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mf_newspaces • Show schema
Hide schema
{'AL_dims': [[[[2, -1], [3, -1]], 7, 7], [[[2, 1], [3, -1]], 9, 8], [[[2, -1], [3, 1]], 9, 9], [[[2, 1], [3, 1]], 7, 6]], 'ALdims': [7, 9, 9, 7], 'Nk2': 6912, 'analytic_conductor': 13.79814946927725, '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': [1728, 1, [703, 325, 1217], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 253, 'dim': 32, 'eis_dim': 71, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 7, 11], 'hecke_orbit_code': 33556160, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2], 'label': '1728.2.a', 'level': 1728, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 324, 'mf_new_dim': 32, 'num_forms': 30, 'plus_dim': 14, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 576, 'trace_bound': 11, 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mf_subspaces • Show schema
Hide schema
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id: 511919
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.2.a', 'sub_level': 24, 'sub_mult': 12, 'weight': 2}
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id: 511920
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '27.2.a', 'sub_level': 27, 'sub_mult': 7, 'weight': 2}
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id: 511922
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 8, 'weight': 2}
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id: 511923
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.2.a', 'sub_level': 36, 'sub_mult': 10, 'weight': 2}
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id: 511925
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '48.2.a', 'sub_level': 48, 'sub_mult': 9, 'weight': 2}
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id: 511926
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '54.2.a', 'sub_level': 54, 'sub_mult': 6, 'weight': 2}
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id: 511928
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 4, 'weight': 2}
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id: 511929
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '72.2.a', 'sub_level': 72, 'sub_mult': 8, 'weight': 2}
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id: 511931
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '96.2.a', 'sub_level': 96, 'sub_mult': 6, 'weight': 2}
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id: 511914
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '108.2.a', 'sub_level': 108, 'sub_mult': 5, 'weight': 2}
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id: 511915
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '144.2.a', 'sub_level': 144, 'sub_mult': 6, 'weight': 2}
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id: 511917
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '192.2.a', 'sub_level': 192, 'sub_mult': 3, 'weight': 2}
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id: 511918
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '216.2.a', 'sub_level': 216, 'sub_mult': 4, 'weight': 2}
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id: 511921
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '288.2.a', 'sub_level': 288, 'sub_mult': 4, 'weight': 2}
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id: 511924
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '432.2.a', 'sub_level': 432, 'sub_mult': 3, 'weight': 2}
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id: 511927
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '576.2.a', 'sub_level': 576, 'sub_mult': 2, 'weight': 2}
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id: 511930
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '864.2.a', 'sub_level': 864, 'sub_mult': 2, 'weight': 2}
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id: 511916
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1728.2.a', 'level': 1728, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1728.2.a', 'sub_level': 1728, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'label': '1728.2.a', 'level': 1728, 'portrait': 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cnhUz5HThmOzmlShky1Uk62FYPBiDROEEIS1Ors2OCza/2IWgjGCOZWDLs3Gephylzb5+i8IlDg+zAaSM7bltAbxQSexFeao/MBp9o+9cBw3pYBC0se2kA9lGzfEHPO5g6N+gghIIol7X6DM8shs01JmoQcPeNz+JTgyOmE0+0Ivz7ist09fvx1mtFwhkMnWxw7ozg9n3JqMeb4guG5BcPlFyzwK29fYvP0FIdPzXBmsc7cks/CimDJ7celbsrCima+L826rTv0d79q733/5of3/oewee4BSI4I8e1f8PVtD/D/5wOfJY3j7a3Z9b915OipN22tf4wfeNU8ve5GFlZaLK7UWVwJWWh7LHXID87CSsqZNhyaF2xcv8x/+idLXH1+nWOnZzl6usnpRY9TC4YziwnH51OOL6dsWNfjO6/tc+4WRTMM8WWNhZWQ+SXF/AoMRhAnBk8ZGrWU6YmExMDRM1D3I2qhhydTWnXoDEKa9RECaISapXbIclfSrAuWOoLFbkojNBigWVOsDAXT9RGeVNTrEYEnOXLKJ9Eesy1BMxQoBUki6A8F8yv2ZFroxPj+kFojYfe2Ed91dcymqSan5qc4dibg1AKcXkyYW0o4Og+HlgxXXbzAf3nHEpumpzhyasZeJXJwa5Y7McudhKWuYaErON5R9Dpt/s07BvzHn/gOEs75q85K+2c9Tx3btOctLzREnvf2bavBT5+Zp9VqTB06cvJf/t6ffOGqh7/6yJsefGqezZs8zt8tuPbcNnGiSFNJqiWpBmM8jFYYAxgQIkUKw6GFaX71zyS//I55rtgVM9WcYaIxQbMWMtnwmW5JNi1Ljs5P8clbG6hgxIU7h+zYnNLtDdixPuF1L08ZxR4CzdceDlnqhTTSEScWFO1ujY3bQhb7cGYezt8hOXDasHerz1Qj4sSyYtNUQqolC906C13NppmYpbZioqHYvaXPoZMhF+xMODFvWOnUOW9byo5NEUcXUiZaI9rdmNseqQGSKNa87NIBV+8wLPZ8zt0Scf4OSSDqDIbrePiZkLklyfxSysJKwslFzaF5QTcZ8uILV/ilt/XYMDHD4RNTzC3XWFjxWWwLljualW5Mu5fS7htW+oK5gWK5F3P9xcv84HVL9E5/jsX+eW9K5S6zeff3PjgaDt6XxP2V5sS6Fxoya96+LRn8i1++nXotDBeWVn73gYf3/ejDTxxRh050WE5DzvQ0V55zht/8qTku3d3g9OI0S+0mS+0aSx2fpbbHcheW26lloU7CQgeOLgmakwNedP4Kb375iPO21On1Jzkx32B+2WexLVnuGBZWNHMrmt4wpRtphqOEDVMjLtipMUYQeIb9J0KStM6ujZLztqdMTw2ZW4546lCTy/fA1MQydz42zYapiKmmYLHrc962iChKeODAJFGcsnezZrkvmGkNWTfpcecTMVONBpfuSXnqSMzcks9sK+S8bYadmyM0Ec+dUPi+AWO48JyYdROC/iCkPwzoDTzOLHksrAiWOynLnZSFdsqxRUE7Ttizo8ObrlvmqvMUU/VJTsxNsJBd+dqWuVe6MSvdlJWuYbEHp3uS0+2Uq887zX/7qQX2bmuxuDLJcsdjmGxAhrvTmQ0X/klYn/rpJB6NLr7suhcaOqtu31YAX5ifw/M8/wu33OJPTs3+7u133Psjz+w/7o0SSW8oWBkIzvQVZ7oJL9pzmv/+k4tcvrvBmaVpltoNljshS52A5Y7HclfQ7qQsdxNWugnLHcOJFcGZnmZyos/V53d46w0J52+t0R82mV+us9QJ6PQknb6gNygkSZQItAbfM9RrsHlWs3X9ENSIp48lPHkgoKbq3HBljB+0eejpFpvXKx56NmXbekV/lDJRT5lf1ly2VzC/rGnWfAZDwbZNCQ8+XWPrenjwuRGBqHP95RDU+jxxKOWZw3UkAVtmFVtmoF4D3xOkWhAnECcwGEJvqOn2NZ2+ZqkHc21DJ04575wuP/gdK1y9VzNdb7DUnuDUQoPFdsBSW7HchZVOyko3od1LWekZlhy4z7Q1V59/hv/2k3NctLPOwvIUy90GnV5Iu+vR7gm82rZk13lXfeTYibmfvumm18VJksTr1294oaGU375tAN5eWWZicso7euTgr9x6660/uu/ZA+uXVvrhYKhtgmao6Q5gZSCZG0hOd2OuOmeO3/zpRa7YEzKXg7zGSjdgpeux0hWsdI295HYTVnopyz0404alkUGoId97XZuLtidcvdcw1azR7tVIEp8kVcSJJNUCMGhjCP2EiVafRw5IhqOYWx9sIeIae7YGXHd5j0gv85V7Z7hsT8B8t8PxU01edEHMM0c8YmM4dNLwz98w5OAJTaxbPHNM8+K9giNzfRaXp7jsvJivPjggHjV52SU+e7ZHGNHhyw8JRkPBY8+FtOo+DU9YGQZoDVFqiFPDSEO7r5maHHLlBQMu2THkDS9LUTTo9prMLTdY6th9s9yRtLuGlV5Cp2fB3e4ZFvuSMz3JfCfhmvPP8D/+xTwXbK+xsDJNu1un3avR6fl0Bx7dvqQ7EERpONqw6Zz5G2541Z/s2bPnP62srCTT09MvNKSAbxOAf/nm3+fEkUdq17zi7f/+4MFDv/zII4+Jbj9lGGkGw5T+UNMbanpDQ2cA7YFgfiA53Uu4+rw5/vtPznPZ7oCV9hSLK01WujXavYCVnke7q2j3BJ2+ptNL6PZTugNNu29Y6guWB4ZelHDB7iGT9QSdJLzhugGX70kZxQpPGkax4TPfbPDsiSabpzVHTgZ41Nm7VXHZeYZao8d9T/c5M9/iyvPqzMyscNvDAS/aFbDQ6zLoN5leZ3h4n+QdNw55cJ9hw0xIb9RleWWKS87rc/vDsHFigisv6HF6ZYV7Hp+m4Te5/Fw4b8cQ5fU4cFqzcSbiyMmYz94ZMogVUkIUG644b8R3v3xEHHtM1eGScwS9QYNOr85KN2Sl59PuKTo9SbsHnX5Kt5fS6ad0+pr2AJZ6glM9yXJ/xEvOm+O//uQyl+6qsbgyQbtnmbvTDxy4Fb2BoDcU9AaaYWS45JLLzDm7dv/KrnN2fmzP7p0HgOELXcT1ggP8jq/8DvV60Fha7P3bpaX2r8wv9hiMJP2RYDA0DIYpg1EZ5JreEDpDwfxAcaqjuercRd76HQu88bqUiVqT+eUJljt12r2Qds+n01d0+pJuH3oDQ3+Y0h9oez8y9Ef2pOlHhijVBIHBc+G3ryCUBqMloe+xbkKxbYPknC2GnZsHpKLDzfconjkwwWuuDHjZlcu8/3MpU8EMr31pnzsei5msTbJlc4+vP1jne69LufWRlF3rQpoTXe58JOQ7r/Fptc7w/s/M8IqL67z66g6PHR3ypbt9TNJg58aAXZsF2zZq1k1FhEGMNim+l6KULRsJPKgFgjj26A8DOn2P/tCjN1T0BpLeAHpDQ2+g6fVTegN7oncGsDIQzPcEZ9qGiYkOb75+nrfeMOLic+osLLdo9+p0+yHdgU+379EbFOAejAz2KpswGKYEtZZ+w/e8Nr7g/HOv7nV7j195+YX/5wL8oTt+kyDwa73e4N8vLS7/0vLKQA4jn/5I0h8KBhnIR6ll8pF2O1PTHUJ3JFgaSuY6EKUD3vG6M3z/S/tcdZ5HmrZYajdZ7tbo9u0ltTdQ9Ibudw9hODIMY80oMsSJJkkMqYZUAwakEvieoOZDqyGZbAk2z2q2bRwwNdnm9scMt94XEMhJrjov4IoLOjx4sMfj+6Z49ZU+YWOJz3+zxnddGzI9tcDNd0xzw1WCT90Tsane4Dtf1uHmuw0NNcUNLx7y4IEujz87yVV7alx5wZAgXORLDyjueKTBTCNk+6zHplnBZFPSakAtAN83KGn3Z5oKEg1xIohjwSg2DEcwiAzDoc6Joj+yJNEdwlxPMt+FWAy57oIlvudlHd5xU8oommBhpUmnX6Pbt0Gs3WSxDx24hyNLQoORpttPCMKmnlm34VcnJid/YzQaDd/339/1gmHsBbUJp1qxl8T9XzLxwr+VZiSb9RAhLCMJJELYJhwhFEIIpExRApQEqQyeZ/CVpu4J5vsNPvzl7Xz5vjbfddUy33vdCpft7jE71WCx3aA7COkPfPojj8FIMRwpRpFgFEviBJJUkaagjT3rpQTfg9A3NOua6YmYbRv6JKbHsydiPnV3wFMHJpip17nqfI/rX9Thm0+2+cpdk1x7fsiG2QFfuN+g0zozExGLnZE9aYBNUz2WF0KUqPHSy5f40p01jp2u8/pr+yTpIl97eB1xWuPFF27ke17SZteWNnc+7vHosTrmUMi2WclMU9CoCcJA4CnhQG7QxuryJLUnbRQbRu4kHkbQj+zVb3kkWO6C9IZcccEKb76+zY1XxqybqLO4Ms1Kt05/GNAdZOBWDIbSsbagPzRWQo4ShiNtt8iQaMXSQlcu9vj3V1y2fsdv/ucff+i3/uu/eq/nvzBJ8793gJvee1la2IgfRO/qrzz9XSuDk9f5Mgma9RpSJlgD23PglkhACoEUEimwaXYlUCrFVxAoCD1N3TNMDBULnRn+5MstvvZol2svbvOjr13hwu1t1k3ViJMag1FIdxAwGHqMYkWSSOJUorVAG2HBLQxhmNIME8IgRqohc+0Rn71PcuR0wMFj05i4xt5tPheeo3jRBR2EP8fD+yfYMVvjkt2G2ekVFts1ts4qkJrP3xMSIqmHhu9+yYAPfz7l1HzI+g2Khe6IJw6EbF0/zVXnznPHo23uenKS4SjggnNmufKcPpee02H/yRWOnDHc9USDg0cbhEISepJmCLUSkxsDqTYkKUQpRImgNxJ0hoJ2BLFOEGrIZXs6vPOmDtdepNm+wac/mGFuqWEZexjQH1iJMxjZ2nR7RcUy9yhlFKUO2BbcA3e1iLTH/Hw/7D588Md/4Xc+u9JoNdSv/sGXf+vUqQXe94s/9I8X4P/9/R+Dxg/gdX/rZ8To8V8lOtMKPI9GrYYQMQiDEAYhQAqFFAYpbSAllUAphacknpfiKYHvaQJPE/pQCwz1IGWqJumMfJZWZvjENyb55pMDppoD3n5jmz0bV0hij/O2GS7YpRiOrFuSaokxVq0pmRIGCc+dgENzgkGi+ehXGqz0phj2A2brii0zHjs3e+zeKrjk3DapXOT3P9ui157k2gs99mzv8uihlE67xvY90KwndKIaYSDBGALfZ2UIx89Izj8n5KI9Q/Y9G/H4c3WuvWSGf/r6Bf7w813u29eiN/BYbLfYvbXGxdsGvOzCLt/9ki7twSJ/9pU6/Tjg2Bmfxw4FBJ4lAgCNlVqJ1iQRbN4YcdEFfXQas2fziB9+1YjJhsem6YAornP8TI3+IGAw8ukPPQdqxWAk3QbDyFhZN0oZRimjSNvnkd0GEQxiQT8WDLTHieNtHvvo7VOX7ln/a6+5bnf6vl+M3hst/xHB9I/94wP4f3n/F7jyO16r/tWvfuSfTsq7fvMtr3givGBHCDTBRdqiAnCDFB5SgpISpYQFtxJ4nsLzJL6XEvgpQWQIR5qab2jGmokazNQFvUjSGbQ42m7x7g/NQhojSbjk/D4X7IgYRQKjU4yxskhKgZSSIAx4/EDAc0dr1AOfpidZ1xTs2SLZMOOxZb1k52bN+TuXiVnkf32mxdEjk1y91+fc7Rrpdbj1wZDphs/sFExPDGnWayisf90ZBCz2NIttw0q3yY1XtXn02YgDJzxmJ2u8+KIp/un3LPG/Pg0PPtekNzSs9DxOL06webbO+pkRWyYH/MIPD2jUOjxzTPPYQUUYGqTSSOF0ljEYDVEkuGBHwhV7U4TxiOMAzDTDKOTUvE9/5DMYeQxHimFkGXsYCYYjySASDEcwjDSjSDMa2fthpK3Gj7KtAHcvFixHgm6iSQd9hu2HWzdcdOI3f717abwSvfMPBvP1tL7+74fJ/14A/hsfuIWLdm/yb/nUp975wBOHf+eue+b9R56c4t0/3WHvth5SGsfWBik0ShqU9FHS4CkPTxkLaGWTHIFvt5EvGEWS0NeMgpR6ZKzmTKy1NxVrogRGsWCYSEZpSJzUeO5Qiyf3G1Jjqw8BlLByx1eC0INWCBdugFYdppqS6ZZidspj/TTs3Dxiy/oVRmaJ935qkgMHp7hyt8eurZI925e5/8CIY6enedleyfSEJvAG1KSPMlhfXQN6yFKnxsl5j2svqXPR7g6P7QtZNylp1Fpcvjflp9+4zHs/rXnyRIt2T9PuKOaXPdZNtZiZrDPVSphoJEw3Il53dUzox/gqQSmNlPZ7GSPQWhIliqUlRZJ4RIkiihWj2N1H0m6xtM0hsWAUCYYRjCJjge0YexQbothKklHsWD2GoQN3N5Isx9CNUxgMuGzHEu/+6QVec8nJsDvv/47w/0JH/hV/vHLi4/HU1v/9dSz/2wH+3j+6hc3rW96jTx76iUceP/jb9zxx3Gdimpvv9ZFK8mv/fIULt3bxpEYKbQNJqe2mfJRn8JTC8xS+Z/AjSeCVAB4oIndw4tgQJZoo1sSJDbKybF+SGnfJNmhtg8ksWSJc4OpJa7eFPoShpFGTNGuKyZZkegI2TKfs3NxnorXMJ+6IufPJGVYWJrhkh+KcLR7nbh8h1Aofv32CDQ3FzKRk3dSIOx6XnDijOH8zxKlg94aUl182Yt9zUyy2BUvtFm95ZYcH9g05eFLSrEkCf5KL98B//icL3PHUgM/eto6FLuzckLLc8ZhqKSZbIa16QLNepxZqakGK72lLCNJYyQcYQGt79Ui1JEkESSqJE0GUCOJYEsWCUWLZPkpgFNkANYo1UaQZJTZQta8ZhrEDeJwxt6QTC9oxDEYJRD0u3bHMf/3ni3zn1Zp+f5LB8IBvgtb7vHpdqXDHH8wd+XSyYef3/cMGuDSxOHT09L94+NH9v/7U00f86YZHJ/GIEdx8j2QQKb7vug4/clOXyVaC6tfxpEZ5KZ7SeF6K73n4kUfgSQJfMfItoKNA2AMTC6JYESUQx4Xll6SaJDU5uNPUYBxrG5MrI5QUKCnwPEHgCcJAUg8ljbpgomGYaqWsn4rYMNMFucxffF3x4S/Nsq5W49Kdgh2bfXZs1uzctMIXHtIsLde5fLtkakIyPRFxeM6n0/dQCtJU0qortmxMuOsxzUpHc3ox5OI9DV5xRZuv3RMy3YQwDFBqkkv2wE+8dg5fzvGpO6Z5+kSNTZ2YdZMJk01Fqy5p1BX10CMMPELfevieBClN/h0x9qTWRpCmkGhBmtgTLkktCWQEESeaONaOLAyxuypm4B7FMHRXxoGTJJ1E0E0gGg6Z9Lu8/Y0LfP91fV55OXR7LYajkCgOGHYP+qoW/mY44flChu91598/TID/4YdvRmv9s3c9tu9Xnt1/rDldkwxSgxKCjggYCclXHvS458kaC91F3vWWPrNTCb1BgjcM8VWKH/sEnk/gpQS+RxBrwkASRYooEUSOfXI2SgRJouxBS421/rQh1aZg7RJzC4G12RT2yhBAPYBGTdNq2ME+66eGbJxd5u59ER/8QpPnjk6yY9JnzybBto0B2zYKzt3WQ/jLfPXBaaZDxeykZKppmGoNmGhpAt/anlrDKPJY6cZ0+intnmJ+xafbb3HjlWe45Z4+z51qUQ9jPBUgxCR7tkp+5FWLXHvhaT7w+Unuf3KarV3JxomYiYagWbMnZBhKQl/ie846VAIpihPZGCdZTOH3p6kmdan+JCeGDOgW0PYqaBg5UI8SK0kGiaATW2APowQ9HDJR6/Cutyzyc2/tUw9C2r06oyhkFAdEkcco9hl1jzT9vv9rUxuuUAeeuvk9ey56/T88gLc7XQLf/5fv/+NP/cqRI8cnGyHEKcjEoAR4QtAVPn2p6EQe//NjPg88s8LbXt3lpqs7zExG9AY1gjgg8APCwGcUeUSx7X6JAkWUSOJEEsfuPnUATx1LpYJUk1uAxgiLbWODWCGdNFG2kCrwNbVA06glNGsJk60RG2a6dAY9/sfHPW59eJZup8medYIdGwRb11twn7N5SKuxxIe/GnDiVJOLNgumW4rpiRRtRnQHAk9asGljWXyykSBVwnLPZ6UDZ5bq7N1R50duXOEvvhpwdM7H92KU9DGmRZwqLtm+xH96R4evPdrjA59Zx6njDTZPwnQ9pRmm1MMiPvE9iadc4OzyCfarFye6PfFBp5rEXeEs0C05JClEiQV4lAhGqWPtBHqJtMCONWk0YrLW5XWvWuaHXt3j+ss0UjRYatcYxSFR7BPF7vglHlEs6S2enozS52689qrT7/n6F9/LK7/zZ/7hAPy/vPu3+eVf+mW5ZefFVz725HOTvjJIKVCJsT62ACUNvhT4UtCTNTqRx8331LjjoSavuarNW1/T5/oXRUy1QqIoZBgFjHyfKPaIE99JEkWSKAduSZIKkkSSppneFE5vC/QYc1s/XaMU+Erj+1bDNmsxzXpEqzFAqS7feMLwyTsnuO3BdWxqKi7eDJtmJJvWBWzZINm6PmLPtmUefG7IZ+7YwGygmJ2QTDQl66eHPHvccMdDIdLYkylNBQLFDVfG3PFYxPxKjU4vZWHZY+v6Fm98eY9HDrR57Ol1NIIEpQTgo9MGo5Fi68aQH7p+mc1Tp/nUnXXuenSaE50aM6FgomZoBppaAIGX4imXM3Dft5y3Nplk0dYzzxg9ccBOUoi1JYw4hVFiGbufCHoJDGKNTiJmgx43vHyFH3pNm1ddldDwAkaxrVsZRQFR4hHHHqPY3kexslfdBPpzJ1/7tTs2/9dYbv7lr9z8v9IbX/8vvr0B7qZJ1ebnF3a+53f+8G1PPbXvJzrtHvVQEjtwS2ETEjIBT4AvIZSCrvQZJIqlJOCT32xw6yM9rrmwy7ve3OOyPRHTkx5pGjAYBoxinzi2IE9SRZzahE2qFWkiSLR1DrQRaF1U3pkc3Nax8ZTGV5rAT2nUY+rhCE+NGCZDnjii+d3PTfHwc9N4acjeWcPGKcO6KcWGmYBNs5It62N2belyZqXDn36liYlrbN4gmGx5TDYNE42IQZqijSKQAiEdg2uF8hSJ1nSHmk4/ZaXrcWqhzoUTLd5+4wq/MVfn4FwDz4uttDEeia4xiiXdfsDLL+zy0gvbPHboGL/72Qn2HW0xv1QnlJK6L2iFhppnu4985fa9HD9e5AG31pA4l8fKO4hSQaQtsIcp9GPDKErwTMS6yR6Xn9fl596ywlXnJ7QaPtGoRacfEkU+UWJZO05UftW1j93VNpFE0cjvDxf+Q70pEhNs/PWbP/n7w9d//099+wL8mWeepdlsXvD0M/vvWVxa8EfDvqiFiiQ1LtXuGNzdexK8BAJpCJVgoAQ9L2To+yxFNb74gB2A+Z0vbfPG7xhwyTk9dqwbMNn0iBLfdch7jCKPOFEkWpKmygFbojUYRBHGOHAHvrYM56X4XoyvIk4tJ+w/qfnm4x6PHJrg3ienSOI6mycMG1qGmQnB7KRidspnw4xk87qEresHTE8t8fFb4O4nprh8q2B6QjDRlLQamlZjRDeNCHyFl1ipYIx1MBhJ+sOUjiuAavcMSx2PuaUJrruox3e+ZIk//FxIc1GiRGwBqT3iJGAUS/pDn3VTNa7e2+X97+px79MdHjnkc89jLY4t1di3UCdUkrqy8ijwDKFvUDgid7slY/LUWDkXa8vcUQqDyEqV2CSYJKYVDNm7ecBF5/T5/lf3eO21Ma3AZzhs0W0HREnG2BmwFXHiWTAnqpCSiXRXBslo0Bf94dIvN5oy9eszv/mJv3h//81v/clvP4CfOnWKTZs21b7+jTu+/4tf/LIfDfuyXvOIU2MzkdKgElszoVLL4l5qrP5NwU+gpgz11F0KVcgo8Gkndf7i9gm+/NCA7bMDXv/yLpumE87ZNOLqC/oIFLMzEk9J0tRDa4kx0jF3dl3OkkcaI2xTwGCkkV7CXU97HDgl+eJ9DfafbLGyUicQvmXrGc1kw/rgUy2P2SmP2SnBxpmEzesGbNmwzN1PWmmyddJjXQsmmh4TDcFkM0HKiKeOKNp9xbamG25rYBRLNs4KLtg54hvzhvbA0B1YFl9YCTm9OMWbXz7Hk4cXuf/x9fjKgIgxBpLUSrRhpBgMPdq9gOlWk1de1uPVV/ZZvHGe507CLffXOHAy5IF9DYTvMT/0GC4qpJAIIZwmFw7kxoHckBqNSa2LNTMxYlLEXHXRgHM2DtkyE/M9L4vYNCOYmVAMhpMsrQQWxKmTIInnZGO2yTU24eSkIEk9eoMeo9j/T9defI284sqX/sbCjW8crlu38dsL4LVazTtw4OAvHj506P83HPZlreaRJBm4BUoYu0mnxyV4roHXT21ZapBCkBjqStDUgmEqGHo+I9+nPazz2JGERw/PInTM9g1Drtw1YLKZcv01Q7bMxqRxgtHuwJlCmuA0qFSGSMO9j9V58mCDoCZ56ECDk4t1ap7HRCDZOWOYqmkmaoZWXTLRkEy2PKYmPGYnYf10wsaZIds3dkhZ5sO3TrG4OMGl2zWTLdtj2WpoJhoxxsTc92TA4pLPuTM2u2gMjEaSDVOSl1w84BsPp3QHkl4/odNTLHd9ziw2uXjPgHe8us19T9c5tDiBEhqIXY2J7xI0gv5I0hv4rPRCJhotpieGXH3egOsuHnJqccjjhzrU6imPH/S477GQ1EiEFOR12rmNaMBo0Jo0MWxal3D9NUOm65rLdmm2rbdg1LrBKPZZWLZXT9sY4qSiY+ssLsrqfBLH1nFi4yTrdDmQp/akXVruyAMHDv6HmZnN3vTM7H8Gkm8bgN97zx186UtfCLrd3tueeebZIPAlqbbZySR19wKkApla/a2kwZMCT9vLoJ8a4tRmE2MNtdTQSAWxtlpwFAii1CfSPrE2nGhPcPQ+jVQpX3w4puElaKPtQTK2W11kR1BIu0mJFop2zyeJPEJP0qoZzp2FZmBoBQn1EJo1QaOmaNUVEw0vT/TMTiVsmB6yaV2XRC/zmx+r8/D+WXasM0w1hQO3oFlPadYimo0htXod3wV6wsmCVAuixGcwGLIy1EyHtla7O9C0u4rlRsDR05NcsXvEz7/1DP/9Yx7HVuogUrRJ0Bri1CNKpKsdUfSGHr2BT7sbUq81qLtg+YbLIvwg4urzUt7yimGeSBNCO5u0iL4zcki1tRqnWgolA4ZDj4UVz1VcWjAniSLRNvZJ0uw+A7R9nAX9Gait5y4tqJMM3MK5NvDYo48FK+3+25qN5ru/cccdyfWveMULD/AnHnsQKUW4edP63/3Gvid3eNIgfUWSalIXzKXS3ittHLBtpG6tPIOn7Jf1dRbBG2tbaWN3gIvyY20DyERDFErSpiTRHnESshDZDLgxRd5ACFue6gl7xfBdtnJT01CfNoSepua0ac0X1EO7NUJFo+7RaigmmoLplma6lbBuasSGmR5bNy7yB5/XfOq2DWyc9FjX0kw27MnQrGMBXo84taTZfyKkHtj4w5WHkGrBcORx3paETbMjur3QNnQMUjp9xUrPo9WuMdGY4q2vnGP/8dP88ee2OctQo3XiPGuPUZTVj0j6Q0Wj5lEPfeqBLRoLgpTATwj9lFqQ4okUJVObNRYGIXXFJ8+ufmkqWViyEwu0zu6FA7kk0RLtQJymGaAdqHMgO6bWZcYugJ26YDZNrbsUJykHDhzacf0rb/jdeq3xU/fde//ommuvfuEAvtJeYnJiunHvXV9779NPPvxPjIlEENgzVAhpg0ppSKRBSk2qbdYwlQalNGkKKgUvs6qcb52VeqZjFlb+PLO3XGbOmAzc1c+XlddKkZ1Y1vMOpMH3XF2LB6EvqQWCWmgTJvWaR7MumGjAZDNlqpUwPRGxfrrHlvVLPHpwyEdu30qzFrJpQjPZEDQbikZd0Kw7H70+4uHDggf31dg1bf++cBSuDfRHHi++wLB325B7H5ukH8FgmNIbaDo9yUrDZ365Ti2c4gevX+T+p+Z5/NAm7CmrSXVKoo1Lxth6ksFI0qgJ6qGiHmpC33cA1/iexlc2O6yUdlLRFExe2m9ZQsgmhUTuRmmX6k91yYpNpXNehGu4sO/lzzOWHstNZFZkRnLZ/XA08O699/5/cs3V1+jXvvY1P7O8vNz/2/R3/q0Avrx4hm576f86dmz/j7WXTxH6Pmlq7ahU2i+YsbdWwrK6NKRKoFJBqgyeNqSpcb61rRNJUyqg1i4LmZbqSPJkRWYBlsHtDpitSLSfRwlQymYtPdepE3gQ+ILQV4SBoBYoajVJsyZoNQwTjZTJZsJUK2J2qs/m2WUeOdjn5z6wkeOnpjh3VjPVgFZd0qwrmjVo1FIatQTfHzGIDJ70CBW55s0kSpxI0tSnFSQMU01vJG373NBq8nZXUQ9DakGLnZti/se/WOHnPyB4dP9GMJJUp6SpJkliolgzijyGI8lwJKmHEAaSWmAIAkXgGQLPgtzzTA5w5YrcCqlSAjmAyx+YDOBG5DUtRW0LOcjtcRO51ZgTVgZwXYA6f5wd/9SQaptJPXL0hGi29v3YuefuORBF0a/9bTD6/xrg99/9Oborx7cdObT/xSsLxwkDhdaGRAqUhkTaTWlhAa8FUlpQp6lGK+G+lCFVJk842OyaKLJsJa/WONY2rpbEZI+r2C4ALm2zhHKBridt4sOyt3SVidKBQVqJUjM0a5pWI2WiETPZjJiZHLBxdoWHnuvzH/5olgPHZ9g1bZhu4DS3olmXNOuGRpjSqke0+wmfvrOOST0Cl+gSovCe40SihMcbrutyx5MRnWHNtYCl9AeK7kDS6HnUg5AwmGDPpoRf/6eL/MIfSh7at8F6/jq1tl6SuvEWklGsGI7sdwpDQegLQt+472uDek8ZlHKyUYBwNSuCKtALJs9S/JTY3FqLOeBzUipAnT/P3lsD2NrdJ9qg06ykQvDcgaN88jO3vPiiCy/c9ucf+8zxH/qB7/37A3ins0CrNbt13xN3/Favc+aNSdwmDHwbULovJ0WWuXOyREMiHXCVJNU6/3IZuE2pZkRX7u0OzeyswiExBdtQpKOzTKUoAVzJoj7D92wq2/elBUAgqIV2xFo91LTqKU0H7unWgPXTbQvuD87wxKH17JqVrGumTNZt4VSzrmiU2LtRjzAi4vTSBFLYZU5kJYtoGU0bn03TBk8n9BLBIDIMRrYZutuX1ENFLfAJ/BqeN8klOxN+/SfO8B8+CA/uW09qFHGqSUp1I1GkGYWKWiAJIvv9Al+6kzorxLIAt/vFuH1VBnn5s44BHVeZmJkuJiuHoMTs2fOxq3GpLijbMlBXAK8F84ttpDr9xssuuzR961ve8K9fPbd4YuOG2b8fgK8snWTYXzm/311487C/QL2mSFNtGToFLSFR7ssp95q2EiHbAalLxBRnrQNztjmWzoBuysxNuWjKVI6IyHW3cMaJKKoFlcTzMoALAt+WxtZCQz3U1MOURi2lWU+YaIyYbFpwP7h/yL//g2keP7ye7dOK9U3NZF3QbEgaNUWjLmnW7O9o1BJCL+LeZ+HUYkAzsFapENaayy/3WtIfemyeEVxybo97nmzRH2XtYNoFnYpaoAj8wGnoKS7emfIb/+wMP/9+w4P7NpAYx+SpIU5t/XsUG6JAEgTS1abI/IrleU6mSXKQZwDPCrPyvSlK0i+ThVi3JTsmqREO6OTA1uXnrpKzAHZxnFcDm/wxQnH85BynTs2/ed+zB9/b6fZO/L0w+LFD91IL1Na5U0/++onD9xH4FoxSYNlb2i+mUvs40RbwqbFypXwp0xq0ElVwu8d5WWsGcOzezRml4BjHOiX2dj6vklYWKUVeDmubJiDwja37DmyBVT1MqddsLUqrPqLVHDA72eGh/UN+7vdmefroBrZMeWxoaCbr0KzbKr6CvTWNWko9jAn8EU8c8Jifr7N7I0UtiDsntXNSBiOPc7cLLtnT57ZHNf1IMohsEmow1PQGtjow8D18L8BTDaTUXLx9mf/5z8/wb37X8OAzG4i1x7pUW4DHEIW2djsMtQW4u1rZAizhNlenIgspJzKwO3CP3zJSyYCeycbxlL82LlaqxE4FqIvHRVxVAbn7v3EKX77tHqTn//olF5335ltvv/fEq2/4m60M9zcC+InD9/DB/3EDb3rnB7csLRy5Kk2WCQPfllxKkZ+BqRZoabWZ0oY0Z26DLrF4drZbVyRjNyqMbdPtBXNjSlagOxLly6oUwiWXKBJKym0e+MoQeAbfN9QCTehbcNfChEZeaNVnZrLLQ/tH/F+/P8vTx6wduL5hE0DNmitRrSnruoTaNRwk1IIYqUb0Ih+pPHxlUArH4gVA0jRrOvBpBjGQ0I1C2yoWaYZRSn8oCQPlAkUf39Mo1UBKw96thv/7X5zh37xP88AzG4lT3zUYG6LUMPINtaSkwX2Nr+xJnrX+KSltbsLtpwzk5f2Zp/XHgvlCrpSko85q7TMQZ2A3bjhq8fivvwdtJKfnVrjznseuWljsbPk3//LtJ75y+33ceMM1/3sAHg+X+fGf+9JUr3Pqzwfdo0EtEKQ6RUqJ0plrInIdVdZkafnSlZaDxkxfUwF3WWuXs5I5c7tMTnYwsi13TbLNXYY9ZfB9B3BfE/iaMEipBym1IKFei2nURky2Bky2Oty/L+Fn3ruBfcfWs6Hls76umawZWo65GzVFo6ao14zdQk09TKjXIg6f1vzpV1qENfBLTkX2sY0pLLZuP+BHbmrzkdv7zC3UGGRtYCPNIEgJh7Iof/X8kr1nOH8b/Pa/mudnfyflrqc2MEhqrE8FUapp+DCKDbXAEHpZCa29gnmedgAXtpnbXekycrByKgO5AGHAFJSeEUxZNuo88DelK/DqK3N2X+ChbDAU+EizKzmKp/cfCy6/7MKPnzh15vu2bFr3WBkGf6cAj7qPil6SXNvrdjf4XorWEpmxtBY50AtQmyLi1pnVhGPxMYckA7UW1tPWhdbOmbv0WbLdXQ6MspqXLMC14Hb1Lp62LW+edgC3iY9akFALI+q1iKlWn2Hc45b74d0f3cS+Y+tY1/IsuOsFuOs1Ra2mXGLIBqa1ICEMEsIgQpPQH9WZDASeNJYZ8xA4O5mtpxwnHq2mwhMjholmEIu8kTccaYaBZuArAl8SeApPeSgVuJPGsGez4Dd+coX/+ecpdzy1jhPdFsNUMekbWoEmSg2hZwgTQ+BlFqkp6XBRMLhzerL7svQbvxXHpORo5fFSAfpy7XlxzE1JsxezXMqgT0tX9ziBu+5/etdll+z9k7mF9jX8DdL43zLAu8vPYnT8Xcee+dgf6OjkVOB7TjsJF0k7CZIKtJFFo0EGeGMKgOuMtUURTJacknLEvoq5SwDPD4IsSnEzeaKcU5DZYr7zgQPPgjt0gKwFEY3aiHVTPebbA37jIw3+5KsbiMwkG1qK9XXNVN0wkafwba9mI7QzTuqhHVdRC+2J4nsjbn3IJ9W+ZUtXeyNk8T2K1jFJnCqk8LnxRV1+73Pr6MY+k47Fa5GdRpUxuK+UY3DHrsJgtODCHZIP/HybP7t1wH/90EZOLU3Tm/CYThUTiabuG8LYOD/cxiC2b1OU3BQn7coAF47Ny4xSBnlOPqYgo4pUKdWdm3IOw2RlL3nSrgzqcsCaGmtIPPr0Ud77hzdv+rl/8abXPvLEgc9fccmev1uADzrPYYz+GZ0sbPF9jdIpqTbOAhQoI9CptBLFgTnNkgNp4aFmsiSzmAopUm4pE2dl7jJrZ+WvOXu70gCbxHAH0dO27tvT+ZiJ0E8IcnAPqNf63PqQ5uPfmODPb92AFhNsaAnW1ZwsqUGjJhyoJbVQUXPsXQt0fiUI/RgvGPKVB6bQqU+oyEGT69qipsmmsFOFkh43XdXn/Z+K6CeBZfHY5B3tg5G22tmzs2GUImdwu38E05OSd97Uoe6d4q++0efWh9dxJqnTDxSTiabhOyZXEHjGxSUmZ/HsxFFSlJI/LnZwWrCS7SyxTsbiGejHXa+CxatJOmsNZxnpEotnVzhTPE+05ORce8vj+47+jJLy83+nDN5bfhohvR8/c/DPriFdIPCUc0W0CyRtvYKWJjf/880I65ToEsjzoDJjcVFxR4wRawK7AvAM2BgX/bvMnDJ5lq4CbmVrMgI/JQgiQj+iVR8Q1Ab82Zc93v0n6zm8PIPv19hYh9lQM1HTNjsZ2jFp9ZoFd92xdy0wLkC1V4R6GLHU0fSTAOUpAqlzl6KiwSmubkmiGMUBoTdgarJPe9RkGEs7NSowBJGtXbfWpiqCQ2EX08LVj2gtmGpJ3vqqLje8eIFf/+MRH/rSepbiFoPQpxkLWr5tggiVyEHuS5f4KV358kBdlPZ1icXHybxMRNXjWGXwgt2r8rR4LiplGJkKSI0lg2On23zx649d8ws/8/0/fv8jz/3h1Vec+7cHeDw8yVNf3ML2F33gpSI9vt73E0wObqe5jUGXwZ530ogKkxvXgFCkf4uah6okKZW6VoBt8h1s2aU0JMgFX560w2+8bPNS25LmJQRBTODF1GsjwmDA00dS/uqOOn96yzpOLE/TrPvM1AzTgaFV0zRCaLoCrFoobSo/lNQC653XQhuohr5l71ZzyJfvUDx3sEE9S6hk7kQJIZkkS12hUhR7XLQHbriiyydun6Vb92gldnjmKDIMPY3n68Lmk7J04phKYiZJJZsne/ynH+uxZ0vMJ+6Y5PHDUwy9Or3Uo+kJmsoQetkcGFeEpuz+9EQRx2QnphRVG3YVk5cB7r5g1iKYA7wM/rFaolWA10UDRuq89kRbh+jJQwvr//hz9730//53P/+HB4/Ns3v7+r8dwHU8z4U3PffPOqf+8kelOUXg+xhjHLgdcxtNmkqUERhjgW7KbWOV4p3CEswdEqpOCRmLrwXuMnsLUwG3naVi7z1XWOR7CZ6XEvgR9TAiCEb04hG/+7EaH/j8Os4sThGrOpNNxWxomAhscFYGt2Vs5YqxhGNvC+6aq9qrhTFpGvPk4YB+HDITuMu/zEAhKt+tHGgmiWJCeVx8TsTHvRHdyGMQCOqx086xxo+0K5SSKCkQygb1wh1Cq+3tPk9SyUTD52d/oMfbXnuGD36+w/s/tY6lfouBF9L1FQ1PUFcQKm2BLq3czD5zDvIc4KZqH47ReCVWKjP4KiYXY89Xgz1j7wzkSQZwrXj6+DIXnl750Yf33X7fsTPLH/hbMfio8zhB65JG5/j/c6kZPR74Xmy1tgN3mrO1ZRZdBrUuVaM5BieXIxlji9KZXhQjVeihdFkswG03WWJvW0BkK+U8lbrhnAm+l1CrRYTeiPYg4b7HBH9w8xRffWiaxf4EtVrI+gAmA00rMDQDQz20siRn7lDZepVQEgZWmtT8AuSBn9CoRZxZTrj5GzOM8Ai8ErizxqJMg+eXY7sP41RhjM8bru/w/i/0mV9pMEgEo9hafUEMfpTmCRpPKddEIovfXTlxbHdTo67YNDPgZ9885Io9J3j/zZM8sn+CxV6ToQrxA0XNk9QlBMrYKktXUpxlOKsgLwG9uCAxfshyeWlElbkp7GFdAnz2OAN5UmLu2LjmZwOxsYnDux46ELznI7df+ke/8rbG7Q8c6N/w4rMHnM/P4Olh4s78dyrR+9fKnER4AdpEaG37Hj0jSVOJNtK1imVgliWWLoO6rLcLkK9i7BKw7X40NsgZB7bQCMfcsgRuuyWEYUTgR6z0Em59SPKprzf5wn1TzLdbqHqNiaZiyoeJwAZhjcBQD8jrwjNwW2mirDQJDKEDdhhkbkxM6I949IBkYRASepJA2gSPKl3qM8lc6WhPheuA8ZipC646t8dn75mmn/gME0EtNgSR9e89zwabauQsWWnLksssmgNcCwuQxKNR8/m+Vwy44UVLfPG+Lp/8epM7H5tkrtsg8gL6gcKXkkAKQgmBdNpcFJZrxuJSiFX1KqsC0EpSrvSdSydhFlhm6X5tXNOzsZo7A3biXteZgEdz7MQZBr1z/vVffumB29rdwSf/XzG4MXPA+vW686ffa5I7MX7sPozE6AzUCqVkSY5Ip7UzaWKlisFJFkRFc1MB+GpKyCvbsmAyA3iWPJHGFu9LjZK2kD/wrVwI/Zj5dsKXH/D4/B0tPnX3JEudJiKoEbZ8Wp5gyrfArvuGegbuQFALha0PDyQ13w7UqQXk7G0Brq0b4yUEfkwtGPGFe0JOLteZbQl7yc9diDUCs1yiFDp83ZTHd7+kx6e/GVuAx4KRD2Fip0n5kbbWXqkMwbJqCeQURJK6Juzs9zdrI9726gHf9ZIlPnt3j5vvaHDHIy3m2g0SFTAIPDsmTwp8KfGEZXRf4loOhTsOhTYfKwUqHctCk1dAngGckl3qQJwY4UBeBrUBk7rESOq2iNu/eT9X7t38vf/+p97wjZuOt+d3bVt7UdqzAvzU6TlSzK6G0D86Uz+KUi2SOEVp5QCscubWRhUMbmQBZvdahb2hZAOWZMlYUFkuey3LEuE6UWTG2tLOMwz8hLAWk8QJx+cNTx7x+NNbprj7yRan5pqkYQ2vZRdwmvCg6aU0fDtXu+Y6eixDZ+C2FXkW3CIHeBgYQl9b5vZTAt/WrjxxyPD04RpC+gSKUsZRuCCzgPkqELqET5J6XHTOkEt2d9l3ok7flzSS1IJbQeQZFzy7qVVSIsmSMtL+9rIl54jHlgV4JInPIPKphyPefuOIm160wt1PdvnQLU2eOlLn8FydpBeS1D1GnocQEuXmsntS2pp6YTvzc+nCmkqF8iHNa1dYzdiaTI5kpc821U/efpiCTsEkxfNEc2r/CjO10Y/G8Zn3kS7P/40Y/P/+w0/zs7/2EXx/Vq1rHeS8LdPccHnKpbsjZ+FJjLa9eXY8g7Kd7Ea4e1lo7lITcPZaDnIKkI/vmorPnbF3NqBTWGB7XopSCUIlnFmCW+/wePpwnVvvbnCqU+PIXAO8ENXyaXiKljI0PUPdc6D2DDUfwkC4GeMFuMPA1oGEviT0Iaiwd0roa2c7JtTrIw6chsMn6yjpWXkiy5d2xrTyWICVt4J57N5iOH9zjycOztBvWBYPPfATgx+77KzSeQbS1o9kLo3M96k2hVS0STjXapYq4sQnjALWTUR8/ytGXHthm9O9Nl+5K2Tf4ZAvP9jkzGKIkT6x9EApIinBrbSRpfIloijOKgO9PA9xDOQFoxvnk2d0r4sNV35qtAW2LUvEKvqUS/dEvPyiHhdvuwXZeUQ1oiXSzp+hJt72rQFcG3j9a27aeO/Dz3zgAx89KXy5gd07E7ZuiPmx1/e5YHtMs6HZviXG1xLh5IlxbFQGe87gJXlCDvCzgDsPZgrWVtIgXMOsUSnaaObn4dnjir+8rcFD+0OOHK3THYX00xC8ANn0qSlBw4OG0tSUA3W5mtAX9rkDd+jKTEMH8py5s/oVP3XMbcEdBjGSmHZfEpnApsKltsMvRdUDLzOsycoSsjawVBKnHsIoWs0IGDGIfYaeoJ4YVwbrkjNKWyclr72RpVIAWQCq/DdSmQPcT9wY5dgn8APWTUZsXhdzyfYR3ajP4WNtHtkf8Bdfa7DvWMjifEBiPBKl0ELlDdw2PWvP3qLBW4wdzeyBKZ4Zx+clXZ2DWxePldYok7J9a0yzkXLhjph3fnefrRsTdm2PqclHhZAXfGDdlutuRC+d+ZYZ/Od+/HvFJ7784J6FdnzuMPYY+IpHDmgefU5zx8MNlNTs2hbzfa8YcvUFI158aUyqrQsxVQdyBpc2a5mDWeTy5KwXNqFdu1nW9a0ZJYblngEfjp6Q3H5/QGeouOXuOvuP1OilAYnxQfngBahQEShJXRkaGaiVdQrCDNyuXS3wIfRs00MY2PJUy96CMIAwKGRMBvKsliVzT04spHzy1gnm2nWmJzPNWmXvEqlVWTzvb5SMRj7rZhRvetWQ2x7uc7zdoB9IGokgiCFSBi8BL8ZJMwotTmkUBLIobc0zglkrmZ3Qm6QK3yuA7nsJvh/T8mKuPC/hinNH/OBNA545Ivni3SGdkeK2+2scPx6AJ1nsewxj5QAtMdkl6mz2SmGtFGc5JSmCRhjDVD2lGWhSo3nxZRFXXzDi+14xZNe2BCWgFeDm3oSkSUI86p+rvIk9Xut1c/C2VdmTNQE+t9itr5ue+NDXHzrSMPUJEPZDGJPSSXxA88j+kEefbrB5fcK2zTE6NVx9YcT3Xj+0PnkKMy3D3t0xtdB9h/wIS9a+2cAxGgkee1bRH0k8T/LEIZ+Pf7WGEZLFrs/RYyGJUWjfxygPfB8pPaSUhFJQkw7UUruEhq3BCFya2s97MclnjRfgzmRJ1hBhZYllb03oOfZ2gAj9EXc8prjtiSYiUIQqG11cck/GiC13kUq1OVln+mjkc/0lQ15+eZe/uG2KfhIyTCD0IErcLJms1sY5SFYyyDGdnzG5qAa07mqR+G7cQ6rwU48kSYgSH08luQulVMLluxKu2DsiRXPsu3osdQRGCD52a43HD/p4nmAwUjz+rEc0Uq7mZg2gl8GNrfMPQ4uP6VZqKwe14Y2vHPHiCyN0Cts2pWxabyASGG3lcBSpwujQNXT76Uaz9eYP6aRzBdD/lgB+92OHeO7IXLC0NASvXkSxpLarwWiM1Bhfc6JtOLFkLy0PPGN4/82p/QKJYeu6lNdcPWKqqdG5IXoWbDsUSAkrPcnn7qqx1FMIaSUPqQdC2bagmgJpnytho/5QQU0aQqkJnK/rl4DtKwds12zs+4LQE/bedb0ErmrPtrFZaRIExjJ+4Fjb+d6+kydREvPkkYBOr0bYkoTSFVjldma5jrA41pknnOcOtCTRiij2WTctueScAaE/sLUpiSBMbKDpxabUjaNt/XZ+EmUhX2bFyqKKLy+fSPNa9MSTpL4kSVMSpVBJlkNI8lyCJ1Oksg7Vzo0Ju7ekCKl58d4extiCtpWe4HN3BqwMhJt/KP6ayNN+pqmm5sYXR2xZZ0jd+mNSWSwYI0kTn7hXMi9KMZ7J7OikQzw4EGg9XPPPrQL4oZNLLLX7P/ZrH/jSTCTtJFRj5NglpaSdpAa/NHAn+7lAc2LZ8KEvNKumaBXVVYBnMkZKCAX4EpNpvvzeRvaey7qFwljp4ZIUgVvdwM/S0MrkXTxZPbTtchGl5VAsuDNpEviZRrezU+wsQ+3GL6RuVrkd1nlkQfPV+xugAgLl7MGxAHO1cVzO7gmXsZNuqI5HkvrcdPWIj97S56m5Jl3fp57YQinfFUllf0PklqkuGHysLMDGQpl7IWyDiiu1SLXESxRJtuCASlGesosQSAtyuyRKShRphNQoYQcuWRmpaQSat79WI5RxOYuS3gb3vPzl3UmoIYkV0VC6GZICHYscyFbaysKBK8V0OnfooL/4jZnpnT/zY2k09z4VbHh+gH/8lgcYRfHbDx85PVGTBiPcAchS7igH5Ay0ugReXQomDCgDAZydtksgd1ouR0RGTUhX/GOT0p60c00CYfDzzJtlNT+r/XZlqtlj3yPvZslY3PcEvp/1LCq3eoSTJYEFd+AbAtf1E/ip87xTW9fix0gZ89RhyYFTdYTy8gRJXidSLjt1X7VSj5F1MKVFXUqSWhY/Z9OIC3f12XdmxCDxGXiCWmrnOHqJyevdpdPi1YZh6Q6BKF0tZNFc4GX+u908T5Ok0gFc4qUW4FKl7l7ny8pI52Tljpa0oB4MdWHlOpALsjoZUz3WOZE7R80ZEORmBCVTogByAXpRKfdI+ycn+kv3vl1I/33Py+DzSx20NsEv/c+PyyCNaHkmN+VTU/iXqUuxa9ylA0p2T+kLlTtWzwrs7B9RzBDEdcO7x1lWzZfgCVsQlBUyeSWAK1WAvNhEvniV5+6zrvrAlw7kBbiLrej8CUpNEjYYswCPTcxdD9dZXK7jTSiCLM09nuJe49tXQG5KboqWDEc+M9OSl10x4Cv3j+gmdQapopEUVyYvNW5ibTnxpSuBpt3zIr/gFg3POg88Ey3wU5lXXlqAu7oXqUjcoCApsvsiB1E2AmQlV5EBvMhCl7555fiXp2lVgF9x3spFeRneSonExCA7J+XG3e8MkqgdeUGR9KkAfDCIAPObgeJqnxSlBDpbPTer2aaoDsvG7mpKVYLuwxePn4e3S4mCDMwqSw87IEthXILBBVZZt44oAK5kNgrBHnxbCy4qALcNx8J1lo8DXKwBbCdPPI3v23XhrTxJCLyYwIs4vaR5cH8dowKX/SuvFjdWmDQeZOY6uTy+WOSz/0zqcdXemNnZPp2FBv2kTkMJfKfF80Gm2VhqtJ0mhi79KVlJrBX1H27hW88Wxmll71Nlt0RJK1GUsRLFTSbL7rPV8LLWuXLZRMbaRXFcQXLluHOVWi3nRbIkYPaaLoHdgZucGCw2Q62u1mn0mwj+9VkZ/JEnDmJg0+NPH5JSaDwp8+xjXs9LqYAdQTZ4p5ySzc5EPf4lRM7VxSayKVSuvsS9loE679Ipg73ccykssHOgu25x3xXyezl724DStmzJfLN6nMI+9DVhNgnKsbefgdxP8f0Ez4uRMuL2h3zufLSFqHkEDuC5/51vpfavVQxesHfhidukTH8Q8LJLh3zHi/p85CsRURrSTyU111jsSVBJ5oO7Lp9Er0oqZXJFI1xyRVCUptohqdoTVpMrQeoJVGpn1yitUanMwa0ycOcnss5LJmRpmKcYkyfFiX52ysuZvAR2SoAuKk8Lqzl7nqaa3soB2W8/t2n89+YAn1/ssG6mtffdv/2x7YN+n8DFdOOzSPKCGQpZUgZyRZSMsXjZDy6DO6/vzstgS2lgkaW9S5d+J1VsZ0sB9mIcQjb7ozQHxHWTF/NBCnDnQaVXdNzn8/xKzO17Cb6yDD5IE37/c7NEIsSTiiCrRS/lQIrvWLbvqjo8O1BpllZ3Nl6aekjj81Pf0+XTXxuynNbopzXqKfipwEtBJfZvxplUcXJBMC4ESkzuORb3XHO4Z0c5+J5wc0psG1uaGpctNSglnTOkkaoEbilLf7dIypVLmtcC+vPdVkuV4mpH/ng1s0ejId2VA+ds2/vDF8VR+ynfyZQc4EHgkaT6x5eWOi/vdLqEvlew81hDQjYsrVw15r7Cmr2TZfDnYUVWsFMGel6xRhXoIpsvWJo1WNlEhb3zNqxsBoiTJ54nHcizLvOSLHHA9ktz/ALfsrjvZ6tBWPb2w4inDkpOLtZA+SgprP5eg7nz8EKsvT9MNh/GaXCd2qVY7Ehin80zMedv73Pfcw1iL6CfCGpK2GBTWpBL1/cpk7EMcJ4oB4xj8rLc1CU214JUacvcHqRSo1KR97am2d9Is5Fv0jJ3bomaKoOX6sezEc3fCsALNneMbsqyJTsBxnsJJEkyoLt8YANwjhDyqVUMfuTISQvyaEjo2WE5xS8teu50BdDVyrHnV93VTvgyo8sKwMulmQW4y0M0iwwehWRRImdxpYrBNvny3w7glsF5HnAXDcrj7O0pG1xGScyffqHJqfk6IszkSXmgZSmLSfWqdbYmgExPZgyutSJKPLasF7zjuzs88fsteknIUIUMUlub4mXfPaHEpMIFdhrrSun8yGhcERxZwJkVZgnnl1vJ4rnxepY8dD722pboaspNJvmxysdjmCqDl7T4+PH/6wFeDkKL+K7o/ywDXdLrR/r0sUe0TgtPPAf4n//VV1BKcujIMULf+qtZb6ReA9DZH39+SK8B8IqdVQZ3tQyzDJIKwGUx91CW2FtJ4Vi7mEOYbSob2aaknY2SAdwzbpREibn9smNSgNx36/nUw4hnj8PX7m4QiwAlFaEswFYBt6yyuCk1ZhZXxup44rzLJ5UkiYfWPq9+6Ygdn+rz9NE6I8+3iR/p4oyEsZPKlPazA7mbwWFMyT40xeyZbOBlqsFz0xG81M0vVBLpAK4Ebo5KEUznRJQ7OYUsKTM5lc/1rYDc5NRQyN0yk1PR41prGCbnzZ96+FXGpF+qAPzRx57l8sv28q7/8J4wiqIcPPmAl3Gmzn55mbOfT5vgvrQbIpOz2rhMqTB4mb3FaiYvAVuqYrXiTH9nswhVxtxuqqw3Bu4g36xzUrC3dgmdAty+F6O8iEcPepxph6B8u8CT6+DPlkgc96XXCjIt4MqjFcpLH7qkj7a1IhsnRly5Z8DTR0boNKCvQuuJZ0mlkl1o0/bFIE0ykGdyJc8GZtIIPPfYc/pcuRF8nraSpDKoU5euUuNAr4Cb3CMvlz2XjYa17UOKz7kGq4+DPGN0rYF4RDRcCX/3F36WhTPPsm7jXgvwXn/AI48987bPf+nOn3n08WfwvTWybiXmyf7UuNWz2s53z0VxLpbrMsYBUK7dyDRsFdiiYMmyTMnYWxa6Wznm9pXMx7Z5aoy5/dK9b/CUW+vdK+6L1LVtWu4NU/70likWRyEiVHhC4Eltg15ZPTnHx5+V95NTytbZyJLDJpsp49oBXWnrZMPjHa/r89m7h/SSGrHyGUjL4kVdSjnQLAV3LvC0RSLaZgaz+/I0A5XJFjsvRSsHdukkjDKkoljAINf9omDuTKIUQadY47OMSZWcqIvXq7ASFdyVCbZIs9gr4Wg4YjqY/pn/9vFn70/i4Z/lDH7wyAnqtbB56sy8n6YJYeCPBY9j0uRsrL0Ge6+lu8ugL6ezs+L9cWkiJCg3N68qUcrjx8oyJdPdspL08X03wi0DeP44swIzSaId2FM8l9jxvQQ/jPjw50Puf7IBMkAoj5oyleBSyPErkv1yYgzhFRclr98eW0khzdL3PtdcNOBtr+rygZvraC9gIANqeaKrFICXgVUGjtFgLLizUH+8jVAbx+YSPOOGqLq8gtJlcBdLQhYMXli6FR1OEU/lx3+VHjespsWxW4nRx9k8Q1qSxPS7C3535UQzSUbkAFc544k8YMOYs1wi1qDsswC8/JErl2z3QmXs2poSpTSfo8LeGXPLKoO7jvNyoDk+eLOiucuSRJU8b8/53cragp6yjcsLS5qv3t1ioVeD0McTgkCYYjxE5kdLsYrF1zxmOWuXg72yZahItV1IdbopefVL+3zmziGnOyGR8uinIm8SzvdLrntdsFkyDU2uyUEbndeoZJ/DM6Ux10Y49raj9tJSgJ+5WNVJWEXSqTjBqk5K1VWpxmT2hbMAqjwXEdYMQsFmZm2mU5Blcr3DR46zZfOGnZ/8zJffsDA/Tz30rP4euzQU5qD9HN9KltLiWKz6MhVdKsY2SiPESiN9s+6VfMdmo5HH5EkhU6iyt2fwKqxd3ix72zkq5ZETjsFVQuBFHDoj2HeoBibIa0+8LPgaD45ZnczKDxCsdlHKw5LyhZ9EXoCl8bhoV8SuTUNOL9UxqWXxIC3KA7LMZpEuF7lUKI5YJlNwrC5KQLfsrUtA96QoJpjlstCQjp1UGekI7eAljD3RKcuV8VHXpoKR3CcZJwVTFjAOi9mOFCWvXPssLi4yuW7whgsue80XlxZPHvEABoPh+VrrNywsLBAGQT7KIf+T5SzTt3Bb5fmuYm9KbU/Vy/n4sJliJxbMnUsTibOuxgLMMXDbEW6rwe3l69YUksTP7r2sLjrF9yMg4Y6Hm+w7XYfQ1p4Hsph9Mt6eJkpf+GwkXpZ6uUSpSBWVy5Ro6HPexojrXtTnnn0NSAMS5THQkjBd7eKUdbBlRlE6gjrXrdUlSuzYa22E0+R2truSFvhSGncvSsCmxNzkJ5iUApGSM3t+wlVwYNYkw7ORZrG/1nBXAIPHyvIiWus3pPHwtwUc8bL/LlzFXtYFvhrg35LkLp7nIBcF4Ndibvd+PnzdgToDvHKX/CLIFBX2zgLPQl45UOezCbM2rzVY2zF2Jk+8TJ5koye8GE/FhGHEQ4clH/1Si1EUQKMsT9YCVuZHr+UWuH1pivsiyKRUeFVa0cw1JU/WPd5244Db7unz4IEAo3yGImAgXLCZjrFlLg3K0VzJGcvPL52P9tBK5leV7MTVkpy9dUmKyfz42KrpssWbHU+Ek02IqjwRBaDLTkv5o56VGNbEpgO5kZV4x4vimFEUobXOmbD8S/6621rhQfWsXEOeIKqyZAzUBYuLfEeKHOBuaLso5IjMAi1VBEXZ4PmMuXOAq6wz3TG6m12YSxKVorzUdbYkBEFElKR88c4Gjx+pg+8jhCpKY90KzrmDMf7d1gB5Bdx5+UPmYlRny+SjH7RiNPK5eGfMa1/W56mjDQZJhJYeA60I0qKUQZVYU1T+dJZLNpUGG2PAVUGjjMZIB3YpMaqwDjNnRRqB1PZvpbllKPIAUwqB0NWryDi5VbFRuro8D7CfD4OW1Y1ry7OrzyVJgvfRv/gMvu9xZm6ewFeuI6P4n99CfFsAW4w/FqvBPc5wpYDSloCLsSCzuLKUnxcuSinSHwd3Nj65BHKvNCfc81JnBerKfcHgNnP53Em4+Y4GcWzZW0ph5YmolsZmCyqXv1dmEeVAKztTJWBX3YyzB5utmuJ7XjHkk7cP2HfCsvhISgapY3FtUBq7onQmDVInD9JMaDqaVNXP4SnnzSv7eaSzDpUUGGmVjpZF/Y+UDuzCam9ZOn5lsEMB9nFzIRMXYg05963VrlSp1aA4fPAxlhZOkKYJ3ukzc0gpGQwGuZNiipOpdBkYo/TSXxerXzrLWfp8IBeFRJFZZF7W3sUKBEoVVmGZtbMmAE/i1oPMunsKoHteNiGqcE/8vJslyYHteTG+iklMwqe/XueuJ+pQ90B4+FLgi1LnzngGc5UWP9vREZVkjxmbqV4JOFOJVorRwOell/R5ww19Dv15nZH20aliIHz81NqpKmPONNvHhbNSnF4lVZv74HZfZr64MjoHuzYCqS3QpSxYvWICGPtYC4PQ7lhC0VY3fvzHyG8VdqrYXWP/rSGbjWDQ72K0nbzg1WsKKRU6VUQj4RyU6u9dswt+jQ9RfDCRP6/632IMBBnAx1YWEGOMXfbAS6CqFFwp2+hQPB7bPCtHvDU2pYqkTiZNPJXgezEHTgv+5Ist8AIQPkLKYrRZqfcyP9AZW606Gqutrny/VuZol9P3paSPY/FUe+jY40df2+cztzV55rQP0iNOFQMpbZVhdlXBjLFl+XpckivlmqNS3YcxBmkExtmxUtqUvjR2LVQtyUEtXflLZunmNSrgwF4c5/JE3NxVKe2z4j2z1u6rAHz8po1AxQqhPIxO8XzPuhCRcyCE+NbcEjH2bFUiJzs7S7q0AH2hyfJ66TxzWawTU2ZtWb40qiKwU9kMQBdUqqxdLVv0NH+cBZSmYO08a5lJEsveWebSeAmfur3O/iN18CyQPOmCS1H6PKIAtSx/P4rtbAemqLEvTd/NPPFV3T52OFCc+Jy3Y8j3vrLHb/15jVjFGOEzTCW+yFLsGXiKEokysLPHxghQpRUa8pPPShVpwBhtpUimvaXBSMvo5WRc/liX9oMs9k0l6B2PU9Zk8AJM3woqDQLtllIUsa3U9NIkwa/VRKZnvxWAj1868udiDc2dvV75kmLVfXHmj0kVQRXgqszgpsLgKhvmXtbfypT8bZ3LE08VfreSKcXQTsvifhjx9FHBH9/SInYzV4S0wWXuf+fWmPtesjhwxdm8NvtkQNIU5atrafJMomT1Kamyvng9ULzzu/p84c4GTxz1QUa2USKVVj5lLJ6BLXVSpQxyg+2bXcXk2Wew+9cokMYgtUTJYokZKQzCafBy4Fk4YmWwr5alGXDXkixlkhwn0bOg2xKFtj8rpRJREqP+/KMf2eN56k/2PfPsRrDmvHyeTT3P83L6XOXs697LXA8p3Wsyd0WUzKalCrfknlitr1VW752Bt2QJeoVLkmUs1wK3dUuqBVV2czPEXUFV4EUoGfGBzzS4+Y5JEq9mR8BJj7oy1N04Cl/ZkRSe69zP2+OyTGopq6qkLLLFXsn1yWVWtjpF9n11aTmWYkR03kWDZmY6Zn5FcMdjIQYJwk6eEsI2aK9OOIkqQQlRThKWOXMsi21YFRyXTohqdeSYBBsvS9Bjzyn1VpYmEZeXOlnr8VpbMV3XcOkVL73qJS+76Rbv4UceaRw7dmJvHI3w/Oefpjw+34M1zjqcJMExSHbmlbWWHGPu7LUi+i5d7soRe4m1i4WmSgtOyUKiKM/YIigH6mx99gp7e2kuUXw36EapGD+IOXJG8ImvNRlq38oToexYirxVrtphlMmUij0qin2TPa5IgbHLK+WDm7Wx5WMlbFZTK5VLlbqv+IFX9fnwF5scOu2BjDFCMdAeqrTfbVzggk4EYlyulIs8jMAogyqzOMLpcVCmpMMlCGMnL0hjg0spRc7q46UXa+dBVu+rHGtinMXXYvbVKB0NRpw8cWxvEuuGF8cpaapB2CDuW7EFRekvrNLcZX1V+pBrS5Nq1aAoAWW1PDGV4FKWwV0BeLbmjCmB2zG40ngyqxDU9gRQiZv9UQSYWiX83ucmePao7dhBekihCAT4wnb4l0ezjTc3VPX32ntzLXYrWKisvzOwl2WKJNV2WuzeHUN+6nu6/OIHQtI0AmFPgD4ClQec1iKs1nuu1uQ5MztAq+wzYvd59jlliY2ltBa0Xe3afl4pQYtCh+sxgJc1+biFTGkflvFVgKzYt2tJaZF/TRv1evkfdTIhK2n9lgGeA5s1NHjpecXsLzKm1RLZ1Zp7fO1LqbK526aivcsAV6VkTrFWj7Ygzu5VmgNbqQQlE5RMCRsxDz/n8bV7GwxTt5i99Ky/Xrp6FGlqUzlpxw/eqgiqtA/LHjQlYOcjHjINbnRpNo3IHZUksSz+qpcMuOwrAx7e70MrBu2R4DMUtrWtUkZbYsvS6ZbLCxTO1RE52JV7X0rjgk3H5sKxuXCgd0GkMWIVsGXp+OtxFh9XAmsFnmOsvSZE3f9L3ageAXh2XJkdfKPU2ZFdlWoFLxVnWgH4LMGRg9wZ/BWmK5WVVupP8qo1MyZPTKldzbihN2szuBoHdzmgzO/da25wvufZrOXckuZDN0/w1MGCvYWw7oQvSsmdSs3MWBA1diDW2quVbCZjGjLXoOW6FFmxDdNUkUjb1nbRrhHveH2P4x8KmOtZLW6EZKQVvnDBX/5ZTImaxkvpCiZXWUrfZBnOXMEUV50c2A7ojpR0FoBm2dRVYB8nvzUYfQ3ArybZtYGaJDCKBVEs8PKOcy9L04uz/sec/sfkR9XDFJUPLStgrwK5XGiVAaboFskY3DgPvJApynV2550mKltdzeTzPDIQF1uZzYtGBpUldpQdqHnrAwF/+rkJenFgZ0kIDymypmJhx5aV+kXHbTDGwL4m3ZRT5E4DVwI3Yy2uKpOXgJ4qtEzRjsUb9YR/8j197nky5C9vDUA5qSIEAy1RaVFrX7D3eAFWAfPyzBZlCslidbfJT0glnTSRmZ1o0MIyvRYiB7l0fy9zmjQUKXxW769VScI1QP58KiNKIE4McWLwUhfVCiFcHXhJqa0l7sf/WNn2oXo2jid61q75zgBe6qYvSYDKil8KC7ASi1dlihuMn7N4aStZgVVbMMGTMX4QcWTZ8LEvN1nsBC5r6YOUNrgs133ncmp8JbJCuFUUylhgYyhKnFetZ5ONJsvXO8KtqKELy9AUKXypPaLIZ/1kyg/c1OPOh+scW1YgIxCSGFuMlUsp54mvVYBVfEBTqdhTGJxd7jS4/X3WKnQWp8yYmzEdbsGeS1TjCq/GSxqwvxOquKGcQzkbuLPnWcxsChx52fuZi7EqYh273ory7xwLCp4P5ON6q7jEl2ah5EmDkubOH2dtUiVwi0JzZzaaJ1eDu8LkMnuc5Prb8xKETPn6AyFfe7hu+9qk54JLSSCqXTOq/FlLkquyH54301McjzLIx1d8LhdfZY6K1mVwa5RWVq5EitdcOeIVV/X5y6/66DSTKoqRVs71cWvspMJVhDuwizGQS0r62zG5tJ84Y3PjDAkjTP65hcCm8ksgM9k+ymIukf9ZyrUqQuCYvYjfKgkeMQ7wAnyiehGqjJ3wiv5FG2iO38ZdkvLj8h9cBe7yAS/9TBnAZbBncqQM/GLl3ey9ovk194dVeX3MEsilrmhtfywVb0eSueBSxRyZh8/c3mC5HeQ1J0iJJ3CFVSaXSWVwV0Auqrhei2Qq6C7ZheODgFbVaZuiyjDV0iZdnHWopGXxqcmUN97Q555HahxcdClfodAIhkJacFNUGWYiZXXnj401M0ArWQBH5eA2TqYIaw86Ns/clIyYTKbDtc2xuLEmeQtbHnDKoqS2grvKfVnCjK0PUsJmmrpNG7zsS+U6ePz/jMtIUQV9Bdhjj1cBW2TaizXlSA7s7HVpShZhAfBqAqSkuUuLwRYyJS0xd/bYBZfKFlVFWvM7H53gr25rQm2MvWUx0KcqrUzFAcou//k+WwPoaxJ52RA3FAxp3BwTPVajUloiPdUqX3FaakU89Hjzdww5Ntfml3/Pp5/GZGOnE+0zRKDK2hdDXCGrIqOZJ3Yyb1zmBgvSWYhCWKoW0gLZOKBngWihw90+M062OGuxTJTOhygFnqWU/hjZrtLjpTcFbsyg25+e1ia/vCi5Bmsz9kvH78cAnZ0A0j2WAGU7jXJwZtaUKkqa0vvlfscM2JTm5ZkiiHSz87wxOZLp7mwrd8p7QcLj+zw+d0eDVPqWuUU2XJ9KU0OlNJbyCTwWLI2Rw9ngnXfVU5YpJRbXFNV85QpDIyuuinRaPE1TlE54w/UDPnzLkEeeURgZ4VI9xMJjoJ1MoaTHnUTJZBK5HClJE3fyuTDNvicsmoUB40ZtV61CkwNauBMAUciZsxHiKsI8C+4KXLqrj3vPmELyenZuSDGVtXKmrHW2jJ95a+puUz3gogpikQO8DGxTsQjLsmScubNlu62EsUD3Mm2dA77E3GX2LnnfnorpDg3v/1yTQydrEHggnTUoRWkcsslrT1aVxZYPxvi+4Ow3U36QM7QrcjLCDTstpMrqdrbMOlRore3KDVqRxD67No/4yTd0+fn3+XQSCSIGLTFCEiHz1dEkGZuvFWyK7JLiwOwgL13Fnsn0tnHMbgFsZFV7Wz1uwW6yk0WWs9v2b0v3XqVWJc/JiLHn2SfMwFhufXMND6kmTQ2eXRvSjjGTblzbuCxZpYdWAdxUwTwObvd+NalTnp8x7pxkr2Vz8EwuWcpTTrNlPMoOipUnZc87HQN1gpIxSiZ4tYQP/nmTj3+5ReI5aSKsbs1b0sqFS2Ofcxzs1vYs6zdW+eJlhJdbr8aLnPK6ixzIprQ0oHED7W2rmU4lqVBI6dnAM075gdf2eeaoz3s+6tYUN7b3TOMzEtLWcucRmigd+GLejTECIx2AZabLcW6HOyFdebUUjsGz4NIdw7JMydy6gsGLuSnZIKs1mXxNBnf5lSIGzQEbx5pRpIni1GrwckJljP1XB5aiiGz/+sCyOo6t+nx1QJn54KISYFbdEzuIvQTyMXCXdXZ17XprFUppA8wgjNl3VPHnX2my2PUhVC6w9BDSlZ2KtQfaV2TKmCSpHJyKabg2g5vMMyxPEcvAZYpgLitI0to1BpeTP8LKFK01OlWkUrG+mfLW1/T4/DfrPHNcQRiDW0Ej1T4DsurCcQbPQI9jXPsZVOlzZ2yeAToDunZkIITILUMprcUoS/KlAHf5Sp/FL+XqQrf/yvbhGqwtxvZsqo0jAYNnjCKbmp8FmRXbtsTAZ2Px3Pop/Wx1M2Nug1kzuDwbaxfPM+dEV6SKl1Xe5eWvupAjbqlvz6XiPWmliUZzy10t9h8KbUmiLBhcCfLlUcqD98f97goLVRjmryntpHpQVjspY50+a7a0SbtSg5ZIN8c91RIpFDL1iJOUvbtjXvfSPs/9lU+aOl2orR5P8BgKm3YX2rGhdkdfCUxpJrbKmB1yaaJy3V0khqTIzqHCQakyenlflclOsGYzcgZ2kzG2A/YYBisk4o6D7ykC38M77/xL+1LJZ48defYSrZOK7302cb/6gFZregsmH2NwzNmDy/LKZKr0uKK5yxq8VD6aMbXMEj1pIU8cqHNbUCX4tYRPfyPkPR+ZYGngW+3tAssiLZ+tzz6e1Bn/Ttl+GM8Ujum8tRh83CYssXrG4lpbmVAeDGS0QIvxenHH4NIVYsWamZrmXT/S4eApn8/eLqFuwZ196lionMlBWNRmIM8t46JAyxisFeK+l3Esb7QDegXQmWzJZElBbDkx5F650+H5/iuYPQO2EKbwuysypdijQtjPEoQ1duzc/uwVl13aV5dcMLvUac8/C+YdSRIXM0hyvTlWADXmWa9Z+Tf2nmXd6uN8qL0qBZBqzOdWpvC3y4VUpYDSy2WILizAPKDUlBsZlIrx/ZhTi4L3/MUkdzzatPPcZAAqAOnhKUFdGsJSY0N59kl52ZTqbPJiTuL4QKK1xlxkHTBFZ9Ja+9Ksse/dBNcSARTPx2YTYlg/lZAYw91PBnT7Y75myU+RlK885ZH945edsYYYs/qHzBpvZSUAecY2P5HFqpPd/oex101xpchIIM+6l+KZVBvqtTpn5hff/s277n3Ak1KRaruizqqUc4W1yzqIsYDAVF5fS2+XX8+ZcOxAKVHo72L+tK6wdsHmY8Fl5pTk72WJHKu7pbQZy0hq/vTmFp/4SrOQJkKBLLG3LCZW5cuojAWU41t2/McdFUr7Kj92FZ+5yuDl1TMqpbS66qassg5l0cMphURL2/kj45QfeM2Axw/5/PaHFMNUlj6gsEFn7uBXmTwvnXUQzbS2wjomilLxlfO2jTt+RgsnUxybOwbPGD1jb1nBjjgLptyJZ8qSJcOlyHGJc6HAYLQ2nqfwUm2L1422v1TJ0gFbQ3dXtVJxEsjy/Oe1LuWl4ejlbKYcB3VpmHrZ+86WzagGmCW/OwsqZdkKLHvfMYiErz8c8KEvthglnk3qCAdy7MD3LLhUTqJUrmKrak9Wz3d5HlWymgxL9GYy1sqAjQssce4JJgeynaOZjUG2NSpGS7R0zcnCILRdBS1JPMKG5h2v7fHg4yG3PmznrdjsjEWlNh4jI6wWX0uuuE+ssuDTZTDtRzZOpmQAd6eJc1Uy98S4P5ml6HMLsbwPTTXWKyzDs8WAAmFKhocAsgFELkD2lLCr5RbZv/FSWLMm4HOwVwKusWROabrS6oROCdjCVABf9b/1GNizgNIuSFpm7jK4pQO2dJ06npdwZiB4z0cmePJAWKyWLD3L3i4tXwzzKVmCJQCXr0wFD7Lqki7KO32NW+VyPP7aqrS9WRVsFlu2/qXT4sI4oFvrUAiPeJhyyZ6Yd/1Im8f2+ZweVFkcBCkeQwnCONCkq0FuhHNURHH1US5tn4NbUAks82BTUGQrc3CXMTNGFmacTFeXaK+eNW+D4yQxJIkmTTXe5k0zKOXRbi+wvNhFyOpur8RLFfFfDjbNmoGlYDWwqxJlfAmMTJroPD0vKg6KzllcyjXAnWcrSywurfcdpYY//kyL2x6p20bKLGspPezqybiOHfLlC7MxEJWrUBkW4zKlxOrlGLOM8cqgGlOVJhWrcM3alALols1d4CkKiaKFA7tQaKnRRpFqHxkZXnV5xI9+X5ff+phklBVo6/yDk2rFMPvUcjXIlSi9p8mZWzm/PAe4K4XOWD1L8pRb2cqJoAwXWWxbBnth1ZvKfre/pIRPxwxpYvCCBpPT60jiBO/ql303tXqLZ5+8m4eWvoSUQfmqtMoiFGOvr2X7VOtNzNhrY/OkRTUtX13/pQrsXJZkNShyDNxjKXnpXBMZJDzyZMhvfWiCYeSWeXAJnYpzUrID12pJq+rw8gzu1WBek7jPpl3KCZ8c9ONavGBtoy0j2nuBkSUdnpXSColMFVpotFCkiaIWaN719g5feyjk/icUJhAuCSTyhSCStUAux/zxUgIo+9IGkWvwzNrPgJxVF0oHdEnZQamSROa2FGyf6e8S9sbYvdw5HcUJV7/4Cm589XWstDt4UvlIFbg0ZhEQVpk7e7hWxrIsU54f2JkdWGHxCnvrNR5XFyEtCqzSEvAzWVI8VjLBE9YePHjc479/aIL5fgCqBO4Sexfa21AeJl/OXq7F2Hb/VNfiyd44qyIvMTcukbKWLMlT+Jhsfr21CGVJmlRS+BIjtWsKLupUUqERUiESzfpGwr97R5uff6/iwCkBIqlIFaQg0ZIRlknzCilHr0bbOC17LS/CyjV4IVmyIVIGx+iA0PYksDKkbA2WyCQDd5m5M0Jxej4D/LiMBuuBh2FAGAR4WUSvXRFyls0UZY2zlvbOL9EFqMvMLtcEeDYFqmRxiTUCSydf8oVHMyfF6e5s7fRcppSdE5W5JilemLDSh//8/kk+c1uDxC/r7sz3FhbcZdekEliyeqlDt38qr5esNVH+weel7mq6HlO63o4DHliVxq8wupUnqZbYIieDELZuXAiDTu3CJZ7UfN8NQ3pxm5/9b4qVvtNmWTG2FiA9EiMZ6rIkyYBbqgNHuPJZl93MAK1dXUrJE6/UpuSPs58proYGxgg0Y+kxVyVn7+q9rSQsdKAUgO+Hz3hKfnZ6egZBWgryCj9WSVN5vajJpmLfVeZ4lFbILTpwimxktbak5JCowufOUvBrgtv53llAaZuHU5SwZbBGaj51R42v3FsnyYasCNsIAOos7F2VIuXey/Hy2EpqvrRVpMq4CF9DmmRAX+37rtbj2XB6O/B9jaCz/JqWRfWhkaTGLjDraclrrxnwfdf3kTqBNAGTgo7BJKATG6wZGGkYaUFsINaCxEBisqXHIckXz2Jsy5qkccsjVu+zx6kj13wrfcfUFD+bb9nPm9LPu/s4Tlk3uw6B/GyjXnsGQM6u38r+p79xpNlsfHZqZj2YtOJLVwFr8iCwSMKUlncuDaipZBzL6fYMuGJcW5vK43GGLluC+esiLeSJKnS35yVoNB+/tc67/3CSU23f6W7Xhiacc+LA7ctyM7GpeN/5VShjbacLKzJuPKDMn48J9NW4zgFceS9PalSH1Ovyc716Gm1uF7rNOGBnHUA69dDaI44VWyYMv/ATbd70mj4eFtR2cyA3FuSxgaEDeaQdyDVuK4CdmDGQmxLQSz+nx04EXfpZC2IL3FXvjYG9enLYWCWOUzZu3ECz1frsZz9/25Ed27falrU0tYFemlrOyGUChTYaX6F4zfVXZHXxIQsGTXlhosqquLkFSK61qzah9XKrgWbhnkhRCipFUujvIOXovOTDNzfZfzCERqa3S763cLagMKuSOeMFVWuVxxbuSnnVggLF47UoYhzZawF9DcYuno/bhVn6XuZ9j7LE5ELb+d4i88WFDThTIxHaI44N5+9KePv3dLn/0YBD89JKlcwK0fZLGu2RSMHQee9Cu+SPaz422koYq8FdvXj+3H7xPF2fJ3qqciV3VswYvkryJZMgYkyS5Pte52ZmaXM9mRNTm/H9sNdozsbK8/y8VmTcQVmlydfW27mjIgswr/a/ywGmcUkm406Iqv6WKrMNM2mSgbuQKXnmUiWc6Qh++88m+NJ9dVt/IcvAdtJEQihd1lJUJ1WNLyde1oLjQXaG3ipzr2bt57vlmU1nFZZT3RWgs4Zd6BhcVuYZCoSQ6DQ7Fk6fC6vHU+zot7Sv+a4Xj3jubR1+448Ec/3Sh5ZQrCNrQW6fZ4VYFm1ZsVVWlGYApQswZ8GmzD4/9jNlnT9lTV4GcBFwljE4NmqiZO4IYQh8j82b1sW7dm7t9QeD/Gvg+yHvvGnvn+lk5b3NRujAsrrJoFr8VGjqiq2XyRql15Q2UhVFUuVy2Kqu1iUptDqQLMBtJYqUTqKohFhp/vCTTX734y0iU63xzlLyYGf3+Zjc8y7PYqmMgxhL7OQ8XYr8K8HnOKjF2jjPg8oxeVIGdd4MMQ70Urp+dbWhlSVmzF0pNLly3rgd/+YJwc/8QI8fe2OXmk6tTDHZfQI6BZOuLVeMGJMmpcfu5CukSlmDF/p8XK5UNHgmUfKg2hTbmJ6PY4Mf1Dkzt/Leiy7c+2eNeq1g8K079vLI3R9ECjlKI49eVxdHypSZGSg1KlSY3TF3IUccWCgylmXmLoqDyieIrt6XZIk9cbKAUpeyla5xWCQIX/Pw0wGfvK1BlLjJmKUWtDJ7W+dkbMbgKu09xiZj7C1LIC7AXOjz54svx2VKFfD2Gmxyds4AXpo4ld8XTC5d0scO2nGjGjIJo6XNZDt3RQjPat1U44UJb3pVn9vuC7nvqXpeB57JlPxDamWZPJMmWQZTFlamEqslCyU2r3jjQhRVpqZcszImR8avoiX7MLMLk9SACqg1Jkf/5b99kIsuPL8AOMDGLRfg+bWvtZeOvGUoOS9P6rtLyrjXXU7slEFfSc9TlilVS9A6FHrMCy90t1KZXHHuSeZxy8I5yexAKVNUmPLQfp+ff88UDzwdOnA7xpYZ0CVCiIr2ViX2rrgnVMGek3bFRRGlE3/1/beEbHfpBjPG4KUip/Jr2fBLV5tiO9lBaIkW2nrLziOX2uRltTL3za0ut1JFWbSMDFdfGPMb71rh//qfgoefrVk9DkWmMzubHcgz/R2UwFzW5dLtWytR7OfNasYzOzHztPPx2a7sVpjiOLAG4Cv7OduHRhAE4f6XXXv51/qDUf56DvDZTVfhh3XJE7dJY84glSu8qaRI1wD6uA53jF2uFCyDuwpmB2JRDiqrwWXB4KtlSa67/ZRICz74mSZ3P1JH+8p+NZEBe42kTqlTR63pnFC6QmWyZWws25g8Kb3zLYG7EmSOvWbKr4/ZhDIHeyngpFggKge+cMGm0+CCzB83CC0RQiGMRhiFjA0vv2LEj7+hx799j0+UCBucIPJl7ssgT4UgyhI+DtjoIpup3I4x5RNAuKSPNgWL59crbB2Mw0t2AowDu5y+LwPdGMPMZEO+6voXyV6vvxrgxqRgODw1u2uu3z29Ryf9kgFvKgAvOyyVAJMC2IKi3qQsR0Reg1JO7OgC7PnzQncXz6vgltKuiJYCv/dXLT55a4PIKwWVFWliWaJoZihp72yjAPOa3fNZi1fpBMhkSdGe9je7FQme1WBeVUoLUGlOtqAWxq2fk7G5kza2cEoiHOsLI+18Eueq2MceAkgxeLHhza8e8MxRj9/7RIskFUUj5jjIUaRaMHLZVeNqmOzcy2JagF0Fwo1jFkW2M2uGWFWbYjLHxRFkFkhStGpUHBSsNp+caHDhBbvmgMNpqvP9m3/cWn2CM8fve2r9xp2HG/XQgehspauwyumQ2RCebOKULnnpa/nizh2p2H+lEtjx95zXLcfqTCIN/+uvmrz7gxOcXCyl4seDS6cHbVKnqBjMvk8G4kKmrFWWMLY0ybiTUgk8//q2tQzhZS+8qL+ueuIZOqrMPR5gloYFOU/ceualkW/lBJBWpcDTI00VW2ZSfuHHO/zUm7qEMrYTdEwWcCZF8GkScMHeSMNQC0ZjHnmS+9huxrkpgsbElF4r+9uV5y4YHfPPc0/c/WySGsJag/PP2334a19/4KmpqYnVDA4wNbsL4PT0up16NFiQRe2JWcXkq14vyZMiHV+VJkVzgy6xdSZbCqYus7iUqRt4WfjeMmtk8Ayf+FKDX/uDSebavp19sYq5bWBZsLcZswTJrzZZT+q41q7OHcxeL2uVvzlzr4n1squSOyil5U0cQ8pMquAAnbWMmVIBFqbE4m7LAk6D0+FWu2dWokCRRIZNUym/9E87LLQlf/7FZjWiXoPJDZI4q0WRtnbdww4usoGnm20oi8BYiCqbk+337D33PGP0QqaYqhZ3pHD+ebv0hRfsOj3e4F0BuPJCMObfpql8iUFda0FFXjtSBnzZSSkAzCpAC1kONnXVAy+DuyJFshMgCzAdewsXWIoUFWj2n/b4q1sbzC36UC9bgbIIMIUsMpai1MhQ0d6FRPnrymJlFdergV9+k7MA/1uwV1Zbg7agCVFm79V14qIkWbQopIvREg2kInPUpTtGVsIIo2wduDGkkWHTTMqbX93nvocDnjstXNCZsqYmd78xce9lrkr5PelcFukArcrfUbjxb6UAv1JtaAq5iMmWgM+OkcFXEk9xfxgE/1aOXTYrgyKCcIojB+6Laq2tGhHYM2i80bcsMcbS7cX9mDde8rbz0Q8l6VEte60CPZMlOXuLFBVqDpz2+M+/N8lffaMOtTKgs/EPGdhL0iSrnckYnBJ7i9VALuvw/N+xn8ulSCniKRcF5U5LCf3VWu/VqfpKyWxZl2fPyQJOJ01YndrXpXtdkTCZVy5yKVNMyVJOtnikQ8GbXzHkl/95m92bIohKUiXzyXVc+ObGTkiLdVG/Emlcen88ZS9IdDGWLnXfJatvKdLwVH6mLE/SrAHbQL0ecO6uLfrW2+6OZmcmKgBftSjPlp0vJon7H16Ze+SSUe/QRDaEp/C915Ir5Xa0qiVYDipXsXbO6CX3JAd4FlDqqjQJNAfPePzH907ysa82SzZgVkA1FljC2PD6tW3Bs/rdZV1ddlbGmLgUc1aIuvzo+Ui7XGxVQTtlcK8x5g3H4DpL1xcTsWxG07WiiUKmQFZp6FwyA0Jnn9RlDrVBiJi3v7aPr+AX3jfFwTMB+Gnx+Vym01YiGhf3WJBmcsV3XySTV8rY1jdrFdrjI40pVRjaE9ZmOk1JpozZhiYbzyzYtnVz5+XXXv7hiYnGqv0qx19otmZJo/k/2rH7qqV6LbFLfpQTLpk+Fmsxtl6TxZUYA/BYXUmmtVdvY+AOLbh/4X2TfOIrDbTMKgSLxuEC7Lb0zxPjfZbjjsnYzBbWTuqMs/aqYqv8BPjbqfE1pUkmSSiymFTYmrzwymRBmaky+lrMbkxRnJXmgWgReKapAi14y00DfvVfttm1MWPytMTk5axn7DKfVudHJTbPi7RcgJmMZT0r7J1nMB3rr5ENTQ0kKQxiyQ2vuGbpxOnlP9qwfnbV/lxzWbWp2V0Me35UrzcYDLqVg5atnotYHWCWs5Tl5xZEeizpoxn3vUVeIahdIVapQtDXHDih+Hfvm+TTtzVIKgmcceaWa7gmTnszlpIvyZAs3iiD3TL26jEKleRP+b2yhfg3ArZrcig9L7ewlWuIyq5L3hRRmmkoKDcmF8VXGZsbIdE6Y2sJxiCMtEkkbci8QculCUqk/OBr+vjK8PPvm+LQqWA1cjI2B/f/pQ0+Sx9dY9f78d1PZNpckQ3Pd+ydWYyZDjeFeyWzHSBsJeHk5TSvFgAAJl5JREFU1CTnnrs92rt7y5r7Va75ojc1iOPeO+qTF/aNTnKmy7R4xccWJm/+tcyuSz9bMHX+f8rMLfQqcAsH7mrbmQYfPvzlJp+/vUFiMuYuBZWy6pqMl8JWqgVZnZYfZ/G1iqtYi9XPhthvEeQVsI49z7R1+fG4RMmH5WeOitPiGvJ68fESW62zWhVZsRPTvMxWuRpyZR+nCl8YvueGAW+/qW9FtS4zeYnNTbZpt1m2HbktMVltubUT07KdaEq2omPuylqYeY2L/T5xnPKyq87rtzu9d8xONQdr7d81GfzkoS8ZL5g4gJp8DvzLBLrUWlRobzmmv8WY/pZSuzLaUkpe6FKZrHNLKkDPWtGcW6I02hN8/o4aH72lwSBVtgSwYgOeBdxrSZNy8LgG4NcC8KptzCopJ3nKWvyvM0vW1NzG/oFMbxeJn4KlVyWDSj+jddEOpo3JLUJd0uHaZJnMagJIStx7lkft6WTZPI01jUDzw6/r8dAzHrfc1SBV2duVy0npi1ieNkZihCB2KfrU2C4qg8l1ua04NHmPs8R9n4yYxvepMYSBx7qZ5nNxNDrwkU/catbax2syOMDyqTvO6KT/z1pTO40Uyar2MrXKNVmtq8dliMp1ddX3VuWKQJlWwJ168IW7a/zH35ri6YPhGLjdiKgKwC1YbRmsqWYsqYJ4zUE+jIF7jL0zdK9m9jWg/Nex+Bi4x9P046+t6vIZvy9ZhpUZ48at+6OrLkploGdehWj1t2XxUuWh8UgjycW7Y979s22+86UDu8BTmrH1WDIo37L3rU0Ya4iM3UZOiyemqEZMSsmfirtSYvLUQJRoLti7w7Q7/X/2qS/cc+ZssnBNBt+6+zvptffj+dNpe+4Ozhx4CiOkY2NT1JtknjYuJU+VrQuWLzN29bl0siR7nFmCUmoST/CFO2v88nsnefxgYAu4x0tfc/0tK66JxxrsXdLeWblBBcRnAW7F6x5j6Qqec11eeudsIDfV9yq1J/lrRe33qrLZjCxF1VYE8tqPLI0vHJNnILfOiZUqQlr9rd3gJ61t8bZlcZd0l1bvCgmMEi7fHfFr/7qNlHDLnTWSzOpY6+Q24y8K0uza4NL3nkvtS8hnjWtRMLp0B8mUjtkg0nzHK17E97/umnRuoc3lF53zrQMcIKytQ/nTh6SUf+KFM++Mo65dx74UJI4XU2WWH1RrTwpgGwdgXZUrY+BWUqMDu/N+4bcmefxQ6MYbrwXuIqgUwhZRBeOB5Sp5spZFuEaZbBnMazF26aR43tvfMOgc98ah6LwvmiLEGhLFJX5cYEYWeGoXJCvL1MKAMbrE5tbXEzrrTLCgt/e4xI692BsJDBNedG7Eu392BWMMX7izgfap6gFNdQe68BEUGDs3PJtWkeICUEMuSbIgNAs6bRW/DVK11mzeMI1U8k82b5g+5D/PEvRnlSheMMPiidvmpb/pM+HEZXk7W55hlKsDyfLAHrnWew7chS24NrjxBZ/7Zp3/+FuTPHFojLkpA9srLEGKYqoC3GXbbwzUJdDmbF56zwJ3bADNGF7HpUy5HuWvBfFZgF1+fxWAgWKp7dKJkD3WxevFuj6FRMmDTr1GAkiPSZisp1MX0iWTL9p4pCPBpbti3v2uDq9/xQCRpK4bOh3byrUr5QDUnoypgdhYOzEyromiXNPi7MLE2aHGCEDzymvO55wts5/5+Ofuml8/ltz5lgAO4NW2ML3x2i8aar/tBbMIklKj8Wo/e63Xq4mb8hiING9UqIA7gM/cWeMX3jPFE4cCTCCroF7F3E6ayNXglmKs35LVWcs8eCmBuMLWZVCXAL+mHCkndEr/eRzvq+LKEmObyhvjr4lV7F4MCSqPlhgvwHLeOKubl3UF7EVWs9oJpFyW04I8fzyCy3ZFvPtdK3zPdUNE7IxqUwJ6uUuo3ClUArp2QI4c0OMM6Ma+HuvMdRGM4pQtG2ZoNYPfft2rXvTFPTs2PC+ReM/35tS6C+ksPt3fsOPGx9vecjRaOREI6aJr531n5bDCyRJWSZNCjhSZyyKJY9+31YPGE3z+zhq/+NuTPHHYt/OLMyAzHkxmzy1ze6VtXHdnk6rKDJ2DvOR753NO1rIL1wDquDR5Pn3+rd0EUCznkVvhJQbP5ErO4KLQ6bkPPuas5J1AJTvRypZsKpbV4hn4RS5dsBlNqUvPcW6LssnLKOXSnTH/9V+3SbXhlrvq6NxdAZe/LPnkpTMXYzWPdDal+2ntgOkZUcRLBiLAaMkFF+2JfuRNNzz+wKP7+1dfufd59+jzMjhAEM6w9P9v71vD7SjKdN+q7l63vdfal+xsdq7kHi6BcDMDcjuoyOUcRhF0UI+CzjjHoyPoMwzKKOPg4ChnEFFRD6OoeHs8nAGGwzAeUAZ0JmMIBJIIJJCQwM79tq/Zl7VWd9X8qKrur6p77ewkO9kRp55nZ63VXb1W1uq3337r/b76avXx32kuF+9rLjch8Kp2mmts88lET8dzJx1/XEsTRmUJN1Yg8OhvCvjMXXpAmWs0oDSA92L0cWbqCiqtlnZODKgbsLcDZAVeorFhs3pWmizLQPa4bELnteWBSwNo/W4pycLSMkXLERrptFjcSbOVMvHEk3485a7E7K498liuCA9CM/mXPzmIy84ZhWfcFcrcWX+CPor4O4TaMx81/rlgGBUMgzWJSlsL8pXKfYsXXPCdzo7WA1KGf6AO+abjEA6vAWPBClHbdGVY6+1QaW3J4Cye7GBlCxo3xfa6FZsrYDMWwcsBdc7w2L8XcMs3tObOBDeHbQva0UoPpLZJxsAylW8C839PuyhZOj2VHXhoFD02yjM8cequxIGf2FEhabIyyeCTAhDKMVVOCrLZXGhPnRFJA8HBTPk3wSG1Vw4zAI3dFs+aeY9qhFPm1HDbJwYAAI8tLyDkHDoZRf1gJmclbYgmTacQqhiqTfwSwIKZU/Zed8VZK957yWOYPWNseQKMg8EBwC8txcjgK9/zS29+Bl4HIJPwu83OptyxcUrsNNjEAlTg5jlge6+P+39RxF/eVcGajeNg7ng7ywzo2JFJ6nmnJzak2NvV3ZbWtnU3HWC6+y3rZRzXgxXwkYS5WfI6ZnQnAARJ9XcWg+vBp4lwxh54wuZx+TerUpbOOBRkoGkNPDV7y2SmvqgCpy2o4W9vGMC7Lx7GtPa60uVUk5OZ+qlIqNHl5Esb7xtS4PjOFlx+0dJnlq/p/t75Zy4aD3QPzOCmBcXFELJ+t2Adp0nsm6b0q9C3fkGyBhPdzajuZhrUBvh5YPNOH7d8u4xfryxga4/f2OcG+aOWoLaTfCJH3PJrVm1Bi70zLMGYxVka2IyR5wls3YsCBPywNzuItsEtnf4xYJkT+HHliJREpti1C5nW6Io43cnLyQRmJtUAFJKDyYgwuZqkzHVRHWGKmUhuZxLSx1HF5LffOICnns7jr75dVrkrOfMFdP27+Komf9Kcf6l/QCUiBVNLiM/qLO8486RZdxdy44bt+BgcAPLlE7G3+//9nPHg2kKpo9/z6pbsiHW1BnH8nM6jNPtyCtw3fb2C+x8vYes+Px1+t5jbZXF1ZeagDlPAJuvaQzO2ATKdlma2QabAHQ8+YQ9EY3y6mjwDwONWLvRO7WyScN6LDBATTZ4arqn8EwvAxE60WNzV5tR50VocIGxv8sepVegyefIoa8Cs9hDXXDKM268fwJyumrJBUvrbtQ6dPBaoRxaGWLJoOm7+6OW7mvLe4+csnTtugI//UgDQOX2eZF7zSlHt3jOy7+EWIdTh6dwSW3szZiKWEjwHbNrl47PfquDhJ0tqFshYsgT0tQK3cUU8BvhIl15Lr+5mAzarFJsrMbJ0t+qTBeGxhpOHJtatwSN5iyQ8ryKU9vxMGU9Xs10UXQ/FioYawAqYOitC3wWY4JqxhY6ASg1s9X/gXMQRT5vBpaXJfV/iyotGEIYMn/1mBa/t8oGAXpLxNOKM3yqe84NA1vG2ZfNeWzS389q5M6ZGOIg2bgYHAC9ox4Yn/7A/imrXILewJkQY24JxEIcJLUWc2iWeBM8zbNoZ4C/vruBnj5cQMr3MWKYsMdageWQxuJOVGMzUs4xZ8QbQSEctAaQ1N0sAzFxgZ2lz0oHeGcYTpW+MakePk6dZM+3NpyT6PJkBlBzDyD7K4rZmd90VGgBS4GaWm6JyyZOgkLCYXTN5CPhS4L1vH8bffqIfc7rqKklcuIztsrn+gwTqEZacMKfWN1S/et7ME9b+9JHlchy/ZNwOisH98qUY6X0C3G/ZIdDxXG2k72wm9oF5xvYTGcwtwDxl3P9mbQ7ffbAJ/+eXJT05gTkDRwfYJJBjtK3S3CSgw2325g6geQYb00pdYyVbIX5MDrbsQQrqw3BVrDNmJiHS7SbnJO7ksrT6j6QWj2WwPXCzH4T1TSlmjjg5S3CpFybjat1YKcDBk/A+zMXCIWWkJLVUcz5dTc6iCFxK/NFbR1ALGe59sISn1+VQ03UOkyubx987/uEjieM623DZhac+d/4Z83ecf+ZjeP8Vbzqo3/agGBwAim1vRRSK7X7TspsLrRfB4yECvwbPq8fL9pm5k5wJMB+oSo57H2nC+z7dhp88VopdkExwZ2YIqhTYxBIkuhtp98RaK5KwOZ3QYH5DS09roGZJlxjDFMwZoGbJVdGwTxawk0CO44E7jG1JF+KDCxLRFFR70/dPsbjR2oSx4er3tF63Ip7aC5epcD7JShQAExIfuGQYP729F9ddMYQcj1TKoMvgog6IGhDWwEQd115xFv7bhSfdHEbh9g8eJLiBg2Tw+KDi8WB+5ys8eumBeth6FcRm+J4PmNk+UJlnPFD1pP/+oRK+eG8Zu3s9XdrBAbIF7uwkKnuRKLU4K50Bn64rKC3Z4gKaZ4KYWZLFwioz9xCDcWbhPNM5oRdFBriZA/LMnfSWoX1va1YP1ecy2Ua1djzLJ2b3xFEROlqYRDEBAb26lHkUHOACEAyMcxWON0uBJDV2wBmxywmTq0MEOCRmdoT4wkf3I/CBex5oQliD9sqTOxdjgAz3Y8HcWZg1rfLA2afMeaV7Z8+hQDUJqB5M+5vb7sCtN04Z9Fui5T96lM17Zl31hPmzB9BcUP9BzgHGGbr3+LjnoWZ85YfN2NVHnZLxglsPKpGUW/PN5GEr3zu9pqXHHVaPa5DT13p/vI1Z+1TBUJb05aqPcmZ0+QKezJo3j5yZtWdUGWPu7HdlUWb9cfdOknEMYH4iMqWLvI77ZA2q4+e2XIPZhoxj4gvdHYck2s1+6QxypBqElksCp59YB2NA9y6OgSEDbrW/vVDFJ65huPriaf+46pWu6/9t5YrtV1/65kMC+CExOADwyvX40SNrthXbzl3V03fvO4eqWzC1WecSBwwrXszh1m+W8a+/zWGo5il0cqqvG4GbW78sB8kzAaknGJtmOleBgNtkB8YDTe6cLPI93GxBysYNtbjbXGFubZONjxujS4aLGDMymMooZNr9iO0RZrR3osWN65Pob6K9Oc1RcbbFxxgfnUGAg0uhtbeAgCrqKSHixbEA5ZvbTC4TWS4iiLpEV0uEWz4yiAvPruHWu8tY+WJOMbkEijzE2WcsxpV/+EerPojqNsbecagwPXSAA8DSxdMxKjvuPHfxifM6c69eJ6LXWegDz7+Yw01freDfVuchfV1hnh0I3O7gUkkAa1Y8lw2nn+mj0wwYA1eOzYQuwglI45cx6EmNcDgXwiH+lpbkoIY4SzS3+hBJXiMJ+rAElMZaFJJYiQbYzM4ZT7S6tLchkSyASs5SUiORK5xzCCH0rU2q0D7XwNcDVCpXKMgBgWZf4LJlo2j6lMRffLWC1evzqANo75onB2pn/wA4405g5+FA9PAzKsTQw2CM5+sju+7Zu+PH77/vUek/+FQznl0XQJoly+KFn/TzTHB7pK/6b/nMTF5I1rCkBevpmjoJ6JPswXgRLbLdlSDJNpaxT+v/WKKok+wxI09UHx5LF6aXQmfq/eL9jLw/+Rz6WZxKK7oAGPm/c5AakbRfenGCJJPSKcLk9E1qsidVEDyeZINay8qQyStJ6Wv96FZIsLabtA0SydZxEcYABAwr1wV44JcF/Hz5THz8Ix/8TTHPL5JA9UNXveWw8HlYDA4AvOkdqPXeX31u/faPrd+87ILbvr957tBIpAx9w8qGW8cDbn3N0dXP/IwsQVrfJAnFE4uQw5IkmTo03s4ydSbgDDItbZOmiAPO7BlHM5mD8WJ4mQpHl5iIGZ3IFJJ4ZafTsiQxi1qMjlPDmJp4bCb9KvtPEPuPk0CPtg/V4peK9YUeN3FAQIzN5FLP5akDyxZXceqcCKcvXTR63nln/SoXFKpdHYXD/j0P2ibMarm296C5689qnbM//NPL3n5ejXEAIVPToxnDmJrbBTdLHBPqd8ceNxJQu6UgUgMjJMBvNFij8tl66lwMBn32QCtbl7i5KdkgbrwxI6mw4Qwgyz6EC1i3Eq0dKEq0NmxrkVqJOpiT2IckGBRXqTUWIUnoild50366tINBpi8YA/MkEAG5potr11z5X78yq6t6y0SAG5gABo9PoxwJLzt/8W07d20K23L/fkue7eY/ebwNvcO6TqBVcYpIlgxwJ5MWErlhrV/JHbYm7J0GsLQZ23mOjAvCAibR6KmLAvY+64D4mU3BMfE6YHaDOhmHpkHKDKBp2iwBt6W3bUBbQSB1AuP0WU4umPhzBdM5VkkfwNwhdOotOHS4R1mNwmZyMDX4NHcDj0n0DTH88NEAc2e2ibe+5bQvNXunfVnUu8OJwuWEMDgAnLxgBv7uG38++rOHn/9fn3xf8dbP/kmA808dBqKsWt0E3EjAzaAjlSB2IGVvMzDUTJ6AUqaZG8hkbde8pqmv1Pu2JIuFWxb3sTan+jVg6jGadA5IAJZcKrQAp91Jf7izzzCv2Zewt83kmRMkUrkr7p/x2bOnyamgE1mvk06SED48zvEvz3J84+E56GN/Gkl/6UMbN60e9XLHTxQsJ47BAeCm6++E3PfRYbQXb+/tnl+aOmX40wqROSQiljgqJMfEckw4mY0DEn6HG8yxwZg1ucEFaiPwA3bfrGMy3RUC/Izr56AbBaAJwDDyqJ6oT7CKcTLC5DGrKxfFODGxVGfUKoSe1ECY2/pclsRyJOKa5CrSnlxsVJMLxd9qDU+uXjHlrajVJpgqNFStCTDeVL3hQ++pXXTeW/6i3FJ6URxSZKZxm1CAAwCb8r+xt2dPtdyVf/G0s54emfbcL4s7evdrS0sSlyQb3HFeNxxZErO3DUC35BoFV2qVBhf4bjQyHmQ6gly/toHPxkYwvRtk9Et86rRsifuYt8mIbKakjgGm7p9kHVLQmkkU+sIgmYeMEfmigW8WuzIXshmUmkCm8r6JXNE2oaIkLVU0yBEv12YWsGWoi5b6m5d23fFU97I7ZneVhgGEreUJGKmTNmEShbYg34Gevv0/+tC7LvjMey4/a6Dk6aIZxuN2wO3qbp+AOllANj2opKmxvBGQs9jbuRpooMeywzO1uT4sS6JM7LmJ5YYFVsf1sDMLgTij0O1HZ+Rbr1kie1zpIojUEBkSBa4sceZ8IhmMWhJGMEQiD+ktfnzdaxd97vJFX+ljjNWyU5EPrx0RgLc0MUw7bjq+et8TX28vFz+/ZGHXgB+FyRkjqDNFXlKOiTPIzJQfJGKZyd7AGOztgN8BuR3utB5i1FnH0u6Hqk2Q4YrI7H7WFDdQB8Q5jgA4cWSYrcVFGrRxKQqTMossYHML8AKkqCec99PAVwG3ELnirIFc85Jfnrk0ROu8vzsSMARwiLko421PPvoTnHPpNU9P6yzvF7XRC7bv6M3JIBcjy5R7oHUEfQJud4FWU/qBgwQ3nD/G0/toPkoSwTQ5JRkyyOSSxPkqSf5JUm6C5pSwzJyU5JEhMxcFY1yAY40n4ruOm9di3Bxm91ebrAG1kWLueATxayLLoAgD8TESNPEsUWskU5MYB3oPGJPwvSryTQuGgqaln/U89o3ytPcfSQhOvAZ3W47X5PRZ5W8zMb/OvNzXn35pe+AFXlzZy8y25Najs14LzTsh4HZPjqXR6Y/vMjfS2+Cc5OTkUEDK+DXiY8ag6wNRubNbwr6lxtJbIj1Th5kBoz0wlOb/7Qw8mZVlyPQ2Get2U1aCc/NaAVqF/AFIDs50RSqohaaU46dXYtZfKCl7IZPZQGCAZBAiQr7p5HrQvPjGoDD1u1G9/2CNpoNuR5TBAeBX/3w/zn7be8W8edPXNOWC7UUPl27d2eNJpk6lx5IwfPzHaQ53NlOn2JklYW3XUYmzAUFZkVmsbvdn1nObqQlb8jRTW/tJH077gUgiytRwGBrOhajvKubuF7MyeTTXTVbejDqEJe8L+z3StqkCqTsuMS2WczL5LvTzTQEoQK3GwAsn1/3SSR9vap3z/dGhgTA/5YNHGn5HHuAA8NSjP8XFb3+3+PAlp67ZNVjdVQ/Fxd07+/0IgM+ZyvPmJLjj5o+AprfKsUFOQcMbbM8Ad3wH4NnyxE55pReBnSZrSyCWgCxDomTOER1DliR3I2ZvdwGdIVP0lmwgx4/pbXZgy4Dd5G0z2+Ehx6vfVy0yxiAQFBdVc01Lro8Kl9w70v9a2DL9PUcDekcH4ADw84d/jOmnXS4/97F7V73zAxf1hSMjF+zdN5CTAEo+g++ll/WL9TYBLC2omWbgBuwN8pwAnDn9bGa2+1HdncXqJtnK7uvqcEeDZzG3wRHpZzG9C2wgDeQG+y0Wdz8PzHpuHRvTtyPnTCezQ2c8mpiTxyPkcwKFpln7g6ZTPl0cvf7b8M+S7TPfdbRgN+HG1gHbJ+94CE1sCBG8G3qHxK1PLF/fMtzbi0LAbd1MdTizGb0hY7P04NIdRLoMnjW4TC4awt6c7mOEpSjoTS09d1IEJ7UR7WxCOgBOXZhmrGFlPeqLmNPfgmYIkt8hPl4mv19cIz3Zx2i2oP4drW3kGHcfXeEDcVqEBGchiiV/qLV96vJiZfHPPS+6a/9QEeVpf3xU8XbEB5luu+vGKwEAo7Xwa7V6GH1q+Menr10z+v7+gaE887ykNIEDZJfl0rdzpwwb7as/m97CXS3J6AvSGEMmDbB459htHF0AJANEa5v+MwNEs01hSVMms/vqYXBcCkIyMthjajDJIK2gEEOSayLNtDFjLTJjOSZLuzKWRDi59b9VFmEUCXhBe63gTfna4FDw+fLx/3PCcksOth11gJtWyPn48A133l0q5grzZ7Vv6d4ub9ndM8yZp1VT6haeDLipW6K6pldrsG6lhD1B+8VvSIBPPhvORWA9bwB6a7NG3JhGi/OYlR1Lo5EpsGu3xDg8Jkpp/o9x0hQjabRaO0tt60mtL5LsRGa8Dx2WVytnGIfGAB5I9pnvKKII4G0CfueXhmuVL4vR0UkDd4PTdHTbb55dh9ZK05Jn17767N0/eDzYtW8/9zmUJqfsjORWHvvhRJqktHfmI0tJgkb7GksUR39b+52BZ3wMJ1KIDGLdQTB3nvMMSUaXQKR+vyNP7Nx4MtGBEbnBaV8z7Y/IFGcB30TGSD0XlMgVM5nBawf8qZ8XvOMOJoeGT3zTTZOKr6M2yGzUvnvP3eiY0jLAOb9/xvSOvYVi4cKNr+1kHhPwPb1kCg6gu12wmv5jgDhxQ2wwU5fE7uvagrAA7Toq8Xu6g8+sQabzl8grlpJj7p0NsF/T7BrbciTJYO62+J+MQaTpZUlD7ZHH4R2JwAfaupbJls7zvrDn9V/cXq5MGVl45qcnG16TJ1FM07Jh9PXtPS9de/UFX5w/Z1qQ9+RNz69ZH/QPDMU/YtIf9km2TkTyhOpvc+osPT6mtm6w3fi9oEA6QJPZ7zfeQ63kKYYkuGN9N+iQvEwCPeSzTQKiSbAywRo1eVnrcj0jyMidOE8cWpfLRPbT7xNGDJ5XqubLc/e2HPe2+wrlk247teP00M8duLTx0WhHJBflUNrx09ux4fXd4a9Xb7nlczdcdecNf3LFM7NndNSqtRBhJOMIWSxVyG04ZbkhA+wZ7Jf8OezlXgyZCB07CDfewWX8TuPp7+ShuDklcJ/DzkGxj0W8I0ncsmcAmfJuJtHKXD3qN4wgRR35YlfYMeuyn3G/sijId/51fXTHMQNu4BhgcNoWzTkOAOSc9ic/Uyrm8ldccva3lj+74dq1L2/1BvoHUCn6lmWYxeIuu8cbSYtv0+62AzQ2nh1UBxxEi1mWJXeLrIsklULb6P2QsDbT1CvBNBsbn4WmzxIWJ1/GpFRAqEfPAzirolBoRlCaGxVblvzQz7V9TERNVT9/7ACbno5jsm3Ztget5VLL+s07P37Hd///Gdu377pqsGcPCgGQC5Ibj6VRYQ8ss3xv0y8Z1GVFFrMilu4+FnvidBCapcft90gPMt3BsB1JzRhjcGcAGe+jvjn1ru3BabKor3l/mnLsrFxNfmiOELlciCntFTRXOh9omX7Vc0Fh5jdFNNRfKHVONmQy2zELcNO+cPcj2D8SzjxpTuvX+nr2veupX69ET08/uOcnPm4K0HSgyayBaSNnxdqeBcj4AmHOgDVd4epwAW4Pfm2HSE1hlU5/SYCr+0Cm34M7oCdlJBizgzmcASaLyqwLny9WcPz8N6HSUnnQx7YbJApb22a+b7IhMmY75gEOAAOD++F73uxXX9s+77nVL35pxTMvvGndhq08isBohNE4KHDY2Mo5AWXHNIMDYwBcOymTBnCeZm03kskytpu7AHNeU6tQrZCXXBgG/FJKRILLfNMs0dG15JnpM0+8ubllxiYpou4g3zTZ0DhgO6Y0eKNWKTcDQPfqteu6Tzlp/tU9vQPTlpy8+P4Vq9bP3bBxK3IBg8dZprY2L6h7Mtbg0Q32MHo8m1xGkMTJsOcWmxn0yhlh8XY75RZGg5uAEPk+SeyGqWW7dUnsQvPU/tapp+8ZHa2/t7Vj/o6RaritNZiYkg5Ho/1OMDhtT/7rKvyX887Art09p7786rbv33PfPx1XHR6cMTDQp74QS/Q554DHG+tvBs3ucGSO5YHbz+NcFDga/wgzeDoIJZ3jpC1fQBjbYW/T3/NAKlSp3yyKJBhjKJeb0VIp7fR9/t87Zl+1gjMxHEWjsmvWGZMNgYNqv3MAB4DhkSqKhRx7ftXTUvqtl2/c1P3JVc+9sGTbjr3TduzqhZASvu/B54DnMavSrBuFpAPUGJhWfweczsDUlSoTBXD7+QEGmhn62tbeACDt92OA50n4noDnSUBGkJLBz7WjUJq6Y/rsk15oa595l1/o/Odt6+/BiX9w82Sf9kNqv5MAd9vLGzYBwB8//i8rz92zd+DqtS9tKu/Z24dinqFY8OJa4uYbK3ZrUMYYLDO6aU9xYxkXyiEAPIOxM9mcVM/NAq/F4A1AzrS+Nmfc4xK+JxH4IfJBHfliK5pbFwwGuZZ/6Jq9bDmAezs650z2qT3s9oYAuGm9fQPB7j19197/8FNLRqv1619e/zIbHupHIe/B43rym0yS9V3GNMCnAKd54hxIhesTC9IOyccTHrLuAgTgDUFtpdKS5ca5DXJqC1oAh+6nSxfHyk0HcISI4HshprQ3Y+bseZJ7ua9Pm/PWF/LFtvvy+eb6ZJ/LiWpvKIADwPO/3YRCId/2Wve2cwf7+6/yPXHd88+vkRs3bWEjo3Vwz0NcpN4wuwE3HIBzl43TOSvjAXgm4/NGbJ0GeFZpDMsNoZVm9XZzck0SFtdl3MIwQoQALW0z5cJFS1g+L39QqZQfqLRMWx6Gtd7m1oWH8esfe+0NB3DTNFMft29fz+x/ePCfeJArfKd/YP/CNS9sLPT3D8LzVMYiN1SHZLDpcSUrPDrLBzZA4QKWsRT7xwDn2cdnavAGzJ5Z/wUJgD1TUpmbRCj1D2cSgS8RBBK5fBltUxeMBkHThsH91Y8se/Ololxp6waw60jUJDkW2hvzWzntyV+vQBRFU0ul0vymptKPNm3eEqx4elXrvn17Wuq1Our1CGGkCrl7HoOv/zzimFgZfowwf6YfTqKavPEFkgXqLIAjw00xjXNV6s73JHxf6kQpGdcC9IMAnVM7+ucvOq2vpX1mvToy/IHR6vCrnHt75i9aNtmn5oi33wuAA0BPX7+GJooPPfJk7S0Xnvk/1qxZ++EtW3eGYSiXvrLx9fzA4DCGhvajkPdQyHGVrmt8RJpJaIDrpJEmhe4JsI08QaM7gB2l9MhUNnphUVvQNKEzqwIfKOQk8rkIxWIR3Cuhdcrsaj3Empa2Ln/egpO/17dr9T0z51+QA+QIAFkoVib7lByV9nsDcNp27toN3/excuUqnHP2slytVr/j5Y2bO19ct2nG4OD+8yCq2LtnJ4QIMTw8jNFqHVIA3PPg+zz21kFu60ouMG1LskSTm/0ZtiPdrphYJzPxBNzmgWnfmkmBSESIIoDxAEFQQKmUQ6Xsr5/SmuMdnbP3VtrmbOnonLvb84MbX3rhmdrCE05HFIVoazv2kqGOdPu9BHhWGx4ZBaQ8MQiC63Zs3yF+8cQTGB0dyZeamv90z56eJiGAHTt3o7e3B8W8D89TK6hJAEIo3et5DLnAQy7wYoCbNXMQs7Ri9zgaqfd5HAi0zPD1fDwh1FKSYRTB50A+J9De1oamSgfCUKK5PGWov3/g7yuVcrRw4eInFp5wiieE6AbwW9/PT/ZPeky0/wR4g/bqpk3wPD83Ojr67u3bd5aiSNYHB4feybh8Ry7gkEJg9Zq16OsfRCQAEUn4AYeHCAx1eJ4BqIQQ6iJQFwCDz9XalZEAokjt832G1koBrZUcfE8dU4+AINeEhYuWIAg85AIJ32MPe37pH4VkwZSOruF8vvB/oyisTZ8xcTW130jtdyIXZTLa/HnzAKAG4CcA0N83AAn8ijF8i3Mm6vU6tmzdimotVCwbShTyPjv3nLO+um/PthM4l1E9BMJIIopkDPBCjsPzoMEtEUYS9bpALvC9uXNnrd+yefWnfC5kPWLwQolyyxScdsYfIAgCcA7OmNwAYHPx90RDH277TwafwLZt2zZEUTj/1Q3riowJKICrVX6jSMmTQp7B50AkGEKhwF+vCwSBjyVLTh7xfP/VGdOnT/ZXecO0/wDHYYwEdUx4xQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTo0ODo0NC0wNTowMJmjkKYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6NDg6NDQtMDU6MDDo/igaAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 1709000
{'hecke_orbit_code': 33556160, 'n': 1, 'trace_an': 32}
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id: 1709001
{'hecke_orbit_code': 33556160, 'n': 2, 'trace_an': 0}
-
id: 1709002
{'hecke_orbit_code': 33556160, 'n': 3, 'trace_an': 0}
-
id: 1709003
{'hecke_orbit_code': 33556160, 'n': 4, 'trace_an': 0}
-
id: 1709004
{'hecke_orbit_code': 33556160, 'n': 5, 'trace_an': 0}
-
id: 1709005
{'hecke_orbit_code': 33556160, 'n': 6, 'trace_an': 0}
-
id: 1709006
{'hecke_orbit_code': 33556160, 'n': 7, 'trace_an': 0}
-
id: 1709007
{'hecke_orbit_code': 33556160, 'n': 8, 'trace_an': 0}
-
id: 1709008
{'hecke_orbit_code': 33556160, 'n': 9, 'trace_an': 0}
-
id: 1709009
{'hecke_orbit_code': 33556160, 'n': 10, 'trace_an': 0}
-
id: 1709010
{'hecke_orbit_code': 33556160, 'n': 11, 'trace_an': 0}
-
id: 1709011
{'hecke_orbit_code': 33556160, 'n': 12, 'trace_an': 0}
-
id: 1709012
{'hecke_orbit_code': 33556160, 'n': 13, 'trace_an': -8}
-
id: 1709013
{'hecke_orbit_code': 33556160, 'n': 14, 'trace_an': 0}
-
id: 1709014
{'hecke_orbit_code': 33556160, 'n': 15, 'trace_an': 0}
-
id: 1709015
{'hecke_orbit_code': 33556160, 'n': 16, 'trace_an': 0}
-
id: 1709016
{'hecke_orbit_code': 33556160, 'n': 17, 'trace_an': 0}
-
id: 1709017
{'hecke_orbit_code': 33556160, 'n': 18, 'trace_an': 0}
-
id: 1709018
{'hecke_orbit_code': 33556160, 'n': 19, 'trace_an': 0}
-
id: 1709019
{'hecke_orbit_code': 33556160, 'n': 20, 'trace_an': 0}
-
id: 1709020
{'hecke_orbit_code': 33556160, 'n': 21, 'trace_an': 0}
-
id: 1709021
{'hecke_orbit_code': 33556160, 'n': 22, 'trace_an': 0}
-
id: 1709022
{'hecke_orbit_code': 33556160, 'n': 23, 'trace_an': 0}
-
id: 1709023
{'hecke_orbit_code': 33556160, 'n': 24, 'trace_an': 0}
-
id: 1709024
{'hecke_orbit_code': 33556160, 'n': 25, 'trace_an': 32}
-
id: 1709025
{'hecke_orbit_code': 33556160, 'n': 26, 'trace_an': 0}
-
id: 1709026
{'hecke_orbit_code': 33556160, 'n': 27, 'trace_an': 0}
-
id: 1709027
{'hecke_orbit_code': 33556160, 'n': 28, 'trace_an': 0}
-
id: 1709028
{'hecke_orbit_code': 33556160, 'n': 29, 'trace_an': 0}
-
id: 1709029
{'hecke_orbit_code': 33556160, 'n': 30, 'trace_an': 0}
-
id: 1709030
{'hecke_orbit_code': 33556160, 'n': 31, 'trace_an': 0}
-
id: 1709031
{'hecke_orbit_code': 33556160, 'n': 32, 'trace_an': 0}
-
id: 1709032
{'hecke_orbit_code': 33556160, 'n': 33, 'trace_an': 0}
-
id: 1709033
{'hecke_orbit_code': 33556160, 'n': 34, 'trace_an': 0}
-
id: 1709034
{'hecke_orbit_code': 33556160, 'n': 35, 'trace_an': 0}
-
id: 1709035
{'hecke_orbit_code': 33556160, 'n': 36, 'trace_an': 0}
-
id: 1709036
{'hecke_orbit_code': 33556160, 'n': 37, 'trace_an': -8}
-
id: 1709037
{'hecke_orbit_code': 33556160, 'n': 38, 'trace_an': 0}
-
id: 1709038
{'hecke_orbit_code': 33556160, 'n': 39, 'trace_an': 0}
-
id: 1709039
{'hecke_orbit_code': 33556160, 'n': 40, 'trace_an': 0}
-
id: 1709040
{'hecke_orbit_code': 33556160, 'n': 41, 'trace_an': 0}
-
id: 1709041
{'hecke_orbit_code': 33556160, 'n': 42, 'trace_an': 0}
-
id: 1709042
{'hecke_orbit_code': 33556160, 'n': 43, 'trace_an': 0}
-
id: 1709043
{'hecke_orbit_code': 33556160, 'n': 44, 'trace_an': 0}
-
id: 1709044
{'hecke_orbit_code': 33556160, 'n': 45, 'trace_an': 0}
-
id: 1709045
{'hecke_orbit_code': 33556160, 'n': 46, 'trace_an': 0}
-
id: 1709046
{'hecke_orbit_code': 33556160, 'n': 47, 'trace_an': 0}
-
id: 1709047
{'hecke_orbit_code': 33556160, 'n': 48, 'trace_an': 0}
-
id: 1709048
{'hecke_orbit_code': 33556160, 'n': 49, 'trace_an': 32}
-
id: 1709049
{'hecke_orbit_code': 33556160, 'n': 50, 'trace_an': 0}
-
id: 1709050
{'hecke_orbit_code': 33556160, 'n': 51, 'trace_an': 0}
-
id: 1709051
{'hecke_orbit_code': 33556160, 'n': 52, 'trace_an': 0}
-
id: 1709052
{'hecke_orbit_code': 33556160, 'n': 53, 'trace_an': 0}
-
id: 1709053
{'hecke_orbit_code': 33556160, 'n': 54, 'trace_an': 0}
-
id: 1709054
{'hecke_orbit_code': 33556160, 'n': 55, 'trace_an': 0}
-
id: 1709055
{'hecke_orbit_code': 33556160, 'n': 56, 'trace_an': 0}
-
id: 1709056
{'hecke_orbit_code': 33556160, 'n': 57, 'trace_an': 0}
-
id: 1709057
{'hecke_orbit_code': 33556160, 'n': 58, 'trace_an': 0}
-
id: 1709058
{'hecke_orbit_code': 33556160, 'n': 59, 'trace_an': 0}
-
id: 1709059
{'hecke_orbit_code': 33556160, 'n': 60, 'trace_an': 0}
-
id: 1709060
{'hecke_orbit_code': 33556160, 'n': 61, 'trace_an': 8}
-
id: 1709061
{'hecke_orbit_code': 33556160, 'n': 62, 'trace_an': 0}
-
id: 1709062
{'hecke_orbit_code': 33556160, 'n': 63, 'trace_an': 0}
-
id: 1709063
{'hecke_orbit_code': 33556160, 'n': 64, 'trace_an': 0}
-
id: 1709064
{'hecke_orbit_code': 33556160, 'n': 65, 'trace_an': 0}
-
id: 1709065
{'hecke_orbit_code': 33556160, 'n': 66, 'trace_an': 0}
-
id: 1709066
{'hecke_orbit_code': 33556160, 'n': 67, 'trace_an': 0}
-
id: 1709067
{'hecke_orbit_code': 33556160, 'n': 68, 'trace_an': 0}
-
id: 1709068
{'hecke_orbit_code': 33556160, 'n': 69, 'trace_an': 0}
-
id: 1709069
{'hecke_orbit_code': 33556160, 'n': 70, 'trace_an': 0}
-
id: 1709070
{'hecke_orbit_code': 33556160, 'n': 71, 'trace_an': 0}
-
id: 1709071
{'hecke_orbit_code': 33556160, 'n': 72, 'trace_an': 0}
-
id: 1709072
{'hecke_orbit_code': 33556160, 'n': 73, 'trace_an': 0}
-
id: 1709073
{'hecke_orbit_code': 33556160, 'n': 74, 'trace_an': 0}
-
id: 1709074
{'hecke_orbit_code': 33556160, 'n': 75, 'trace_an': 0}
-
id: 1709075
{'hecke_orbit_code': 33556160, 'n': 76, 'trace_an': 0}
-
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{'hecke_orbit_code': 33556160, 'n': 974, 'trace_an': 0}
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id: 1709974
{'hecke_orbit_code': 33556160, 'n': 975, 'trace_an': 0}
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id: 1709975
{'hecke_orbit_code': 33556160, 'n': 976, 'trace_an': 0}
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id: 1709976
{'hecke_orbit_code': 33556160, 'n': 977, 'trace_an': 0}
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id: 1709977
{'hecke_orbit_code': 33556160, 'n': 978, 'trace_an': 0}
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id: 1709978
{'hecke_orbit_code': 33556160, 'n': 979, 'trace_an': 0}
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id: 1709979
{'hecke_orbit_code': 33556160, 'n': 980, 'trace_an': 0}
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id: 1709980
{'hecke_orbit_code': 33556160, 'n': 981, 'trace_an': 0}
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id: 1709981
{'hecke_orbit_code': 33556160, 'n': 982, 'trace_an': 0}
-
id: 1709982
{'hecke_orbit_code': 33556160, 'n': 983, 'trace_an': 0}
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id: 1709983
{'hecke_orbit_code': 33556160, 'n': 984, 'trace_an': 0}
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id: 1709984
{'hecke_orbit_code': 33556160, 'n': 985, 'trace_an': -320}
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id: 1709985
{'hecke_orbit_code': 33556160, 'n': 986, 'trace_an': 0}
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id: 1709986
{'hecke_orbit_code': 33556160, 'n': 987, 'trace_an': 0}
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id: 1709987
{'hecke_orbit_code': 33556160, 'n': 988, 'trace_an': 0}
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id: 1709988
{'hecke_orbit_code': 33556160, 'n': 989, 'trace_an': 0}
-
id: 1709989
{'hecke_orbit_code': 33556160, 'n': 990, 'trace_an': 0}
-
id: 1709990
{'hecke_orbit_code': 33556160, 'n': 991, 'trace_an': 0}
-
id: 1709991
{'hecke_orbit_code': 33556160, 'n': 992, 'trace_an': 0}
-
id: 1709992
{'hecke_orbit_code': 33556160, 'n': 993, 'trace_an': 0}
-
id: 1709993
{'hecke_orbit_code': 33556160, 'n': 994, 'trace_an': 0}
-
id: 1709994
{'hecke_orbit_code': 33556160, 'n': 995, 'trace_an': 0}
-
id: 1709995
{'hecke_orbit_code': 33556160, 'n': 996, 'trace_an': 0}
-
id: 1709996
{'hecke_orbit_code': 33556160, 'n': 997, 'trace_an': 80}
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id: 1709997
{'hecke_orbit_code': 33556160, 'n': 998, 'trace_an': 0}
-
id: 1709998
{'hecke_orbit_code': 33556160, 'n': 999, 'trace_an': 0}
-
id: 1709999
{'hecke_orbit_code': 33556160, 'n': 1000, 'trace_an': 0}