fhMCtX4h8L0MlyiOLLAR5sYCwQMHwqskfpvrylqY9uGwIVAkK8gIBAlIlt5XsHF16qpC34jAyZyons2qEE17XvPJgb6TCbTC3PnegxRluUe3jzJhHM/urIvm9FvWaVx3mLO0hiSBFhgnUbjFitLv+qmutsYhbI2x9mZEtSHsObnQ7xy5Oo6n4iCBujl25vlb/syjJEQ8+2effXbzdAhGxR6B/vM///MWba7CZcLgHjqC0qwIFITmFNf1ayfCHoFqA8Gy4jPRpLCfkTCPS3mQYw7C5vcWq1A+z5tzdHRd4QWEl9IgXR6tFArDkYPC1es7GBD3l8Luz3gT0QkU8uoPuQDfMaTGSZ9xShibEKO+rH3oO/LHMPguBloahzGsKxZXIM8cm7yALYrhqYJzjTVDeZsg8uegIk/RTpVj4xFwPGUQ6M4hMG6cJIY+RhqpMXYhUFGfe+pzY+iwupd+yACt0AnUa2n0T1YM2QGyYCSlTkOgjGjO8T35I4fO6QRK7y3AcQ2GW7t85h7aKwhYEaholOxwGpIVkXrVB5zAlVMgKmXM9Qu5rv1OF1wfMf7Yj/3Y9rd2mEbisJvHZ4/Zadfwdz3fGBlLz8qupk30TfpSCvvYOF4XyIwYJ5k7Y2ZMRJt4xTh6Nk6PQI2NAI4MWWK3u62XEhYECqKqrb8Kjs6BIg65e0IhDOa1Y3SDZ8DryjDYI1DzXYS+e2bgdwjLPdxvj0B1mmXbOhFR1gfeI1AwL0HQEbSX511biq7OKQR7c6CuQUnral7IoHk2qxJ5kPVYLYi57XOgIFKkwASYkaPInCPRHzBEFIOzscLeHKhMAGfsUKrMmIl8pJAjQ5TSIjVpNApFhs9RqEuGdCA5Zuy7HFuNC/qEPaBLp4A+M/76k5ET8ZGFEChHmMNqjg9BWOAiKnLPKi8VnUARhUUzshGiDPIke2RuVZQcAiVfHDQr5I01fUVODHEnULBoRV9IqYpy2QR2xNwpZ3xFoOD1GlGo9Rue2bwb27TKnIHpJM+jX3u/e1Z2T9TPPpqysCiGboiOE8w4X1ukdev5ru030uhstqkQQU9WF9dXX647kB4nyHPSUQtSjTHHm/03jhxo8mWc2XrfW4GbxWMV5OfLsoiIV4QADRjFoWgMzkrAeVhyzN73igFCkEiDYPOgVhBdEgwr6pxrkHmwHaICJKnz6gIGkYoVvatVgQRQxEG5OAA6di9cR9pSGwaigqdDwTvpUl7zqNq+OlbzC0jCcvK9FNVNg2XlDFC8wkD0ZyyMiejPPLWxAgKv//bKbOl3gt8NgGhEVFPnrjv0PwNb02mcGW1gLDmI9fWX2wA6yvno8psjxp/+0mOp3lPABoj2kI9x9q6vhXb021oKyOIQdgXpIAvkugeViLSpOtjGG9kgGK/CkCvkyaiKeumuNCny9D3nKdMzfuN7EU6FzzlyCFG7tM/ce1L7bAK57ql+DpqslKBAtM4+iGJXDhl59/5t7+8cKfbiWaWgZUoQOMcy95XiXZ3rMEXkXG2iG+b3na/dUp6XBmNpDIwFPsJLWawJ5Jis6nvyhhN6kBfoFwGZfjkXJxFooHEUaEVslwACLBVFMQbXA8bCmIQ4vxygOLzPLgfk2ueMzeC1xSm6p/8dD6Kf5OjQfSJvV71H2nYV5JlXxHkujj3fMTzo+dcFx8bjy2Xrr0Sgg8FgMBgMXsYQ6GAwGAwGZ2AIdDAYDAaDMzAEOhgMBoPBGRgCHQwGg8HgDAyBDgaDwWBwBoZAB4PBYDA4A1ciUO+B1peXB4NLhPfDVvD5vAM6GAxOxUkEqiyaChiqt6iBqTSS6hmpLKPMly2gDh0vvvji9ltQjEGlEJ+nFmqFklr9fBU9bE1kx5PcV8WS/rt+qDbi5WGViL7v+75vK/GkUk2vomSnBgXF1ZRUlURpqAqVjlRYUt1COSnF6WtVJc+hupA6oqpk2HFir8akKkfqNR7aCuomQRFs46dOcIX6qPpaWT1VU5R9OwRjpvqQc+rRd9kAVW5soF23sFK5hQypNqT0W61GhTxVL+k7hwxOg8pRqvvY85b8K315lQICKg+pLLMay9sAsqkqDvtCV9ioWu+brVEbmO1RSUgluGo/OH7ssDKo9Ekt3roln/PZp647KdF4idAHKipVCPLs6sSW25nGjj696hzbrpoWLlCrWe3lc3GUQJU0U3dR7UodrgQXJVGH1EAqqWYfPsLv8JlahOosMlL5vNbARcjqVqpPySD2ahGEQMFmxdkJgoMxVKNWPVpkTmAUEs/10yYkn88cOk85LHUklSHU4bYkU8c3AooM1YlMqTG1bRnZlIBSaozToKanslw63e8RPSNh42G1LtVVVGaQkVbrVmm4HrHbHkrR59tQC9e4KlBup4NeC5djox6p8SLMxkMfHqrNqcwjmXGO7Yty9AL/lEgNUvVBlXwMfGaM1LulXByqVDNRs9j49r0vB8fBEUrNWLVsOYf0VEnOU6GsIr1QrP22gXOuzjj5R3Jsor6gNxxBNkawwGYoVWh/VXV92UFOOnlnm32POJQeVF/Yb7IvqbKG6v0KgKru0L1LA2fXjitkTFnGgL3hMOMBn7Pl6guTTfWQQT+w/2wI2yDgcZ1euvVUHCVQRXsV700DQEMRhYam+HewV0w+cK66lwYSwRrkTiR7xeQVRfad+/aNvPeKyTOQhAl5IntQdxehPv3001s9Wt+LVpPaU7/WM2un9hJIBJDtgPwOOSqErk0KNhuo1FYl8LxJAl0jbMrgPu590wnU2KlZaXw9ayVQfSpaUfQ948gDR6KKXe+V6JL1IBeHNiV27RdeeGG7L7INgRoz255RKrCbBTJ1XxkK3ihv1fmD06G/RO6cj3j6nFv9qbD5of6kJ0onGps9AvWd35wSzeZe7I5zqv0hj/R/1Z60Q0RXv/d/h+99R07y2eroEPWd0naRJXKrOwip50pvOPf6VUCCWLXB9ZzDiVePl+1DAmyf70F9WDYW4fq9eq9s2iXv/Ql2lrHtoGd3VAIlK7gHKSb7J7jRt+okGyNBFUcve6v6ndrX5HU1hsdwlEB5NAxdL6IuOlOYue8xd4xAEQ7DJYpTZByZ2NWgYo9AIbu61L3xYI9ARTp+X71hBtrWQjqNUtlhpe5izlnwzK5FARj2xx57bBNOz+RfKSfCSEkQhX3q6gBIC7hvdmNxDkI2eNkc/CYTKMfBeCgiLl1fCVSfE1oOVCVLfahf+lZ1oP9E9khQKhiJkqUO2QLypY8ZkBBoxlzBdGCAZBpsTsAJtG1ViosPTgcHhEwr2g36mcFmH0Tze0ZJX0vb0y2ZH86RTFcIlGPr/9KZfiNb8NnPfnaXjOiZ1LEsBdsiY0RepJZ/53d+Z3OgyZzUaOyKe9h4mhy6B8JHUpm+kd4U2TnHjh++U0RfGrUf7h3HzhSTrAhn2XW1RwH8kFuHDRNsnVZ1gQ3iBCoan/1A/+Zv/ubut69ukcYGc0LpWd38nBMjlasNnlfmkJNvvJBr39jhUiDriBv0rzGuBMoW6xPjGe5BlBxp029kgZ6L5iGyynnThw+FQIW2vBtb/7ixFFv2aFzhGIEiTdeT9sX+fkvIqvCsCNT/KRCjxxvr29PsESjjKGJ130CnEVj3riSm0r/fiYJcyw4KBsD9GF7Pz4A7kObebiqehfIarETu5oBdkwI696YTKBmRvtUXfTsz/zK6PX1k7oKh4DV2GH/jRS7Ii39tE2U7s8iJcdXvFMsuGjIENYUrwpQqc/0YPZGFdK707uDqYLQZegYNidpCi+HmFFedruAA2b6OfnAq6SyHVaSANI2j8SAziMEYGyMR6mp7QLhz585mKEXCpnxM1dhSjN1ymG4xveQetv8C16WH7oFkpZ9NLXGW2S5tYKtc0xQRskKE5slzcALIrHQox48Rdn/3lr0j+7Zw00dXmd+11sO9ZVPYC32RqAnIPFJHFitittOKZ4n8c0T0MduFSDmZ+mTlhF5nIDrOmWfmEPcUrmfSV2y13XdMJ2RPV2ssjIv1KeRD/5ErzvSec3MMRwmUIFEGBovwETgN4hHWSergGIEKvw1gjKmoQxQqFRE4lzLIVdvPzUGIzYsSAumI7i3sEahI0PX/+q//+u4nL4MxNcdQox3C7reek1cs5coQE0Qd7/e8UcYXKVOw7hFrl426fc84+N5WS861nZo0w23fD1SUaDz1T4UUFmNUF5wFjK6UDSNKOcyB8K71M4UAzon7kCUedidQBoghEekw4OZDeP/2n+SQkVfe+aUZla8ksmEx3eSc0A9GybiQ8xVs9UW//Utf6IjpFGOPQOmca4qaYkPoCoeJc0uHOhAovSUbrudAmK6T7JJsA5uC6BGQ9Qwc6Thg7iXlmamZEKg1FKIbR4UojzyRyWx/Z32HZzNFkbbTfwQrAs400iFw+smkqJkTghToS93iTb8hZjrQjT+bZr0Im60v9ZfN442RZ7ItmsyiZ9PHlwjj2wkUZL7MbxoDMkgmZA4Ea+yLz/SDbIOgiEPBrvQs6Kk4SqCBgcTiVj5hdYaKV9WN3SECZaSQkZWu9n50yPF7WPMoIUXnytd7QF6eFAhFoKB9RVWwR6D2B0WKNf3hPrzNzIEFIlDGnUfi2TwnhUCeIqYQgOeSIjQYNRKmUISdYCJLSui3FkO5V86/7QQq1cUgSKtUSKUzoqtN1ymA75FewBjZGJhcGF+G7EMf+tD23YpAg0RGok9EisgR5+te97pNhlxnta/s4H6ICOkBcktGBtHQHf24IgyRHINe93GURkMaCBRhMXxsghSmw9SN8ek6GyBQ7ahTO6JD4xmCoYtSfD4HRphMyqpxwtgEpEPXQ6CyTyubg3SRL7mukaWUMAPNVlaQsb1rBdrp2Tl4sihsEVhPQV/qNJq2I1CRcSVQ+oE89X3Wp5B3i4nqNJXzkb/g5NDeq9cVKwJlTwVnnp8TTb4EMwiSY2demW1GmpkjNY7+Jhd7GcVDOEig5v946P/0T/9095NXIZWBmESUIT44RKBWSCFLgyuKzYFUCVfmoJxLkOMZuj7i9vDSI4iqY49AKYfz/uzP/uzuJy93vnYzvp6RAHYvztwHQfacFBshOi/QL4x9IlvPLRVksKQHMhgUiUK5l9VzDilI/WBl8d6G0TcJnUB5yLzEvgRdZkGfXmUlLO+SERD1MLrGVR9b5OWePH/3EX10mEZgLBkQRkqq70tf+tK20Ij8dZkY3A9rIOivhXYVIkpy3xf7AR3m3NTsD2NnzhqBIjP6wTGSDq6HRSCRo4oQaJUdREk2AuMZAqXLH/vYx7aIlN1gs1zbv5VAZY667IjoskhQqrVCWpjzXx09sIjF5xzyFdhK19JniK2ma6XHfV43htY+JJtFQg4kaWU7Elk5oR3IRZsucWNtz9sJ1IbobH11fvWrcaXbspHGzHx7hU3HycA5ayAOEqgB4/kgtEqSwHsnaNKZlVj2CJRXKoVBcSx7Z6hyCJ8ZzqR8OoECobVsm5L4fW/PHoFSTMrIiAfa8g3f8A3bHBjPV1pIOqmCEUWgDATvmkddU0fShdpsng8Jaxsh/8Vf/MV7fmeOyCDzFHPoA8ae0ZeKvOnoBMr78+z6tKbFpJNE/qvInCNiviepMiBfDAiSlI6rfWwlnswBOZKu6ovgpOfNgVAe8kvJRBQgM+LcPs8+uB/0SzTJYanQr4h1FXGJxuiW9GKAWIw9AjXvR88tCAroO10iB1W/ghBoJa5DBEoWkY0oTtovq2XpMQISOSNQay5qxOsav/3bv73Jh8VxPUjgEDPSdUWttj/xxBNbW9ipDvdlNzjfHHWZsArOP3vBmQ/YZteT8XJ937HVSLUHPPqZnvQ5WGsQBDCHouLrihWBIkgyUIMlfWO82VzZCRxhLCo4f4K6Q6v793CQQAkLwyLSpBAWxBAYwickRky8mIo9ApViQzCrF9UtOGHoRGbmC1YECjwEykpwurewR6CeQYiOBOPVWUSgo62yS6pPeigv+vOaKRoDS1nNmeiDCCCFkob2G4omOibgUs7SLgxvDtEykqgHZaFk+lH7bjo6gQIvkBGKsP/rv/7rFpUyYFJO+pUB/bd/+7fte44OA2PuPWlBRoORlnrrfcwIuR5lMYbd4eK4iC6SvpINYGSAATc+SHZwGCEd5JdpEjrA46fPK/n2O/okM2BsHMiIQ4pA6Y2sj1XyIS8kIEK1NmGVgboqgbJlZFKmyTOAlCcbIhu2R6BkQ9RGVpBuh7ZzDsy/xhFE/NZuMPYr8pdu1BbPRs6r/XAPzh+yF6xoV+ZFyai0LPspta1/ZMTq+Wya9iNX0xVZAIpkffbmN7/5lSmNS8KKQI0pucIfWWXMMSMDnG984vechrw94hwysZpLPgVH50ApgwlXwokACYfBjjFDeBV7BGouCsn01AYwbhQIITOoewTqd1bL+R0BrtffI1CgsDrRIQpmuAmjKBqE/pSCAOpIyouoRZdAEEU1ztMXIm8Gw/JyqVq/p/y+1zf1qF50cNvnQEH6Tl8jQIrAA5NkoTUAAFmnSURBVNSveW8WcUrHSJUBhUG6FISxkM4jj66xmsM5NAfKKHn3txZgkFHQBik412S8B6dBBCPyMcb0i57RiRBqB4Mtw2Ms2QrZIEbNeCJQem6hC1vDDhgL15Nu3bvmVQlUFkQGih7SbeTCfmiP63C2O4FyzPyOrpMVBOTfHNoA3jGOPeFosxWctdVUmGeVAXNNbam2w6Gf/IZ8uk6cfb/l2CNkfeZ8+tLPl+lh57xNwT7RMdkZfetZaxbgkrAiUP2UdDe58ZwcF30fu+J5ZayMj7E0ho7Y+qvipEVEBMcErIl8g2bxh7nFFWP7rVBadOCBwO8sKVbea4/lEaCIkGfg3L3fIiyC6rfmAQKemTmNOlFewbMzx0AgCWMmkQNpZcvFrZ6TounzHn5vgl8EzZBnQHyuLXvHKmVDkSxU0le3AfpKn/dJeoptzIwJwa/zPhwz/VffM6Y0lqLrf+PgtZdEox0MCzmpKd+AkyZCqKkyY8GxoXTmUM9J59xmcEqMscyUrBR9OwTOr1fGZG2MPeIzjVLnCGUlrJvgFJtTrYuOOtwPcVWnVDTGjgTskXtkflCb6aGpA7bBXKCAgdyRRSk/Op+Ilz2Shar6XY9KRuZiXdO1LZTsadmATEv7rq7nqIuivPXgPUh9xh4ncmTzVuc62N38TpuMjfON1aU78LIBNV0LxhgZsuVSs/ogmcXAc8tA+Z7Or2z0qTiJQAeDwWAwGNyLIdDBYDAYDM7AEOhgMBgMBmdgCHQwGAwGgzMwBDoYDAaDwRkYAh0MBoPB4AwMgQ4Gg8FgcAaGQAeDwWAwOAMnE6iX3lV8UYPRi6m1JJUXjZU9O3T0ElZegPf5qliCAgn9fC/WO6dWH1r9rh+5vheWPYPrHCtg4Heryvw+8xKudrheh6IK7ukF7drODn2hHSk0cdOhL/TLoT7z71X7Qx/2alUVxtF1K3zmJfmU+qpQPOMSd6a4LqBXxoT8r8b6EOjpsfG86YhdcKxslD4it45V+T3fk282amW/2Gn6UI9uly8B7AkZYzdWZR0r9FWXKbIZ/jl2/jEcJVCNVdFF2Scl9JSMUlJKKT2VQkB1DKXvDh2qRgQar5SezxXu7rCrST9fWSz1bBX8Tn1Uuzr03/VDhRPCpHqNbW4UilaFRkWbFVSlUI5MRaJAH9i5w+fKidklQgWLCClhVl9XeTmlw5Sa8wzZTLuCkKuio7YlRbnpIKyqwahLW6s7+ZxMKOatT9UrthXUyjCsoNqIPlR9ZgWVaZSXSylAIAt2xTFGynnZoD3gjGlD36N0cBwcH9ua2UWEnpJ/1YMY81NB7+i3En63EaoJKemn1KA+ZB9r2ULlBJWlVMqPLqndXOuBq9KkJjS5pk/K1OnLEDGbq6wgfauH/VMvCSrG2UpSiUX2XeUwlZxWAYsaxPpL+deAntseT/lIdsD57NC5wcxRAs2G1DZ3ZaxsFaMUlFqKDBSjqBgygkqJNXUtDaS9GfN5yBaUV1OXUc1CRNwbrxau69vWSBkshxqldnxwHkHggWhbrq9upe/UR8xnDvVXFXt3L2UIlY6zaz5B7XUgeSP2IOQkIMBAuSjnK6xvsBQoV4tSm7TdAOR7pb/cTx/osx7pqI2rRuVtqIWLDNXgVCfUM9dauAyG+qZqWXI+KIW6uByVY+A5piapMejg2Chw7vtaC9e+rGSH4WGAGPx4oMYNIddygoPTQP/VkVVTVom41LlV1u9UcHjIibqutw1qCSNNRl2JOQcnXX/4TpT47ne/e7OJSvEpNYpEOXyJVgUFfm+jCnbRDkRsTPRJSUwBEH2jazk+/OEPb99fAthLei8IUuJRWUY6zG70QIyN4CCwAdmJi63m2Kl1LPgSGD722GNbXdy6081VcJRA3/72t2+GToMCDcnenn2LHA+5KiYfiDwYNV6qhzDIve7oXjF5gmT/R/f9x3/8x7ufvgwe7KqYvGvYXYFBTbpCZKjTarThmdTF9Lk2VQJ9z3vesxUlzv6FDLSBFHG6PieAw5AIK/2juPPnPve57TNQZ1MU7Fo3nUAptr05GVKKXwmUDKg3SxGyzRjP0PZmjMKhNJ4IXn1RfWhzgk6g+p5RkCWx4UEIlJGRQUhEith5p9rkO9HPz//8z2/fDU6HsRQtiQgiz/Te2HNmjcceOFgcFtHRHoH6zm9WtqTCfbQFyA97UNNz5JGskZ+OtEMUV7/PNX1Gd8lJPlsdHZxn1z2WVWErGPpq09TA5ZSrp6s+MLukFrn7Ozj1dMuGFoITusBx9x3EDotq9Z2asPRwtT/rpQDJeU7Emec0pcj5sJ1hPjNegrzYiBCo8VU4nnMRLmDL7bol2DkHRwmUImB4BdCrcNkWR2qupymPEShB9hD2veMVMaxC6opDu7HwbgmbwsoVewSq3X7PMw60i+dCwdORUgOiRgWGkWElUJErYc6GthTDjgh2OtBGEShBrhBVGbykYdxH+plnKVq+6QSq3+38oAg4YqoESgb0w9ve9rZ7ZMqmw/qMsdrDn/7pn27kyAvnSXYCVbieIZaa4qWHQN3HeEnNkyN7ytpyy3y+VBcl3Cv4PdhH9gNl3PVx5p0dnKI9KOhOhxh1Di47gyRCoFKWoi5j6TfGR4p/j0g58lKXSIRjVndA4XTTbZ+JkpMVMt6+cx5j63vG1J6jQIb8LWrTNuk+2zpqUw7XzU4x9jYGfeJ5fK7tbBk5TTq1w/1k2yoJs0fu6X6yZvRCSjLQP5wWO8vQF2lKNjDQ/5x8z8v2CAJk3czxu5/fVt27BMgY0tuqp/pBMIZP0n/2YtXv+pSTEQJN5rNyAfzMz/zMJoM1Q3YqjhKoXc4JlobYO87OCaIqRnCFYwQqpSAyYAgNoJSa1BlPM3AugeSVEg5HOo+gu34nnz0C/dSnPrWRlecIGFAEiSgZUJ6qdtiPTyeKEiuBmjsTrfhc1Ip83atH3wEFlT6gwLZCA2kZbZfuug3bmVHgzIH17cxEAowKZ6hCf3J29uanZSooC2PgGp1AeZO2m7NNlXsZs5rCNaXgvhQIgTM+HEFysEoFD46DE8zB5njKyLATxlrf1qxVBV1FcqJ+WwmKKNgAY49ARWwiJ442I4hsTZu49sc//vG7V7kX0nFIht1gJzhFCM45tkOzKwnnicyI+NgAtkLb3ROpiNIYUr9HOhxdbaL3/u93oj3TODk4Dn7DJrCJzuOoIVbO44svvrhFR+7LQUyUdAien9POTnLAkShCqI6l+8ioIPcVEepXGbAEJzI7yMN1PLO+Ys8vedEcwuRIe07ZQ/A8tirkGLERlUA5U5wS9jcwHtK4bHPW1lwFRwkULBBAarxAjdX5hB8pGMiKQwSqsYST5x8vkOdEuMytBs4llA73cvg/xeQFrgzsHoHa8org9H0EGVYEx9ASMoojVcLodwLVsZSCI2GegmIz5K7ZFYIjINI0cFkQwTOlzLaBM+i3gUArOoEyBAyM/qiwobFxrs5OQM7MgYtaXIfnWQlUv5p/R5C8d/LVCZSBMy/HWbKZs5Q8IydSNafOYWNozc8eS7sNXoaFWAy9aRURo0zMe9/73k3+bVa9IgxGzznIJTBvx7YgKQvEXE/6MhC90UEH56wDgTrHtQP7FWuHeUSg2+SDA+Z65FLEGgLKdAwyFz0jTefXdlZw6BhrNiGZOLZJO5BlQJbYrZXj30HOPXf6D0w7sDmZ7gD9So5dt9tZkRb94kzSEwECJ5HNkjXk9CBl9zBFtxfVX3dwYNhk87/GVj+LRC0U1FciVc8YAjWmHGeZMVvdsSPkFak6+rTgKTiJQIGQSU3YB9SAEjKNq/vtwSECRUTOQb5W7jp4WvGG8nvnSn94OAbNYPMQpCzqfoEVewTqGu6ZPQCB8PFQCD/i5pVJD0EnUMpqjodny1gwtPbVy0Kk6mWbA6WAyNFkPmUQFfFOeeeJyIZA/9/msPQVgBZYIdDVHp6cEeOUyf5OoD6nBFk0sSLQIAYTgXLmGF3Kw0H8xm/8xq1txm9wHCFQc0hxpukxZ4fOivA7EJi+roSAgJAEAk3KEgGwCzlErZydyFEFAiUPdc2ByI/jGhI37tlQG7SXXWCHLKgxpcMgM7AhUITLtnTIXNl4nV2o9xQxi/D6Bs1J/SbNuwICpxMcfsQW2+IzhFijRc+ivbJmkWfPyV5qExsWW+l7TkSNYP1WmlmfZ2rqUsBZFrzRd05E2k/3jR9HHDqBAmfIlINz2Qe6joDJal9UegoOEigDgyylQTt4+Rr7vd/7va8IKBwiUBEH7wxxGeAchINxTI7fuQS3zoHaQJaiJlXSsUegFMQ962s0BArRWUWcaJd3pi3a5j6eDUnqcEImT16fU9qJkovOwSAmhSUVlGdnYHxGeerzOtc9pZNuOjqBZt6CE1NBKYzFKpXCczQuPGl96Hx9aGyk+2Q2nBvZ8i+DSjGk06vxCLSLM0dmRaTmjBgtpEweQwiDfSAKxsiijQppVETA2exAbBzwSoTGB0EiUOcaOyRMn+shZbpyPEOgplsCROlVhaASqGjlySef3NY2yESZj7dqHylWAuW0k9cK3yEfem0qqgKB6o9suB+IdNmUvUU8okQRPMfa6yjJ0IE+8bkMScAZF2lpB0LxbLJ55JbjsVpNXu0XaJO22kj8UmDcjBPZovdVhsxXk4GVjRAERW5whcBPf3EyZK4QaR/nU3CQQHmI2BrL95SWxhDOUwnUgHswHr70CeOUg8fgQa2udK0VgRISc2Z+Z74lXlewR6A8RYaXsgSiQopE+Hi75kZyiFhcxzPoWMJFsSmdNgR1kZB5TgYeMXI2an94ZUK76z30p3SVeZ2+o/pNRCdQY27uxryMsQB9y7AS5ETqFXaYr32IfDlGUliW9kvF1u9FOYwJI8ODJwcVZFs0kzQ7ZWTAQAqZgq5Id3AvePl06dFHH71HP6TKGWdZqw5jibjqohhRnD5HFrIJxrZmt1zbdIzV03sp3KsQqLFlWDnSCNH12TiRLttjKmZFoGyXFLV7yVx0UqLPvvNaVODabA1iXs050gfOAkJO5qqCE85e1Gkuc7HslL7UBhk051th2qN+c38i/uqsO8dKeP2zGqPrCOPHgWLPZQjrKmvgEFQbwEboN4GNLIMMoTUsUr+BvmYj/OYcHE3h/vRP//QmzDw0KTYelIUwDI4HQUAVewSaCLLOawQE2DlCakZ2RaDACCIqKZI+p7lHoITXXAhBkX52fVE1j06bOnoKl8JIp/AedbyoHKlqh/aKhnmMoh9EyfjWo64YC257Che8U8zQWJSmTy0gMn4ifWOm38xN68MVegq341AK1/VdW4Yh2QzjjdTJrIUqDHzIfXAYIRTvaxtjY4ackOoKjL+MjKhAatHBntAhBGrsZBAc5hSNNV1FyBZ8dGcerkqgIjTyhkDJHyfYvCW91DZ2oBMouWG/2ENzbbJwosIcznGQO/OinALXJk9sn/eQXaND6lHbyV+1HQ4OuKyI6Eq2xPOxdVn4Iu3o3qa8PJsUbj3f2wr6U/DCYdQmRCKDxmHZm6e+jiALZEDfWmlbn5OT0J+jp3D1vWyUaRtZLk40QjXm1eG5Co4SqDk/nUzYCHgOkYJVjZ3kVgSq4TwsDe3vfIIH96qDiI6w7REoIHHGTbqteqJ7BAqEkIeBeEXUzkd2yLEjBOod1YCAekeREvAiDSJh5kjoH9erfVMPAt0xBPryYivkRolF+P6Vno+HzlHTfz01GDwIgVIc8lUjnE9/+tObEbIAjOGu4z84DHKMHBgr+kXPOCf0ZgX2QORvrg5ZIVvTKfQXgYKoS2TgWgy/a0uv1uo7FSsCldHYI1CRh4wXuSMnZFDKTwSHIF2nEyh7IT1KLrVHdOO3ORJMsAvsA5kX+bmHTN0q+tQXnqvajHpYIwL6g+HnyLO9+o3D4plEV6tzHdrLppnKItfapA/0KxJeOfjXETgigcrq4Ix1x6oTKCBh0wdkjfzJUsmWrJyyU3DSIiJEyNOR75e6RGLm/FbelN9id4sC4hH4HW+NUO55OyIBKR3Gzbl7v/WgPFi/rakOwm2+ZSWkQMkJkdV+Isi9DtNWxrsTPYNvqbs0innPKJXraMvesZqv5QFatEL4bwM8rzmh3ufGTD8YE31a532kZ/QfeViBnDk349Chb8nJKg1rkZIshMxH4Pe8WkZVaq62ZXAcxtJ4ydKoCnPMOaRnCNbvo0/mo+p4MoAyTVK3/uWs7sH9yENN69HhSqjsiXtEtznoIjTXz6pM94jesiVkKIGA89mx6HY/aurUc7A3rs1u7GUzjl2zpldFyfpWtsY5sR/auTrXUX9HD0Vr+lxfrVLh1xk4Z/WMDlmMzhexEZ67Qn/hMv1APjK+5+AkAh0MBoPBYHAvhkAHg8FgMDgDQ6CDwWAwGJyBIdDBYDAYDM7AEOhgMBgMBmdgCHQwGAwGgzMwBDoYDAaDwRkYAh0MBoPB4AycRKBeUFVcQDmtvPRedyHxsq8tcg4d9SVj11OYwee9niGoNtLP98Kzl4LrvqGr3/UjLzAruuClaKWsel3UDoUg+g4FXkZW4MFWV/7tRSQ8k5f2vTStoENtZ4e+8DwP8gLvJcEY6Jde4xOUVNOn/s0L36dAfyuIoVRahXsYP9e080XvYzLgRfRe+sv/tVHFl8E+FBjQTx36Wd/+7d/+7TaWtW9PgaIGxrO/9H6bwC7pAwX6VwVC6JHCAAoHrIpK+F6hCLKvMluXb3aajarHarecSwFdZ0crFwHb7FnJKZ7pdkVfsBu4QCGFlV06FUcJFMEpdaT0kVJ7yiYpaaeslMotYJcVpaEOHYg3UDVEUXmfq8nYocRUP18JKqXW7Aeppi38wA/8wH2/6weBIyRqXnqGlLLqNXwDwqv8lrJRAaPhbyW0lO3zrxJxIUkVPfRRypgpD6WUWa/XCyq2KCytLX3gbyIYVrsnKLRfyc7nSpCltKKyWvp0r2JLh911lDX78Ic/fPeTl3f0UE+UnLimcmdqOKdcGbkxdmRP+bhsfQZkUik3O4EM1iC7CnQrg1ihf5XAI9MZS4W9u5N5CJxSemeHjNsIsqikoDKhbJTyhepFB4IH5UjJvEM92OrssVvqvKqPmzFQV1oZP2ADlTX0eT2y5+glgu7rK5XxAtXFVBOLXWEDFM1PP5BJsql0o3P1l+3MjgVVezhKoCr4qzH5xBNPbF47QVcCSU1YiqSEkkhQLVEHovSdnTbsTJDPax1UZZTUh2ToHnnkkfsUTS1cBo43yyNzICMP7hzbD1Fa5Jjr26VBh1DkfOZQki07czzzzDNbJI2gCSFPrQJRag8nIcXktc2uLGpdqsuq/BjBZizsCuP7bArub/1hCzR1JxVwrh41zydbNd2GWri8ZLsicLiMTZUBBKhOpc0KRIrGlsAj1WMQ4XCCjFNq4epbikA+lE/jgRsXckaBfP+Wt7xl21iAw0PJODlxghS1V3v1Njg150AZOfVu1X9llAL9qn/1M2dYv6szbczVpz0V9Mp1Uwv3NkEkxB4pqC97pezl93zP92w2QhaNvKoTzegr5ef3yJKdpVPZjEPdXjbPGNiByFjZqQhkDdkdtXURTw6/v0SItNkUNiD1xskiGyyIsasNu6LuONvNvgCboF9tgCBjgjfYnb614qk4SqCKICOzXsdUGoy3VLfYAaSw2o0lEE7b3UQkKXIV1SLCikPF5NUw1Wk9jbRXTJ6B1EFINECqIhFOQaBd2ReOMIdAeSaibZFNQn0DxbvjvXhefaS4fa2tqlC5dtYolCPA6+Nd3nQCVcOWl0xGRHaVQMmFMVa0P56h/rfhgN/WfuxgTGQTeOtkJwQqZcPDrtvWwfd///dvZKuvESaZA5sWKCqNGHzHY+VgDe4HY8VYI7j8G3A4REb2Uw2kH/WnYu574HhyhBhwjjnS6ARKT+MkI9hDqTZy5DcyZlL4smPSd3SVIyfVx7HtKX/2gaG1pSJyIkdx6DnpshpkxBZrnGP2QMDQD/cWoQeccVGhtrv+obYz7uxBrePtGegOIkCiHJJs+g+uTacQArvCgalZNXryLd/yLS9953d+53ZvesK57FNTlwjjyd5yGCqB6nOBErueMTQmtim06wo+wU11E3LgTNs8gqxcFUcJVIhvcDE1gcpNDJCB6zn0YwRKQA08T4hgIb2aLoU9AkXivF0eRd+od49ARZkMbd2uRufZaslOBZ4DKA9CVEicYQ+Buq70I3KtsBOCwSPI8ujdCeDd8QB5i8AY2HXBfXmHN51AeXe8aGlTXmAlUDLDKfmhH/qhe4RW3+tTBmkFSqFfjYf5eB51CDTzrOQr8Hu76CBl4+z/duLwOc9cxEnp7ATEoTs1fXzbIHqRCmfI6WolUKCnNUWGjIy31P0K9A8ZcMwZdXrLuUECIVC25Vu/9Vu362RqRIp/r8h/dmMhUxxg5yEgdusNb3jDdg/fc7xCImTUfrJ+xzFwDgc6kbPsiXuTVXIpq2YHKtfPwWD7TjZFmhXs+GGaIKnUZEEyldDBkVB4vuoCu+F826exNWyJ7FnAcWGnbKvGjtggodpiJMMO29+UHUYinpEjQIdkCmtG6FJAdmQCOcuCuEqgUtocDZlPY6xwPrucdTb6z5iRPXbC78l0ZPccHCVQ3idPnfAxRObvGDrCt2LsYwQqJUww7H5A2RAKIaupTucmFadzHCI6xo8wvvGNb7wvStkj0KQKGYFAu11LmpVQO/yfkBPCSqDaxdMR9eR5nM8BMHgEsoNC6CsEHZJEmlIw+vM2bGfG2YlH3rcz42kzTN0pMVb6dDV3DBZPkBWbCIskKoGuQMHIC0MIv/u7v7vJCENsLESjdubgrJ27H+BtgHFMBkompxNowIibHkGMiGmPMDi/xkHKklEzrjaZN/YIlCNj/0vERW/pExJhN+jOyu4gPY6yrId2cKZit0QkIjoZBvJgmoAhRirkSWRKJhGfaRdkzujazkybkJDri2pF166Vw7Xclz1xjoiW7ruObc0YcvaSYSeHbN4xsG3sDadB/yBt/VWdQ7ZIFMYprNFUYG9Tz+7eYP9ifyMQc83+z85xVC4JnDOBjl3BkGMl0KRjZZ0QLKfD3zJbMgfGmd0lo/rAmPhblC7TcA6OEii4OG+SB+aGGm1ApTG7136IQAmPgaQciS6RpAelIIFz3aMfvEMKvNpTdI9AGUZK040yI2ouVaqRIvk/o8wbqQRKOCmgzibIUk3mMQ2iNpnPrXAN/cSrFdUCZ4EyfOQjH9mU/7bvB2r8GGG7y1dQDn2aRWIV5IyRlUo3RgzZIQKVOiMvZDHzmlJZphw4P5RNVGpKQLRAHt3X32QxmYnBvThEoHSZ4Zcy5wDXhYMV5J9hq8abcaNjCFRkIMtUF3mxJeaw67x1BYJzTp1SYjjdJ0RuTBlO810cArr7qU996hVSI1dsj/YjMQRKb6V/V/A5m4PEosscavbMFEHAhugXjvixVcbkXPtcg6MImVqqW/uxI/ThkUceuc/Okm1Bg+DEc7gmshWJC3yQiSiNjXJ+z/RdV0il02dz8XS5EyjZ8TcHLusgpMCzfsViI/2KDzgWvmeT/W1aceWYHcNBAnVBDc0AEQQR2vPPP7+lI3leGeTgEIHyDBk9Qux7B4PoOnWDbJ/zDC1YQt6MIYITKfASV9gjUJ2LrFYRKA9XisT3lJ2hdT/R6Dvf+c4tveeZCb3FSUiAQmq/OR+DEWJ2Talc5KsdoimfEVbeKG/b/90Dcbin57sNhroTKE+ah9gjUHJFAfriLjC3qV/JkD6U/idLFES6KsJP5hgQnrZNmkUve3ANkbCxImMMipXd5qhtrD24H4cI1BggIzYC0dFhOtRhWkh0WFOIxslYMIIyBeTAeLiXAyEjBWnIOlcYIFDyIJoNzMEinoAuI0e6D9LBnGG6TUfJKBJ3jxCo/9fILzC/6hlsnF2fQ+Sn3eZ1K8xzSvfWNGwH+2A9BdvARiTq93/PX9vhOzbTRtKeC2QKnnrqqe18UXMcR6AX+V0gAHJdz3Ld4XkFOvqcE+DZOFrkhLPC+cm0WhZOAf7i4HCSOVdkxPjHXoD5T3JyzLlZ4SCBihQMqJx5ByVxUwNY0xKHCJRnZXCF0LzDHCJSXoCcNTi3z4EiJ4NN0BFPxx6BmktA0DySQLsIGAHk1ep0HetAiv52RLj8nhdH+M1ViH54MDwbim8weNCIlcLVaNczeWa/zT20x/Xdy+T2TUcn0MgIT7IKMjnTT6vxzTxUHyd9yYgxPsaJ8jC0xpfHugfGxEo80wGcGHNnWVwgPeQafZpgcD+B0lHTEr2vOTZ0WsamwzwqXakRVSVQq9wR2c/93M9txFgPDvFqXEKg7ETAUHLUgkqg0q3skDYiUIGAiJS907YQqKixv5OJyCzQ4SAw5hXm18h6T40iNlmrzJN2uCZ7hGSRerWd+oO8V/KlQ3QCqdAhUbmsGltDr2pm0LNaV1AJFTwzR7Ov37iO4Ozob/oeG8BWsAH+feT/ImkE6e/+aiRHSgBm3YQAyJqHCv1waGwO4SCBIkmT7qKqPp9hRRrC4rFXI7hHoFKbBJM30GEhDgExB0nIVwTqHgRLZ7lnTzvsESjPhJAg7xC9Z7EQxWci2qqgH/3oRzdFNofzyU9+cusDr1qYv8jzMLjy5gy3dlBa51iIUhUYeDXIu97DPDIB4Gn3xVA3EZ1A9aN5CgYgSs1T9BmDtTKQUk61D3mbZMEiCobPODBeDC856saigzEyZknBW/DEGAGnh2FdRR63HZ1AzfExbKY5AnrGIRGJ9VWvYOWocaqpehmApHBlGRhK0VwgApFe94rMXgr3KgSq3chK9OFzYCu8HsL2uMeKQMkVp9u5phw6ONjk0nME2s5emBvtZAzIwUpmNomDUAMSEARw6Ni/2Fp2S3pZX2q/1zf8xlqLLJoJ9AmCkMYMnCMrJqLbm6u+TtCHMlTVBnDSECZH2HQZDuBAsOux1frClJp0NycPB3GUsz5Df0rf+vyYzVjh6Byo9+OQm7lLiy7MS5jDYPwYRYJfsUegziNY0msdHpLgimhFHysCBUIt5UvR+vzKHoHqIJ4ZZZauFR3yOP29SgdTIg5D5kBBkQSeC8Lzbqr0LQMrf25gea0GUtqXN1OP1YrS2z4HCpRBHyItfSra8LdFGcZMKp2C771a0udAjT9CZFSke+sY/NZv/dY9pMx4MPjeG00KnYyQQbLI+HG6omSDV9EJlI4zQMaXU2NekIdPX/ZeDTC20uQcUA4M58iKaDqk743BI/8XUZjLQhAcbNekM9KOnWDgqgSahWxW+iIodoHjxdYhR9MCnUCdz5lG7p7Z+gpRTw4ySGYYbNf+/d///W06gvOtbaYsVv1BRtlGbaly6+DMiSYZfY6Ke5pnFQEnnW0lKd1xT+s06vnsLbupP42bNvk9R0R/9mjsktDnQI0Px43sIVd2BR/gi2RRpcONhbHlqOkjfdd541QcJVAEIV3JUyE4OZDkylvC4lbCeWE9BOpfxpBREtGtkPQdBXIuj6ATKBB2qVXtIeSBFBABIRgd2sRQ89B0lvMZ5pUiEjaKTckCHpp0D4EzOM5HCpTFtQ2Qtq8ORNHhXG05x+O5RIgkjH0l0MgVz1ifGhepPQ4MWOGo/0QdKxgT4/H0009vf1ulzfj1/ncwLDUSkqoxhnUFtTkrBpvsapOU2+B+cB71U4W+pR/0gANjLDkke6+cIBGERc+MoXM4zcYphk6EKNKjJ773r7nTPZ1BLK4lnRz4PUc8YGARt8/pvoyFsUb+Dul8zjI5ivHNSn2g7+Z2yRQj3OUt72EKAtg7bSbbnHXkucqsaBPirNepB0MP+kMxBc/ouojdtJG+FNisznUgWjbN+Ug4Y8RJQJ6X7CTSWc9Ybaw5d7Kn3x2eVVQeLpHp4mQYE9/rS46TPjoHRwk0IHAMIONzaG7pOoNxJtwrYj4FyF/quqdIBueDc2VMVotNHhZEKdLzjFeFyEi6nZO2cq4Gh2EMZVxO1Q/9z/HdI1pAOooUrMjntYC20ulzDeghsDeu/VouFDTXr89qdu8q4IA8yPmXgoxrHPIODjyn4kGzgCcT6GAwGAwGg1cxBDoYDAaDwRkYAh0MBoPB4AwMgQ4Gg8FgcAaGQAeDwWAwOANDoIPBYDAYnIEh0MFgMBgMzsBJBOqdOC8We/FdNR9VP+qL6erFqihy6Kjvjnr517t2Pl+9f6XySD9f2SxbFNX3BVe/60eKLXj3U+UhVU9WxagrVA/pJfa8s6bKipd2Fazu7xDqI+/IqvivyPGhIglqgNoaybtItwHGwK4Xq/cD1RJVo9K/x95N8xK0Pq7bSTlUinFt/1eirx/kM+/+qj6i+IKX0Ou7nmSSbHg/dPDawTuHdFeptUPvj5MROnHV94G9d6paz7nvdh+DajeKPlzlvUlt8SzeMwTvsXr+Y21kFxT30F/eSe7QR55VCUTvg3b4Xlvpk4ISXb7pQdedWo/40mDs7XTVoXITPWeLDxXKZ6P9hl05F0cJ1EvO6o2qYKFah4oyqjcom6fyRiphqPjgUN1BhQ6VOvKZo5beY/BU0lBFom5jFqhE5BqqRbifw//dVxUUVUfcV03cft9U2shBAdQ0VV7L3ypw+Fc5vU6CwLD6Ta1ExFlQQtA9UjlHyai8pJs+cl3fa6v9JpGtdlZwGFQUUa3lNpTyQ2zKr/VKRIyJqjYZE32qxOKhPsnO/OSgHkr3Kd5NJvt3fq/GKIImg9qhhJ/fcgYzPtqm+lXdhmpwPhhvVaQyvtFhlca6TnAklQhkD4zxVaCqjHF7WERgVx77+u69kL8Ce0H27H0MylMqKbhXW1lfsUf6R185/F+loJCgflEQPTaYTP/Jn/zJK32JoFVn831slC3UQrTatNId5UcvEWqMq2RFlys4Dj6PLdYPti/sFZeQrIpUfvMgRVyOEqiSZsjQYNqdRTUeXo7alUrnMUyElwFz2ERWuSzF2EWZ+bxGZKq9GGiCb5uZ7t0p66UurmiDF+fgLSnX5hwlvxg8FWxyfV4XoSMQ+cyhgokdX9SRFGHwgnUoAuPNVbimgvDqK6YWLgFFAAZCvUtkqQygv9VV9D3hJ4wMMoEVvdpZoW+9hLD1I0OhJNdNJ1C1QfW90o/GuxKo2sgUWs1KDpW/GQ4Fr7uBDbLThaLaykjmoDSUgAzUzxku91BWjePCCSIfxsHYGetkKJT7UlLtYVSkuY2QcWA36A77QBbe9ra3bXrTSVLU77f0TpbpKlBDWbm+h0Wg5IWNugqBMs4Cg+xEQ8bZsz0ClbFij5SU8xvRJ/sjIGBPySh7oka3gEBEq8whEhXh+16NX0TP5rG1dISNSSlMkW30reoIG31JwBX6RG128kKnA3ptD1TyIBBiX9kTssXZCESuNq5glzgjD5VADZSor6cbpRkIRW0YaPTedmbgMztfGGx75CET4XbFXjF5EO3qOCnlir1i8jqHICnoHDCSyK1up6VdCozz4tRJDYFSBkWx1VfM8xBYA+g5tFHErFhzTVGKkrXT7gyBPUkJPefjphMoxbaTD9kx1pVAyRJSs19nSrTxtPW5cVkZK+MkSmFETum3RPrkiFEyTuqYkh8QaXL0OFQO7dzbAHpwdaj9KuqqxkkJRfqeereALGRr4rgeI1AOPEfJRg6mcGwHWAmUjiIRDhlHnRN+DJxcBMNBk1XjkMUuhEB9luLxSsTle849h4CDbycn+i4l6N8Q5jECZQfpR4rWAyOfKFTAggQ8U8BJFz3ZTMHUEudT+wLlAzmENtEWfbkH27NKDV8SbDWor9hQclMJ1HOSBY5aoI4xR0SWCgRdfkM22Z+HTqB2HzB4vHkRaARHY5FW99iPEagHEK3xDBhZgyodWrFHoO5pFwRKaG6rYo9ACR9Po85t8VTcg2LEgPueQBogRrruxuI5Us/S80uXuJdCzww/xdA3gd8oGM/jywa/IlMDJiLjNd90AmW47MOn4HMMRAiUUCvSzeOOPEE2UmaMOhglWQ3Fse2PaNMAO3XsRR7m68ltdv9xH+keKblEoMaDM/S+971v24mlp3kG50OKDQlUmBekuzJJYEzpIcfGZ8cIlL2wLZVoTTqTDnKCQqD0VMSLeERksk6IC9nuAXFy9DjNUn8Mqv8jSkCgyMk9XNN3smApYI7A2Q3t0H6OQNKl2SnoGIGyDX2uztye57STEIeDLNffyIRpr60R2WB9XesFi0L1kQCIvHsO7UbCCubLlolkLw30+Rd+4Rc2W8JBqARq/NkItkV/0Hm7z5A5NgM4QlK3/mUDHjqBElqEohGEh6HhXYoAq/ELjhEoIibgUgfO5y24bhUu5xJau3iYM3HYKNnm3QTJ9mF9QcoegUpTIGxpksB9dWL258vWRvaV05mdQAOe3utf//qt/RR5bwdzgu56otJEU6Iniqqdt2E7M44FxYW+nZn+5gHGKwxM6DNCewsDyAlvksEydmSSsvQFX8bUdnvmvWshbx66djAqrkW+KBonTnp/8PCAJGQiRA1xehCDuSqRpP4/RKDkyW49DB6dRiCyYP4OgSI99sG8KN0iBxxW49sdbuAwidBs0s/+0FVTUrJQDDEgHu1iG1wT6XgO8icaRqC+l4Uit+ziVQm0gw2yf6hnY38ZetNl9Xy2lXzLskTPKqRutSFRa2w420VnfMfBqHbxEiB7xX6Th06gIMVt/Iw5G8AJYctjh/VV+ksg89AJFBgvzG9SmgJolMEgNH17skME6uEtHpLP5zUhQSlg1xKlBM71GaFxUDJCyoMijJSnY49AGU0EKhKtkJLloRFQefPMczj2CNQ1KBLlQoAIoAsvRXVdBMowAIXXZy+88ML2923fD1S0blwZhgoG0Tj3uWngrOh389c8bUokE+C6Uuk1epSKIz99egGsxNYeKxmNHaOcNJf0nQjVfGi2sBo8ODhMCIEeRgc4o2Qgen+MQI05/ZeBYjzBvxb7hUBNC4gS/R9hO7JnZBb0VIiAyYPfcLREbTInshxsGCBQ0wrVWSZXkVMEyj7VucQHIVCkL0BgH5I9EbA4P44HkH9OPJ2odtYzCVLIPxvG5uo7TqNnYXOcKzPkmiLmGrleClYEqh+yVzObwFZzdDjrdSoteOgEqpHIqkZ7OtucpRWwUqMEqOIQgTJ4PETzTQbfIX3jOgYyXoJzPTSDi6ApG6HmVVicsMIegVJYwmhSOSBAhAtR8la1yfyFsJ4CixStCJVKXKX19IfnpyRS0qCv3IOyUeIMGOPhb+lDc0DuIfXrXP24F8XeJKwiUA6GVFLFc889txmmU1diIkD7UPI4c21pf165sT3moFjkwQtnCM1/ynpIDUvtUsDBg0NER8dlDbLCWdpcJscYIR46YdGLsTeFUqdDAkZO9sHUT4UsQghUJJkFa/VAJozpCuYzfcepJwsMKqKvBPrt3/7tWxARcIwZaTaD/WOr2J/gXAJlS2SttMEURJxzNoptq/OXiJJNfPOb3/zK7/SrKTf3Zt+OESNZd91VdH7dsSJQPGGsPVe4x/oGQRt5q9koeOgEaoKc8PBoOnhrBNcDeJjgEIHy7q3CM+fEeOZwDSQXcnSua9c50Ez+IqiesoM9AjUHSakoZqBdNpeVjnYviks5HQbA3w7X46khxqyoC0QrfuM7z88AcwxsyFx3xWecPZvr5h7a41yfiXZuOjqBkh2LABinKjsMjv5ZGVARoUVYooqAIyQVLzKJdy6jQMYYRd/vgQyIXrIQTKpPJiJjyYgySIPzwRHijBofEWbGml2hW/Sg64R/RWAdHHnjao6z4ld+5VdeIVBOuHlBqdR6cGa/9KUv3T3jVbBV0qAiYXbIoiP2QlSH3IGMMtSVQEWtnG4OHwKt8gfnECgSk3JE4uSvZras+mcrqt3LOgLrDMi5QIMzidg5GdXx13f6gONawa5zGlf29LqDLHUCNY+u33uw9OM//uObk13HCB46gep4g2SCvK/eQhKMopWsFXsE6nyemlRCBw/UgxMA56wIVEcgQcrG66oCDXsEyuugIFk8AjqS4EgHStlIzeb49Kc/vUWM7qGgAqGnTCJIXh8YPJ4eZWcM/M69eY8MeIU+pHD1HgbU8yr00H9/E9EJVP8hLHKVVKmxloIjO91TBAbA2Fv8EOhbY6PfIw/S5QzxsYIIDCWjhpSBXL773e/e/i+9yxCdknIbrMHzZ7Sk0ERs1Zkx1jI9VSdMaxg3C8NWEZFzRInmH2PwkASZCYHScVmqujiGA+ycO3fu3P3kVYh+jbOVroF2k0t2DxAo3c4CHs9h6oFTLLp+LQiUDmRVqb6ofQVSzNLE9CjfIQltR65xBjkY1ovETgUyaexddT6cIyoz3cShvTSsCJSNYJPT76Av3vjGN27OFXtR8WWZA5WmIAxSblZNEgZ5ZtEWwUIOFXsE6r0oD5fVbRUUQdrN9RDaikDB397f4Y1ZVVUFbY9A/caEuohC5MtrFHlaREK5OvocqPO9+sDjRJpW7UkREFYKK51LECm/aMbcaj165Aq3fQ4UROY+45h4LSFORV5xkHEQzWfuSjrKPDW5U0lItoLyGAdjGlAKxsarDHsglwyjOf0YG685fdM3fdOmTBaskY8qv4OrwSthdIKudZ2wGrfj2BwoSAHTQwsPyYyFef4OgdI1em4cEaaIki4jL2TXgRTJk1QoR8rvZdzYF5Eg3Scn7JY0NNvF/lmIQ/fNL74WBGqO0z20u/cVR5B9tN7EfV1TP0hLSlkjX+9Fci61Wb/X89kaziVHg75ZwaqvPRcbhHAvESsCZYt9Rnf1uefEWcZCqr/yBXxZCBTMI/LykSgPTyRpRWx/FxOwvIeSWkvEF4PFIPbXXgICz/OzAMS5Uiur+UcEa46KsNUUm/QEL0PHdehYqVIeMUH2DudKiYGwvelNb7pnfk5E5LraR+FcR5rE/T2vNJXvVgfC7eBM8HC7R3RT4fUUqbX6nhthFi2SCWOir/RxxlwU4bO6uAypMp7kkLEQWVi5W2GcGe1K1h3IVVZC5iAwFyaFJgrQnkOvPgwOg75Lg1Y9qMfKaCMw362c2sB1ozvGCPFZT8BWZC2B6xh/NoqMIERR3R5MxbgevXZ/i8o4UAhK2tdUAMdYpTFyhywRd6I2GRH3q2sZkl4VfID5XbK6kkk2Usq69k89Eh2bupAhIZ+ey8K39BUHdXWuw7U5n873PnvOp49e8bhUsB8c4P4KJCfFZ8aJjBgH/d+jcuCIi/wfZKrmJAIFDRYxScX2lbeXAkQoRbPqzFOAiA2QfwevDRgQY7LnWHWQQx4jg9U9ylMh7S7dw4utQPAMMCft3GsPHj6ix338AmPHRhnPvd9U0GcRZM94dbB/Wej4lQJjL8Ktc6RXgfY/yPmXAvaEwyJL8DBxMoEOBoPBYDB4FUOgg8FgMBicgSHQwWAwGAzOwBDoYDAYDAZnYAh0MBgMBoMzMAQ6GAwGg8EZGAIdDAaDweAMXIlAvV91yntVg8F1xp4M+3zkezAYnIqTCNRLyao5KIukhqlyecpHpWqMuox2DDh0qHcbqChinzqf1xJYgZJa/XxVatTJVOorhRCU1uq/64eXaRG/SjPKxCllpQrRqt4qeCaVc2qFG+fbasvWaPXwWV5IVulDu5WHUm5LIe29UnCewfPcloIMyizq9/4SuoIIn/jEJ7baov5dyUKF8/VxH4eUSzROyrORE+UXlXustYaNOTlWhu3Xf/3X76kEZRyz/+zgtYHCBHSErKuWo3LZVV/gV63KziQ33bFhC9ThVgVJkXdl6Gq9b/2mJq5+VJ1LdaVaEIatUd+Z/JJ9hdVr5S/nr3Snl2K9JOivXjHMc6rQZCNy/YBnFI6osAdwbARbX3fSuSqOEqiqLUplqTGpFqktyJSDUkdRDUeVHgyqcnYOZe7UHlSjNJ85KiExasosqX1ZCzkHauGqcanMkvJ8DvV11S1UQJkxJjDKbuX6dmlRw9Jv6n0Rt6LRCsRrt/JfrrHa7ocBtgefZ0stXFC2y7U8lzqrOdTHRLh2D1GDUcFmZb2UhFN3kqB3g4EklK+7LbVwVQyyy0mvhcspUw5SfU/ypUQk+VrtmhGoEkRmjF8dh2ypx+goyaaMlxJuZMy4p+Sk0l3uo9yf8VT/NoZZ9SElzijl4MFB7pW8M1bKbtJfMnBVB4WzQ58edkWZryQ4GoKT1PF16DebayRIQXZqfStNpxQpueeY6BcyjBDYH8X7yT47SJ9SBB9J0B33qLrTS+FdCth0+lpr4bLfCNXWeUox6gf/11/ZoIB+swu4wPeuwV7YWvIcHCVQ0aZOf/7557cyUilnF6MomlI2iaF0MEQGWZFwZJHPa5ksg63grwdDuBGSAIGqZek8UYKDweVhEQqCQiBS0s2hQ32umHI+c7i2zXwVXtaJSJPXgQz7jh3arjMJWiVQEY5rI0TeSw7ESXjf//73b9/bXUWU475qthL4ujMEj9H2QwpH3wYCRXiMgeftBCraI1c2J+ZpIzlCrX/2og2F5cmNjEcdB9G/vlU4XJ1kTh954zwZT8X+OVz+JR+u7/7qgWYM1Akl0+eWeRzcC9GS8eWkyBzQXzVlGawaGR3DbSBQtcYFDLZm01cO//cZ/WBP2C8bbtAhDr1+RYBkXO1dRKHure/Jvs0akKhNGnIPpGyrtKo7VScvAewrR5gcsdOVQPEEm2snrZRmtJ0d26yOMN0WlDliI2wygIMEhgj4qjhKoIwKxu6GRYqSAcoO8wGDtNqNJUBoGqs4vWjPLgL9Gnu7sQCvS8f1AtF7u7EI30WmotbAdRlbApdO8xnSR9DuXQmU84AEGAW/rx1NsXmKjEN93myrRZADaUqDSRFuOoFyVjwrZ8p4VgLV17YYIgNJY+tThcEZgtXuCL43JrIRHLk+DhSCPFKuCh42YmaEZB+kbUBqR7FtNVXT1s9+9rPbd4MHB53hpNbMk7Fh9OnRHqTf7HZkxyd2wcb1lUDJhg0nOEJPPvnk5nhVOeiQyrNpgGvZTQnxIA4k5ToIJsQVcLIVmbd7E8PLdnCWRdVslt1Qqq6TR1MD6iuD9nDotc/GGArOH3IaTCcoVF8zYuwZApRd+cxnPrPZn9qXHHN2mTwLYmTgZGACOsZhjI6ZzvJ7etB155LAieZYsN2cikqgAiwZJ7Y3IDfsra3wbOuGPOuWiMCuCNhWducYjhKoFCsCElHx/Hk7h7z0YwTqIV1PBOC3IgTEVaOOFYH6ngG2y4P0MINZsUeg9nZE0tmsG1wL6enMzIOZeyBgPBbkWgnUHB1jINK0EbethSjY3jyq61M+xsKgAaWlJJTKHMdNJ1BpenNXshN9OzNKjLyk4CuQGqdjZWA5Xna0MGbOsxuFqPHQvJrIliyKgo0JGead6nfpRY6c9r3jHe/YxnTw2sH4Jxqw/kCkxPnhUO3tfmGLMnIivc4m0EdRbAgUiclayUJw7GUb2AJrDqr9qPBbEYbdd0yvcJTsgcmoMsAcZgbZzh5IhWxwtJAXp1g7nBPysYewa8pWBWwLG2O+F7SHvWBHPL9pBQTH9p0KkScbwc4gWP1gN6IA2erPt771rUv5lyXUZmtWPBfCYX84EDJyPtfelY2+zuAkOMhD385sBQGUaNU2mCungY0gU449GTqEowSKYGxFhgwYN0xNKHh2BKrjGIESQMKc3Lw96yhN3RXduRSD92kbIYcOkNcmVLYa69feI1CCSPjiHQY8WNfzDDw4SmKREU+0EqhOJ6SeXYQjpcSQUzr3WgkvhTK3p984AYy/geYNSr/c9v1Ao9zmIiukwPWz1G8Ho0sGjSXPWt9yvoxb9bwDfc6JYcgYITDPgbgZZOeKkhCwqDfZBYSaaGfwYBCVGU9jZhz8u9reD+iduXC6JysAMgLIynjRIxEk28HJNVYiK04UWULSKzjf95///Oe3v03fiOboI5miv5xpv/E33TVPnmjPfZIpIy+iWc+SfWqdzz5lOoBss11sWJxzzgMSRfo1KNgDctYP7BN7IQrVJls2Bow9h0Amp9sgpMAh4AQIenxP7tksfay9HBk26FK3NPP8xwhUgIND2J44NxVsBC7RL9l67qo4SqAg4pSSYPh5ZaJDQsiz74s+DhEo44SATd7yJgmbnLyIVHQXONfgMpQOHqn78RilYlZCuEegVp5R3J7yFYEQUOk7i4He8pa3bB3aCdQz2INQ5GgeB4T62ui6IsuAslEySq5vtAlE2xRZH8JtJ1BjzyCI7CusjmZwrfDuYEgQIoVPBsT8Ba+ajNQVi/5PMfSxFF2VQ5ERgpYCcx2OGSVjPO3Yb9xsPrzaCH1wOjilPH/RnDGTvhX58fSNfwfSYPDrVAvDz94gUOPjX86rlKapEYdoj8z09QwBvUMmgaknZIhIAylcv0NQ7iNrZF6dfLmXqQVG9tlnn90iP4ZbJoyBFuE414JK+m+ahtw5L/A58ue02Q7yEAQSomL6ET1wbQRfV6m7JgIl+1W+6QknH8l7Ln3I0fB2gEg2WTNOCjtn0dEl2qFjBMpGs+H6QRa1Oxn6Qb8aK07YuU7zQQI1MAxOiAPciCE0OEhNBFlxiEC9doIsTWYzfA6CQQGQWeYJnOs7wowsRYm8RJ4dRSQ8HXsEKqrRiV2g3/Wud23tRKTapJOlEJGleyN5m3xrwwrPPffc9vzJtxugrITj5SXFjKARqpSjSMg9pBIpJA/90HzQTUEnUIbAvGQfK/JBFhItHAMlyibD8c6NVwyIbEcl1g5EylCZd5N9YPA5XNJdiHRwPsw9i+zjRIJon66ZLumwyTl96pEA4kGcbJCsjvPZgRxsSY0IO5CbbFMgjer3HPeAfIZAESTDymlnT2Q9RG/ui0DBHBrDi+y0V7viHCMpjoCos8I5ftc/rxBZSzeTZ1NPsXPWfbhmdTzYRc4EByPkoP2mmDwfx+IYKXBgXfcSncVDBMo54ATrBzzVpxwFSey/MSRfArtzcZBARVeiTSTToREEy4B5mGCPQAmD1C+hZKR4jDlCYibnwbl9DpRh5L0SwkqGwR6B8iYZZe8EBgQLQSI10UdVSAdF5qUyqF/4whe2c/vrDSHQzCM89dRTW0RKoHmBAS8SqdbrG1htovw9CruJ6ARqLCm/eccqIwyFvunvbYGIkRGqqToyhUDJoWuTSfM7+tiK6UNz9WTLWFn1qw2ilLe//e3bd5wuYykKGZwH48AprmAnGC0LazpEe8aNrFQgYgQqorBAxBgZZ0bP4XMO9t56BMRY7Rei3iNQGTH/Z4sYVoSPuJEZefBuJci6SclamPOmN71pm5oJWfkNve6vRXzgAx/YnLWasapgX5CZVDBCq0GCV1jYGtFzgCTIvayJ35ofNSfKaeH4V5vst14f6s66qJTN5ORfGvYIlJPB+dWXgpXaD0BmjBlZ48jJOj4IDhKo0N/qJZ0sl8470yCfi7xEUe9973vv/vpl7BEoz8vgCpc7pDU8sIl9114RKEjD8ggRqcVMFXsESrB5k4ie4gElosjSRZ4J4eUwAOYHzLFRTs9DMB1JdRgEBtfzEE5OAMI1Me83niGHAarXd1g55/7IwG9uOjqBQuazssjKeEr3MUbG3biJVJMB4MgwbMY3xgqpmhIgL/ox79LJIjCoGQPXqwYJGCwOUiICZG7MgVPkOrW9g6uBXUAk5gxB/+tXY2j9RAddsyjIdIr/A1JAEgjUeBojdiFjxhaJPNmElVMNVyVQ2SH/p6dAfz0Lh9dcKLiv1L+UND0mbwEycn33jHGWWWODyDd702E9CEK2QI5MR24dZB3p0hU642/3Rw7uY+GVvhEMsH/mbqvsa4NsGCfes6VNnEMpXGRzKEtzXaEPOoHSc3beswpwug0QqT/++ONbv8n+1e8d3UacgqNzoNJcDA1lQKYW1Mi7ExwFAbpHtUegyIoQIuIOv5OidQ9zJ3sE6ncMqOt88IMf3Dox2CNQMAdDyby4Lz3Dk6WUq7kYJFvnQHWq+RJtI6SeIwUApEl0vGtpE5I1N1IPaZmO2z4HCtJfjKN5bYuJyJTfMAjAqBhPXj6IJkUfxlHUyQnh6Eh5kRmGmlepX5FwHQPyVPuaXBlLBinpLyujGUSVWcybmhuq8jW4GjiHVp5KR5pDtPrTdA2DvfdKB1IwhsbGwhlZCn/TL8QhAuMwGRv6bzU2x9tK2SzY6TgnAuUMc6asXSA7IkfBQk09M9A+Q2x1cQ+QK/YCyXqOvLte71nB1rAfZLnKrUPkSEa92sOpMz1haoJuIA/OfKY+3KPLvgwLgjQGnlubRJ4cFW2XbblErAjU+hj9QCZ6P3CuZQPZD/3Qv7cGpk5VnoqTFhHx+BCT0Nf8nkiRAVsREA/LYg9zATFAiM+gYf9OioEVd14nIJjOpRyJNCpEfAycDklECSIY0W3SwBXuT8iQv45z7l7aQvs8a/UqGW+Lg0SdUr/aaXWv62qDNLDPVsdqPg9JWAm38kZvInjFSC+RRSClZCyMCUNFAfQpMEr6786dO9vfgASlZikNI8swZvU2R6/3fQ7yUu8tJceJqq8ikB/ywehzhOr7u4PzoH+NkZWibAcSqAthOow9PZNa51BxdkWYyBeJsCcI0Hj6XrTBrqxS/gECqfOqojHkyOkKyCfbQb7os3kzNk67kSHi9i9yDdyTQ0C+OhAWp5tMe1VKZorxXjlknstzdpnNkRXkrilyNw3m2WtfWri0OtfB0eDkO98aDXODCIM+nlt95zpAYMM54fgGHJRVHzgsUpUBWX3nICfdPp2Ckwg0EP4z+kkDXBooqLD93MiCsD/I+YP7QRH06cpZ2gOHhlE4F7x282Y9ZcN5Yhj3Fo4Nrg59rF+vYjPIwqHxdU3fP0w75Np7zj5IGYsyD5V+jL1hN14rRPa77J6K9O255w/uxZUIdDAYDG4zZE1EsFLJ5jSTMRncTgyBDgaDwYkwnWWxjzTzoY0PBrcDQ6CDwWBwBYg6JwU6gCHQwWAwGAzOwBDoYDAYDAZnYAh0MBgMBoMzMAQ6GAwGg8EZuBKBep/pUt8BHQyCvRq5Pj/07t9gMBhUnESgyqqpXKF0n7JaKsco7J1KQKpl2Ovu0FH340TCtpvyuSLSHQqz9/NV9VDyyi7yua/i4/13/VBSTOEDLz6rwK9kk3J8tZwYx0CxZxVP6lEL0CtZqISWSiDKYqmIUqGykQpMKn2oTKR84N7L4IpDq3rjhf7bANWY7HDSS2UZG/2sNKJ6o8d2YVH8QJWoPk4pR2ZlpP0cVTdyTdVFVLgK1P8kQ0pNqj5ip6EAeaqUpcLW4OFBkQp60sdwbzuyFbxKQn+6Dp4KlXsUqX+tNguwcbwdX2pltKuCbqiqo94vW2d3qFrvm3zaDUY5S+X47B5UK5lx/BSyV+GM7LNVdZcV56/6XfnESwKbqY6tfmLLlTrcq+WrWpwqUBVshP2D2QH9ROdX2yeeiqMEyqgpWaVWJGIgKF4gVi/SQ6i0gWiUVnMoXaV+pd8rOZXPaw1cJb7UkrXDQHYTqCBAqnwonadGrsN7V8qsuS/hR8KMXa6vTq/alGpv5jMH4lMeTA1E9R85AorAa2cUiCFXH1Gb1eDNoe4kKGptZwmfKfmlBqv6wCmUbTssL1bb70+ZMSTreganRzscBr+9DbVwjSvHAmH1WrhqF6uDa+s4/cQxI2d939YKgk9m/K6OU8p5MSr6lSwoIcfhI4t2/wFOm3qjSgb6DXnOi/B23lDz9FyjPDgNag0bQ31dx9DYnArOuLqw9o89Bxx0dZh7DdtzgaxscHFOLVVQx1ddVzqCABVqUM+V/CJleiRYINvKWCoKT67ZQU66AIBT73slE8k+W6RAfcr10UN1YtW/rf1et3q77uAkcI6NPUdCX7HrAiM8FAiYlOJkJ4xzhXKGzsdh+sk7vf7mVJ2DowSKqQ1sfWnYgKoNiST6DvNIYVVMPnCuAuGIjjAgs14I2rkGt6fTCFP2eat1TGGvmLw2aA/CTIk2Bd5dgycDCBZhM6Id2is6ItDZOUQNSgXnEbzSWAYVEYjUgUCrVUmg/+Vf/mX7DNyfgLv3TSdQjoPancbX81YC1af6R5+mlq3vCLNIda+6CyOin2vkGPBMfcerjNNCXhg21yVLjBQvHNQq5QjJRFA4dVVFrNo2eHjg5DDiXX+PgU6JNPy7R6DGnSE9Noacb/KS361+77P6ff7vHr0UXj7rYBu0+VjpT7V6ORUcu0D0xEaQU7aN083OeH7XQwT0isOpJrnAQjDie6Aj9EG06veiVzp4yQ6iYM4zyyB6JmOgbrodfrLVGy5R95aDIaCqBCpi51iwwbER5ECxf/Y8fXcVHCVQZCYy6zso2HYHufaCxMcIlECJNqRXpd4iJBV7BAqKR/OkOtntEajo0e+F+oHO44EoGK3TpEsYenVQpQlrKsb/7QrRDbsizZRYv4iEpYCrolAA9016wHc8X88lrXDTCVT6yO4Qsge83EqgBNmmBCL1WgPX3qj61Bh06D9pV5GjfnOt6nWKJmQXssF5wEulNLINCFThbpBil1VwL9kRMh4HafDwwElhrKQn6dspGypI2Rrbb/u2b9vkKdFYCJTRVOid82R6yUYUxrKSXIWi4zJFIka/0aZug+hzMhvsgykrDqF7yGw9+eSTr2SwPvKRj2xRaOwGo5zC7dpM3znt1T5UiH6kpKsuKHrPwaQTZJotqdNg5F1GTuTJSReRZVNvYDv1hcLx/o9U2B72Sr9r46XBbjk2+aiZA2lrfZMMp01D2HLjYawqgdqIhBPSpwvIFmfjnBrYRwlUepZ3Y68+23AhzOyVt8IxAhVa8xh4XZQHmfaakisC5TXaQYHySf/0XR32CFSxZ56ISvwBQWZYtdOzSEVLKYtCbGklakGK2mewRMuJXAJzBwZutZs7RZCGYZSlh4Gn6G8CYLeHm06gFJXCG7e+nZl/KT8hrzA3rE9Xc6FkwWbDzrMjTvZXZPjcYwWGAnkyeAyljZw5Q8aMQ4TAGRKbP//kT/7k3bMGDxP63/SH6R1jyPt/+umnd9cLiKRkCowjpxUZSduREwTqPLqMbJAivWVTOEfRvQ5OOPvCILMFojvnVpjuIR8gYmGUXRNhcf7ZRP8nV1KB7olQ/U2WZLSQPQK0hRvbZH7+VIjU2S27U7G7npmNCzy365raWkVOMjtsWlK0bJs2CBrYODsOcRD25g+vO/SFvmHDjVUCPGMuysYn5KKncDs40KZ12JQ9h+sQjhKoaM0WUvLJhFZozIjJvyf9VnGMQD0Uto8XYUsaUUfdN9O5BNRA2/vPoSMoCaFA6t2b2yNQ3ka/PhB616dEFFRqwPymSNXktPubZOcJImxpg4rsPbeas7MFk+vx+gg3z1Sf8BIRwW3fD9QG6uZnjH0Fg6hPV3vGihb0KUMmpc7oimJXGQzQ57x63ycLIGsilc+R4RDapNvWcuRGGoxMId09Yz54MHB0EAtZQDLGkHODKKTiVhBtcrijv+wRsguBWhxILuzNGyIRsSLFEFzHOQTKhljrAEhHdGcO3z0rgYp82Q7PlzShaBv5ikZPibjJK3vr9/rMfrn0pUZensv3HJFOoO5HvrNhvHawuZ7Bc7Jx9lDVTte+RHAEyI2x5wjU6D04RqCcZylu17HF4Tk4SqBgsNyMYePhSaMxTOYyrpLCxfYIkPBJwTrs8k5BhNYRdudSsp/6qZ/a5lpFCB5SZGjuZKUUewQqpCc4leicL82DmAmlxSki1ZCywaA8DK1VnJ5T+rUiBFpTyc4zmAZVVCu15Jq8QPtPIg647QSKrDglZKnCOOjTunI2YHiMpTRVxl//yUgwFnUeHQmKEowDI13lxRhJ1TAqrsnzNB+rbQwSGWJc7RE5eG2BDDi0bEbGhLMiGuLEJiVaIQ1KT6uBZIfoNAJFsIjAGCJhB4ef4TS2IbGKcwjUPHrNdJi+EhV3AuXccxIslqoQPSM0U0p70BYOHbJ0PQ4fOBeh1qyb35JXe5ZWAnWOqF6wkekMfeC6+i397jPpXf0gtXlpsCZHAIc3cIOUecchAsVFAiU2wsbp1UZcBQcJlIGR+lxtPs3AIIG+TPgQgUpLIEtzYyKJHJSBEEe4nGtgk8L1cBYeURTCukrZ7REoD1UHZ74ECJ8VmJSiL2AKzHdQBEabovTrPvPMM5uxT9+4Dq/TgFCuzDEw+KJ26RbOgMNcnH6w+vQ2GOpOoAhO2sSih4rMZ8TTPwUMH9mJc2IhF+NHxsxNGes93LlzZ0vPI3RkzlBbJa1dMY6Dhw+ZGk5qFuEF9J6zLe1bbYktxcgTnaZP7AKbg4jrIb25shWnECh9rQQq0qskbt6U7HQCNVeKvER+FT7X5v554Dqmd6RqZUlq+pn++Fw2LBAFcxw56p5BXyFtWTVky+4dwy//8i9vAc0//MM/3P3k+oMcVLKTmeJEy2R0Z2mPQDkZgkA2wmuRD6LnBwkUoYkUhLmdoaXIRFVSAdVI7RGoh0MczmEgeQ85CJdVaP6FTqBAEeIxMIy9PXsEyjgiq1wbXEs0y7sllLwYi34qzF1QBPNxOttvqwJJD/leNIMsDRbCtbigKq3zecLSjTkYZ89LSVee001DJ1DKz0hYhV37yqsMFHr1OoB+5PRktR0QfEv6EZ+0FcXwf4aNY3KIPDk8xtU4+x3ZMoZgZTmnLu0dvDbgnHC4/+qv/uruJy+TpKkT00I1RRmY9kBwda5OtogdQKCyORzU+j658USyewuJKoH6XnrTQpKAXHHwziFQEbbAor6d4B5+4zkqCQbayz45z8r+Lndkmb2wfiRg77TbojjXl7XxN9tbdQTohSm3vC8dsJXseyLd6w7tp6e1DwV5HGY2tjtLKwLFabIdxl8W8ZCNOAUHCRQBEiICao4BGfnMhK2VaYipzw3uEahUJy9KqqWD8SNcOgIhrQgUKIQ0CALqqZA9AiXgPFjeWhQUWVJAL0ATesqLzGK4pQd0fOYgpFC0PavgRJ0WQHAsPKM5T31hzlSaRXoghxRVP6SDKYvf1j66qegECohLn8YoiD6Qn7FnqBhM8xJRbt/LJFiJG2PKaHBiRPJW5CJk1zS+dQyMcVcUi8CMMZkG1zWeIN11m1LsXy6Qd46J9HpWPIp+RAKIcqULMj0iTBkhRMFgcpoyByodbMyRcFZl+0waVCZoZSArgYL3Lc1nsmt+b1qJfTiHQF2TE8jQ/9d//df2W6tkRdjm7bqRB9NLzhFFkfcqu5xz12Sj6Ibn1w52l4w6NzbXM3FO6vkWScr4IErRfBaA5n10i4tWae7rCHPDbAAO0QfGysJD/GTVdHeWOoF6zvCZzGLtJxx0DpkenQM1oEJkQmxOkNAQToTBYBGaij0CFbERep5hh4abJ3QPqYc9AtVBiJw3pnMIb7BHoMAQa7vONJ9K4eT/I+CUlMIw4JSbYLl/3pmSHjSvIN1M4HyHyD0Lpc0CK9/rm3qY1+u47XOgwJmxipbxJEeRq6zA5SwZExE9GGtKQoGk5yxRR56uwSNNVEIuGYs6BuSRkgSMkM/Mn0XppHL81hyWrIpsSVfIwYNDnxtDpMWY0Uurq3v6NjBWdFJ2h87KHCEjtgKBsjFSwPTJNWWKfM/J3kuXdgJNBsw5rkF+zo1Awby79iJlsqQ9okNvEaxgRTj7wS5VuXWQf3LI2XdN006iLbKuDQhZFsv5Puuyr+1I2Pn6TDv1ke8EAauFoNcV+MAzG2vBDYdEn8lmcRI6OoHiAeeubIR+WV3jGE5aRIQkMD1y4umJtKQVqkAFHlJpP+FxDBAh9yLvoXyzikEmc622c+7ebymUFC6hzzwj8GgVRqjvSlUwyLw2i4f8rp4L0spWhZrHtEqtvybDczOH63zRd9IIoiHt3jtW6REkIWrtDsJNhdWuIghjV8GBodj61Bx37SvOhf6ri7/Ig4UQDKa5L45PIhmGoPd9DnNLNQVIdildJVVjYR6UoyTCObTYY3A+2AQRotSjRYLG5tBrcYAkjDWi8gqY15DIE6cZXFPkZfw44nSrjm2H7EclUOd7xYRd852omOObRTjSsiKWGqFw9K3+dq4siqhVdgl8RubZCXOrZHDPOJPpj3/84/fJbI6a7tZvsmH6TXWtRLMyMatzHeyuyEub2B2E7Hy2LK9+XBJwiQyRlfieQyapvg9ewcHyvnfAoVr1kYMT0u3TKTiJQAeDweAmAAly2ESY0naDwYNgCHQwGNwKmEIwz22qxesfqznXweAqGAIdDAa3AhaMqUYl/b96NW8wuCruIVDpDfOac8wxxxw38TAf6Fh9N8cch47VKt17CNTyf+9pzjHHHHPMMcccrx6rd/YnhTsYDAaDwRkYAh0MBoPB4AwMgQ4Gg8FgcAYOEqiJ016Grh97hRH24IXeU+G3XnB3n9UE7mAwGAyuJ3CDam2qvyk8c8iGs/MKIhziE3zQF/Y46jnuocCE6x26loVk7vegrzIdJFAVGpS3OnSoiHEKPJityFQYOhU6XWkt95ll54PBYHAZUFf8Xe9611bCU5lBpU9tFrGqvmbTdHZeWce+b3OF15CURvQObz2yp6l7vu9979uuZVcaFcXqJgOBNtiYwv1UtXsQHCRQdSvVG3UowKsjHDolnytDdQo+8YlPbDUHdcCpUN7PS8/ueZUtrgaDwWDwlYPdbdhttWrVGVan19+CsgoRJDILt9QdZzqU5svv6pENKFJTGD+pse3/ivDXmsjIU4lFdYF9r6Thg+AggSp1JWp0qDmYBtuqJ5+nIDsIh23O6ryaqvV/dXSdq3B4D+U9lNqzalPWmqVDoIPBYHBZwAmK5yt+/0u/9EvbJh/qDIsMFbGosAew4u7hlkMEav9Sv1FIHh8J3hxqAdsLVaF4QZ26xur+Kpbv94pngHTyW9/61lfI0/FQCbRCkfbctG72Gjz33HPblmCiTOG6XTLskAF2ifdgztWpdndREBqkdO2C4jwV8lXP5yEg3SHQwWAwuCzYlQYHIDQF/tl1W0Ta+MHcY2AzADtfIdBEqHsEaj7TXrJ+Y2cv22MK4DLPqWi8SNeuKvlMOtfvfWYdTXYEQ6zZQetaECgvQGd5gGwP4/+2LVKcgReCOJ2ro4TVdjxAsPYH5BHYpsgWUzrTYReOIdDBYDC4LAh+bAXHbrPl0rgf/ehH78lWyjraMxVP/OzP/uw2Z+n3ewQqM2kbw1zTgV9sL2m7yTt37mzXEoAhSwiBiob9xraKgjNZUsGe777iBPrf//3f2x51PpeD1kkOO6v7DCna/V8n+dv+dDpPGvfv/u7vts1RbSMm/cujsMee39keaAh0MBgMLg8iTiSF6Nhvx9d+7ddugRGCRVwI0L679gY+RqAWCOEC1/vmb/7ml975zne+Ms/p/+Y5fS9AwycCN1vW+V5AV7dKRMbXhkDttq7h2L8+vP97GN9ZCRVvoC8iQppSvHZJyMbdfie1OwQ6GAwGl4ns6Yv0vvqrv3qz4+ZBBU5St2y9vXnxg1J5vvdWh4Crw6sp9kP1+3xvL2HnSBFbP+NedbFrpg2lk7N3LFwrAkVsOgeB/v3f//3dT1/adl+XnvWddO2KQJGs8Nq58tSWPSc3/Xu/93tDoIPBYHBhkEJlu9nsL37xi9vrIhYL4QKkZlEPm45YvaIo65jASbRowekerLbNAlXXznUyH4pkpWptdm5zdN9L69ZN268VgQq/dYLPn3rqqbufvrxiCjEiSKtyQ6BSuMFjjz22feZ9nf/5n//ZUr9f93Vft33m/Zwh0MFgMLgs4ApRITL0+qL/C6gQqRW5VuIivXqw8Q6c8SM/8iPblB4izqIjqV8ZSqleZAnPPvvsdo7rC94++MEPvvT4449v75UiWVlN33vzI6QL14pAwQ7vHtxCIu///PAP//C2aMhnVmGBf537NV/zNduSZp1gSbHPdIrQ3cM7x2dPP/30EOhgMBhcGKRYkR27LerEBV//9V+//a0qkTUw//u///vKYYGPKNH3XkGRrlV0wd/f/d3fvUWd//mf/7kRpc/Mm4ous1gVb0gXJ3v5Hd/xHduKXVOIOOmTn/zk3Za9jGtHoJYtm8i12iq/8TLre97zni2yhL/4i794ZdJXuG4F7p//+Z9v+emcY3VuFiS94x3vGAIdDAaDC8Rf/uVfbq+LJCBi89/whjdsi4s6LBDKIqIXX3xx++wDH/jA9vejjz76Str2j//4jzeO8LmjrsIFadtwjAN3/Nqv/dp9Jf2+IgTKq1BmyZFlwhVCbS+vesFVNOml1Vpn0EP4/plnnnnpM5/5zJaT1ikiUflxq6aU7jMZ7B7y22oVet/H3zyVwWAwGFwG2PLf+I3f2KJQqdwEUx0I8nOf+9xm5/Oqy7//+7+/9PrXv36rUpTCO/hCevb555/f1sjgEW+BBH4n0PrYxz720h/90R9tK3Nr6jbARdbluJ9XWh4EJxPoYDAYDAZXgYjT643/8R//cfeT40B6agtI0Yo6rzOGQAeDwWDwUIAMZSdXkeAhvPDCC9vc5YPulvKwcQ+BCrG9LzPHHHPMMcccc7x6rN5PvYdAa8H4OeaYY4455pjj5eNXf/VX7zLlq7iHQK209W7mHHPMMcccc8zx6iGt3DFzoIPBYDAYnIEh0MFgMBgMzsAQ6GAwGAwGZ2AIdDAYDAaDMzAEOhgMBoPBGRgCHQwGg8HgDHzVYDAYDAaDq+Krvur/A39Pm7NJZ1gZAAAAAElFTkSuQmCC" 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2023 el monto de los certificados bursátiles asciende a $2,393, significando una variación de (48%) respecto al año 2022, cuyo monto ascendió a $2,300.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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" width="463" height="402" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:center; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los certificados bursátiles emitidos por Start Banregio son quirografarios y no cuentan con garantía específica y no presentan restricciones financieras específicas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:center; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Préstamos bancarios y de otros organismos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los préstamos bancarios de Start Banregio al 31 de diciembre de 2024, 2023 y 2022 se integran como sigue:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:center; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
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" 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por otro lado, no se cuenta con adeudos fiscales significativos al momento de la elaboración de este Reporte Anual. Los créditos mencionados en este apartado son quirografarios y no cuentan con disposiciones específicas en materia de prelación para su pago. Start Banregio si cuenta con líneas de crédito contratadas directamente. &lt;/span&gt;&#xD;
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			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;En relación a las líneas de crédito otorgadas por instituciones financieras a algunas de las Subsidiarias, las mismas son revolventes y contienen ciertas provisiones que, entre otras cosas, señala como obligaciones de no hacer, las siguientes: &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Permitir que los principales accionistas de la acreditada dejen de ser titulares de sus acciones representativas del capital social de la acreditada o disminuyeran &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;su tenencia accionaria teniendo como consecuencia la pérdida del control de la parte acreditada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Llevar a cabo una transformación, fusión, escisión o que entre en estado de disolución o liquidación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El otorgamiento por parte de la acreditada de cualquier tipo de garantías que implique un riesgo al cumplimiento de sus obligaciones de pago al amparo de los contratos de crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Efectuar cualquier cambio sustancial en la naturaleza del negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Reducir su capital social fijo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Pagar dividendos durante la vigencia del crédito, si con ello afecta su índice de capitalización mínimo requerido por la CNBV.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:RelevantCreditReport>
  <ar_pros:CommentsAndManagementAnalysisOnOperatingResults id="Fc2a2dce3-ba03-4d56-8780-92f55e4ea448" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
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		&lt;div&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información financiera de Start Banregio que se presenta a continuación fue seleccionada de los&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;estados financieros auditados de 202&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;4&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, 202&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;3&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; y 202&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Las cifras están expresadas en millones de Pesos.&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:CommentsAndManagementAnalysisOnOperatingResults>
  <ar_pros:OperationResults id="F04c668ed-b412-4f21-bcbb-5495ff5c4c25" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
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		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación, se muestran los conceptos que integran la utilidad de la operación por los ejercicios terminados al 31 de diciembre de 2024, 2023 y 2022, los cuales se comentan y analizan en apartados subsecuentes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
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" width="558" height="163" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Margen financiero&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, 2023 y 2022, la integración del margen financiero se presenta en el estado de resultados de la siguiente manera:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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" width="558" height="388" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El margen financiero ascendió a $743 al cierre del 2024, representando un aumento de 27% respecto al año anterior.&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Esta variación se explica principalmente por el aumento de ingresos por intereses de un 30% provenientes de créditos comerciales y entidades financieras, los cuales ascendieron a $3,096 y $54, respectivamente, este incremento se debe en su mayoría &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;al crecimiento del portafolio comercial respecto al año inmediato anterior.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los gastos por interés registraron un saldo de $2,553, teniendo estos un crecimiento del 31% en comparación al año inmediato anterior, esto derivado del aumento de préstamos bancarios nacionales a corto plazo durante el 2024.&lt;/span&gt;&#xD;
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			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Al cierre de 2023, se registró un margen financiero de $584, presentando una disminución respecto al año anterior de 41%. Esta variación se debe principalmente al incremento de los gastos por intereses, específicamente en el rubro de gastos por intereses por préstamos interbancarios y de otros organismos, cuyo monto significó un crecimiento de 73% respecto al año anterior, esto debido a un aumento significativo en la tasa de referencia de 352 p.b. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del periodo los ingresos por intereses aumentaron en un 18% derivado principalmente del crecimiento en la cartera de créditos comerciales contabilizando un saldo de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;$22,011, 25% más respecto al año anterior. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Estimación preventiva para riesgos crediticios&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2024 las estimaciones preventivas para riesgos crediticios que se presentan en el estado de resultados presentan un gasto de $71, lo que representa una variación de 438% respecto al ingreso de $21 esto derivado principalmente a que se realizaron en el 2023 liberaciones de reservas del segmento empresarial.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Derivado de los resultados correspondientes al ejercicio 2023, las estimaciones preventivas para riesgos crediticios reflejaron una liberación por $21, en contraste con el gasto registrado de ($18) en 2022, lo que representa una variación de 217% respecto al año anterior las liberaciones se dieron por mejoras en el perfil de riesgo de los clientes y por amortización en el saldo de la cartera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024 y 2023, el 98% y 96% de la cartera de Start Banregio, respectivamente, se encontraba clasificada en niveles de riesgo A o B, lo que refleja una calidad crediticia sostenida en ambos periodos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Comisiones y tarifas, neto&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024, las comisiones netas presentan un monto de ($19). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las comisiones cobradas al cierre de 2024 contabilizaron $44, lo que representó un incremento de 10% respecto al año anterior, derivado de un aumento de $4 en el rubro de otras comisiones cobradas, principalmente en las comisiones por mantenimiento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por su parte, las comisiones pagadas contabilizaron $63, reflejando un incremento de 29% respecto al cierre de 2023, explicado principalmente por aumentos de $6 en comisiones por colocación y $6 en comisiones por mantenimiento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2023, las comisiones netas presentan un monto de ($9). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las comisiones cobradas contabilizaron $40, significando una disminución de 32% respecto al año anterior, esto como resultado de una disminución de $17 en el rubro de otras comisiones cobradas, principalmente en las comisiones por mantenimiento. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las comisiones pagadas contabilizaron $49, significando una disminución de 27% respecto al año anterior, esto como resultado de una disminución de $19 en el rubro de operaciones de crédito, principalmente en los gastos por mantenimiento. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Otros Ingresos de Operación, neto&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;A continuación, se muestra la integración de otros ingresos/egresos de la operación por los ejercicios terminados el 31 de diciembre de 2024, 2023 y 2022:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;img 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" 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024, el monto neto de otros ingresos (egresos) de la operación, neto asciende a $884, representando el 57% de los ingresos totales, entre los cuales destacan las recuperaciones por seguros con $546, con un crecimiento de 6% respecto al cierre 2023, otras recuperaciones por $195, con un incremento del 6%, así como los ingresos por arrendamiento operativo de $168. En contraparte, los otros egresos disminuyeron en un 2% con un monto de $139, entre los cuales destacan la depreciación de bienes en arrendamiento operativo por ($101), las pérdidas por deterioro de activos disponibles para la venta por ($5), y la estimación para bienes adjudicados por ($12).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2023, el rubro de otros ingresos (egresos) de la operación, neto acumula $817, el cual representa el 58% de los ingresos totales y entre los cuales destacan las recuperaciones por seguros por $515, con crecimiento de 38% respecto al cierre 2022, otras recuperaciones por $184, con un incremento del 10%, así como los ingresos por arrendamiento operativo por $260, por contraparte presentaron otros egresos entre los que destacan la depreciación de bienes en arrendamiento operativo por ($101), las pérdidas por deterioro de activos disponibles para la venta por ($7), así como la estimación para bienes adjudicados por ($10).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Gasto de administración y promoción&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación, se muestra la integración de gastos de administración y promoción por los ejercicios terminados el 31 de diciembre de 2024, 2023 y 2022:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt"&gt;&#xD;
				&lt;img 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0KJgKtjBIVC5LAr2pR27T5kWPtqe36vaXYQF+2AXJF/xEzb57iL9c15JJcFjzUFqSavtBf3sSxK+j95waLZfP5kUz+Ji7yy1iqjb6iM+lzsjtEXWddiMOCbs6Q5x+pLxpCDZGv9uZNNiIuy+TtdEh3ddnxU04MPPvgwOxmPoSculBOFxHTP4mHUQ/kRgDoWAhCWAEKFNUXHY3EhKJhvWWDsTdfR3GtU4bkUvGkCQomp2wg7pmvi/RYusY4YLVFqtpghLu5hJSCIKDBup3V+97A26MQ6vXdSfJSrKSHCjinViCyIC4UpzoVn2IpGABrpdCIuFLfrjVTrxIVQQQJYgzzLc41ukStKn/MhdakeO+WRQjZivOGGGwohVH9BXNzvOgSApckUHssL4iKPyq4em8RFMhpX9+q8aS6XZ4LRVkKE0Ag2LC6xtsfCP0SJBcm3UH/qEXFB5KJsBKfyE6wUKQJi5GgKyHQc8sFdt7ahjTB9I03qKYgLMob8qgPloZiQPvfGzgH/T3fiQmFpr/qHdsI6p12oR99EOzDQYCVDiCl7CpxSN91inQRrpW+hfbS9o9c0O4gLuSCP5Ig+ol2wJulzLHX6hHJbg+d//YGVUVvUd0x3a5PqpW3N1GRTP4mL/MpfWDgRdt9I/sMq7DuSjcqoj7jHFC7ri75H/jpmwND2jl4SxWZE3nZuVNPsshYOavrrX//6MDsZj6EnLhLlEhYRisp0AksKZWqEQNlSahQJxUKhmzIx2qPsCQ6C02gZ8aGIKFHTO6wBpl2MkpAS5IJgqr/fFBIlaqqCMKZomYGt/ZAf99YXr0r22FPs1khQsogEJewdlCorh0V8hIFnW4thVEohUuz22BMiiAvioVzWfSiXaRzXUxgULiImX4gT4iZP6oCliRBBBpTfX2SLkpdHQqiZR8rHc13PTTRLEMVuHYvn86wov0bVCITRM1Ilj56JUCIKTeJy0003lf397qkfl9Qnwqh+5c/3Vj71FPVq3YDnagOsUo4jb0gOIuebuRfBMGWoPfi2BLC6cR9Fg7AqByuMskuEsOuUyzShekZ41IFvi5whsPw9GJXKj/8Rxno5hiX1S0CqF+0gEuuWurN2Rd2pb8ob6axfhxjHM6xB096QoPqzJ5tmh/A3wKjnX/nCj4VystCZKtGH6tchc6YjtUu/EZv6FOqspn4SFwO7et5ZywweyAZlJCvJPN+qfp3pUjK4fizky6ykJC6jn0aeuEhMl+ZTm1u3KKf6FI3E9N/crmX0HRYRz2iO+gkUz/ee+vFIntk2P+39neatvbP5PO9uKvV+J2RCvuK3cnfaEtiWR/Wp/qK+msnze9kdYacJQoO4sPY0zyMurGfq0bOb5+sppqnaznVKrndfszwTlUMd9FPRDEqaEwJS++v1O/UjzUnhrz3V+1mnRHb00l+6Tf1e49KWfMNuytjvlMRl9NO0IC6ZhjdZ02J0yoTedt7cOWtQ27lM/U+jLCCnk/CfE8RlqtJkiYvdpizFLOoWC9ejILPIs+yaUq/f02uybtD6Qe9gebWujmXR1DrrEwvjZBYoT6btIs+s4Sz5rPGWPjjG8s7qbjaibbDYS/I8SyO8wzNZnQ3o+A5j3Wf15m247d6ZpSQumQY6GbWxpjQtHpEc73QuU/9TEpfRSElcxifkxLor08emLq3TcdxaRGt4KN86cTHFZ81bWO1NaVu0b8rTNL41SU0LuaUHpgW9w5S09ZemjZGZCBcwGUd8k2m7pvJNRVpKwD+S9Uemve2uNZWLvHGnUb/HeUso/O+vNaLKKICkDSzKX78+NoIot6UC3mFJgXWlNkJYP4m89ErWkrhkypSp65TEZTRSEpfxydS39XGxo5AyN9VlnZvp6CZxYY1gJUFsrFuynsfmA2sqbTiwSN9mjLZ3mEpGXCwsp/itAbL+0lq9bl3e19Nk2i7Lh3chDbarW2NkWlIZ+R6yTpAVpn4Pi5T1lQaLNotYq8l6gnyoJ1YpdRHXI3XeYWqddYelyZo0pMmA1AJ89dDrtHoSl0yZMnWdkriMRkri0p4QCzudYneiRdE2D1i0b2NG+J6RrDm0+cBGBVYLCpi/K9YEi8i5cLCgv/58CRmyKBuxiS3glLtF/Y5xz9C8Z6I02baLgJiOR8DqGwaURx2Yhq+vN1MPpnzs4lQf3GLYyIHo2cDCHUZzOs07bC6xmSFcQnimHbzea4dm/fpuUhKXTJkydZ2SuIxGSuIyPrE8IC12PyEcrCJ2BnLDQImb5gj/O5HspmRlsB7EdAjrid2nLDQUNctLfVOIdyAtdV82pphMwVDmppEms2Zvsm3XFnTTRchXbDIxlSPP/AshJ6bE4nrEjuWJ5YV1iPXENJGdY/JuBya3BfV3cAngHbyxx2YUPsmQFmtemhtkuklJXDJlytR1SuIyGimJy/hkESmfM9xNWCSLlPApZNokXFQ0XVdYz0IpWwNjByQ/Q6wPlD6S0/Q95ZneIUSJd7A6mC5BjLiGYK2ZjAViMm3XehTvNX1jmkp+rK9BPriesMaFRam58xUBscsT2XGOjytrYVhj3Gsbf1yrfhAc02jxDnWkLpEivsA8r7lTd6KUxCVTpkxdpyQuo5GSuIxPfFpZvxEJqYhzpm8s1m0uIjUNgvCYFvI/64H7ODc1XWTBav166zzq7+Dx3JoaxIiTQo74mkShmzSZtsthZj0vEgvK+973vkJEeGCPqax64rwT4eDQM55jka0pI1NB9TpybfMdnl//jbglccmUKdNsS0lcRiMlcRmtNJ3arpTEJVOmTF2nJC6jkZK4jFZK4vI/jBEXZjALhjJlyjS9k+2bbcdHIY1y2dqSbaxtx4c9WXsxqmXrlKZb2/WNhYdowxhxsYJY3IlMmTJlypQpU6apThdffPHDDGVGjBGXRCKRSCQSiUFHEpdEIpFIJBJDgyQuiUSiazz00EMP/zd6GOWytWG6lTcxOuhIXLgnNr905ZVXlj3nveA///lP9be//e3hX5MHt8l33XXXw78GEzq/BUQpBBKjDH2aC/Addtihuuyyy8ouxKkG51oCwEn33HNPOcZXhOB3d955Z/ndDZTt2muvLWW76qqrBrIvi3PDl0Ykge18g5tvvnmsDnhF7QZk83nnnVecp4lcPBXgtZWOCSifb8ArbR3i6nD6Niy45ppryu4f3mk5YZP/OpSTZ1qwc0ZfEtMHtEP6Ntqfa3tpx1MBfdB3tMNLwEneiP0P2plYT/y8KBvwICz4ZMgPPmSUExxTf3HtzDCOuLiJg5z111+/xDXgNGfdddct3vG6xYUXXlgCUc0qeDQUBGuQ4SOts846fSFqicSgglDibXTLLbcsTqj60b9nBYS7aLs777xzcZTFkycBKgicGCybbbZZdf755z989cxBzmy++ebVVlttVW288cbFc+qggUzllVQS3fiAAw4oSmOVVVYp5Ze6JSFi8+y0007FGZoowRySzUlwxrb11lsXV/AgXhB9c8QRR1QbbLDBmLL/+9//Xpy8HXzwweX3oIMDu0MPPbR8B2EAtEOeaX0nMAgXNkB7g0MOOaQ6+uijS5/i2I5H26OOOqqcAwYD3wnBGUTQfcIACBfgryjY2qWgjLbh+3vggQdW22+/fQmRoB70WbuFzjnnnPJ9eeTlzC7A0V/Uz8wwjrh4+JprrlmsHQFufjFDGb3kkkvKtiweCFWsRuYD+WDYlA+w4447lszqEJ7j4wh3feuttxZiJE6CrWyCNdmPXweB5F06lw+LuGBiYiNowP6qlIDnqQQd23l5AJUpX7z8IV28HZ511lnlGCbMLbPrjbAAS2ZhUjZ/lRX7C/IkBLh8YMs+gu1agkqp/CQuiVGH9q/N6x/iu4SFY6qgf6611lpFCRq9A8FPDoCRH6HfDUTN5e1U2ci/Oa3IewHrA+XOsoRg+SZGrA8++ODDV0yMbbbZptx77LHHFs+oZOOcAv1AeVFqQVzoAhYgOPzww4ucBmRUWYeBuNBbiKB+gcCIUQQ88dIh2qmyIMihmHfdddeim/xFuunM5uwGfdVpZ81UQ39DQljJtEP6URI5W3ntCmIFpJN9b/Vy2GGHlUjb+IDAj75xHfiEwcNEVs9xxIUyFiAKCAfhuX0M0SB9jDAvinMgHDaCgZggAASFTqChITL+32KLLcro7Oqrry4s9MYbbywF8lf8AgGg6kAqdCxBnYyAkAYfDjNTAUZY4koEEBexFrxPxWy44YYlv7Z3u0/wJ6xXw1h66aULo9NRxFPwDu/C+M4999wSfEsgLOUXS8J1GqPnyjtT+f7771/Kc8MNN5RyMOUlcUmMOihzVgxB1gxeelGUswP33ntviZliRK7/X3TRRQ+f+a/c2nPPPccJxU7Qh8mNtddeu7riiitmGBgNGsgtJBIoNdaX7bbbrtp00027JlxkPNllpE8Oz0lQbJSZwXAQFwNdshUQTzKfjiGPyfBhIC7IMz0QCpfzv3322ae0KUpcm0TaDMaDuNAxQgbQaQbr9Kn7XBugo1wziGBdaVon8QDEgyGArgw3K6yf6kh0bARNmARTs/fff3+pl4D2IXhlWKk6YRxxYdFgjgQVTnHLiHgD2KAMYEuEmI9AYKy33nqFhCA2PpzYDKeffnohBD6czABTkusREuZm18VoKSAIVQghHUwj3m233Uo+TFuJr7D33nuX8xDEJcxN++67b4kjIbgTNiiJ0mn+dKONNioCV2OQZ7EXECf5Q7oQFIi5fMSFkAbvvvzyy4tZ88QTTywmMBFGdfwkLonpACZrAxd9UJTcqYRBUawtY8k1jcV6S/CTRaZOWEO7BWVKgVLmZNcggjw2FRayjvXFII0M9D1M7XcD15u2IFNNXVgzM6dRJy5kbxAosp/CM5VEubmOTB/U6ZIAyxWlrG4B+b399tsLgTY7EagTF3oH2fQ9tT3rQQykDdLDCoaga9uDCOVVblBuRgIDfO1SvgWZVCYzIq5VJzgEiy0eoZ+JYYR44x0B+p6+nhnGEReLvkwVeXhAA8L6jGA0MvPdzKusLZixxTdGAUZjpmiCuGBSRgQxgmESYx5CEAgdGWRiqoP5MubPWVYQF6MMZEFDYJ6y+C4QxCUWPHmHvCATFv7cdttt5XkqmIlSY1FG1hvEyHVMV8iacgKrj3IiLhYSgbIiOcgPYuR5LDksNElcEqMOfcXCQdMp+jwFH0J6KkAWhLDT9wl3VmH93wi9F4sQ+WCwomzKGAO3QQOrcF1esk6QZaAMzPATAdEz8LzjjjuKrHWPkf+cRp241AeIrEiUO1LFmkb50SssYYMM9RnExVIIFnkw08CiEqgTl4B2bOkC4km3GbzHVJOpJIaDQYTvE8TlggsuKFY/MzQg/3So+sAD6GjWFaArfV8ExzXKWLcqMZLQyTND6+Jclci8Y7EUywKriY5hbQd2dOaZZxbmjwmbk/TyM844ozQyc1TmKDFm5h6ZYFLCOllpWCywfO8wKorGG0A0EIJTTz21sDfExcc0P3jaaaeVjyjyZCCIi+kd89Tei8EaFRJE1rh4jhFGEBcdXl50WALPO5EWpEQ5nCPAmsSFOc+zkDZ1s9RSS1XXXXddEpfEyCMW5zL96u9C+k8l7NowwCITKAaLGsko08H6rf7arUKmSJinkTHyoz7tNEhgiYg1PEBWya9ykkssT92ATGVRpnhYnqdi106duNgZRYaT+RbpGvwGjOKHYaqIRYheo1+sjaRLfBftqr4coklcWAhZW1j8fE96ki6jJ4HlwZTTIALpZVzQF81wWKCr30lhcVEesxXOxTSaekHCldnsi+lAlhdQf6ZtDUJmhnHEJYDJxxoRJkowiqHIVbxjWKX5OEo+CgBMtu4zEorzLC0xLcS8iaGxbERh6tCRkBNsLraDGWHptEyK9XuCuGgs8hBmVHnA0r3X4iEBm1hHXK9yMDrPq3dajcWxYJFYdFSgfFhozLRHsBHkzutkntVWjkRilKBfhAl/ENq7RankBAuuPq3/kjWRelm/QZYRop5FRgwiWLpCvoF8mvZWBxRFtyCTjfIpzKkgLeDb0QOBkL31Y0DmkrODDt+Cpc62dEAi6bjQJYHQIwGDe1YZoKPMVrBuRv+i9M0yDCL0L8st6PV6v5NwBUYMlrT4DeqJYSOmcelOBoeYMWGxYY2ZqA92JC7DAgVEXOodOpFIzB70oiCHDaNctiZM38dAM9EfIIF77bVX30i9QbHlFPXFuoMEupc1iFGhH/A8syQMDBNh6IkLYHZp8UgkEonEVILFqF+6yExBrAsZVJjuoX/7AfXWtLh1wkgQl0QikUgkEtMDSVwSiUQikUgMDZK4JBKJRCKRGBokcUkkEolEIjE0aCUuVvfatsWRm63Pve7YscjG1q5ZBSd4s7piWVlsu/Z3ZrAtrdPCIOECOgWZ9NxmvKVuoV75MEgkEpOH3UC2BUciu8gguxM4lpOaHrqHDXaY1GWQLcK2pT/wwAPlNznEAy6/UsPsU0o5bClWtroreLBrJ1xzDCq4vOfu3vfijoP/MGi2RwtvfTuuNWK7t7Lzzh6Le33v8OcyDJBvjmUDfNvYyl2PDq1/8oemjsC5Trp1ZhhHXLzAvmoO5vwVA0gws4liB9QhYBZnOrMKpImzpFmBClpjjTXGKqoT7KUPZ3NNyEcnF8RiNTSd6HULArbbeCqJRKIdfJIIAyLp6+Ko8RMiJEccJyCHFRS2CP3hGI9y3GSTTYpzTc66+MQgbwWy41mXg8CJ5N2ggkNB4WA4NxOQMAbAdtcI3ULpDSq4t+eQFUGhP8Ue4kyVTzNEpt4e+eSx9dc1nDoiMb4rb8YBbv+5/28SuEGE7fV02XLLLVd+c6zHWSxnkBzqiRHIMMBXUjiH5NtFPCokrleMIy4eziNlfRsWRzq8/+kg/ufB8cgjjyyjGM50fCyOcrAplcy7rk5EeGDIvMwqAOsCYoQI7LfffsX7ZjMGBdamg/LY65mIi07oGA+8nBRFCIEAZ3neQWBhud7BG644RUIFCDvAusGzpobiWg2H62ue/ZRLY+NULhwh6Ti8cdruxUmOUYBnKDfhwIqj4nnt1MFYZXgDjHAHWDUvifIcjrDUj3Jxa+1ZmCZnQyCarXPy49zdd99d6lrdElDDPmJMJGY3KHg+nWzP5HZd32ON6Yf1d6pADitT3aMvYc+lOjknHAqFR1EaXHLERzkIdzKM4NDMIJJspfTpEDqBPxPe0weVuMijOEPaG5ke4WPkl76kl8TQ8o2iPTajQ/NkHBa0gADG9NGggy73jYRnAJYX3uvVCyeu2rDBP71Kn9K9HCdONi7YOOKioiNuAIVOGLAMICDMkNz0++0jsDRgjf46x62vimelEW8BiRG/gAVGR9O5Iqoyj4JcOSMxdXDvz3MekoN5Iy4UOIKgM6qc+ofUebFSDcOzud9HZLxXB8ACl19++dJgll122dL5kSYjGBVIIHgnpo908PTHdbNzyuoYyxMX1YiMCvdRjGoEjEI01IWyChWAPGm48o4IEaDcaiN43omgCIiGkHiOjqo+1QnyJKyCQHbKg3Bh8dwhe3cikegMAe0EdAMjV0KUa3sKL2KoDBsM2oxeyQyyi7wzko1pbeUk41ZdddWxQaARPTIzjCCLWc222GKLImMRMQH56BRpUImLwSb5TlEHfDeRkFkEEZB6e6SPLMXgvZhO4+H9+OOPL3okvMoCnaYeBh3anrybnQH62zdE0kyFrbzyyoVLIHcImu+sLtRbBJTsBa3ERXwhsMZExYq3oHJZHyhwZIWpkkWBokcWRH6WGR8urA5GC/Xo0GIbYVmsMcxjCE/TeQ2F7hpg5fEOjFSBEQ6kRsesg3VDB+bFb8UVVyyExfXA62BMdSEzGgUyIS/A+iJUQJ24sA6B/3WWIC6EgcZplGNaSbk0vjDvIS4+kuMYN+uMumTi9BupAXlSl0FcxH5yLWjsYjwgaxGjwnux9kQi0Q4DK/F6CEJAVIx+KXqDCwOOYUaduLDwBhFTtlNOOaVYyevEJdzIDxvoBpZxig9BMwgkD1nCyU9lDffxgwQD8Xp0aBZyg236wwwBohntkb4wsA9rhGspcYN/z2CpMCgGFplBjQ7dhLWeQVwQbgNueh6HiFkc5IbON8DwnbVV5C50frcYR1x0CC8Rkycg1gArjMCIrCoWgQk0yGIiyrK4DOIaYZQqGgFABGTSSCBcFrsXSfCB3IcAsFbUoSOG+UhhWFyMpDRY5jTmJgQp4NnegWSwXKg4z9e5NQyVufrqqxfiohJVqE4d7yUQmsQFeQKdxvuDuGic5sodNyowHYW4qAtAXCIGBzKHrJhiWmGFFUosJbEsNFyNlRAK4uJ/ZBB8XAJY2U0dgQVOSVwSic4wKq/LEr9j0aPYKObVhxlBXIAcjZhKXMyzzhrFW0dB5pkqasbIGQbIO7ka8eF8T8qPYjM9Ro4rZ0TEHiTQPaz3vok1GwiI6ZNY1mDWwTVgfUd97SbdSb8ZvNITBtP16NCMBMOAOnEx80JPm2mw7MG0X6y7cl1Eh7b+RbutR4fuBq2LcylxUxesHSwTlHCs3zAFctJJJxUWzCKgsrFFpEajMuLBppAEDQyjYo3R8URnJkxYLVhbWFKaUWZ9XJE1HTe15AMjIubImNJUAHIRQFxWWWWVsvjHnLaIzaaUTLcQVt7PCtMP4qKMLDnWzSgrcmeqS36VK4gLgqUDaozyIU8as7wjOQSPsgRxwUDVt/dg6cKbI4tJXBKJ7mA9G+UQ8D9TtT5IdgyjIq+jTlxYYMkygzyjcZYWi3Mpd5Ylawzr0w3DBNZuMtOUue9Wj6c0yFNFLOURHZpOZGWnj8hwJNoAt94eI5K3wT2LBEWP0Fj/aOlD7Kal/GN2YNBRJy7aJL1oiowFqb5Zh2HCjIIpIiRb3fSq38YRlwCzlqkaSj6iWeoMlCilKpojawJGyQpCgUeER/Na7sOc47xtXnXzl3k/owYsuwmEx7t9vGDXtpVptPWtVQGkxPMQFlYQ5EnF2fHDsiPJUywOdj62qbEwKR8SgnTIc8wf33fffeX98ssUjfRYo4LQuBYQJ5YVHUx9xFZEDVN+PSvezyQoTwiLBq4+ooF6lzryfO9heYk8yi92mkgk2qEfxTQR6Ocsw/qqEd2wg5wK+apsYfkN2UyOkit2sJiGHlaEjKVPomwBsjisMYMG38QMgo0YZL/NG5G0zU7tkW6JHat0B6VuGULoRRtB4vygg06zJiegvSqvOonyqAdELmZhXM8QQP/1go7EJZFIJBKJRHdgaUdeKPB+AKmxvKC5izaRxCWRSCQSib4g1hn1AyxnMUuRmBFJXBKJRCKRSAwNkrgkEolEIpEYGiRxSSQSiUQiMTRI4pJIJBKJRGJoMI642FvNl4lkSzLnMbYwzU7Y7tVtRFNbsm0x69fK7UEAT5CSffAcD83K4i5bw8PRUSIxXUFmcY/AJUG4VJgO4EU8POiOGoQ/GaYdNiHPod4ew92Ghbd8noWPIXKfW49+Le4dZYwjLvygiCvACZqASJzF9SPS88zAuVK3q6d1StfHPvBRAM/A6p2fFw57ZoWU6dx8OSQS0xkGXVzGc/glVlgEOh1VUIyUnui8ttGOEihyztmWXHLJ4uhtWCA4LieqwJ8JD7jRHvn2EkSYD5Mtt9yyGAx4QOaENDExWokLD7ABjmGE40YsONbhEIdHWp3DORXP9b/kNw+yPMzyGsiBGo+0vNfy+kgh8yArYKBjHLeBj8lzoK1kYjjwJstTr87oGHf44hRhplis6zFvIymeFnnBlTdeCJ3jddH1HM6BgIlcR/NoyEmVd/FQyPNv3QsvOMeDLguQ98tHPfwBIAfeySOwwIicxXkvj7s8VxKS6kkjRLBYU9STMnO+w8mSoFq8/fJOLJgi74iIC5LI2ZQ6juQeQEiUQ92yqujQHDUhPuJfeI93h0XKO7yTF2IdXj3wKOp+1zumPn0vdUHYK7NRm7gg8hYxURKJYYI4KOGdlDxoeugeNXBeKRgf762jRlzEcqMTDKiHhbiwtNCjvMeC9sjiAscdd1zxnB7RoXkKNrMhTtOoWsv6jQmJC4j7I4YCV8Uxoue+2LWLLbZYiYIsHohAjFijmEUIARJCIXPMwx21+yhNpAHj5Daf0vdxednj9pf7fZ4GMVUkyLspYN56xX/gwdZIipKXH55oeVoUlkB+VlpppfIMRMl1pk6407/llluKV0IOfXQE+XI998p1j5vIgAZ0/fXXl3fIR919NgLnvOcJ1sjlNgK1+OKLF2/BOtiGG25Yyic4Jc+AXHN7H++3wiOIbi0fXP8rF8btL2+8XHkjT4KK8YRJEBFKAl6KhYEMGn3IN9KkjDqE5zM7St6nXoQnUJfIDxKCoMgTQscNsxgZRgXO6zjcLyM3wjkIs4AwRfDHRGIYIZyGPqo/jjLIKAMicnnUiItBJLksYO8wEBf6hKymQ8jbOrRH8pUXXXpAeIY99tijxKYzuGV5GcQgkoOGroiLjs+iIOaPETzvgOIDGdmreKN01g6xeHwA1zhGwYtt5DeFzHLiQ4bLYwqaZSCIixESawwLglgPQgII+OhZko+KTISy9jcgSBOy5Bj3+hrP+uuvXxqHuEHygFghMfLtrxgRlHNz3lQZxD6h2MXHqEN+kQIxjASIWm211QpxUT7nvM8UGyBpCIkYTeoVhExQf4hLBItEIpxn2Yl4ShqvBm20qOzyKF8sTOoV2REzinUIXK/cQVyYIRE4QHrUBeISI0//S+re+9UPUyZLDJKDsHlGjFoTiWGDgQB5Y7SrD00HjCJxCQwLcTGIFIuP1QVJMdgG7XHTTTctA0/tERmjz8xCkMH0EsIjAKFj0wF0Fn1phqSXOFQTEhe/TWVYQKvSWTBYUFS+2DwUrQ+AeBASXk7p+zCsAhQ5omJayGjeNawGzjsnxg/l6S8LioBLns9qweKAIFHa3oE8Ue7IiQVOlDEl71msBQiFvJue0SBEWTa3iNTozKwYpkrE+cB4WZE8IxZQBbBiJEwDcm0dLBhIj7KweIhMjbiwbsgjcsGKAaaTWGFYWZQFkAnTPYgLRg4arbwFcUFCTDmxQAWp0qiV21RQWLxMK1mLBPIlxkUQF+uAIsq2c+oTUTn11FPLsZNPPrn8Vm8sOr6R+1mI5NlUFJKj4ylXIjFM0N+13Zj+nC5I4jL1IN9Z00W1XnrppcvgUuy/Tu1RwEGymnWbnhUdmsV7OoB+M4uDH/SyqaSVuCy//PJl/YY5OFMwpl0wI4ocKXHOR6EQF1pooWKVML9KGZo+cQ2wNiAA2KcRvI9C2bLSsKwgQiw1QVz8ZclgmZEHhEJ0TaHbHZMfQbYocHOBlD926xzlr3E0iQu3ySxGGoM8el5YZqwxQZYimGEd1njIOytKHSpXBExK3fNYhhzrRFx8EISANcPcpmciH3XiwgKz++67l/wjLoiEqSf1aN2MejUdZlGXTuBdptmsP/FX/RJYCEcQF0RI2fzP4oMwNYkLi438mo5znW+NjHk+0qReWakSiWGCfqg/sbSSVZJBzXRAEpfBQVj8tEdytN4e6QQw68DyTw+S3fSU370o8emIccRFw2AdkCjYiEgKyIKRP0uF66zZsO4EwaCEKXmEob6gEykgNFyLafqIrBhITawtMR1hjhYpsUbG+hGWHdFBWVRYN0yrWEiKobnec9yDrZl+kR+ExRSSc67zHGB2C4uPe5y3zkPjQRaacJ4iDyXfBFKAoLFSWDCMHMVUkAXKIThYhcLkp/zqQblAvWi0wMITderZpnbiG0gREds8vZD2znuvMvo+8uI+iEjX4K/6jO12TJbuBX/99lwEVN5im57yqC/fVZ0nEsME/Vffr/ehmJ4edZB/3bqWGDaQ2c2B5CCD5Tz0Uaf26C8dBq5HXugz9yQ6Yxxx6QWU8bbbbjtyplhrPFgrLBxOJBKJRCIxOJgl4oIVmkIaNbAEjWK5EolEIpEYdowRFzt5bFnOlClTpkyZMmWa6mRJSRtmyeKSSCQSiUQiMSeRxCWRSCQSicTQYBxx4RnWzpR6it0vbbAwt9NKb7tk7JjpN+w06geUyy6oWYWtbHXvuzOD+rVrpxPsCLAzaWarymel/HY51d/vPXY4xW6jRKIT9Gdb6qeqrcQuupA3dhHaiahPxQYBa9Mc63VnDVnADfsgLchX35Ef/+u7kcgciDro1VW83Y18h0zVWj71HTsuQXnomnp+yCn6Y1h2EpGlvL3H2k/lie/kb/372a1pFxEfYHENue7+aMt2fXarVwYJdkrJd728+qjvqP/aJh5l5AYldLC2bMNPNxhHXPgX4cZ/gQUWqBZccMHyP2dmbVDRfLjY3tUGQo5vkJkp4V7Bz0j4iZlV8FNiO/esQmBEPmi6IRS84VpP1Am2aHNq16nB2qIcnnkng5133rn4aAkgLWKARFynRKINyAqfQY94xCOKj6VOfX52gdDjB4lDL8qM4OdLinxaYYUViq8pQpB/Jj6Q+E2qu3KYGfQBoTWUTd8L1wZTCYqPnyi+roDHbAEUI5EjEX5E8EH57zauGAeWnjHPPPOU5yNFcxIICX8zZBFw17D66quX7+b7IWJ8WYmRt9RSS5WyD8POVU7j1Cfly9mctsnnF2ennKDWv59wOHyKcYDKjxZSLu4cZ6WhLzlj9btfA/U5ASRMyJ+zzz57hvLyYcOPm/7F2zy3Kvqw3bvhtsS9POXH75lhHHHBEsWt4WmV51uMMJQo/ykcmenYGhK/InPNNVdxEy8TPOkSIJQrQcNJmww3iYuOwm8IPzES9h/Pc7997e73Mfk3cYxwMargZl8n5XvEcwlQsYzCd4pjyI17BAtsvttzOXPjrI2HQ67zQRl5NRR3yTV1yJv38PTLs6xnSv5HNJA3H0DF+yAEiGdhlhwJaZBh5SA03OMdnqnsfvOD4z3KyTmc+jRqlE9O4jxTyAPO4Xwb5VcOH9n9BF0zj57Hv4vQBeG6nydhvmBA/Trn+9X9u8iL57uW9SeR0K54seaS/Jhjjum4aG52QF8RBHS++eYrigxx4evCwIr8oMQ5uOS8i2zg94jS47yxGwiGqk9x/miQJtTIVIKVhQKce+65CwEDypBcpcwoRH2TA02x2Zwz4CQrugEXFkiRv1w/zEkfN+SYb6VslDn4TryRK4eykUmcbSIsZB9COegDK20UGWPFEotP/vlwQUw4nEPOfD8ORBdddNEiY7VVfrYMHOkvOqQeUwuB4+B0mOJsibdERmjDykt/qwsx/JAZZFUoGQ5oeQzmmK+uowVr5jxyIrSucfEgH6FuGSC4FllkkTLqWnjhhUtQRS9HXLAkH8x5itV58UHaiAtzkFGCDsdKwfOukRRF74O63zGOeDRcDA3rJKR0VsLTe1g5uEj2LnlyL0Uun4SbTqET6Oh1cCznHt5kPRNxQSq8x3PEY2pamJQ18jb//POXxsYDMKuUjyS/Gh3C538sW6OUD50U4wwm7cPxAIy8qRvvw7jVI2GM5Ljeh/exPYuAkVdkz7kllliidA51qC48JzpEPY86vbLy3jjvvPMWwhJxibB4sZQ8Sx79RW40JmXgbZjwV64mkUtMPyD02qDRPdJS79OzG9oqUoLQB3EBssQ58kS7Z0HlORshN3J3vBuQPdo8JcFJJcI/lWA5Ilv322+/MeISQFC4k5dHMo43WTKIMuh2ukg9kQueHU4n5xQMpCg3g+IgLojisssuW45R4giMMDOnnXZaITpkY0TIH1QY8CFYYa3TNslw1ocIywJkMe/wvp9BuG9HVxho8yjfhOvr9w8y6Am6zMAmwHKmXzGIMCSoD7Mw9DRSFwPqAL1Fb6u/maEr4qKSNSQNXuZUvN8UvkbFyyprgMo3PUS5ijjcRlxYGCh897AqMDsjLu5XGAp4mWWWKbF6uML3P8sI8mBOUB50OJYAnQ/BkSfhCJAD8YwIIeRAgELm1IByqDR5c4+OgrgIAWAEIP6SdyIxdSFgDg4BMjJDFORRg0IAlM3fOnFhAUESlBPr5pJfPRCoTeLCZOi4j6vu6sQFyUBsEIwIBumbaODmDREXAt3xtjz6hkFSeNdlPQviIq/yp6HwJoxECp+AuGg45lc9j0CZ2RqnxPSAdk7Ba4+mGKZCmOpXdeKiXZv2NMXAysr6YipJWA1EnRDthoSQBeeee255DquOQdcggDWkTlz0WX0TuQIBbP2OUTsLTDdgGSZfKVoytBmPbU7ASDuIy6WXXlq+m2PkDSJjUEr2r7vuukU2GygOMnwTupAeAxZ8FjwDT0obWFm0r5jSI1fpQeRRm/UdEVMWmrDQsz4gqsMAMwR0Eh0CZAY9iVSDvqitmRmgt5XtzDPPLDopZgFYptTjRFbAroiL3wQWKwewWvgdxIU7fg3LMUrax+pEXARQJFTMd5necA/ignBQ3v4332kdh2s9R15YERALpiRmVGY0z6HoQaM36kJojFYod50a6QmoOM/WKUAjQVwILZ3Du1h5kIH6vK/rMUXEQsdCCpiWDzrooHLe3zpxwSxNGXm/0ZP7vLeNuCg3wem8xYFBXAhnoxP5UV4NXgBLcZvM7SNkGomgkdDMo786Q6xn0VjUZxAXU0EUkOO+j7U+6kOj8x18WwKF8IhOlJi+YHFBZPlWIIi0yW5IQT9RJy7arL7BAsQcLS/IO4Ku77GodmNyBspD32LZ1AdCoU41msSFrGB2j4XHZIHROohvY+AxEYKkkTNG/KytnjunUScu8iH5hqaMDE7JKkSZFToGWIMM61voEINrxFD7M0hWjgD9QkfV9SGQs2Q6iyLdIPAtIwCwug1Ke5wI9DlDRER5NlCmAy0hqUMdIaRmSBgJxMxjfQH34BQRGqcTup4qopxlysJYi+EQCx0IeWDpwAopUuTGyIWVoI24KByhZ3rJiIFCRlZcb9SAdCisAIWECIJgJOEY4iKAIcVuvowp2PPlzTQJpcvKwhrkHueandm1yJLOQQgiLirL/RqJBqcTGc2BzoRsEBDerRNZE4IouJ/1SX4mS1zEQ2ojLkyPGrPvgAx6rwahnkyXGRWqbw1cHjXuZh6Z7ORRXfomwW4RF+9HbASiRO6MvLBedei5Rg5JXBIB05QseUbG2u2sLBCfLOrExTo4FgN9BemmxE0la+fat74Xo7iJoC+5z7PIIFMZg4AmcbGWh0U4YE2LAZ2yy38ou5mBrPAc/dpAx/ckr+Y06sQl5JTFquSnKW66hzwjA8m7Qbf6UrSIC0sBq7f/9RNtU/lCp8agOWDWwTdmjUEgd9lllxmIiwH4VPS1yYB+s9wCEQFk0yDY7EAdBkB0oIFGDLYRVkBmTElPtCuwlbho3Fi5+akARaeDa1xe7MGuQyCQAKyK+RFxofzcb5SmEK4LmLsyR24dCUGDcREUFLwP5COzIkhMbBQwqwHTEqbGrOZ9FnAxxyEqyAjBigCY4rHexj3IS2y1ClDI7tGALDQOi4UFrQQFxd80U8U7PU955Vt9yLeFZQgFUiA/8i+4IXMgy5QO59nqQf6QAferB8eYtzVq/2u8tsPJnwYtH9ayIB6m0TQMlhIjXnlHdGKOMPKILEYekUT/u99f9xMKFgiD6SD59TxWM9+Jqc5z1bX5WqRyokaUGH0g8tougq2taltzGhauUwr6HgGnD0cyWnXc4IaMIg+aI9tOMFVKvpBFZJvfgwB9Ur8NkAEsEAHlI6PJv5AP3YBMZFU26mUpqMvnOQXyyRQ9kC/Ws5DZUQ4DN9PodII1L4MO/QPRUiako9429RvfShlNadZBb5LPzptFQFysbaTsWW5iB86wAAeINVimhfTLertUTlNhERRYnVjmETqJ7usm/mErcZmdoJCxMkJChrGr3IqbSAwHTKtMtHBuWMFCE5bWUQeSh7Qk+gcWE5aEbgnzREBYzDhMxSBhsjB7YUYj1vr0AnLFbIzp3okwx4kLWIfCYmB0082e7UQikUgkBhksRyz43Vq+JgJL/TDqR1O6Zh16BTJtE0o3xG9KiEsikUgkEonEZDBGXCyGakZmzJQpU6ZMmTJlmoo0YXRoC6Es8sqUKVOmTJkyZZrqFD6LmhgjLnbwWMmdKVOmTJkyZco01amTN+hc45JIJBKJRGJokMQlkUgkEonE0CCJSyKRSCQSiaFBEpdEIpFIJBJDgqr6f8L4Ct9Zr6WsAAAAAElFTkSuQmCC" width="558" height="95" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los gastos de administración y promoción acumularon $129 al cierre de 2024, lo que representa una disminución del 27% en comparación con el cierre de 2023. Esta variación se explica, en gran medida, por una reducción en el gasto de personal, que ascendió a $52, es decir, 31% menos respecto al año inmediato anterior, derivado de una asignación más eficiente de los recursos humanos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2023 los gastos de administración y promoción acumularon $176, con una disminución del 7% respecto al año anterior, como consecuencia de un menor gasto de personal de $75, mostrando una disminución del 27% en este gasto. Esto deriva igualmente de una asignación eficiente de los recursos humanos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Margen de Interés Neto&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:10pt 0.3pt 0pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al finalizar el ejercicio el margen de interés neto (margen financiero dividido entre activos productivos) para los años 2024, 2023 y 2022 presenta 3.0%, 2.7% y 8.0% respectivamente. Esto principalmente por el crecimiento del margen financiero en los últimos 12 meses, así como el incremento de los activos productivos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Resultado antes de impuestos a la utilidad&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;A continuación, se muestra la determinación del resultado neto por los ejercicios concluidos el 31 de diciembre de 2024, 2023 y 2022:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;img 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024 el resultado antes de impuestos a la utilidad ascendió a $1,414, 14% más en comparación al año 2023. Esta variación positiva se debe tanto al aumento en el rubro de otros ingresos (egresos) de la operación, el cual representa el 57% del total de ingresos, y al aumento de margen financiero; así como a la disminución en los gastos de administración y promoción. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El resultado antes de impuestos a la utilidad de 2023 ascendió a $1,241. Este resultado se debe principalmente a otros ingresos (egresos) de la operación, neto, el cual al cierre del 2023 representa el 66% del resultado antes de impuestos a la utilidad.&lt;/span&gt;&#xD;
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  <ar_pros:FinancialPositionLiquidityAndCapitalResources id="Fafd4e208-9978-4bb6-c166-3739d6d3567a" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Efectivo y Equivalentes de Efectivo&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; line-height:115%; font-size:12pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, 2023 y 2022, el efectivo y equivalentes se integran como sigue:&lt;/span&gt;&#xD;
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" width="558" height="68" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre de 2024 el rubro de efectivo y equivalentes de efectivo de Star Banregio presentó un monto de $11, significando una disminución de (42%) respecto al cierre de 2023, de los cuales $10 son presentados en moneda nacional y $1 en moneda extranjera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El efectivo y equivalente de efectivo de Start Banregio al cierre de 2023 contabilizan un saldo de $19 presentando una variación del (53%respecto al ejercicio anterior, de los cuales $13 son presentados en moneda nacional y $6 en moneda extranjera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 35.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 35.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Cartera de crédito&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El proceso de la gestión crediticia está documentado a través de manuales internos de Regional y empresas subsidiarias, cuya observancia es de carácter general. En dichos manuales se indican las políticas y procedimientos establecidos para determinar las concentraciones de riesgo de crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para el otorgamiento de los créditos comerciales se sigue el siguiente flujo de operación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
				&lt;img 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" width="387" height="227" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En lo relacionado con las funciones del ejercicio del crédito, el Start Banregio contempla las etapas siguientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 0pt 28.06pt; text-indent:0pt; text-align:justify; line-height:115%; padding-left:7.94pt; font-family:serif; font-size:11pt; text-decoration:none"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Originación del crédito.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a) Promoción&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b) Evaluación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c) Aprobación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d) Instrumentación&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;e) Disposición del Crédito&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:none"&gt;&amp;#x25CF;&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Administración del crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;a) Seguimiento&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b) Control&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;c) Recuperación administrativa&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d) Recuperación judicial, de créditos con problemas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;     &lt;/span&gt;&lt;img 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" 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2024 el total de la cartera de crédito contabilizó un saldo de $27,407, de los cuales el 98.7% se encuentran en cartera de crédito con riesgo de crédito etapa 1, el 0.6% en cartera de crédito con riesgo etapa 2, mientras que el 0.7% restante corresponde a cartera de crédito con riesgo de crédito etapa 3. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La cartera de crédito con riesgo de crédito etapa 1 está integrada por créditos con actividad empresarial o comercial, presentando un saldo de $26,194, y créditos comerciales con entidades financieras y gubernamentales, presentando saldos de $579 y $177, respectivamente. Además, los créditos al consumo y a la vivienda (mediana y residencial) cerraron el año con saldos de $83 y $30, respectivamente. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por otra parte, dentro de la cartera de crédito con riesgo etapa 2 los créditos comerciales, al consumo y a la vivienda (mediana y residencial) contabilizaron saldos de $159, $1 y $5, respectivamente. Mientras que la cartera de crédito con riesgo de crédito etapa 3, al cierre de 2024, se integra en un 90% de créditos comerciales, con un monto de $162, el 9% corresponde a créditos a la vivienda (mediana y residencial) con un monto de $16, y el resto corresponde a créditos al consumo con un monto de $1. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La cartera de crédito presentó al cierre de diciembre 2023 un saldo de $23,085, los cuales el 98% se encuentra en cartera de crédito con riesgo de crédito etapa 1, el 1% a la cartera de crédito con riesgo de crédito etapa 2 y el resto, el 1% a la cartera de crédito con riesgo de crédito etapa 3. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Dentro de la cartera de crédito con riesgo de crédito etapa 1 sobresalen los créditos con actividad empresarial o comercial, los cuales al cierre de 2023 presentan un saldo de $22,011, le siguen los créditos comerciales con entidades financieras y gubernamentales, las cuales muestran un saldo de $247 y $248 respectivamente. Por su parte, los créditos al consumo y a la vivienda (Media y residencial) cerraron el año con un saldo de $87 y $42 respectivamente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Dentro de la cartera de crédito con riesgo etapa 2 los créditos comerciales, al consumo y de vivienda (Media y residencial) presentaron al cierre del 2023 un saldo de $248, $0 y $6 respectivamente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por otro lado, el saldo de los créditos comerciales dentro de la cartera de crédito con riesgo de crédito etapa 3, corresponde al 91% del saldo total por $178. El resto corresponde a los créditos comerciales con entidades gubernamentales por $0, créditos al consumo y créditos a la vivienda (Media y residencial) por $1 y $17 respectivamente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En relación a los índices de morosidad, estos presentan para los años 2024, 2023 y 2022 niveles de 0.65%, 0.85% y 1.28% respectivamente; estas disminuciones son reflejo de una adecuada administración en el otorgamiento de créditos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El índice de cobertura de reservas al cierre de 2024, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2023&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;2022&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; es de 208%, &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;196&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;% y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;193&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;%&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;respectivamente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:center"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:21.25pt; text-align:center"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Derivados implícitos&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Son aquellos componentes de un contrato que en forma explícita no pretenden originar un instrumento financiero derivado por sí mismo, pero que los riesgos implícitos generados por esos componentes difieren en sus características económicas y riesgos de los de dicho contrato (contrato anfitrión) y por ende, resultan en un comportamiento y características similares a los que presenta un instrumento financiero derivado común.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cuando las características económicas y riesgos del derivado implícito no se encuentran estrechamente relacionadas con las características y riesgos del contrato anfitrión y este último no se valúa a su valor razonable afectando los resultados de la Institución, el derivado implícito se segrega para efectos de valuación y recibe el tratamiento contable de un derivado.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Sociedad mantiene contratos de arrendamiento operativo en dólares, colocados ante clientes cuya moneda funcional es el peso mexicano; por lo cual, son considerados como derivados implícitos susceptibles a evaluaciones periódicas para determinar el cumplimiento de ciertas condiciones definidas en la normativa aplicable y analizar la necesidad de segregarlos del contrato anfitrión para ser valuados a valor razonable. El valor razonable de los derivados implícitos en estos contratos, se determina con base en la construcción de curvas SOFR (Secured Overnight Funding Rate) y calculando un factor de descuento, el cual es aplicado a la suma del valor presente de los flujos calculados y la cual se valoriza al tipo de cambio cierre de jornada a la fecha de valuación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los derivados implícitos se presentan en el rubro de &amp;#x201C;Otras cuentas por cobrar, neto&amp;#x201D; del estado de situación financiera. Los cambios en el valor razonable se &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;reconocen en el estado de resultado integral formando parte del rubro de &amp;#x201C;Resultado por Intermediación&amp;#x201D;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt; font-weight:bold"&gt;Información cualitativa y cuantitativa&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;i.- Discusión de la administración sobre las políticas de uso de instrumentos financieros derivados, explicando si dichas políticas permiten que sean utilizados únicamente con fines de cobertura o también con otros fines, tales como negociación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Descripción general de objetivos para celebrar derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, no tiene objetivos para celebrar derivados, dado que no tiene operaciones vigentes al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Instrumentos utilizados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para Start Banregio, no se tiene autorización del Banco de México para operar instrumentos financieros derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;De esta forma, no se tienen operaciones vigentes ni se cuentan con instrumentos derivados estructurados al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Estrategias de cobertura o negociación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Cobertura:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 2&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;024&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, no se cuentan con operaciones vigentes de cobertura.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Negociación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, no se cuentan con operaciones vigentes de negociación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Mercados de negociación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Contrapartes elegibles.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, no tiene contrapartes para operar.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Políticas para la designación de agentes de cálculo o valuación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene políticas para la designación de agentes de cálculo o valuación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Principales condiciones o términos de los contratos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;h)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Políticas de márgenes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes. Por lo que no existen políticas de margen.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;i)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Colaterales y líneas de crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes. De esta forma, no se tienen llamadas de margen.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="width:72.7pt; text-indent:0pt; display:inline-block; -aw-tabstop-align:left; -aw-tabstop-pos:72.7pt"&gt;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;j)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Procesos y niveles de autorización requeridos por tipo de operación (cobertura simple, cobertura parcial, especulación).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;k)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Indicar si las operaciones están autorizadas por algún Comité.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;l)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Procedimientos de control interno para administrar la exposición a los riesgos de mercado y de liquidez en las posiciones de instrumentos financieros derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;m)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Persona independiente que revisa dichos procedimientos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:normal"&gt;n)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Información sobre la integración de un Comité de Riesgos, reglas que los rigen y existencia de un manual de riesgos. (UAIR)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;ii.- Descripción genérica sobre las técnicas de valuación, variables de referencia, supuestos aplicados, políticas y frecuencia de la valuación y acciones establecidas en función de la valuación obtenida. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Metodología para determinar la efectividad de la cobertura, mencionando el nivel de cobertura con el que cuentan&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 2024, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;iii.- Discusión de la administración sobre las fuentes internas y externas de liquidez que pudieran ser utilizadas para atender requerimientos relacionados con instrumentos financieros derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 2024, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;iv.- Explicación de los cambios en la exposición a los principales riesgos identificados y en la administración de la misma. Así como contingencias y eventos conocidos o esperados por la administración, que puedan afectarla en futuros reportes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Revelar cualquier situación o eventualidad, tales como cambios en el valor del activo subyacente o las variables de referencia, que implique que el uso del instrumento financiero derivado difiera de aquél con el que originalmente fue concebido, que modifique significativamente el esquema del mismo o que implique la pérdida parcial o total de la cobertura y que requiera que la Emisora asuma nuevas obligaciones, compromisos o variaciones en su flujo de efectivo de forma que vea afectada su liquidez (ejem. Llamadas de margen). Para efectos de lo anterior, también deberá presentarse el impacto en resultados o flujo de efectivo de las mencionadas operaciones en derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Adicionalmente, descripción y número de instrumentos financieros derivados que hayan vencido durante el trimestre y de aquellos cuya posición haya sido cerrada, así como el número y monto de llamadas de margen que, en su caso, se presentaron durante el trimestre. Asimismo, revelar cualquier incumplimiento que se haya presentado a los contratos respectivos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;v.- Información cuantitativa conforme al formato contenido en la tabla 1 (datos en miles de pesos / usd)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Análisis de sensibilidad &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Estimación del impacto en el estado de resultados y en flujo de efectivo, para cada escenario mencionado en el numeral anterior.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre del 20&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;24&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;, Start Banregio no tiene operaciones derivadas vigentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Fuentes de fondeo&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;img 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" width="558" height="110" alt="" style="-aw-left-pos:0pt; -aw-rel-hpos:column; -aw-rel-vpos:paragraph; -aw-top-pos:0pt; -aw-wrap-type:inline" /&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2024 las fuentes de fondeo muestran un saldo de $23,466, representando un crecimiento del 18% respecto al monto presentado el año anterior, con $19,909. Esta variación se debe principalmente por el crecimiento en el rubro de Certificados Bursátiles, que a diciembre del 2024 presentó un saldo de $4,591, significando un crecimiento de 92% en comparación del año anterior, en el cual se presentó un saldo de $2,393. De igual forma estas fuentes de fondeo están integradas por los préstamos interbancarios de corto y largo plazo, cuyo saldo asciende a $5,205 y $13,670, respectivamente. &lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las fuentes de fondeo al cierre de 2023 ascienden a $19,909, que representan un crecimiento del 24% respecto al saldo observado al terminar el año inmediato anterior, que fue de $16,705. Esta variación es consecuencia principalmente por el crecimiento en el saldo de los préstamos interbancarios de largo plazo, que a diciembre de 2023 presenta un saldo de $13,710, con un crecimiento del 20% respecto al año anterior. De igual manera, los préstamos a corto plazo cerraron el año con un saldo de $3,806, así como el programa de Certificados Bursátiles el cual presentó un saldo de $2,393 al cierre del mismo periodo, presentando crecimientos de 60% y 4% respectivamente.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La principal fuente de fondeo para Start Banregio son las líneas de crédito con la banca comercial y con la banca de desarrollo, donde sobresale una línea de crédito por hasta $1&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;7&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;,&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;5&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;00 con Banco Regional, que es la compañía controladora de Start Banregio. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;También destaca el Programa de Certificados Bursátiles autorizado por la CNBV por un monto de hasta $10,000 y las emisiones de corto &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;plazo realizadas&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; al amparo del mismo, las cuales son operadas en forma semanal con emisiones a plazos de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;84 y 168&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; días.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt; Tanto los pasivos bursátiles como los créditos con bancos y otros organismos son todos a tasa variable, ya que en el caso de los certificados bursátiles cada 28 días se revisa la tasa de acuerdo al mercado y para los créditos bancarios su referencia es la TIIE como se puede observar en los cuadros de la sección &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#x201C;III. INFORMACIÓN FINANCIERA - C. Informe de Créditos Relevantes.&amp;#x201D;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Políticas de tesorería, monedas en que se mantiene el efectivo o inversiones temporales&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La tesorería es la unidad encargada de nivelar los excedentes o requerimientos de fondeo de recursos entre las distintas entidades del grupo financiero. Asimismo, se encarga de vigilar la adecuada administración de los riesgos de liquidez y mercado.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Esta unidad se encarga de analizar la tasa de interés, plazo y moneda con el fin de minimizar el riesgo de liquidez y mercado siempre siguiendo las políticas de inversión que establecen la obligatoriedad de la operación al amparo del contrato marco &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;respetando los límites de riesgo establecidos y procurando siempre la compra de papeles con alta bursatilidad y calidad crediticia tanto en moneda nacional como en dólares.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La UAIR identifica, mide, vigila e informa de los riesgos de mercado, crédito, liquidez, operativo, tecnológico y legal que enfrenta Regional y sus subsidiarias. El perfil de independencia que normativamente tiene la UAIR, evita los conflictos de intereses asegurando una adecuada separación y vigilancia de responsabilidades.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las obligaciones diarias de Regional y sus subsidiarias, no deben exceder del 100.0% de las líneas de crédito recibidas en el Módulo de Reportos para Proporcionar Liquidez al Sistema de Pagos (&amp;#x201C;RSP&amp;#x201D;) de Banxico y depósitos en garantía de sobregiro.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para enfrentar las posibles complicaciones derivadas de una demanda extraordinaria de liquidez por parte de los depositantes, se cuenta con las líneas de crédito disponibles (RSP, call Money, líneas de crédito de bancos y de la banca de fomento, subastas de liquidez realizadas con Banco de México y emisión de pasivos) y la tesorería puede proceder a la venta en el mercado secundario las posiciones de papel tratando en todo momento de maximizar el ingreso por la venta de los títulos o minimizando el eventual quebranto.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Como política de riesgo no se llevan a cabo operaciones derivadas con fines especulativos, debido a la naturaleza de las mismas, lo cual implica poner en riesgo los recursos con los que operan Regional y sus subsidiarias..&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las políticas que rigen la tesorería están establecidas en apego a las disposiciones emitidas por Banxico y la CNBV.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La administración estima contar con capacidad suficiente para hacer frente a los requerimientos de liquidez de corto plazo, incluyendo las inversiones de capital programadas para 2024. La principal fuente de liquidez serán los flujos de efectivo provenientes de la operación del negocio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Adeudos fiscales&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio no cuenta con adeudos fiscales a la fecha de este Reporte Anual.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 17.45pt; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Inversiones de capital&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La fuente de liquidez principal serán los flujos de efectivo provenientes de la operación del negocio, así como de los recursos provenientes de las líneas de crédito contratadas con la banca comercial, particularmente con la línea de crédito contratada con Banco Regional, compañía controladora de Start Banregio; y con la banca de desarrollo y del programa de CBs.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El rubro de propiedades, mobiliario y equipo registró al cierre del 2024 un saldo de $686. Entre los conceptos destacados se encuentran el equipo de transporte para uso propio y el equipo de transporte en arrendamiento operativo, los cuales registraron un &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;saldo al cierre de $380 y $210, respectivamente, presentando a su vez una depreciación acumulada de ($22) y ($170). &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2023, el rubro de propiedades, mobiliario y equipo, registró un saldo de $784, el cual se compone principalmente por el equipo de transporte para uso propio y equipo de transporte en arrendamiento operativo los cuales registraron un saldo al cierre por $466 y $257 respectivamente, presentando a su vez una depreciación acumulada de ($22) y ($146)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al cierre del 2022, el rubro de propiedades, mobiliario y equipo, registró un saldo de $924 el cual se compone principalmente por el equipo de transporte para uso propio y equipo de transporte en arrendamiento operativo los cuales registraron un saldo al cierre por $572 y $530 respectivamente, presentando a su vez una depreciación acumulada de ($21) y ($390)&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, Start Banregio no cuenta con inversiones relevantes comprometidas en activos fijos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
				&lt;img 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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Operaciones fuera de balance&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio no cuenta con operaciones no registradas en el Estado de Situación Financiera o estado de resultados, por lo que no se considera que ello podría tener un efecto adverso en los resultados o situación financiera futuros.&lt;/span&gt;&#xD;
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  <ar_pros:InternalControl id="Fbd84db83-2593-48aa-ceff-1604b34fa2a4" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Atendiendo a lo dispuesto en la regulación vigente en materia de control interno aplicable, el Consejo de Administración; a propuesta del Comité de Auditoría, aprueba los objetivos y lineamientos del sistema de control interno, asegurando que se establezcan políticas, procedimientos y prácticas que aseguren su implementación efectiva en la Entidad, poniendo especial énfasis en los siguientes aspectos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Contar con personal competente, fiable y ético;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Contar con una adecuada segregación de funciones entre el personal;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Existencia de niveles de autorización para acceder, transaccionar y autorizar operaciones y/o sus excepciones;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Contar con registros suficientes y adecuados de todas las transacciones relevantes que permitan a las auditorías internas y externas comprobar el cumplimiento de la normatividad interna y externa; y&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Contar con controles físicos y electrónicos que brinden seguridad a la organización en sus operaciones e instalaciones.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Para vigilar que las operaciones sean congruentes con los objetivos del sistema de control interno, la Dirección general procura asegurar que su estructura organizacional esté basada en principios de independencia y de una adecuada segregación y delegación de funciones y responsabilidades, cuidando los siguientes aspectos: &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Otorgando las facultades necesarias al personal y preservando una adecuada segregación y delegación de funciones;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Definiendo las áreas y niveles jerárquicos del personal, asegurando que sus responsabilidades sean acordes con sus facultades;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Delimitando las facultades entre el personal que autoriza, ejecuta, vigila, evalúa, registra y contabiliza las operaciones para evitar cualquier conflicto de interés; y&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Definiendo la estructura y características generales para el desarrollo de las funciones de control interno.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La estructura organizacional cuenta con un área de Contraloría Interna que se encarga de vigilar el funcionamiento de los mecanismos de control establecidos y de implementar programas de revisión al cumplimiento de los objetivos y lineamientos del sistema de control interno, así como el cumplimiento de leyes y la prevención del lavado de dinero, mediante actividades como las que se mencionan a continuación:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Elaboración de matrices de riesgos y controles (mapeos de procesos);&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Monitoreo de actividades de control a través de indicadores y autoevaluaciones;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Cumplimiento de leyes;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Monitoreo e implementación de los cambios en las leyes y regulaciones aplicables;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Atención a los requerimientos de las autoridades;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Cumplimiento de los requisitos que deben reunir los empleados, funcionarios consejeros a que hacen referencia los artículos 22, 23 y 24 de la LIC;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 28.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Capacitación en materia de Control Interno y Prevención de Lavado de Dinero, y revisión de normatividad interna y externa.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5.05pt 36pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En cumplimiento con la normatividad vigente, se cuenta con un área de Normatividad Institucional que documenta los procesos y políticas en conjunto con los responsables de procesos, para comprobar el adecuado diseño y funcionamiento de los mismos. Estos son sometidos anualmente a revisión, o cuando presenten cambios en sus procedimientos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Para dar cumplimiento a lo relativo al secreto bancario en el manejo de la información de los clientes, así como en la Ley de Protección de Datos Personales, se incluye su estricta observancia en las políticas institucionales de todos los manuales de normatividad y procedimientos, así como en el Código de Conducta y Reglamento Interior de Trabajo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; La Entidad fomenta y promueve la integridad y valores éticos a través del Código de Conducta Institucional el cual señala como conducirnos de manera íntegra, prudente y transparente para cuidar el patrimonio y la confianza que nos depositan nuestros Clientes, Usuarios, Colaboradores, Proveedores, Socios y Directivos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; De manera sistemática se llevan a cabo diversas campañas de difusión continuas y permanentes del Código de Conducta y su contenido a través de la red social interna, campañas visuales, correo electrónico, cursos y talleres dirigidos a todos los colaboradores. Además se imparte el Curso Anual de Código de Conducta, dirigido a todos los colaboradores de la Entidad; cuyo objetivo es difundir la filosofía de la Entidad en donde se presentan los principios y lineamientos que guían el comportamiento que se espera de los colaboradores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:21pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Entidad por medio de la Contraloría Interna fomenta y difunde la importancia del control interno, así como sus objetivos, componentes y lineamientos. Además se realizan diversas campañas de difusión las cuales son dirigidas a todos los niveles de la Entidad por los diversos canales institucionales. Asimismo se cuenta con un programa de capacitación en materia de control interno y riesgo operacional dirigido a todos los colaboradores. El programa es actualizado e impartido cada año; además como parte de la capacitación de inducción a los colaboradores de nuevo ingreso, se les imparten talleres de concientización respecto a la importancia del control interno en la Entidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; La Entidad cuenta, a través de su sitio web, con el Buzón de Transparencia que es un canal de comunicación independiente de las áreas de negocios, anónimo, confidencial y seguro, a través del cual los colaboradores, clientes, usuarios y/o proveedores pueden compartirnos cualquier situación que consideren afecte su integridad, las buenas prácticas o los valores institucionales. Por su parte la Entidad se compromete a brindar una atención oportuna y encontrar la mejor solución. Se busca erradicar principalmente afectaciones al Capital Humano (clima y hostigamiento laboral, discriminación, abuso de autoridad) y afectaciones al Patrimonio de la Institución (prevenir y evitar fraudes, conflictos de interés, corrupción, quejas de clientes que &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;puedan derivar en eventos de pérdida). De igual forma siempre se busca proteger la integridad de quien denuncia, propiciando el uso del Buzón de Transparencia.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Con el objetivo de reforzar la Cultura de Cumplimiento y las buenas prácticas laborales, se implementó el Sistema de Consecuencias, una herramienta que nos permite eficientar el proceso, administración y el control de las sanciones, así como la consulta del historial de cada uno de los colaboradores para la toma oportuna de decisiones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Para complementar todas estas acciones, en la Entidad se implementó el rol del Gestor de riesgos cuyo principal objetivo es fortalecer la primera línea de defensa en la identificación oportuna y prevención de los riesgos operativos asociados a procesos relevantes. Para reforzar su función, se creó una certificación; la cual consta de un curso en línea especializado, talleres colaborativos para el análisis de casos de estudio, así como la capacitación en el uso de la plataforma de gestión de riesgo operacional para el reporte de situaciones de riesgo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:21pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En relación a esto, se cuenta con una plataforma tecnológica, la cuál funciona como un sistema GRC (Gobernabilidad, Riesgo y Cumplimiento) para la gestión del riesgo operacional a través de un canal de colaboración directo entre las unidades de negocio y las áreas de riesgos, para así fortalecer el sistema de control interno.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:21pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; El área de auditoría interna es totalmente independiente y reporta de forma directa al Comité de Auditoría. Los informes y dictámenes presentados por ésta área demuestran la observancia requerida en apego a los lineamientos y estándares de calidad establecidos. Asimismo, los procedimientos y metodologías utilizados para el desempeño de sus funciones son satisfactorios, y revelan el correcto funcionamiento respecto a la verificación de políticas y normas establecidas, así como del sistema de control interno y su consistencia con los objetivos y lineamientos aplicables.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; Respecto a los lineamientos para la implementación de los objetivos del sistema de control interno, el Comité de Auditoría desempeña las siguientes actividades para su evaluación y seguimiento:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5.05pt 39.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Sesiona en forma trimestral, dejando constancia de los acuerdos y resoluciones tomadas mediante actas debidamente circunstanciadas y suscritas por el presidente y el secretario de dicho órgano.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5.05pt 39.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Presenta para aprobación del Consejo de Administración:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;ul type="disc" style="margin:0pt; padding-left:0pt"&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 82.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;La emisión de facultades;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 82.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;La emisión de manuales de normatividad y procedimientos, así como sus actualizaciones;&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 82.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;La designación y agenda de trabajo del auditor externo; y&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
				&lt;li style="margin:0pt 0pt 5.05pt 82.06pt; text-indent:0pt; text-align:justify; padding-left:7.94pt; font-family:serif; font-size:11pt"&gt;&#xD;
					&lt;span style="font-family:Arial; font-size:11pt"&gt;Las normas que regirán el funcionamiento del Comité de Auditoría.&lt;/span&gt;&#xD;
				&lt;/li&gt;&#xD;
			&lt;/ul&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Revisa y vigila que el programa anual de auditoría interna se desempeñe con efectividad, desarrollándose de conformidad con los controles y estándares de calidad adecuados en materia contable y de control interno.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Asegura la independencia del área de auditoría interna respecto de las demás unidades de negocio y administrativas, la cual debe reportar al Consejo de Administración a través de ese mismo Comité de Auditoría.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Realiza los ajustes necesarios respecto a la dependencia organizacional de las distintas áreas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Revisa y vigila que las políticas y procedimientos contenidos en los manuales de normatividad se apeguen a las disposiciones legales, así como a los lineamientos del sistema de control interno.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 36pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Verifica que las funciones de la contraloría interna correspondan a la dirección general, evaluando e informando al Consejo de Administración, los aspectos y el desempeño del área.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En el uso de los sistemas informáticos, se cuenta con un sistema transaccional e integral para todos los productos y servicios ofrecidos al público. Adicionalmente, se cuenta con sistemas de apoyo para las áreas de riesgos, créditos y contabilidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En esta misma materia, se cumple con un adecuado control para ofrecer la seguridad requerida de información, control de acceso y niveles de servicio. Para hacer frente a cualquier contingencia, se cuenta con un centro de respaldo el cual permite dar continuidad a las operaciones y mantener el servicio al cliente. Asimismo, se han tomado las medidas necesarias para asegurar razonablemente que los sistemas informáticos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5.05pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Realicen las funciones para las que fueron desarrollados o adquiridos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Documenten debidamente sus aplicaciones y procesos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Antes de ser implementados, sean probados utilizando mecanismos de control de calidad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Cuenten con las licencias o autorizaciones necesarias para su uso.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Cuenten con controles de seguridad y de acceso, garantizando la integridad de los sistemas y de la información generada, almacenada y transmitida.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Minimicen el riesgo de interrupción con base en mecanismos de respaldo y procedimientos de recuperación de la información.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Mantengan registros de auditoría.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 5pt 35.4pt; text-indent:-14.15pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;h)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Realicen pruebas tendientes a detectar vulnerabilidades de los medios electrónicos previniendo el acceso y uso no autorizado de personas ajenas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Respecto a la contratación de servicios con terceros, contamos con los mecanismos necesarios para dar cumplimiento a la regulación vigente, evitando en todo momento poner en riesgo el valor económico de la Entidad, la confidencialidad de la información y la continuidad de las operaciones.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; También cabe destacar que en las sesiones trimestrales del Comité de Auditoría, las áreas dan seguimiento y atención a las diversas recomendaciones e instrucciones que este Comité emite en materia de recursos humanos, ética e integridad, créditos, área comercial, tecnología de información y planes estratégicos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; En coadyuvancia al fortalecimiento del sistema de control interno, se cuenta con un Comité de control y prevención de pérdidas por riesgo operacional, el cual sesiona mensualmente y su función principal es dirigir, coordinar, aprobar y controlar el desarrollo de los planes y acciones necesarias para mitigar eficazmente los riesgos identificados.&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:InternalControl>
  <ar_pros:EstimatesCriticalAccountingProvisionsOrReserves id="F7a97dd13-ffec-477b-b243-516df3729d2d" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La preparación de los estados financieros de la Sociedad requiere que la administración realice juicios, estimaciones y supuestos que afectan el valor presentado de los ingresos, gastos, activos y pasivos así como de las revelaciones de los mismos y de pasivos contingentes. La incertidumbre sobre estos supuestos y estimaciones podría originar resultados que requieran un ajuste material al valor en libros de los activos o pasivos en periodos futuros. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los supuestos claves utilizados y otras fuentes de estimaciones con incertidumbre a la fecha de los estados financieros, que tienen un riesgo significativo de originar un ajuste material al valor en libros de los activos y pasivos. La Sociedad basó estos supuestos y estimaciones sobre parámetros disponibles a la fecha de preparación de los estados financieros. Las circunstancias y supuestos existentes, podrían modificarse debido a cambios o circunstancias más allá del control de la Sociedad. Tales cambios son reconocidos en los supuestos cuando ocurren. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Juicios&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información sobre juicios realizados en la aplicación de políticas contables que tienen el efecto más importante sobre los importes reconocidos en los estados financieros se describe en las siguientes notas:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;- Nota 7 &amp;#x2013; Cartera de crédito: definición del modelo de negocio, ya sea para cobrar principal e interés (IFCPI) o para cobrar o vender (IFCV).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Supuestos e incertidumbres en las estimaciones &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información sobre supuestos e incertidumbres de estimación que tienen un riesgo significativo de resultar en un ajuste material a los importes en libros de activos y pasivos en el siguiente año se incluye en las siguientes notas:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;- Nota 12 &amp;#x2013; Valuación de propiedades, mobiliario y equipo - Pruebas de deterioro del valor de activos fijos, incluyendo los supuestos claves para determinación del importe recuperable de dichos activos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
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			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;- Nota 8 &amp;#x2013; Determinación de la estimación preventiva para riesgos crediticios - supuestos e insumos utilizados en su determinación.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
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			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;- Nota 16 &amp;#x2013; Reconocimiento de activos por impuestos diferidos: disponibilidad de utilidades futuras gravables, y la materialización de los impuestos diferidos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Determinación del valor razonable&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Algunas de las políticas y revelaciones contables de la Sociedad requieren la medición de los valores razonables tanto de los activos y pasivos financieros como de los no financieros.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La Sociedad cuenta con un marco de control establecido en relación con la medición de los valores razonables. Esto incluye la autorización por parte del Consejo de Administración de la contratación de un proveedor de precios, además de la autorización por parte del Comité de Riesgos de la Sociedad de los modelos de valuación internos y sus modificaciones, los métodos de estimación de las variables usadas en estos modelos de valuación cuando no son proporcionadas directamente por el proveedor de precios que la Sociedad haya contratado, y de aquellos valores y demás instrumentos financieros y activos virtuales a los que les son aplicables los modelos de valuación internos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
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			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, el marco de control establecido incluye un equipo de valuación que tiene la responsabilidad general de la supervisión de todas las mediciones significativas del valor razonable, incluyendo los valores razonables de Nivel 3, y que reporta directamente al Gerente de Contabilidad. El equipo de valuación revisa regularmente los datos de entrada no observables significativos y los ajustes de valuación. Si se usa información de terceros, como cotizaciones de corredores o servicios de fijación de precios, para medir los valores razonables, el equipo de valuación evalúa la evidencia obtenida de los terceros para respaldar la conclusión de que esas valuaciones satisfacen los requerimientos de las NIF, incluyendo el nivel dentro de la jerarquía del valor razonable dentro del que deberían clasificarse esas valuaciones. Los asuntos de valuación significativos son informados al Comité de Auditoría de la Sociedad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Cuando se mide el valor razonable de un activo o pasivo, la Sociedad utiliza datos de mercado observables siempre que sea posible. Los valores razonables se clasifican en distintos niveles dentro de una jerarquía del valor razonable que se basa en los datos de entrada (observabilidad de los insumos) usados en las técnicas de valoración, como sigue:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Nivel 1: precios cotizados (no-ajustados) en mercados activos para activos o pasivos idénticos, que corresponde al nivel más alto, correspondiente a precios obtenidos exclusivamente con datos de entrada de nivel 1.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Nivel 2: datos de entrada diferentes de los precios cotizados incluidos en el Nivel 1, que sean observables para el activo o pasivo, ya sea directa (es decir, precios) o indirectamente (es decir, provenientes de los precios) que corresponde a precios obtenidos con datos de entrada nivel 2.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Nivel 3: datos o insumos para medir el activo o pasivo que no se basan en datos de mercado observables (datos de entrada no observables), que corresponde a el nivel más bajo, para aquellos precios obtenidos con datos de entrada nivel 3.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los instrumentos financieros que son valuados mediante el uso de un modelo de valuación interno de la Sociedad no son considerados en ninguna circunstancia como Nivel 1.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Si los datos de entrada usados para medir el valor razonable de un activo o pasivo se clasifican en niveles distintos de la jerarquía del valor razonable, entonces la medición del valor razonable se clasifica en su totalidad en el mismo nivel de la jerarquía del valor razonable que la variable de más baja observabilidad que sea significativa para la medición total.&lt;/span&gt;&#xD;
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  <ar_pros:ExternalAuditorsAdministration id="F3dbb455c-3f3a-40a0-8226-878c60b11104" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los Estados Financieros Auditados incluidos como anexos a este reporte anual han sido dictaminados en 2024, 2023 y 2022 por KPMG Cárdenas Dosal, S.C.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; así mismo la opinion de dichos estados financieros ha sido una opinión sin salvedades.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La firma KPMG Cárdenas Dosal, S.C. fue designada por el Consejo de Administración para fungir como auditor externo con base en su perfil y tomando en consideración su experiencia y reconocimiento tanto por autoridades como por instituciones financieras. Las oficinas de los auditores externos están ubicadas en Manuel Ávila Camacho 176 P1, Reforma Social, Miguel Hidalgo, C.P. 11650, Ciudad de México.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a los estatutos sociales, el Consejo de Administración es el responsable de establecer las políticas y lineamientos para la contratación de auditores externos, previa recomendación del Comité de Auditoría.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio contrató Servicios Adicionales, principalmente por Estudios de Precios de Transferencia por un monto de $0.51, $0.20 y $0.27 durante los años 2024, 2023 y 2022, respectivamente (Los montos mencionados anteriormente incluyen IVA).&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;No hubo dependencia de honorarios como se describe en el (Código Internacional de Ética para Profesionales de Contabilidad) Código de IESBA en las cuotas de honorarios a Regional, S. A. B. de C. V. y subsidiarias.&lt;/span&gt;&#xD;
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  <ar_pros:TransactionsWithRelatedParties id="Fefbce828-5e62-466b-a649-385341c34ce2" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style="font-family:Arial;font-size: 8pt"&gt;&amp;nbsp;&lt;/p&gt;
&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&lt;meta http-equiv="Content-Style-Type" content="text/css" /&gt;&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;
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&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La Ley de Instituciones de Cr&amp;eacute;dito (LIC) establece l&amp;iacute;mites para el otorgamiento de financiamientos a partes relacionadas, se&amp;ntilde;al&amp;aacute;ndose que la suma total de los montos de cr&amp;eacute;ditos dispuestos, m&amp;aacute;s las l&amp;iacute;neas de apertura de cr&amp;eacute;dito irrevocable otorgados a entidades relacionadas no podr&amp;aacute; exceder el 35% de la parte b&amp;aacute;sica del capital neto.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Todas las operaciones relevantes de Start Banregio con partes relacionadas est&amp;aacute;n registradas en el Estado de Situaci&amp;oacute;n Financiera o en el estado de resultados.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los cr&amp;eacute;ditos relacionados han sido otorgados y calificados de acuerdo con las pol&amp;iacute;ticas, procedimientos y sistemas de calificaci&amp;oacute;n aplicables al resto de la cartera de cr&amp;eacute;dito de Start Banregio. &lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La suma total de las operaciones con personas relacionadas no podr&amp;aacute; exceder del 35% de la parte b&amp;aacute;sica del capital neto de la instituci&amp;oacute;n. Trat&amp;aacute;ndose de pr&amp;eacute;stamos o cr&amp;eacute;ditos revocables, computar&amp;aacute; para este l&amp;iacute;mite &amp;uacute;nicamente la parte dispuesta.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Todas las operaciones con partes relacionadas han sido aprobadas por el Consejo de Administraci&amp;oacute;n de Start Banregio.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El art&amp;iacute;culo 73 de la LIC establece que si el cr&amp;eacute;dito otorgado a una sola persona relacionada excede el monto equivalente a dos millones de UDIs o 1.0% del capital b&amp;aacute;sico, lo que resulte mayor, la autorizaci&amp;oacute;n debe ser otorgada por el Consejo de Administraci&amp;oacute;n.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Al 31 de diciembre de 2024, 2023 y 2022, el monto de los cr&amp;eacute;ditos otorgados a partes relacionadas asciende a $810, $274 y $242, respectivamente.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt; text-decoration:underline"&gt;Saldos y operaciones con partes relacionadas&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;De acuerdo con el criterio contable C-13 &amp;ldquo;Partes relacionadas&amp;rdquo; emitido por la CNBV, se deber&amp;aacute;n revelar aquellas operaciones con partes relacionadas que representen m&amp;aacute;s del 1% del capital neto del mes anterior a la fecha de elaboraci&amp;oacute;n de la informaci&amp;oacute;n financiera al 31 de diciembre de 2024, 2023 y 2022 es de $4,093, $3,285 y $2,603 respectivamente.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;No existen partidas irrecuperables o de dif&amp;iacute;cil cobro provenientes de operaciones con partes relacionadas.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio cuenta con una relaci&amp;oacute;n corporativa con Regional y con las subsidiarias del Grupo, tal como se describe en el apartado II. La Emisora, inciso b)Descripci&amp;oacute;n del Negocio numeral IX. Estructura corporativa&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;
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  <ar_pros:AdministratorsAndShareholders id="F8767838c-c7f9-49bb-b0bc-a40e0cefc5e6" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Consejo de Administración de Start Banregio está actualmente integrado por 5 consejeros propietarios y sus respectivos suplentes. Cada consejero es elegido por el plazo de un año, puede ser reelegido y deberá permanecer en funciones hasta que su sucesor haya sido elegido y tomado posesión de su cargo. Los consejeros son elegidos por mayoría de votos de los accionistas reunidos en asamblea ordinaria de conformidad con lo establecido en el artículo vigésimo de los estatutos sociales del emisor. Todos los consejeros propietarios y suplentes actuales fueron elegidos o ratificados para ocupar sus cargos en el Consejo por un periodo de 1 (un) año o hasta que su sucesor haya sido elegido y tomado posesión de su cargo, mediante acuerdo de la asamblea general ordinaria anual de accionistas. De acuerdo al artículo 22 de la Ley para Regular las Agrupaciones Financieras, la sociedad controladora estará en posibilidad de nombrar o destituir a la mayoría de los miembros del Consejo de Administración de cada una de las entidades financieras integrantes de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a los estatutos sociales de Start Banregio, al menos el 25% de los consejeros deberán ser independientes y dicha independencia es calificada por la propia Asamblea de Accionistas que los designe.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;De conformidad con los estatutos sociales de Start Banregio, el Consejo de Administración deberá procurar la creación de valor en beneficio de la Compañía, sin favorecer a determinado accionista o grupo de accionistas. Al efecto deberán actuar diligentemente adoptando decisiones razonadas y cumpliendo con los demás deberes que les sean impuestos por virtud de la LMV y los estatutos sociales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Facultades del Consejo de Administración&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a los estatutos sociales vigentes de Start Banregio (cláusula vigésima tercera), el Consejo de Administración tiene a su cargo, entre otras, las siguientes facultades:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Las comprendidas en los poderes generales para pleitos y cobranzas para administrar los negocios y bienes sociales con el poder más amplio de administración, y para ejercer actos de dominio respecto a los bienes muebles e inmuebles de Start Banregio, con todas las facultades generales y las que requieran cláusula especial conforme a la ley, en los términos del artículo 2554 del Código Civil Federal, y su correlativo del código civil en los diversos Estados de la República Mexicana. Por lo tanto, el Consejo de Administración, estará facultado para representar a Start Banregio ante toda clase de personas físicas o morales, así como ante toda clase de autoridades administrativas o judiciales, del Municipio, del Estado, de la Federación, ante el Tribunal Federal de Conciliación y Arbitraje, locales o federales y autoridades del trabajo ante las diferentes Secretarías de Estado, ante el H. Tribunal Fiscal de la Federación; ante el Instituto Mexicano del Seguro Social, oficinas regionales del mismo y demás dependencias de dicho instituto y ante árbitros o arbitradores. Los anteriores poderes y facultades incluyen enunciativa más no limitativamente, facultades de interponer y desistirse de toda clase de juicio y recursos, aún el de amparo, transigir, comprometer en árbitros, articular y absolver posiciones, obtener adjudicaciones de bienes, hacer cesión de bienes, presentar posturas de remate, recusar, recibir pagos, presentar denuncias y formular querellas por los delitos que se cometan sin perjuicio directo o indirecto de Start Banregio; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;desistirse de estas, otorgando el perdón, actuar como coadyuvante del Ministerio Público, para los efectos de solicitar, probar y obtener la reparación del daño.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-21.3pt; text-align:justify; padding-left:21.3pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Celebrar toda clase de convenios, contratos o cualesquiera otros actos jurídicos, tanto civiles como mercantiles, administrativos o de cualquier naturaleza, que estime conveniente para lograr los fines de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Con las limitaciones legales y estatutarias aplicables, enajenar, hipotecar, dar en prenda o fideicomiso y en general disponer o gravar en cualquier forma o por cualquier título legal, los bienes de Start Banregio, tanto los que constituyen el activo fijo, como el circulante, con las facultades que corresponden legalmente al dueño, salvo que su realización hiciere imposible la consecución del objeto social.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Formular el reglamento interior de trabajo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Conferir poderes con o sin facultades de sustitución y con las facultades que crea oportunas de las que los estatutos sociales del emisor confieren al Consejo de Administración y revocarlos, así como nombrar delegados para actos o funciones específicas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Otorgar y suscribir con cualquier carácter títulos de crédito en nombre de Start Banregio, en los términos del artículo 9 y 85 de la LGTOC.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Designar y remover al Director General, así como a los directores, gerentes y demás funcionarios de la emisora, señalando sus facultades, obligaciones y remuneraciones, así como nombrar los comités o comisiones que estime necesarios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(h)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Decidir sobre los problemas que someta a su consideración el Director General o quien esté en lugar de éste, en todo lo relativo a las políticas de operación de Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(i)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Aprobar y modificar los programas de inversión y los presupuestos de gastos que le presente el Director General o quien esté en su lugar.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(j)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Ejecutar los acuerdos de la asamblea de accionistas de la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;misora, para lo que tendrá todas las facultades necesarias para desempeñar la administración que tiene confiada.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(k)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;En general, podrá llevar a cabo todos los actos, tanto jurídicos como materiales, que directa o indirectamente se relacionen con el objeto social de Start Banregio, sin limitación alguna, con excepción de los expresamente reservados por la legislación aplicable y por los estatutos sociales de la &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;misora a la asamblea general de accionistas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En la tabla siguiente se presentan los nombres de los actuales miembros del Consejo de Administración, su principal ocupación, su cargo, y el año de su primera designación como consejeros, en el caso de aquellos consejeros que han sido ratificados en sus cargos en años subsiguientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:21.25pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;table cellspacing="0" cellpadding="0" style="border-collapse:collapse; margin-left:0pt; width:449.65pt"&gt;&#xD;
				&lt;tr style="height:23.75pt"&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;Consejero&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;Cargo&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="background-color:#e36c0a; border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;Miembro desde:&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; color:#ffffff"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Jorge Humberto Santos Reyna&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Presidente &amp;#x2013; Propietario independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;15 de abril de 2002&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Oswaldo José Ponce Hernández&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Propietario independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;22 de marzo de 2019&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Alfonso González Migoya&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Propietario independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;20 de abril de 1998&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Lic Héctor Cantú Reyes &lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Propietario&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;29 de mayo de 2015 &lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Ing. Isauro Alfaro Álvarez&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Suplente independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;2 de abril de 2009&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:11.6pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Ing. Jorge Arturo Reyes García&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Propietario &lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;26 de abril de 2023&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:22pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Lic. Juan Carlos Calderón Guzmán&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Suplente independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;22 de marzo de 2018&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:22pt"&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;C.P. Carlos Arreola Enríquez&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;Suplente independiente&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="border-bottom-color:#000000; border-bottom-style:solid; border-bottom-width:0.75pt; border-left-color:#000000; border-left-style:solid; border-left-width:0.75pt; border-right-color:#000000; border-right-style:solid; border-right-width:0.75pt; border-top-color:#000000; border-top-style:solid; border-top-width:0.75pt; padding-left:5.03pt; padding-right:5.03pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;22 de marzo de 2018&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
				&lt;/tr&gt;&#xD;
				&lt;tr style="height:18.45pt"&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:164.7pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:138.05pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
					&lt;/td&gt;&#xD;
					&lt;td style="padding-left:5.4pt; padding-right:5.4pt; vertical-align:top; width:113.75pt"&gt;&#xD;
						&lt;p style="margin:0pt; text-align:center"&gt;&#xD;
							&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
						&lt;/p&gt;&#xD;
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			&lt;/table&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Secretario del Consejo: Napoleón García Cantú&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Comisario Propietario: Joel Antonio Chapa Gonzalez&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Comisario Suplente: Leonel Santos Gutiérrez&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presenta un resumen de la información biográfica de cada uno de los consejeros:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Jorge Humberto Santos Reyna&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;. &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Es contador público y auditor de la Universidad de Monterrey, además cuenta con diplomado en Alta Dirección por parte del Instituto Tecnológico de Estudios Superiores de Monterrey. Es miembro del Consejo de Administración desde el 2002. En la actualidad es miembro del Consejo de Administración de Embotelladora Arca Continental, S.A.B. de C.V. y de Grupo Index; asimismo, es Director General del Grupo San Barr y Presidente del Consejo de Administración de Regio Engordas, S. A. de C. V. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Miembro de la comisión ejecutiva del Consejo Nacional Agropecuario (CNA).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Oswaldo José Ponce Hernández&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es licenciado en administración de empresas por el Instituto Tecnológico y de Estudios Superiores de Monterrey, y cuenta con un MBA por el Instituto Panamericano de Alta Dirección de Empresas (IPADE). Es miembro del Consejo de Administración desde 2017. Se desempeñó como Director de Banca Corporativa y de Inversión, como Director General Adjunto de Banca de Consumo y &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Patrimonial y como Director General Adjunto de Banca Empresarial de HSBC México, 2014 y 2015, así mismo desde 2015 al 2018 fue socio director de WCP Capital.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Alfonso González Migoya&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es ingeniero mecánico electricista por el Instituto Tecnológico y de Estudios Superiores de Monterrey. y cuenta con una Maestría en Negocios por la universidad de Stanford en E.U.A. Es miembro del Consejo de Administración desde 1998. Ha sido Director Corporativo de Finanzas y Director General de la División Química y Plásticos en Grupo Cydsa entre 1969 y 1993, Director General Adjunto de Finanzas y Administración en Grupo Financiero Bancomer de 1993 a 1995. De 1995 a 2005 fue Director Corporativo de Finanzas, Planeación Estratégica y Recursos Humanos en ALFA.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante 1998 también fue Director General de Alestra.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Fue Director General de Servicios Interpuerto Monterrey en el 2006 y Presidente del Consejo y Director General de Grupo Industrial Saltillo de 2006 a 2014. De 2014 a 2020 presidió el Consejo de Volaris.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Se ha desempeñado como consejero de Coca Cola-Femsa, FEMSA, Bolsa Mexicana de Valores, Volaris, Regional, Casas JAVER, Nemak, Afore INVERCAP, Banco de México, el Tecnológico de Monterrey y el Museo de Arte Contemporáneo de Monterrey.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Héctor Cantú Reyes&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es licenciado en administración de empresas por la Universidad Autónoma de Nuevo León, con Maestría en Administración por la Universidad de Monterrey. Tiene una trayectoria de 43 años de servicio en la banca y se desempeña actualmente como Director General de Banco Regional. Inició su carrera bancaria en 1978 en Polibanca Innova S.A. ocupando diversos puestos, desde cajero de ventanilla hasta Subgerente de Créditos. Se incorpora en octubre de 1981 a Banca Serfin S.A. como Subgerente de Sucursal, ocupando muy diversos puestos de promoción, crédito y recuperación, se retira de esa Institución en noviembre de 2002 como Director Ejecutivo de Banca de Empresas en el Norte del País. Se integra en diciembre de 2002 a Banregio como Director Comercial, ha venido desempeñando diversos puestos en este periodo hasta ocupar el actual.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Isauro Alfaro Álvarez&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Es ingeniero mecánico administrador por el Instituto Tecnológico de Estudios Superiores de Monterrey y cuenta con una maestría en administración por la Universidad de Wharton. Es miembro del Consejo de Administración desde 2009. Fue Director General de Salomon Smith Barney, Director General de Credit Suisse First Boston y actualmente es socio fundador de Alfaro, Dávila &amp;amp; Ríos, S.C.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Jorge Arturo Reyes García&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es ingeniero industrial y de sistemas y tiene un MBA por la Universidad Católica de Lovaina en Bélgica. Se integró a Banregio en 2012 como Director Territorial Occidente y Director de Banca Especializada y desde diciembre de 2017 a la fecha es Director Territorial de Banca Empresarial Nuevo León y Banca Inmobiliaria. Miembro del Consejo de Administración desde 2018.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Juan Carlos Calderón Guzmán&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es licenciado en economía por el Tecnológico de Monterrey y cuenta con un MBA por MIT Sloan School of Management. Es socio fundador de Talous Consulting Services desde 2010 al presente y de HypED Capital desde 2021&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify; line-height:115%; font-size:11pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Fue Director Ejecutivo de Administración de Riesgos en InverCap entre 2013 y 2016. Vicepresidente de ventas corporativas de productos de Tesorería en el Norte de México en Banamex/Citibank. Miembro del Consejo de Administración de Banregio desde 2018. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Carlos Arreola Enríque&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;z&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es contador público por la Universidad Autónoma de Nuevo León. Trabajó en Pricewaterhousecoopers, donde ocupó varios puestos por 39 años, desempeñándose como socio decano de esta firma contable y forma parte del consejo directivo de PriceWaterhouse Coopers en México. Miembro del Consejo de Administración de Banregio desde 2018.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Napoleón García Cantú&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; Licenciado en Derecho, egresado de la Universidad de Monterrey, mexicano, originario de Monterrey, Nuevo León, cuenta con más de 34 años de experiencia en el Sector Financiero : (i) de abril de 2007 a la fecha como Director Jurídico y Secretario del Consejo de Administración de Regional, S.A.B. de C.V. entidades financieras integrantes de Regional, (ii) de 1991 a marzo de 2007, desempeñó los cargos de Gerente Jurídico Corporativo, Subdirector Jurídico Corporativo, Director Jurídico de Contratos y Director Ejecutivo Jurídico, así como Prosecretario del Consejo de Administración de Grupo Financiero Banorte, S.A.B. de C.V. y demás entidades financieras integrantes de Regional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Asimismo, resulta relevante señalar que, en términos del artículo 72 de las &amp;#x201C;Disposiciones de carácter general aplicables a las organizaciones auxiliares del crédito, casas de cambio, uniones de crédito, sociedades financieras de objeto limitado y sociedades financieras de objeto múltiple reguladas&amp;#x201D; (emitidas por la SHCP y publicadas en el DOF el 19 de enero de 2009 según las mismas han sido modificadas de tiempo en tiempo), Start Banregio utiliza los órganos y unidades administrativas de Banco Regional o BANREGIO, toda vez, que cumple con los requisitos establecidos en dicho artículo. El Emisor no cuenta con comités auxiliares adicionales o distintos a los de las entidades que forman parte de Banco Regional o BANREGIO.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Ninguno de los consejeros o sus empresas tienen relación de negocio con Start Banregio&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Consejo de Administración funciona de manera corporativa a partir de la Holding Regional, S.A.B de C.V., el cual ejerce sus funciones en todas sus subsidiarias, los emolumentos a los miembros del Consejo se pagan de manera corporativa y se pueden consultar la información en el reporte anual de Regional, S.A.B. de C.V.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existe parentesco por consanguinidad o afinidad hasta cuarto grado o civil, incluyendo a sus cónyuges, concubinos, entre cualquier consejero o directivo relevante.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Funcionarios de primer nivel&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A continuación se presenta un resumen de la información biográfica de los principales directivos:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0.2pt 10pt 0pt; text-indent:17.85pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Lic. Manuel Gerardo Rivero Zambran&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;o&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;. Es licenciado en administración financiera por el Instituto Tecnológico y de Estudios Superiores de Monterrey. Cuenta con una sobresaliente trayectoria en Banregio, empresa donde ha ocupado diversos cargos en los últimos años, donde tuvo a su cargo las áreas de recursos humanos, planeación, operaciones, gestión comercial, sistemas y mercadotecnia. Actualmente tiene a su cargo la Dirección General del Banco Regional, principal entidad financiera del Grupo Financiero; también ha sido responsable de las áreas de sistemas y planeación estratégica de Regional. Es además, miembro activo del comité de crédito, comité de precios, comité de riesgos y es responsable del comité de seguridad. Adicionalmente es responsable de definir las inversiones anuales de infraestructura, la planeación estratégica y mejoras operativas de la institución. Bajo su cargo ha logrado la implementación de exitosos proyectos de innovación, comerciales y operativos del Banco.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic; background-color:#ffffff"&gt;José Arturo Santos Dade&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; background-color:#ffffff"&gt;.&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal; background-color:#ffffff"&gt; Es licenciado en Economía, con una Maestría en Finanzas por el Tecnológico de Monterrey. Fue Gerente de Administración y Finanzas en British American Tobacco hasta el 2007, Integrándose a Banregio con Gerente de Producto y posteriormente escalando diversos puestos como Gerente de Ventas, Sub Director B2B, Llegando a la Dirección de Promoción Norte-Occidente a partir del 2019 desempeñando este cargo.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic; background-color:#ffffff"&gt;Olga Idalia Silva Alonso&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal; font-style:italic; background-color:#ffffff"&gt;. &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal; background-color:#ffffff"&gt;Es Contador Público graduada de la UANL, cuenta con una Maestría en el EGADE de Administración. Con una trayectoria de 13 años en Banregio mismo en los cuales ha desempeñado diversas funciones como: Gerente de Ventas, Subdirectora de Post Venta. Y a partir del 2019 se desempeña como Directora de Post Venta y Desarrollo a Clientes&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt 10pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los directivos de primer nivel de Regional son hombres, no obstante, esta emisora se encuentra comprometida con la equidad de género y como muestra, nuestra plantilla se compone por mujeres en un 44%, equilibrio similar con años anteriores. Las iniciativas en materia de equidad de género se desarrollan por nuestra área de sustentabilidad y contó con la participación de más de mil colaboradoras.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existen planes de pensiones, retiro o similares, para las personas que integran el Consejo de administración, directivos relevantes e individuos que tengan el carácter de personas relacionadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:12pt 0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt; No existen convenios, programas o planes de acciones u opiniones en beneficio de los miembros del Consejo de Administración que les permitan participar o adquirir participación alguna en el capital social de la Sociedad Controladora.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Facultades del Director General&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a los estatutos sociales vigentes de Start Banregio (cláusula vigésima séptima), el Director General tiene a su cargo, entre otras facultades, las siguientes:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Organizar, administrar y dirigir el personal y los bienes de Start Banregio con arreglo a las instrucciones del Consejo de Administración de Start Banregio, y hacer cobros y pagos.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Celebrar convenios, firmar los títulos de crédito que deban girar, aceptar o endosar, los documentos relacionados con sus funciones, y ejecutar los actos que requiera la marcha ordinaria de los negocios sociales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Encargarse del establecimiento y organización de las oficinas de Start Banregio, hacer los nombramientos y remociones de los empleados y vigilar la conducta de ellos, teniéndolos bajo sus órdenes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Dirigir y firmar la correspondencia de Start Banregio y documentación respectiva.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Representar a Start Banregio ante las autoridades administrativas, judiciales, del trabajo, y cualquiera otras locales o federales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Ejercer actos de dominio respecto a los bienes muebles de Start Banregio, previa autorización por escrito del Consejo de Administración.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Adquirir, enajenar o gravar acciones, obligaciones, bonos o títulos, previa autorización por escrito del Consejo de Administración.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(h)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;Adquirir, enajenar o gravar bienes inmuebles o inmovilizados y derechos reales, previa autorización por escrito del Consejo de Administración.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(i)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;En general, el Director tendrá todas las facultades necesarias para desempeñar la administración que tiene confiada y consecuentemente podrá llevar a cabo las operaciones y actos, tanto jurídicos como materiales que directa o indirectamente, se relacionen con el objeto social en el ámbito de las facultades que le sean otorgadas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:-35.45pt; text-align:justify; padding-left:35.45pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 35.45pt; text-indent:-35.45pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;(j)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:normal"&gt;El Consejo de Administración puede en cualquier tiempo ampliar o restringir las facultades del Director General, debiendo cumplir en todo momento con los lineamientos de los propios estatutos sociales y las disposiciones legales y administrativas respectivas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-style:italic"&gt;Accionistas&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;A la fecha del presente Reporte Anual el capital social de Start Banregio está integrado en su parte fija, sin derecho a retiro, por 450,000 acciones ordinarias, nominativas, Serie &amp;#x201C;A&amp;#x201D;, con valor nominal de $100.00 cada una; y en su parte variable por la cantidad de 9,209,883 acciones ordinarias, nominativas, Serie &amp;#x201C;B&amp;#x201D;, con valor nominal de $100.00 cada una para totalizar 9,659,883 acciones con un valor total de $965&amp;#x2019;988,300.00 ( Novecientos sesenta y cinco millones novecientos ochenta y ocho mil trescientos de Pesos 00/100 M.N):&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;img 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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Durante los ejercicios terminados al 31 de diciembre de 2022, 2023 y 2024 no hubo aumentos o reducciones de capital social ni se han llevado a cabo emisiones de capital en la BMV o en cualquier otro mercado de valores y el emisor no cuenta con acciones en tesorería.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Por tratarse de una sociedad anónima, la entidad se encuentra sujeta a las decisiones de su órgano supremo, la Asamblea General de Accionistas. El accionista mayoritario de Start Banregio es Banco Regional propietario del 99.99% del capital social de la compañía, y tiene la capacidad de imponer decisiones en las asambleas de accionistas de Start Banregio, de nombrar a los miembros del Consejo de Administración de la institución y, por lo tanto, de establecer las políticas y estrategias de administración de la entidad.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio cuenta con un Código de Conducta aplicable al Consejo de Administración y Directivos Relevantes. A continuación se presenta, un resumen de los principales lineamientos:&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Código de Conducta institucional establece las directrices que deben ser observadas en la actividad profesional de los Consejeros, Funcionarios y Empleados de la institución y está orientado a dirigir su actuación en el ámbito de los negocios y en sus relaciones con clientes, proveedores, autoridades y compañeros de trabajo, con el fin de consolidar la imagen de la institución como una empresa sólida, confiable y que actúa siempre en el marco de la legalidad.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los valores institucionales se fundamentan principalmente en la integridad, confianza y lealtad, con pleno respeto y reconocimiento del valor del ser humano. En Start Banregio se rechaza cualquier prejuicio de raza, religión, origen, clase social, sexo, edad, incapacidad física o cualquier otra forma de discriminación; no obstante, cualquier persona que pretenda defender o hacer valer sus derechos, en el caso de que los estime vulnerados, deberá hacer con pleno respeto a la institución, a su personal y al trabajo que en ella se realiza.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Star Banregio no cuenta con consejeros y directivos relevantes con tenencia accionaria individual mayor del 1% y menos del 10%&lt;/span&gt;&#xD;
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  <ar_pros:AssociationAndOtherAgreements id="F169b7285-6c1d-46b8-e22a-52746ad51a51" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;La información establecida a continuación fue tomada de la asamblea general extraordinaria de accionistas de Start Banregio celebrada el 29 de agosto de 2018 , en la que los accionistas resolvieron modificar la cláusula PRIMERA, CUADRAGÉSIMA SEGUNDA y CUADRAGÉSIMA TERCERA de los estatutos sociales con el fin de adecuarla a la normatividad vigente y mantenerlos vigentes. La presente descripción no pretende ser exhaustiva y deberá ser calificada en su totalidad como referencia a los estatutos sociales de Start Banregio y a la legislación mexicana aplicable.&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;General&lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio se constituyó mediante escritura pública número 946, de fecha 12 de enero de 1980, que desde su constitución a la fecha ha tenido diversas modificaciones, mismas que han sido debidamente aprobadas por las autoridades correspondientes. La duración de la sociedad es indefinida. Su domicilio social es en Monterrey, en el Estado de Nuevo León. &lt;/span&gt;&#xD;
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				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El Convenio Único de Responsabilidades más reciente, fue el 4 de diciembre del 2019, aprobado por la SHCP mediante oficio UBVA/277/2019 de fecha 28 de Octubre de 2019, y con un convenio modificatorio y de reexpresión de fecha 6 de octubre del 2023, adecuado a la normatividad vigente. El Convenio Único de Responsabilidades y su convenio modificatorio están publicados en el portal de información para inversionistas http://www.regional.mx en el rubro Banregio dentro de la sección &amp;#x201C;Corporate information&amp;#x201D;, en el apartado &amp;#x201C;Responsibilities Single Convention&amp;#x201D;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las acciones representativas del capital social de Start Banregio son nominativas, de igual valor y conferirán a sus tenedores los mismos derechos. Actualmente, el capital social ordinario de Start Banregio está representado por acciones de la Serie &amp;#x201C;A&amp;#x201D;; sin embargo, el capital social podrá integrarse también por acciones de la Serie &amp;#x201C;B&amp;#x201D;. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;El capital social mínimo fijo de Start Banregio es de $45&amp;#x2019;000,000.00 (cuarenta y cinco millones de pesos 00/100 moneda nacional), mismo que se encuentra representado por 450,000 (cuatrocientas cincuenta mil) acciones Serie &amp;#x201C;A&amp;#x201D; con valor nominal de $100.00 (cien pesos 00/100 moneda nacional) cada una.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los estatutos sociales de Start Banregio no otorgan derechos de minoría especiales, por lo que resultan aplicables, de manera general, aquellos previstos para las sociedades anónimas en la LGSM y a las sociedades financieras de objeto múltiple &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;reguladas, contenidas en la LGOAAC. Al respecto, es importante destacar que Start Banregio forma parte de Banco Regional, S.A., que detenta el 99.99% del capital social de Start Banregio. Regional ha firmado un Convenio Único de Responsabilidades con sus subsidiarias dedicadas a la prestación de servicios y productos financieros, incluyendo Start Banregio, protocolizado mediante escritura pública 38031 del 4 de diciembre de 2019 y mismo que fue aprobado por la SHCP el 28 de octubre de 2019 mediante el oficio UBVA/277/2019 y convenio modificatorio y de reexpresión protocolizado mediante escritura pública 47193 de fecha 6 de octubre del 2023.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio requerirá del acuerdo de, por lo menos, tres cuartas partes de los Consejeros que estén presentes en las sesiones del Consejo de Administración para aprobar la celebración de operaciones con personas relacionadas, según dichas operaciones se definen en las disposiciones aplicables. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Objeto social&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Conforme a sus estatutos sociales vigentes (cláusula segunda), Start Banregio tiene por objeto social:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;a)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El otorgamiento de crédito, la celebración de &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;contratos &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de arrendamiento financiero &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;y de arrendamiento puro, así como &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;de factoraje financiero, de manera habitual y profesional.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;b)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La administración de cualquier tipo de cartera crediticia, así como otorgar en arrendamiento bienes muebles o inmuebles. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:11pt"&gt;c)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La adquisición de bienes muebles o inmuebles para darlos en arrendamiento &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;puro o financiero&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;d)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El arrendamiento de vehículos automotores, remolques y semirremolques o automóviles para uso particular;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;e)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Adquirir bienes del futuro arrendatario, con el compromiso de darlos a éste en arrendamiento financiero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;f)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Adquirir, enajenar, arrendar, subarrendar, y otorgar los derechos de uso, goce y disposición, y en general la explotación y comercialización de cualquier bien mueble e inmueble, incluyendo sus componentes y accesorios.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;g)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Comprar, vender, importar, exportar, distribuir, gravar, arrendar y comerciar en general toda clase de vehículos incluyendo en forma ejemplificativa y no limitativa automóviles, camiones, autobuses, tractocamiones, remolques y semirremolques, así como herramientas, partes y refacciones para los mismos vehículos;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;h)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Administrar cartera crediticia de terceros; &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;i)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Realizar operaciones de compra y/o venta de cartera crediticia;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;j)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Establecer, arrendar, operar y poseer oficinas, plantas industriales, talleres, bodegas, instalaciones, y agencias en México o en el extranjero; &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;k)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Registrar, adquirir, arrendar, ceder, renovar, comprobar, el uso y disponer de marcas, patentes, certificados de invención, nombres comerciales, dibujos industriales, avisos comerciales, registros de modelos, derechos de autor, invenciones y procesos;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;l)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Prestar y recibir asistencia técnica y cualquier clase de servicios profesionales;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-indent:-18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;m)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Obtener préstamos y créditos de instituciones de crédito, de seguros y de fianzas del país o de entidades financieras del exterior, destinados a la realización de las operaciones comprendidas en esta cláusula, así como de proveedores, fabricantes o constructores de los bienes que sean objeto de arrendamiento, o de otras fuentes de financiamiento.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;n)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Obtener préstamos y créditos de instituciones de crédito del país o de entidades financieras del exterior, para cubrir necesidades de liquidez, relacionadas con su objeto social.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;o)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Emisión de obligaciones subordinadas y demás títulos de crédito en serie o en masa, para su colocación entre el gran público inversionista.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;p)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Descontar, dar en garantía o negociar los títulos de crédito y afectar los derechos, provenientes de los contratos de crédito o de arrendamiento que celebre; así como afectar en fideicomiso irrevocable los títulos de crédito y los derechos provenientes de los contratos que celebre en razón de su operación, a efecto de garantizar el pago de las emisiones a que se refiere el inciso s) anterior.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;q)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Constituir depósitos, a la vista o a plazo, en instituciones de crédito del país o de entidades financieras del extranjero, así como adquirir valores.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;r)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Adquirir, enajenar, poseer, tomar y dar en arrendamiento, usufructuar y en general utilizar bajo cualquier título, toda clase de derechos y bienes muebles e inmuebles destinados al establecimiento de sus oficinas, o para otros fines que estime conveniente.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;s)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Adquirir, enajenar y gravar por cualquier título, toda clase de bienes muebles e inmuebles, necesarios o convenientes, para la realización de sus fines, sin más limitación con respecto a los inmuebles que aquellas leyes que les resulten aplicables. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;t)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Prestar servicios de administración de la facturación electrónica de terceros y los servicios de administración de flotillas, y cualquier otro servicio relacionado o no con los mencionados en este apartado. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;u)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Celebrar contratos de comisión mercantil.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;v)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Actuar como fiduciaria en las operaciones de fideicomiso a que se refiere el artículo 87-Ñ de la Ley General de Organizaciones y Actividades Auxiliares del Crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;w)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Ceder o descontar su cartera con el Banco de México u otras instituciones de crédito, o con los fideicomisos constituidos por el Gobierno Federal para el fomento económico, en los términos del artículo 93 de la Ley de Instituciones de Crédito.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;x)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Realizar operaciones activas, administración de tarjetas no bancarias, régimen de admisión y de inversión de pasivos, operaciones en moneda extranjera, posiciones de riesgo cambiario, préstamo de valores, reportos, fideicomisos y derivados.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;y)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Realizar inversiones con cargo al capital pagado y reservas de capital.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;z)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Ofrecer conjuntamente sus servicios con las demás entidades financieras que forman parte del grupo financiero al que pertenece, a través de oficinas y sucursales de atención al público, propias o de otras entidades financieras integrantes del grupo, de conformidad con las disposiciones legales y administrativas aplicables y en apego a las sanas prácticas y a los usos bancarios y mercantiles. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;aa)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Promocionar y permitir que en sus oficinas o sucursales se comercialicen productos, bienes y servicios de las entidades financieras integrantes del grupo financiero al que pertenece, excepto la captación de recursos del público a través de depósitos de dinero.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 0pt 21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt 0pt 10pt 21.3pt; text-indent:-21.3pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;bb)&lt;/span&gt;&lt;span style="font:7.0pt 'Times New Roman'"&gt;&amp;#xa0;&amp;#xa0;&amp;#xa0; &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Las demás operaciones, actos y contratos que autorice la Ley General de Títulos y Operaciones de Crédito, las demás leyes y disposiciones que le resulten aplicables a la Sociedad, para llevar a cabo su objeto social. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:22pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;En el desarrollo de su objeto social, Start Banregio se abstendrá de realizar cualesquiera de las operaciones que le son prohibidas en términos de lo dispuesto por las leyes y demás disposiciones de la materia.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:22pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Administración de Start Banregio&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;La dirección y administración de Start Banregio está a cargo del Consejo de Administración de Start Banregio y de un Director General, quienes serán designados conforme a lo dispuesto en los estatutos sociales del &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor (a los miembros del Consejo de Administración de Start Banregio los designa la asamblea de accionistas, mientras que al Director General lo nombra el Consejo de Administración).&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las remuneraciones que deban recibir los consejeros de Start Banregio serán determinadas por la asamblea de accionistas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Los consejeros de Start Banregio están obligados a abstenerse de participar en la deliberación y votación de cualquier asunto que implique para ellos un conflicto de interés. Asimismo, deberán mantener absoluta confidencialidad respecto de todos aquellos actos, hechos o acontecimientos relativos a Start Banregio, así como de toda deliberación que se lleve a cabo en el Consejo de Administración.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Integración al grupo financiero&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio, en su calidad de entidad financiera controlada, es integrante del B&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;anco&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; B&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;anregio&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; e indirectamente de Banregio Grupo Financiero y de Regional, por lo que se rige por lo dispuesto en la Ley para Regular las Agrupaciones Financieras, así como todas las leyes, reglas y disposiciones dictadas por las autoridades competentes respecto a sociedades financieras de objeto múltiple y entidades financieras que formen parte de una agrupación financiera.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Banregio Grupo Financiero y cada una de las entidades financieras en donde el primero tiene la mayoría del capital social, han suscrito un Convenio Único de Responsabilidades en los términos de la Ley para Regular las Agrupaciones Financieras, en donde Regional conviene en que responderá subsidiaria e ilimitadamente del cumplimiento de las obligaciones a cargo de las entidades financieras, que conforme a las disposiciones aplicables le sean propias a ésta, aún respecto de aquellas contraídas por dichas entidades con anterioridad a su integración a Regional. Conforme a lo anterior, Regional responderá ilimitadamente por las pérdidas de Start Banregio. En caso de que el patrimonio de Regional no fuere suficiente para hacer efectivas las responsabilidades respecto de Start Banregio y de las otras entidades financieras integrantes de Regional que se presenten de manera simultánea, dichas responsabilidades se cubrirán a prorrata hasta agotar el patrimonio del Regional. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold"&gt;Convenios relacionados con cambios de control&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Start Banregio no tiene conocimiento de la existencia de convenios que tengan por objeto retrasar, prevenir, diferir o hacer más oneroso un cambio de control del &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;E&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;misor. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Ahora bien, de conformidad con lo previsto por la Ley para Regular Agrupaciones Financieras, tanto la incorporación como la separación de alguno o algunos de los integrantes de un grupo financiero deberán ser autorizadas por la SHCP, oyendo la opinión de BANXICO y de la CNBV. Al amparo de dicha ley, Banregio Grupo Financiero ha firmado un Convenio Único de Responsabilidades con sus subsidiarias dedicadas a la prestación de servicios y productos financieros, incluyendo a Start Banregio. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Fideicomisos de control&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No existen fideicomisos u otros mecanismos en virtud de los cuales se limiten los derechos corporativos que confieren las acciones del Start Banregio. Como se ha señalado con anterioridad, Banco Regional mantiene la mayoría del capital social del Start Banregio.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt; font-weight:bold; font-style:italic"&gt;Acciones especiales&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Acciones Especiales tendrán los siguientes términos y condiciones:&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(i)&lt;/span&gt;&lt;span style="width:26.83pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;No formarán parte del capital social de la sociedad, ni representarán parte de éste.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(ii)&lt;/span&gt;&lt;span style="width:24.39pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Otorgarán a su tenedor un derecho a participar en las utilidades netas de la sociedad conforme al importe o porcentaje establecido en el título que las ampare, o &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;conforme la resolución que para tal efecto emita la Asamblea General Ordinaria de Accionistas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(iii)&lt;/span&gt;&lt;span style="width:21.94pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;La Asamblea General Ordinaria de Accionistas determinará la fecha de pago de las utilidades a favor de los tenedores de las Acciones Especiales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(iv)&lt;/span&gt;&lt;span style="width:21.33pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El derecho a las utilidades en favor de los tenedores de las Acciones Especiales estará sujeto a que los resultados del ejercicio correspondiente arrojen utilidades a favor de la Sociedad. Por lo anterior si en algún ejercicio, durante la vigencia de las Acciones Especiales, no hubiere utilidades no se acumulará el derecho a recibirlas en los ejercicios subsecuentes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(v)&lt;/span&gt;&lt;span style="width:23.77pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Acciones Especiales no conferirán a sus tenedores ningún derecho de voz ni voto en las Asambleas Generales de Accionistas de la Sociedad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(vi)&lt;/span&gt;&lt;span style="width:21.33pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Acciones Especiales no otorgarán a sus tenedores el derecho de preferencia estipulado en la cláusula Décima Segunda de los estatutos sociales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(vii)&lt;/span&gt;&lt;span style="width:18.89pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Acciones Especiales serán inalienables e intransferibles.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(viii)&lt;/span&gt;&lt;span style="width:16.44pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;No generarán derecho alguno a sus tenedores en caso de disolución o liquidación de la Sociedad.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(ix)&lt;/span&gt;&lt;span style="width:21.33pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Las Acciones Especiales gozarán de la vigencia establecida en el título que las ampare. En caso de que el titular o tenedor deje de prestar sus servicios a la Sociedad por separación voluntaria, despido y en caso de muerte o incapacidad permanente del Tenedor, las Acciones Especiales se cancelarán automáticamente en la fecha efectiva de la conclusión o terminación de la prestación de los servicios, sin que se requiera acuerdo alguno por parte de los órganos sociales.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(x)&lt;/span&gt;&lt;span style="width:23.77pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los títulos que amparen las Acciones Especiales deberán ser suscritos por dos consejeros propietarios o suplentes de la Sociedad, designados por la Asamblea General Ordinaria de Accionistas.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(xi)&lt;/span&gt;&lt;span style="width:21.33pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;Los títulos que amparen las Acciones Especiales podrán tener cupones que &lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;legitiman&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt; al tenedor para cobrar o recibir las utilidades correspondientes.&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:35.4pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;(xii)&lt;/span&gt;&lt;span style="width:18.89pt; text-indent:0pt; display:inline-block"&gt;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;El Tenedor expresará su consentimiento por escrito, para adherirse y sujetarse a&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:11pt"&gt;los términos y condiciones de las Acciones Especiales, así como de lo aprobado por la Asamblea General Ordinaria de Accionistas. &lt;/span&gt;&#xD;
			&lt;/p&gt;&#xD;
			&lt;p style="margin:0pt; text-indent:18pt; text-align:justify"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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  <ar_pros:TotalPercentageOfMenAsRelevantDirectors id="F0fb14b39-af8e-430a-a699-138b111a7ec9" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b" decimals="2" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">66</ar_pros:TotalPercentageOfMenAsRelevantDirectors>
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  <ar_pros:TotalPercentageOfWomenAsCounselors id="F444131f4-6411-4aca-aea1-91258198a7fe" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b" decimals="2" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:TotalPercentageOfWomenAsCounselors>
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	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
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  <ar_pros:AdditionalInformationAdministratorsAndShareholders id="Fd2e02db8-672c-453f-a582-fb785b3e0a00" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b"></ar_pros:AdditionalInformationAdministratorsAndShareholders>
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	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
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		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:ShareholdingStructure>
  <ar_pros:BehaviorOfTheShare id="F93f4d82d-685f-47b2-a41b-fd4352b3f62b" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
		&lt;meta http-equiv="Content-Style-Type" content="text/css" /&gt;&#xD;
		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
		&lt;title&gt;&#xD;
		&lt;/title&gt;&#xD;
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			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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&lt;/html&gt; &lt;/ p &gt; </ar_pros:BehaviorOfTheShare>
  <ar_pros:NameOfEachMarketMaker id="Fe0bfc220-3245-4368-af41-98509f4094f2" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
		&lt;meta http-equiv="Content-Style-Type" content="text/css" /&gt;&#xD;
		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
		&lt;title&gt;&#xD;
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		&lt;div&gt;&#xD;
			&lt;p style="margin:0pt"&gt;&#xD;
				&lt;span style="font-family:Arial; font-size:11pt"&gt;No Aplica&lt;/span&gt;&#xD;
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				&lt;span style="font-family:'Times New Roman'; font-size:12pt"&gt;&amp;#xa0;&lt;/span&gt;&#xD;
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  <ar_pros:IdentificationOfTheValues id="Fbb07b605-f4df-418f-8290-e4e06e9d9e51" contextRef="Cc684ffd3-2169-42b2-bd58-dbc99521aa9b">&lt;p style='font-family:Arial;font-size: 8pt'&gt;&lt;html&gt;&#xD;
	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
		&lt;meta http-equiv="Content-Style-Type" content="text/css" /&gt;&#xD;
		&lt;meta name="generator" content="Aspose.Words for .NET 15.3.0.0" /&gt;&#xD;
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	&lt;head&gt;&#xD;
		&lt;meta http-equiv="Content-Type" content="text/html; charset=iso-8859-1" /&gt;&#xD;
		&lt;meta http-equiv="Content-Style-Type" content="text/css" /&gt;&#xD;
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
KKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA
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&lt;title&gt;&lt;/title&gt;
&lt;div&gt;
&lt;p style="margin:0pt"&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;ldquo;El suscrito manifiesta bajo protesta de decir verdad, que los estados financieros de la Emisora al 31 de diciembre 2024 y 2023 y por los a&amp;ntilde;os terminados en esas fechas, al 31 de diciembre de 2023 y 2022 y por los a&amp;ntilde;os terminados en esas fechas, as&amp;iacute; como al 31 de diciembre de 2022 y por el a&amp;ntilde;o terminado en esa fecha, que se incluyen como anexos en el presente Reporte Anual, fueron dictaminados con fecha 28 de febrero de 2025, 29 de febrero de 2024 y 31 de marzo de 2023, respectivamente, de conformidad con las Normas Internacionales de Auditor&amp;iacute;a.&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;/p&gt;

&lt;p style="margin:0pt"&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;Asimismo, manifiesta que ha le&amp;iacute;do el presente Reporte Anual y basado en su lectura y dentro del alcance del trabajo de auditor&amp;iacute;a realizado, no tiene conocimiento de errores relevantes o inconsistencias en la informaci&amp;oacute;n que se incluye y cuya fuente provenga de los estados financieros dictaminados se&amp;ntilde;alados en el p&amp;aacute;rrafo anterior, ni de informaci&amp;oacute;n que haya sido omitida o falseada en este Reporte Anual o que el mismo contenga informaci&amp;oacute;n que pudiera inducir a error a los inversionistas&lt;/span&gt;&lt;/p&gt;

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&lt;p style="margin:0pt"&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;No obstante, el suscrito no fue contratado, y no realiz&amp;oacute; procedimientos adicionales con el objeto de expresar una opini&amp;oacute;n respecto de la dem&amp;aacute;s informaci&amp;oacute;n contenida en el presente Reporte Anual que no provenga de los estados financieros por &amp;eacute;l dictaminados&lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;nbsp;&lt;/span&gt;&lt;span style="font-family:Arial; font-size:12pt"&gt;&amp;ldquo;&lt;/span&gt;&lt;/p&gt;
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  <ar_pros:ResponsiblePersonPosition id="F4e65d5f2-f3ab-45c1-dc51-f7bc2b204c49" contextRef="ExternalAuditorRepresentativeAndAuditorA33N12Member6d340557-e17d-483c-8829-debd1cbad5b2">Representante Legal</ar_pros:ResponsiblePersonPosition>
  <ar_pros:AdministratorDirectorshipType id="A37c6011d-4635-4ccb-b906-b90361392b74" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A0eec1f9a-e5a5-4e63-b9b4-50789f00d175" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Zambrano</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="Abf64e153-ec5a-476a-9c4f-f7dc904fb507" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Rivero</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorSecondName id="A4051cecf-1478-4f91-9196-f71c1639ba34" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Dade</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="A6a4c6c8b-2d9a-40e0-b2ba-e40a894408d3" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Santos</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A3f60d1d4-c53e-4378-a712-0b905b1d9b0f" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Jose Arturo</ar_pros:AdministratorName>
  <ar_pros:AdministratorAdditionalInformation id="Aeba9b89b-97c9-4ae5-9017-ce1e88e52fc3" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">La fecha de designación corresponde a la fecha de ingreso a Banregio. Tipo de consejero es No Aplica.
</ar_pros:AdministratorAdditionalInformation>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="Acb361143-64e6-4d6d-89ea-913246b7d480" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="Ad7395835-51dd-459e-b474-a224053f5bb7" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="Af4e8e985-dc22-4661-b152-f12dd046ebd8" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Alonso</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorGender id="Abdf34a65-fb14-4763-8105-81d3f0c72d7f" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorFirstName id="A76c0ddbc-a2d2-4efc-bba9-f792050c220a" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Silva</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A7f6bd729-a14d-4870-af13-6973c256964b" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Olga Idalia</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="Ac29dc256-a4e6-44f2-ad50-cabf48ba0b49" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorName id="A7c98a50f-bc95-426a-9177-3385f561c614" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Manuel Gerardo</ar_pros:AdministratorName>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Aebeca85d-4d30-45b4-a676-dbab73e20d13" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Ae34ac7c7-2f6c-4fdb-b90c-e51cb730653b" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A5cdef1b7-f36f-4787-8725-2f5a1b5ce089" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="A006941d5-1182-499b-a06e-83ba0619cbe3" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A3caca7b3-3853-4fb8-8510-b6d488958dd9" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Reyes</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="A116fbc8c-8b15-47da-b15f-759a9933682f" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Cantú</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorAdditionalInformation id="Ae6d8c5b8-7210-4c61-a05f-ac917a69c7ca" contextRef="C50331b29-77ef-406e-a38d-08a189510782">La fecha de designación corresponde a la fecha de ingreso a Banregio. Tipo de consejero es No Aplica.
</ar_pros:AdministratorAdditionalInformation>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A59d7aab0-2cd3-4d1f-83c6-b62daf8f88ca" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">7 años </ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorPosition id="Ad1d40dc4-8bd4-46a8-a437-90f22e8d4907" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A99db9cb5-08c4-4628-9995-afc0941d1a6d" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorAssemblyType id="A8dd22de5-263b-48bc-8ef9-b1082cbcda6e" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A943bfe29-bd31-4ca0-b834-97c37ef762c5" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">17 años </ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="Af9a29f80-a525-4ce3-b017-7e685c5d9024" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="A09258328-bd71-4e6d-aca8-331271dfa8fb" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Suplente</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="Ae19ffd02-3195-4320-a268-318f32a8f453" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">García</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="A5ad7a6eb-5716-4033-88fc-5e560bf85bb1" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Reyes</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="Afa624c49-ece2-40ce-a51d-8bfa21316c26" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">Jorge Arturo</ar_pros:AdministratorName>
  <ar_pros:AdministratorAdditionalInformation id="Abe44fdb1-4202-4faf-8011-155ecc59fee7" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">La fecha de designación corresponde a la fecha de ingreso a Banregio. Tipo de consejero es No Aplica.
</ar_pros:AdministratorAdditionalInformation>
  <ar_pros:AdministratorGender id="Acfb36e21-80c9-48c4-a9c7-98f82cb32327" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A9227b6c4-ab29-45d3-a293-d15ba52821bf" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">22 años </ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorPosition id="A676e278b-d540-4970-895f-94ed4e412660" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="Abbfc6107-ad94-4f74-91c2-d9f040971057" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorAssemblyType id="A1ad6cb0e-2aab-4120-80c8-d08b9f4c0b29" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorPosition id="A82adf815-0b8f-4143-b1c0-6391cccc8493" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Direcctor de Promoción Norte-Occidente</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorName id="A3d582568-d3cb-4d5b-874e-2f1251be1921" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Hector</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="A0f0af922-c746-4557-aa6a-ea33f7be0b22" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="Aad2eb098-6aa7-4906-8ed2-bf88129e214d" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">7 años </ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorPosition id="Abef40fb3-91d1-4295-b430-02bb52a4bef1" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorGender id="A8371ef9a-16c0-4d77-aeec-bada2117ba1f" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Mujer</ar_pros:AdministratorGender>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A37c0b5fd-ca00-44aa-baeb-06b38aa5bbd5" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="Af81d299f-76c7-4020-8947-11a3b86327b9" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="Ada82c86b-1fcf-4452-bc8c-8e19df36b804" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="A6de0f492-3a38-4c57-9bc6-50cdd175f634" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Ae8fd56f4-2317-4974-b13f-d82154263fbf" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A7f136da8-a7f4-46ae-8cb8-d38e5a0adde6" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">14 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A4bf7f6bd-3827-4543-8c0b-c4e807ff63e4" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="Aef63f6f6-b723-479b-b6ed-099d04cabec4" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Suplente</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A3649aa3c-1d8c-423f-aac6-c16641fa9a87" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Guzmán</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="A1512750e-e680-4355-a21e-729521941d3c" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Calderón</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A46dc9726-24cf-4252-ada6-3f15ce175948" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Juan Carlos</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="A8abaae28-427d-499e-8fa2-a5c1d8e001b1" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorGender id="Afb77cf0f-3f6a-488d-a222-108173f2a527" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="Ae450bfdd-fbf7-45f2-9ba1-fb1e098814fa" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">15 años </ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorAssemblyType id="A58cc93d6-772b-4a42-9c68-2d4085c1abc7" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">No Aplica</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorDesignationDate id="A97ebfffe-de75-4bec-b97f-f8b2c59362ee" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="A39a539fd-b9d4-4f35-95ad-00f9ef244e03" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorPosition id="A9e1de4d6-2775-449a-aabd-d9bdf78dfa93" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">Directora de Post Venta y Desarrollo a Clientes</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="A4bee8356-2fa5-432b-bffd-e81ffee778eb" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="Aa8996017-0d05-435a-968f-3237ab7314cb" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="Aebb54ffe-6af2-4ccf-9e09-bde3284773c5" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Suplente</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="Ae365bac4-5438-456c-822b-c80d20f59290" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Alvarez</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A9473b3b2-01cd-44a3-98d5-c899a4f93b6b" contextRef="C50331b29-77ef-406e-a38d-08a189510782">21 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorFirstName id="A2c00dc44-ec33-41f6-9431-b9d006e1907e" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Alfaro</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A73433082-30d5-4d49-8ab9-b8966da17150" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Isauro</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="Ae16f2d18-9aa0-46a7-9430-ef8c89c87e32" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A982a1dac-bb0a-4df2-a082-39e6298ddcdd" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">26 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorDesignationDate id="Ac5959bc6-fe0a-4120-a3cc-f1251d37d4ea" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">2007-10-16</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorAssemblyType id="A37132cd3-f07d-40a1-a89b-9644ea6cb125" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A1dc70a9d-9306-44f7-aa74-618a50937aab" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorDesignationDate id="A57f0d14f-1db4-4802-9cc2-22beaa020b9a" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Aa28fe43c-7ac5-4615-841b-a30f3e5602fd" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="A144d2c9b-2e5c-43a5-a09b-9c077dbcddf0" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">SI</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorPosition id="A720a454d-c835-459a-a9fb-c05d1a80718d" contextRef="C50331b29-77ef-406e-a38d-08a189510782">Director General de Banregio Grupo Financiero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="Ac044edc8-1e3c-455b-ae65-3aaa0a7c2aa2" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">SI</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="Aed27acd4-f7f5-4cb9-8452-9bd14f206e31" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A5b5ac24a-9f2d-4d69-ba2e-9b71bd92a7b7" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Migoya</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="A2aadebc1-ab92-49a1-b19d-368cf606a45a" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Gonzalez</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A68f1ef2e-45f1-49d1-8221-fddef7457937" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Alfonso</ar_pros:AdministratorName>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Af2987b1d-7a0a-48a6-b427-367e66b4123a" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorPosition id="A6ee4def5-05a8-43bf-85b1-7d9df7dd1b86" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorAssemblyType id="A6650a61d-891a-40b3-8f9f-8f282a942208" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">No Aplica</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A53ecbdc9-4f8b-4a44-be06-3049c0e8afd4" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A63b27c44-4981-4c22-bab2-be1905c57ef3" contextRef="C50331b29-77ef-406e-a38d-08a189510782">No aplica</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorAssemblyType id="Af298deb6-7b49-4982-bc0b-7fd99a8a831d" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorDesignationDate id="Aba14f6d5-b21e-45af-8a05-0b0f1d285e7c" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="A14a4b1b7-f897-47cf-b328-c33bc2134936" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Ae218306e-5c92-42b9-8941-5f6f52ebbc77" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A2b366e9f-ced5-4e24-b997-ee4fface562b" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">SI</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="A7d59ab6c-87db-41eb-8e80-ef9c077fbba0" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Suplente</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A62ba50f4-8b86-4440-9357-a74feb22fb4e" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Enríquez</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="Aa00f59a9-5502-41bc-8630-90db558aed0b" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Arreola</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorDesignationDate id="Aa699f243-7328-4210-bd65-51b21eed6fe2" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">2010-01-09</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="Acaf97945-a587-4d39-b1d2-9571b3b7598d" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">22 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorAssemblyType id="Aeaec75a3-0090-40aa-b633-520ea61f5674" contextRef="C50331b29-77ef-406e-a38d-08a189510782">No aplica</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorPosition id="Ab37f16c8-829e-4322-851f-7e25c32e0388" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Presidente del Consejo de Administración</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A39a780a2-7d43-403f-ad04-9a0960a42897" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorAssemblyType id="A09be7a72-379c-41cf-ab0b-793fc721eb70" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorDesignationDate id="A4e34bb37-8a95-400f-9820-38eb998a46a6" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Aab2189dc-1bfe-4d36-a516-2542831a995b" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="A18a41a60-f333-43a4-8803-2b4d520e0757" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">SI</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A6c681645-6e04-4313-8ffe-a6418b9d6058" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">SI</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="A8f6b1ae5-966d-48af-bd2a-b73093a9eff9" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="Ab497f635-783b-4440-a742-8295f7cd869e" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Reyna</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Acc129af0-d777-4192-82fa-75a811a67dba" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorDesignationDate id="A81eee809-f12b-47a1-9355-36d632c1a5da" contextRef="C50331b29-77ef-406e-a38d-08a189510782">2003-07-01</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorAssemblyType id="Aaac265c9-80fb-4b14-a427-9309cb5fbfcd" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorDesignationDate id="Aef22228b-b443-4b50-9f67-46ce5f15dacb" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="A6c5b1aab-1743-47bb-868b-c21ed4297c3e" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Afa0e6e9c-710d-45cb-a0d6-b97301ea88e9" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">SI</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A698722d9-1353-402a-8b3e-0b39735cb544" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorDirectorshipType id="Aba0be9e4-abe8-453e-a076-216ded0d8d56" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorSecondName id="A7334318a-6ee7-47a5-aca5-7b108d976f7e" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Hernández</ar_pros:AdministratorSecondName>
  <ar_pros:AdministratorFirstName id="Ae65ffb26-941e-44fa-adfa-edb26db667b5" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Ponce</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A9586afe5-df21-42cc-808c-9031c0c48f44" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Oswaldo José</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="A722ebf99-1580-4d5d-b6d6-bf7bae75f7d0" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Af3a01bc2-ac51-4d3f-9c3d-761b8b787a63" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorDesignationDate id="Aa18dd81a-bee5-4791-aa2f-2de2b2527497" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="A70d6e013-eaae-4782-9f64-6c435c582c66" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="A9c7d3198-926b-40e1-9e7e-e1e977534b07" contextRef="Ca8113498-f001-41fe-8d33-c21aacd19db7">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorPosition id="Abb4fd827-44f1-4135-ac00-3b212b32a54f" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="Af4d9fed2-8d16-4adc-884f-b5bb974f13e1" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorAssemblyType id="Aa3112b80-713b-484e-8d61-d01e26c3acea" contextRef="C3d11beba-77c8-456e-a888-bed67543519f">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorAssemblyType id="A9e0a591e-a004-409a-b600-f87e5953f408" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">Ordinaria Anual</ar_pros:AdministratorAssemblyType>
  <ar_pros:AdministratorDesignationDate id="A8082e546-e856-40ed-8bfe-701f1faa6797" contextRef="C49b7d997-f967-42d5-b3f1-979786220916">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation id="Abd6e9435-3b3a-472f-a541-f87c6b0e8f26" contextRef="C50331b29-77ef-406e-a38d-08a189510782">NO</ar_pros:AdministratorParticipateInCommitteesEvaluationAndCompensation>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="A45098af5-cba4-460b-aa43-37ce5ef30d79" contextRef="C50331b29-77ef-406e-a38d-08a189510782">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorPosition id="A38d207a9-5de0-4fa5-b5d8-e5b0f96d5922" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorPeriodForWhichTheyWereElected id="A93d2451a-e58f-4a29-860b-7d6337204dc7" contextRef="C3ef27ab6-1fa1-4b80-a40e-ae5f6c2136ff">2024</ar_pros:AdministratorPeriodForWhichTheyWereElected>
  <ar_pros:AdministratorGender id="A0f5abd28-670f-4e9e-af5b-4114a0f4a022" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A431cbc17-2ada-452a-b2e5-dfeb3386478e" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">8 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorPosition id="A4cda81bf-cef5-42c0-9a4b-c2da61df64a3" contextRef="C114ab455-8201-481a-9211-2b2dfee7dbc2">Consejero</ar_pros:AdministratorPosition>
  <ar_pros:AdministratorName id="Afd6f26c9-3bb5-45d9-97a8-98463b7418a8" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">Carlos</ar_pros:AdministratorName>
  <ar_pros:AdministratorGender id="A1da8f220-477f-434d-8d85-cc43ba41534e" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Hombre</ar_pros:AdministratorGender>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="Abef035f8-b0a5-41eb-a77c-2cf356335c60" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:AdministratorFirstName id="A517d442f-0814-42f4-ad9a-1abf1205188e" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Santos</ar_pros:AdministratorFirstName>
  <ar_pros:AdministratorName id="A3631cd43-3902-4533-92be-879a556c070b" contextRef="C54fde7c2-18e8-4061-a73b-d5200e6905d4">Jorge Humberto</ar_pros:AdministratorName>
  <ar_pros:AdministratorDirectorshipType id="A4407287a-6818-4fdf-8a27-14753858f5b6" contextRef="Cedb7fbb0-6b5d-47a8-b35c-37eff37c7c85">Propietario</ar_pros:AdministratorDirectorshipType>
  <ar_pros:AdministratorTimeWorkedInTheIssuer id="A967ac3ce-2c1f-40d0-ad04-45b41d14fe85" contextRef="C07e3509c-d2df-433e-8cd9-7991146b3f4d">7 años</ar_pros:AdministratorTimeWorkedInTheIssuer>
  <ar_pros:AdministratorDesignationDate id="Aaa89182e-c158-4907-8b07-48d7b6838fc5" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">2024-04-25</ar_pros:AdministratorDesignationDate>
  <ar_pros:AdministratorParticipateInCommitteesOthers id="A7d0dfaed-bb95-40ce-a2cd-2ac47bd42204" contextRef="Cfe883321-0776-47c3-bbf9-79556c8d1d3f">Comité de control y comunicación</ar_pros:AdministratorParticipateInCommitteesOthers>
  <ar_pros:AdministratorParticipateInCommitteesCorporatePractices id="Ac8931638-87fc-4dbd-ae13-af1d0fec9bdc" contextRef="C8276139d-a2f8-410b-9f81-85957878d7a5">NO</ar_pros:AdministratorParticipateInCommitteesCorporatePractices>
  <ar_pros:AdministratorParticipateInCommitteesAudit id="A7fa1615c-40d4-4b03-ac81-1b3afff826f2" contextRef="C50331b29-77ef-406e-a38d-08a189510782">NO</ar_pros:AdministratorParticipateInCommitteesAudit>
  <ar_pros:SerieObservations id="Aa740024d-cbdc-4734-afe9-11040162e415" contextRef="Cfbeb61ad-10bb-4d35-a7ff-124ef8e0ba69">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A0c3aa855-2497-4928-809a-1531a0794498" contextRef="C4de0070a-38fb-4efe-8b69-3ac16dce9562">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ad7732f5d-70e6-4bff-b429-9ccec25669ec" contextRef="Cf46e65f3-e69f-4171-be5c-baaca0942a01">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aa1b45ffa-d8a1-4fff-a99c-74fb4d401202" contextRef="Cb9a09f8e-273b-4206-b4ff-938e19aa5143">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aef066720-cc2a-4b28-8572-ac2888eb31c2" contextRef="Ca3c81a58-eeba-444d-bb87-4b5ca5b44aa6">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aaebe3b1f-69aa-445a-adab-208d59dde97a" contextRef="C2f396874-7572-467b-8d88-5be2bbf2b76a">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aa3cebea0-4333-4716-ab6d-16ebde4346b8" contextRef="Ca9d07494-fcb6-42d0-ac8d-4363dcaaaa51">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Abaafa7bc-6247-4454-af64-cc2207d06caa" contextRef="Cd2da002e-112e-49bb-ae2d-64420ccabd69">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A13e78b38-e917-40b6-8d10-0f1936f2f0c2" contextRef="Ce5b9602b-4f6b-4547-bcb6-22cc4538ffc1">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A404a6861-c6fa-4070-940e-c2463d67d397" contextRef="C588ce83f-f263-4eae-ae65-29c128f24f8c">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A5a3c230a-3c30-44c2-b716-60353499cee0" contextRef="C905bc6b9-6eab-48e5-a06a-2b9ff25c53e7">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ad781e531-5adb-4960-a798-7e94e9f78809" contextRef="C480358dd-0af2-405d-b608-e26df157b502">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Af700d03f-5467-4c13-983e-1e7f20210080" contextRef="Cfbbd4b8e-1904-43cc-8d30-9cc7bf250053">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aea8e3464-4d39-447c-8cfa-e7747e778004" contextRef="Ca2376928-f2f3-422f-ae73-64a5ab362f6c">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A849833b1-3f30-40a2-a007-27638c70f691" contextRef="C8097251c-8db9-4736-aa86-73a3ade06a09">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A41f7ef35-dc26-4854-9944-fff5415e411f" contextRef="C1bc3b63a-d7f0-43c6-a6c7-f7317084c999">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A9ab59fb1-7c25-4a02-a0dc-f5f952689681" contextRef="C9faba570-e969-4cdc-b6c8-532e887cbcd6">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A7315c2db-a719-4f01-b262-313aaa092f7e" contextRef="C3434266d-8ac2-427a-903c-793f88e1f32d">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ae2e529ab-ea61-4301-884f-3af18517b4f9" contextRef="C5dfaa08f-ad50-4993-a36d-b4c9fd25d9ea">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A4d5a1baf-80a8-4d3e-bc95-9ce731bb50d1" contextRef="C0c9f740b-ff25-4ce5-bf75-acfa73c5b021">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A682a058f-6ff2-4b82-8fe2-dafaf621eb9b" contextRef="C73f6ee17-5c26-4037-b872-d7f83e4e9ce5">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aa38442cb-3fc8-4e4c-93b2-777436103f44" contextRef="C47706983-a803-41d4-a4e8-9d2bbf6cb844">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A3bcdf163-3714-4eeb-afd7-bfbee1c05dfe" contextRef="C99477cd5-6847-46f5-8e5a-4cdbb9609a7b">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A6ec3674e-d6a4-4896-8925-320dfc89701b" contextRef="C9b016264-ec50-4469-9565-864a6dd24b45">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A56fcf122-e737-491c-aae5-37fc04deae7c" contextRef="C9ec0d73c-ebf9-4380-abbe-ac90b84027c6">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A04710a88-1fa3-4000-acfb-71784bb381a4" contextRef="C69a03d7a-71fd-4a75-b7fa-bcbb4b9e7461">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A7df4e788-6e1f-4121-aaef-8cb1473f48d6" contextRef="C06a6251d-e8e0-43d3-9a01-0224fab6dbd0">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aceb80fc4-78c2-4c80-9ee8-7a86a49d5e2d" contextRef="Cd8ee546c-77d6-4159-954f-c7873f234532">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A9c8363b5-1b77-4400-aef3-3b26408c930d" contextRef="Cb33535a4-1b24-46f1-91df-30dd0ea9a951">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Abaaaca51-2f1a-4b9e-a4d1-7632f6e3601e" contextRef="C8dc83270-314f-482f-99a8-0dbcbf2dcb40">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ad69e8281-d6d6-4ef9-8c85-7595daf38ebd" contextRef="C1e8220c1-72a8-4e49-ad10-12a80c7a55bc">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A435229ec-e724-4f48-b9c4-62134df34e50" contextRef="Cfc23bf0b-c8db-4142-83b2-506346d3ffec">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A7b9fe91f-ac7c-4106-a4fb-5cf92d73f968" contextRef="Cb6dc012b-7928-47d1-8a81-0ad7512569c1">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ae978bf37-1bce-4b46-9a3d-623da1afb7b6" contextRef="C32076856-ef1a-4f51-ac03-985800d3de31">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A808e7af2-5ed2-4a85-8d58-72ed5732dfec" contextRef="C483fc32b-40e5-4f86-92d6-4a0c92e97604">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A223fdb18-754d-4050-bc8e-d50ddae6317f" contextRef="C01786b31-2b1e-4fb5-b74c-a27a4ef19573">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A0858214d-248b-4f1b-8123-0c42b8586988" contextRef="C8116cd16-61f3-4e46-a1d6-fc11da02f426">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ab0338909-555f-41fa-a0a2-eeff15012c02" contextRef="C19142323-5f14-46c6-9661-00e0b8d684a6">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A51c6e81f-387b-4491-a363-bd50d3c63faa" contextRef="Cb23a7497-f558-49d0-9668-38346c115598">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aa83bc746-bf97-4ba4-8e33-22591d86bdc8" contextRef="C265318b3-2fb2-42a7-8eaf-9bc17ccaceab">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A63b2bdcc-e8df-4630-a8eb-f4227d4a2e23" contextRef="C96875ec0-0d3a-40cd-9e92-4debeeffc88a">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A345be2aa-7c15-415f-871d-18f7d64b034b" contextRef="C4d1743ae-c88c-4096-bfc3-d2aba6fc8333">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ab200ca55-3454-4f8b-b8c2-4bfaf615ad98" contextRef="C39c39cbe-b11c-4894-8cfb-61254bc90bdd">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ada0aa446-0142-4c08-a564-ad0f212e652e" contextRef="Ca84d723a-8faa-40b9-8dd7-90f5c87d9f59">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A997af908-6d95-47b6-b342-dd12bb943d2d" contextRef="C3c20a823-10be-4735-bd94-6b9d4ced97fd">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Aa6f6ee9d-8002-46db-a584-30c9e00febc9" contextRef="C165e95cb-7edf-4314-965c-cd1fc65b4750">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ad2606d38-b28c-468d-8266-4e9817497c7c" contextRef="C515cab1c-4eb6-4f43-9a1e-44add7f69512">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="Ad98eeb26-3a74-41fc-a87d-2307b4983cf5" contextRef="C3abc552e-4b02-4ce6-b192-ea46fd74711c">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A06fd853b-3e22-444f-9edc-c99906048fa1" contextRef="C8c61c425-3521-4cd4-8387-e1726aaf4390">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieObservations id="A4659da83-4eed-43a3-9830-221a8a006431" contextRef="C5a79a259-e31f-451e-9188-964790290a1f">No aplica</ar_pros:SerieObservations>
  <ar_pros:SerieTypeOfOperation id="A9f3bbf60-8205-40f1-a467-9db981c32fe4" contextRef="Cfbeb61ad-10bb-4d35-a7ff-124ef8e0ba69">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ab031420b-9338-481c-a64a-a72c93b54f09" contextRef="Cd2da002e-112e-49bb-ae2d-64420ccabd69">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ab1f2d0c1-9e52-4b9c-80cb-475a17a0c408" contextRef="C8097251c-8db9-4736-aa86-73a3ade06a09">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Af2e4fbf4-bf72-4c83-8b74-618d9bcabf80" contextRef="C47706983-a803-41d4-a4e8-9d2bbf6cb844">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Afefae5eb-5d27-4e99-843b-c4d98b737e9d" contextRef="Cb33535a4-1b24-46f1-91df-30dd0ea9a951">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A47485ab1-6fb9-46c0-906b-2360929ba8ac" contextRef="C01786b31-2b1e-4fb5-b74c-a27a4ef19573">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ad565a9dc-73de-4abf-9a06-c1fea634e457" contextRef="C39c39cbe-b11c-4894-8cfb-61254bc90bdd">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ad27cc3e2-3cb7-4bfa-ad4a-607d712829e7" contextRef="C5a79a259-e31f-451e-9188-964790290a1f">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="A5bb92dd4-e82f-4100-9abe-d0e7cc5af9fa" contextRef="Ca9d07494-fcb6-42d0-ac8d-4363dcaaaa51">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A179e6326-8dc4-456e-a7fe-53971dd9f54e" contextRef="Ca2376928-f2f3-422f-ae73-64a5ab362f6c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A3fda491c-4513-4ae4-bb12-e6a7ecad9ca1" contextRef="C73f6ee17-5c26-4037-b872-d7f83e4e9ce5">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aaf66691e-a1a9-4e4d-b128-c01dbb2407aa" contextRef="Cd8ee546c-77d6-4159-954f-c7873f234532">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A27c6f94e-6f48-4715-980c-4cff37125341" contextRef="C483fc32b-40e5-4f86-92d6-4a0c92e97604">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A3a04ae23-1371-4f6b-ad8a-2f50b6124c03" contextRef="C4d1743ae-c88c-4096-bfc3-d2aba6fc8333">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A52a950c8-6995-43e0-90a9-20a4f2235101" contextRef="C8c61c425-3521-4cd4-8387-e1726aaf4390">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A5d022f08-cf64-48ab-8e8c-f483a2ae992a" contextRef="C2f396874-7572-467b-8d88-5be2bbf2b76a">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A3f52f327-62e9-408f-a2bd-acdf8950687f" contextRef="Cfbbd4b8e-1904-43cc-8d30-9cc7bf250053">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A5957394e-d252-432c-b43a-a1e554fa6b04" contextRef="C0c9f740b-ff25-4ce5-bf75-acfa73c5b021">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="Aa83dd4bc-18d2-4a97-ba43-297cf4891e4b" contextRef="C06a6251d-e8e0-43d3-9a01-0224fab6dbd0">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A91c88162-d824-4301-8aa6-2f29c9b12f0f" contextRef="C32076856-ef1a-4f51-ac03-985800d3de31">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="Af2d56cdd-46ad-4941-95d5-b9ea3916a250" contextRef="C96875ec0-0d3a-40cd-9e92-4debeeffc88a">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A9e2b05d7-28a2-48e0-8340-4b7bb5e2beb7" contextRef="C3abc552e-4b02-4ce6-b192-ea46fd74711c">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieNumberOfStocks id="A93ab8dc8-327c-4d91-a749-114715e038db" contextRef="Ca3c81a58-eeba-444d-bb87-4b5ca5b44aa6" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
  <ar_pros:SerieNumberOfStocks id="Ae1fddbe9-6b27-428f-879b-16ade83c30fc" contextRef="C480358dd-0af2-405d-b608-e26df157b502" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
  <ar_pros:SerieNumberOfStocks id="Ad437f328-348e-4803-951f-575eb490316c" contextRef="C5dfaa08f-ad50-4993-a36d-b4c9fd25d9ea" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
  <ar_pros:SerieNumberOfStocks id="A9da24b97-92f3-498b-87f9-326385d2b312" contextRef="C69a03d7a-71fd-4a75-b7fa-bcbb4b9e7461" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
  <ar_pros:SerieNumberOfStocks id="A6d41cfc4-d951-4393-b4ac-a6ff0cadb526" contextRef="Cb6dc012b-7928-47d1-8a81-0ad7512569c1" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
  <ar_pros:SerieNumberOfStocks id="A7f5ed0fe-d7fe-4c77-82cd-e97be48240e5" contextRef="C265318b3-2fb2-42a7-8eaf-9bc17ccaceab" decimals="0" unitRef="Ub73b1e50-50f8-467a-aad5-f658750ac59b">0</ar_pros:SerieNumberOfStocks>
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  <ar_pros:SerieTypeOfOperation id="Aacb192d5-39a5-4b5e-a9f8-451256e3b232" contextRef="C4de0070a-38fb-4efe-8b69-3ac16dce9562">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A3ef2e9da-2bf3-478c-bff2-594555238be1" contextRef="Ce5b9602b-4f6b-4547-bcb6-22cc4538ffc1">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A12bb6b71-4dff-486d-9631-79aaa9165979" contextRef="C1bc3b63a-d7f0-43c6-a6c7-f7317084c999">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7b6118b8-2d88-409b-b58f-7636d1e1e0a5" contextRef="C99477cd5-6847-46f5-8e5a-4cdbb9609a7b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A972e24d3-4e73-45dc-8dfc-d534b5b17814" contextRef="C8dc83270-314f-482f-99a8-0dbcbf2dcb40">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A56a4eb4a-3a05-4ff7-9e7f-9b62dd4dbf35" contextRef="C8116cd16-61f3-4e46-a1d6-fc11da02f426">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A24f6356a-c31e-464c-8f9e-7a31a4c68933" contextRef="Ca84d723a-8faa-40b9-8dd7-90f5c87d9f59">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="A839e93e5-a17c-4206-a0be-fd8e9bd75471" contextRef="Cfbeb61ad-10bb-4d35-a7ff-124ef8e0ba69">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A5807e4b9-9ca2-4596-a59b-f40424320206" contextRef="Cd2da002e-112e-49bb-ae2d-64420ccabd69">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Af29d8eeb-fc12-417d-b503-6536139cd9a2" contextRef="C8097251c-8db9-4736-aa86-73a3ade06a09">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A5e3b0d9c-e37c-4e80-bbd1-6bcdbcfd314a" contextRef="C47706983-a803-41d4-a4e8-9d2bbf6cb844">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Af2bf36ef-c613-4053-99f9-73e6652c916b" contextRef="Cb33535a4-1b24-46f1-91df-30dd0ea9a951">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aaba8012c-fcc2-411b-823c-5a3eb7c6ca6c" contextRef="C01786b31-2b1e-4fb5-b74c-a27a4ef19573">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A1cc1c723-9f04-4e77-8a1a-30655fbf94b3" contextRef="C39c39cbe-b11c-4894-8cfb-61254bc90bdd">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Ad3639b6f-2ebe-4af8-afc8-0718959ef511" contextRef="C5a79a259-e31f-451e-9188-964790290a1f">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:SerieTypeOfOperation id="A30af1c79-8676-48fa-b9e4-466960b637d2" contextRef="Cf46e65f3-e69f-4171-be5c-baaca0942a01">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A425db5a7-7f6f-4737-82bd-4001b8f5a351" contextRef="C588ce83f-f263-4eae-ae65-29c128f24f8c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ab9868340-65b2-4c4a-8f50-ab9271c31df1" contextRef="C9faba570-e969-4cdc-b6c8-532e887cbcd6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A1ed53cb2-5579-4139-8bd6-6877980ba6df" contextRef="C9b016264-ec50-4469-9565-864a6dd24b45">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A5c61a3c4-5986-4bdf-a697-b60b470ac705" contextRef="C1e8220c1-72a8-4e49-ad10-12a80c7a55bc">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A55c57cbe-0fad-412c-89ae-3464e8292eba" contextRef="C19142323-5f14-46c6-9661-00e0b8d684a6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A1ef0da62-6368-483a-b9b2-3dc9918ccd4c" contextRef="C3c20a823-10be-4735-bd94-6b9d4ced97fd">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aa3412859-c101-4d46-b0c4-631cadcf703d" contextRef="C4de0070a-38fb-4efe-8b69-3ac16dce9562">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A4f90ac5e-996f-47c4-afe5-8719bdac71be" contextRef="Ce5b9602b-4f6b-4547-bcb6-22cc4538ffc1">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A5f1c70d1-b2f3-4ed7-9e6f-5765d86059ee" contextRef="C1bc3b63a-d7f0-43c6-a6c7-f7317084c999">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aa1a99f05-a32c-4d0d-a729-9bffbe31980f" contextRef="C99477cd5-6847-46f5-8e5a-4cdbb9609a7b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A1f0ab614-2ac3-48e2-a90a-ad829e7d4439" contextRef="C8dc83270-314f-482f-99a8-0dbcbf2dcb40">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Af96b29f1-1691-4a57-8873-75a61b65ef3d" contextRef="C8116cd16-61f3-4e46-a1d6-fc11da02f426">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:SerieTypeOfOperation id="A474b7b30-04b5-49e5-b1fe-7f1284c8ccdf" contextRef="Cb9a09f8e-273b-4206-b4ff-938e19aa5143">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A21f5b95c-e9b6-450f-a61a-f6fa0293e5b6" contextRef="C905bc6b9-6eab-48e5-a06a-2b9ff25c53e7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7061ff16-52ca-4eba-b08b-5e444cfbf309" contextRef="C3434266d-8ac2-427a-903c-793f88e1f32d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Abc10ca73-eab8-4a2e-80a2-ae9604510d7e" contextRef="C9ec0d73c-ebf9-4380-abbe-ac90b84027c6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7c36f5c0-15da-4d27-ad19-443c8ce4beb5" contextRef="Cfc23bf0b-c8db-4142-83b2-506346d3ffec">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7826fb78-4b03-4266-b1ac-6252b7168d2a" contextRef="Cb23a7497-f558-49d0-9668-38346c115598">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7004f069-f153-4eb1-8d13-85b3d2883d9c" contextRef="C165e95cb-7edf-4314-965c-cd1fc65b4750">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="Ade5e4cdc-e6ce-4a55-9208-390042c0bc18" contextRef="Cf46e65f3-e69f-4171-be5c-baaca0942a01">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A7d99d46b-dcdd-41d3-a266-9ac37b85af7f" contextRef="C588ce83f-f263-4eae-ae65-29c128f24f8c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Af3fc70fc-b71b-4902-8432-fe9d0d2ed6d8" contextRef="C9faba570-e969-4cdc-b6c8-532e887cbcd6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A13ce5905-d44a-435f-a534-09ef5c51048a" contextRef="C9b016264-ec50-4469-9565-864a6dd24b45">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A21cefeed-4377-4d3e-852f-524b79f11ac5" contextRef="C1e8220c1-72a8-4e49-ad10-12a80c7a55bc">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A038116c6-5a73-4df9-82f1-f07829922a24" contextRef="C19142323-5f14-46c6-9661-00e0b8d684a6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A9f2b134e-a96d-4d9a-b11e-886ed167de89" contextRef="C3c20a823-10be-4735-bd94-6b9d4ced97fd">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:SerieTypeOfOperation id="A5fb86f41-f768-4022-ae1e-894882b0e530" contextRef="Ca3c81a58-eeba-444d-bb87-4b5ca5b44aa6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A33fd4740-16da-4d32-a9d3-bec9f99f7760" contextRef="C480358dd-0af2-405d-b608-e26df157b502">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Af10e93ca-c43d-4e63-b98c-b97f8c983481" contextRef="C5dfaa08f-ad50-4993-a36d-b4c9fd25d9ea">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A33f645be-3994-4251-97d2-b661b83dd59c" contextRef="C69a03d7a-71fd-4a75-b7fa-bcbb4b9e7461">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ad0f6aebb-5cc5-4d1d-a6e7-bad421691b65" contextRef="Cb6dc012b-7928-47d1-8a81-0ad7512569c1">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A32a262c5-6518-466c-a7e2-3463e7bd2d39" contextRef="C265318b3-2fb2-42a7-8eaf-9bc17ccaceab">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A182db66e-0ff5-43c8-8785-f5ebaee36a70" contextRef="C515cab1c-4eb6-4f43-9a1e-44add7f69512">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
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  <ar_pros:SerieTickerFromTheSourceMarket id="Ae0622d63-24f4-4fe5-8187-74467f0637e7" contextRef="C905bc6b9-6eab-48e5-a06a-2b9ff25c53e7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A1f9196f9-81c0-464c-b103-f81827545d06" contextRef="C3434266d-8ac2-427a-903c-793f88e1f32d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A3515c08b-ac69-4b0a-bcd4-81442cb39bed" contextRef="C9ec0d73c-ebf9-4380-abbe-ac90b84027c6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A2c008707-0e39-421f-b3dc-8751c513aabf" contextRef="Cfc23bf0b-c8db-4142-83b2-506346d3ffec">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A73818a9b-e76c-4fa0-8026-83d68d8ff1b9" contextRef="Cb23a7497-f558-49d0-9668-38346c115598">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:SerieTypeOfOperation id="Ab827914f-44b6-474d-87ce-6045776c8e3b" contextRef="C2f396874-7572-467b-8d88-5be2bbf2b76a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Acf6b9b2c-c692-400f-a774-2e24aec413c9" contextRef="Cfbbd4b8e-1904-43cc-8d30-9cc7bf250053">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Adaec4228-c34a-4359-b1a9-dca5ae619de6" contextRef="C0c9f740b-ff25-4ce5-bf75-acfa73c5b021">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A1c244da8-1d99-4d4a-9c43-4986d876d704" contextRef="C06a6251d-e8e0-43d3-9a01-0224fab6dbd0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A4132e098-ce67-43a1-8451-d17378897bcc" contextRef="C32076856-ef1a-4f51-ac03-985800d3de31">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A6073df35-1bd1-4274-8f6c-113893d606a0" contextRef="C96875ec0-0d3a-40cd-9e92-4debeeffc88a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A5ef83a70-0860-4cf8-8a0a-91286897dcc5" contextRef="C3abc552e-4b02-4ce6-b192-ea46fd74711c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="A22c07cd0-748a-45bd-9905-b386669ae9a5" contextRef="Ca3c81a58-eeba-444d-bb87-4b5ca5b44aa6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Ac0270014-3244-44f0-8f81-1e143b62805a" contextRef="C480358dd-0af2-405d-b608-e26df157b502">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A88bc3fc5-102a-4f00-9eb4-53ffc16a1359" contextRef="C5dfaa08f-ad50-4993-a36d-b4c9fd25d9ea">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Ada7d4e8d-41df-407a-bec4-87581ff6fbba" contextRef="C69a03d7a-71fd-4a75-b7fa-bcbb4b9e7461">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A72db5776-b9cc-40bb-9fdd-1c08f0a4208d" contextRef="Cb6dc012b-7928-47d1-8a81-0ad7512569c1">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A50b75e07-7769-45ee-b183-21e3b6494650" contextRef="C265318b3-2fb2-42a7-8eaf-9bc17ccaceab">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aeca8a0f6-a718-4630-bb11-ed5650cc2155" contextRef="C515cab1c-4eb6-4f43-9a1e-44add7f69512">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A998b315d-9136-4b4f-9752-5db0fc4c3f8f" contextRef="Cb9a09f8e-273b-4206-b4ff-938e19aa5143">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A9f85a6a1-7659-47d2-89f2-1300e7b19088" contextRef="C9ec0d73c-ebf9-4380-abbe-ac90b84027c6">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
  <ar_pros:SerieStockExhangesWhereTheyAreRegistered id="A33584b13-9468-4d8a-b5c5-6cbac6b1ce80" contextRef="Cfc23bf0b-c8db-4142-83b2-506346d3ffec">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:SerieTypeOfOperation id="A9ec5eebe-e6d6-45a8-8a70-97662d17ee10" contextRef="Ca9d07494-fcb6-42d0-ac8d-4363dcaaaa51">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A0dda4901-5bff-42a4-bbe6-30cee737a856" contextRef="Ca2376928-f2f3-422f-ae73-64a5ab362f6c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A62ddcefc-7e36-4d5a-9c11-91981ba52b55" contextRef="C73f6ee17-5c26-4037-b872-d7f83e4e9ce5">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A35628f3d-e11c-4d22-a962-6ff60d43aa03" contextRef="Cd8ee546c-77d6-4159-954f-c7873f234532">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="Ac634d6e5-d20f-4e57-a3b6-0d900ff662a5" contextRef="C483fc32b-40e5-4f86-92d6-4a0c92e97604">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A7092be1e-e943-4ee3-bca3-517e4d1ef3ce" contextRef="C4d1743ae-c88c-4096-bfc3-d2aba6fc8333">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTypeOfOperation id="A4589640a-4bd4-48cb-85e7-7c0ce567926b" contextRef="C8c61c425-3521-4cd4-8387-e1726aaf4390">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTypeOfOperation>
  <ar_pros:SerieTickerFromTheSourceMarket id="A099d3aa1-bedf-4b7f-adc0-e668ca821060" contextRef="C2f396874-7572-467b-8d88-5be2bbf2b76a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A50d81da7-3beb-4c4d-8431-e9ed34bd3b06" contextRef="Cfbbd4b8e-1904-43cc-8d30-9cc7bf250053">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Ac190143f-60f5-402d-92e1-eb836c8e79ca" contextRef="C0c9f740b-ff25-4ce5-bf75-acfa73c5b021">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A36d6dc25-eec5-42c3-96af-e1b8f09934b4" contextRef="C06a6251d-e8e0-43d3-9a01-0224fab6dbd0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="A23a59a16-d148-4e28-8b48-4bbac1865b51" contextRef="C32076856-ef1a-4f51-ac03-985800d3de31">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
  <ar_pros:SerieTickerFromTheSourceMarket id="Aa2da0883-fd93-4306-b002-116ad148db1c" contextRef="C96875ec0-0d3a-40cd-9e92-4debeeffc88a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:SerieTickerFromTheSourceMarket>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:SerieStockExhangesWhereTheyAreRegistered>
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  <ar_pros:DebtSerieSettlementDate id="A4518c411-ca2f-4d7c-a868-76e1a2d9edf1" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">2025-02-27</ar_pros:DebtSerieSettlementDate>
  <ar_pros:DebtSerieSettlementDate id="Ad1da2bbf-c186-44a4-b12f-13d20aceb65e" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">2025-06-03</ar_pros:DebtSerieSettlementDate>
  <ar_pros:DebtSerieSettlementDate id="Aa8725c20-8fa1-4bfa-848b-0d1c2f421c53" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">2025-03-13</ar_pros:DebtSerieSettlementDate>
  <ar_pros:DebtSerieSettlementDate id="Ac8d02b64-36c5-4616-b084-48ebde1047e3" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">2025-05-06</ar_pros:DebtSerieSettlementDate>
  <ar_pros:DebtSerieTermOfTheIssuance id="Abd817188-0f12-44c6-b283-4922096645e1" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A9b416cd1-5956-4adb-9b5d-207dd58578a4" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ae1be2b1e-21a8-4c29-a819-ef021e52ed40" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Aa0069223-e64f-451c-a257-cf8617233f79" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Af711f150-6bcd-48cd-a115-31602ff85170" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ad4c3f2ad-8405-4976-a55d-adcffc0570dd" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ad05604db-2bda-4e59-b52d-d13fc53d8d0e" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A4dbd416e-def2-4dbf-839f-3e979a1202f1" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A3d8fec89-3314-4eda-9cd9-e700856865a7" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Aac0e7a1b-f030-43c9-9a01-e9319e35abc4" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A723fa0d5-27c4-4223-b90f-230741d67e19" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Afcbb2751-d32f-4cb0-a5f0-12a837392326" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ac15261ee-7645-411a-a3b1-ce3321075a32" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ac4cb8f45-9f3e-4bb8-bc16-c5eaac8a1a5f" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Adee4b27b-ba07-483c-87f4-b1d104cbdcff" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A2f311ed5-1621-4b30-bb05-da2d7b34f69f" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A8e72c1c8-ad31-4bea-9d70-e399a8099fe5" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A2c48e7a4-28d8-4b56-918c-aff47fdd0766" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ae60e2772-4555-4662-8127-00058e1928b3" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A3b1684fe-3ef5-46e4-9dc6-a997b04fd6b7" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A6537ad4b-30be-4785-8af5-1dcf1e7990da" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">175 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A08475fa5-4729-44f5-a9a4-05f14506f60d" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A7b28cb4d-cf20-4c91-8786-dd3bf1aaf822" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">182 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A33a45093-a7e0-4330-98a2-5a3e82b7a707" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A0d285555-f26f-4153-93af-b381e91df00f" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Aeff8c8e9-5d90-43a7-9ba9-707d6847c57a" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A0d411d9a-cba0-46dd-a250-4c102fedef83" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A3fe82278-dfa4-4a13-9616-05e1ce88fd05" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Adf06e673-4dc1-480a-9a8c-2a4833ad8a1e" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Af6120382-5556-400d-a9ed-f5504e5ca018" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Adf672a37-4cbc-4669-9846-c83ee1111366" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A5184feee-6651-4671-87e9-d4549ac913a7" contextRef="C98d5d056-a836-4100-9d86-85350307a224">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A577b8b0f-a6bd-4c5e-93ee-e966af91496d" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Aa17d1ca7-aa94-4e41-ab93-e726794072bd" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A81a98256-e531-4af8-9c0a-e60358649890" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">77 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Af45c6a3d-e813-4d22-a048-cdeb148f92cc" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A03291c87-71ee-4da4-94f8-9d8e34c3f0d9" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ac57f2a4e-d362-4ab7-9ae3-abe1f36f9a37" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">77 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ad379dd8d-4aa9-446d-84e4-c15453dc14c0" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">91 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A9e35d2ec-aebc-4d37-803f-825ea5962455" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Adcda4c8d-ae3f-40e3-9914-4d41f4343cb5" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A8a29e632-24f4-4795-bb95-bf97406a45b8" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Aae8eaa73-40f0-458c-8ddd-93120e107d95" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A01028cbc-64bf-458d-82da-fd4e1a22c625" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A647ad43b-4765-4979-9f9d-ef779e077931" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A6ed00582-e7f9-4ff3-8065-497b25487ced" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A759e3de8-d12f-4cd5-bdbe-07d93b32cea7" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A6995e560-a24a-498d-96a3-3cf28af1344d" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">85 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="Ad44f9cd2-3a73-47ec-a67b-d062f7416c7e" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">84 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtSerieTermOfTheIssuance id="A14385f2e-0789-4066-ae0a-cc072ffbe615" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">168 días</ar_pros:DebtSerieTermOfTheIssuance>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A13dd2a0f-526b-4c39-9748-ebbea5e0edc5" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A8feb8e63-c33a-4e60-9903-e2439e2c2ce5" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A74559d6d-a5e2-4823-a695-52c0658eeb3a" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Ab7a03b00-6f6a-46b7-b390-d8f1e627577f" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A8bbbad58-d165-4517-a6f6-cd6cc5f293e4" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A54f33e18-c10e-4042-86ed-e9b99b1d76aa" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A33140f6d-ce8f-43d6-813d-a9efb0eed887" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A487c3545-2db5-4aa1-93e2-f8f322f15c79" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A2f5a355e-589e-40d3-ba61-7c0d1b1a3ddd" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A206aac5d-7e9c-46c9-9361-d02b6438f33c" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A71eb9352-8aa7-4007-8060-8c1fb02d95c6" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A9dca4df2-fa37-4857-a679-0c92fa20b7d6" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A23c2081e-02ac-4b8a-989b-87260eec6e93" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Aefea3dfc-a81a-45f3-a8a5-955e58d3ddcc" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A7bf3f445-5a9c-4083-9ed4-9cd1a6b295ea" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Aefb1f119-c783-4acb-814e-9fe06ecb87ad" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A40dba1c6-7084-4b3f-b67b-cbe87ec5aa09" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A30c982da-f6ca-43c2-86c3-0faf2b3d5057" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Afab1ebac-b50c-4a6b-b5cf-ac7a0f83adbc" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Af0489137-e348-48ca-8de0-13ae09020525" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A240504af-9781-4161-8003-511d7a44fda1" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A24028e16-b62a-4d70-a767-bb10fde824fb" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Adff8920c-4b16-4f1f-8a06-65ad21978956" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A89606f0d-f8e7-4c7e-a225-ff7bdeae8f4e" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A715fdd9e-99b6-4764-b9e2-bb49a2e1b775" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A72550e90-e824-45eb-924d-49826c3a03ba" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Ae5617f44-14c5-44b2-b36d-2da1caa3df46" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A2d918d71-f383-44a0-aa5e-3ea4072855b4" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A78884a14-952d-4e3d-a49f-1486da13cd39" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A10996c0f-923e-4cd5-a0dc-68ca6cbe0849" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Af019a116-6f3b-40e4-8ef3-eafc438ca6f0" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Aa925d3ba-cd8d-4466-8bb4-f726a7c10160" contextRef="C98d5d056-a836-4100-9d86-85350307a224">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Ae029497e-2833-466a-84c3-cb1f7fd1a48b" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Ae22b8063-9dcd-44ed-9606-6e105da6f879" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Afb15a973-fc9f-4ce1-90f6-725662b3e55d" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A13f25faa-1416-4e41-a91e-6bb96e2b97b0" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A1f5f1e8a-4e25-4d54-b420-ad8c36c2fa1e" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A393db794-834b-4a2d-8c4d-845f06fd613c" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A42a30495-23cf-4380-ae97-aba1b655fbea" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A0f268de9-3769-44b5-9db8-46468ce8457e" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A99d8833a-ea67-45cc-b174-4399b4b5e02e" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A17c598af-8172-4b15-8599-c8a6051fdf0b" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A65d08e1c-95b0-4df8-bdd4-34187160051f" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A90fc13ac-6559-4e28-bcf3-6c41b3ac4917" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A02171a81-e193-426f-ab46-0562ff044cfb" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A0b330b0d-3577-4404-9899-0093184ce800" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A3e1c76c6-7ce8-43b5-9f77-59e3d973d684" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A2cb3ab66-81bd-4590-9637-c49df6a3a008" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="Ad5946b0b-9c0f-4511-ae3e-3b0358fef65f" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">TIIE
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.10 (cero punto diez) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtInterestPerformanceAndCalculationProcedure id="A6fd542bb-71f6-4612-866d-a0896e690613" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">TIIE + 0.10
La tasa de interés bruto anual (la "Tasa de Interés Bruto Anual") se calculará mediante la adición de 0.20 (cero punto veinte) puntos porcentuales a la TIIE a un plazo de hasta 29 (veintinueve) días (la "Tasa de Interés de Referencia")</ar_pros:DebtInterestPerformanceAndCalculationProcedure>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aa8295ff5-01ec-4ab8-b2c5-28726d5d0cb9" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A01be1168-4c47-47de-9aec-034087bbf912" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ac6517bb2-192b-455a-a138-23c384f63437" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A661d6f30-e7cd-49ab-8d82-18941c8c8ebb" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A7a47245b-9aa7-459f-8e34-2b68f3b46df9" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A857e9922-9a8c-4fe6-a4a7-c169c74976d7" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A12ee10f4-5d1b-47cb-82e8-84ed3e9f8839" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A0960c25e-1ba2-47a3-abf6-7225b801d99e" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aa6a75252-744e-46d4-b002-757af9d02af0" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A298cade5-8e12-4bbf-9257-5c59ff40e2c7" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aa4e3efcd-89b1-474b-8f52-e094f36c814a" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Af0bb8f36-20fb-4bda-94af-266d39c656fe" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ad5cbdf82-066b-4c8e-bbee-08936aa90826" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A5372d2b3-2671-4913-b624-8b096c48729f" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ac3b7d7b0-14df-4c8d-b915-c469dbf8c926" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Af8d2197d-a226-42f1-85aa-72026996f3b3" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ade824c31-f252-433f-940f-ff52ed62d0d4" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A58600839-5c1f-41af-9cb8-87b31a4a77a9" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A49c5e956-ca0c-44c1-ba7a-49921aacffbb" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A8204a9b5-2853-4a8b-937d-09ad6b7ef2e0" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A75dc3653-a08d-4d5f-a896-697c7baa3a1f" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A79b099b4-2f44-4130-9d9b-d5f142860ac0" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Accea1e47-1051-48b4-8dd3-e102a5a2fb6d" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A3f54d4ee-7617-4daf-8f66-cd2d198bfc93" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Af25b883b-fe33-4d3a-af2c-3a67ecf82441" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A8c0642ad-c110-46b1-a5cc-f92cf8f175ee" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A1ab8c7b7-2917-413e-a32f-581d93e93058" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A57967c14-f40f-4158-976a-6dcf34588919" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A7789a5e7-af6c-45ed-9d2c-b6cd6129f3d2" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A8c38d232-2e92-4028-b46d-541e5efb8fb2" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Adadab857-7bfd-4735-b2fd-8588da49a1ae" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aed5856cd-9f23-4698-8dc3-5fafd5d3a402" contextRef="C98d5d056-a836-4100-9d86-85350307a224">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ad1d30fc9-bbc1-4544-9b9f-d470ada96b16" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A8212271e-eb78-41a7-a04c-52e1483d0a8b" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A1cb50f5b-afc5-475b-8b43-3aeddb4ef846" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A671974f4-dd14-4486-bb4d-8a03be46a409" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A27706e51-d327-4d02-b791-42073c54f0b6" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aeaf12c62-383c-4d9b-bf03-c3919992ebe3" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A46ec3787-0b21-4acb-82c7-79dac84863ca" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A6e9199a2-2396-4ca3-afae-66d8487e082a" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A8ae21734-5212-49f7-8056-378213d6097e" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A871482af-f6af-4c77-9423-365f8986ba4d" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A835284ef-44ca-4412-aac3-69612516afc2" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Ade65f89d-6487-48da-bce3-58b7db718d19" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="Aa323288e-f96a-4d74-80fa-f19cf2f6778d" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A76433a69-daf9-48f3-9bc3-18ea3c2d1300" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A76b89561-eeb1-44c5-9350-020e72ebb395" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A378210f4-702f-4c32-82c0-9d4f582f0b5e" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A28e237da-4223-4096-9129-8246adc78006" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtPaymentFrequencyOfInterest id="A04f820f0-648a-4454-8d50-df95d10cbfb6" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtPaymentFrequencyOfInterest>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ac6e83637-f476-4ce5-b368-5694007fd914" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ad4b514ac-e63e-4a02-ac63-b3285eb04013" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Adccc0c1a-378c-4a95-b001-c3a55ab83b4a" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Acee61974-f367-4f9a-98a5-e23bddc971ad" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ad602ccbb-db74-4da5-840a-22879f4b4377" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Aef98019b-1983-493e-9c75-c617bb21fdd2" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A0694f5d2-6ff0-4c68-9553-c85fe70f6059" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A14e9aff5-aef6-4a2d-a1b5-ce3169066d42" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A742bd571-6208-4a08-beb5-cead5553d1bf" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ab3aa0753-e841-41dc-ae04-3622acd10fe4" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Adb48b80c-1938-423e-a886-2a37510bb0d4" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ab2de7e97-ecb6-4234-9c0b-5b572983d6e7" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Afe4dfd4c-a6a9-4b3c-b362-cbde9e50eb6d" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A7df94328-2b23-4caf-a3be-69920442683d" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A67ffa5f9-ac40-49b7-b5d2-efed8ca7de5a" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Abc8c765f-941e-4f99-8aec-8b1c4a67e698" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A004a1f13-2dcf-4783-a0c1-2aa5fec611a5" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A7a0201d0-57b0-475d-b25d-f8f78e420950" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A8654eb3d-4a5f-4625-934a-cb95d564d42a" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A3132877f-74bd-4664-bf03-bcef74ef01eb" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Af7f4f02b-f63b-4ef7-8eae-70c9cbe74056" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A2811937a-3bb8-4e89-a40f-f1099981724c" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Afa3d1949-6c59-41eb-8dd2-45334e4c333e" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A2adbbd6b-df8c-44eb-b87d-9abf80e8387e" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A350b8ca1-7bda-4d01-9d8f-f6a4b4a4534e" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A1890ec99-4f75-4ebd-ae97-678771cbaa1e" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A4d6d888b-3683-42a8-ae71-0aef13213f30" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A672dccdf-fcb5-47f3-9396-b7f395575645" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ac7bbde41-bff0-4e5b-98e0-51eb1f8d74da" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A4352ec8c-7ebb-415f-8d52-c23b43af879b" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A20d2f562-7f50-4d4c-a23b-8c3ac4acbbda" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A695c4866-7b1c-4788-b9b0-2124cb7ffc84" contextRef="C98d5d056-a836-4100-9d86-85350307a224">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A7ea26282-7cb3-449e-a1bf-9435e406cc67" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ab51c9b09-1eed-45c7-a7e7-f87df49f23cb" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A268475fe-6516-43c5-9ce5-8247e08738c9" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ac7f0c32e-058b-431c-9923-7081dc67887b" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Ac088c92f-4e38-473f-bcc9-f9af74dcf0bd" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A56d9661f-aefe-4c49-afbf-7ba1f3ee7e05" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A82c948f2-6379-47af-a11e-a25f60584f91" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A0bb5f4c6-e7c7-43c1-9735-f55f69fcb176" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A86969de5-f376-4a2e-82c0-db13ea903338" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A1297cb29-844f-480a-96aa-287602c4b7ae" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A42970202-2040-439c-90fe-f8b93d34b4cd" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A4eff1584-c710-4203-b82c-4f4fcfa39fb9" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A74bcd861-30d7-45c2-8b48-e06572b59824" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="Af1dd19f3-8481-49d0-a791-1a7301202cc7" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A7456f7c8-2c9d-4651-9bf7-d87e2e73623c" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A377c9141-ccbd-48df-a5c4-3645fcbf6b01" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A3af22533-d465-4f22-ac72-0b5953031bc9" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal id="A20f98b7d-c095-4e65-b804-cf2060119ca5" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">El pago del principal y en su caso de los intereses que generen los CB's se realizará en las oficinas de INDEVAL ubicadas en Avenida Paseo de la Reforma número 255 tercer piso, colonia Cuauhtémoc, C.P. 06500, México D.F. En su caso, el pago de intereses moratorios se realizará en las oficinas del representante común ubicadas en  Av. Paseo de la Reforma No. 284, piso 9, Col. Juárez, Del. Cuauhtémoc, C.P. 06600, Ciudad de México. Los pagos podrán efectuarse mediante transferencia electrónica. El procedimiento de pago será establecido para cada emisión en los documentos CP o en los documentos LP según sea el caso.</ar_pros:DebtLocationAndPaymentOfInterestAndPrincipal>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A4609b89d-6a3b-4682-ae4d-fc07e3cfe4c1" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A0c52ce8f-0694-4899-9161-d304cf25f4c8" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A852fbb5a-0af4-408e-b9d3-66b793c30de9" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A1e69b244-e839-48e3-9301-0ca2f1a35020" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A578928db-a1d6-4421-a35c-5e85ccd195f1" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A4e9ad73d-e65a-42eb-bdf6-d6621a417a66" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A7cf3c63c-5b43-44e8-917c-1f667cf71fde" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A9f7c0a8a-f9b7-4e8f-9386-b98ed6a7649b" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A75cef4ad-e5ff-4988-9891-3c3c661eae75" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A6dd04e8e-5a09-4a9c-996b-7834f2c43bbf" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A9381963f-40b0-411d-9d86-493b645198fa" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A28d4321a-8d76-4a0b-8f37-1534b47407be" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A553d90ef-fc79-40a8-a617-ddf747666df0" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ae2a0e8eb-62e6-4d6c-b137-080e2a277c20" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A5ba6183e-7f06-4aeb-9acd-1c3f72518335" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A7c589643-6236-4afd-80e0-6f741e4621fd" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A0b6f2bf2-b7aa-43ec-87d9-60edc6efd97f" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A87047d32-c310-4436-9594-c48c2d874d41" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A4cd8c45b-7917-48b7-bacd-e28e95324a06" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ac290ec4a-e726-40f7-99e9-d06b3cf0c8f7" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A9e1cae40-aa00-4254-ac8c-438a03bf9a1b" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Aa1ef09ef-8957-4498-85de-3a1419f5ba25" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Af058d431-a5a8-416c-a714-c56c05e31f39" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ae7e94a20-33f5-4469-a09c-8c82832640a5" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Af9a6bcee-5328-4414-8c1d-5fdccdb4c8d4" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A898af3dd-56f7-4027-9427-585dc8c65749" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Af1b07f9b-f973-4761-b7a9-6e10eb8c7115" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A1808237f-28fc-48c2-90c7-7fe730153b58" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A965cd999-c7db-4d33-bf50-66bfe4f13fd0" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Aa053e415-71f2-4d27-8a52-85d59b8c8a11" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A0c8c1dd9-0ac4-4851-ae4d-bdb39f7412d7" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Adff2ad12-c6f7-46d1-a55b-82872b6913c4" contextRef="C98d5d056-a836-4100-9d86-85350307a224">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ad0749dec-5267-4151-8c06-6727bb71a7e4" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A0e1faa85-ae91-40ff-92e3-b19826d8f953" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ad3e43f4d-0580-4791-99bd-3f4be3c0df0a" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A5a173c27-920d-43e8-86fe-08170a237523" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A9bb50a14-adaf-4ee1-bbac-52303b62c7fe" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ac09e9976-1b94-43c3-9989-093dd44d8907" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A07e9c393-61a3-4418-9eba-ad3276e1e728" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ae319a558-4fa5-43c7-8b7d-a4446e72840e" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Ab0b84c5e-3f37-42c9-8742-591edb6c1104" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="Aa4e980a9-fdf5-47f6-bfbf-04108c3e4c82" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A58903452-1915-489f-8d77-db0719cf6e1f" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A493387d7-4a24-4473-bccd-7609f10c22de" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A59e25b2b-6f5b-48df-8eb9-dfb4ed4cdf4e" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A29fa78bd-5dbf-4dd8-997c-1043c3b5aa9c" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A75ae245f-f756-4311-8795-635dae2db748" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A944bde74-b97c-4003-8e20-b41e4c8a59f1" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A62fa3264-af2a-46c0-8d17-e638034e0f39" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtSubordinationOfTitlesIfAny id="A48726493-aa82-4737-83b5-5de8dc444f53" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">No aplica</ar_pros:DebtSubordinationOfTitlesIfAny>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A47631e4f-eb49-4893-a0ec-ea47ebbfc8f0" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A3c79bf63-ba6f-4458-aba5-251b9e903c1a" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A8beabb08-dc47-49b0-b05a-24fe54a0a5ca" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A1b67ba56-3721-4f89-ba2d-3b251eb1ae8a" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Aa3500658-53c9-49c7-b0df-c17cdd46d9cb" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A6d62b149-e00d-4a70-921d-3cfd9ea8a329" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A362c6e02-ca08-49b6-88e2-b897d7986f37" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Afff2d046-3d8d-4f19-af9f-92e2a73eb54d" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ad6fd2965-dcfa-45ee-931d-608ab05cb689" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A2098c215-b001-4e2d-858b-fef3e146bcaa" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A231fed6e-b4c1-440d-9dd1-5b534e57ac5b" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A42c91c60-ebcf-4620-abbf-56ec8e86d408" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A54e7c104-074f-485a-8ff6-d9a7e17fb000" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A150d8318-2493-461a-bee6-a9db7634a15f" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A0df96caf-2821-487d-9c98-c5bff3262695" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A746d48e6-b9fa-4d5a-b801-c9b962f39482" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Acfb8c164-deb0-40d2-a884-e32a6e9860b8" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Affdc4b02-5a0d-4493-b68d-634830de540d" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A444613fd-7cd7-4524-8053-fae1ccaeedbc" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Aec7ce2ec-bb62-41e7-a28f-81448ed28212" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A5f24b9a8-6114-4182-a9a2-4c0d284340e9" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A59beec3b-5d8c-45ad-8b31-c287ba37ecd5" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Af4c4bf4a-1a3e-4c88-91a1-d7ce2e8f5212" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A7074c750-7624-4d2a-ac3b-0934416af471" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A812a0258-626e-4fb6-8030-5b504fc95b48" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A99ca4965-b82e-4e66-8a44-1d02b0405cba" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A27dc9df7-ac48-48c1-8704-e065117b3e45" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A9c9897e7-0163-4721-84a0-053c76cff4ea" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A53dc9bb9-74f6-4dd0-8c68-70155ddd5c08" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A8d072b3a-027f-4a66-b9aa-f28b0f05def4" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A0d3ace99-9cb1-4dfe-8104-68a5edeaea52" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ae8638177-d024-4fb5-9607-4c62b2e35c0f" contextRef="C98d5d056-a836-4100-9d86-85350307a224">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A1c525b80-087a-4084-9f0d-8302fff8799e" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ab8cd3603-608b-4d5d-91c8-222523065835" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Aedaf24a1-c5bb-46d4-8d82-5aab8025ddb9" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A51ffc44b-c237-4298-b4ff-ad155b6b27f7" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ac84c7275-cd9a-4fa6-a913-d9f55e123b08" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Abb912929-98bb-4370-adbe-1448f4af0ab1" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A92a518dd-f078-450a-9875-63729886a821" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A465821a1-caf5-455d-aa6a-34a590bda95f" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ae4e5263c-2619-4f5f-8e0d-9d7e8f848876" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ad8353f11-342a-4270-99d7-89667e7526a4" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Acbc10c69-1763-4712-a477-29cfbd174be9" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ab2952b15-478e-4a77-94a4-ecd06d3d0a1a" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Aca0ba2eb-2ddd-4469-9b31-3263f9d9816c" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A269b404d-33ba-49a0-9951-45005dea1167" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A396f41fb-ee7a-4660-bfb7-1de796b8eb07" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ab944c5b9-6cc3-4aa6-ac54-3cba84c90b4e" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="Ae77c21a4-f77c-4dec-95fb-4f7243024247" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable id="A6453abaa-d537-47a3-9bfa-56504b1e83a1" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">No aplica</ar_pros:DebtAmortizationAndEarlyAmortizationEarlyMaturityIfApplicable>
  <ar_pros:DebtGuaranteeIfAny id="A431a1c5b-b166-481e-8332-a4dabb8553d7" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aba7b45cf-f425-4a9f-b445-d1433989bfcc" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aae5bcd0a-b0f7-453e-9ab6-8fbc87391e06" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A0329eb32-ce0c-405a-a46d-29c6d50e6fb7" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A7f19c0c5-20af-4f2f-b887-a3872b763aa0" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A64aca833-9e64-4e26-863e-fe8df8413b3b" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ad526fa0d-72dc-45da-912c-8ecdc7e6297c" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Abf1a8144-e114-4559-bec6-c04d14384479" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ae2c04e9e-d825-41a9-9965-daf56524d867" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A064d17c8-eb50-47c9-89da-209d3c90553a" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A9619c152-0e80-4cb9-9986-72ab49ace3c3" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A2f8c487b-cc95-40df-8314-e7394287b017" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aee33477e-d1a0-4b30-99fd-2e9e406fd608" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A568af349-5943-43fd-b08d-78963f34006f" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Abb385f85-c4f0-439e-a1a9-c35d93c2e9bc" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aaec56ee4-5dd1-46f4-873f-9ef6e4e8d122" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A3f1c9429-9f9b-448d-8907-8bf071505cee" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A468a24c2-8b49-4f33-b85e-0e852dfcfbb0" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A9f24885a-8b8d-4e85-9029-f17526fffb50" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A1ab3a5e5-d381-493a-8fa5-30dbfdf87b98" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A2a81e462-d988-467c-9015-2fce39473d1b" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Af3e1b8ab-4b22-4f66-b101-30a5620fdba9" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ab1b3be75-db84-4d2e-9210-63eaf3a2c9c6" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A09a6d036-2de0-447e-baf5-442a9f3c0849" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A9787c482-a340-476b-b1bf-01a410e348cb" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Acfd484c3-7fae-42c8-809e-edd89395cc27" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ac9dc8839-c3b0-4acd-93c2-2b5765be4608" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A965a6b52-911b-4775-8fa3-d14e4125a91a" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ae2264428-23e6-45e2-96a6-232955feb8ab" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A1cbe4fd9-f6f8-418d-b3ec-ec3fd0f11f30" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A41c41c0d-72f4-426d-bf39-79b754f69689" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A4b50def1-d7f6-4904-84c4-f48801744bdb" contextRef="C98d5d056-a836-4100-9d86-85350307a224">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Acf7b6910-5bd6-4473-804b-cfed9ae63cd7" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aefa44bd9-24a2-400f-91b7-05f0da0a1da5" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Afcb66515-b46c-418c-be96-8ff035823e0c" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A5c70ac31-65a9-4700-a911-60747d78dcff" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A050c1e15-4a7f-4f5f-9de7-78cd159e5d5a" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ae265208f-06f0-412f-80bb-44af2799607f" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ae10fad8c-e034-4381-bba3-d09ebb60b33f" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A5212910d-d2ec-49bb-aee7-e04afed463dd" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A27e0fb01-4dc9-473c-9806-1106f2656ad6" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aa2a363ae-6a1b-484f-bef3-197f283b3920" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ac9a02c39-a5b5-4956-8e32-ef4bcace0dfb" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A3b5d3308-8315-4419-8f3a-1fb320cd153e" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ac9d7cd4e-1ccf-4fc8-b6b9-fd56849b7530" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Ac2f5d667-a86f-477b-b682-3881fb4a3901" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="Aea4b9a4c-69ae-4690-98bf-e8e2db70ff61" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A2ea0652b-ccfc-4a02-be16-7214d62cd7a7" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A85f67a58-16de-45ac-aac4-0597e948fb77" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtGuaranteeIfAny id="A320f390f-6f16-4705-8ec5-388af686450a" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">Los Certificados Bursátiles emitidos al amparo del presente Título son quirografarios, por lo que no cuentan con garantía específica alguna, ni se han gravado o afectado activos del Emisor como garantía o fuente de pago de los Certificados Bursátiles.</ar_pros:DebtGuaranteeIfAny>
  <ar_pros:DebtTrustIfAny id="A04fb3395-4519-44a7-855c-5cd2eee75ee8" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A1b356e3b-9408-4dd1-89ab-01e426fd1c84" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A22a8265f-f758-4921-8ee6-a76ac30fe672" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A36efb6ec-4041-461e-8050-27be4057e135" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A5d3c9f79-1e2d-429c-b3b0-f1fd711510eb" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ac27b1fb4-3c71-485e-a5bc-a2c56b7b5899" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A79bc1ce4-9228-4a4e-8e4e-c7b5954fffe5" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A67eaef63-d8b0-4b38-825e-e0af045ced2e" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A47b64541-f086-4005-8a11-536957bf9090" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Af68725ca-8568-48a3-a2a5-b2ef37fab949" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A20384592-7508-40b6-b057-ecd03c579223" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A21daa82e-1390-4917-a379-b9923d6ecf91" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aa03cd7fa-c286-45ee-a94e-481e532e8484" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A39991db3-7704-41af-a70f-9e4c2609ae20" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aa03411dc-7ccd-4239-9fed-61971bc31308" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aed27206d-8156-4f67-82f3-4324049d41b9" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aac943702-50f7-47a6-b73a-7558b1151b58" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ad9778302-80c6-49ff-b910-39fb5653ad4e" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ae46a5bfa-ba48-4007-8626-b165a2511d46" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Af134e88e-1637-477d-a908-6096c907b61b" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A514478e3-cdc2-4b58-bd34-59930c78dabb" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aed725f6b-087b-4c07-923f-75d232b64018" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A694d8599-d579-4bf8-ac55-0ae198d2e532" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A406a3b8a-2b8b-49f5-9ac6-a148bb99cd45" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Abe4c411b-dc1a-4a86-9891-843174226c75" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A036b524e-ddbd-41db-be6f-d825d7a813c6" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Acc934f87-c801-4968-ad1d-0fcfbb79b816" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ad8ed6109-8ec4-46b8-bfa8-b8587198f453" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A5441810b-8bbe-4db2-8360-77616cb685a1" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A82afcfc3-4759-4817-8290-2722bf7b901b" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A1a0b4a17-7762-4432-8387-83e79f6db786" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A161af4ee-c463-4676-93c6-26b55aca1862" contextRef="C98d5d056-a836-4100-9d86-85350307a224">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A0f3f765b-5036-48ef-80a1-6706eb482e9c" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A23700fb8-7e41-443e-9aca-c8feadd4d596" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A7035f6ea-bada-4a88-b4d5-b1704cdd2e9c" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A1e0bb439-fd74-427d-9c51-2318deb2a070" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Aa4635edf-b753-445e-9e1b-6098cc896261" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A3b3a1f84-c16a-43c0-8b47-26fc5aa6f1fd" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ae2f483eb-d497-4f45-8aaf-d8c51c89aa73" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ad6872cb2-3a51-48c3-9bb7-abc1f1384b03" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A9e2f4162-39c7-4a27-8abf-165a074b7036" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A185b4bab-9764-4d8a-adf8-53c750f93e3e" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A2e565e8d-d506-4708-bb93-0f3e37747493" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A69604f21-7cf7-4aa2-8925-c0b01f16ff1a" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Add203b91-1817-44b7-995c-394f613b5271" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A49f700e9-1359-4391-acbb-ba10afeac843" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="A4902807d-817f-4e5d-80bb-052eef8c3f25" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ab4c2a6c4-f3fe-45bb-8bb1-bd15f2169e8a" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ac72eafb5-cc21-4187-a033-67e231770dcb" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:DebtTrustIfAny id="Ade36a938-bf12-4c5f-8476-8a217bb91dd4" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">No aplica</ar_pros:DebtTrustIfAny>
  <ar_pros:Rating id="A4b1ed232-e556-49ce-8154-831d31a0cba7" contextRef="C98e1730f-e2a6-4d69-ac66-953bf733e6b2"></ar_pros:Rating>
  <ar_pros:Rating id="A5b21a22e-df4a-4884-a4d9-67fba6d80b12" contextRef="C0f9f5442-387b-42d5-929b-50665bd26f69"></ar_pros:Rating>
  <ar_pros:Rating id="A00d925bc-72bd-4305-bf7a-a483f9348a77" contextRef="Ca0193d47-2f53-4d03-bc09-1c664e5ab858"></ar_pros:Rating>
  <ar_pros:Rating id="A5e094baf-b6d8-42ee-9841-c44ccffecc73" contextRef="Cf38e8779-51e1-4021-95da-af71efb314c9"></ar_pros:Rating>
  <ar_pros:Rating id="Aaf5cff77-c882-48d4-9414-d1efac2116df" contextRef="C70af967a-aab8-4ae7-ae5d-728c6b43547c"></ar_pros:Rating>
  <ar_pros:Rating id="Ac22bc687-3e07-4a1b-a04b-5573f8121ee3" contextRef="C653f9ebb-879c-4d42-9495-cfaac55cf654"></ar_pros:Rating>
  <ar_pros:Rating id="A084d9f72-7849-40d6-8bcf-d4a4e674c80a" contextRef="Cbcaf762e-674d-405b-b457-612c02d0a025"></ar_pros:Rating>
  <ar_pros:Rating id="A4bdddd21-e343-4ae9-8e65-44c485dbcda2" contextRef="C98cb8eb5-3c26-4e8c-a97b-f21444e4a1cc"></ar_pros:Rating>
  <ar_pros:Rating id="Ab3fbefa4-b427-4394-b7a2-ba8d14352385" contextRef="C4f751053-a82f-4ecf-a3f1-7c51209487e7"></ar_pros:Rating>
  <ar_pros:Rating id="A9d958f09-fc12-4c37-9cc0-57ac708388f0" contextRef="C64fc7f77-2b09-46e1-a4aa-bd4a11791b7f"></ar_pros:Rating>
  <ar_pros:Rating id="Af3e93a35-03b1-4f93-89cd-56f141a7f360" contextRef="Cb0b21582-283c-474d-92f8-d16e1c012648"></ar_pros:Rating>
  <ar_pros:Rating id="Acf88f393-7926-4f8e-8f6d-97d936ec65c6" contextRef="C7dd75fe3-a1f5-418d-bdae-6d1f923c966f"></ar_pros:Rating>
  <ar_pros:Rating id="Abc989d69-a6d7-4700-9532-4a790aab0868" contextRef="C1d42e2d5-9197-44e9-935b-fbc825bc3f45"></ar_pros:Rating>
  <ar_pros:Rating id="Acdaf8ee5-5854-421a-b08b-a74558bdfc37" contextRef="C4b300eef-b4a1-43fa-82b0-bda71123c1a3"></ar_pros:Rating>
  <ar_pros:Rating id="A7fd5b1f4-65b0-4879-bb8a-76d59694fddf" contextRef="Cedb08c0a-4f29-4f2c-bcf4-226dfd7a8184"></ar_pros:Rating>
  <ar_pros:Rating id="Ae8a9043e-187f-41cb-9406-7a56f03cf5c6" contextRef="C54fb1afb-bcf1-4fe8-a54a-64cf6e47bc07"></ar_pros:Rating>
  <ar_pros:Rating id="A914b4c14-e518-4c74-b3fe-00eb451a9bc3" contextRef="C4e7bc4fc-a47a-414a-98e6-37816644d926"></ar_pros:Rating>
  <ar_pros:Rating id="Aea139a44-5e7d-49d9-a3c6-85b4f6126579" contextRef="C8c85f0d9-e38d-46bf-b138-fa5799a11904"></ar_pros:Rating>
  <ar_pros:Rating id="A88c0bdee-5e3d-44d2-bcdd-35cc10d4f0b1" contextRef="C04bf33b3-b61a-4202-aa01-11b62f9fb451"></ar_pros:Rating>
  <ar_pros:Rating id="Ad8d590ce-022f-4812-a131-deb45be88520" contextRef="Cfaac7a40-9847-4a80-9568-207a9a428c99"></ar_pros:Rating>
  <ar_pros:Rating id="Accee6874-0081-4519-804f-e421c390da17" contextRef="Ca12a6d3a-3e97-4600-b0da-73cf7c5be88a"></ar_pros:Rating>
  <ar_pros:Rating id="Aa595af5f-c131-4a35-a9e1-6c0a76efacd3" contextRef="Ce4309399-964b-4446-826f-c9fb1d4b2756"></ar_pros:Rating>
  <ar_pros:Rating id="A24229466-a89b-4bad-be9e-8bf58ba81139" contextRef="C478412bc-ee5e-4ea6-8ec2-fc6f83a78353"></ar_pros:Rating>
  <ar_pros:Rating id="A38ddf7e9-f1a4-4142-aae8-70018d3bba06" contextRef="Ccc518788-f5cc-454f-8e63-a286cd007733"></ar_pros:Rating>
  <ar_pros:Rating id="Aa0f335cf-58db-44b6-9661-bf3226bda335" contextRef="C9b9b9ee5-ea98-4346-ad97-8bdf3be8e49e"></ar_pros:Rating>
  <ar_pros:Rating id="A01565491-11e4-401c-86aa-32459f6edecd" contextRef="C0d5b4029-37e8-47ae-a1b8-47884f93512d"></ar_pros:Rating>
  <ar_pros:Rating id="Afddb6033-227d-4f19-8d66-156748218af2" contextRef="Cd83804d5-bad2-4dde-92c1-551572965950"></ar_pros:Rating>
  <ar_pros:Rating id="A6f1d39b6-7d43-4efd-80e3-fec24c4bdf34" contextRef="Cccc56022-bbb9-4310-8525-904c26cfc84e"></ar_pros:Rating>
  <ar_pros:Rating id="A19d2d15f-c318-4e67-979f-155d462607a9" contextRef="C1f1907f4-9cbc-4a22-a367-aaf1419f9242"></ar_pros:Rating>
  <ar_pros:Rating id="Af45f4a61-4630-449b-9c66-dd2dae1e8951" contextRef="Cc3442bdd-7a04-4810-a756-4d90d3c48dd0"></ar_pros:Rating>
  <ar_pros:Rating id="A804ffc83-ad72-4f02-b42f-4c35dbe07622" contextRef="Cbcff5856-c835-4076-917d-990695f288df"></ar_pros:Rating>
  <ar_pros:Rating id="A7699af98-ff6a-432e-bdcc-c6c682fd7a9b" contextRef="Cfb3c325f-ae75-4f76-bfc9-5e816e101432"></ar_pros:Rating>
  <ar_pros:Rating id="A1ffaef58-6b77-4a7a-9184-e514aa2a0fe1" contextRef="C04722f5c-7c1d-4ae4-97dd-74364c57099a"></ar_pros:Rating>
  <ar_pros:Rating id="A1fc96039-2295-41a6-8c7c-01ef5f64ba22" contextRef="Cbe9f5c2e-de9d-4ebc-a038-366a91211ced"></ar_pros:Rating>
  <ar_pros:Rating id="Ab1e4e3e9-cffe-474c-88a3-38aa0f689227" contextRef="C1e3e3b63-5322-4a9d-b23f-ac7a42e5bbad"></ar_pros:Rating>
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  <ar_pros:Rating id="Abcd7399e-97b0-4c95-97da-4ab1d866a2e1" contextRef="C1cdd4a44-4e3c-4f49-aac6-4d1f5ecb5410"></ar_pros:Rating>
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  <ar_pros:Rating id="A5bf3edf2-3a20-47c7-a636-42fd5f90369c" contextRef="C856b2415-ae30-4a27-ab4d-908ea9307437">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A74b532f8-cdbe-4e31-935a-dc88ed6bfdc4" contextRef="C4cb7488c-8a50-4a92-850a-29fb65765f5c">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A6dd6d5c9-86fa-4e45-a86b-e8fa96c00619" contextRef="C2a934a5c-6520-4350-96ce-b624a203bdd1">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="Ab31b849a-de11-4cdc-9b06-5ab5e3632e92" contextRef="C7668e4f3-4eb4-40ec-91b2-79935be37727">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="Af8ebfa07-e538-429f-96ea-3e03265bef70" contextRef="C289865fd-38ad-4b8c-85ea-0b50f19381de">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A6dde1a52-2c26-4969-8216-922ec06582f8" contextRef="C1aaba926-ac29-487e-a693-014613a15979">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A0fecb44f-8047-48d2-a61f-33ad38c7602a" contextRef="C30f5bb7a-01ee-400e-b412-fb443d0a1c63">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A366db0a7-ca82-4467-a67d-86a10cef08db" contextRef="C44c832a8-d385-486d-8de1-4e73125528f3">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A0701b195-c869-425e-b9e4-d7b556182ba9" contextRef="Cde21e956-76de-46b9-b796-b6f6bdb5422f">HR+1(mex)</ar_pros:Rating>
  <ar_pros:Rating id="A9c59a111-a3e1-419d-9d6f-e6eb31a7abd0" contextRef="Cee4720dc-2c41-453b-8add-617cfe9c4108">HR+1(mex)</ar_pros:Rating>
  <ar_pros:RatingMeaning id="A7bfaa8ed-5a77-4e4a-a1b7-1a33869accfc" contextRef="C201daece-0b94-4e4e-b31e-2953dc05aca5">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ad4561611-ea5c-4c15-9c40-6c47dffbeee5" contextRef="Ca6f9ee7b-fd8c-4223-8282-abddcb6cbf01">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ae0c77b43-bd28-4707-90c2-237ba58ce81f" contextRef="C51949ccb-698c-4bd1-bd19-d131f5385f0b">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A334ef74a-3e7f-4bff-8c63-504ca3263643" contextRef="C80a35d39-4f78-4f79-9bcb-889af0e70c63">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A6ec834f9-8372-498e-81a0-2086e78bdce2" contextRef="C699eb30a-b2e8-4a3f-bed7-91323557ed73">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A426bb234-5414-4799-927f-bb098bc6a1b7" contextRef="C36eb255b-7b22-46b7-92bd-1171e7ebab44">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A02725f89-fbfe-4749-9bac-26ad62ce52df" contextRef="C647e747f-4e45-47b9-b186-928586cd4a23">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Abcc174ab-af89-495e-bd79-01d9b8298f05" contextRef="Ce22f3911-d0e3-4af9-a228-e833757fe2d7">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ad4fc5525-1b29-426a-912a-f8904a45688f" contextRef="C7d438510-6394-434b-946f-bb15d4b4cb61">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ade4ac86e-f4b6-45c3-baa2-9ed48d80f5f7" contextRef="C2d4a6280-519d-4f09-901a-397f33568e74">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A7d363052-8440-47c4-b15d-e6dfff071324" contextRef="C7cd3d0d8-df0e-4f4f-9872-46f389c1735c">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A34821906-6215-4db2-8d39-5c0f363424c7" contextRef="C5ae9a6cd-de35-4750-a6e0-c4da023c78af">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A833e62b7-cb4f-4937-89f1-b6bad6358669" contextRef="Cd609a3b0-c318-42d2-a473-44efd43a62e5">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Aeff0d450-9360-4af3-baaa-35c5d47a2b78" contextRef="C79ff9c21-54ec-483c-a166-8484a88ade44">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ad440e870-4826-4559-a7cc-afabaac7ab41" contextRef="C961dbb0e-f909-46e4-bfac-fc7c1ecd1eef">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A555aa8ab-eecb-489b-a106-5e0d6163e013" contextRef="C92af342f-08b7-4ef9-9160-b1eec4b81cb5">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A4f4dad69-6d12-4f5a-9ac7-81ffa099afe1" contextRef="Cbbb080d1-9061-47f0-a84c-28c952da260f">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A584ef95c-9afa-4021-8a70-4cff217c60e7" contextRef="C5547d788-f023-433d-80a0-c39393f8b66d">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A65dcf5de-6d9b-488e-9f5c-d8ee4215f013" contextRef="C1f811d29-43a3-444d-b76b-f3f5bf9d52fd">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A172d78f9-def8-45e3-9807-b2dc7f1b0422" contextRef="C54aeb1c2-84c3-43b1-a88f-4873d3251fb7">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ac706d3f5-f6c4-48a9-bd40-6f70c1d9a37c" contextRef="C8460f8c7-e21f-4da0-bbd2-4e9133362862">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ab19c7c00-f6e0-4221-a1fa-476f6913ce37" contextRef="C3883d8c5-c6f6-47f5-a516-5e9045c1e9ec">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ac0b4a701-ffae-4083-952a-ca06d15ce7f2" contextRef="Cfa8cac7a-5e75-4bf6-904c-d152ffe4e9a4">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A6f890091-b28a-4537-a522-499262f14d4c" contextRef="Cb6129a74-2ff2-46b0-8b57-c8a5ab8ecaee">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ab14f5599-f4aa-4849-83c1-bc092d322e16" contextRef="C74f1902a-69a3-43e8-8921-3e342db84f34">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Addac1480-5751-44d1-b246-c1c0e69fe4f3" contextRef="Cd6b2f663-8874-4db9-96ae-0733ae7cc199">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A45b68c73-898e-4ba6-900c-9d3e63394aaa" contextRef="Ce7aaf657-8075-40e3-85ed-d08a535df525">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A91b7dcd9-a06c-4e39-88d7-e360ebe3a930" contextRef="Ceaa99dd8-2326-419e-a52e-777522862cf5">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A8d53de8b-994a-42c3-994a-7e6720cd0487" contextRef="C49458958-da4d-43aa-b8c2-ceb380aac5d1">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ac7c27e5b-5475-491e-bf65-1ec62d683e93" contextRef="C0989fe73-288a-41e5-ab90-1e806baaf3b7">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Ad55b1cb6-e032-4324-8d1a-d2bcd9bbb378" contextRef="C88920c2a-3230-482f-a166-9080442efe10">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Aafd686a0-8d3c-4b71-b825-7b2c8d0ecf51" contextRef="Cd33d1507-229e-411d-9172-d9e0e7784310">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A6663c983-b9fe-4e99-8615-429f91d5774e" contextRef="C63619431-1b6d-4630-b75a-36c5404821da">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="Aa59df098-ec00-4688-a930-4aa64c7f3413" contextRef="Ca642b4c4-c0d3-4eb7-b48c-9aecec34a76f">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A061295c1-06a5-4b1c-9f1f-c94f6711ea52" contextRef="Cfd1f1467-7543-4c30-8150-999e58120be6">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
  <ar_pros:RatingMeaning id="A14b76709-d366-4695-a952-9c459c9a0c68" contextRef="C502ada15-3421-46fd-97cd-d7a212f157dc">Significa una alta calidad crediticia. Indica la más sólida capacidad de cumplimiento oportuno de los compromisos financieros respecto de otras empresas domésticas. Bajo la escala de calificaciones domésticas de HR Ratings de México, S.A. de C.V., esta categoría se asigna a aquellas empresas con la mejor calidad crediticia respecto de otras en el país. El signo </ar_pros:RatingMeaning>
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  <ar_pros:DebtCommonRepresentative id="A6e4c3a22-ae54-46a9-bceb-ceb23ac327a9" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ad7b7bbfb-956e-4c24-8165-1bae4cc33b5c" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ab0d539ec-67a1-4a9c-abbd-58ec39252ec6" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A067c1bba-8019-44b5-9fbe-0d15170311df" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A0b9b78d3-7d67-4b0d-a109-0644d0fe8a39" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Af102dbac-03ea-4cc7-a45d-59695b312672" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A33e01432-df4d-4420-8e2f-d2736b3acba6" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A97188400-2825-498a-944a-69ce5f8daf4a" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A6ca8a292-bfef-45c9-95ae-8c83f67e6ba1" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A0af5ea25-4ed7-4e69-a796-8bd3c5dcd713" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A6c0ed084-f0ed-4f4a-ad15-ebbe9575ea7d" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A59b847cf-b5eb-4d08-97f8-065e9e39afe2" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A0d711fbf-6eb7-4647-ba36-950a0aace14e" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Aaea4f367-c94d-449c-b816-9fa36c20f47a" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A9de2bdb6-9485-4400-af4b-85449bb14fc2" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Afe8683dc-6fe2-4f39-80f5-416b3b354e4d" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A51ce4eea-c2b3-45f8-9db5-598b38e84fa8" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A8d3dc976-4c62-446d-be53-55b124d81772" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A4af183cb-b8d5-4673-8bf8-bed2c85ba31d" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ab309913c-e96c-49ed-b5b8-10321aeb6fa6" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Adb5be6c9-794e-4643-bec5-dc8c23c53d17" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A914a7e5c-509e-4e83-8d55-6c59c41092cd" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A8c357616-01e8-48b9-933c-adfe7facb419" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ad4a777d2-f778-494d-bea2-48b79d82a2cd" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Aa2ff6d1e-dd1c-4b2c-995b-984511a20a27" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Af357754e-9126-480e-9506-43d8da608b29" contextRef="C98d5d056-a836-4100-9d86-85350307a224">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A5bdcc0d8-4a40-4623-bbec-62d5d9169f0c" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Aa6b52c64-9c50-439c-ae88-74872ec49e5a" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A86bc189c-7e2a-45f5-a330-b87288b146c8" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ac50dba19-3251-42f0-b89b-c4e01e88a425" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Adeb1e5d2-4035-4612-92e3-4ebfbcb483b6" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A557cf88a-7c8c-4b79-adfa-ff3620bfe795" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Aab07adb6-92fb-4df4-bba1-458866f262b2" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A7d5c8aff-454c-4dfc-b527-0b865f912d05" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A778b5a4e-6fbe-44df-b1ef-d7153f1056fa" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A86e55d85-3202-4d19-803c-600052dc3abb" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ac508763c-fcea-40ee-85ee-72c1b49ac300" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A1ee11bce-df35-4581-aa26-9bce87ae37d3" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Add61404f-94e2-4ed0-b9fa-eac5af2a65aa" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A58d5b15f-9147-4a6f-b04a-65c51885d105" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Afad68432-0c92-4694-9cfd-f942655df7d7" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="A4a4cb04c-8f3d-4c91-8467-0ca4c5907c5c" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Ada398e95-138d-48ee-b308-4e931c01ac91" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtCommonRepresentative id="Aff1879bc-869d-42f3-939d-641ba942f107" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">Monex Casa de Bolsa, S.A. de C.V., Monex Grupo Financiero</ar_pros:DebtCommonRepresentative>
  <ar_pros:DebtDepositary id="Aebb7ce2c-eb40-43f6-b747-0a7d53ad2988" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A92caeb75-9585-4183-8fea-4dd4056515ba" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A878c239f-117b-48d5-9a50-a973b4d59574" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A3ae568aa-8b64-4470-b0de-ebf0933bbc93" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Adebdf82d-0ffa-4301-9246-74dc28975758" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ad2421a83-ea69-4d8a-969e-46a7819428ab" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A4b694c5f-126a-4e3e-b001-ad8992a776e4" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aafa72999-7203-4763-957f-e4cf01defa0f" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Addefe1eb-0199-460e-9074-7a6500fe07c7" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ab4ccec0b-4ea4-4e48-bde7-4eaa42d310ca" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A6158a18c-08ef-46d5-bb93-f69c793c0e20" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A991c2142-b284-410e-b0f5-c567acc9f290" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A0c0f79c9-d162-4145-b373-5d2678ebf60d" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A6d701208-3424-4885-b795-93812d0e2460" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aeb2678ea-4345-498e-92a9-1e721b6dcb89" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aafa52780-6f40-4c0e-bd6b-0bd3ed67eda2" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A2fce5d07-1478-4841-b9b9-f63c37396010" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A5506031a-2c68-46d4-b7e1-d13982821ace" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aa595c081-7f42-450d-96d3-92a38fc1742a" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A6d5ccec8-1cde-4d65-a4ff-8daf7df1f432" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aa1bed81a-727b-4d17-a82a-df162fa2c2dd" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ac3feef4f-0cca-4d0b-8e4b-2d34734d4409" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ac194daeb-096c-4ef9-8ff7-aaa1c31907eb" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A42029955-e44a-4ed6-b9c1-5fb2f4ce28f7" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aff764990-c889-4255-a36b-3795e5ba5a83" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A46e6822d-d851-4817-82eb-d3a06b21448e" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A8e6c4907-b84a-45a3-a01f-1606a8e5473f" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Acb55e0d8-5725-4504-ae85-c1ded3cfda02" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A7844d254-c453-431d-ae6f-74a97684bdd5" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A917f1aa1-853b-4ea8-af0b-4a505cd13aae" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A14e63033-1a3b-4725-b141-2dba1625ad34" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ac1b43a9a-f5cb-4ce6-8af1-099fd98086b4" contextRef="C98d5d056-a836-4100-9d86-85350307a224">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A1b35897d-5c5c-4aef-950e-faca1f575b68" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ac8aa0fd5-6911-41cb-96c0-baa1222c45f7" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ac37e18e5-878e-4c8c-9463-b27f7b354da3" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Af076cbbd-c01b-4050-970f-a6e45da6e958" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A426fa37d-b805-4c6f-a680-183647f445a0" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A99c9db33-bced-47e3-b814-815bce8f2e78" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A6716cda7-9b1e-4052-b329-9fbb10ebcc27" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A144ed799-bd02-457d-bf4a-562437adfaf2" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A267a0b74-86f4-435d-8ff6-cce3f8f2f0aa" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A397dd742-94dd-427d-977c-6b77b3462552" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aa273ff37-58f2-45ab-964f-5bce7551718d" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A64ccc981-033b-4cca-a24b-25a98d322ce4" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ae0f74193-876e-4fbd-bd61-832d55ca811b" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Af1a7bf7a-3a22-483f-8022-975ecf78d3e4" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Aa7ddd183-63d6-4d7f-b944-cd63be1c678b" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Afb742422-1e86-4486-9703-ba40b1751800" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="Ab102f6c6-b018-4fd9-affb-58b046dcc8a5" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtDepositary id="A9e321ce9-66fb-44ec-93d0-a1bf42b3758b" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">S.D. INDEVAL INSTITUCIÓN PARA EL DEPÓSITO DE VALORES, S.A. DE C.V</ar_pros:DebtDepositary>
  <ar_pros:DebtTaxRegime id="A88cec3f1-4440-4b90-bd43-c2e61f613153" contextRef="C7255ce14-d28f-4dae-830a-158275565a31">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ad24fda77-fe00-40e1-826b-7467ccb97494" contextRef="C3a7336e7-ce48-4ab9-9c30-aba0245b9b94">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Afe4639c8-0670-4084-8b9d-e4b66119b4ae" contextRef="C67ade8dc-2630-4e7a-b682-34c9979d8b29">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A96f520fa-60b5-40a3-9c50-c7148ac01250" contextRef="C4923a464-dc77-4b28-be63-58eb293de425">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ad3b27529-d371-421c-8d37-155eaf0d44f9" contextRef="C12e67bf3-1d95-4921-89a7-2c465facba90">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ad8b15e13-55d2-47e7-a17c-39836dc99e4d" contextRef="Caa6a3a5a-3ef1-4490-aa34-71e244ca1041">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ab8561fbd-71fe-4fca-afe8-0a33f659c302" contextRef="C8768792f-e39d-495e-9fb3-191c9dc66278">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Adce728ee-8bc2-48d3-89a4-bdbe784185cf" contextRef="Cab5ee7b7-0b95-4dec-8db8-02d385b84c1d">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ab6fcfd00-d1b1-4e65-bff3-94470dfac81a" contextRef="Caa8f6071-895e-4d3d-8237-7581ac1d3170">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Af85a8bf2-ebec-4366-aa0d-92d04cc80ffd" contextRef="C98823d47-5c04-4113-a39b-66adbbfe0cdf">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8d500485-b11e-48af-b899-796c6eef4ca7" contextRef="Ca78f2cdb-e91a-4bcd-ac95-0fa0b90e7447">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A35bab8b8-3480-4a8b-95c8-b906f374b9f0" contextRef="C9d1764a4-a0c5-47f4-8bd9-97cf82448227">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ac37b9a97-67e1-4359-9b83-352a504b6e21" contextRef="Cd7046c41-fb02-4027-9eb6-7e81f88a95c0">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Aef52d619-2d2a-4e78-90d6-3a9e322aa961" contextRef="Ce66ff4bb-fb79-4169-be61-662bd94902ab">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A44c19bf5-b4df-4097-afb1-6db45f00ee53" contextRef="Ce59ab3aa-e822-4be3-939d-7b9561fd5b46">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A5a757d9f-6af2-412c-a299-fa2c61d75d92" contextRef="Cb54a7b6b-af05-4fc6-bb13-5ff8318666a9">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A63e5ceb1-3a1a-4333-8a11-7f427fbc39d5" contextRef="C51ca8900-d39e-4b4d-a215-acb0899c926a">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A4293f372-95fe-45a2-aa08-0a2d42db134e" contextRef="C00c6cad6-0614-45d0-814e-b9aa69c48534">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Aa2d71ff8-a7c9-42dc-8fad-e0f28115b414" contextRef="Cc75daa07-e2ea-4151-a2b2-6bd43901fdfb">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A0d88ee9c-0ed5-44f3-aa56-29e223706170" contextRef="C842c6ff0-f12d-4df5-988a-68c5384459f4">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A967e8292-10bc-4bb6-a87e-311d53fe1b15" contextRef="C36d45e79-cfdf-40a5-86c1-b014cf1c7965">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8d034f3b-c44b-4a97-a909-0c8a3f9ee587" contextRef="Cd57fa72a-9361-4e40-8b14-4c2ef470a955">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Abbd2b641-3400-4f9a-98cd-35924ad27f76" contextRef="C814e78fe-1137-459a-8c30-d4ef545c487f">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A53142050-bda2-4776-95cd-21b3fd062d4c" contextRef="C5a78c566-bbaf-463d-b6a5-2fe51d4ec40b">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A0dca0da3-0889-42c2-84a2-25075086d848" contextRef="Cbbba5cac-98dc-4d06-8f7c-0db5124f850a">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A95b8bced-d7a8-41d6-a49f-677a7846791c" contextRef="C8a7739b7-e381-4103-84dd-0601059de2d7">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A2084d6a4-28cb-4d67-b831-5ee206a683ab" contextRef="C14f7c7b4-002e-4dff-8092-d62120454ac8">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ae40b587b-8593-4ece-9fd1-b1a1f3701a4d" contextRef="C90d7a9db-7834-4233-8884-be72abf08ae9">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ac7d6029d-6e39-44fa-a86f-c013475a1145" contextRef="Cceb8ba2f-a15f-4800-a2c5-cae173f116b0">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ab9ab84b0-e422-4865-ae95-5470ee74704e" contextRef="C9a190bec-5859-4542-a22f-bcd15b044616">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ab5d8e87a-5768-4f7f-9601-4c5ce4a3ad5c" contextRef="C14850812-1ca4-44e8-81ed-d341fddd2d7c">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A0eeb6f7c-5ead-41da-9e3a-2285d9487a56" contextRef="C98d5d056-a836-4100-9d86-85350307a224">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A83678191-0869-4b63-bc37-02a857a1d0e9" contextRef="C46c423c6-4cb8-446c-a758-ecd831f452d3">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ae096f711-672a-409f-903b-9be80b3e05a5" contextRef="C2031d61c-daa5-4742-81a0-80ee0afac3c0">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8be7043a-1bfa-4f9a-8ced-5639aae2bbe7" contextRef="Cb13b8edc-7476-40de-afe1-dbb092856c17">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A10614775-a2ef-4ee3-8f65-52de38b36e40" contextRef="C078de27b-877c-40f7-85b2-00bc0f346149">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A633ed9ea-8585-42fb-a512-743d83fe2734" contextRef="Ce29eb3fd-b6e5-467e-b028-48d186699edc">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A023a2a6e-139f-4a3f-bf41-dfc9e15ca76a" contextRef="Cd019bd30-db2d-44e9-8675-15bfb224ede3">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8d8adee3-1e65-4bf0-8374-b6162e82c073" contextRef="Cba40bfc2-c0fa-463f-94a3-2bc181cf264c">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A2142bce1-45bd-4d29-a777-283ff06eff91" contextRef="C6353a0c1-b125-4d06-bebc-b222c07ec96e">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8375dc65-18c1-4779-8a0d-6f11820dad67" contextRef="C6bfe1517-8039-47ae-a0f0-6129c46ee45b">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ac4bf3688-7bd8-4faf-a2f9-ce7226d189ce" contextRef="Cd02710f8-5fc8-4766-9e80-d97566525824">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Af503d0ad-2f2f-4331-b31a-f02f3d87cd8e" contextRef="C48530c54-ebbf-4609-8fd4-2f5c14e30854">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ae8a04fea-d3b6-46f2-914e-cee1a0a8240e" contextRef="C67e65ce3-f6d5-435e-8f8b-8723b8bb1dc7">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ad7844c4f-ab94-4293-b7ff-f526e14b9a64" contextRef="C32e07b2f-1f27-4286-b630-b0b585945af6">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="Ad8884c84-587b-49e9-8dd0-d362f7937312" contextRef="Cbe3ea7de-cbd9-4fab-93f7-9ea9737ded8e">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A7b996e27-790a-4798-a23e-e707abfd5b53" contextRef="C1bfe2605-ce02-49ee-a9a1-00991d87dc81">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A96e5148a-2089-4edf-be58-66b6522628bc" contextRef="C0fc6c46c-7d9c-4dc7-943a-4829358c5b1d">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A04cd7619-7237-4e28-960d-7981990a5496" contextRef="Ce71ad2ed-b34f-4de0-9ea1-b2b2a4c49b47">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtTaxRegime id="A8d9db4cf-21f9-4f17-b807-9d46c03f4879" contextRef="Cabaab901-2e07-4b8c-ac1a-cafaed41891e">Régimen fiscal de los CBs: Los impuestos aplicables a los rendimientos que paguen los CBs se encuentran sujetos: i) para personas físicas y morales residentes en México para efectos fiscales, a lo previsto en los artículos 54,135 y demás aplicables de la LISR y ii) para personas físicas y morales residentes en el extranjeros para efectos fiscales, a lo previsto en el artículo 166 y demás aplicables de la mencionada Ley y dependerá del beneficiario efectivo de los intereses. El régimen fiscal vigente podrá ser modificado a lo largo de la vigencia del programa.</ar_pros:DebtTaxRegime>
  <ar_pros:DebtSerieObservations id="A4fc9f6e1-b6e6-446d-b754-761fe09af7f2" contextRef="C7255ce14-d28f-4dae-830a-158275565a31"></ar_pros:DebtSerieObservations>
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