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mf_newspaces • Show schema
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{'Nk2': 3528, 'analytic_conductor': 7.04280545827693, 'char_conductor': 9, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 6, 'char_orbit_label': 'f', 'char_order': 3, 'char_parity': 1, 'char_values': [882, 3, [785, 199], [2, 3]], 'conrey_index': 295, 'cusp_dim': 304, 'dim': 82, 'eis_dim': 64, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 343630938994, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 6, 6, 6, 6, 8, 8, 8, 8], 'label': '882.2.f', 'level': 882, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 368, 'mf_new_dim': 82, 'num_forms': 19, 'prim_orbit_index': 3, 'relative_dim': 41, 'sturm_bound': 336, 'trace_bound': 9, 'trace_display': [-1, -3, 4, 0], 'traces': [82, -1, -3, -41, 4, -5, 0, 2, -9, 0, -5, 0, 2, 0, 4, -41, 2, 10, -10, 4, 0, 3, -14, 1, -35, -4, 36, 0, 6, -12, 8, -1, -5, 3, 0, 3, -16, 13, -28, 0, 27, 0, 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-430, -4, -48, 60, 164, 90, 0, -16, -40, -6, 645, -60, 16, 0, -28, 37, 134, 0, 62, -38, 0, -116, -80, -144, -326, 0, 38, 0, -44, 11, 244, 81, -160, 3, 0, -18, 257, 120, 156, 28, -190, 0, 240, -168, 32, 16, -18, 96, 0, -66, 136, 68, 72, 2, -48, 0, 54, 38, -126, 138, -91, -5, 0, -100, -288, -24, -230, 28, -142, 0, -144, 12, -88, 23, -5, 82, 0, 48, 122, -64, 68, 58, 128, 0, 144, -44, 140, 152, -102, 2, 0, 145, 12, -146, -56, -48, -100, 0, 1, 224, -98, -16, -136, -78, 0, 4, 204, -39, 64, 76, 38, 0, 168, -18, -6, -118, 125, -76, 0, 6, 232, 7, 24, 31, -52, 0, 240, -72, -74, 96, -6, -180, 0, -36, -76, 32, 640, 12, 12, 0, 26, 6, 32, 141, -36, -16, 0, 168, -93, 92, -90, -42, -72, 0, 468, 15, 48, -163, 216, -69, 0, -30, -448, 108, -1, 66, -200, 0, 200, -39, -132, -369, 12, -58, 0, 37, -28, -4, -219, -18, -12, 0, -76, -112, -182, -12, 30, 96, 0, -43, 752, 3, 448, -86, -196, 0, 39, -60, 4, -256, -126, 22, 0, -234, 149, -52, 46, 15, 186, 0, -286, -108, -24, 18, 160, -90, 0, 4, -105, -176, -415, -70, -40, 0, 38, 42, -61, 60, 216, -87, 0, -242, -158, 8, 119, -52, -78, 0, -384, -174, -120, 80, -120, -58, 0, 10, -100, -40, 200, 8, 156, 0, 308, -20, -4, -18, 72, 48], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 322922
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 295, 'conrey_indexes': [295, 589], 'label': '882.2.f', 'level': 882, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 7, 'sub_conrey_indexes': [7, 13], 'sub_dim': 2, 'sub_label': '18.2.c', 'sub_level': 18, 'sub_mult': 3, 'weight': 2}
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id: 322924
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 295, 'conrey_indexes': [295, 589], 'label': '882.2.f', 'level': 882, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 43], 'sub_dim': 12, 'sub_label': '63.2.f', 'sub_level': 63, 'sub_mult': 4, 'weight': 2}
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id: 322921
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 295, 'conrey_indexes': [295, 589], 'label': '882.2.f', 'level': 882, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 43, 'sub_conrey_indexes': [43, 85], 'sub_dim': 12, 'sub_label': '126.2.f', 'sub_level': 126, 'sub_mult': 2, 'weight': 2}
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id: 322923
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 295, 'conrey_indexes': [295, 589], 'label': '882.2.f', 'level': 882, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 148, 'sub_conrey_indexes': [148, 295], 'sub_dim': 72, 'sub_label': '441.2.f', 'sub_level': 441, 'sub_mult': 2, 'weight': 2}
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id: 322925
{'char_orbit_index': 6, 'char_orbit_label': 'f', 'conrey_index': 295, 'conrey_indexes': [295, 589], 'label': '882.2.f', 'level': 882, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 295, 'sub_conrey_indexes': [295, 589], 'sub_dim': 82, 'sub_label': '882.2.f', 'sub_level': 882, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 6, 'label': '882.2.f', 'level': 882, 'portrait': 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p7xOXbGcHxekzJkqpVyuq0YDEakcYIQkqBWZ9cmnz0bR9RCMEYwv2o4f4uhHqbMt32OLygCBb4Po4Hkwh0JvVFM4El8pTm+EHCm7VMPDBduG7C47KEN1EPJzk0x523t0KiPEAKiWNLuNzi7EjLblKRJyPGzPkfPCI7NJcy1I/z6iKvO7/G2V2tGwxmOnG5x4qxibiHlzFLMyUXDwUXD1Zcs8p/evMzW6SmOnpnh7FKd+WWfxVXBcjtluROz0kmZX9Us9qTZvGuXfs1LL773Z//Jxb9Ya51/CJMeE3Li2YbGX/v4jgf4O9/3aZI43jm5YePvHj029wNbax/hB1+2QK+/iaXVCZZWayythiy1PZY62JPTjllcTTnbhiMLgs0bV/jVH13m+ovrnJib5fhck7kljzOLhrNLCScXUk6upGza0OO7buhzwTZFMwzxZY3F1ZCFZcXCKgxGECcGTxkatZTpiYTEwPGzUPcjaqGHJ1NadegMQpr1EQJohJrldshKV9KsC5Y7gqVuSiM0GKBZU6wOBdP1EZ5U1OsRgSc5dsYn0R6zLUEzFCgFSSLoDwULq/ZiWuzE+P6QWiPh/B0jXnN9zJapJmcWpjhxNuDMIswtJcwvJxxfgCPLhusuX+Q/v2WZLdNTHDszY+8SBbg1K52YlU7Cctew2BWc6kh6nS5vf8uQX3zby0jY/Vfd7urPKeWd2Hr+G55tiDzj4ztWg8/NLTDRakwdPnb6X73nTz5/3aO3PvwDDzyxwJbNikv2wg0XdEgSRZoKUi1JNWjjYbTCGMCAEClSGI4sTvNf/lzyK29Z4Jo9MVPNGSYaEzRrIZMNn+mWZMuK5PjCFB+/tYEKRly6e8iurSnd3oBdGxNe/aKUUewh0HztoZDlXkgjHXFqUdHu1ti8I2SpD2cX4OJdkkNzhou2+0w1Ik6tKLZMJaRastits9jVbJmJWW4rJhqK87f1OXI65JLdCacWDKudOhfuSNm1JeL4YspEa0S7G3PbwzVAEsWaF1454PpdhqWezwXbIi7eJQlEncFwAw89FTK/LFlYTllcTTi9pDmyIOgmQ5576Sq//KYemyZmOHpqivmVGgurPkttwUpHs9qNafdS2n3Dal8wP1As92JuunyFH7pxie7ZT7PSv/AHjHee2bLnex8YDgfvTuP+anNiw7MNmXUf35EM/qWvfJ16LQwXl1bfc++D+9/64GPH1NHTHdppyFxfc+3us/z2T81z5fkN5pamWW43WW7XWO74LLc9Vjqw0klZ6SYstxMWO3B8WdCcHPCci1d5w4tGXLitTq8/yamFBgsrPkttyUrHsLiqmV/V9IYp3UgzHCVsmhpxyW6NMYLAMxw4FZKkdfZslly4M2V6asj8SsQTR5pcvRemJla489FpNk1FTDUFS12fC3dERFHC/YcmieKUi7ZqVvqCmdaQDZMedz4WM9VocOXelCeOxcwv+8y2Qi7cYdi9NUITcfCUwvcNGMOl58VsmBD0ByH9YUBv4HF22WNxVdjv3klZbKecWBK044S9uzr8wI0rXHehYqo+yan5CRZXQxZXPZY6gpW2BfdqN2W1a1jqwVxPMtdOuf7COf7rTy1y4Y4Wy6sTrHY9RukmhL83ndp42fvD2tS/TJLR6IqrX/RsQ2fN4zsK4PPz83ie53/pi1/wp6Zn3/ON2+/9kScPnPQGkaA3krQHcLavONtNeM7eOX7rJ5e4+vwGZ5enWW43WOmELHcCVjoeK11BOwP5ajdhpWM4tSo429NMTvS5/uIOP/zShIu31+gPmyys1FnuBHR6kk5f0BuUkiRKBFqD7xnqNdg6q9m+cQhqxJMnEh4/FFBTdV56bYwftHnwyRZbNyoefDplx0ZFf5QyUU9ZWNFcdZFgYUXTrPkMhoIdWxIeeLLG9o3wwMERgahz09UQ1Po8diTlqaN1JAHbZhXbZqBeA98TpFoQJxAnMBhCb6jp9jWdvma5B/NtQydOufC8Lj/0slWuv0gzXW+w3J7gzGKDpXbAcltZMuimtHsJ7W7Kas+wnIH7bFtz/cVn+a8/Oc9lu+ssrkyx0m3Q6YW0ex6rHYEKdyR7Lrzuz06dWfiXt9zy6jhJknjjxu+cqsXvGICvrqwwOTXlHT1y+D997bZb33rg4OGNyyv9sD9M6Q8M3YGhM4TVgWB+IJnrxlx33jy//S+XuGZvyHwB8hqr3YDVrsdqV7DaNfaW201Y7aWs9OBsG5ZHBqGGfO+NbS7bmXD9RYapZo12r0aS+CSpIk4kqRaQuTOhnzDR6vPwIclwFHPrAy1EXGPv9oAbr+4R6RW+cs8MV+0NWOh2OHmmyXMuiXnqmEdsDEdOG376dUMOn9LEusVTJzTPvUhwbL7P0soUV10Y89UHBsSjJi+8wmfvzggjOnz5QcFoKHj0YEir7tPwhJVhgNYQpYY4NYw0tPuaqckh114y4IpdQ173whRFg26vyfxKg+WOPTYrHUm7a1jtJXR6iT1GPcNSX3K2J1noJDzv4rP8t3+xwCU7ayyuTtPu1mn3anR6Pp2+R7cvafcksQ5GW7ftWXjpy17+/vPPP/9XV9uryfTU9LMNKeA7BOBf/NR7OXns0doNN/3Tf3fo0JFfefiRR8VgmDKKNP1hSn+o6Q01vaGhM4D2QLAwkMz1Eq6/cJ7f+skFrjo/YLU9xdJqk9VujXYvYLXn0e4q2j1Bp6/p9BK6/ZTuQNPuG5b7gpWBoRclXHL+kMl6gk4SXnfjgKv3poxihScNo9jwqTsaPH2qydZpzbHTAR51LtquuOpCQ63R494n+5xdaHHthXVmZla57aGA5+wJWOx1GfSbTG8wPLRf8pabhzyw37BpJqQ36rKyOsUVF/b5+kOweWKCay/pMbe6yt37pmn4Ta6+AC7cNUR5PQ7NaTbPRBw7HfPpO0MGsUJKiGLDNReO+O4XjYhjj6k6XHGeoDdo0OnVWe2GrPZ82j1Fpydp96DTT+n2Ujr9lE5f0x7Ack9wpidZ6Y94/oXz/PpPrnDlnhpLqxO0e5a5O32fTt+nO1D0BoLeQNAfauIErrjyKrNr957/dN7u3R/Ze/7uQ8Dw2S7ietYBftfXfpdW02/MnR38/Pxi9z8tLPYYRoLhSDAYGQajlEEF5JreEDpDwcJAcaajue6CJX74ZYu8/saUiVqThZUJVjp12r2Qds+n01d0+pJuH3oDYy+aQXbxjAz9kb1o+pEhSjVBYPCy8NtXEEqD0ZLQ99gwodixSXLeNsPurQNS0eGzdyueOjTBK68NeOG1K7z3MylTwQyvekGf2x+NmaxNsm1rj288UOd7b0y59eGUPRtCmhNd7nw45Lue59NqneW9n5rhxZfXecX1HR49PuRLd/mYpMHuzQF7tgp2bNZsmIoIgxhtUnwvRSlbNhJ4UAsEcezRHwZ0+h79oUdvqOgNJL0B9IaG3kDT66f0BvZC7wzsXXGhJzjbNkxMdHjDTQv88EtHXH5encWVFu1enW4/pDvw6fY9ehm4+0NBf2QYjDTDYcpwlOKHTf3d3/2q+JKLL7i+2+vtu+7qS//fC/DH7votgsCvdXuDf7e4uPrLi0tDOYh8BkNJfyQYjASDoQPykWYw1PSHmu4QuiPB8lAy34EoHfCWV5/l+1/Q57oLPdK0xXK7yUq3Rrfv0x1kJ2Yo6Q8FgyEMR4ZhrBlFhjjRJIkh1ZBqwIBUAt8T1HxoNSSTLcHWWc2OzQOmJtt8/VHDrfcGBHKS6y4MuOaSDg8c7rFv/xSvuNYnbCzzuTtqvOaGkOmpRT57+zQvvU7wibsjttQbfNcLO3z2LkNDTfHS5w554FCXfU9Pct3eGtdeMiQIl/jS/YrbH24w0wjZOeuxZVYw2ZS0GlALwPcNStrjmaaCREOcCOJYMIoNwxEMIsNwqBmMLFH0R5YkukOY70kWuhCLITdessz3vLDDW25JGUUTLK426fRrdPs2iLWbLI/hyDAYaoZRynCkGYw07V6MCpp6embTf5mYnPzN0Wg0fO/vvP1Zw9izahPWa4mXJP1fTqOln5dmJFuNGkJqe9UJiRC2CUcIhRACKVOUACVBKoPnGXylqXuChX6DD355J1++t81rrlvhe29c5arze8xONVhqN+gOQvoDn/7IYzBSDEeKUSQYxZI4gSRVpCloY696KcH3IPQNzbpmeiJmx6Y+ienx9KmYT9wV8MShCWbqda672OOm53S44/E2X/nWJDdcHLJpdsDn7zPotM7MRMRSZ2QvGmDLVI+VxRAlarzg6mW+dGeNE3N1XntDnyRd4msPbSBOazz30s18z/Pb7NnW5s59Ho+cqGOOhOyYlcw0BY2aIAwEnhIZyA3aWF2epPaijWLDKLuIhxH0I3v3WxkJVrogvSHXXLLKG25qc/O1MRsm6iytTrPardMfBnQHObgVg6GkN7TE0x+ZDNSJJYpRyiAyxKlicbEnl7r8u+uu2bjrnb/8tgff81//r3d53rOTNP97B7jp/E9Oz20lDKO391efeE3UO3GjMnFQD0MMCcYYBB5CgEQiASkEUkikwKbZlUCpFF9BoCD0NHXPMDFULHZmeP+XW3ztkS43XN7mra9a5dKdbTZM1YiTGoNRSHcQMBh6jGJFkkjiVKK1QBthwS0MYZjSDBPCIEaqIfPtEZ++V3JsLuDwiWlMXOOiHT6Xnqd4ziUdhD/PQwcm2DVb44rzDbPTqyy1a2yfVSA1n7s7JERSDw3f/fwBH/xcypmFkI2bFIvdEY8dCtm+cZrrLljg9kfafOvxSYajgEvOm+Xa8/pceV6HA6dXOXbW8K3HGhw+3iAUktCTNEOoOUxuDKTakKQQpRAlgt5I0BkK2hHEOkGoIVft7fBjt3S44TLNzk0+/cEM88sNy9jDgP7ASpzByNam2zsqhXQcZcw9jLS9S2R3i0Qrlpf64d0PH3rbr7/7U6uTE0317j/94u8+drzLe37p7zcx9PcK8N9638eg9QZa3Xf9jO4/8V9EPNfyPYmpBSBiDCAwlrmFQgqDlDaQkkqglMJTEs9L8ZTA9zSBpwl9qAWGepAyVZN0Rj7LqzN87JuT3PH4gKnmgDff3Gbv5lWS2OPCHYZL9iiGI+uWpFpijFVrSqaEQcLBU3BkXjBINB/6SoPV3hTDfsBsXbFtxmP3Vo/ztwuuuKBNKpf4X59u0WtPcsOlHnt3dnnkSEqnXWPnXmjWEzpRjTCQYAyB77M6hJNnJRefF3LZ3iH7n47Yd7DODVfM8M9fu8gffa7Lvftb9AYeS+0W52+vcfmOAS+8tMt3P79Le7DEn3+lTj8OOHHW59EjAYFniQBAY6VWojVJBFs3R1x2SR+dxuzdOuKfvnzEZMNjy3RAFNc5ebZGfxAwGPn0h14GasVgJLMNhpEp2HoYWRPAyjz7+SCGQSTox4KR9nj6VJvH/uL2qUvP3/JrL3/B+el7fil8V7T0pwSzP/qPD+Dv+IMvc+PNN6uf/fW/+OctvvXbb3zRI+HFu0J6gwZKGgfY9lkKgxQeUoKSEqWEBbcSeJ7C8yS+lxL4KUFkCEeamm9oxpqJGszUBb1I0hm0ON5u8Y4PzEIaI0m44uI+l+yKGEUCo1OMsYGalAIpJUEYsO9QwMHjNeqBT9OTbGgK9m6TbJrx2LZRsnur5uLdK8Qs8T8/1eL4sUmuv8jngp0a6XW49YGQ6YbP7BRMTwxp1msorH/dGQQs9TRLbcNqt8nN17V55OmIQ6c8ZidrPPeyKf759yzzPz8JDxxs0hsaVnsec0sTbJ2ts3FmxLbJAb/0Twc0ah2eOqF59LAiDA1SaaTIdJYxGA1RJLhkV8I1F6UI4xHHAZhphlHImQWf/shnMPIYjhTDyDK2DfQlg0gwHMEw0owizWhkn4eRtho/yjcYxBbcvVjQjiTt2JAMhgxWHmy97NITv/2b7Svjs70f/4POXD2d2PKD/3gA/nt//HmuOn/a/8xfffzHHnz8+P+4/a5F/5EnJnjHT3e4aIdGSY0UGikNUmiUNCjpo6TBUx6eMhbQyiY5At9uI18wiiShrxkFKfXIWM2ZWGtvKtZECYxiwTCRjNKQOKlx8EiLxw8YUgM6M5SVsHLHV4LQg1YIl26CVh2mmpLplmJ2ymPjNOzeOmLbxlVGZpl3fWKSQ4enuPZ8jz3bJXt3rnDfoREn5qZ54UWS6QlN4A2oSR9lsL66BvSQ5U6N0wseN1xR57LzOzy6P2TDpKRRa3H1RSn/8vUrvOuTmsdPtWj3NO2OYmHFY8NUi5nJOlOthIlGwnQj4tXXx4R+jK8SlLLHEmwBmNaSKFEsLyuSxCNKFFGsGMXZcyTtFkvbHBILRpFgGMEoMhbYGWOPYkMUa4aRYRRnrB7DMAN3N5KsxoJunGKGA67atcI7fnqel112Klyeq/0P6X9YD4Or/mT+2CfiTbtf/w8f4O95/xfYNDvh3bXv+D97dN/B37v/8aO+aE3x2bslUgp+7adXuXR7iqdSpNQ2kJQW9Er5KM/gKYXnKXzP4EeSwHMAHiii7OTEsSFKNFGsiRMbZOXZviQ12S3boLUNJvNkicgCV09auy30IQwljZqkWVNMtiTTE7BpOmX31j4TrRU+dnvMnY/PsLo4wRW7FOdt87hg5wihVvno1yfY1FDMTEo2TI24fZ/k1FnFxVshTgXnb0p50VUj9h+cYqktWG63eONLOty/f8jh05JmTRL4k1y+F/7jjy5y+xMDPn3bBha7sHtTykrHY6qlmGyFtOoBzXqdWqipBSm+py0hSAPCWCIHtLZ3j1RLkkSQpJI4EUSJII4lUSwYJZbtowRGkQ1Qo1gTRZpRYgNV+5mVJaMYhnHO3JJOLGjHMBjFEPW5ctcyv/5Ty3zX8zSdziSd3kGfsPHusBWqoL79D84e/VSy+bzv/YcN8DhOxMGjc//ingcP/MYjjx31p0IPEhjWW3z2bskgUnzfjR1+5JYuk60E1a/jSY3yUjyl8bwU3/PwI4/AkwS+YuRbQEeBsCcmFkSxIkogjkvLL0k1SWoKcKepwWSsbYwFNoCSAiUFnicIPEEYSOqhpFEXTDQMU62UjVMRm2a6IFf4y28oPvilWTbUaly5W7Brq8+urZrdW1b5/IOa5ZU6V++UTE1Ipicijs7bzJ9SkKaSVl2xbXPCtx7VrHY0c0shl+9t8OJr2nzt7pDpJoRhgFKTXLEX/tmr5vHlPJ+4fZonT9XY0onZMJkw2VS06pJGXVEPPcLAI/Sth+9JkNIU3xFjL2ptBGkKiRakib3gktSSQE4QcaKJY52RhSHO7oo5uEcxDLM74yCTJJ1E0E0gGg6Z9Lu8+fWLfP+NfV5ytaDTbTGIaqQ6ZLR60E8S9dvGGF+q8F3Z9fcPE+C///7PorX+udsf3v+fnnzqeLMRKjydI8tnKFp85QHF3Y/XWOwu8fY39pmdSugNErxhiK9S/Ngn8HwCLyXwPYJYEwaSKFJEiSDK2Kdgo0SQJMqetNRY608bUm1K1naYWwiszaawd4YA6gE0appWww722Tg1ZPPsCnftj/jDzzc5eHySXZM+e7cIdmwO2LFZcMGOHsJf4asPTDMdKmYnJVNNw1RrwERLE/jW9tQaRpHHajem009p9xQLqz7dfoubrz3LF+7uc/BMi3oY46kAISbZu13yIy9f4oZL53jf5ya57/FptnclmydiJhqCZs1ekGEoCX2J72XWoRJIUV7IxmSSxZR+f5pq0izVnxTEkAPdAtreBQ2jDNSjxEqSQSLoxBbYwyhFj4ZM1Nq8/Y1L/Jsf7lMPQtq9OsNRjVHk246qVDFaPtKMYvFrExueo44//el37rrodf/wAL7a6RL4/r96zx9+4j+dOHZislUTJNrgpdYLlgg6wqMvm3Qij9/5iM/9T63ypld0ueX6DjOTEb1BjSAOCPyAMPAZRR5RbLtfokARJZI4kcRx9pxmAE8zlkqFLaPNLEBjhMW2sUGskJk0UbaQKvA1tUDTqCU0awmTrRGbZrp0Bj3+20c9bn1olm6nyd4Ngl2bBNs3WnCft3VIq7HMB78acOpMk8u2CqZbiumJFG1GdAcCT1qwaWNZfLKRIFXCSs9ntQNnl+tctKvOj9y8yl9+NeD4vI/vxSjpY0yLOFVcsXOZX31Lh6890uN9n9rAmZMNtk7CdD2lGabUwzI+8T2Jp7LAOcsn2K9eXuj2wgedapLsDmeBbskhSSFKLMCjRDBKM9ZOoJdIC+xYk0YjJmtdXv3CFf7JK3rcdJVG0mC5XWMUhUSxn22KOPWIE0Fv8ezkKDlw87U3HnrnHV/+PW685Wf/4QD8137zf/A7v/WfZX3q4msfefzgZM03pEaQpNarlQIbQEqBLwU9WaMTeXz27hq3P9jklde1+aFX9nnJc2KmWgFRFDKMAka+ZYE48TNJokgSlYFbkqSCJJFZjbjdrN4W6DHmtn66Rinwlcb3rYZt1mKa9YhWY4BSXb75mOHjd05w2wMb2NJUXL4VtsxItmwI2LZJsn1jxN4dKzxwcMinbt/EbKCYnZBMNCUbp4c8fdJw+4Mh0tiLKU0FAsVLr425/dGIhdUanV7K4orH9o0tXv+iHg8favPokxtoBAlK2budThuMRortm0P+yU0rbJ2a4xN31vnWI9Oc6tSYCQUTNUMz0NQCCLwUT2U5g+z7unlrk0sWbT3znNGTDNhJCrG2hBGnMEosY/cTQS+BQazRScRs2OOlL1rln7yyzcuvS2h4AaO4QacfMooCosQjjjz7nNhzZglJ0BucedXXP3/Bry/F5/3Klz7z++mrvuenv7MBnk2Tqi0uLu7+vXf/8Zueemr/P+t1ejRq0mbWUlCJBblKwBPgSwiloCt9BoliOQn4+B0Nbn24x/Mu7fL2N/S4am/E9KRHmgYMhgGj2CfOGCFJFXFqEzapVqSJINHWOdBGoHVZeWcKcBuktD2RvtIEfkqjHlMPR3hqxDAZ8tgxzXs+M8VDB6fx0pCLZg2bpwwbphSbZgK2zEq2bYzZs63L2dUOf/qVJiausXWTYLLlMdk0TDQiBmmKNopACoTMGFwrlKdItKY71HT6KatdjzOLdS6daPHmm1f5zfk6h+cbeF5spY3xSHSNUSzp9gNedGmXF1za5tEjJ3jPpyfYf7zFwnKdUErqvqAVGmqe7T7ylbFJMjl+vigCbq0hyVweK+8gSgWRtsAeptCPDaMowTMRGyZ7XH1hl3/zxlWuuzih1fCJRi06/ZAo8okSy9pxoiwpZYQU53fdRDKKYp/e0i8GDZX05Obf+PhH3jv8/h/8ye9cgB84cIBms3HJU08dvHtlZdGPo75o1lV2mxOZDWiDHyVsIOQlEEhDqAQDJeh5IUPfZzmq8cX77QDM73pBm9e/bMAV5/XYtWHAZNMjSvysQ95jFFl2SLQkTVUGbInWYBBlGJOBO/C1ZTgvxfdifBVxZiXhwGnNHfs8Hj4ywT2PT5HEdbZOGDa1DDMTgtlJxeyUz6YZydYNCds3DpieWuajX4C7Hpvi6u2C6QnBRFPSamhajRHdNCLwFV5ipYIx1sFgJOkPUzpZAVS7Z1jueMwvT3DjZT2+6/nL/NFnQppLEiViC0jtEScBo1jSH/psmKpx/UVd3vv2Hvc82eHhIz53P9rixHKN/Yt1QiWpKyuPAs8Q+gZFRuTZYcmZPDVWzsXaMneUwiCyUiU2CSaJaQVDLto64LLz+nz/K3q86oaYVuAzHLbotgOiJGPsAtiKOPEyQFtwW1kpMsALBsOBkL3lXwkbMvXD2d/+sw+8r/8jb/mJ7zyAnz07x6ZNm2t33nnn93/1q1/1o9FA1ms+UayzOhKNSoQFdWrKZwV+Cn4CNWWop9mtUIWMAp92Uucvvz7Blx8csHN2wGtf1GXLdMJ5W0Zcf0kfgWJ2RuIpSZp6aC0xRmbMnd+X8+SRxgjbFDAYaaSX8K0nPQ6dkXzx3gYHTrdYXa0TCN+y9YxmsmF98KmWx+yUx+yUYPNMwtYNA7ZtWuGux6002T7psaEFE02PiYZgspkgZcQTxxTtvmJHMxtua2AUSzbPCi7ZPeKbC4b2wNAdWBZfXA2ZW5riDS+a5/GjS9y3byO+MjbTayBJrUQbRorB0KPdC5huNXnJVT1ecW2fpZsXOHgavnBfjUOnQ+7f30D4HgtDj+GSQgqJECLT5CIDuclAbkiNxqTWxZqZGDEpYq67bMB5m4dsm4n5nhdGbJkRzEwoBsNJllcDC+LUI46tFLGyURWgXrvlpoCNmwa9Hv7Q+9UX3fQ8ef31z//NV736+4abNm3+zgJ4GIbekSOH/8OxY0f+f4NBT4aBR5xoQCKEQUppEziJQUpbHORlDbx+astSgxTC1FBXgqYWDFPB0PMZ+T7tYZ1HjyU8cnQWoWN2bhpy7Z4Bk82Um543ZNtsTBonGJ2dOFNKEzINKpUh0nDPo3UeP9wgqEkePNTg9FKdmucxEUh2zximapqJmqFVl0w0JJMtj6kJj9lJ2DidsHlmyM7NHVJW+OCtUywtTXDlTs1ky/ZYthqaiUaMMTH3Ph6wtOxzwYzNLhoDo5Fk05Tk+ZcP+OZDKd2BpNdP6PQUK12fs0tNLt874C2vaHPvk3WOLE2ghAbirMbEzxI0gv5I0hv4rPZCJhotpieGXH/hgBsvH3Jmaci+Ix1q9ZR9hz3ufTQkNRIhBUWddmEjGjAatCZNDFs2JNz0vCHTdc1VezQ7NgqS1EPrBqPYZ3HF3j1tY0gmFWPL1nmzSF7nkySCOC3Bbd9nII+tZOuvduShg4d+cePGLd7MzOx/BJLvGIDfecftfOELnw96ve6bDh08GCiVuRVIENqyp7TZQilBZRaeJwWetq/9LLiJ06y2OTU0UkGsrRYcBYIo9Ym0T6wNp9oTHL9XI1XKFx+KaXgJ2mh7kozJ6lqyMyik3aREC0W755NEHqEnadUMF8xCMzC0goR6CM2aoFFTtOqKiYZXJHpmpxI2TQ/ZsqFLolf47Y/UeejALLs2GKaaIgO3oFlPadYimo0htXodPwv0RCYLUi2IEp/BYMjqUDMd2lrt7kDT7ipWGgHH5ya55vwRv/DDZ/mtj3icWK2DSNEmQWuIU48okVntiKI39OgNfNrdkHqtQT0Lll96VYQfRFx/YcobXzwsEmkiOy9ClNF3Tg6ptlbjVEuhZMBw6LG46mUVlxbMSaJItI19kjR/lhnA801kn5fulv155r8nIkvCWZm0b98jQX8weFOr1XzHt751R/LCF9747AP8wQcfQAoRbtq48T1PPvH4LmPsHGurft26EkMqDTK1z0pCKsmsQxvYpKnBzyN5nVfEWXsxzbRhom3NcxRK0qYk0R5xErIY2Qy4MWXewFYkgifsHcPPspVbmob6tCH0NLVMm9Z8QT20WyNUNOoerYZioimYbmmmWwkbpkZsmumxffMSf/A5zSdu28TmSY8NLc1kw14MzToW4PWIM8uaA6dC6oGNP7LyEFItGI48LtyWsGV2RLcX2oaOQUqnr1jtebTaNSYaU/zwS+Y5cHKOP/nMjswy1GidZJ61xyjK60ck/aGiUfOohz71wBaNBUFK4CeEfkotSPFEipKpLY0QxpYnOz55fvdLU8nisiTVEq3zZ5GBXJJoic5AnKZjoE6FA/DsnGUAt+/J3ltCS1N7TNJUc+zokV03veSl72k0Gj/14IMPjJ7znOuePYAvrywzPTXd+OY3vvauffse+lGdRsL3JNrYElchNELmEsWQpgYlM4ArTZpaNvdUZlVlvnVe6pmOWVjF+9zeyjJzxuTgru5fXl4rhclsSfu3AmnwvayuxYPQl9QCQS20CZN6zaNZF0w0YLKZMtVKmJ6I2DjdY9vGZR45POTPvr6dZi1ky4RmsiFoNhSNuqBZz3z0+oiHjgoe2F9jz7T9+yKjcG2gP/J47iWGi3YMuefRSfoRDIYpvYGm05OsNnwWVurUwil+6KYl7ntigX1HtmAvWU2qUxJtsmSMrScZjCSNmqAeKuqhJvT9DOAa39P4ymaHlbL1PjbTmTG5c9zyhJBNConCjdI6H9HhWLGpzJwXkTVc2J8V77N8hJubSDJQ5+c4zzQbA/3+0HvggQd+9LnPvV6/7GUv/5n26mp/cmrqWQL44lm67eV/feL4gR9fXZ4jDLzCekolSCFJdcbe2gI7VRnQU0GqDJ62761vbetE0pQKqHWWhUydOpIiWZFbgC64sxNm7xylPFLKZi29rFMn8CDwBaGvCANBLVDUapJmTdBqGCYaKZPNhKlWxOxUn62zKzx8uM+/ed9mTp6Z4oJZzVQDWnVJs65o1qBRS2nUEnx/xCAyeNIjVBSaN5cocSJJU59WkDBMNb2RtO1zQ6vJ211FPQypBS12b4n5b/9ilV94n+CRA5vBSFKdkqaaJImJYs0o8hiOJMORpB5CGEhqgSEIFIFnCDwLcs8zBcCVtOemlCoOyAGy/IHJAW5EUdNS1rZQgLxgYp2DOP+5KIGtq+BOs/Ofn2OjDUePnRKN5lM/ft55ew5Fcfxr/zsY/VsD/M5vfo7VlTM7jh1++rmry6do1FXBTqkGlYFcaYGU2ReXGdCVQac5sLP3OgewyQ5glmVzvFqTsbbJaklM/rqK7RLg0t5JlLQZPU/axIdlb5lVJsoMDNJKlJqhWdO0GikTjZjJZsTM5IDNs6s8eLDPL/7xLIdOzrBn2jDdINPcimZd0qwbGmFKqx7R7id88s46JvUIlA2shSi95ziRKOHxuhu73P54RGdYy1rAUvoDRXcgafQ86kFIGEywd0vCb/zzJX7pjyQP7t9kPX+dWlsvSbPxFpJRrBiO7HcKQ0HoC0LfZN/XBvWeMihlCrtWZDUrgirQSybPU/w4bG6txQLwBWBLUBfv0yppWXCXwM7Puz3PtrziwMGjfOozX3zuZZdduuNjH//0yTd8/98unf+3Anins0SrNbP9iX13/G6/O/d6k7Sph77dYZNXrmXsm9piplRDKkUmOXJQ51/SfmHj1IzoyrM9oLmdVTokpmQbynR0nqkUDsCVLOszfM+msn1fWgAEglpoR6zVQ02rntLMwD3dGrBxum3B/YczPHZkI3tmJRuaKZN1WzjVrCsaDns36hFGRMwtTyCFXeZEVrKIltG08dkybfB0Qi8RDCLbwNsfpnT7knqoqAU+gV/D8ya5YnfCb/yzs/ziH8ID+zeSGkWcahKnbiSKNKNQUQskQWS/X+DL7KLOC7EswO1xMdmxckHu7usY0MnOb266mLwcAofZ8/djd2OnLijfdM7eBaFZPHQWVkGcef3ll1+R/sDrv+dnz84vnNq86W8+b+VvB/Dlk4wGKxeP+gtvSKN5GnXP1jMoUX6x/EvK8gsnyi3bzK7YdAzU+ZaxdHHrcpkbt2jKVM6IKHS3yIwTUVYLKonn5QAXBL4tja2FhnqoqYcpjVpKs54w0Rgx2bTgfuDAkH/3B9PsO7qRndOKjU3NZF3QbEgaNUWjLmnW7O9o1BJCL+Kep+HMUkAzMEhpJYoQorzda0l/6LF1RnDFBT3ufrxFf5S3g+ks6FTUAkXgB5mGnuLy3Sm/+RNn+YX3Gh7Yv4nEZEyeGuLU1r9HsSEKJEEgs9oUWdyxPC+TaZIC5DnA88Ks4mgKR/rlshDrtuTnJDUiA3p5zrX7PtPXJbBxAJ2DPGPuCtAVR0/Mc+LU/BuefOrwuzqd3qm/FwY/dfRuwlBtX5x77Dfmjt9NLTCkWpOkwrohzhWsNSSyvJqVqd7KtAatRBXc2euirDUHOPboFoxSckzGOg57Zz6vksICXFGUw9qmCQh8Y+u+A1tgVQ9T6jVbi9Kqj2g1B8xOdnjwwJB/8/uzPHl8E9umPDY1NJN1aNZtFV/J3ppGLaUexgT+iMcOeSws1Dl/M2UtSHZN6sxJGYw8LtgpuGJvn9se0fQjySCySajBUNMb2OrAwPfwvQBPNZBSc/nOFX7np8/yf7/H8MBTm4i1x4ZUW4DHEIW2djsMtQV4dreyBVgi27I6FVlKOZGDPQP3+CMnlRzouWwcT/nnLFyNncbliAt8ColSmAqpLcv94q13I1TwG1ddfuEbvnzbPaduedkN/+cAPn/yW/zJ/3Mj3/fmP962snTsOpOuUAsD4lQjE0mqQKamEogoaV2PXFdrReU2VrghOmc3Koxt0+0lc2McKzA7E+5tVQqr+WXB3tY58RR4HvjKEHgG3zfUAk3oW3DXwoRGUWjVZ2ayy4MHRvzr/zXLkyesHbixYRNAzVpWolpT1nUJddZwkFALYqQa0Yt8pPLwlUEpMhYvAZKmedOBTzOIgYRuFNpWsciOYugPJWGgskDRx/c0SjWQ0nDRdsN//xdn+b/frbn/qc3EqZ81GBui1DDyDbXE0eC+xlf2Is9b/5SUSFUepxzk7vEs0vpjwXwpVxzpqPNa+6qmzkFsTBXY9jhkwDa5wZA3poA2kjNnV7n9rn3XnV3sbPuFn33TqS/ceh+vfsX1/2cAHo9WeOvPfXWq3z39F/HgaBCGHnGSIoRECWsBKZnLjwzkSlQki/1SbtCY62sq4Ha1tpuVLJg7y+TkJyPfCtck37LbsKcMvp8B3NcEviYMUupBSi1IqNdiGrURk60Bk60O9+1P+Jl3bWL/iY1savlsrGsma4ZWxtyNmqJRU9Rrxm6hph4m1GsRR+c0f/qVFmENfMepyHfbmNJi6/YDfuSWNn/29T7zizUGeRvYSDMIUsKhLMtfPd+x9wwX74Df+78W+Ln/kfKtJzYxSGpsTAVRqmn4MIoNtcAQenkJrb2DeZ7OAC5sM3d2p8vJwcqpHOQChAFTUnpOMK5s1EXgb5w78No7c/lZTmyuweC4LJlVbITHvv0ngquuvPSjJ08vfN/2rRsedWHwdwrwqPeg6CfJDf1ed5OS1naydhw2iSNl1T7KgO4GINqQsfiYQ1IckKw+Qpdau2BuZ1/yw+0GRjLrYpHCBXdW7+Jp2/Lm6QzgNvFRCxJqYUS9FjHV6jOMe3zhPnjHh7aw/8QGNrQ8C+56Ce56TVGrqSwxZAPTWpAQBglhEKFJ6I/qTAYCTxrLjEUInF/M1lOOE49WU+GJEcNEM4hF0cgbjjTDQDPwFYEvCTyFpzyUCrKLxrB3q+A3f3KV3/mLlNuf2MCpbothqpj0Da1AE6WG0DOEiSHwcovUODpclAyeOT35syv9xh/lOak6WrnVl4PerT0vz7lxNLvJkl8lCeaJvdxDj1PDHfc+uefaqy56/9xC+3n8DdL43zbAe6tPY3T0mrnDH/oDPToz5Skfg0ZgGSqREqkM2p3X7fil9lbl1GfrsruksKB0zgiiGkyuc8kWzE0ZINky2JzBrVOQ22J+5gMHngV3mAGyFkQ0aiM2TPVYaA/4zT9r8P6vbiIyk2xqKTbWNVN1w0SRwre9mo3Qzjiph3ZcRS20F4rvjbj1QZ9U+5YtZWYRyvJ7lK1jkjhVSOFz83O6/P5nNtCNfSYzFq9FdhpVzuC+UhmDZ+wqDEYLLt0led8vtPnzWwf8+gc2c2Z5mt6Ex3SqmEg0dd8Qxibzw20MYvs2heOmZNLOBbjI2NxlFBfkBfmYkowqUsUhrjEZU5WnmRY3ZbxmZYrI0viCR548zn9/32e3/Puf+YFXPbTvyOeuvXLP3y3AB+2DGKN/JhmtbJMKFDorYsoG8mT+dSolypUoRqBT10PN9XbZiJADumwpE+dkbpe18/LXgr2zjKmSpSyxt+Msk5eNmQj9hKAA94B6rc+tD2o++s0J/uLWTWgxwaaWYEMtkyU1aNREBmpJLVTUMvauBbq4E4R+jBcM+cr9U+jUJ1QUoCl0bVnTlJ1AhZIet1zX572fiOgngWXx2BQd7YORttrZs7NhlKJgcHt8BNOTkh+7pUPdO8NffbPPrQ9t4GxSpx8oJhNNw8+YXEHgmSwuMQWL5xeOksJJ/mSxQ6YFK9lOh3VyFs9BP+56lSxeTdJZazjPSFfBnRa9o3YzCBYW29sef+rYz0glP/d3yuC9lScR0nvbmUMfel4crdjhMkpX6kyUEWUg6QSZ2lgdXsiTHMwOyEutXWrU9YBdAXgObEwW/WeZOWWKLF0F3MrWZAR+ShBEhH5Eqz4gqA348y97vOP9Gzm6MoPv19hch9lQM1HTNjsZ2jFp9ZoFdz1j71pgsgDV3hHqYcRyR9NPApSnCKQuXIqKBqe8uyWJYhQHhN6Aqck+7VGTYSzt1KjAEES2dt1am6oMDoVdTIusfkRrwVRL8sMv7/LS5y7yG38y4gNf2shy3GIQ+jRjQcu3TRChEgXIfZklfpw7XxGoC+dYOyw+TuYuEVXPY5XBS3avytN8S4sEUk4AZZ06QjC3sMqXb3/0eb/4M9//tvseOfhH1199wf8+wIf9s9zxl7u59Mb3viAent0os+IcoS2otLSFRFoLpBaZrWcBbtxMV+aXGtz0b1nzUDkobpNCBdimOMBClF3jOXNLacclSGWBXXTlK43vJQRBTODF1GsjwmDAk8dS/ur2On/6hQ2cWpmmWfeZqRmmA0OrpmmE0MwKsGqhtKn8UFILrHdeC22gGvqWvVvNIV++XXHwcIN6nlDJ3QkHIfmFnWaFSlHscdleeOk1XT729Vm6dY9WYodnjiLD0NN4vi5tPimdC8dUEjNJKtk62eNXf7zH3m0xH7t9kn1Hpxh6dXqpR9MTNJUh9PI5MFkRmrLH0xM4jSlO0syxYdcwuQvw7AvmLYK505LXChmHzfNaogrYnc8TXco5g3Vajp5c2PjJL97zgl9++7/9oxOnF9i57ZmTP38twJPREi984/6fmD/2ibfqeAFP2bVvjCSrbJPoDOCeEWijC3Yq2sYqxTulJVg4JFSdEnIWXw/ca6ZfleC2s1Tss5cVFvleguelBH5EPYwIghG9eMR7PlLjfZ/bwNmlKWJVZ7KpmA0NE4ENzlxwW8ZWWTGWyNjbgruWVe3Vwpg0jXn8aEA/DpkJstu/zEEhKt/NDTSTRDGhPC4/L+Kj3ohu5DEIBPU4086xxo90ViglUVIglJ3CJbJTaLW9PeZJKplo+PzcD/Z406vO8oef6/DeT2xgud9i4IV0fUXDE9QVhEpboEtjcwXZPhcgLwBuqvbhGI1XYqUKWY0zuRh7vxbsqcvoju8OkhNnlpmbX33rkwe+ee+Zsyvv+99i8FH3UYLmJY2zB//nlXrweBD4cXZQjS2GzQBtnK71ai+kU4lmRFa8k78u2RxTArpC3IbKbbEEt92kw962gMhWynkqzYZzJvheQq0WEXoj2oOEex8V/MFnp/jqg9Ms9Seo1UI2BjAZaFqBoRkY6qGVJQVzh8rWq4SSMLDSpOaXIA/8hEYt4uxKwme/OcMIj8BzwJ03FuUaPAe3sZV5caowxud1N3V47+f7LKw2GCSCUWytviAGP0qLBI2nlHU+sgm8+TEqLxzb3dSoK7bMDPi5Nwy5Zu8p3vvZSR4+MMFSr8lQhfiBouZJ6hICZWyVZVZSnGc4qyB3gF7ekBg/ZYW8NKLK3OAEmiXgC4mS39mK9+Vr2zoDOhV848HDgVf/xpX/zy/908bX7z/Yf+lzzy1VnhHgaXSSUbr8XaHf/tlUnQDlk4uEXEoYIzKAy0yGVAGeg7z62q1tyG/bbgFE9eAJjA1yxoEtNCJjbumA224JYRgR+BGrvYRbH5R84htNPn/vFAvtFqpeY6KpmPJhIrBBWCMw1AOKuvAc3FaaKCtNAkOYATsMcjcmJvRHPHJIsjgICT1JIG2CRzm3+lwyVzraU5G1eHnM1AXXXdDj03dP0098homgFhuCyPr3nmeDTTUSWYcUiNyecZlSZ9V9RhAnHo2az/e9eMBLn7PMF+/t8vFvNLnz0Unmuw0iL6AfKHwpCaQglBDITJuL0nLNWVyKamItZ5815bY50I0jT5yLMAdunu7PAZ4aYZufsy1BFBLHPhSPHl/livboZz/85Qdva3eHH/9bMbgxi8DsxmjlL79XRPdQCyMMaamZscA2Jpch0gF7+bnR5b/ViIrmpgLwtZRQVLblwWQO8Dx5Io0t3pcaJW0hf+BbuRD6MQvthC/f7/G521t84q5JljtNRFAjbPm0PMGUb4Fd9w31HNyBoBYKWx8eSGq+HahTCyjY2wJcWzfGSwj8mFow4vN3h5xeqTPbEvaWX7gQ6wRmhUQpdfiGKY/vfn6PT94RW4DHgpEPYWLT1n6krbXnlCFYVnVATkkkadaEnf/+Zm3Em14x4DXPX+bTd/X47O0Nbn+4xXy7QaICBoFnx+RJgS8lnrCM7ktQwqCEyM5Dqc3HSoGcc1lqcleq5ASX4tilBpL8mdxFAZ2tjVSCJXtOE75256NcfeG27/13P/Fd37zlZGdhz471F6U9J8DPzJ0lJd3TMKO3TjWPkERNklhikGVjrwvkvNEX6bC3dAAtimABR3fnB6LMlJWBZJmpNM6mM1mSsXY2zzDwE8JaTBInnFwwPH7M40+/MMVdj7c4M98kDWt4LbuA04QHTS+l4du52rWso8cydA5uW5FnwS0KgIeBIfS1ZW4/JfBt7cpjRwxPHq0hpE+gcDKOIgsyS5ivAWGW8ElSj8vOG3LF+V32n6rT9yWNJLXgVhB5Jgues6lVUiLJkzLS/nbXksviIFsW4JEkPoPIpx6OePPNI255zip3Pd7lA19o8sSxOkfn6yS9kKTuMfK8LENtbWBP2my1ErYzv5AuYxdvYeyMPWuHyXPGTrLPkkKTG7RbcIQGk5bmukntb0s0Z55eYibsvzWOz76bdGXhb8Tg//39X+Lnfu2D+MFGtaF1iAu3NHnJVSlX7o3sTD8tSY1lBm1KwJsxmZLbV8ZhbsZBvu4qKqUtJUXe+mbbq2yrlQW256UolSBUwtlluPV2jyeP1rn1rgZnOjWOzTfAC1Etn4anaClD0zPUvQzUnqHmQxiIbMZ4Ce4wsHUgoS8JfQgq7J0S+jqzHRPq9RGH5uDo6TpKelaeSPfWzphWHguwilYwj/O3GS7e2uOxwzP0G5bFQw/8xODHWXZW6SIDaetHcpdGFsc0v6uWmeWs1SxVxIlPGAVsmIj4/hePuOHSNnO9Nl/5Vsj+oyFffqDJ2aUQI31i6YFSRFJCttJGnsqXiLI4i3V0uSmlRVGJWGF0XdYVFf202gJbayDN6jns58KkgMXhjZd1uWzbZxHth1Q9WmS49FFqs2/89gCuDbz2Va/bfM9DT7/vfR+6X/hs5fxdI7Zvivnx1/a4ZGdMo56wc7sm0AKhS6BrrTJ2qrJ3BeQFwM8B7iKYKVlbSYPIGmaNStFGs7AAT59UfPi2Bg8eCDl2vE53FNJPQ/ACZNOnpgQNDxpKU1MZqN1qQl/Y9xm4w6zMNMxAXjB3Xr/ipxlzW3CHQYwkpt2XRCawqXCp7fBLUfXAXYa1pOS0gaWSOPUQRtFqRsCIQewz9AT1xGRlsFlyRmnrpBS1N9IpBZAloNy/kcoC4H6SjVGOfQI/YMNkxNYNMVfsHNGN+hw90ebhAwF/+bUG+0+ELC0EJMYjUQotVNHAbdOz9uotG7zF2Nl0/+Nkg9AlMxevM7bWFtgq23Zuj2nWEy7dFfFj391n26aU83doPPOUSNKr3ze16aU3ky6f/bYZ/N+89Rbx0a8+vHexHV0wTEIGXsDDR0IeOZRw+8NNlEjYsyPm+1485PpLRjz3yphUa1oBTNVx2FraeuECzKLIUp5z/SuR17fkXd+aUWJY6Rnw4fgpydfvC+gMFV+4q86BYzV6aUBifFA+eAEqVARKUleGRg5qZZ2CMAd31q4W+BB6tukhDGx5qmVvQRhAGJQyJgd5XsuSuyenFlM+fusE8+0605O5Zq2yd1WAuYFm3t8oGY18NswofuDlQ257qM/JdoN+IGkkgiCGSBm8BLyYTJpRanGcURDIsrQ1a04oW8nshN4kVfheCXTfS/D9mJYXc+2FCddcMOKHbhnw1DHJF+8K6YwUt91X4+TJADzJUt9jGKsM0BKT36LOZa+U1kp5ledpXWNX/RJGM9VIafqa1Giee9WI6y+J+L4XD9mz3a7P1AwEqfZIkhpxbCDuX+DX6nvDmVfMO4f3mQE+v9ytb5pufOD2hw43RKOBMRqUh9ExnSQBk/LwQc0jTzbYujFhx9YEnWquvzTie28aYrK2o5mW4aLzY2ph9h2KMyxZ/2EDx2gkePRpRX8k8TzJY0d8PvrVGkZIlro+x0+EJEahfR+jPPB9pPSQUhJKQU1moJY6S2jYGowgS1P7RS8mxazxEty5LMkbIqwsseytCb2MvTNAhP6I2x9V3PZYExEoQpWPLnbckzFiK1wkXeYF8s700cjnpiuGvOjqLn952xT9JGSYQOhBlGSzZPJam8xBspJBjun8nMlFNaDN7haJn417SBV+6pEkCVHi46mkcKGUSrh6T8I1F41I0Zx4TY/ljsAIwUdurbHvsI/nCQYjxb6nPaKRympu1gF6hcVtnX8YWnxMt1JbdKUNr3/JiOdeGqET2L4lZesmg4kkJvVItV08LNVeFlNI9Mr+xszU935AJ51rgP63BfB9jx/h0PH5IOl2aPiKfprfmjyQFuDGpBhPc6qtObVsjc37n9K897M2EDAJbN+Q8MrrR0w1tZVU1U6FMea2KJASVnuSz3yrxnJPIaTV9qQeCGU7h2sKpH2vhI36QwU1aQilJsh8Xd8Btq8yYGfNxr4vCD1hn7OulyCr2rNtbFaaBIGxjB9krJ353n4mT6Ik5vFjAZ1ejbAlCWVWYFXYmW4dYXmui8ArT4hpSaIVUeyzYVpyxXkDQn9ga1MSQZjYQNOLjdONo239dnER5SFfbsXKsoqvSL6lRS164klSX5KkKYlSqCTPISRFLsGTKVJZh2r35oTzt6UIqXnuRT2MsQVtqz3BZ+4MWB2IbP6hOOcNOr/CtYappubm50Zs26BJE5sbkQqMkKBtU3bUkxitKhI41flsFp8oHhKsHg+80foFhmsAfnpuidVO/8ff8/7Pz9SkRmf6biAkqfAxxisjWpN1FzsBgslvPYHm1Ap84PMt53ZUXMo5qqsAz2WMlBAK8CUm13zFs43svSzrFgpjpUeWpAiy1Q38PA2tTNHFk9dD2y4X4SyHYsGdS5PAzzW6nZ1iZxnqbPxCms0qt8M6jy1qvnpfA1RAoDJ7cCzAXGscu9k9kdVbyGyojkeS+txy/YgPfaHPE/NNur5PPbGFUn5WJJX/DVFYprpk8LGyAGsA5O6FnT+Sal04OF6iSPIFB1SK8pRdhEBakNslUVKiSCOkRgk7cMnKSE0j0Lz5VRqhTJazMNXz7HbsmzIkNRqSWBEN/aw8Q6BjN37LrecsxjP5fJZy+FCcSJbO3D2z85K3/Xg0XHx3UNvwzAD/1JfvI4qSNx84OjchsOyX3/AiIYizk2FQVX+yCBx0yVEKCMa+7FrqdgAuS0Tk1ITMin9sUtqTdq5JIAx+kXmzrObntd9ZmWr+2vcoullyFvc9ge/nPYsqWz0ikyWBBXfgG4Ks6yfw08zzTm1dix8jZcwTRyWHztQRyisSJEWdiFt2mn3VSj1GXl2ZlnUpSWpZ/LwtIy7d02f/2RGDxGfgCWqpnePo5RN6VW6XVuviQWanQDh3C1mUqaZe7r/bzfM0SSozgEu81AJcqjR71sWyMjJzsoSzrpLALghbWLkZyPPBT+X5d8oVKPcvHzaUGw967HWeSDSmHEJkN4UxEA9PTnQW73+zkP67n5HBl1Y6aG2C//jfPyIHw8SufoDBZCfKM8ZmmYQgwTJPNRU7xtJux+o5gZ39J2O43FuVIptrTZlV8yV4whYE5YVMngNwpUqQl5soFq/ysue8qz7wZQbyEtzlVnb+BE6ThA3GLMBjE/Oth+osrdTxJhRBnuYeT3Gv8+0rIDeOm6Ilw5HPzLTkhdcM+Mp9I7pJnUGqaCTlnclLTTax1k186UqgaY+8KG3kouFZF4FnogV+KovKSwvwrO5FKpJsUJAU+XOZg3CNAFnJVeQAL7PQzjcvz32hWEt3rcx2jm9uhrycuGX//YhR/4TcvPdHg2jYiYJamfSpAHwwGAH8tie5XusUmdGCj0EZ8AxoBFqaSo2AzoCeP5NXDI59LfcaLnzu7HUOZpWnhzMgS2GyBEMWWOXdOqIEuJL5KAR78m0tuKgA3DYci6yzfBzgYh1gZ/LE0/i+XRfeypOEwIsJvIi5Zc0DB+oYFWTZP6f4ywksXQ+8AHehk93xxaKY/WdSj+suipmd7dNZbNBP6jSUwM+0uMrLg0U2lhqNENI+F39Jlkzpeu+ZP649nbUV2udU2S1R0koUZaxEkSZLquXgNiV75wVvWdmEuxyk/e4lyblx5/gUsnwSsLu/rrW8ttQjTyjmRX/ieqOj3zZQWSqiAvAH9h0B2PLQ48ek1galBMLYQniDsADPOzOyncrnAeoMxa5ZYtwv4hZNuZvIp1Bl9SXZZzmoiy4dF+xuz6WwwC6AnnWL+1khv1ewtw0obcuWLDarxyntQ18T5pOgMvb2c5D7Kb6f4HkxUkZ8/UGfOx9pIWoeQQbwwv8uNqf9aw2Dl+xdeuI2KdMfBLzwyiEve06fP/tKRJSG9FNJLWss9rJFBPJ561KCSDTjSaVcruisRM7tnrKa1qA9YTW5EqSeQKWGVEmU1qhUFuBWObiLC1kXJRPSGeYpxuRJeaGvL1VLsK8P8PwCyPfdTRjazzXD7kE57B7YMv67C4DPL3bYONu66Jd+56M7F1cH2fLZ7t3EFAAu/6hZk52q7LhzGxqvI3bBnb8uunPcNLDI097OrT+TKrazpQR7OQ4hn/3hzAHJusnL+SAluIug0is77ot5fg5z+16CryyDD9KE//WZWSIR4klFkNeiOzmQ8ju69l1Vh+dAT/O0embjpamHND4/9T1dPvm1IStpjX5ao56Cnwq8bLUMT2aLC4j8rqEr6fI8+VMAx8tY3Mumh3l2lIPv5UOZbBtbmposW2pQSmbOkEYqB9xSOn+3TMq5Jc3rAf2ZHu46SvldjjWfle/JM6qmTdx/8ryN5731siRqP+EFk1WAh4FHmui3tVc6L+p0OjRCr5jlkY8cK0+QKVmoQHL2x8d2eDzBUYQVecGOC/SiYo0q0EU+X9CZNVjZRIW9izasfAZIJk88T2Ygz7vMHVmSAdt35vgFvmVx389Xg7Ds7YcRTxyWnF6qgfJRUlj9vQ5z59geH8ddHMu8TzXT4DqVFRts60zMxTv73HuwQewF9BNBTQkbbEqyeeu271MmYxlgpwbPFvC7Ndmm7LLK/77Slrk9SKVGpaLobU3zv5HmI9+kZe7CEjVVBnfqx/MRzd8OwNcwuilR477OASUEGCEYjYZ0V45s2nge5wmhnljD4IeOniIMfJJoQN3Pvdzyl7h/2KzZkfyzZ3JLHP3t/N5cnpQHwy3NLMHtDtEsM3iUkkWJgsWVKgfbFMt/ZwC3DM4zgLtsUB5nb0/Z4DJKYv70803OLNQRYS5P3IGWThbT/d4OKYw3AeSOSs7gWiuixGPbRsFbvrvDY/+rRS8JGaqQQWprU7z8uyc4TCqywC6roBa6ODOarKKTPOAsqxqtX24li6cziSJtxlTp7HtJma1KbRypQrXCswL0qhYfP//nRriDJDcQrZApFemT4iH7I71y9n6t02HxqwqA/8lffhWlFE8fOkmQrRvp2rfjzPNMPZPPCHAXzJXnahmmC5IKwLNl8coewnL2oFLOFCtVbiof2aaknY2SA9wz2SgJh7l91zEpQe5n6/nUw4inT8LX7moQiwAlFaEswVYBt6yyuHEaM123wB1PXHT5pJIk8dDa5xUvGLHrE32ePF5n5Pk28SOzOCNh7KIyznHOQJ7N4DDGsQ9NOXsmLdoMwcvG6nlpNr9QSWQGcCXI5qiUwXRBRIWTU8oSl8mp7Ne3AfKCQE0J7nEOdbADhiSJLlydf+DlxqRfqgD83oee5nnXXsRP/OvfDeMoKiy2v+6KW/ePVtDsvjVZd7apALtwUsQ4g7vsLdYyuQNsqcrVinP9nc8iVDlzZ1NlvTFwB8VmnZOSvXWW0CnB7Xsxyot45LDH2XYIyrcLPGUd/FKwpsHB9cHH3TJ3Sm7ex1po8TRfQcFj88SIa/cOePLYCJ0G9FVoPfE8qeTYhTZtXw7SdHphsr/rWm5WnnjZay/T5/lkYE9bSVIZ1Kmdu9Q40CvgtncVnH2x9qFzLNbYh+P4En8Ni1YHhsZxxGjYDj/8Wz9Pe+lJJmcvtQDv9wfc9/BTb/rk5+78mUf2PUXgiaKh99uUTefKTxYXSB5iucAeB4Bbu5Fr2CqwRcmSrkzJ2VuWultlzO0rWYxt89QYc/vOs2/wVLbWu1c+l6lr27TcG6b86RemWBqFiFDhCYEntQ16ZfXiHB9/5h6rTClbZyMvpsuqMHM/XGelrZMNj7e8us+n7xrSS2rEymcgLYuXdSluoOkEd1ngaYtENAaJyZ/daQYqly12XopWGdhlJmGUIRXZpGDp6H5RMncuUcqgU6yzL2NSpbDFzVqV8EyMmf2PLsD1cMTkhpmf+dn/uf++JB78OWQMfuz4Keq1sLmwsOCjY8KaX+7AOX79ejsh1vnH6+luF/RuOjsv3h+XJkKCyubmVSWKO37MlSm57paVpI/vZyPccoAXr3MrMJckOgN7ipcldnwvwQ8jPvi5kPseb4AMEMqjpkwluBRy/I5kv5wYQ3jFRSnqt8dWUkjz9L3P8y4b8KaXd3nfZ+toL2AgA2pFossJwF1gucAxGowFdxm0Vb1lbTI2lzbnkWoyyWdZvQS3syRkweClpVvR4ZTxVHH+1+hxUwHNelBeC/eSPewF5KF1RLu97NdWTjfTdEQB8Nw6C7MKO19VRfzfFuAVW3BMcyOqV59bWlqyoDOfo8LeOXPLKoNnHeduoDk+eLOiuV1JohzP28v8bmVtQU/ZxuXFZc1X72qx2KtB6OMJQSBMOR4i96OlWMPi6z3cwfJlsOdahrawKIo9ppuSV7ygz6fuHDLXCYmURz8VRZNwcVwK3ZsFm45paApNjm0Wz2pU8v3wMkdFKSuZVDYZWKtsMYOcdGQZA5WTsMqkU3mBVZ2UqqtSvZPbD0pEPTObr483na34po09bgDeoSMn2b5t0+6PfPzLrzszN08tVHb5aGPW3Fq/3Yf7/xXzNJwvU9GlYmzDGSEmypG+efdKcWDz0chj8qSUKVTZ2zN4FdZ2N8vedo6KO3IiY3CVEHgRR84K9h+pgQmK2hMvD77Gg2PWJrPyk7Wui6LdLa+5EEUBlsbjsj0Re7YMmVuuY1LL4kFalgfkmc0yXS4KqVDCJJcpZKwuHKBb9tYO0L1smKpl71wWmmyJmvKiyklHaJPdmY290HHlyvio6xzo+QEqLeS/1UN7dNoLbBh2X3fBpTd/sbNy6pgnBAwHo4uN0a9bXFikXg/XuYb+hgAfZ/A17I3T9lS9nY8PmykPYsnchTSRZNbVWIA5Bm47wm0tuL1i3ZpSkvj5s5fXRaf4fgQk3P5Qk/1zdQht7Xkgy9kn4+1pwvnC5zqSbpBeSJSKVFGFTImGPhdujrjxOX3u3t+ANCBRHgMtCdO1Lo6rgy0z5oxuQU4lBe5kVWUmWbJaOp2BWmd3KO2QS5llFo5MydhcCkRKwezFBVfBgVmXDP9WmANAsrqyTJKa18XJ6PeMEce8/KT4ni36973yyK93a/g2DJPqTlNaZe6Xcxlb5NrVAXUOeJXd8ssgU1TYOw88cx+8AHcxmzBv81qHtTPGzuWJl8uTfPSEF+OpmDCMePCo5ENfajGKAmi48mQ9YOV+NOe8C1bmbGsqbkqlOcFpSp6se7zp5gG33d3ngUMBRvkMRcBAZMFmOsaWhTRwo7kyY1FWiehyro2SxV0lv3C1pGBv7UgxWZwfkLpq8ebnE5HJJsbiAsHY3X2sgfEcxDDu3FXxKEgTRZLKMqaI45hRFIHRhNkMabcocLxg6tu5xira3QF0+b4EdX7LcoFRsrgoDqQoAJ4NbRelHJF5oKXKoCgfPJ8zdwFwlXemZ4yezS4sJIlKUV6adbYkBEFElKR88c4G+47VwfcRQpWlscJkAV7mHjgnsmIPujGmC+6i/MGt9nMbhrPRD1oxGvlcvjvmVS/s88TxBoMkQkuPgVYEaVnKoBzWFJU/nXvKZm33WMbYymiMzMAuJUaV1mHurEgjkNoZm+3cXQvG1tW7SHk8DGvGwI2B+dvOeBYYFcXxTBJJHGuS2E5Y8D7+yU/j+z5zcwvUax5C5jMEzTqZSs6t+NcBdhHrrqu3xdhnVTCXABelNBEue+OwN5XnAtz5+GQH5J4zJ9zz0swK1JXnksFt5vLgafjs7Q3i2LK3lMLKE1Etjc0XVHa/V377KoDmljw4wK66GecONls1xfe8eMjHvz5g/ynL4iMpGaQZi2uD0iDTUi6QZvIgzf2TjMlVdT88lXnzyu6PzKxDJQVGWqWjZVn/I2UGdmG1d24GlM3Wxg6zEDmbm5LMKsCugr7k4zFiGMNfmVkv7c4k8dj/5GOcPHUGnSZ4iwuLKCXp9/v4nqVOI41TUFX9ZX8T5q5epeKvAbkoJYrMI3NXe5crEChVWoUua+dNAJ4kWw8y7+4pge55+YSo0j3xi26WpAC258X4KiYxCZ/8Rp1vPVaHugfCw5cCXzidO+MZzDVa/FwUJCrJHlNpLRsLOFOJVorRwOcFV/R53Uv7HPmLOiPto1PFQPj4qbVTVc6caX6MS2fFZXL3ass1t1KlL66MLsCuTTZcNfu+OatXTAAJ0oAWBqGzcwllW517/strf21C8RnilmJ/x0BeDBRKJZ1ul1Gk0Ubj2QMgscvd2b8yPgI3/43PhPFqQOncgtaTJmsAPraygBhjbNcDd0BVKbhSTtmsM/i+yuLO1FlnU6pM6uTSxFMJvhdzaE7w/i+2wAtA+Agpy9FmTu9lcaI5V5NDVSgUTVBYx6q6bEseaDpJn4zFU+2hY4+3vqrPp25r8tScD9IjThUDKW2VYX5XGcv0iYrIdORKca5NyYbZe2kEJrNjpbQpfWmElSwZoKWwz4UskaKQJxIysJfnudiXYt/E+kB/Joy7Mo/yTpimBg+bGxFa4Ckls5XI7JYvdVeUwub1t5Vfnts51c/X6KnxQNL9Mo4Mcb+8u06My9rSvTWqMrBT+QzALKhUebual8+9dsDtaUd3pxmTp4X29jJbMM9cGi/hE1+vc+BYHTwLJE9mwaVw9keUoJbuicTR4GMM5J4oUzBQOYiymK1e6faxw4HixOfCXUO+9yU9fvcvasQqxgifYSrxRZ5iz493WSJRZW/72hgByjnXxTm3UkUaMEZbKZJrb2m7vKR28xROYk47x0GWx6YK7jLuKuAiqs/j1GDGjuF6pcduK57WAk8KTS30RRzb7J8QZeKhZJmyHnycjdy9E+vsaCFPHIBXGNyVJzmgKyxOFeDKZXBTZfB8mLurv/Og0nN87qI9K1u7XaaUQzsti/thxJPHBX/yhRZxNnNFSBtcFv53YY1l30eWF2/lAKznolAGmHodQnFZvJQpilRZX7weKH7sNX0+f2eDx477ICPbKJFKK59yFs/BlmZSZRzkZj0mpyA5Ja1ckcYgtUTJcokZKQwi0+Bu4Fk6Yi7Y1zpnqXAvQqrHbv3Dtub4VQe5QpIYVAJeKkU0ilEf+vMP7vU87/2HDh7cjDEFyEoAjjHqOlvpSbvWXf7z7A6Rux7jn2c+duFnO8vaVfS1yuu9c/A6lqBXuiR5xnI9cFu3pFpQZbdshnhWUBV4EUpGvO9TDT57+ySJV7Mj4KRHXRnq2TgKX9mmbC/r3C/a4/JMqpNVVVIWd0nlOa5PIbPy1Sny76ud5VjKEdFFFw2amemYhVXB7Y+Gti1c2PEeQtgG7bUJJzEGHEH15izWZUvjdLMUQSljSztSBdr4zEw3zqg2Xo8F2dodvc25t8oCC86SlBqS1HDNc55/3YtfcssXvEcf3dc4ffrURUk8wvN8tNZoWwS2zheoXlWVmtyCtMb191p5IseYO/+sjL6d250bsTusXS405Sw4JUuJojxji6AyUOfrs1fY20sLieJng26UivGDmGNnBR/7WpOh9q08EcqOpSha5aodRrlMKZMW1SAqf12RApVjKYrkS3ECM5ni9mtqpQqpUvcVP/jyPh/8YpMjcx7IGCMUA+2hnONu44Is6EQgxuWKG7EZgVG2B7dgcUSmx0EZR4dLEMZghCiCSylFwerjpRfrZrArWBln8HNEm5X40M0I2+M2Gg45efLERWmqGx7oIsDLh7aI7EuY7LcY56+6PZbu3y6B7mjs/HXxJcTYc7VqUDhAWStPTCW4lC64KwB3tbcuWVxliR2ZVwhqewGoJJv9UQaYWiX8/mcmePq47dhBekihCAT4wnb4u6PZxpsbqvp7/RvteuxWSkNXf+dgd2WKzMaX+Vy0a8hPfU+X//C+kDSNQNgLoI9AFQGntQhLJDsOiiNXCmbOAK3yfcQe83w/pcPGUoIRtldXCru/UoIWpQ7XYwB3NTnrvMY5huP4OtdKEuUqfdk6m4khjlO8/NfkcoPsViOMKaLqc2U213qW1eHo7hJ01QhaFHOzqyWyazX3+NqXUuVzt01Fe7sAV04yp1yrR1sQ588qLYCtVIKSCUqmhI2Yhw56fO2eBsM0W8xeetZfd+4eZZraVC7a8ZNXOSBjx871oHGAXYx4KFbM0NlqB/ln2XSnxLL4y58/4KqvDHjogA+tGLRHgs9Q2Na2Shmtc2dxKbGY2a4yUjOiALvKfi6lyYLNjM1FxuaZi2Iy58QYsQbYbn5Dj7P4GHuPmxXruSrruSjugsIGQAo84QKqAPhYgHkOf7DqW5b6Lk9wlEFlNWoWUCkrrdSfFFVrZkyeGKddzWRDb9ZncDUObjegLJ6zz7LB+Z5ns5bzy5oPfHaCJw6X7C2EdSd84SR3KjUzY9bn2IW/7l127ATpCpM7yy6a8QIsWWQ3E2nb2i7bM+Itr+1x8gMB8z2rxY2QjLTCF1nwV+yLcc5UeWLNGJOrPKVv8gxnoWBKfBTAzoCekZLOA9A8m7oG7OPkxxgxrv9cPYCOzHPufrkWz0nDc73k/MrWGTDd7nnn2hqrNRm/2sSanR73v9ctjZW53jZjEsVkHngpU1TW2V10mqh8dTVTzPPIQVxuLpuXjQwqT+woO1Dz1vsD/vQzE/TiwM6SEB5S5E3Fwo4tc/pFx20wxsDuHLbKySlS5NkdshK4GezKGBUmd4CeKrRM7QizxKNRT/jR7+lz9+MhH741AJVJFSEYaIlKy1r7kr0toMVYJGD3QzjALiWL1d2muCCVzKSJzO1EgxbZqntCFCCX2d/LnSZN3u2zNpvtkuc4o7uk4UqUqmVolw5PtSZNNV5ecZdrKYS92l23dFwQicoLsebqWy9wOCewC4CbCthzCVBZ8UthAeaweFWmZIPxCxZ3NscKrNqCCZ6M8YOIYyuGj3y5yVInyLKWPkhpg0u37ruQU+MrkZUUUFEopnqCDBTuRSWQzwM73MW7yGbz6dIyNGUKX2qPKPLZOJnyg7f0uPOhOidWFMgIhCTGFmMpp1aGcxRgVW4vzqQphSGzyzMNbsFrrcLM4pQ5czOmwy3YC4lq7N/W4yUN2N85Du5CG6yHP+d4uneb1NixF0lq8NJs0fs02ymBwFQ6Lqq/br2ral1AZz9YN32Ne4sfBzbF0tyqor/zNikH3KLU3LmN5sm14K4wucxfJ4X+9rwEIVO+cX/I1x6q27426WXBpSQQ1a4Z5e6rI7kqx+EZMz3rnBhK16ISbOa2ma7KFQtujdLKypVI8cprR7z4uj4f/qqPTnOpohhpVQabGEQqsorwDOxiDOQSR39nTC5zhs8BnXUFCVPstxDYVH4mY4TIdXl5fHKnyRK4wS3X0BWCzJRAvl8uxzqSePyRy1prOUu83kDTG2hGkV1/xv7BjIdkFdTjAB9n6PUYfPx9Lj9gPWDjJE9KMOdSpQgsXX9YuetjOiCXuqK1/bFUvB1JlgWXKubYAnzq6w1W2kFRc4KUeIKssMoUMskFt1znO66H6TWnw3Eo1mbk1qnTNmWVYaqlTbpk1qGSlsWnJlNe/9I+dz9c4/BSlvIVCo1gKKRN3VNWGeYiZW3nj401c0ArWd5hVAFuk8kUYe1Bl82FKEjK5Dpc2xxLoRIcErTHrSyptTjK9i7HVnZHKa/FtT3Dea6mFkqadbt5SWpIUk2SaHyfrFCn+scrLH2Oz/k2gJ1/kYpUcUDjMnrhnhTauwR4NQHiaG5nMdhSpqQOc+evs+BS2aKqSGv+x4cm+KvbmlAbY29ZDvSpSitTcYCKWKM4KGuBvi7nuIa4oWRIk80x0WPJEGeJ9FQrVDYGWWpFPPR4w8uGnJhv8yu/79NPY/Kx04n2GWKlSlmrbogr7FhmNAvnLPfGZWGwIDMLUQhL1UJaIJtMtmiRF11V170X+c8yObweSbqALqdild59iUFR3CXGf48ttsu6uvxspFlZ6LQ+QCs7Mb5jLshzCeLoeVw7DTc4qwI7B7xyurRdUMu8/lrhzMszZRCZzc7zxuRIrrvzze2U94KEffs9PnN7g1T6lrlFPlyfSlNDpTTWvejHg6UczBVEr4V30VWPK1McFteU1XxuhaGRFVdFZlo8TVOUTnjdTQM++IUhDz+lMDIiS/UQC4+BzpYCzNnbkSi5TKKQI440yS4+JcprUgkLfmGwFahCjFmFpgC0yMCOKOVMjqFCtrh4c99TDUgp9juztHNcURaLJQnECXhFCrmSos/1+Dpgd28r6zA2OUvj3IpEFcSiALgDbOHaglVZUmFu4aats8lLsnRPSo3tMLfL3o737amY7tDw3s80OXK6BoEHMrMGpXDGIZui9mRNWezYSalc9Jz7YdwXbj2FyQdkmopUWdvOlluHymafdWq98dhnz9YRP/m6Lr/wbp9OIkHEoCVGSCJksTqaxNXfYzo8f58nekQGeensa353zS4MI2yw6WpvWYDQ/gzKcdz5sSt0eg7k7LXrrJRFY9nr7A6S5xNkJrSMzhI9WdreQzgdGeOaeExjPrMMMWt+Lp0dd63AanBpnL9Z6m4hqqwtK9Ikq9PIAV04KKUsKT3vdAzUCUrGKJng1RL+8C+afPTLLRIvkybC6taiJc0tXBrbz3GwS8oTUsiUMV/cRXhl3iMOczvlsyWQjbM0oMkG2ttWM51KUqGQ0rOBZ5zyg6/q89Rxn3d+KFtT3NjeM43PSEhby51He2OOSunR294ABYVEgSywpAS5wR4T48gGk51DV6bkbOsyeBVHJTOTv8/KatdodofF7d+hiG7dmhcv13gFq46duHMV8QvyQKD673KQu5p7XIOPa1j3tXKmJLkjwsr3JVNLWbUHi3nWKl/5WFd0uCdTpLQBZhDG7D+u+IuvNFnq+hDmaxB5CJmVnYr1B9pXZMqYJKnIt4ppuD6D59NTc1RVgV4Gc24hkpZjyR9hZYrWGp0qUqnY2Ez54Vf2+NwddZ46qSCMrVQRglT7DMirC8eDzBz0ZIxr90E5+52zeQ7oHOg6I4O8IjW/CxuRBaDuHVyUNeMumN2fu/gya37uyMRMhGlt91ebPNYzeIGv8L180GIOsrXArr6vCn53VFlxC3E/LzxY5/05Nfha1q5IE2myJTXy99YtsYyel786MiVb6tvLUvGetNJEo/nCt1ocOBJmiYCSwZWgWB7FHbw/7neXJ4JyxZWCXXjGh/vjtU7KWKfPui1t0q7UoCVSymLVZCkUMvWIk5SLzo959Qv6HPwrnzTNdlJbPZ7gMRQ27S50BiadgVwJjC7lisqZncwLl/mzBW/O5lLk11DpoFQZXVQwZKiCuQguHSIsk4RuSW2ZRCq0eHZ3xWBXbMvGYXiXX3Fl3/Pk00ePHLjC6KQsfV0DbFO9coQTHFQ00/r/j8z/zTMBO9fh+QxqF/AOY0vHLSmW9M6Kpyzg01KeZKAubEGV4NcSPvnNkHf+2QTLA99q7yywLNPy2XD9Atju5Cj3O1Hh6VKLi7VIHmfwcZtwDeAzD1xmksX1xMV4vXjG4DIrxIo1MzXN23+kw+EzPp/+uoS6xE3ax0IVTA7CojYHuRTF3mR0Zm8ysvSlTcbyRmdArwA6ly0WkMaUxJaD2mQ3i2pjcq6vc7nnrJYhRPHvTQVrJdvb5QlDtm3f8fRll13eV7t2bFheWlp8GsxbdBpngysphsuXAd56m2vplVvJvk4difu6WMs9z0JSaOrx+pLC33YLqZyA0nPB7TQvKLfepNDiMb4fc2ZJ8M6/nOT2R5p2npsMQAUgPTwlqEtD6DQ2uLNP3GVTqrPJyzmJ4wOJ1htzkcvBsjPJ1fjPcHzzCa4OAZTvx2YTYtg4lZAYw12PB3T7Y76m46dIHLYsLtn1bjtjM+DN2n9UZGnX3KVEmbEtLmqx9g7mfFZap+N/T2Rvx4oNtKHRaLC0tPzm+++//34vDBRSauMpQ6pM0dBbyAq31qJwVsbYXLJWH+X9eOMypVLH4YzfFaaiv8v5064cGWfz8exkSr4SmNXgSSZREqS0GctIav70sy0+9pVmKU2EAumwtywnVhXLqDxTPOLGlU4s4gLDlSxVn7nK4PnqBVWJkhf4l27KGutQlj2cUki0tJ0/Mk75wVcO2HfE5/c+oBimjpZC2KCzcPBLJje6rCbMo4Nca6ss261wiq8yb9sUDpoopEMuH2zteMa4pnoHF87nOBIXN5hMS+2eT63Nz4kReVeUIU40cZwYg8AL/UyaJXbuhVTrS4211tg6gr/ymRmTOab6uXRv+Q6o86CyCC6NE2yOB5gOwPOgUrpWoOt9xyASvvFQwAe+2GKUeDapIzKQY+OQPLhUwrkTrZEp7q2Rygl6BlWylgwderNs5WhvssCSzD3BFEC2czTzMci2RsVoiZZZc7IwCG1XQUsSj7ChecurejywL+TWh+y8FZudsajUxmNkbJPuunIl22OVy4Asg2l32WQypQSzIWt+cEFuqGBDFIGnG8u5sV0pa0oSEY7syQ6dQ6C2hkcTJ5ootgVXnudZPzn1NLFyAsP8dsh6IF0H1PmOyeqQxYK1Zfklyp+5t9nqtNKK9hZj73PnRDiAHgO3zIAts04dz0s4OxC8888mePxQWK6WLD3L3llavhzm41iCLsOM373GNhfAa5h8zS37HJ+tSdubNcFmueXrX2ZaXJgM6NY6FMIjHqZcsTfm7T/S5tH9PnODKouDIMVjKEFkvQB2VnIV5EZkjkoOrgzoBlOCOwezzNg8Z1eH7HLbr+KqINZcBDhaPMeaEdXPcstR5vthDHGsGcUJWmu81sQsSnkYs8Rg0EfJso6gEhyKZ5AoYq08yXXgeDBZBf3a1+4SdWsdFF2wuJTrgLvIVjosLq33HaWGP/lUi9serttGyjxrKT3s6slkHTsUyxfaZMjYBe7CYlymOKzuxpguxs2YMHWlyVqrcLw2pQS6ZfMs8BSlRNEiA7tQaKmzSas+MjK8/OqIt35fl9/9iGSUF2jrYsftWvD5Xsu1IFfC+ZmmYG6V+eUFwCVIh9HzJI90QFwNErN/4wJauCRRDu0sJLFwiTQr55V2vvnEZItNGzeQJAnei276bhqNFvseuZv77voyKhCMM/Ya9s6/Z+Uzswbg49Kk9Lyd12Np+er6L1VgF7Ikr0GRY+AeS8nLzDWRQcLDj4f87gcmGEbZMg9ZQqfinDh24HotaVUd7s7aWwvmdYn7XNrFTfiMB1ouqJ3GXCPIngVGOjo8L6UVEpkqtNBooUgTRS3QvP3NHb72YMh9jylMILIkkCgWgkjWA7kc88edBFD+pU0WXJrM/ssBbHK2No5VaMrjWTJythkXvNWVootkYlr9WS5bbKySct211/CSm15Ep9PF830fu8lslYP1EzPrsrX7RxkPGNYydm4HuoFllb31OZjcBXWuxVMH+LksKV8rmeAJaw8ePunxWx+YYKEfgMrBXWXvUnsb3GHybvZyPcbGORHjRSjnVOQOc5MlUtaTJUUKH5PPr7cWoXSkSSWFLzFSZ03BZZ1KKgxCeohEs7GR8G/f0uYX3qU4dEaASKoiSwoSLRlhZUNWNZWl6a0/riQFq5v8GikYu5QsUpayS2L/TXFXzy6UwgLM75SS4gLAVCVMJaB3pLHOAk8tDGmKHe8RBPi+jyczgHpKE/opnufZnSjuXGVdyThbu3+oyEoVt3UH4LnLInNnxdHewjisXgaUwtHb1mHJ1kwX5drphUxxnROVuyYpXpiw2of/+N5JPnVbg8Sv6m6yEQu+GHdNqhndXKYI95mxz3MfvLitCgfb56Luarre/ifTvOOAB9ak8SuMbuVJqiW2yMkghK0bF8KgU43Gw5Oa73vpkF7c5uf+q2K1n2mzvBhbC5AeiZEMtStJckBn+yKt06IyxlaiTNvb/SklR+6wFKytS0IsXJXscJl0PMbLsIcb6423u5msJU4wGqXEcZrV1dtAl8APn/KU+PTMzAyeTOx8kaITJh+F5hYuuVV8FKzqWnlFIChd96P0tWVl7oeusLMsqgFLp2RdcGe+dx5Q2ubhFCVsGayRmk/cXuMr99RJ8iErwjYCgDoHe2fgdhnFAf0aze2cBNzPcmiLZ8C3o8fXG9GxNsPpdI+TAXudueLVoUE520tSYxeY9bTkVc8b8H039ZE6gTSxyNIxmAR0gtGGxMBIw0gLYgOxFiQGEpNNkNKQ5CMtsuKmcsubpMt5Je5mly/PXmuTLUJr1vk95f9fzD3RhiT/91nnTpLCKEqYnd0AQn66Xq89ZQx4Mxu28+QjXzlWrzc/PT294XXRcBGlfEdbjq2SteaqMhVWr2YvyzVaxtlbOKy9nu7OB9yUy0drR5JkF5pIS3mSOSe5363RfPzWOu/4o0nOtLO1A0XWhib8zPem0N5lM7GpeN9umtiyjmWKHMgumscUSrUGRayL6wLAlZ85yY1yK+eR5KW0WlSn0QohbQOwLo9rXpyVCmWZDohjzbaJhF/6Z236keQT32iSaCd6kFZEG+0RZ7YkmfddSKpMjqjsdS5f3EDTypayhNbNfLv2YLUJwlmwiqoGd7vxWXOsDVGUsmnzRlqt1qc/8/nbjn3/995i1+jJQZOPFlbK7bF2WckUO5j/0rXOyVhgWTgpbqInz77lFmAeZI4tMip1ocPXgFulSOEElSIpX/spxxclH/xskwOHQ2jkCZ28U8eytydwxpxVPW63oGq98tjSXXFXLShR7AafxXkY8wXXZvrWcVCA9e3CPH1vl9PWwoI/Z3Kh7XxvkWtwYQPO1EiE9ohjw8XnJbz5tV3ueyTgyIK0UiVHqLZf0miPRAqGmfeOyZJAWfOxybobjLbHwkoVU2hyCjDbC6Scl+IkabC6222CcNP25fEspYyLy/x1nBii2JAkmjix/6MHMDm9Fc+v9TrLh+POsvR1sXesYXL3s/UAjgPwtcvKlcxdDTBL/S0qgM4CTeWyuQvuqkyRMkF5MWe7gt/78wm+dG8d6m620iMf4q0khDLLWorqpKo1SarKQa+CvXKgXWYZY+1zPvKyWaeqsFKT4gKddezCjMFzZnfZXKf5Ocr0ubB6PLUpEdKB5jXXjzj4pg6/+ceC+b5zH5KCch1ZC3LGmBxRFlvlRWkGULkGF6WLYgNOWxJQ9G+OAd35tWt1uCkx6B7WPLmmjUEonw0bZuPdu7b3eoMB2N0H3w/5qVdf/OfxqP2uIKwj0RW9fM7Nafgtg8FqzXZ1czORulIOW9XVjiwpEjppEUiW4M6BXU6mipXhjz7e5D0fbRGZMpgsNqkAO7vPxxSetzuLpVKiMG6PUgY4jJ0E9/bpMvl6OC+DynVYvAL6dYDupOvd4ZPa5NlNOdbLKR1NXq5ClqYenhD8zA/2+PHXd6np1Ka0TeLo8RRMitGG2MAw1+SZ/rYa3NHd+evs4ksrWjvX3/m+jenz7P0z6vY1n1stniSaer3G0nL7XddcdfGfN+q1ksE3bLmEe7/5x0gpR0LOI2SvqAvhHCeoqpVcB2Vci1dZ3NXda/W3ZtwerMqUPKDUTrYyaxwWCcLXPPRkwMdvaxAl2WRMpwUt708sUvKyytyuNTjO1ms+y9nBBXUuU8YCzb+GwKuAN/nRNQVoi1Fp7sQpU/6bckA9xYiGYlRDLmG0zHSsZXS7rqSxs0PChB94eZ/b7g2594l6UQeey5RiJ7WyTA5FrYovKJqQjbYD+CkkiigylmXSx/HGc/fEsQMrjp0jTwrXxDlebiBvDDQbIZs2TI5+43f+kGuvuqQEOMCGrZfheeHXuqtH36hjc6GSunry1vxSN+DMrUQnqKzc6sdAXXTs6DVSpQS1UworHL9bViVJweBhyoMHfH7hnVPc/2SYgTtjbJkDXSKEqGhv5bD3+DCfanXeWqmCEGPgrj5/W8gG8h53l8ExTpFTweCiDDaz2hQpsgJ/LdFC28GXmUcutSnKaqWR2f9rdbmVKsqiaGS4/tKY33z7Kv/6dwQPPV2zehzKTGd+NWcgN9nPjDT4eTDp6HKZHVuTB6Dkc1SyANS45FEtg3WrdceBfu6HIAjCAy9+wTVf6w9GxacFwHftuRLPa8rFE1+U7ThBCFWyi3F/jXtCS4YvNXi1x7LU4/ocGtwJLM8BcCnTrKpwTJbkDO6nRFrwh59qctfDdbSv7FfLEzqO/s5T8m6njhpzTiRVdig2OTaWbUyerHOUnhHclSBz7LPKsR+zCaUjS9zFCvIFogrgiyzYFJJUZCo+O+5CSwSqJJ/Y8KJrRrztdT1+/p0+USJscEKuvamAPBWCUZZ4MtJYIDnaW2UMrZwANC/EkpnbkpNGDnZpyrtfUVBlzBjmxg5jJtvS1OAFDfnC5z9Hdrr9tQA3WmPg6MyG3fPp6OTeKBriLhC65npxGNwy1lr2rkqUEtRCVt+XGUzXOSltQSH0GHOnpVzxUlLg9/+qxcdvbRB5sgwqK9LEsko+ITYHdEWe4LJKtVOpsEKpDtks7Kxz5y3/eqw7pbNu0OnOKpR540GlOTlrNzTZ+jk5m2f/jy2ckohs7JrJLEORuSrCGIfNNV5seMMrBjx13OP3P9YiSUXZiDkOchSproI8o7fsTpSV02o7yi0fOZFnO91A3uCk7V1yMaUzVQaa1WNnjJ0H3mw2uejCPfPA0TTVxb8pAB6Ekyyd+dYTk7PnH+0uP/B8nXYxxrOJg7VV7eXJzE+8cEFfrRhcYxEWINcOm9ugU1QkSanBx5k7rzOJNLz3k03e8YcTnF0Nsu4cxzkpgG4jfbcUtlwd2LH/HCelIkugknFzkzoFu1QCz7++bS0/S64XXhklUfl3wgG9cdwU4Wj18rPcPjRC21La/Lgbq8vtuVIlmwsPUsO2mYRfelsHY+APPtlilPKMINdaMBJjtSiy/B4KMgPbFAxupa69EGTuqOSAdgnFvVuew2LVGqJEs6He4MrL9h79/K0PPPHdr3zuWoADNKf2Asw1J8/Xo/6i1MYelGK0rgtu4T6X7F0AXpaypAB18boMJsU6zF2VJ1lCR5S+t8wbGTzDx77U4Nf+YJL5tm+XXFjD3CV75xNiq5YgRdq4GJXhHGAx9u/y71zB7jkC8b/pY7wRokz4lIDXZJlzU1bnFQkW4xRgZXXkwt3ygNNgJ00VwWcGdBRJZNgylfLL/7zDYlvyF19sViPqCsjtRWKQRNriWFcSPiXolRAZ8J0UfnZhFEnAsS0vl80OcREDutJEG0BIrrj0PH3VZXvmxk9EBeBShhjMzxvD84WQN9g5oHmr/xjAKfeiIlMKJ8VhaiiALISuuCfC8bft57mDkpYyRWSZSpEiRWKBHmgOzHn81a0N5pd863cXVqAsA0why4ylw95V7V1KlL+uLLZoVURU2H0N8EXlae3B+zauiDXJHns6xmaolP64zobw5JJFi1K6GC3RUGpxZHaOrIQRxkoWjCGNDFtmUt7wij73PhRwcC7TdqSsq8kBgyTJLoDCVcHx77Hrd2qRDQKllCxSl9nOgsWLgqt1gnbjMrhBSIkQ4r4w9H9eyuqBle4bP5xmde6bUWtyq1aeX2Txqv62U28yVuJaVOK53rdYz+5z2LmoAswrAZ0yWJEFmMpl7xQVag7NefzH35/kr75Zh5oL6LxSMAd77ppQTIctGByHvcVaILvZzOK/Y//OXao8p/LygheF0yIc9FdT8GtT9ZWSWVePU95JqyW0bhLI7cCv1qmUP5dO25s7JUtlzcse6VDwhhcP+ZWfbnP+lggi64dj8rqVJPPM88+11cNu/YrG+uUaEi1IihqUbJFbQ8Urr/jjZm3NSsUvzzYDhEHAnt3b9Mc/f3e0cWbi3AwOMLXlhSRx/4Pq1GNXxNGRCam0m4Beh4zy6Dw/n2Zsc2RJxSa0QBcV79uRKbl7IsekSaA5fNbj379rko98tenYgHkB1drAsjq8fq0tKMeAvV5ZbLVUs6rD3SMjKsem+uqZSNsttqqgHRfc1TFv2uQuhJUFNl1fTsSyGc2sFU2UMqXIbmYRqTAgdHk+hbC/XIiYN7+qj6/gl949yeGzIfjO/uVMLjJrBw+DLbIaZXIlAIfN7X7m9fY2n2rv+DJn88xCcQP7tQerPKpSCC45f0vn5puu+uBkq7Hmn8rxD4JwE4Puyh9v2PaCZSlx5vxVdXG+iYypRRYgVhwRkevsMquZrxRWgrsEtRAusJO14A4tuH/p3ZN87CsNtMwrBJ0akwLs1gLxyAb4iLGkDjgXX9XrXi+pM87aa4qtigvgf0+Nr81aupKkZG0qjFyu9GuBXa5CNr6Nt7sZZ8ZhOX7CbmmqQAveeMuA//Kv2uzZfA4mzyoQ7WsLZW0se0fGZjzjjN0TLZxKxHJ6V1rsd9USHV/5OdU2e5poQawFGsFrXvm85aWllT/esXV2zfH01jvIU7N7GPW9qDsZkkarxbDHYsWH7D9lksO1CKt1KAVzu9ZgDuox+SIcWSIy7Z2D2/M1h04p/u27J/nkbQ2SoqZ7PKDMS2KFUwpbJnUkYyl5R4aUnf5jAY8QVVRyngAAJzVJREFUa2SzG/xUfjYW/X/7wM6aHJz3bgtbaYy7GUyKOm53pmHuUKzL4nntuKZgcrseU54IypBle+eBBCVSfuiVA3wFv/DuKY6cCarI0WQsnr+29T7aCT59J+AsooAsYjbkCVP73dw8RHGsXd1tbFlAog2bJifZu3dndPHebeseV7neh8qfHAjTfsvMxgv6gd/PJkfp0gYsTvBYur14dqSHU/q6xi2RVQbPy1/Hwa2UBh8++OUmn/t6g8TkzO0ElbIK8PFS2Eq1IGUwud4MxopNdQ6pMh5grnl8myB3LcLx9zkQ3NeV9SnJF5It9XkZcOb5C4fBdVmbYvKGZV2dVGt/prIacoUxtt3NF4bveemAN9/St9Ssx5jc5J857zNdHhvL5HHG5mnG5mmux8d0eP5ZrrG1sd8zPzZa29r0xX7KFVdd1D+70n/LzGRz8G0DPFr+sPHV6qF63T9Yq1mwloZ7qa/LrvPSMbHlsXlnzjqB5bgVmEsYYYG9Hri1J/j07XU+9IUGgzRbkD5vXFiHvV3XZI00WW+jDKbXA/CabcwqqSzA5fzkGS8Airv5GLrJQOnYYWOZS8z68qOQJ4WUYU2wWa7D6RZkSSf4lGOLXmUgjyUNpfmnr+7x2hf3UUk2xrUC8vFNZ5sFdJRto0yyFMFjDmicAJLqituVwjMgMQYjJa1mcHCl0z3039//pXWTNfJcB3/5zB1n42j0E0ZdYqJIOgXx2QkcCyily+QZ26+tMUnXBbfKwF02EpfgTj34/F01/v3vTvHk4dDWt4qytmQN0DOw2jLYsYwlVRCvO8hnDJxr2Xutm8KYS/JtU/fYe+c8Vj4rsD+uzd3PKheCk8bX4AadrotSGeip8ypEq8MtizuVh0aRRpLLz495x8+1+a4XDPDScZAnDrOvBXlqYGRKXZ4Yt9pw7crGds6JYJwHPAkBKS+8apfp9YY/8dHP3X/2XId5XQ0ezv4wnZWDBOFU2o3vptP7MPW6sMAtTr5xMpg4QM+XmjaVJI5wmLt0TlKH1dOKayKlJvEEn7+zxq+8a5J9h0NbwO2C27UFM92duyZ5cFntsyy1d9Ft5IL4HMB1gc+39ewg/W8gVUok5y/L2u/yAqgO5kS4gM/kTFb8lKfxrc9tz5jOsooikypCGoSRRfJHY/v1hHZEkbSyQEhglHD1nohf+9k2UsIX7qyRCDIXJdvxvGAmv/1IBWQ6Xwjiglat5CpAmC8N4ch5melvnPPjSfBIeNNrruXVr7ghXVxuc9Wl5337AAdQwWaCWutIqv33++H0j2GWiz9QuO9rWDxj7mcAtwVwzuBp5sTkr8tabx3Yg/dLvzvJviMuuHPdnYO6DCrzLx+MB5ZrZMl6o9jWKZN1QftMjP3XBZZ/w6BzXJfnQHDrU9a2tDmJH5FLGVMwtwCEsnJEGDBGO2xuG1xE0TVsstdZR43OLzdlS2lHCddeEPGOt69ijOHzdzbQPo4eMHmRDFlhTHaeACRGV0GeF+3Z/9VegFBgnXyplPzfJIlmx+Zpar58/7bN00ea9XPC+NwSpdGYYOnUbQuTU5Of2rT1QpSMyZd5q563LPB0i6vWBbc+J7jVGLjxBZ+5o86//91JHjsSZLO7Xa97LCWfxd1rXRO3aGoM1A5o3Qle1czk+NqSVT97jc6u/Nu/HsQFmLMX50z4GJehLZ1VkkT5a11+Xq7rkz1TNikb13oz1c+Ms2x4uWyhKiSMbZjw0CPBFefFvOPtHV774gEiSTOPb0yisJ5ksRWGZfBZyhV3v93jlD+0hmFiuPLKS5jZsOFTH/nMnQtTkxPnPM7nBDhAY2IT05uf/8V6Xf5evTmV7XD1YQGgyRuQ5TnBrc8JbuGCO4BP3Vnjl945xWNHAkwwFkS6XnfB4Hayq7cG3Hn5q3GCySpTFzUQ7nuXrfOfA7hBaPGzEs2VikLhfr4+uN0PzPjPKlLF+XfjoM7ZPEuauBlLPR584njmlLq8OgbO2dxOoAzkxpQZTzMSXLXHMvn33DhExLmR7QBdnyv4rII81+Su/l4nTCFOU2Y3zGC88Pde/bLnfHHnjs3PSCTeM/2wPnklg/a+/tTW79o3GERRv3dfUPoG5S1DkPvHuYuyPrjFM4FbaYwn+NydNf7D703y2FHfzi8W42DOkzj5ewrdnY9eq7omZeas0o2Tvx7zvd1Ue+GYFO/XBtrnymT+Laxw+3/lmtvR1hVgO9WGFH53rtOr+rzaoCwq0kZrYZf1c7R4Dn6hswtAZtlOaRDGoI2CbD3VVFvoiCjhyt0xv/6zbdL/f3vfHmVHVeb7+3bVefXp9yNJp7uTDukweQMJXuQygTXCyACOAsqacRxFnMuwlg6D3uu45HKZK44zjDrXC4p4kceVcXTN6KDIchQjFx0UE8PDEUIgQkIISeed7vQjfR5Vte8ftXftb++qk3RCQ4O61zrrnFNVp845Vb/66vf9vseOJB7cUEKkbrTHHzZdEVBNRmFkdZ7vBMQVQ28+bbD2gSvO2/zok9uO/u7aJcf5huMML9eJh756xp3C77zXz3ch1N3zueVKOCwrSbMstrTUEiMLGnBHPvBvG4r4+C2t2Pxi3gZ3KgQv2MNQkySQk1JONKgbWG8gk55YF/Ax9G+Lljj+5TFlwoz3riU3+dWUpi3Isujq3DSUEHmhhJEIjVRICJnKEmvhlGnJk6hnFVg1WMPff3gcF51dgZeoKxmUpYElD5lOHjkHRwsDUkbondOO3u62e89Yds6dvXPajnsJ+cfbIF+aj/GR50DC3zg5NnxZMDnW7XkxoHX3aNNLTmcL2uAWTOcWjkPp5yPUBfCDDSXc+AXFuS3L7RYO68Y9cW6rzvH2YahJuu2xTTtM/ncG5WjA07kXz4GcCeCTlQut104evqYrSeW9sszEga0in1HcCpvA81WMNY9UYjYl9Z6G0iASEEI5oJFABB0DEUzaMM8UKVNbDbFqsIZPXTsGAPjBz0oIQgD5BseG/1cSCCWhDlVhJdWz2lwbKd8DhhZ0H7zsorM2XnLBw1g80HPcw3tcCw4ALR1LMXZo+z3NnWc8Rn4nwlAdDPWDjYLiSIEUHRPcXj7C8IiHbzzUhP9+Syt++YILbi8b3CpL0FToZARzHAAn1hsOyGGDP1WS5ljx+DVl0JcsJaUxD09hnJluK/GKOZ+8KCJZrvk0Gllw5XyCHEttrHnSESsiy7Jz624cTMfx1FZcxpb89KEa/u66MVxxwVH0dtVBNcdqR1m8XCY6ubbivAEpEeBRhL65rbhg3arHnt6y7Z61qxdPB7rHt+B6NLefgiiq3wbRdXoQjPbmcpQAJ3EumcX2RBrcHrEEqoLE9n0+bvxSKx7ZVMSuw76SAoUDbr5MJOAmdYV73LFEA1kQWdY7QxJMrDSlgU02qLmqYqPXnasnA+GuYVbSXiPw20oLlwsdTZy91yqdJJXVzzMRE/DroggdVBEgGSaWnEQYa9eRUgqFujUkFlwmOeRJO+VKhFWDNXz6v43ix5uK+OsvtcS5K3lpzHHmFe7HOeURUBeALwEviu/OGme9Pa17li5ZcFs+n8N0x7QsOAC0dg7hhWd++H2J/JWFpp4jAqbC3UuKgt3KnJBFJwMIL1BZgTG4P/b5VnxjfRN2Hc6pnt1qIlaLlggb5ArcvrLePoz1TiZqhbLYGsi8LE0v40EqmGe+ndX51MGqhfMktfAE2IkbnnPAzEENy6JRehv1HKUAzOREy4q73Jy/jjMMTa6KnXUYKepiNHSVeaj6rMScnDDQGeKP33oUn/7LMQzOqwF1Fe1Msg4DpJWWCJE04fyaziUPJZYO9ePPr3zbvmLBW796+aJpA3zaFhwAFgwuksJv3lSf2n1gfN/Otpxft7q76up3Ho3UvUuECEEUwisA2/f5uOF2lRVInqElcEANzzySefriJXkYzTsdvHFyvR3AZqbCwubXmQoJIQnVc1xrhSVbAz8BQu7ycR20cTdTagoS680qfMjONkzWkUnSMstFHPABkhwVQIBUECiSBEI8XSGEgFBRpDhKKsxVpY6LEHE6q+bkvi9x2e9NIQgJN9zWih37SHFyabh88qfMwQtV+2YIUso0Yc3py3Ys6O+9sq+3K61VH2NM24IDQKHUjvGnfu9IIXfkjzu6emqF3FH4fqi6wRpw6y5UHNxChPCKwPa9cbHCP69vQgBPTc7pcmymmFiW3DiVSeEwa71mzcYAY6lTjiaQ5tzJckpZ7SxuPh38noxUyPm4hfcM9UR/i5ETTQUQAMeKkwn4SJbIFNl83HByY8mRBJZM8Cd5nejmXCf342BQQPAjiXf//lH83bVHYkte1Vp5YGcfJlY91tGDCDgaAoePBuhb2FfbPVJ5V//8eU89sP4JOZ3jqMcJWfC2OetQHV0P8tv3BEdLT04d3vfmsDYGEsKkvGaB2wtRj4CNvyzgrm+X8S8PNcXA9RxtO6mEF/F7bdUVYk11DrfcbiqszFRObMlPZgI9pX8nz9Oov+QXxTQvAA5qQ0kIpoTcWGOtiyfLHb0bWZZb516najjZMms9c1ZJwlZWkFhyXckjVI6KFho0N491csSx9jCEgMQfnT+FWp1w97eb8PPniqiFALyQJZyAOSIxLGUIzOlqxgXnLHty3dqhPWc+8FO848IzTwSyJ2bBAaDQ/lZEYTTsN511fa7lgjhBndER4uCmEMIPUZOEe77bjD+5vhNf+0E5BrLHLDXcNg9cRYmRxxUT7VTqErQU0BMAGu5ttYNg4LWAq1WRRtTFAnOad2dHNxuD3KLhGWF6K5rJnq0WE25oXmfgSWfbTCtOKt86m5dbfQ2Tvip2HrlMRT5tSx5GPsLAA0LgvW+dxNf/fgTvf9sE8kL3JWe1nVFg8XGSElf+4Ztx0bmrrq/Vo+H3vf3NJwrXEwc4AHiFRfCblv/Ky8+9L1eYA6Bm0RNtub1iiJAIX76/jE98uQXDB3OQCe1w2xk7NEWYKd80uK2aSqaQpGoqebtm2NY45Uxaz3YrNn4R6I1cB/P4DX8oc90x77OZeRhZOeLOxyzwG1C7wR1Oc6IU4B2ww9bJDfhtkMsUyLXz6ceptqEAIkJ/V4BPXjOGqy+dgC9DVQLHHU8F9moVQ33tGOjvuu+c0xb9avWpfScD1ZMDeK44F5X9dw0LqlznF+ff7/ltEEl/bqWUeCF27vPxD19rxs33tKqmPBmWOunbzTm4aSmVRCnBHmTnmsTqk0wDmPFxa7a4LOA3eNaWWjFRZq6dZ9jvjdWfBmXk1lsim3unNrfrNG1rTQ53tiOhuhNmOiNRKyoM1CwfxTimLHfFSswyOnmSryJNpX4QeQiqAnPbQtzwgXH81/eMY2BuTUU9mfUOA3R3NmPJwp77K7XadR+/9TvDg/M7cTLjhDg4H03zrkZt4rHdXmnpE/XDX7kUlQ1q+uq48n3js3nc9MVW/OTpIibrvipUcKtwHAcTBJ08pTm3r8CtE6lMT0Gbmpg8bzs7MKEcDsfOstCWZc64CBJRkGxcuxU+aPC2IbgprRpKvs4JxYPMBAW6jM1sS0YxkUb14am0OpIpkoio+v4IcQPNhLro/iUqfB7F8wMK9YMjiYSTE0XxKYx06nIcjpSqT6KkMP4chQhqwNzWEDf+lzGcd1YVN93ehk3PFIzCEgQ4c+kyfPyai5+YqtR2X3jO8pOF6ckDHAC8wgIIf87nUF19CrDz/R52UOABjz+bx8duacdPf1GMswF1FQ54EEfJgFzj1qiGcShNVXwM7tj9VDknAMs9ycgtAbfiTkoss/BQ9MQRt7NlQrbEdTptTE9fQ9FgZahlEiFpCJvtZda2JvEKDMhkNQfS1pzJi6TlRdvhjH1ESlIB9M+LIoolw7hCInYyhYjpXRQBIt6fEFEcLIpvFuq0xidJRgKyHqDsR7joTRWUr5P4q1va8B9biwjCCEuHBuS6s079yro1iz+3e9/IK4HoSSa9sRGMfRcgKgRB5UfPv3DH2Q88XMX9P27G488VIX0ejWQAF456wiiJToJK6ilhp8B6LDvQTDeYzh7kM6Xx5vYeW27lq6jQv71ORWv1XUMQSMQZbUmL5eRzlLzWmrDeB19nfQ//Lvc3qSZFfLblZLpzwXq7CHMM7KnP9fL0BAWUvIZKfEs3cuJNUe0ek6zdHu+cIEyhi07TMJ+L2OdMnITUxAaUi/DY1hy+9XAJP328K/iDi6/42sKF86+Jwqh61WXnviJ8viILDgB+69tweHSyWqlV//3O72494/98fVOxVvfjIgW4VCTjmckWGoxJuRlcpzJb03ZzuKdda6mv8Aw1xbL2zBS46y0zIc3faTQ0TQD7CP9s+gNZwR6dMmtSYVW8XVEZRlOIpcuSoT7G2rOUW8BYb5hUAPM74z4kaqLj5K8LsK61UQQiQ1MkRTFFEQQRRer3xKm4RCEkBEQtxJm/U8fpiyPs+ZNVL09Un/3gw78sV6+78pJXCs9XDnAA6Gwv49lt+2+86Py3h3sOF//qXx/clJeZjiMHNrPaYHybdPhdJssyCxXcnBNk0JAE/IajW4B06QkDr8XRG1AWQ1jSsx6f9GBA1xcDcZ4ukb4YpNk26a/CE7Z0yZfizR40hUHSUUq6dES9TrrUirhxA4FUj0RCpKx8ZA4lSOpJsbR1jy82AVIzPsgE5PH88hEkCcgKkGt9S21w/ju/Dq+vtur0eTMBzZNTUTLPi6wFf7BuxafOPWvFzT3dXRGkzithc8KLHNxsQJ/iSH1BmN7dvmqz5oI7M/1V48wBsb5o3KCLZc31g7KebbQmzX/IXc52zhacENZ5CB32a77vtATI1BG2LN42/nep6CfLNoR+ZmVr6TwWLR0a9YSviyOelDzciiDdayUMBaLQM+8jD4HKX6nXCSHNi6LcmTfDW/OpqFYJZgqXMwbw5UP9ePjnz1Z+d+3Sb9/wwcvDOV2dyuvWU2brvt3CVOAoYBcIyJNM+gf6jK6kGvbAOJkaxBZQyba6qanHU9uRTTcc8FrGm7LXWZ9hL/h3pTDtaNb2Smc78G1ZvaKVbWWuZru1BJMDU7Jg9oUFOBdPEkwSVqDISq2NbFCHUTzxrHmvE7I8JSEKRKGPMAAi6kFIvTehsukzleGPVLzC4EzBcnqFRdMd9955G+Z1tx0aWjhnT3tb+cInn9nlTVYC8DbG2mLHD5maDCrOCkyH3XkvQW7FeXKV5yy3nUgnhVbobSnxcW2Hz8yjLoSZ1UEkDiab6YGI7YfYMrbOet/AR2iwDMhI8wVl33mci9albJmfJWkFrEyeu2be9l1Jr5fu7VE9m7uHSC6wZG+JE0OQkQS8dunl5/0N/IFP12uVqeYF/2smITkzHDz5i7FDE3S1le98/6Vn+6Gkz376rh827Ts8AfIptthkVJGUs8fecy07q9Wa5tf8pKR0b/fkspOjP5iVf8LJtq2D6xPvnNPUgTiBg5bBpxMOzhczZ9O0hmDL2CNxTF3nE44Dqvelq4HY/nWOOAHQqrv+PbqIx/7xcVdBUj/ANEiKPxXz9RjsJMI4X1201KW/4LPNbS2fnBgfCdsGPzOTcAQwgxQlObfxH5MvDY/efvXl//n6y39/1ViJIggpURJAyZMoeMaKm9wS1l9cgdstVsiiGUmQR3+/tV4my/iLlCVjoE/lpyAD5Gon1kWZuc3xkS7Zc2a+iTzGB2AAatZTkrTl8nS+jxSfTz7jUJDEAuvrhLK5OMtfMVmHhDBUFCX0EIQxRYkk4HuEYnlgfdfQUzeMjFRfFXADM2zB9dBX7/+49Zuf7ygLsXLJ3Js2b9vf2iQont1PW6isk8hBCOZQcoWErQcyLHeGxc6SCi1ODRvcYPtO3WGs9eT+dPs1pde5VlvCXKCWTbQsNavBhAGbhm6KU6vfHQMySgV19DroHHIJNYOx2Y8WX/Tv0p9K/hGBrwTIOZfS2HlIgMhD5MWzdOSKfWOl1mUPBSMr0D30ZzMLQDZmlIO745EHv4l1l7z35/29HRMlEZ07PnI4X8oRK0OitGYNAzIL3GQD3ipsABwJ0TiXLu+2uHSKj8PwaGFzbmKf0TxXCPuZGFePXxv2aj6bwcGRwbvJ4d3smQV8jWpkcWtK79vdpsGdyubghs8nkioZTq45jVQSoKk+ciqCIqEUEw/1QKLYvGSy2Lr8BinzXyj2XPVqQvDVseB89LbkZNtA15fmNIn63LL8/FNbXszByyHQ0zAzdUAfMz2Sm6N74B0rzsPk7NCngjngr8k+kakTDP473NfpGdTs92SZ4ux8QmffDvcmxZVdei7V/pL53qXK+7DyyJGALeHg2TuyrD2YFk5AYvG14U6svnJK43WMuHMqlCRkKYCHArWaRHP78rooLf6o9OfcNTk1Po1MtFc2ZpyDu+Paqy5GePRIsGb5grvXrl70obWrF9VJ1tPFwYmvrYFtgxsOqJOm+3qd87CR7jiiQArwqTwTZ/uUE6sWHuti4Lfu6QzuJPL3VpU9X+/KfJymOJ/leSbcuYx3ZGo9rVRdy/hwuVFTEVZBJJlawnl8RAhDQq0GFMqn1gvNp34o17Tk7sOHK8Gche94teH36gMcAK56zyXYt/9A/X2Xrr1n1fKha1csXVSlpKU5B5lilo515XzWwqdj9F1Lm+UoJusytrHBa/Z4PAUl6/vN57LRbakeDdZZQOc6NhjXTT0ri6rvIjCOYbJ/LeNBKyjudxF0PoHkeQJG51PrAGOO+EVjtPpIAkEINLcvqnb0LL6WSm+5Z3z0YH3R0ounC59XNF4TgAPAn/7RxbjvoefDu++44443nbb4o6cu6Z8IJCFgs9IC2UAEoGa9RQpYKScQhn/rBS6FyXQyKX0hUcZnudU230sZ4J6m2UZjoAOu09YY7K5UyMvRTI6Kg9WMO4H9m2wwZ/ULzD5bekTI+UBT64KJUuvvfPR73/2XO5q9jeHQigunfWxe6Zj+WZihcdud38KL4x6afHldfapy06Mbnm7bvX8UQoi0ReU/lDmQOr8kK4iTylNx1nksGGNl8THH0TiklPHaDvCYrEMTAHIDPSbL0OyHhO3cZgWoSDAZNPmd0so4NP9LTb6bZAXCeeYZhCyz0Mok1MfVzi5Mzb0koobA0V3OIhkBonmyo2Puo63dQ99vKtZu2b6rE0tWXv6a4u1VdzLd8RdXx3+wXq/fWq8H4cfGxs7YPVJ5T6VSKTTlhak/hbEoysdhFlYe98rMYgcpPo30euNkkkVV0o6mc7ehmbMWPMlKy3Uun0/LgdpRVB9gziG/NUlmlxMHNaX3OX/UOgtZv5eSr4kvghoKxXItEvNvnaw2/c++ee+bsdySEx2vGUVxRy6XwwOPbLntkovXffzDV18y1dHWjCgM47C9MIdTT0CUOrYN0KQlRcspTXFr2GoMMUrBLoL0Pgzok0jdTByMBnkpkq9HRr4IpynIcjp5TaXjiOp1yKYoyVe7gSRwIBtypZWSMAzh51uipuaum7s65d+0t4zOGriBV1kHP9745lfvwNBAd31xf8+hro7yhdu37yQZVIhAambcOP8Y+oDCVkqy2rBprTt5CPu11razclI4NXDpCVE2VeG5J1z/5pTE1r5tHTr+c9l3F1J/znaW7SlVzEVKzh0o+/hk56LY65I+6BnrTXGFKnIQMbhrdQ/VmodcoQPFUucnSqW2z1Yq0VTvsk/OJsRmz4LrkwWg3t3ZfO+Zqxad/hdXXfTJt791rfQ9YKImMVEnVEMz7bPM3EeGBNhgO/UqLXs4gLPzuzNa3Gd8EXFkOXwitTXZW1nDDdNnWHbLovNeJpJZa6eB5TGzF61d6/BpA4eSkEz+6/shCrk6cn4NQeih3HW27F7wjpsmRrZ+ZnTcP9q/8q9PEBEzP15zDp46XjEoKgcPHtqycul5f7v5mfm5kUn5se9v3JzbeaiKXFSAyMUtdY99auKhw94E28oBrsU7hkzoXgMOxbEuhGQjtn3qT6Z/ZMKtM34/QVFofSFoYJIJ25OutEmWsWe9D/1dajkU8Ams2gdmkqtp8S2pHFERIe8HkJhCjkrVnnlDB9t6z723e+7iT7V2nx60tLTPMFJObsyqBeeju7sLu3fvDwbyO278yDVXfO5bt5z/2DmrW2pTlQD1MLIVlKwdZJp3s3GmdWfIbiQdGsmQ1GsnQStj2fEkQpmxwHSItS24tsLJdtZytrMMqw/nrseLI9wfYy0jJI58sivrDkFxUyeq4tDUvOCJPZf+s6TyqaVy1ycmxg68bsCt/8rrbtzyTz9CUylf2H9o/PafPfH8lb96YZcXTo6hueTFKouyNknPE6e4WBDLKXcLi49TcEz8fQb3JmcdlwKt98wp1TkqFlcmMJ6e8TolIdpN/UlI+3+wQmMtGwomGybvkyJk/VpP1CudbSNVESWTZyjVxRcVtLQWUG4dCMvtK+/N5Ts+GIaVaqnrD2cbOqnxugQ4AOzYdQDtLU1tz2zf+6EvfuXBNSP7975z//6D8YS0JJIfn6qgbwTwpMJdzdeTbO/q38RAlA10nXjF32cXOjiOJRoDnDLAbgoumB5uXYhc7+eV9fxCd4Ft9PCkp7sAAzUDezLvUjyCUCIICOWWLnR1ddzXM3jpk35h4ItROHEkX5yZGsqZHq9bgOtx+93fQaVa7x/o67p1z75Dl9/3vU0YPjCOQs5T4DTW2xM2wNMgd9QTBnqrVQQL2GRZbyJuwRmwBbPaZAJC4GBndEYAUDOxpMDOMx8zrbha75FkLSzsAI/HgjUes+a8/UTcgkLC84wl90QE0z4iVkwg64DXiZaedSiUur4VVA9cRyK/a3DpZbMNkWOO1z3AAWByYhKeLxa8sH34lAd/suXmh3/2zJt2vvSywhXFYKa4n6fP+omke6BQ2roLYmAic9G4VMTqk0IOyDXQDegBLU1SAmCXr2dJcceiLUmk0aIvkl2sBsicpngWmDnQJQO1VG2wJXzV853iCXxABNne2RuVO854LN+y5vpyS/92KcOdhWLTbEPjuGPWVZTpjHJzGQB2PrThuZ2rVix+14FDY73nn7XkG49s2rpoy/O7UFCVyplVPWoBV0rMRkbGE+atrSdbjqYCdWo3ZG1r7YPtlw8daOQmhueKENlioxXgcQoawNqyaUeQSFpOa/LaUltYy2X1XXEdbDw7hydC5Ipzj5Q71x7IiYl3t3Yu3kM0sTtfKMw2JKY93hAWnI8f/vgJXHDeGuzZd3j15l/t/r+33v1vc8fHxvtGRo4g70mU8gTfM1aamGOW0BFGT0z3KL7eDd6wHBORkWvSgHsDTlCHWXCgsRW3rHbK+XScS8a/dS4K73rluVbayk3RdwQZW24vQs6vIZ8LUSq1odTUvNfzxJ82zXn3RkHR0Siakj3z3zTbEDih8YYDOABMHq2iqZSnDY8+IanYcvHmrTs//MjGp1ce3H+w98joCPK+RD7nWfq35tIJNxeAZ7VRs19zCmIil04UE4Z7620NqCl9ByEdKcy4wzhA5w5mcvdgXNt6zxOyNEVjdCV+jumHxwBuLjQJQohCLkRrayta2jr2tPectrnUMniLX5j3vYPbv4CBVZ+Y7dN+UuMNCXB3/GLzdgD4s/U/2nTO+JGxd23btr1lZGQ0nkdGUYoE0EI7oOa15Ww2kggzWkKYcraMUjGiFLjjJ3PVWZYbhhLxlASeemCX3jlcnFt2BWpjvePXMcC5JAjUA4l6ADQ3t2Je78Lx5ubmf5078J8eBXB3uX1otk/tKx6/FgDXY2RkLHfw0OiV31v/45W1Wv0vNzy+lfbuH0U+J1DIe8h5yoJ7MZCNNVdUhYgByk2PdfqhJMC2VZNpgZufAJeuaOsN572lgbOUYMEVFwN6DWghEDuNnlnme1Hcxx0BRL4TTW3LZC6X+/ypy9dtLjW135svttRn+1zO1Pi1AjgAPP/CdpRKhY5tO3afM7xn9J1BGL3/Jz/7D/nSSy+TlAGKeR++T5YV9z3eDdaW+GzrTRaFaQhul5KwwRshJyXJDORabRGOZU8st9bxHattLgbDvX0PltX2RARBdeTzHrq658vegdNJQnxFel33lVvmPxqG1ZHe+YOzfQpndPzaAVwP1RV17t59hxbc9Y8PiPa2pjsnJyaXPLv1heLk5Hgi3fk+wfcoAbublae5twkITT+gAxjwmkSndNaYSQPIlgg1xbL0bxbModS2UgFcwvdl4nCXm8uYN/+USrHY9DyiyauHVr49KjZ17gSw70QqkN5I49fzXznjhw9vQBCEPa0t5cWtrU1f3fHSrtxPHn28fe/e/W2QAVMZBEgYfY6YxY4BJVJBnhTIkbbiAM/lkHYOCQz3TmnkWVo4gfkOhpLoXUopISCRywGFPKFc8tHa3nNk4SlnjHb29NWD2uR7g/rRbUTegQWLz5rtU/Oqj98IgAPAyOiRGD6E0vqHHqmduea0ax574qkP7Nu3N8j5dNquXbsKtWoFE5OTCAIgiiSEB/ieQM4XrIm9cixhKy3IALeRC1XhRhQDMGIJVQALAh0D5Hq7xEn2dKQyDrVLSajWgUKhhHK5hL6+/mrOj345Z85cv39wxT0vPv/0HctWn5MHMAUJWWpqne1T8pqM3xiA87F7eB9838ejGx7HW847O18P6v+wY8eOOS/v3DmwY8dL3QdHJqKpSm1pUK8iDKqQUQjfE8jnffh+XCPSiG83ohihjOdaCiOJMJSIpE5eMsoNB7n+Dm6hiQApIxBC+B5QLPhobi6gqZQHifxzgWwSvb0LDg4MDLzc27dwv+/7H33phU21wSVrEIUBWlrnzPahf83HbyTAs0a1WgWAVZ4QCzY+9ovwqae2nD85Oe71dHf8+cjI4bLvCxwZOYzR0RFARQB934fvkQJe/Ign4iLDk734IEcRUAuAWk2iHkQII2nALQgeEZB014mji6SoEWQIKYEwlOjs6sTcOV0QJNHR2TEZVMe+3NbWHC4cXPr/+het9mQU7gTwdKFQnO1D+roYvwV4g/HijhfheX6+UqlcsWd4bxORrNdr1Usl5DukBIIgwDPPbEZQO4qcT6jU4mlCwrCGeq0CIsRWNg/4nkQQEo5WgCMTIaaqIcJQwvMIhZyA58UUqFQqoqlUQBRJVGuxtNfR3oIVK1aChId4omH6TnNz6X6PkOvu6T1aKBS/GYZBrX9g4WwfstfleEPkoszGWDS4CABqAL4GABMT4wDw7wBuByiq1WoYHh7G5LhEIU/AlAQgaM0ZZ//v4eHdS2UkQ+EB5aJEIWcAfvhIiKlaiDAEcj6hVPSUgiO8/r7+57ZseeojYRhKSRF8D+js7MLaM89CLpeDmtXveQAvtrS0zPYhekOM31rwGRx7hncjDIPFW7c+WwrD2PkrFyXyOYkwIkxVgZGxENWaRBBJ5H1CqeDHdMYTWLZs+ZTv+9v6+k5uVt/fjvT4/8rVToRizaSMAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM3OjA2LTA1OjAwUkbBewAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozNzowNi0wNTowMCMbeccAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 54488000
{'hecke_orbit_code': 343630938994, 'n': 1, 'trace_an': 82}
-
id: 54488001
{'hecke_orbit_code': 343630938994, 'n': 2, 'trace_an': -1}
-
id: 54488002
{'hecke_orbit_code': 343630938994, 'n': 3, 'trace_an': -3}
-
id: 54488003
{'hecke_orbit_code': 343630938994, 'n': 4, 'trace_an': -41}
-
id: 54488004
{'hecke_orbit_code': 343630938994, 'n': 5, 'trace_an': 4}
-
id: 54488005
{'hecke_orbit_code': 343630938994, 'n': 6, 'trace_an': -5}
-
id: 54488006
{'hecke_orbit_code': 343630938994, 'n': 7, 'trace_an': 0}
-
id: 54488007
{'hecke_orbit_code': 343630938994, 'n': 8, 'trace_an': 2}
-
id: 54488008
{'hecke_orbit_code': 343630938994, 'n': 9, 'trace_an': -9}
-
id: 54488009
{'hecke_orbit_code': 343630938994, 'n': 10, 'trace_an': 0}
-
id: 54488010
{'hecke_orbit_code': 343630938994, 'n': 11, 'trace_an': -5}
-
id: 54488011
{'hecke_orbit_code': 343630938994, 'n': 12, 'trace_an': 0}
-
id: 54488012
{'hecke_orbit_code': 343630938994, 'n': 13, 'trace_an': 2}
-
id: 54488013
{'hecke_orbit_code': 343630938994, 'n': 14, 'trace_an': 0}
-
id: 54488014
{'hecke_orbit_code': 343630938994, 'n': 15, 'trace_an': 4}
-
id: 54488015
{'hecke_orbit_code': 343630938994, 'n': 16, 'trace_an': -41}
-
id: 54488016
{'hecke_orbit_code': 343630938994, 'n': 17, 'trace_an': 2}
-
id: 54488017
{'hecke_orbit_code': 343630938994, 'n': 18, 'trace_an': 10}
-
id: 54488018
{'hecke_orbit_code': 343630938994, 'n': 19, 'trace_an': -10}
-
id: 54488019
{'hecke_orbit_code': 343630938994, 'n': 20, 'trace_an': 4}
-
id: 54488020
{'hecke_orbit_code': 343630938994, 'n': 21, 'trace_an': 0}
-
id: 54488021
{'hecke_orbit_code': 343630938994, 'n': 22, 'trace_an': 3}
-
id: 54488022
{'hecke_orbit_code': 343630938994, 'n': 23, 'trace_an': -14}
-
id: 54488023
{'hecke_orbit_code': 343630938994, 'n': 24, 'trace_an': 1}
-
id: 54488024
{'hecke_orbit_code': 343630938994, 'n': 25, 'trace_an': -35}
-
id: 54488025
{'hecke_orbit_code': 343630938994, 'n': 26, 'trace_an': -4}
-
id: 54488026
{'hecke_orbit_code': 343630938994, 'n': 27, 'trace_an': 36}
-
id: 54488027
{'hecke_orbit_code': 343630938994, 'n': 28, 'trace_an': 0}
-
id: 54488028
{'hecke_orbit_code': 343630938994, 'n': 29, 'trace_an': 6}
-
id: 54488029
{'hecke_orbit_code': 343630938994, 'n': 30, 'trace_an': -12}
-
id: 54488030
{'hecke_orbit_code': 343630938994, 'n': 31, 'trace_an': 8}
-
id: 54488031
{'hecke_orbit_code': 343630938994, 'n': 32, 'trace_an': -1}
-
id: 54488032
{'hecke_orbit_code': 343630938994, 'n': 33, 'trace_an': -5}
-
id: 54488033
{'hecke_orbit_code': 343630938994, 'n': 34, 'trace_an': 3}
-
id: 54488034
{'hecke_orbit_code': 343630938994, 'n': 35, 'trace_an': 0}
-
id: 54488035
{'hecke_orbit_code': 343630938994, 'n': 36, 'trace_an': 3}
-
id: 54488036
{'hecke_orbit_code': 343630938994, 'n': 37, 'trace_an': -16}
-
id: 54488037
{'hecke_orbit_code': 343630938994, 'n': 38, 'trace_an': 13}
-
id: 54488038
{'hecke_orbit_code': 343630938994, 'n': 39, 'trace_an': -28}
-
id: 54488039
{'hecke_orbit_code': 343630938994, 'n': 40, 'trace_an': 0}
-
id: 54488040
{'hecke_orbit_code': 343630938994, 'n': 41, 'trace_an': 27}
-
id: 54488041
{'hecke_orbit_code': 343630938994, 'n': 42, 'trace_an': 0}
-
id: 54488042
{'hecke_orbit_code': 343630938994, 'n': 43, 'trace_an': 5}
-
id: 54488043
{'hecke_orbit_code': 343630938994, 'n': 44, 'trace_an': 10}
-
id: 54488044
{'hecke_orbit_code': 343630938994, 'n': 45, 'trace_an': 40}
-
id: 54488045
{'hecke_orbit_code': 343630938994, 'n': 46, 'trace_an': 12}
-
id: 54488046
{'hecke_orbit_code': 343630938994, 'n': 47, 'trace_an': -6}
-
id: 54488047
{'hecke_orbit_code': 343630938994, 'n': 48, 'trace_an': 3}
-
id: 54488048
{'hecke_orbit_code': 343630938994, 'n': 49, 'trace_an': 0}
-
id: 54488049
{'hecke_orbit_code': 343630938994, 'n': 50, 'trace_an': -19}
-
id: 54488050
{'hecke_orbit_code': 343630938994, 'n': 51, 'trace_an': 29}
-
id: 54488051
{'hecke_orbit_code': 343630938994, 'n': 52, 'trace_an': 2}
-
id: 54488052
{'hecke_orbit_code': 343630938994, 'n': 53, 'trace_an': -8}
-
id: 54488053
{'hecke_orbit_code': 343630938994, 'n': 54, 'trace_an': -11}
-
id: 54488054
{'hecke_orbit_code': 343630938994, 'n': 55, 'trace_an': -24}
-
id: 54488055
{'hecke_orbit_code': 343630938994, 'n': 56, 'trace_an': 0}
-
id: 54488056
{'hecke_orbit_code': 343630938994, 'n': 57, 'trace_an': -9}
-
id: 54488057
{'hecke_orbit_code': 343630938994, 'n': 58, 'trace_an': 6}
-
id: 54488058
{'hecke_orbit_code': 343630938994, 'n': 59, 'trace_an': -11}
-
id: 54488059
{'hecke_orbit_code': 343630938994, 'n': 60, 'trace_an': -8}
-
id: 54488060
{'hecke_orbit_code': 343630938994, 'n': 61, 'trace_an': 8}
-
id: 54488061
{'hecke_orbit_code': 343630938994, 'n': 62, 'trace_an': -16}
-
id: 54488062
{'hecke_orbit_code': 343630938994, 'n': 63, 'trace_an': 0}
-
id: 54488063
{'hecke_orbit_code': 343630938994, 'n': 64, 'trace_an': 82}
-
id: 54488064
{'hecke_orbit_code': 343630938994, 'n': 65, 'trace_an': -44}
-
id: 54488065
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