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{'Nk2': 32060, 'analytic_conductor': 64.00009722005623, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[5, -1], [7, 1], [229, -1]], 'atkin_lehner_string': '-+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8015, 1, [3207, 4581, 4586], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 44, 'fricke_eigenval': 1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-583, -6990, 37552, 398148, -269772, -6311882, -1213941, 50950486, 24916248, -253446519, -152238862, 850513382, 540461503, -2026787574, -1289995697, 3543161166, 2210594798, -4646647978, -2822178583, 4645576487, 2745880153, -3582123511, -2065474527, 2147483300, 1211733556, -1005711815, -556988227, 368468912, 200798914, -105376462, -56618455, 23366897, 12397490, -3967623, -2081057, 505167, 262173, -46601, -23946, 2937, 1495, -113, -57, 2, 1]], [3, [2560, -187392, 2253512, 22003772, -1770424, -330243031, -365412604, 2146608113, 3538947877, -7759849090, -15946015419, 17735731625, 43383510940, -27779910939, -79312047043, 31483999789, 103368490174, -26788186793, -99692127345, 17531091604, 72945836198, -8954771318, -41187703109, 3596293431, 18145590400, -1137239711, -6276928614, 282169432, 1708310328, -54467479, -364949294, 8062886, 60765010, -894892, -7782367, 71861, 750238, -3933, -52563, 131, 2522, -2, -74, 0, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797052526415, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '8015.2.a.i', 'level': 8015, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 229], 'level_radical': 8015, 'minimal_twist': '8015.2.a.i', 'prim_orbit_index': 1, 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mf_hecke_cc • Show schema
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mf_newspaces • Show schema
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{'ALdims': [52, 63, 68, 45, 67, 44, 41, 75], 'Nk2': 32060, 'analytic_conductor': 64.00009722005623, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [8015, 1, [3207, 4581, 4586], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 917, 'dim': 455, 'eis_dim': 7, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33562447, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 3, 38, 44, 45, 49, 62, 67, 68, 73], 'label': '8015.2.a', 'level': 8015, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 229], 'level_radical': 8015, 'mf_dim': 924, 'mf_new_dim': 455, 'num_forms': 15, 'plus_dim': 182, 'prim_orbit_index': 1, 'relative_dim': 455, 'sturm_bound': 1840, 'trace_bound': 3, 'trace_display': [5, 4, -1, 3], 'traces': [455, 5, 4, 453, -1, 20, 3, 33, 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mf_twists_cc • Show schema
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{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 1, 'source_dim': 44, 'source_embedding_index': 5, 'source_hecke_orbit_code': 36028797052526415, 'source_is_minimal': True, 'source_label': '8015.2.a.i.1.5', 'source_level': 8015, 'target_conrey_index': 1, 'target_dim': 44, 'target_embedding_index': 5, 'target_hecke_orbit_code': 36028797052526415, 'target_is_minimal': True, 'target_label': '8015.2.a.i.1.5', 'target_level': 8015, 'twist_class_label': '8015.2.a.i.1.5', 'twist_class_level': 8015, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 2}
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hecke_orbit_code 36028797052526415 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '8015.2.a.i', 'level': 8015, 'portrait': 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aFm1+aEQFkSI0iykMW2pD8MCLVAWMOGKcPcZMZSO6LdFwzSgOWeYPOkYXHVcPycohaEbJ6B7RtiNs0O2Dg7ZPPskO2bLBdsVly+I6Cumhw5PsE3nwx5eH/K48cSMtXhO1+yyptfZKmrWfYfm+LIac2p8xlnPbgPLlhuuHKeX3jHMjvmJjl9forzyzUWVwOWViXLnYxOL6M3gP1HF9h3fPXyx/eff+nhE2d3HT11/ss3vep74rtv/cRzDYm/1u3vNYMvLa/SG1gCzbvufuTwi37+tz8p3/aigy/6928+peeXN7G0OsHiaoPF1ZDFVc3iKiytZiytJiyuZJxdgUOLgg1zK/zSDy7ygksanDg3w+nzTU4vaM4tWs4upJyczzjfSZmaGfDiq7u88DIIZZ1IRZxbqnFmQXN2SdAbQpoaaqGhWcuYnkwxwLGzKe0u7NwU0KwPsVaACOn2DRdsHrK4osE6KbLShWEKFsvSasy2jQGdvkIoizBDJmoBF2wZsNITHDutyYxmdkLSqgmiANJU0BtKzi5Jzixazi2nRNEAgpSbrujyoisFGybqLC5PcOJcxOkFOLeQcm4p5dQSHFq0XH/FAr/8g8tsnprg+NkZzi7WmV8OWViVLK1kLLcTltsZSx3LQkdwog0rS23e/e+H6T97df2eaO7HTdi8/B4lsp9PTERUm3iuofKst7+3DP6xP/8LXnDDdfzsz/z0r3zkU1/79+/96Fcv2nt8Zdeh01354qt6XLg1IzW5rnbsjZWABARCWLSwhBJOL9a5/6Dk6j1LXLZjQKMGgZaEgSIMNc26pBFIet2AfUdr3P5wyLHzQ9ppwr4TQzbNLvGGFy9z9UUdrr9slaMLKQs9QSMacPi0ZbXd5KoLJSuDjL1HFa2G5qljcPFWyyDOGGQhWidMt+CZExFKZwQyRQfQH0pecFmPfk9y9UUZ7X7GsdMtdm9WNBsxK0PLxqkey902H/8aPHok4/EjA3ZuXeSaS9tMz8S8/qYO3/Myy57NLbJkiiOnJjl0MuDEWcPJ8wknz2ccOi84vpLwvEvm+aUf7LBpaooTZ2c4t9hgfiVkcVWyvJqx2klY6WasdC3LXTjbUyy3U264bIF3vnFe1gN2LZw9trvfz27UjYvqjeb0V+76+l/x/g985LmGzLq3v5cM/sE//RST05vU0vyx/3zsxNn/eN+jR9XJ+ZiFgeJMz3L1znO8+yfnuXZPg3OL0yyuNlharbG0GrDU1ix3YHk1Y7mdstRJWViFE8sCXR9w85VLfO/LYnZvbLLSneD8Up35pZCFVcHSqpMIyx1Du29oDy29QcrsRMIFmwwgiALLyfMBQkbs3KjYvdWydWOPc8tDHjvQ4vkXWxr1ZZ48OEOrGRPHAbPThv4ALr9gwEe+NsWlO1KGQ8vcpCTJ+rRqEU8dHVAPmlx7Scrjh2POLYZsm43YvQUu2ByjVMLJBQgDixCWnZtSpluSTj+i2wto9wKW2oqlFVhcNSytZiysZpxdhcVBxgXbunzvLQvcfJmmFkxwZmGCheUaCyuaxbZgZdWw0klY7jhwL3bhbEdxbiXlBZee5dd/cpGLtzVZXJ1guV1jpTuF0RdntcamX7n8sq2/fPzEQnbji9/0XENnze3vFcD3799PrV6rnz558oJvPvDE246dOPPfDh89yTCRrPZhpSc411Oc7qRcf+FZfuMnl7jmwjrnl6dZXGmw3K6x1A5YbmuW27DaMax0UpY7KUtty7lVwemuBdHlzS9Z5fUvMFy4pUYcN1herbHSDVntKJa7gk5PMBha4tSSZaCkJQqgHlmmJiwbZxJ0MODQmZgnDkaYtMlrb4zRwQoP7Z1k1xb44v0pL7kq4vxqn5pWpFnCzDSkSYAOUhYXG7z4ujZfvLfF7i3w4IEhAQ1e8wJDKvo8cSjjyMkaWoZsmtZMNwX1SBCGAiUgNRAnlkEMnZ5lpWvo9AwrPcNi19LPMnZu7/H6F67y5hfFYFosrkxyfqnu9HZbs7wKK52M1W7Kigf3Ug/OtBXz7YzrLznHr//kea7YWWd+eYqVToPVTsRyO2S1AxPT22hMbP5PMxsv+/Pt27cdHw4H/YsvvvS5hlJx+3sD8JMnDrBx44Zw//6DP/zMvoPv+eZ9j4jFpa6MU0tvYOgOLO0+rPQl5/uSM52EF1x0nl/7sUWuu6jGwsoUiytNltsRK52Q5Y5mpSNY7VhWuxkrnZTVrmG5aznfEZxZNUxP9fiO6zvcdFnKzk2KiXpAu1MjCiSgiFOJMQJjoTcAhGG6NeDAKYuxMbc92GTYq3PRtpCbr+6RmBXufHiKay8OOHC2y+ryBC+8usdXHorYNGPZe8zyf7ypzd6jEZtmJLc/rLj5csVSr83hEzNce0nMnU/0SYcNbroiZM+OAf20y60PKcgEh05qJhoaLaDXlxgryIwlSQFp0KFhtWtpthJ2bBnyost7fMfzU2abNc4tTbK4Ume57Y7Ncluw2oXVTspqN2W1m7Hasyz1JGc7goVOyo2XzvMrPzbPNbtrzK9MstJp0O5GtLsh7Z6mN5D0BoLE1MzO3VfZC3bteeeuCy/6wNLCQnzlFZc815AC/p4APEkSGQ/7b3jswS9e1Bukv/7N+x4KOj1Bf2jpD1L6Q0PXg7zTh1UP8tOrKTddfp53/dg8z98TstKeZH65xWq3xkonZKWrWe0oVnvQ6VravZR2N6PbN6z2LPNdwXwXkmzINRf32TyT0e1ZXvfCIbs2G9JMoqUlTuCOx2ocP19jy3TKk4dqYBpctl1x3aWGqNbjoQM95heaXLmrycTUMvc+HnDDxTUWeyssL0+webPl/r2K739Flwf2arZvDFjorrK8NMN1l/e498mMmfoUV17U5fzqKvc/PUVdN7n+UsslFwxAdnnsiGDjTMK5+YQ7HwsYJAopITOWXVtivuOFMZ2uYuu04bqLIY4bLK02WFqNWOkGtHuK1a6k3YV2L6PddW5Ju2dY6VmW+pJTbcFqf8jNl8zzyz+6zPUXu4tjtVOn3Yto9wI6PU23r+gNJN2BoN3NWO3EXPO8GxKE/pm3v+0NB5vNxucCHZjnGlvPeSaz3+8TDwc/eGDfI+8+eeLgzMryIs2aIg8UBRZ8uljgLEAhDFJapNQ8sH8TP/8+zZtuXuLtr1hi97aYs4sTRGGdehTSiAKadU2nLmn1Ayabmt4go9vP2DQ09IeWziBiab7GyROWODWcOpsSRRYQhMqipaDXVwgC0p7mebsEe7ZaLtjWY5h1+NIDimcOTvPq50dcd/kyH/qSJRQNdm3r8fi9im1TirmJHjVVJ04CznegWdNs3yR49JmY6y6p87JrF/jg5/uEQYtX3WgJoh5fvT/mi/c1efpInQu3Nti1JWPDdMzuuYSrdmUoZdDKApZGFLFhKiJOAjq9kCcPBHQHml5f0R1Iun3oDizdnvvunX5Gt29p9y0rfZjvKc4tWxqTq/zUa+f5pzcPuebCJmcWJljt1un0Qtq9gG5fubtn717fMowtaSb4xj0PBHNzc+/+5n0PLd38whv+Xbfb+2Cz2fjfF+BJ3ENgf/TYkXvfdeCpO2Y67TZKaqLQYqxwzggaRIbA4VwI10mjpEXJjFBKHj+wgUf2Nzlw+jxvelGXF10xYKo1wdJqg2a7xkQ/pNvTdPyJ6Q80vaFmMLQMYkOcWJLEkmbuHqch1oBUgkALaqFgqiWYbsHmOcP2TT3mplf58kNw1yMB0kzy6ucHPO+yDnc/nRAPJrj5eYLVfp/zi01uusQwN9WjriMGqWK+naCM4HmXaBqtIQ/vq/HS6yZ54TUdHt6nwE7y/CtCfuQ7l/jKozG3P9Bk7/EaF2xQbJ6pM91qMNmCegSBtigJxsLeI4IsEySpIE5hmOC+4zCjPzQMhobewNAbGrp9aA9hvis534GhGfDKa5d4w4tW+WevMqTpBGcXmrS7NTr9kG7fgbvTVw7YA0F/YOn5fzdJ3bE7duIMH/vEl2aWVtP/8YbXv1S3O733TbSeO5A/ZwBPhotI0h9ZPPP1dy2c+OrGRjBAToTEsakIp9zyUwghkBIPblDKopUlUIZ6IFjo1fnY17bz1UfavOSqFd7xyhWu2t1ldqrB4kqDTj+i1w88sJW7x4JhIklSQZq6pd7VbrmgUmuohdCoG2ZaCds29kjpcuBUwsfvrHH4RJOpqM4NV2huurrN/ftXue2bE9x4cY0LtvT4yNcESkRMtBJWukOMBSVgw0SPdifEpHXe8JLzfOyLDfacq/H6G3vEySJ3PjFLktV4wRUbef0NbS7escpXH+7x+IkGjx0J2T4jmZkQNCJBGLiLUPqL31gwxhaAixPLMHEX8iCGfgydgWB5KFjqgNADrr10hXd8xwovuSJjdqLOcrvBaqdOpxfRHQR0++VK0BtK+gPo+QtnMDD048wF5AnEqeLwyRXe/9HbN670eNfb3vgie+bc0vu3bJr53wPgdvm/srByCYPFv/ihZNj79fb8U3NadJhs1dEDyUAqhAApcEAXEiEEQkiU1EiZoZTwy7MhUJZIW+pasDxQLK5O84k7mtz3ZJebr1nhHa9a4do9q8xmddI0ojeo0e0H9IeaOFEkqSTNJJkRGCtcFlRYotDQqKVEYUwYDDm1OOTzD0oOngw5cnIaZSL2bAm5fLfi+Ze1UdE8TxxqsW2qwZUXwuYNyyy1J7hqmyQ1li8/EDHsSaaaKa95wYDP3Zlw/GyLSy8KOLMy4KnDATs2TXPN7nnufrzDvU8JhnHIZbtnuGxHxGXbOxw6s8TBU/DAMw0OHG7S0IJIS5qRpRaAlO6QWesu1jSDOIU4E3SHgvZA0E4gNinGDrj+4jbv+I42L7kqY8tMxGAwyeJqjU43ojsI6fU13YGiN1D0h4L+QNIfur7RwTBzHv/QMIgt/dgwjC2DBPqJ4tTyKr//Z1/b+ODBc7/emmimv/D7X/rQM88c4ePv/sl/vAD/6f/+OzD1McQq/0wmR387bZ+eUkTU63UQCQKBFBYhLdIDXUlQUqCUQCvlHw1aZQRaEGpDGFiiwNIIM6Zqgs4wYLk9zafumuBrjw3YNN3jbbesctmOAYN+lyt3W3ZsVgyTgCwr0/wCi5SGQGccO2c5claw0jd89u4GpxamsXHAdE2xdVazc7Pmwm1w5Z42Ri7w3s81WVqa5MbLNFfuWeWrjwlEGrBxWtJspPSSEGklWInSIasDwbklwRW2wS3P73DPw3W2zoXceOUM/+I7F/jAFzs8sK9JdxCwuNJi99Y6l27p8YJLOnz3SzucXlris3dHLPYijp0JOHUqJFACKSUCgbGWzEBiLFlqmJ5NuPqKHsNhwmU7hrzlliEbJxUzrYgkqXFmvkavH9IbulWuXwBbOnAPBYMhbiUYZgxiwzDOGMTWySBvV/YTdzENjebUmTZ7/+LeuSsvnP3tm67bmHz83bs+unTiXczs+Pl/fAD/iV/+MK3rv1/8wE/Lt26ffPKPvveWJxtX7ooAl4EU1hO2B7gSIKVFSYWUEiUlWgm08o9aEOiMUAvCwFALLPXE0ogtk7WM6bqgF0s6cZMjJ5v82kdnwKSINOX5V/fYvTkmTcFYg7UuiSOFQCqBDkL2HQ/Ze7BGs6ZphZK5hmDDrGTjjGbrBsXOLRmX7lwhE4v8zqcnOHZ8ihsvCbhsV0Y/7fDNJyKm6gGzk5apVkyj7qSQMZLVgWKpa1lczVjt1nnxlSs8uLfHM8cVUxM1XnDFFD/2hkV+9zPw8MEm3b5lpaM5tzTB5rkGG6cH7Jwd8NNv7THRWOXxI7DvhCQILEq5IBys+5+FNIVdmzNuviolSwKSNMLaBoM44OxCSH/oVrRBrAr51o8Fg6FgEDvWHsYuKzscGoaxYZB4xo4duIce3L1Y0I4FK4mgmxpMr0vSOTb1phdu/KPfXVpICf7lJ7qnG7a59d/+4wH4v37Xx9m1dYN67M4/efP+o4sf+vAD87VHn5nm1/5Vm8t2dJDSeGB7d0QZtLQopVwwqZTX25JAO80ZBophIBnGhijOGCaWemIYJoY4tkykMEwMwxTiVDBIJMMsIslqPHOwyWPPQGYtDtpOGwcSQuVqPloRXLkFJuow2ZRMtxSzU5qNM3DB5iFbNqyQ2CV+59OTHDo8yXUXKi7cLtmzfZmvP5VybnGS5++WTE8YamGfSEZYJUgzibCWNItZ7tY4txhw3WV1nndJh7sfrrFpWtCotbjuEsNPvXmR3/6M4alTLVa6hpWOYn5ZMzfVZHqizvTEJBONhA3NhJ3XxURBSqBTlMqQwgUTFndRJYni/LwmSRVJqogTxTDxj7FkmEiGsWQQS4axcAFqLBjGlmHsjuswzohjr+kT9/oghkEiGCTQSwSdWLCcSLrDFDPs8bxdy/zqO5f4jqtON7or+kOp+FOTiks+vXTsD7KZnX/3cuXvHOA/+2sfZ6IRqUOHT73l8JGzH3zw6TM1mjN86b6QQAt++cdWuXxHFyUNUhnP2qEHuEZJS6AsgVYE2hLEkjAQ7iQEgmGoiBMH9CSxxGnmXJG0cs8gzSxZZsgMTm8bCnDnUkhLCAKItKAWCRqRpNlQTDYk05OCjTMpOzf3aDVX+PQ9MXc+McPKwgRXX6DYuSXg4h0DMrHClx9o0Aw0G6YVrcaAJw7B04c1V+2w9IaKay5OuHqP5eyZjPnlkP6gwWtv6PCNx/scOKVo1iVROMFVFxp++YcWueOpPp+7Y47FtmXnxozlVc3UhGKyGdBqBDTrllpkiEJDpDO0clJL+tZKa3EJKyNIjSTNBGkqSFJJnAqSRDJMnPMSJ4I4scQxDJOMODHEFeIYJtW7A3ffg7sdS1ZT6A0TZNLlul3L/NKPL/K6F2R0+lP0+0drhK0/lVH0z9Gznzx/+H3Zxgt/9B82wBVGLi63337w8Mnff3rvsVqrEdBNNamQ/NU9knioecvL27z1lV2mJzI6MkPJDKUztA4IdEagNUGiibRiEDimGQaSOBTEiXAnJ1EkKcSJdA5CWtp+aWbIMucuZNY7Jd4tyd0ZJZ3sCbUgCiW1SNKsCyYalqmWYdPMkA3THVK7wie+IfnAF2fZWKtx9QWCC7YE7Npq2LllmU9/07K0VOOyzYrpCWg1Es4dlZxfjgh3wzARbJiUTE3BgSOW5bbh7EKNi3fVeMXzO3z+rhqzLYjCECWnuGqP4Mdff55Anuev7p7m6VM1NrUTNk6lTDYVrbqiUZfUI00UQhSA1s5hknmwnoMcd2FnBrJMkGZ4oEOSWeIUkiRzpJAY4vwxMd52zF0Zb0GmwmnuRNBOJZ3EEA9iJqM2b3vtIm+9pcurn29Z7TYZxDXiNCTpH6kFjeCPgrrWQoZ/huOZf5gA/6MPfYY0Mz/0lW8c+o3Dh05MzNYVQ2MIhKAjQoZS8uUHAr75VI0zy4v8H9/dY3oipRaldHopgQ4JdECgA8I4Iw40YeykSZy4VLpjHOGYyLNSmkKSQZY5J8EYF3AZY/MeTg9uB3AXuAoC7QBSi6BRM7TqKVOtlA1TfeamV7jnmZg/va3OviNT7JoM2LMZtm8O2b4JLr2gTS9tc//eCeoqYMO0YqoFU60h05MpYagRwl1c/WHIUjthpWdZ7aacXw65YHOLF152ntse6LHv1ASNKCFQIUJMsmeb4gdetcD1l57nT29rcf+TUyx2NRsnUqYaKY2apF5TRIEgCiRB4GIVpfD2oUO5xfWwGkMB9DQzfnXz1mJqSDMH7jSBOLXlPXGuzCB1pNJLBe1E0Mlg0E8xaZ/Zept3fs8S/5/v69KIQlY7dQZxRJyExElAkko6/RMTuhb+TjRxXXjgib/8wMVX/9N/eABfWVlFKfmj7/+TT79r4dzJ2bmWYJhawtRp3UAK2jKgLxUrQ81v/HnA3kPLvOGlPW65tsOm2SGdTp2+jgiDlCgMGMaaKHT2Xg7wJJHEqVt2k9R72hne+sMzt8RYSnC7JKVnbtDKJUzCwFILDfVaSquWMj0xZMtcm3OrPd7z2YAvPzjD0nKTizYILtgo2LYxZPtGwe6tA3S4wsfu1Bw+0eSSTZLplmSymSHlkFPzlkhLpABrBXGi2bmxzQNktHuK5bbl3FKdS7bX+O5bVvnkV0OOnosIdIIQAcY2SVLJ83cvs/P72nz54R4f+fIMDx1tsm1aMNfMaNYyaqEgCgRh4GIVrXCBsxRFasHiLjJjcU5L5gCfgzzNnKRzYIc4c7UucZ48SgX9FDqppJtCLzZkvSHb5zq87Lpl3vjSHq+7waBFg+WVOkMP7DgOiFN37gZDRX9hYXZua//Xr7rhTarba7+v2fi7qSn/OwF4p9MmCIJ/ceed33jX/n17NzZrDkw6tmiJz0IKAinoSkFH1liNNR/7eo07Hu9w3WVtvu9VPV5/4yqzUxH9QUR/GBIFAXEaECe6CJTSVJFkkjSVJJkgTSVZJsiMKLW2ERSqxGf+pXDJIuWTRWFgiMKMepTSqg+Zm+rST/p89QnLx78+yf1PTjEdBly1zbJlRrJpNmTrBsn2TTEXblvm8aN9PvuNDUwqzYZJwURTMNFIWO1lfPGbNVqhRQgHrP5Q84abh3zhPlcTs9o1nF/WbN/Y4k0v6nL/Mx32HghpRilKCgdy02AQO63/A69Y5ZIt5/nYHW3ufXqK48t1Nk8IJmuWRmioaUMYgFYCJfEJsrziwUHdeKlmTLnCpR7ojiAgyQRJ5oGdCQapY+1uhot54phmvcebXr3E21/V5vmXZGyaDugPmrS7rmxgGAcO4IkmThXD2Lk1na5ift+BjYm4/13Pu+4ms7LS/uOpqb99kP+tAnxhcYX5xS7dvvnBe7521//82le/Oru0tEKoXUUeuFrmgjklBNISSUFHBfQCxcl2xOn7Gtz3RJdPXt3hLa/o85qbB8xMhcTDiGHqDliSBIUjkGaKNPMJm6wEuLGeuU1ZUyaE9UGlq+PQ2hAGGVGYUI9iWvU+GX2+8rDko1+b4skjk4gkYte0ZcuUZW5KsWEmZPOcZOuGhAs2tzkx3+EPPtckHdbZvl0w1dJMNGGikSCCmHa/yVTLIoTAWkhSyUykSE1KJwnp9DKW24pT83WuuLDFT3zXCr/+ZxHH5ptolfgLQ5OmNQaxZPNsxPMvanP1hV2eOnaKj3+9zm0PTXF6tU4zUrRCaAaWUFsChQvYpZdklfNlAGvcRZcZQWYhzYTzzzNBnLkkUT8T9DPop5Y0TTHJkNlan9e+coW3vbLDS65KmKwHxEmT5dWIYRKSJNoBOy1X3CRRDFPH4KlRdDsr7H3i6xsnW9n/vPzK69NB99ifIKaoNab+fgK81+uzaa75xq/c+eDvfvLTt04kww5hIFHSSQBrXQGVSp0tp4T1IIcoM9SVoKdCeqnm/LDGX93X5M4ne7zg9i7/+ns6XH5Bm41TiomGdpouDUhTXYA8ywFuJMZKrHWSwBYBpU/1K+uSRTolClMCFdPuJ8y3E37r0zWOnJ/m4b1TWBMyWxdsnLPMTQpmJxSzUwGbZiWbZ1O2begxO7XMlx8xPPT0FFdvF0y3JK2GZKJhaNZjRDAkijRaufe3FrJM0h9q+oOE1Ag6fUOna1lqB5xdnOCmS7u88IoVPnZ7jfqSQsvEAdJq0iwkTlyP59xUjev3dLn+oi4PvOw0x+Ylf3rbFOdXGpxcjAiVpBkIwlyGSRd4FkSeSxUck6dWkBpIjGCYwSCF2FjIUkgTpBqydbrP1Tvd+bjh8oyJuiZNm6x2HLDTVHutrQrWTkbkpMseZxkEgUTaZY7uu322UZO/u2XH9ctp3P/s3yYm/9YA/swz+9mxfbN67/s/etHjT+6bGPRWqdcCx5bKEpCnwV2xvpIe3Jlw6fbUEmWChhL0taCnI/pZwGJc57aHJrnn6T7NaMg/f90qO2ZTdm7tc9OVHbRwLWJCOLnispKyUqzlwU2eQHKeuSUFmfLUEcmDz2g+f3+Lp463iNMGLa3YULfMNC3TDet88AnNzKRmdkqweSZl64Y+WzYsc+eTQ977+Y1smdJsmICJpmKiKWg1UurRkHv2KwaxJmg6UFkriFNJTSuuvaTPfU9MucKnfsZKO2BhJeLcwjQ/8fpznFxY5L5HNxBIQCQYKAA0jCXdvma6VWNqoskLL+nxsqt7fN/L53nmhOEL99e4/5k6+w83SYVmOFT0EoUqSh+qgafPCVhDaizWGAKRMRnG1Eh44XVddm8ZsH0u4R2vGVIPJc16QBw3WO04jZ2myhOOKr32VJEk0sdG0r/uZE+aOeKxQnN+oUv88N0Tp8+cv+hFt7xNHT92KLtg556/PwDfu3cvGzfOhQ8++OAPhzr7jUFvmemJAPySbAxI4cAthfW6UDgtnll0BokUBMYSZZZaJmhozyJZQD8L6GU1Op2M//mxaWyasGnDgCsuGDA7mfKWV/S5YGNMkgivtyVUmBuvP6U0CCn41B11Hj/URGjNsdMNTp1rUKsrJiPBVNMyUTNM1KBVF0w2FBMtxXRLMzsFc1Mpm2YHbNvYJrMrfOobE/S7TS7ebploKFoNSatuaNVSgiDmy/fVGPYkwUZXOpZLlGZd8doX9LnrEUN3KOn2M9o9zUpHc3axweW7W7zlJW0efqrBsaUWShog8Xo5IMkUw8QlZroDzWo3pFVv0KwPuXz7gBsvHXDi/CpHz6ygg4zHDms++fUGQrnCNcbnD1oDGLCWJM7YuSnlba/oMzeRcelOy6ZZyNKAYdwiTQOW2wFpokiycgVNEv+YljU+ReCfShcr+WrHLHOyyK2yEe3TqwRN8xuPP/Zwb8u2nR/Yt29vfOmll//9APipUydZXJy/5OTJk+957NGHZaPu5YKxGGMxRpBJ65M4oBSozNUQax/UaGUJMqcBI2Op+d/HxhJngqGRDDNJbAISA/PdCb7+uMGS8Zf3u5ENWOPveRbPW2Qir0iUSKVIE400mkBLWhHs3mBpBoZGZGhE0IgEzbqkVXdyaLIlmZ6A2cmUDdNDtm7okLHMb/1Fjbuf2MieWZhuePZuSFr1lEY9ptnoU683iJRESa/BcRd8kgQM+oL+MKMzVHQHhk7fuJa5ZsjJc5O8+IohP/XWc7z7k5rjKxFCGKxNMJklSQPiRDIYujLWVl/TrIU06jUaUYNalNCqxzz/4pgwSLjh4pR3vLKHVqlPArns8Ygo95LOGIkQkihQQMhgqFlc1q5uJ8tjHn9PZREDJakky4Gd5Qml3NlyzJ159k49wDMDJhMkmeW++x6Uw1i+p93tfSMeDp/828Dm/2OAf/32v2RqUtUPHzn45oP7D4p6TXt/1WcOM0tmLJkEpQRpalHGFkFmqlzErjPX+5jmEX0mSI0tI3vj9KG7C2IjSa0kM5rERGTe9qreiiylAC2Ek0QKanVLTVtqKiMKINJQCy31SFAPJY26pFHTDuBNwVTLMDORMjs1ZONMl60bF3nv5w0fuW0TO6YUcy3DRFPRaiiaDWjUM1r1hDOLhkNnImqhk2SQV/oJBrFm92bD5rkB7UFIf2A9i0tWOppWvUarMcU7Xnmew2fO8kef3YaWGoshMxmpsSSpZhgr+rEriurVJI2Bph4F1KOM1Y6LMcIgcwmzIENL1yghpUvnC393pSuuhNOBXLBqfJWlcXFNlkmMkaSmjHccWPMAP39eeUxzQLt7luXnNn/urNwkc+UBDz78mNi91Hnzjh07D338zz/V/963fc9zC/DZaRl2u+d+btA9+3NaDmSjLkmS3G4Shb+aSUPmgZ1lAq2c56qN/5Les3Z2lf9v8qybceWfRZrdV8o5L1cUgVJVcwM+k+cCKy0NWvqVQkGgBIG2zjfWglokqYWSeqSo1xStuqTVsEw2M6ZaKTMTQ+ame1ywaZH79w/52B1bma5FbGoZJhrCgbsuadYMzVpKqzHk/n3w2DMNLtpgve4t0+b9oeKGSy0XX9DngSen6A0t/UFGt689yAMatTr12hTf+9IlHtt/nvv2bgarMCZz5bCpJU1sUU/SH2oaA0u9pqiFhigMiMKMSBu0zgi0KzFWyjWMSOlKg8k7pzwtlMG5KyE2uSNlcvu1YsXmwDY5gPOfqbB1Bdwe2Dm4U0ORdU4SS7vTlYePnvrPhlrYaLZ+BYifM4AncU8mcf8X77/rw/+u3zkd1qMQ4YGlUl+dJy2ZtGTSNchmyoM3cx50Zqxjb+N+b4qlK88+4tjZg9z4TFyerLDWUsm8j6y4eao6tyWV9BlLRaVoy2X/olBRixT1SNCoC1p1y0QjY7KZMtUaMjvZZ+uGZe7b1+cXP7iJ4yenuHDOMNWAibqiWVc0a9CsZdRrCWEwYHXgqiEDZZGy/GSZEX5JD5moJ/RSQ8/XWfcGGZ2eZLWuaHQialGLXZsTfvmHV/kvH5J8c+8mLApjDVlmSLOUODUugRIr+pGkPlTUQkkUWqJQEWlDEDi/XyvrAK68ZPQyxbUHVm4+tW89iVhfy5J5wGemfHTEJAtdXQA8f56VpQEjRJav2pkhTV27YJxaDh4+FVrR/Jn/86deF3Q6vf/UajX+xun8vzHAbbaEtf1fOX3ytn/bWTlaCwNJmllMgNe8Lo5RmSCTgjQHtrEY6YHumdooW7C00+wU4HYeLVjj2tgyXwJavTMGcC+7fWDpLUkpUMrZZdq3ogVaEoVuAFAtciMZ6pGlWTO0GhkTjYTJVszMRJ+tG1a475ke/+UDc+w7PsPOGeewtOqSZkM69q5bGrWMRi0hyWI+fHsLqRSBL/8tGNzmS3jAD7x6mVsfiunEET0P8G7fJUJWI00tjIiCCS7dkfLffmSRX/iA4N4nN2GsJDMurZ6krtBsGBuGNeczR5GgFgii0GU2Q22LjK1WBql8sO/zEgXAy5Qn4EkEl0twbosP5HMA+6kDpkiu4dmdYsUtAZ0D3JaPvlYoTa37HqkFoXhy39Hahz91x//59u95lTg93/75rRv+ZkmgvzHAjx8/CNa+8PCBh+vdboq1gfOX/bUmhMuipRKnv40Delakh3Nwl8CuMrQxZfuVA7pwdRQ5qPMDP/a5coDnNRh5Ji9nb63zuhNJEEhXvxEKapGbedKIMpp1B+6JZszURJ8NU6vc/0yPX/zjGZ46Nsf2acFssyJNappmzdWv1Gsp9SgmCIacWpwmUAIljbflyiAzyyRpqtgybUnThHZS850yhv4gozOQ1HuKWhgQBjUCPcll21P+27+Y5z+8H+57eiOZkQ7gmSVJM8/khmFkqMWSQagKCRYEEGgn0VydirNpZe6N+8d1MO7kCj4phCiSQ8Ynh/JscZZVkkaVehfjpUheFpCZktyyzLjfeZlijP8cJuae+x6q33z9hS+UUvI3vf2NAP6NO29nONSNT33mi2GIZaoVuHoH4RgSny3MhLMDM98Um/mlKpPCAVpTgL0Ec1WGlL+zuRzJnz/LZ5OiLKKShR0pfNpa+kaJXJ5ALYAoNNRrlnrk9HOjnjDRiJlq9pmbXuWhAwN+4X3TPHFsA1unFBuahsm6oFWTNGqKRl1Qr7mLw6X6Y+7bK+gOQmqKwhYVPrmSB5pJqmnWFDdd2eH+pyboJU6m9IcZvb6iEymiUBEGodfPU1y+w/CrP3aen/1DuHfvRhIjSYzxzdJlD+YwlEShcewdlHX0WuV3vEwpZZz05209kOdJIZsD3AM+K5wXRlfeXFpmowTmZKj1v6sA3f/OWvdZJpuamYkej95/a3jN81/R+OKXvtx7/ete+3cP8DOnj7Nx07apO7762T+YrKcvTWPj273wVhiIzMmCVAqUsWQqBzaesf0Vb8AosT5rVwBtCmCXTcF47V2cDCHyFk4Hbl9kpAqAOxcn0I7JwgDXCRT6Aqsoo+7lRas+ZLLVZ7rV5tGDQ37hfdM8dnQjm6c0GxqGyTo0a4JmXdGoKxoFe2fUopRWY8Cdj4WsrNaYni7T5DlgjNemSabYOKt45fO63PmgcV00samAXFILJLVAE+gQretIabh8h+VdP3aen/1Dy737NpIYTeIrAF3Zq2PyKJFFdWGoJVr7IiwpUDo/NhSfL78Ic6ki8qo0yoTQ+N1UHo2pPBYrb2V1LoA+LkfzFb10wpSEwSDh+KnOS2c2Hnv/297y5p88cvTYyu5dO/9uAd5rn+ZEf/5nuytH3h4wT6OpvQSwxTKmpAOxquiwXGebasNBobM92G2ZGCrB/SzM7Q+EKGamUOh+WanxVqqsGNQKV5+hLUHgGotroaEWZtRrKY1aQrM2pNUYMDO5ysP7h/zcH87x6OFNbJwK2NjImGxYD27P3jVJPXLsX4tSGlFMaoZ04gihJEHO4IUGF34Z9wViSUAzHLhygbjGdA7yQUYvdAwehdLVxOt8A1rLVbssv/6T5/i/ft9w7zObSIxmmAnizHgWF9QSQxRYwsD1rmofd2jlSoSVlP74+K78/LFSmFVcmNVYZwzcBQlViKkK7irYM8PIa5l1xkLVPHAk4IyHg0fPI4PDb9+589FDcZz8h79TBu+2j9Fobdv52L3vu1qZE8xOWYzNim9uydnYM7cVKCPKZE/B3LZypYviQGWmesBEhSnKrKStrpk5a1eDyny59T678sGU1r4zyBch5dWDtSDzujmhXhsyPdFjstnhvr0pP//eOR45vIkNk5oN9YzJmqXlwV2vOTsxB3c9yqiFKRPNmL1HLXc83CSUkkAZH8SVHkUeOCeZIjWaW56fcNGFXQ4dr7OhgetzjF3nem/gWVgrtA58Jabzrq/cCb/64wv8hz80fOOpDQySukuGpZaGr+GOAhzIdb56maK3VaqsWOGUFBWAiwrIWaNXSpDbUYAXFYrlyjuyMldq0Ud+l0sd/3fFGU4cqz/xzCkIHrj6F3/ux3fuO3jy2KUXbf/bB3jcO44Op3atnLvrN0N59o31cAUlIq+fRGWZyr1T71FnopihZ0x5AYwvaaUdVYncqy7JGrfEM/c4uIVFqtwWdGDQyrO2toTaEASGKDBEYUotTKlFMY3akJnJHsudHnc9Cb/60c08fnCOOQ/uqbqlVRc0a6Lwyp3zYhx7hw7g9WhInGUM+jVqyl1kUlSWfnLNKnygqZ2W10OGsaWfiArADWGYEQaaIJBuqoAMCoAj4Jrdgl/9yWX+55+l3PvMLKdXJxg0JVOZpZVaan7iQBRY7/3nToot2DuXKjnAi8/rP3QV54VC9CfFFueqUn5bkZSumpMR6WmqBFewfYmH0Xp1QWe5T/34yhs/+YVvZt/x0uf9n3sPnTl6+Z4tf7sAT/r7MUnjxrjz6Juz/hM0a5NolZJkkiytJARMNTlgMapiJZkK8E2+XFt/AETlwKwFeH6Iq6owPwlu3EPO3raQTOVwIFcWG2jjx0xkBbij0IN7psv8cp93fbjBZ7+5gYXuNBsmJRtqHtw1p7sbPrCsR5JGZD2DO+1di2Ig5muPhiwnIbMRI/XYiNEVKstc88NEpHnFdT3u2xfTSSImi451Qzh0teqhdgDXyqJkgJAuQYOFy3ZI3v2v23zhvj6/8sebOLkwTX9KMxUKWqmhkUKUuNHLoXIDjYI80JSiUhvkHquBevXCFKLoFSnOD4xJyCqwK/FTSWQVQK8H8grQi7Jdo/j6AweZ2Lj5zbVW88PtTv/o3yqDZ2kHqZoXd+dv/TeDlYfRWhLaFASoTJLKMss1CvQc1LLMOpoqU4uiXttiSxtqnLWrssQf6JxZ8nRz7gKoHODKoqUDtlYO3IHOCIOMMEiphQlRmNCq99G6x52PZbz/ixN8/u6NxGaCjROCuZqTJc4CzH1y5e/CM3eVvRO0HnLP01P0Ys2WRv55xhk8l2quwq4WKF54eZ/UOID3E+G61vPO9aFxwaH2s2G8vSd8ct0imJsSvP3lXVrRaf74i33uenqWs0mdXk0ykVqa2jqQax+HKOvjEutBnh9DUdaOS5CULD6+o2AhVfIRFTCmzavdQxQMb3NQ27WgzoGdW41ueJFAKs1t33iKF19/8b/5529+0SNvbPcOTE18+5Fw3xbgce8gCye+gA6mtg46T79sOFhFyhqBctpbComSyoE7KwGeVYCeX9E5u+cneERrkwO9CuyK9VC1r4QdkyZ5Vs5VDLqCLuNrvj24lavFiIKEMEyoBTGNxoAw7PHR2zS/9icbOTQ/QxDV2NwSzEQZE5GlGUHTd9jXI5ftrPmEkKtfyfxK4OTJQjujG4eEShFKWwSYVL5KfmHntRtxGlAPBmye6rPSa9FPhB+35mKFIMi8zae83akcwEcCV1f5+MaXdLnhinl+9U8HfOTLG1hKm/SigGYgmdCuBifSECqKZgidJ338yicLqVImgKqkMipWqkBn3RW4BLcdkSBVZs9GJK73zU3eVQRSSZYXV/jmA3tfpkyy9fxC+8BDe09w/eU7/p8B3NqM2W237BqsPPbeTvdhlJQYDMpvfiKF8R6mwChZgDjLxmsZHIDzOu08eCyudsqgEivW9bndpFkqdqAtdbfX28rPVimZO/MgTwm1kyRROCQK+hw9l/JHX2jymW/McvjcNBONgJkaTEcZrcj61HsObunBLYukUM1r7yh0F85Ec8in79EcOFan5idwFe1ilCi3lYs9yyRJqrlsJ3znDR3e/6VZug3NhJ89EsU+blAGraUfW0cF5EHlZLlV4YI5yc9/f4+rd5/kDz8/w+GzkyyldXqBpqkEDQ/0UFp34XiXqVj98uOa24c4fV5mOu1anzwnprx0wq6NpYrXqnKkUk+U2ao88b211jVgpEYgtOZL9+7jhTde8d7v/q4Xv+78YufbSpVvCXCTDRAyor901/Zh55E9wi4QBCGZyZD5CGMjUYVLIkt5omQRTI2Am5y9K0DP2bpiAzoWz2nbjujAHNju0RcNeXA71yRn74xAp65zR6dE0ZBQD+lkMe/5RMgff2EzpxanMKrOzKRiJrRMhoaGZ+5Gkb6Xvk7FSxPvnRfgDl32cpjEHDgZ0Y0jpiPv4uRJp9yVyLOwtlKTkmgmmprd22NUNKATt+iHgnriRhOHXl4FXqLo3PUQ6lmCV8WGyR4/8cYeb77lLH/8hTZ/9KlZFvpN+rpGTSsaWlD3jSah7/ZRUvjsJsVksXWZnHXkyrjDwiiTl7JFjLL3iExxmdHMuJKA1JQAjw0kKI6d63D7vc/saTWi7W99zfOPDoYJtSjg2W7fGuDxaYSe3KC0+oTp3RkEAVibIn11mcwsysgC3MrKAsimwtbG1xiXX7BasVZw87Myd1HImR9oD+wReSJ9lZzKHMB1hlYZYZBQC2PCIGZ1EHPP45KP3jbBp74xyyBrEYYhs6FgKjQ0Q0sjsjTCEty1SBJFkshLE5cY8s6EB3gYuMznkTOWux5qECcBUdOuCTCL41pocHdc4kQRBJpX3tDhY1/psu9kk37NjWYYBn4SQWIIYoNS0vnWUiCFLIf7UIInM5LUSBqRZtNUn//re3tcfsGQj9zW4sG9k8z3mwxUSBBoalpQlxDlA5Zye1XmDSpUQD5aszJenFVl9IK0qICbtdLEWOFa5jywjRWkeYBpBYmB2AgS68BulOITtz4SvOW113/i1Pn28+aXO/N/Ywa/Z98mORM8duOW4C8nA9lFSe0CRiMxRiGFce1hRpBZiTWyAHPO0lWQV8swi/qGgrlHGXyk8Mf16DgmL1LKpij3dLrbolXmAK6yQo5onbDaTbj7ScEHvzTBbQ9PsrTaQtZrtOqKqcAyERoagaURWuohnrUdc9cjSS1U1EJBLcRX6BkPbkMUOP2t9JD9J+HUas0lVry+HU2clPUzhhLkqZHEsWbThODiHX2eOJ7SSwKGfsZ3GOPAp/LJunmixsVAI6RUBPZe/mSuPvxtr+zzmhcs89VHOnzoyxM8uHeCxU6DVRnSDTWhEoRSEElcD6d0u9QpUV6kSviy33UYfE39yjiT5+TGWNCJKPR3Vu0LtQ7gqQe2zaNTa4iHCe/9+O2Tu7fefON1l+/+Et9ieNC3BPiZs8ej89b8/iB8onn1riFJZgpwG2sK9nYgl76LPWfrsnDeUAG1yXWoKHR3eUDGj1pVmliqBfpOlhivuY2bhiUzwtzNkAnznZQ7H9J88e4Wn71rkvPtJqJWI2gFTGiYDFwnTz3Ayw6oh8LfpS859bo7FEQ5e+cA1ylhmFILY6xN+NrDEcfO1JmbEQTSeB0rykbfCtsV5adeUvSHATs3CV55XY/PfDOmmwT0E0EtsIR+nswwsZVVShV+NUKOyBR3l2WjgnF+ez0a8raX9/mOGxb5y290+MLdDe58vMX51QZ9EdIPNTpQaOFGegRSEvjGcCUsClGRhqP24TpkXgA8T94YWy3B9aD2FaJpcfcM7i1Gd2Vk7m5SsBk2TekuPdzcueXq34cTlwP9vxHAH3rsfmp6helLFwkmElQv893r2jf2yqLJ1xYAl2PBpAM9ttTg1v9cAr1ik/gjU10GRQXYQhhvBxqEB7jWGaFOqNUSBsOMfafg6GnFx2+f5EsPTnB+uQlBDT0R0FCSVmBpaUM9sNQDqAUO3LXAzSR0Zaaychf+99aD3BQgDwPXnnbotOGJIxEEgV/mbSVFL0ZQUNWlWdHG5cY5X7V7yBXbuzxzqkG/JmikgiixDBXe2jOevXM3JbcgS61S+OxFXKT89IGAQRxQrw/5odcOecNNK9z6UJc//0qDo6drPHOqQbwSkUaagdZI5ab6KkD7x5zJC+lCGfyvYfKqLKFsTMnLng0OyIWDgmt8dqA2HtQGbAr4WluTQj8jGyyzvPjUlA5+9J8td8z7p1vrVxw+K8CtfUYkcffffP0r/2PuvqdCohq88OKEMEqROsHEkjhWZEZhkSMsbisM7r6YHNXba7T36KERonws9+nJO1CM3+UhI4rcJNU0yzi7CLd/XXPoZJ077q9zarnOodNNiCJUQ1PTiqa2NLVxLkLgBufXAjeuzYE4v0t/Vx7geM3twR1kRIFjb3dhxRyZh71HGwRy1B4sJAplPXjpJuRZXt/XmAZcsbPPxRt7PHk4pZcGtBLBUEOYupmAqgJwKQVCyhEmL5gy17i5DMpk0UeZZAHDIGSiHvMDrx7ykqvbnFpu87UHQg6fiLj14QanF2tk/QAjNUmoEFL6zQhcV77EZzyhkC05IY07K7ksszbvvKJsVClqn03l7vtr8QBPMkgMQmdIlfHC5w24+eqU3/rA/qkf+f7OTwVB8sdjb/vtAf7ow58jy7K3P/z0YvM9fzbJhz9vuXpPzMtuGHDFroStM5aLdg2JrCRLPHt7fZ6zexXkTpqUP5cfpxpY5okcO8bcFSmiMoIoI8ksh08InjisuP3+Bk8eCXn6SJ32MGIYRxCEqImASAkaChraUK/4wJHO6zTysllXFx55WRKGijCU/gKwpfYOMpdZDJzOr4UJ1sScW5IMbeSSYNKiKzbbGIEXIM/saL9jnAYINBtmYqQa0E0Celo4pyMpC8a0MiMZSJmb1AD5sCNEERPlrWX5YKQgU8X4id4wZPN0zAWbEp5/4ZB+3OefH1nlyaMht99X44kjNQ4fr5GkCiKFlQqEJJOVbFBB38+mVSovFID2kUjxOHY3BhKDJmPP7oRtMwmX7U645fohV+9JmJowvOcT+7j9jo+i5LMLkXV/89//6Et89Gsr6v5HHhBPPDHL+VXLsQV48nCNW+9vMBkYLtiecNVlMa++Ycgrro3BuraoehMPZglGkCYO8Hkg6cCd5+BGv7sQ7ssL6epGEAYhLUls6Q0cox89Kfmz2yJ6ieLRp2scPBGx0A0ZZiHoEFSAmlCEUlBX0FCWmsKNM1O+8Eg51g4D4ZIeVXAHktDLkiiEKMS7Ji5lHmhDGKQ+I5pQr8WcX864/d4Wq52I6UmBzuecyxLka1fI/DyKwoUaDhVzs4rX3DTg1gf7HF9t0g+kkykagtQSJLln7T12mTm7kOqsE1m8h7G68h4O6GGmyLQiDfzYhyRwVmqQ0AwTXnJVygsvH/Kmlw3Yf0Ly2N6Afqz4yO0NjpwNQEh6fU0Wq7x8E6tzgI9ZRiNorwIcsAaRWYSxWA/sejMjCAzCGl5x3ZBX3zDgyksTdm5PmQxgbsIicLLup7+3Tzt5TGzYdLP6yfmPpfUNb//rM/jkxOR7njksrjnXbUKYAQZjDPNdw7wxHFnKuPdJyyduT9kwk2KN5bpLYt72qoHv1IANk4Zrr4pp1vyK4+vG7bqHQBTDeVZ7gsce1yy2JfWa5P69AZ/7Ro1BohgkijNnQ4zQJDbAiAC0RkQaLSWhEtSkpeaBHSlLpKyrAdfe89Ulc4d5X2YBbuV7NEXB3mFgCMO8QCsr2DsME5SK+fojis98s4UKtbPbRvT3szN47oVnWe54KAaDgDfc3Oez97T5yNcm6aY1ml6HB7kOT/KkjC26hYSQBcDcW8mK1q8A3DgmT7Vj8kArUq3RaeaArjKUcoP0p2spN1+actOlCVYMecvLewwSN87tr74R8cDekHokWGgrHnsypN2TXiV9O5A7adKsGa69NmFuKnONL5nhba8acO3FCdbAhhnDzJRF41YKk0niQa4OpLNya71rdDT1HuAn/loMvrzcZmqqNfHzv/npS7PMKILQF/UY38ngrjRjDUNjObdqOLfihsbsP97gc193v7eZZXLacOM1Ma26q/8dq5xaA3C867DSVTz4REh7VSG1dDNRrHbMJLQbrCI1SI2UkkAKB2ZpiaQhlA4IoYJQlTP6HMhF2fCgXSNA3nhcBbdjeF9WG+QMnlXuKZFOsDbm1EJIPKwRTUpCn/ZWvipvJIspKMmrYp0W3elGEScB0y3FjrmYUAzopxH9VFDXbghmXkOSJ7SUrJa3yuK93HvkyTZTZk+N8T2TpTRK08znDZTf/yglSTNU4nIJWmVImbJ9zvgVw3D5BQNi20dqw+qq4MEnNCs9N6ZvzOMdUSrCX+HGWpo1ywuvSZicNtjUrex15Y6d++yaLJHEhTPnv4/NYz5AZkqk/Utrm394Yjh8QzuKWt8a4AdPLBCeXf71x54+/vKz3aFb9qt6yeb7v5gC7Pmyk1rDar4EKUN7xXLm683KV1w/Ae8eyuXNCpcJRbsttdEShCqDHCm9lZWD2qedJX7j1tw3rjxq30mv8FvvUYDbtXUpQg/uUFOUmDoG9yyuDaHPjgZBQhQlnFgw/OmtTdAhgRRlgFnIE7GGwav+cD4k1IHNDdaJk4B3vKbPX97Z5+lzLbpZQCN1m9K6KkBbduKoPCdQDfby0sX8lMlKgVd+N0UtjNaKIHPzUgIPdCXLpJmrG/fPhfGDgzK0sAibMdcw/JMXOwIUfusURL5/hl17vgs4CDCaLHGvW+skbYLwzlxuJZeO3Mg4CyvJhkMScfjlwcSRX7c2/VfflsF/44O3IaUMnzx4lshtCuaCIavGqsfGNZX32osLwIKyZMFITD32fStnXnjdnr/mgxchZdGCpgQEwk+kFa5aMPATavMhntozXFFIpKnMQcHvzFZ21ZcAl4VsiUJbtLSFoakMzkkJPHuHOkHKmGNnBfPtGkJrIsmIPCnS8xULbcRRqBSelYGgm/E3OzFk5+Y+z5wd0s80gwyiTBBkliD1OjylcJbKw6hGOhXyc+YsXFtpOsmlkUFnhkxJlM63L1e+WC1DKuNXClNasx7kIn9vzJiVawug5w5YCYGyBY4iHqN4LE2IqgsnCms5NyxMkUexiPgY/fk/D9dTCGsAfuTQSYQQmGGfuttRu0ylVnxMUyyD/nP7I2lHQDzyy/VvQrhlNV/KCwsq91w9qIVzJrS0RY1H/rx4zZN9WQpK0WAbKuHAPgJu6R7DHOh58OnBnXf/aFNIlEA7fRqGCSkJX7inzrn5OsGkIqzWcFQdFMYU6UjxkRgLAhWDoZtg+/oXdbnn8QHttEZPa+qpIfbpdCXLgqi84EwIQ9k5lAeao4mVPEmXWch8rb42glQJdCb9Lnaulif1QC+TaaZIsElpKok3M5KEK63dikcmnuX8VwrtoHTY1mS782K8EfA7Pk2zhDg7xXoKYQTgv/nB22m1ai/++GfuuoEsI1SM/EdldZhPuVZeK8388gr9Noq7HPHgH1X+KCwanNUmfPOCoJhKm2vcfEKtexTFKIQqsIs5KArXj7gewPOAM9fdOpcl1uvt0VryMEgIg5izq4aHD9ZBh2gvT3SlQCnP9okxhOfMUzB50ZcqC088SQKuu2jI7FSf1eUGvVTRUBCk7ruozA0uVUkV4DiQF28kxyo1hW8L80VxypAZQWAEmZJkypApQepBXi1ey8shZA7yHNSVCVkCx+plSXPuleVgXw/cOZOXx6Z03MbqlUbY37O+1/NRVLthbvsrX7x65hV3T2757vUB3h4kxMb+k5WhvbYzSGnVNEXCBSqMbQtg52+YA9vY8rUqyKtfrmomCX+V54NxSvb2dRCCNSWcWo4CPy/1dM3FeaeKkyWq6F4pgZ033zr29ppbU+jt3BJ0jF2COyiqExMECZ//RsQ9T7aQkSaUws3fLioIyza6suJvPJuZa8mcxV2gmRlFfxBw05V9vvMlHf7o8y3iLKKbSWqZZZjiV65q1Z/xcs6MXVDPxuRgtCxaCXNwZ0qilHGMLqUfLWEqpchlDZCQlWrOMfbONxoASl2eA7+KcTt2XEaAXmVw1i3Gc2UDA8Kgfy2m/U8kyd3rMvjj+0+xYbr5mt/4k69+/6GTC4SBROcffu2FN/LGNtflOaArqB4ZYez9wZHSV38B5Sxe9FZSlmvmBT+iwuJuC5L8ZzyDU7RhjbC474YJ1Ci43TiFMeb2PZuhb28LdN5wkFbuCTEJf/61CTIboYrsZTXALPsac2djRIMz1q5npJsOleXBpkYQ8LZX9PjwF4asmIR+VqOfCYKUgsWltMhUFEVnzi4crz2SlNakGC1P1X5kg/Ig1xZlnFzJlEVlroLRZY9lUZpcSJWR6s6yjDnvGc3Pb4mcCgbsOqu8FU6m53KkchGMK93ifZUmi89i0pXvb2z87juS/pFbg/ruUYDHcUK3H1/U7/T2xJ0OG1qBq6cY05CjzGzLD2n/erIkB3b+WAC7SM2PBmiFFh/TnLmLUJ3toZQotbivuBsZduOBrZUonZTCDnQd964x2XrmLgNMXWHvKIh5+KDkwOkaVgUoKQmlQY/XaVQE+LiLkt+LNr5KmXHuqCRpwJ6tCVdc2OWb++skKqSfCmoSgsyiU+GKoITvwkm9Dkc6uTDylqLC4qIijcpRHvlMSK2MB7dvZ1O2Au68Fsi6bcMLBqdYPXL2LkosKgBfL+nF2Od0YCrZutrZNWI5eoBbJLbXIRoO9tSy4UXGpLeuYfDz55bo9/rYQY/pyNLQlQ8+ev2t6XAf/fnZo4lR5q48H9OrObhVUfNd2m45myshXPe8KMHtgkxRdIvrAtxyBODV4T+u254C2EW2smDujFC7xI7rCkqwJHzyaw0WF+uISDvfvXoRjtegVK/wikVYzAGp1HEX3rRRJIlmbkby1ld2ePjgBMOsRk+F1DOnxfNyViXx4M7XCuM9cW/vAlDJJufv6ec9VqdSubv0I6793VjKabRyRIsLkQ98sr5OhYpcGevCqkiVEdkyjpIRb6KqEtzPOd7y90ozgxI1av2U2mARk/aKf68A+O9/8LMoKVlYXGGuJQnU6NVWZekRUNuxv3kWDq+e5DzZVWpwRq78cZCUk5fKptjqzMEC4AWL53JFovQowEPtBwAF+daBPsOpLUGRijf+eTZy18p17jx9DD5xW4uhDFFS+ezl6IU4nsEcv+yrx3FUh3stninSTBNlmre+esAHv9Tj8cN1EhXQk5IwM949EsjMVo6Pde1lorqeGv9eo/sWVZk8M6Arc2t0lo+VME4KFX2bbsUQeaOygHSNDmf0MT/vIwB/dqxUx2CPy5M1gSb5eyiSM4dYWf4zl/avAvz4iVPs2L618R9+6T27H1mdx9bcfzRuAxY/V/TRujpqHXSPBJlVbbaO/h5/zCdVVefo5fJEVhg7DzLzqU1a55u8eu2txsCdp++DvDHZuJkhRYtY3tOZ+nuCCmIOnNJ04hCU9vLEjpXHjl+4owgfHWg05oX7bpwy8aNpBoJLtw14/EBMZiL6JqSWuZpt7TW4Em4jV5dYys+OgSKCMsXJKDOCzmbThRvhXlPGDUzVBt9BZJGmnBCQT9fK8u7+sRZCl8awyMo5FmPy5NkYfA0JVOI891q5AlVXJGMtKpZMBVt3X//Sf9VYXvrXvemZLQ7gp06dZWVl9dV7dm742SeefJJWfXQwTx59F/4tebLnWZySsWITUfmlqPy8HhBK5hYjDF4GmdWhmjnIKWukVQXUxXOf5FF4L9yB2wG4HAoUVOVJlb2V7+sMY5Y6hv/vX7RY7NcQUeDkibQjq0o5OOfZBdsIafhxxLbqpvjUfZpqJhqad353h68+PMHiMCSWmr6UhL6Hshz54Bnc1/XgdXFeRmsxHtzGlzhXnRXhGdwWQXoOdiWFZ3AnibLCPfEAz8cwj4NclA4clec5B69XfDgeqlTJ1FSAnT8v4pZMkKSGiY2bf/bUif13J/HgLwsGf+qpvURRyKlTJ4i0QaqAxBdMZcaOAH1tcmf8w1RZepS1C4BXmJsR/S1K9q6wYVWa5B0yBbClQKpy/JiqgFpLifaSRBcAzzW3KYLKQJsC3IHO6y9G2TtQCWEY8/GvBTx1qA4yQEpJlJfGivIkF3vE+y/7rNWEFTYvdqqoyJTUuJazNA24ak+PN76kzQe/VMPoiL4MiaQokj5KCpIioFvL5KLK5NWsYaUmxihQ1q0KxgoH7nxKmIGsmJ8iSoBX5ovnG40J31qYv787FuNNy3YNNtayd8najKx61QIyiu1Ser2UU6dO+d3e3MYQGqDRCImiiGY9oFGTWCGQqdNWqRF+OKKrACsH89gRgI9cfpXnxRDHkS9jC5aDtVV3ZWCZA14UsuTbA1yWAFeVGmrt61ICCikSqNItCSrDgUrN7dg70G5q1fKq4a++3mJhNYKad09EJRh7FomCEKNMXpV947Zd0dPqquecm6KZnlB818t7fPaeAYvdiFhp+pn09qTw7o0om7FlyZQ5sK0tu35MweYlG+p81Vb+ufQ/S8gUxXGvglxIUem+z8/XOjp8pJfTUp3V+KzOiqW0DK2oEELJ2qlx+wANU0F3IJlMNZawmFKrjx45xNTU1K6HH3nkpzrtRSaaIXHiInEAkUEmyiH0ktE3/Ha3NY4J5QkfBfXoZNOiEi9PnIwAe3T2d7XDxQ13ZxTc+c4GOXOrCnOvYfB83EQ5ckIrl7k8clSw/1gNQ4SQumjOLasHRyVW6WqUZ7Fai1IyeaV/Nd8lwetwY1ywidVctjNmz5YBi8/UsVnoWDxzMkVXXJwyuKsWeuX1QrKUldazuS19ciNLeVqNbZRxF43xGxoUCS1ZklE+SD/v+ClT96JywduRC348CB8JHis/V+VcdSpBmgniRLgtFZOAo8fPs2HLpT91zfNvfPTQoUNHtRAZaTrcXAvMa0S2QrMRYrtuB163W4P1DGyLfR7HZ2CsEU5jH7rqe1dZrWoNjoBcjupwWTD3KLCLR4UfBVz1wat3v6W1qoK7AnK/X33gS0Nz9lb+Z60TlEr4wjdbHFioQ1jKk6BiXY5csKwdF7GGoGxF+lWmDZjq7mZ5GW2suXAu5vU39Xjg6QaYgDRzWjzIfHY3G5VKJXPmJyW3DaUrFSgkSkWuSP/cb1pgZH53xz7zK4YUntVNvsLagpjKoFNUWHyUycnBvg7I1yHyQpoUGeCxTa7iBIaJ5OzpeS6/KnnNoD/YHMfpUd2IMqLAMNVK2ThjiOcBOepJ40sx84zls0qTddg7lyfrgbzM9I1q7REWzwfajwG7YHMlKk24FXD7+YTlth2sBbYuBwQVI9608SBPnTxRCfVGzDf3Kf7y6036gxAaGi0FgRiVJuOfv2qFPvuJq+jvMcuw6osnqWaypXnTLQO+dE+P+/eF2GZAP4sIBcWFpor3L+VBCe4S5NWEuQs+/QWmHJtn0ulxU2HtPKg3PriURlR2hhCVQNeRVH6R55MtqnGBw4Go4OTZsyjryZTq2O28FipOLAsrKavdjH5s6Q0Nuh52CAKYnlhlotWlfyIgSVwBi60AUeZvsk7KdATUlU85Lk/K18Qo243IE1EJLkUBmmJenqrs3qCEr00pwV2CPC+btWhdjlDWfhMmrUaBHhRs7e5KuQAzDGOSOONL9zZ4+ngDggAhlQdVXi9jR09sVYOz9liMBEyeMMYHJlV7XHO7MI41l1+Q8toXdXnsaJ1hGpLJgL5RhBljn0UwUrI6BnI79llQ+cVmMEqgcsaUAqtA2lKPFyuqBGkqswxNydLF2DcBwqwTl1SPSQF2u2b1r5LBGpDnO4sIVwXarMHKwHJ6NWGxM2SlHaP/5DN/SrMuefxAzNfvVVwwFRO5XbhHMkZi7F3Xw/g4mEGMfYlnYe4qa+eB5UiAWe5AUEqTilVYMHYO8HJyaiFRPHM7xrYFU+visXwe+OBSq4QojHnymODWexr0+iE0A6TIKwep2IPrZDEr37N6hPJalCIlPTJIfizhUynAipOAVivmtTcP+eydAx47HIEOGRhJ6LW4MqCy3NXwnyHD23TC1TxX1a0qZadWlNJFOjbPV5U8yDfWgV2aMtEm8q3aqyuYKZl93DxYA/AqZgTfStW541cBnxDeGQsss5OGf3dVm1Orn+POO+505/D//mgNIQRZImlYSyd0y1WgR3XwOJLX+xBVLWWrgMb9O6PZy3VYXJbvJ6qauwC509vVbKZSvsLQVxS6di7/XFfng4+B29+DfAqtL/DXKnV3nRAECanN+Pzdde56sg41DdI1NAeiLOEdKY2t3qs/PMuJGp3GKipN5c5RyYwcAfpwEPCyq3q8/sU9njpWI00DrFD0hSbIKD6TyEoWLz/C+kxeHWKvlLfhpGNz97Nw4/pk1c1yIDfVINMzeMneY+eY0YCTyusli68l01HSHCVUIZxEDLRhopEx3Qy5cFuCVkvuot3acP9xmlhs6iLv/CoeZ90REIu1b5b/3zhjUwU55bRVUSzpYuyAjAF7RKpU0/SVu9+xoAR65a7LTVBzQAcVUOfOiXNM3KNSCWGQ8OhRySe+1gJCkAFCqKKLSPm09Xj2Nf8+FCdMjAGMkSRZydwVDZ7vjqH86Idin3iNtZq3vaLP7fcOePCQmySQGEUvE77gy4Muy+24Sh1QeXmBP9coRoHuiN1fhBYj/X4+eVCca2/p2Vy4x2LFLSSJLQ0DGGXzkRqVCtaehUQLnb4OrvLiOwt0+yFKuVmPxlp0pH3BjGddpUbdgMId8O8yLlfGn5dXZhlAVHVW2ca1zk4CwrO0EO7A5NouZ448kKuC3LemlZtNWQ/2fAB+Ce4R1q485o21uVRRKiUIUpIs5Y776zxxsA5BANIFl6Gwlcmx1cBq1OocJe9RaNnKE1shlRGZUtnqxCjvqGSaYRxw5Z4BL7vRsXg/cyw+FCEDAzoTZeCX5Xah17dZ5SLDExnrlGVIsMoirUBZXPbTCoQvZ5VWlFJFULELqxd7Ll+qLkolwBxb5fOUfhXcVSIdtxuFAKHK+fNpJhjGikGsyVCuDKFZyxkcEuHrjKvA8idu5AosggExCv6xq62ohR456dVla9QxGd0jZqz+RFDsvVPsXpw33440PJRblyg1Bu7KUPzCPVEZSlcA7iVKqBMOnBF86EsthkkAjcDLE4rWNFXdJbi4cCnZ+1tJFDsK9FELrAJ0u54W1zQjyQ++tsfn72qy75S7+DKj6GXKVRlmPvmDcPo782M5xlaSah1/DnBpSy0uvUaXxmKlO0dWCgdwI8pYKWdyM0aMI/q7CtDyWBWfawz4I6xeea24eP1/mwEyEySJRKDQw4DUaCe5/vD33r2pWdP/48jRY5dpv4d7vqdkacmVfrMDvixfE+to5aqdlydjRuSGQErprb18HLB/VHLE8hu/5yMTqh538ahL3e0clFFwV/fqKYup/O4POimaGQIdk8mYD36uwYdvnYIoAlVDKU1DWerK+nEUFA3OQaU1rsykVhNRknIyLCMBahlLlLZjftEKiW/8LXshlbQIa9ixOebUguShJ0JS4SYPGKEQwpXSijFAjYAnX1Vs8az8ebyYzo7WiRbOD2PSxjLSq1tuaLBevJHbfU46FFOIqUxDq1iAdoQQHOzLYL2yMlo3OH/D1hds3rL7lq/ow4ePT3U6ndcJmxBFeiQFrrxUGA8YiuVi7MrK2XlUmoyyfJkAqASUhQb3S12VtUfqwO2I9pYFGEpJoiraWxU7PVQ2olJ2TJLklYI5eycEOmH/acnHvtrAzV9x7F107ufvLxgZLywr37saaIrqDwWAxsBhqrUh5VxBF3j6rKaVmEyRKa/FM833vrLHZ+5osPdkADLGCskgC9CISm0IiMzDM8sTPzlUKwCx1vdCWvJ2XFswumdp62RLrrulde9hjffHjZM3ZmR1HnVRxmO7rHrcxvA0qrltYWAY6xTGqBfu0veDYUKn232dmD8xpYfDmCxN/CwQJw3yYTLVepARy2s9MI8HmCMf8FvIkqqOlaPPqwCXYnQfmVKDl1sF5jurqTFwu4msxj86O1Apg8r9bpWiZIry8iRTKZ+7u8neA6X2lkI677vooGHdE5gHPSNac0yljObJRhuQRzzxykQqbYSrTZFlCj9ONJdfNOQNL+5y6GMRcaZAaDKh6QuBzrx9Rx7o5o6KGOHjIgQuaozKmEDhpIm11mtxfxe2TPELMNIB3+QypVKXUwV7FchrwD5OmFVwVySy8Ro8f598I2HlVQRWEg9T4niIdnvOuHsYuDnT1X7C0Q8h1rxZydZlUDkSEFS1euWkS7n2yhbjwB5j7fxnJSkK8JUsmbsAuqoyeam7VR5E5lucSIOW5dB8pTKCIOHwGcXvfXqCgQzIJ2iVXfN+BSmaoEc3xBrxSr/FbXT59m6GhXLsdDXQlEWteA7uzGjSLCDKUv7Vm7v8xR0NDp3WoBIwmkQE9IVAZfmxdXq8CDbHQJ4v9xbQ+QXnX5PWpect1rN27ombETa3/n2MFAhbrh5rzQQKoFadkDXae4xAq9pdIsgKze/eK/Okk2WSQSKJEoWuharYf0brsr145ANRnrwc6Ix9gBEQU/3bkvkLWxDWZcAqsMUYaxcNyJ61HehNKVHkKIPrEX/bg7lg8mz0Lh2LBzqmHRv+6LMTnDofgdLeGpRentgR37t4Xj0JIydjdPvAdYFelSq2dARGN9TNB/eUM9mzTJFJRZZqtm0Y8mNv7PCrHwpZTVxAYK1kaJSzDbMyICMTFeVagrz8f/cb5a9CP7+pfJQlu0tpSwa3lXPnLUNbMPh6q90oQZoKeEekHWtBX/yb5P+2VwqZey1JBYOhIBwKN9dQSuF20tVy5EtWXY9xII8APH9t3YuBIlHk9l0cj6xHmbsons81bmVKa6G5fcF9CegKk2vjGb0EtJMjo4BXfshk/qhVgo4SPvX5iPd+coKhCZw8EaqQJ0VT8ZglNqK7i2NWhfX6ELclgVaswiro85S9xRhT7jlaJH/cVuA1nfITb+my/1jIH3/OaXFQZEIyMC7glFn+uaoFWPnJKlP3VbvSgdpLlRzU1vrZgR7U/hwJn6QylWNji0C3LLIyVZIbUwfrMncF3GvkzHoXApCkflt4QOcD36NAIn2hTZXFRx8renLNm4qRDzXOaLC27rtav1EsoyMSxVaCTL9Fd3XLQFVu/OpYOn8tB3GFyWVZHTj6mHrfO2FpGf7iqw2Whzm4HcADWU7WqsqTkVUnt8sqR7qAdQXfVa2dgzy3Ckeq+iq701U7fYo6cSlRRmGMJs00k2HGm1/V4zN3N1jsKJAJGEWC0+NFt4+o2oV8WyZ3eaAyKZTXpygfbOJZvAC098mNZYyx3fsjhGN4bEWbVzqQxrC0nicunuW1/PMO/Vbow9iiQ99hrrWz6qxdp7VfjJ6sIjP3bFdW/rNcC/biC+fsLkd17Mj2ddUajyKwrDYYjAaV+XAa7W01Jz3KALNk7py1S/YOGimf/3qN+5+oYyra2zU15PJktN6kKOyvsHfV8x/3cdfePHsWTkApUcabIUbas6zb0S73xdMsQJuUF14V850v6PGnXwhBxSBc88rQaJQQbnJYHmh65hYjHzC/6komV3mPhHXHvwhApUDmmly6GS8lc1dkSiVRaHISy9m6wEFpaY6Adgx7ovKL8d9Vb2kKaWrc1Nx2z9AbGLLMdb1UnZLxUzHOTM8G8uIqGwN2yeKVGSjj0mScvcUosEsXxXotbtF+xJiUtgR3xS3JkzlKZV6Le5BL555EQcKh45IPfb7F2U7o9ruWbtC7EpQ7NozFC2t0dzVmWYe9x28jiZ4Ks4/sIVoJNu1I173bP8c9uu1PNjUzfug7u9z9RMShcxJEAigMkoGQlU2k3DkYDTQrILclk+dSKdfhUrrNqAo2F6IgRSu9dKmcV/e7UqZIAaa6khSSzjP4GJvnYPICZ+QCGDm8FfmsFDRqklZDorX2Axd90qLKws/GOWuW4DFA50AuHsX6wC5lSqXyrdiSey1zrwvyfH5eMS/beob2G1T5/soS2ClKZmhvC4ZhwjAz/MHHJ7jr4bq7yqV22ltK17UjyvkrxWfNP1/1u6/D5NXjVj1eazOYpWtR7vFeLZ+tltHm2zd6RyUzpFKjUs3Lnh/z429r84t/EDJMpctAGUnqXRVpxrp8cnAVH0xgpS1qUVRuhBeJFQdaKT3opS08aYsDrxSO/U1x0Zcrn63iZGw1p8rmIwxtix++BV8U/63JrNvWJxXoeiQZRG7zJR18639gHOnrApzRi8Tt2jAqTUpwVwf7jM72KIJKgZ+mRNnZXblLWbom+QTUkeBSVmSJn3FdBJcyJQhTvvZgwGfuajCMA6jrQnsX7F0Etozc1/P2qxe/u6/fdFxt0C4ycoU0KIuvrMqrDEdrxTMj3S7TFaCnqabeSHnzy/rcdlef2x9UzjZEgpAkQtOvkI+wwo92qGhwWSnlLX7GW4Q5qH02U4Dy3y//3FI4DW4rstMBW3jmprArqxKWscc1bmtR2z5KEmvWICFIU8NwaBgMDdp4WzSf9iREpRAo/4eq/8Kaq6ZyQgvdaUc+7OiybkdeE3JUlghRpqhVBehSeDtQlKAupUoOZFNh7grQK8PcC+0t3ZTYla7l83c32Hem5qSJcCWxItfegsoEKbsG3MV3Ky5sUQH6t6cL54WLwpIbvZd7i64dDlTWqEipkCZDGk0y1FyyOeE7X9Ll/r0hq7FPvxqnx2MU+T4Qo+BeK1csLrlTfFYPskI+yZzNvVQhZ3BfQ+6JyxYShSITKQqdXmnMKGTG6BS0b3nsxp4LP+nK+n9b10NLHFnqkQPNepqw+MJjQC/f3I4CfTy4ZEyeFBJlNFkyPoqgkCVjP+tCf5uKLDEjQWYRUMps5DEHd6BTDBl/8oU67/10Cyu0871H2Lsc4TxqDa4FOqJ6TCpNDt+Cvau9raNeeFWmrG1lKzbdNQaTSYx0vriShiQLkMrwE2/qcfB0wHs/o0nSEuQGwVBIlMkHSeTLfwXkxdIinEvi/0qLEuhFrUjO8P61XIZIYb2bUo6YyKWHLbBQgjsv2RjH0lqU29GPWLhRJXaTxDCMM4Zxhq6FKXGUUY/cbOfqGIFiT04qBTfjbP6tgktGs3zVAKfK2NVRB+VosDyxU5lmKkaZW1bBrcblyeie9crvPeM0eEIQJhw8K/nMHU263QDqai17FzXflQBYlAmeqhwbf54HPN+Ow22B7grQybV4ZbsOk9d7VIAuK9s3SqfFpdQkSUarmfKmW3p86Rt1Dp7x6Vc3s5dMCPreCxMChPHgtiXYLbhsj6kwuyzLqnMnpSiyEt4zz/t3i3NeAbosHRwpSmIUXsJUp52VDC5GQFct/Bpd7coVcDA09AYZvUGGDsKIMNREgQNVZim2KTR5VGxGd3MYv436k3aMufOgstJsOrLUV1g7DzL9OLBqcFlN7IzOq67o78p2G7IiS6T0jolncq1ThonhtvuafPWRuhsOLgMH8DH2zgNeJcRoMFxhnZEAe50A89vdimO7TuWdMT57WOwe7bYicbrblDLFSDIhUZnECEUy1Lzq2phXvbDPiS8GDI3T4b4SihTNQOCCTnwIKUSRvbFmVJMrSoJT3gq0uctSABYvDRyopRwDui0bok0h63zwKKr2ZTWOs2uOFRVQF5PXjC1G0SWZRemAKIrQM3M7VrJk8KVGXf/TzGT+gJUDGY11y0iZkBg7cyI/OGMsVtHbhU1YsGBlOE1FpuSAVxVQ546JrDB2ydzlUPZxvV21A/NUvJSuU0eGKXc+GPJrH5gks7p0TqRCCFlsmZIz9SiDVx2f9dn7r5HErJytqoMymrKvyhVDPvXKF2OJ0lEpNLl03rgwmjQ1hGHGz/1wm30nNXc+IDGh8LTsvkBiFH0o8xq+R9ShWJS7GRRfxHpg++RbvsJL/7pP8ghZsrw7TqKoU5H+AJVafLwJYnQb95FjWJV0Js+m5vsOOXLOMouSAZOTE1/ac+EFK+q7XrWhGw/OHQq0/XFMglSi+DdHZcd4D+WY3TeWgRSq2oFTBWqlIlCMVgSqSgGVGq8OVGVAqUdswTyxkwM8K73vSt2JqvRanlwS/NqHJrn7kaZrx5ahL4kN0FJQlxBJ/CZXdm3t9sjdN0AXQ3JGhxHlNe9SjTVMV45Z+bOolCqMZXUrsYmokIEYl3rV31mYm02JtOX+x0NW+pXaAh9mGirnm7Fao/GrszKn+1lvYnQg1JrKyerP1RngVBSCrbhKVFY0KFjaWA9oP1owNZYkhTgxSBVx/NTCD33zwSf36UaUOGtFpQibEacgcFu5uYEWLv1qTL4crfk+I9m6nKmLC4Dyyh31wdcLMO2aADN/vSpJChYfAXbVSakGlr4U1j/PwowPfXaSv/x6E1tTIJRDp9AIKUf6Lcv+xm/RMV9ln2czasdeLhI8YyCwlV9UA83R+YU+yPTzA61nbmtNWaMiJNIoMqGR/Yw3v7zP04cDfv19mjhKR0xoawKGiFLrWlG2tYmyPjz/Hhaf3cwlTP6fVWRLztJW5Mkez9b+XLvXS82dN6gjcel/AcKWTL5m4bP5YFjH3llmSTOIMxjGrr48MRZrLbpZj5FCECcpJktzxe8Ppg8kjC39zbFFq2T4isauBpNUrMGKJCl1uF0L8gr48918i10FlBnR4OU9qwC9Cu4MWdScZNz+QMQHvthkkOW+aG4N+qylsCPae6T5YkxyjccZ43mAUR2+vlaxPrjLvec1GU3smhJaKytWoaw4K0I5LSp9cZY0ZEYTBYYffn2Xex8Luf0RZxfm3jhSYKxmmPmgM9fieR147rL4hE8hpYSvFRcUuKg+GlFipgBxXp9SFGKBsJXsr628nq8kdr1jNhpUZgaX2Ems24nZCnTm4hWtVYYQgsBmRGGGtYosE8hMMFJc5QsNR+TlswaVo8PPR4C9Jrljx9g6Z0w7CvAx50TKMfZeN6mTlQGmTugN4VfeP8nhUxFWl7slj2jvqnzyK5AcBzTrgLmAcK7rKgfpWUA+MgKvskznICqLr6p6fJ2iLOkrDmWVxRUiMwihkbHhwm0J/+lHVrn3ZyI6A/9ljCw+VybdXpxuGfaUm7srOHcE40FdfBXh7MEqwP1/KqVDrKtZKZ12YfNA1OOCsdY6Wx6ykfHLlWNXBLc5m3uQxxkME1ecYIRxDB7V5xBCo5MVrDmHNZI4kax3q4r+NYw9ZgmODkUfBXaxO1d19O44wMf3g8n7EsU4uHOnxIxkK2Wl3kTrhDSD3/1Ui0eeqTnPW+bMXTongRiVJfnjuNU5YhFWJW1RNCSela/XMPmYc1I2QFD2PvrVdATYtmTwIug00oE8kxjh75mXKsZw3WUJ7/yeVX7z41PEmWdxKKLCDMXQUDK5HAU50gW4yjOdxY2KsxKs8UDPfXGTSw/rWbysg7HjQB/xxUuQ53+X42vcmqr+lBnLMBF0hnDBhkk2zLRI0gy989LvQugJ4tX7WDrxcWAjq72INHUzl/MO7wLY40D+awN7TKZUtrxYj7WrIK/uCVOyd1bR5RVZMnL3gWUt4yv3Rfzxp1qs9gPnAXrPG9+k65yTMmtZLeWt6vByNNs6MwhHwjJR/CzGAT3G2muX3yrQy9FuVo4B20ryfSJHkkDC2YiZVEhrXL1KqpioGX70LT0eeiritm8qaKS5nnBvLgWpkQzIY4oS5IUW9zrcCl+vUrC3q2HJgZ3fRcHottTeFaCXnUB+RbdlkFv8rlgh8yRQOd0hH9QP0B4KjiwmvP1t1/OGl1/DwnIHvTpQhFHA2SV4bF+fODGYWJGkbrP7dfWlGL/ynh3YogqOIuo3lURPyeKqAmy3ZfT69qDMa0oqzK1V5i6CSpWglClSpzxzVPN7n5jg4GLoK8oq2ttXDAZ+1knhbKwXVDJ6DKAC7LHXntUeFBXWroJ8THeXGWWvw2Ek4BwpxpKV4NMYjHTtbSKXKsI6qZJY9syk/Ku3djh6VnPglMDqqsASIAMyD3LGQJ4HnspfDBhbAXgOfC9NBCP625I/r06e9eBfI10c0F3XzhhrV8+FdIOOtBIEgaU13WfDxnn2bO0yN+XLpR87XGduJuSzX53mv/7OTm64ZIKXX6XZMqPcDggqT65UOjBGCv7taMPCGLDXzVxWg8oC0NUM5qj2djKlTOa4PRvHkznGVwk6aSJlShilnF0V/Mr7JvjM1xrYQJXp+G/B3mXd99qU/PjFXq2Io/paFeRjND7C2mNgz18br0lhRIeXJkDupFjpE0C+A0h6FndSRWGEIc0MgXSuyupQ8rPvVpxbERCJEdq16ILJx0Gemw4la+P276kAHSFcVrwUQVhTVhNaMSpLcrclP0z53+asLSs2lLWldVrupCfZPAcve36XK3Z3mdmeEE4azEaDVEpRi6KztUjf+uIrN7GtmREPLZ2BKzfMkz35rQi6Kr52UdVX+NyjlX5l503VETFU0/DV35fsXK038eAe+bnMVEqZIVXqn7takxjD5+6p85UHGr7WRBXAHmXvctfg6rzBdYupKuCWFWAX2csx5i5k43recTVxUQU0OXNXyiUqbWQFqCuFWJkZnUjrpGWeys9/5yoOhZW8+gUD3vCiHqHIXIeAqdxthrWW1MLAwNAIEgNJvmVIPqTf5tsOisoWhD5BmFWH+VcSh+N/Z/1GtHn2fOxvczuwaqHmx1r5TX6bdUUUhpyZn+L00hUM09qtIojOIhTqg+/9HZ53zY0rUzVWWkH6zzqr80xOREShLDZtGpmgWq3PFpVdhwuwloma0eROpYZEVf9mvCMnvyjyrhzfzFABd5W5qx3xhe7WKZk0fPauOv/1vZMcORP5JoYyoeNqTgSRhFqe0PFj4PLZ4mUypxwN5+xDUbnI3c/udVkwSzEYySd73KQuOZq4yZ268Xs1oK2WMYxJvsKJwm8jQi4D7ZoVJ7/ShACMZWYi4/KLEk6cVxw4rh2J5W9SWYqscHt9iOpyVCxPYp0reTwfVGGBsTquEf9f5K5SVeeNSrtSCpbHNdCSMFCEgUCQ0pq6GOTGf3/6xLH7tu5+pdujJwrcZqfNumWypYlC6WejOB6p9k1WM5NlcqYMHEdlyzpbzFXcElENLIWv+a4wtxQe2BWJUgaUJXPnwM4fgyDjyILkj/+iyb6DEbRU4ZYUiR0pC2mSA1dRAU0OIFgrTyrBZnHqxWhAKdZl8tJFWTe4ROCG0VfYveKiyCKzN5q+lwJvDbqa7arLIkSpw6XIu/I1ydBy2YUpP/ymDg88EXJ0PteglAD2rkkqBYM8HsgDTmHXBJcqL74ytkzyiDKFb/1FaKGYWVj8nfHyJL9Qfdt8btnjZ6CIscIqay2ZMQwTyXJbMr8siJqWOHEHUANce80V1Oo1ogDaS6ephYIwcPFYWY9dcTjGXxsB7FigWbEERcUtGX29LKYSObClRQlTAn0dcJdSJkMJJ020zljqCH77wxPc8Wi9rBIsgF1Kk1CMt6OVXTpKVBlznQB7HPjrkc+zBZpVhZLbgyXKR+tSKiB34BG+i8Z151hRgp81wLYI47tcvG0ohHKXkTBkPcPLrxvyr9/R5r+9X7Lc959Deno1+MIrRZozcR5c5po8/+LCfVib14YL751T+T5mvCalDEKLxcOUGt1p+fxz4LKb1g30NMJLGZ/g6YuMLFO0pnawfdcVDPougpAAW7ds5vLLLrstGaz82txMjVpo/H7to4N0irl51VaxMYmxNpVe/Rsz8jcjz9fJUFbZe1xz5xnK6nOlUgbC8gefbvK+T7XoJL6QKge4191udp9LyeejINYrgR3PXlaZugBzNZAsGgj+WvgeYfLRlrUxX7z6N4X+LlP3ZdBJ4aa4vTedHs/b2/IBnsbmg4M0LQ0//pYOP/HmDnWT4rbU8482BZOATbFmVJPHRpAYQWohMZBa4e65vvZxQTqmuUvN/u31uaszyefEUGxrmf8uM5YkMySpoT9MSTPNyVPzv7Zr18W3zc5tKgG+ZetWPvS+3+jFw6UjzboiCixhWNkVQY7O+1uvbWxd0Mq1waSsBpDVCkBZZenRQFLmTQuiZG5ZJHm8HShT0IanDwX82W0N2olvMqUSVErlAI6XJhUrsGx4Hi2JXWOPjr3GOj+vLUn51lAf3QeyCvh8CGW5l2UhUUYuhDzYlBWwi0pwmf+sCtC7i0CRJoqWtnzfq7tcfvEQmaUO2DYPOHOwZwXIhxZiA4l12/hlFlLj7pl1oE/NWACaZxwrmccs31UuB3BRY1L+bV5rUgS1OcgzSFJLmlpi3+CQGcGZswtHfvm//mpv06bNJcABXnLL63jFq/4pu3Zf5Nq5tCXMN0qt2IVlQ4EtZo+MAtsUQeJoYsaMXRgGJcbqt+Wo1nbypHRPZDVLmTsneWAZZDx1OOCdvzrNEwcibCBLWZJrb8/exZwTWbUGq2Bfaw1K1sqU8X7LtYHYX4/FR9oDx1l9zC50E1gZG9Y52nVfDAyysujhtJXJWKZgcUVmNSZWXHNRwnt+doUr9wxdYYepAN2mYBMPds/kns1zJk9GgD3GzjZ3X6ruiQes9X9vKxdC5e+KC8dvTJwaSDNX851mbuOpJLUMBikXXXwxb33Lm3njG7+zOJ46fzIxOU0U1WnUI0JtiYJyFHFRd13Uapd1JKN+dp7gsYx64hWtXdXe1QCzqEspdXcJ9qz0vtVYjYlM0YGhYyW//+kmj+6NyNRYMsfXm4BEe+2tq0HleuxdCTbXVA/mbD3G7ow9/3YIt2PAriK89L5Lrc4Y0PP95WWlUVl6HzzfTMD6zGbmGweMkD4j6PW4sWQYtLBcd/mQf/mmLj/3mwGdVECAnwEhCj0OAowiE4I419hGEPhUuhU+pV8E09bVjee6fMQLH33M9bgZI5ni7/MBoH6SrTHW7ysExhjCqMbc3BzdXm8twLXW6CA82GzWD01P1fdg+wSBs83WK4YSY7ZUmb0cf14C2V0MZrQWpQC+KYBeAjyrvF4Bt8hQIkWJDB1k9Az88WeafOIrTYY5mGWVvZ0fJ71rEoh881b77FnLdQLLdYPJygvrVw9+O3kyzt55jXRl1wVbifmqXnlldkoxNMgHmNKD3wVlEiGMCzat9MGadAEozmHJMksoLG99VY+9xzR//OkW3QR3wHyQVzwCoMiMYFjUnng3BRd85qBV3mWR+efNO/KtH/NGWXNSVh+6724qI97ykXAuvnVBdb5SJGnGRKtJLaofiqLgYBwXsC4/7tyGrZw4dM+tU1ONj2zcME0tjKmFGWGYEQb5DsD5Rk7l/L88kJQVCVJo6UqAOl4VWPydGtPcuSzJwZ3/TQXchTTRKZ0Y3veXTf77+yY4v5hnKKuBZX4XZVJHgGa8Q2e02786tWqNPHmW5zmcy9f+GgJlLKAspAlVqSLG7pSavJKyH99ir3jNt7pVBwflMqVMDmnSTLF51vAff2SVf/GmDq0odaLXZpWgsypbDMY4Pe50uU8I+YAzs3jZ4oPKamLIj8XIxuRIVt2AK8v3oq/cU6eg4sTJk2Fi6fQzpqZnqTVaH/n8l79x644d29YyOEAQaJSuf6FeN28kFdcKkRb+7Xg5LDAiUfK2tdwOrLL3CJOPWIQVNq9Ik4Kxq7q7Au68v1LWLH/5hQbv+qMJzi4FEI4zd8ngJbjLrqKcvQuPn2exAHN5UgHvCJiLu/h2hP1t2dxWpEghVdbUiY9lN431OxMLhPHSpKLPhX9dCM/aAv9oEXipYq0buxxbtkxn/McfbbPYlnzk8y2o+aWjYHLrfvY3gyTOrTvha2mEkyV56UPB5qJSdWjzepS8NryUKOV58KujreDPVBdOi5YBcSYfrTdqXxjpshsH+EVXfAeP3/Wzd7dqPKhNem2aZjC2Hlebjor5FXnpbC5DsJWMmnU/y3FwW4QwYxLFena2HsxmDNymTOhEhoMnNX/6+SZn5n1X/BpgOyNfeNbOnZPSFrTFgRzdpcGuBW/FtyU/8IIKoCvg/usR97cGes7c2BJP49IkL6fFW4e+sdcUgPbb/yF8kqciTXKwI/33zf1xRRpbtsxlvOOf9Lj3sZBDp0KI/BdbV66ARZIWiM/lSim78jpyt4sOvl4mrxgs54hbbFEiW4xUHiOV6i0zjphPL8QP/u4Hb7/7c3/6i88OcIDZDVsRQrKy0CEe9LGoEa03fmqqxenSX2YjGVBRBo9rGbya2KlobWFcNeEa5vb30HDotOY/v2eKrz1Ug9p4jUlVnogisCz6K0WZzFlvxveaGYSVMXPV4qqctas1KOMXxbiUKaTHmC0I5RD8HOWjyR4x9nMeYFIGlWuaI0oGzzyDW+EKshwLWh9o5h/BsbQAskHKK68f8MvvXOEX3jPF4TOhYwgq4M6HdBcJHQdyg5MhebxjPbPnxJKXzRadP/gFQuCnXpWZ32rMU15NoqiuTDLLTKPOrgt3Ysxa2lgD8Jnt34UQOk7jDyHNAsZqMiPLg1Y5+OMAF/mj/3BlO9qoVMnBXrgmVYAX4M4K96RwVKzbIgAALBlJREFUUmSKCgxHz2v+y+9N8onbGsRizO+W1cexwFKUjQzj5bzrpuPF2oM7ornXAfaz3qq/HDsP+TEVlecjf5eX0I5kNqsXiAd2ntn0gC9YvAp24xg7txILqWItxqjCYcFIatrwtu/okxnBL/zuJMfOe2clB7lgVLp4SGZ5at5HiJY8RS88i3s3pAC6LWrHjX/Mbdj1yosLn9wIhqng2gu28s4ffE2cJBm/9yvfBuA63IQOJ35manbXFSLd//J4OCAz2k9T8rZTpShmdOxWBeRyVIOv1eEV10QYhLcBRSXIFKKStfRp+GPzAT/3O5N86vYGcb6v4LrMXZEmclyaPEvVIGszl+sCP//uFcCvEej/i7eRoJJSnqyfti/rUaw/4cJnMuVIEqgENhXZIowszlMB8lxMCJUPcSVNIdAZ3/faPlrBz//OFMfOh95fHbsIjfXi2B1/gyDGedqBdDZiMSBIiGJQkPQgL0Yr+3KdXHOPlBlbisRQamGQWmrNJpdcvvvrV16y/WeWl7trjuua3rQwmqR77pNtqRv7glBnYZD67fWyYhxadQbJSLHUiLOSM3Ke1KkEknlzgiwDyiq4ZQFuU4BbqozTS4r/+LuTfOq2HNyjWhshC3CDKNhbMdqlIwv5lEurCsgr8qOQLmP39WJJUfAX6y+r3wbdVfBWcTPe0jYyaqGSqi8dlbHXTfVv1s45LId6lil9m7ssRpGmEp3BW7+jz3995ypbZpMis1nNcq69u6Kx1Gc9h0YQ58mgPPOZp/fXuCveRbEVhyUTJJkgNjDIBL1M0EslQoXZdKu+7zc+cFt7Zqb17QGe3+Lh6jvbg9rjURQThXHRla6UKUpXq6n16uO4p51LEbXmno1o7hzcsmDufFiPIQsEf/TZFp/4coN4TV139XGt5z1eb7JuxjJfedaVKuu0p1VfL0BfRkT/i/gezWaOJ3WKX4jyghhn9Epaf2S2+JomCbcKl9nOatbTgTzL7UPrrcRMojPL217b40ff2EVnWWkfPivITQlyA0MDsS3rWFILScVGTPNsp38trzsv7v7vYyPoG1hN3CZYF+5Qjy+32+98tmOr13txYvNbef+HfyuT4mK7Z/ogV+4yxcBH64OC6vEuZ8pVdXhVmuQgr76WlfJkRH/nlYF5EZUBLbj17hofu7XBUOYljlVAV5icUpqU++pU29BG2btwUcZlCaOArjL1moh+3Dcc+/tvBWy7zmvV35UgrurwSixk146ayDW4sflMm9I6dIke48pR8dahT4/7S8SbJF6Po7xisUTC8PbX9Hhgr+bL9zS8xvafsmr1FHcJ1p0ji/PIM+HmlmQINPnIZX8OEMWuaWviSu/tZxYGRmDShOdftszP//OLbRSeyl750p/66wMc4MYX/gBpOuTBew5yze4DYyfMuyV5SXsO7jGAj2pwU2hvwXhwWSZ1RJ7I+f+19+XRdlTlnr+9d1Wd8Y65NzfJzXQzJwQSQ5hE0igqINLiMg6tPnE5N2qLPrHF5Wp4vIHhdTs+QX0LfaK2zVNk1KcgQ+eBQJiHAElIQhK5me/Nnc9QtXf/sec6dW8SkhCg316r1jk1nDp16vz2V7/v93372yQBDThIANxxfx5f+34Lnt+SUwOGM4DtqCaU6NqCtuyxmVcejamxLlVxMwrl703XHvTBPJ4mfiBwe2hObfMs9rjFJt1EK9h5cRSorZoifB5uLLuMaAolIxLIlFqphyt+zpn08Yg8r0iApXPq+NbFg7iEAb+/vyj5uK6WLy/AWZhzE6hyQGVUMoEKRikKSYVVt3StFApTlQUWbbJFguM9ZxRHVp12xo2FfHHcW8zG23HVlVehpYnVZ0zaeSatb8xXagXJz2D/WHf8pMlJodkLczi3HY5m9W5iQC4tOGMcJARu+/cCLv1BM557KS9Ra1QSd+CwVU0I9fO8zVA0VYrNlpNztG93hE16vy6nZgoAEedpoPVbd8ZmZ/52ta636XVPhqQ+VdLnsaWas9e9YkpI+RDG0KQ6IUlt814dq0msPGcomAYaByZPSrBsQYztuyg2bAmsozJhT9beI6zMp/u4MDMH+dTLNRmO4hUQgMcJTlpxys71mwf+6pTlb62P983jWvCWMoXgj/2qHC68bMvT01qqYzWEoXUsieql1ItqOgvSuShaB+fGgTRWPQVuSUuA2+4v4Bs/aMa6zTkf3I5S4jqWRPHuiCjD4siCViXxrXdmQZ/0Nv3/ER8k3j+f8iyJi4wD/PdZzqUfqk9RFcH93HGijxHedkNRlMqiRwZp2iKtNlHHSKoCFQziSp4hSht3s2RQA5b21PEPnx+EEMDv0pa8oXG7U1AjAkgrLmkLg8wkDIgMCukcFRNdFvJJHBKgHCQotxexcO4SdLQ3T3h76YR7ydTqyEjhcwNjJ4yMjEZIEuqBmToc21+E54RSR/qz627Kqw3oECo59+//XMCl32/Gui1RNriRdixhwvHaodSLfbrAn05lIjkQvnPZkCUI4lEZDXQf0wdG+IQRTTcQZAJt8ryucpJOp7VBIZLi5sRzPL1XL0/FHyghnU9mZnXjnCGpERzfU8fVXxzEuaePqoES3Hc0Td5KKp9FO6FcGKWlLqQTWhN+LovOH1d9DIwKlCOOt62cMdLRRD+3oKezOtH9DSbaOdgveJg77pHZ8wuD255fV9IjalyLnOVUautNHKkQmodTDgILcmLGYyYgjEMwgj88lMcl323G81simV+SxbVdJ5NaSTBQjzAzaStSg3Qb8mp87ds8bVOqiYZ0I9h1jkp64iQH4ymcj+dceimyIvv4BlA727nh2DqT0J3UVRiQE0BNty0BTSDAqUwLJMryS76uUgX1dNmwzigIA6nFOG52Hf/43wYhBMFdD+aRAI7Z1D+EOb+Ept7LGyRRYb4OAeT8P9L5VFOpUDU1eRDigvPeOnj84tmP7B8Y5pigTWjBm1s6UCw37c1FY6unz1pcL+WHEIV1FYRxgKxoB9EW3NCNjCilQ0+Iyi2hJAahEtz3PJrDV77VjOe3KnAbfTvtXBKzncDJEnTUEs1LzfhKrX8jQzVx6EYDRUk5kwa7KYf0SLQGFSWtgzeAXVlgEEczJymLDl8Lb7DgFL6U6AyQ4P6rUNKh0cprBEtm1fHtLw/gzJMqYGlLzrVkmGRYd73P/rjEseZaRkwEQVUQDMcEvcMJVqxcXt8/Eq9uaWneO2XK5Anv54QAJyyH+tgGlFrnvlxqW7g5yDHkohFlhX11xEugUrSDUIdrOyNw3IUQDsoEREBw19ocvviPLdiwNYIpM9VgvQOHovjUJCDCcG+WAfSGUTpp6+0e4zg29ob4wPYQ7xH11H08GFCL8XYYrcqRBrUz5tMUO2ksHLDq41zQu1FO91gdDKLG2ttZJZgPdg3whELUCBbMrOOfvjqAs06ugHk6uTvGc4KFK/utrl/r4RzyN9UFMFKtYtpkhtNPmbd5yeI5L69dtxX5XDjhvZ2YgwMghOEXt9259fdrxafXbjkNL+8JwHkAISjsqBeXc9tUWNdim2AQURIgkRaeRQI8ILj7kRwu/l8t2LA9gsjk3FpC0LSkEdxp6+1GKW3ylyMFImWtHUriHZc+xgGxj29hLb3ZPz68RcMbtSpgggwN1ERZapdf2xFAmn8Tb7s7SDkd/BEq2GOr1VI7cNlEN4ljweX5LeBlUEhUCRbMqOM7XxnAW0+ugOqaxirg0xgQ4tkgF9z8aM3BKQHyhKC7pYrPvjt49tRZj67e/txVWwM2rldrWnCgA8LCPOzYM4bm5vyOxx5t//fNL+06ozB7Bwq5mqEkns5t+Lmvmlj6kth9OYFt+wI8+GSEy3/UhA1bI4hoAo1bW21q9W5T2wRoGFvp5Xq7HNusWyHKpSwe7051Boyz7sJdCUsNAaKJmpXM5MEN9ITYAwVJUxk/GUvOE68K9qiqtMRQFZgJDUBkCQahODAgJdF0/opQ5ZllOq3wU2UVA6YEIHWORbPq+N5XBnDZjzkefiKHbfsARLAfMJ1ZKytuYMg5ToWZEvW7S7SOd5zQieag/De33TX47NcuuRrA1YcPcACY2llA79aHX1wwq/y9aU2LzkiGXkKopsa2HNxSFB/cMsdbBncSEJKAEIDlBDb0hrjm+jJufyCPPfuDicHtSoPKLjL1A0wYHtZq+1Kg8KyxS1VcrddYa5AMGkI8FmK3aKRnoLmBx2QAWzi7U+D18KD3p1UV5UCazzoUBUKkaIwduwkQnR2rwE/tfk4g44qqhDgHKOXGwpvrdUGudD1a5Vg4s47vXzKA2x/I45rrm7DxLwBy2oMFvCLgDQBXF0uVlJgQjAmAJjGmTl+CE09egcHhMQCXHQx0Dw7gANAxuRssbH2klNtzS1zqviBInkLCc+Ccqf/Yqiuu1dZheWPFqQDNAS/2BrjiuibcdFcBlYQCuYMAN7W8mxIViqc+307r295IHY+DO/XNgQYakmmtHbg2husP9k4efPM5t1CTrSqLTBx4pCiLXCQg7SAIYay4fCIQx+JrxYWCCw4KO6AZQganbHqtBXOWJQcBaMzR1Z7go+eNIRcBf/ODJmzqDaUlJ/qqHTVFCPvY03nDOrdbJKiP1bD4xPlYevzCWxYv7Hlk176hg76HBw3wqDAdSeXFreWOt3zp2t89zEpi6/nvWjmIXCRnZUuDW8uBRMuBOoU2ADa9HOLyHzbhpj8VUQHJADdtXIyaApslSGSYV1emMrUDs3JMPHUko3afASrxwZvi5ZlOJ9L7DxLtwj9UO5NaKsyy6PJA4llkDXxDcdxO4YEcCshaFwcIc6y6pjJEW3RttYm8/1y+mO+G4vBQUqC+UA6ICkcu4Fh91iggBC6/rhmbe0MgdC12enHvLQM4QVNYwQfeMYLz35rcvuikU760aWfvthMXdR80wA/oZLqN5efhuhsf30YK5zy7v3Ic+gdziJNA9XIddteDg2ObU6LHXuYIXtoT4rLrmvCbO4uoCKrqdbvgJtngVpeqJcF0sXqWQU1cMDdYcb2ONPizHVCXn7jHZSZYHaI1N3zbebWAhzFyWdq3WzQInmJCPEUle2ncZx1KV1GhaJAXnUCQENSCXchAkBAUPCYoQOAD7xjD5RcNYlZXXebOCndxHU0dGFI9nwbIRQynLJuP95y/6tmFbX86JHADh2DBdTtu7nTwsPvqcHD9nEoy8sGxyjaUCnImBUZjTxPXgR9QoCYoHn8qwnW/KeLXfyqiRlRpVk/fJsikJUZBkRZa8u6JpcDG/I7xVRGXe5saea51Voj1sJymKEeiuQ6mObtw2ak9VDueDvc2VMM4qY6l946xFphzIeexdFQaV2aUX6aCQiCAoKDc5eY6+KPLQHBwWGufxAlyjOODbx8DOHDtb0p44oUIVZOYRRQ94ZBhfEVRaIB8ABw3cypyueNvBE69GtHLh3xLD8mCA8B/Omk6usidA21tSz6Rz+XvZ0wgH1WQi6oIwxqCoA7GYqWDCxBGMCYo/uWOIi74aituHBfc4yknlprogcOBoibaYhugIw10kUFRUsoJ/P0+sJ11x3EcTyp028GmorjAbtiGlGX3NHD4lt1zJl1+jcbt+j38PHFT2zClh2vn0kiGqQCQELLmoXCkRLtPTmoWcgny2/5nPy589yhKlPtBIB4DSQxSr4HGVZDaGCIqkM/l718yZ94nbrzp3gFC5xwywA/ZggPAkmVnY+fLD46KtvfUHnvkOlTGBkBJhM5JMZYtrKEpp/4gBgzXCX52axHf/FEZ+4cCXVB7fHDDtdjW1GrZLyBpzTvDKiPlRJrjRDag09Y863yQltwVSJQWoQBtZ6XzkT4OptP8OgPkRmER8oKMLTf8PGXCiQa68EBuHUuXi2vL7ofy9fFcqJC+quOg5UPpcApLhSA7BCUS1Nq6S0sOa+WTBAEV6GxJcOVFQ2BU4IZbi7K4kHJam3IJjl9YQ2d7giShaO/I4+PvP7s2IjD6odXnvBKovjKAA0AcLAbnfO2ajeefdu0v7i4MD/djZlcVHzt7BOeuqmBJT4y9QxS33pvHldeXsX+IOVZ7PMutchOoT1so5FjXUMOf6DRTJ8fEe5/Bt9OgdSwzUW8arLYGsMtNxnsdB89k3D0pMCMNxtR2tWI7hlY65DW7nzWdQlOeTEuvAM0hSzx4HULliVNhxnhyHXziVPmbBsmy9INiGBxwQA4P5OAJeCzQXk7wt58dQj4UuO3ePPYOUSzpiXHuqgo+9s5RTO8UqFZbQZtWjOU7Zq+VuHhl7bAo5PBwhfYPjvzdhy/54ZcfeOiZPBcJWD3GonlVvOuMKp5eH+C+J3Oo1l2rnQVuCj+I4/PugMhpZIxjSRVNoaJxMLEuyeYEeOxU2X4n8AsAEZsPTux2Son3nqjz2RxtvV/nfAOU6ZxvnRuuZ3tIn08uOleGMec6qb5u57fo2TUITJ1HUytSd3B3u7PeWM/dnfRL0klvjK0zzjZdUi9d6oN4x9mgHkmtmzgIBQglqMQU9z0Z4akNAc57SxWL59ZAawS1CgWikyqs47Jvg5a/GeUK/JVi9JV3DQDlcp5/75d/uHzh7M5rliyYWQMhSAjBpGZ5czduCVAdNf+IsxALbqTArTPMXKfScSYtcEWDDJiu7+1bbOFZckp9626oSoaVd02BR1E8S293EHFotsMcnorw2KR/Z7NIHaYsL+DUTUkPRNaChcjYD3d94oVzOs4+p2wzt4la7qv9PFMCikChyLGgJwbnBH2DFIGQdBzhvFqQ776Gjd14+eGAGzgMiqJbpY5az+zpV+3sG6vV6ruueM9p2+iHz65iSU+M/kGC628PkRjkpPm2KwWm1hVgvdRXApM+6eWYOEB3K8LSDMCmMwOzuHamJCjSB/iAz8ixOjiMiwMf5w5qkDxbJyXJ3qSBqy/Nhuv16VNBIJLSvlXn4pzKrE5P57a0BkQXG5KdSevjFFxu18zb0BiYsinQYz2F+v/AEVeBOx/I4bIfl7G0J8EHzqL4yDsLfNq0WVdwNvtbSby3drj4PHC2ygHa2rt/iw999P3x7OnT+967Kvjcx972KJ09NQGLBCgjuP+RPAZGA7/EQxZFcbcp4GnVJD0LmgnsuPTDpSDUyUnxHt8pemLoiqUn3lxEesCDpiQ063g7MRKh/tA14ryn3joOamnsoBnn0Nu9V73PL/eczmdPJ4dZpUg4nTl1DOx5/JwdYvq0fucHzKxLTgjAAo5tfQzf+nkTNmzOYWd/iIfWlXDSynfw2T1LLt65L+7tnPnJw4Xn4VtwADhz5Sxs3z9344kzxEUlnH9ddfiPNEeqmNSUIBeqsGxDPsk4EUt9A4g7C4Nb5tiVAoWTKJUaNOz+IVmgQeO+tDbu/mHZsh8x15u95/CacSxJKrjjaODGiUy/uqPwidK1IcyEq57DqT+jHEW/qKe13kZlgbDZiwAAGfUk6nkqlM3mriXX2jkgJW/BUa0DfYNqvtJCiP983hkc+eMvKk+as3Hrvt1HApqHx8F1WzD3TVi1aFOtpfPt19eT4l8ndCZ4TCBiRSBIaoBw2qE0oIfhwTaY4yRSAdm8O8W/G2qd6O3IArRFrhe5dKwNMWizx7mvDY2k3hwq2kXm28bEK/g6eZYOnta/3YJADfkr3vGpiKh7PPz6KprHuxp4g34unBxyFe0kIKCMAZxiwcxu5IvFv159zunX3/vI/trShcuPBDSPjAUHgLD0JvDalqQw+cJNtYFZQ/WhXzVVqnsgSAiwnElxtU6kCr87ltvkmQDjFOtxa3a7+SSiAeTpaOZ43DtLA4ezz0DVgDoLrSlHMLU1Rdu9DMKGKKXLyT0dXL/qxCs3aUrOlal1bjPFn7HSkk8TkspfMUPbsp4AKU2dwAG3kq4dTm6LzlITzdRJuOBUTQEor01adgKSxGAEmNI9Ff/1I2cNvf/cUzY9t7k3edvJS44ULI8cwAGAsDKGh5Lbo8I5n+eJ+M4fn7ijvXeYgeRUkRjBHbRkgzuAlQA9qw1LR9K53Q10Q3+FS2eARirihOZd59KtPei+IZmAt4cQ//BDa06YvnGXD2rpFDoOpnYmnY5gLKsLerWfOx4r84I8qQKfxK1zaOfFhBM0AgDBKUC5k2slQa4jOBwchFNQ7dxyinoSoRxW8F/OKaGSO7vvr84//eL9A6O3tzUVjiQkjzTAOwEAQ0N9Py+2nhtM6m65ek73ms7tu4YwWCcQprjuAcBNLBVpCNzAOkcS5I0Fe8bNJERjZ1Bfby2594MaaUjaGmfchSN2PzXQzDWksw+Ff30m+EMImKl45XBv1YPSgyOgc1jSnNwDvrXigOXjUIybcmLmxQSgLLitlEUIV+oPAecBRsZyAJuJC9/39j28dMZ/h6j9fG5P1xG7d7odEQ6ebk1N7RgYEj/9zOrTL73w7MV7etoTFFgFqNdgdCklBRIH3F5eN1KAVufOlP1S790pSTIdSaKoRoZziawOQZzZ1DKsuIfII9CMLDfefqOFp8dZ2pwV7myXn8nQyaEcRTNwOc3fXZnQvSafj+t/qGFgsynuKTk5gUA+V0PM69ixr4Qh/pY9udZ3XZoP+E9bmtqPBhQPXyYcr1199ZU45ZTTnmhrDvecMHdg1amLNhT6BhLs6CsAQSije3DzSxzeDTiqiT8EjaUlv5T0JytXTSwLWjkvK7RPbFzK6Qy2ngrxt7uvlGS/b5ANszX6xu9t7MCA3eY+YWwHJd4+TcVc+jXu+WDsjo0xOH6O/iJbizL7eUUA4wRDdSJCgCiM8cyWBNf+tgn7a0v6OifNvWTnju0/7Zl73NGC4ZGlKOn23veej6HtP7mB0Sm1/v0zf3jno9ubKGEImZx1QVsEfYN1HROfTvgRSGP1YZUVHxD+SJ20dGhyTpwFzrnh/HHjkQ0DGvcPzVw5tGYGthD/VJYTO+BxweU6m4aPK2pBiKEGpvoVcYI8zrmtVGgdUSstWidVOrrW7zVeqmrcXLse8wlwQZGL6ujdB7ywZ/nQaDDni3+5b/j/fO/yDx5NCB5dgANAjAovT4tufOC5hXGNdf4sCvbm2yN5AyuJrDgK2JrqWSXVgAw6oBDggj979I5rHUn2MQZQpAHYxIPykWTYB24NQU4NRCIf94aqEOip4hXwdOah4uQgspClml9SJj+lZ4xQ0UlnaJvtVb7Wo7m/5uDEOLxOp1c9J+EM9YQpyTDBm5fPreyKuz51y9qumxa09h9WGP5g2qvyf33k679EEjWxXLXvgsF9u36xZdNL+YFaiD0VCj0Vo55ihDWAVphJolxdXCdV6exbE9WkTlDIoTGEAIw20gP/PWnoHG400xbZVNv1eTXtoDaaaYtt6gQru50QJ2s4TaFMApjNuzH3QV8HdQNe6dQEZ24kmt7vJGalk67cdZYuliqnXbcJVqrgKnRtHEth3GlpiBrAOTRSRP9giI7J0ytdU9o+2jw9vAUD9YS0fvmoY++ocXC3PXP/b7H6/PeIHfEJL5w6Z2T9gunsvM62HeHu4Tr2DIaIGFHljn3rDaQdR5+be1VfHXA38PMGcDYCXAOvgfIgi3P77/0w/MG8x7hPkkNd9GOsQe0hhiSoV/9+ArZCLdzfBcux3dmqbY5PaooXI1OYb5D/F+Mo5Op4eW8Nd64tgkTHj5abZ144+7i2m/6ynvKW6Z97NaB3dFSUrHb5Vz+Edy1YJ776xd//+sPv7vjUNz5eGDhpdh9Qrct8b6LHWDpVTOFE2Lx/Dw30xF0M+B1wZ1tsGIfQO3f6u5C+gKPTxo2Mjtcc5mDvk1JDuI5cwozW0VFJPYmsnfHBGfmjz6HVExORarw4T6JUEcyEUyRq5E8urGPdtgT/9mzPwGN/6f7Uijdv/PWae6iYsejCo38zVXtVLLhut9x8E77wsYtQJ/GzLS2Te3uH56x6YXutKKpjKEdEjj92b5i8jQ3BHDf32yoswm6jDkVxrHdaOcE4tATqSQLH6svVA1lzYi0+Dt6Cu1Tl4C03bEdPb4f9IQ4rhrfFkUn1KlIWmjoWnHj54zCURv8vcnwnRZzIcm4AR5RrQa719H3DSc/F3V3xL2cs7cAXPvmhVxNyR9/JTLfOuXI6le27Bm74+AeDIJf/81X/+tu7O4cGBgHKMFYH4pjIkJAKCRNOVBXaxvM1WO40pyWkEUz6c9TPN3Ge+ONKYK9OEwfcS7x1YiQp6dzJHyBrqMjMRxmQkTsp3DrhkHE3YdUSORuJnS4lXbPEVBFWNSpl4hVDklBU6yHqsUCx2AractaeZfPf9vUTltVvCKKOY3InX3WA6zajqwWDQyM/+eTq00lHUVx58213d27dMYBREWKMU1SUfx2qvAo9LYcpkaBaJj1xeLWrg7tat6+eOBbMvcgMhKfTQxr3iYZBChO1LEZkrsc9htiDJzq7CezAWmszb6Yzil1miggFbl1GmYMSJyyvOo68HpU3SNxZOqQjCgGQBKjVGQaHCWIxGV09b91T7jjjUs7FT8Ko5ajh6EDtmAEcAJqbShgZGbn+3WefEk9qDr79y1vXtN2+di9GkwSx+kdDSlBksj50YCJnjrVCOvFKUxaSsuQOnaCagmRba98tc8GsIQxjufQ1uIC3tF0lQQn/gCyuPSH/Jo3n9ppo9FEIYObuIapujfY1NEe3h6u7ShzLLoi04kjFK3QBJ8rNzHuUCIScIAzq2D04A13Tz+nv6H7TJQnHz/L50qsHqIx2TAEOAKVSCULEPz9z1Ul9z2zZOZeXu6/53zevCUEAREXUwhwYoQiJMAXSAcfSqRWPmjj1glyQNww20OdqQE0KtcJVC1JNmCQ/b9sr5jcpy91gyQFpVWnjB92ccRN4VElaRAddjP8hGr6McEnbqIn8OO6+ykHRygqjCcIgRj6qIAwqSBKAls+tt9U6vzZ11opNHMXflfKvqouX2Y45wAGAkIDf/dBzt7/tzPOi+XOfHH3XyuFrB/beS35x5yh9cP0UxEUqa0XrcmTeZ8fn3SZ8T9Mqig1nA2i0gHYz9GEeLTL7hAm6uDZev5JXCHQvFA/r+LlOpXdc+oJhp/zQERkt6VGiopsEJhikz8WJ9Hc4ce6zVk9c7q2WYr6GR9fHuPXhLv72008Tpy5b+oVlpyz7l2RsQy0onvgqImj89poAOACcdeoSDPY9UlswtfPnZTbrvqefW/r+h9YN/d2Dz1VBEKo5EkUD0NxyETrowtSIdEYdHq5GcutUAN28AQUivVWPZrHfZ4mH38y4SPLKDThJfY5kvGbtT0uZhlak/RUVfidEjdxRR+snRaI6PycEnBIvMgn4yooQBEmSoNg0E7mmRf9j897lv545OHP7cy/vqp2x8rUBbuBV1MEPpjW3n4Tm1iVj967dtWHZyaWr2qeeeMW5qxYnbQWG0ThBlTtFTDMcS+bQEqYsN6MAYwSMETmuU4HelHFIKSsArK6sUOLV6Xbfw83ss59NvZm4pRQcbzuxzp2ba+PKnGYqGQNXO3InEUROj62XhCBO5IzCSULAE7VN7edmWm+prnCng8ivE2pmjhrihFZH+bK9c2atuOKXa5dfNb1904bjFy4YO2Pl8mMNI68de5KU0W644XcYbfq8+NalH77vDzf/Krdw5sjJO/buCfb0C0TgCJkas0nVYGQGhAwIKAFjsp5nwOR7xoiaI5N4IXMdgUwTcFOltaERn7MTZ/Iph9OnNW8QOzemu88Pwzf6EDYI1Tio2jh7SOviTtost8U3uQ76wMk7Sf1u91zSQKjaLIwjYDqcnyCKBPZXW7C5b+k9y+dXTk7IrDUXnT0YLz/x08caNuP8a6/htnP3MLo6d4Pz4pX3PPTSad/89l1UVCun7djVFzQXKEo5gnwoEAVAFMhAUahBrQHvFduxo8G1FeZCIEnUK5eSmi+1qRuVkh69UfZu/ol+OiidXRf/sddBnKI+PqDNE4gK52mUqgVD/WCMbu6YyySBsdoa3LrTup2FMQnkgMmFMYEwEAgDjijgiMIEuShGPqojCsYQFSbFhULwIGtbzQfipX8G8I3FPW3HGiYTttc0wN12zQ9vRSEXNu3uH/nxY89s/cCeHb1U1EdRLjDkQyAMCMLAWm5pzYlDVYhJmNIA50IgTgSSxL4mqUczkBFIokRFSm0ylQdg4r4/OIBbcLtJZMLbZsDtWniT4ScttqQhQD2hiGMgTuyoHTi59JK6CfUEtCAPmUAYckShBHg+rKKpiaGtvYNHpfn/SljrZ4SoDU3p+cCxhsRBtdcNwAHgwadeQrmU79i4ufdL/3fNo0uHB/svWL9hE8oFhkKOIQgIQgqwQALaB7rm3RKUXEhrHccctVigVuOoJwIx1xN+WfGXAiZz0LXYutMYXk9UNqHqVAcLcOaB3MmQdEu4uWFygsbIrpDT7SUJUKsTVOsUtTpQi4ks4gobyWVUW25J5yTQBYLAAjxkMaKgislTe9DSUr6la/qKZ4vl7u8mcWVvVF50rKFw0O11BXDd1m/chpbm8qzHn3rhO8+s23DBU0+vw/DwIIq5AFHEJLgccAeMIGAUASOqbqC0e0nCUatxjFYTjFU4qnVpybk7HYfLjzUtUU8CWUvQ1hyUQKQpa/7KAK4tLCXqVQPeyQXRqoZunBPUY4JKjWK0QjFaJajW1Ix+sI54wKCedg7IDWVJELA6mpvLmDlrISZPnX9L2+TFF9erw1ub22Yc67/+kNvrEuAAsHPXXoRBOO+FjZtPGBke+dLzL2xYtX79eoyMDCMKA8OFg4AgDCiCgCoaI8EGAiQcGBvj2D9Ux/6hGJWatOC6DEM6M9EW0LTFOhlzLTbACJXAPxiAe4oPQDXQXOvN7LrtAMLQF62qAPKhkyQEo1WG/iGGvgFgtCLUjGryGgNGEIYEUSBBHgb2vILHaGoqY3bPfMyYOW9NPl/47qSunqd5Un+xUDo2uSSH214zOvihtildHQDwohDiRQDPAsnUNy1b9KP16zfMe+rpZ1itVgcIBaUUAaOIQoJcSJALgTCUfJMQgrEcMDAMDIwI1GOdTGQHCjAKWYtPJSyB6DoiehS6HQ7mjyM79Obp3iner6+JqQEJspNw9RTgprNAALmIo28Q2LdfoFKTs9oFjCAIKKJQVgbUTjLjSvckIeYuOCGZNXv+i4LXP9uz4NQdADZk14F5/bTXLcB1U3/Ahn37+jYkSXJ2sZjvXrlyxW/uuXdNc29vbymJKwiYVFnyOYFiTqCQE8jnOPJRgo7WUVRRxb3ryshTikKk+KiSH4WQ1lPLhNJiukXk4SjQfjTzgG28iBBJy3YuNZFADig3I2+kk8gRMPmbgqCKu56KsHZDEV3NArkQyEcUuYhDqFnxKKEIqEChqYSuKVNHTlj+5sE4iVdPmTL9ZUrp1tc7sHV73QNct0mT2sG52NrZ2bF9aGj4OM75qUKIf35py+a49+Ut7dWxvqZCLkGpkKBcjNFcStBUrGF6Vz8e3lTDXwYLaMsFaBMJ8iEBZ0Imd5lIgcrI4yqkTfzAjz0qozVEceBFSNOHuiNqNNCpQ08C5oA6kMAOGUcUxWguVlEu7UclKWDD7gISTtCc5yhGMcoFabnDMEBr26ShJYvn982bNzdglHx6yrRZDxWL5QEBwelhFJx/rbU3zi+Blu0IHxoe6u/unvbH5uamBTf++ua5F1zwvr9fvnzFusmTO55sbytVJrczTGnvx9SOvWgtD6EQjoGLGgZrwFhMUa0DdTUgOk7kknC5aO3cRjot0HVRHLe5eSW6uTp7wycakq2EB3C9aHCHGtyh1KsL+QoYG0O9Xkf/MMeLewW27hNISBH5QlOlo2PykytOPHHd+963+u/vu/uOuaVSecGkzil/rFRG+gkhbyhwA28gC+627mnTABm4G+19eTsYC65hjF0zb958VioVry3m9i8IxWNv2bFrC0sIw8qFMZZ2D+OJLWXUcgQRI2CJMrHCGeFCdS0+B6TCSVpKg1O/d3aZfJWMXBH9ufQoHarD8eoaZFBGAjswiwR9Lqzjmc0cT24soGdqjOmTAzS1zknevnLe/d0d+Q2joyMXMSqSXC6PL1x8meiePnP0WP9fR7O9IQHutmndMwBrJGMhdn0GyLft7lvxDzf//o6op219sng2WbFoXuuJG3bXMDQ2jAgCnAUgBChGlvdyVQLYBzc8oLoTVVmgOqF753Nu2oq77vJvt5MYJ5MqvTqQkUYCgTiOgWgMlOVQalmCJQtbHpvWNvr4h985mZW63ldDOO0b4GP982e0Huu/5FVtbwxP4jDaFT/4NwBYBUbeOTQ8uDqp1BYGfAw7ep/Fxh0Cg/0J8qwORoFSnqFcYIhCqUrYiKCS3wKKUCV2aUkwUPuo0vI4l/ZeSnZSg9bnkfq0UPIdN6F0RmUIPQo58lENIauBUY6mEkcMgd69TVi04Di0twKlEl1P8m2/KbSIOyGwhtCjW1jntd7+vwe4btt7dwPA2fUYc/f39/FHHvox37h3ek97ufvrW7ZsBSEhdu7aibHhPuQjgoASBI7eHgVALqKIIoaA6cHHUofPhRRRKDn8aIWDc4EwpMiFxAAckGDOhQL5SCAKpRxIIMB5DEYF8rkEkzvKaJ/UgVpdoG3SdOzt33TVPQ9XtnziIxfS1pYmGkTYBOCPhE071rf0NdH+A+DjtN4du1HI51q3bO1ddf9Dz6IuWH1yW+HLAePvYBRIkgRrHngMQ0PDynoTlAoMYcAhkhhj1RhcAPmIoVRg6GjlAGp4+kUp1bW3hCgXKfKRpD5jNaBYCNHaFKJclMlOjHIUi2VMnbkCjDGEgUA+EneFbPDbY1UStnYuQ7ll6pokru1van59BmKOdnvDc/BX2qZNnQwA+wHcBgBbt+0AgBc4T7oIAa/V63j8qfUYG60gCKSlTpKkfuYZJ11eqYy8e/e+sTrnQD5HUcwzTJnEQdkohggBQ4TJbQFKBYpCTiBJOAZGg7C1pemOHdueujwMgzAM5NR7hWIZ02ctAWMhKAUNGN0FYMuM1qnH+ha9Ltp/WPAj2J54/GEQQrr27d3V0rt7RAhBkIskwLvaEpBgFGufZwhEiM62AMW8BHgcJxgYjcjUqV0DQmDXm0879Vj/lDdM+395DGAqjAK46QAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QyMjowODo1OSswMDowMAx9XzwAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMjI6MDg6NTkrMDA6MDB9IOeAAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 198762000
{'hecke_orbit_code': 36028797052526415, 'n': 1, 'trace_an': 44}
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id: 198762001
{'hecke_orbit_code': 36028797052526415, 'n': 2, 'trace_an': -2}
-
id: 198762002
{'hecke_orbit_code': 36028797052526415, 'n': 3, 'trace_an': 0}
-
id: 198762003
{'hecke_orbit_code': 36028797052526415, 'n': 4, 'trace_an': 30}
-
id: 198762004
{'hecke_orbit_code': 36028797052526415, 'n': 5, 'trace_an': 44}
-
id: 198762005
{'hecke_orbit_code': 36028797052526415, 'n': 6, 'trace_an': -7}
-
id: 198762006
{'hecke_orbit_code': 36028797052526415, 'n': 7, 'trace_an': -44}
-
id: 198762007
{'hecke_orbit_code': 36028797052526415, 'n': 8, 'trace_an': -3}
-
id: 198762008
{'hecke_orbit_code': 36028797052526415, 'n': 9, 'trace_an': 16}
-
id: 198762009
{'hecke_orbit_code': 36028797052526415, 'n': 10, 'trace_an': -2}
-
id: 198762010
{'hecke_orbit_code': 36028797052526415, 'n': 11, 'trace_an': -15}
-
id: 198762011
{'hecke_orbit_code': 36028797052526415, 'n': 12, 'trace_an': -3}
-
id: 198762012
{'hecke_orbit_code': 36028797052526415, 'n': 13, 'trace_an': -17}
-
id: 198762013
{'hecke_orbit_code': 36028797052526415, 'n': 14, 'trace_an': 2}
-
id: 198762014
{'hecke_orbit_code': 36028797052526415, 'n': 15, 'trace_an': 0}
-
id: 198762015
{'hecke_orbit_code': 36028797052526415, 'n': 16, 'trace_an': 10}
-
id: 198762016
{'hecke_orbit_code': 36028797052526415, 'n': 17, 'trace_an': -7}
-
id: 198762017
{'hecke_orbit_code': 36028797052526415, 'n': 18, 'trace_an': -16}
-
id: 198762018
{'hecke_orbit_code': 36028797052526415, 'n': 19, 'trace_an': -32}
-
id: 198762019
{'hecke_orbit_code': 36028797052526415, 'n': 20, 'trace_an': 30}
-
id: 198762020
{'hecke_orbit_code': 36028797052526415, 'n': 21, 'trace_an': 0}
-
id: 198762021
{'hecke_orbit_code': 36028797052526415, 'n': 22, 'trace_an': -14}
-
id: 198762022
{'hecke_orbit_code': 36028797052526415, 'n': 23, 'trace_an': 8}
-
id: 198762023
{'hecke_orbit_code': 36028797052526415, 'n': 24, 'trace_an': -35}
-
id: 198762024
{'hecke_orbit_code': 36028797052526415, 'n': 25, 'trace_an': 44}
-
id: 198762025
{'hecke_orbit_code': 36028797052526415, 'n': 26, 'trace_an': -27}
-
id: 198762026
{'hecke_orbit_code': 36028797052526415, 'n': 27, 'trace_an': 6}
-
id: 198762027
{'hecke_orbit_code': 36028797052526415, 'n': 28, 'trace_an': -30}
-
id: 198762028
{'hecke_orbit_code': 36028797052526415, 'n': 29, 'trace_an': -42}
-
id: 198762029
{'hecke_orbit_code': 36028797052526415, 'n': 30, 'trace_an': -7}
-
id: 198762030
{'hecke_orbit_code': 36028797052526415, 'n': 31, 'trace_an': -43}
-
id: 198762031
{'hecke_orbit_code': 36028797052526415, 'n': 32, 'trace_an': -8}
-
id: 198762032
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