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mf_newspaces • Show schema
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{'Nk2': 9600, 'analytic_conductor': 39.69406582419622, 'char_conductor': 8, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 2, 'char_orbit_label': 'b', 'char_order': 2, 'char_parity': -1, 'char_values': [384, 2, [127, 133, 257], [1, 1, 2]], 'conrey_index': 319, 'cusp_dim': 240, 'dim': 32, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 68803363200, 'hecke_orbit_dims': [4, 4, 8, 16], 'label': '384.5.b', 'level': 384, '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': 272, 'mf_new_dim': 32, 'num_forms': 4, 'prim_orbit_index': 4, 'relative_dim': 32, 'sturm_bound': 320, 'trace_bound': 17, 'trace_display': [0, 0, 0, 0], 'traces': [32, 0, 0, 0, 0, 0, 0, 0, 864, 0, 0, 0, 0, 0, 0, 0, 960, 0, 0, 0, 0, 0, 0, 0, -2656, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 2880, 0, 0, 0, 0, 0, 0, 0, -16992, 0, 0, 0, 0, 0, 0, 0, -14976, 0, 0, 0, 0, 0, 0, 0, 26880, 0, 0, 0, 0, 0, 0, 0, 46400, 0, 0, 0, 0, 0, 0, 0, 23328, 0, 0, 0, 0, 0, 0, 0, -37440, 0, 0, 0, 0, 0, 0, 0, -50496, 0, 0, 0, 0, 0, 0, 0, -33408, 0, 0, 0, 0, 0, 0, 0, -20160, 0, 0, 0, 0, 0, 0, 0, 88032, 0, 0, 0, 0, 0, 0, 0, 38016, 0, 0, 0, 0, 0, 0, 0, -73920, 0, 0, 0, 0, 0, 0, 0, 21888, 0, 0, 0, 0, 0, 0, 0, 25920, 0, 0, 0, 0, 0, 0, 0, -40704, 0, 0, 0, 0, 0, 0, 0, -121568, 0, 0, 0, 0, 0, 0, 0, -17280, 0, 0, 0, 0, 0, 0, 0, 179712, 0, 0, 0, 0, 0, 0, 0, -18112, 0, 0, 0, 0, 0, 0, 0, 70272, 0, 0, 0, 0, 0, 0, 0, 251904, 0, 0, 0, 0, 0, 0, 0, -120192, 0, 0, 0, 0, 0, 0, 0, -71712, 0, 0, 0, 0, 0, 0, 0, 27840, 0, 0, 0, 0, 0, 0, 0, -109504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -235968, 0, 0, 0, 0, 0, 0, 0, 36992, 0, 0, 0, 0, 0, 0, 0, -211968, 0, 0, 0, 0, 0, 0, 0, -331584, 0, 0, 0, 0, 0, 0, 0, 913504, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -807936, 0, 0, 0, 0, 0, 0, 0, -558912, 0, 0, 0, 0, 0, 0, 0, -247680, 0, 0, 0, 0, 0, 0, 0, 1286400, 0, 0, 0, 0, 0, 0, 0, 912576, 0, 0, 0, 0, 0, 0, 0, 251136, 0, 0, 0, 0, 0, 0, 0, 546624, 0, 0, 0, 0, 0, 0, 0, -480288, 0, 0, 0, 0, 0, 0, 0, 77760, 0, 0, 0, 0, 0, 0, 0, 154368, 0, 0, 0, 0, 0, 0, 0, -1738240, 0, 0, 0, 0, 0, 0, 0, 432000, 0, 0, 0, 0, 0, 0, 0, 670656, 0, 0, 0, 0, 0, 0, 0, 447296, 0, 0, 0, 0, 0, 0, 0, 650880, 0, 0, 0, 0, 0, 0, 0, -3446592, 0, 0, 0, 0, 0, 0, 0, -1672512, 0, 0, 0, 0, 0, 0, 0, -458784, 0, 0, 0, 0, 0, 0, 0, -224832, 0, 0, 0, 0, 0, 0, 0, 2081600, 0, 0, 0, 0, 0, 0, 0, 1047168, 0, 0, 0, 0, 0, 0, 0, 697344, 0, 0, 0, 0, 0, 0, 0, 838912, 0, 0, 0, 0, 0, 0, 0, -1418112, 0, 0, 0, 0, 0, 0, 0, -352512, 0, 0, 0, 0, 0, 0, 0, 2393728, 0, 0, 0, 0, 0, 0, 0, -404352, 0, 0, 0, 0, 0, 0, 0, 2568768, 0, 0, 0, 0, 0, 0, 0, 1428000, 0, 0, 0, 0, 0, 0, 0, -528768, 0, 0, 0, 0, 0, 0, 0, 369408, 0, 0, 0, 0, 0, 0, 0, -3387776, 0, 0, 0, 0, 0, 0, 0, -1345536, 0, 0, 0, 0, 0, 0, 0, -376512, 0, 0, 0, 0, 0, 0, 0, -1676352, 0, 0, 0, 0, 0, 0, 0, 725760, 0, 0, 0, 0, 0, 0, 0, 3782976, 0, 0, 0, 0, 0, 0, 0, -2165184, 0, 0, 0, 0, 0, 0, 0, 114048, 0, 0, 0, 0, 0, 0, 0, -1108800, 0, 0, 0, 0, 0, 0, 0, -4252000, 0, 0, 0, 0, 0, 0, 0, 669312, 0, 0, 0, 0, 0, 0, 0, -1730880, 0, 0, 0, 0, 0, 0, 0, 4887552, 0, 0, 0, 0, 0, 0, 0, 1252800, 0, 0, 0, 0, 0, 0, 0, -3912192, 0, 0, 0, 0, 0, 0, 0, 4038848, 0, 0, 0, 0, 0, 0, 0, -509184, 0, 0, 0, 0, 0, 0, 0, -7966464, 0, 0, 0, 0, 0, 0, 0, -345728, 0, 0, 0, 0, 0, 0, 0, 979200, 0, 0, 0, 0, 0, 0, 0, 6412032, 0, 0, 0, 0, 0, 0, 0, 7353984, 0, 0, 0, 0, 0, 0, 0, 629856, 0, 0, 0, 0, 0, 0, 0, 4948992, 0, 0, 0, 0, 0, 0, 0, -5406336, 0, 0, 0, 0, 0, 0, 0, -2525184, 0, 0, 0, 0, 0, 0, 0, 5034048, 0, 0, 0, 0, 0, 0, 0, -3248320, 0, 0, 0, 0, 0, 0, 0, 3209472, 0, 0, 0, 0, 0, 0, 0, 7094784, 0, 0, 0, 0, 0, 0, 0, -4786432, 0, 0, 0, 0, 0, 0, 0, -1010880, 0, 0, 0, 0, 0, 0, 0, -11678400, 0, 0, 0, 0, 0, 0, 0, -6043136, 0, 0, 0, 0, 0, 0, 0, 787968, 0, 0, 0, 0, 0, 0, 0, -11188032, 0, 0, 0, 0, 0, 0, 0, 5523872, 0, 0, 0, 0, 0, 0, 0, 791424, 0, 0, 0, 0, 0, 0, 0, 150336, 0, 0, 0, 0, 0, 0, 0, 4949632, 0, 0, 0, 0, 0, 0, 0, -1363392, 0, 0, 0, 0, 0, 0, 0, -5704128, 0, 0, 0, 0, 0, 0, 0, 3249536, 0, 0, 0, 0, 0, 0, 0, -3363840, 0, 0, 0, 0, 0, 0, 0, 10520832, 0, 0, 0, 0, 0, 0, 0, 12768768, 0, 0, 0, 0, 0, 0, 0, -952704, 0, 0, 0, 0, 0, 0, 0, 11457984, 0, 0, 0, 0, 0, 0, 0, -14291520, 0, 0, 0, 0, 0, 0, 0, -902016, 0, 0, 0, 0, 0, 0, 0, 3680832, 0, 0, 0, 0, 0, 0, 0, -2377312, 0, 0, 0, 0, 0, 0, 0, -467712, 0, 0, 0, 0, 0, 0, 0, 736704, 0, 0, 0, 0, 0, 0, 0, 7590528, 0, 0, 0, 0, 0, 0, 0, 872064, 0, 0, 0, 0, 0, 0, 0], 'weight': 5, 'weight_parity': -1}
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mf_subspaces • Show schema
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id: 200255
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3], 'sub_dim': 3, 'sub_label': '8.5.d', 'sub_level': 8, 'sub_mult': 10, 'weight': 5}
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id: 200250
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 19, 'sub_conrey_indexes': [19], 'sub_dim': 8, 'sub_label': '24.5.b', 'sub_level': 24, 'sub_mult': 5, 'weight': 5}
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id: 200251
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 15, 'sub_conrey_indexes': [15], 'sub_dim': 3, 'sub_label': '32.5.d', 'sub_level': 32, 'sub_mult': 6, 'weight': 5}
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id: 200253
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 8, 'sub_label': '64.5.d', 'sub_level': 64, 'sub_mult': 4, 'weight': 5}
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id: 200254
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 79, 'sub_conrey_indexes': [79], 'sub_dim': 8, 'sub_label': '96.5.b', 'sub_level': 96, 'sub_mult': 3, 'weight': 5}
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id: 200248
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 4, 'sub_char_orbit_label': 'd', 'sub_conrey_index': 63, 'sub_conrey_indexes': [63], 'sub_dim': 16, 'sub_label': '128.5.d', 'sub_level': 128, 'sub_mult': 2, 'weight': 5}
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id: 200249
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 31, 'sub_conrey_indexes': [31], 'sub_dim': 16, 'sub_label': '192.5.b', 'sub_level': 192, 'sub_mult': 2, 'weight': 5}
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id: 200252
{'char_orbit_index': 2, 'char_orbit_label': 'b', 'conrey_index': 319, 'conrey_indexes': [319], 'label': '384.5.b', 'level': 384, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 319, 'sub_conrey_indexes': [319], 'sub_dim': 32, 'sub_label': '384.5.b', 'sub_level': 384, 'sub_mult': 1, 'weight': 5}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 2, 'label': '384.5.b', 'level': 384, 'portrait': 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J8OqPhgjGBuxXD+ekPVT5hrupyYV3gKXBeCnuTCzTGdIMJzJK7SnJj3ONt0qXqGCzf2WFhy0AaqvmTLTMR5G1rUqgFCQBhJmt0as8s+k3VJEvucmHU5dlZw/FzMuWaIWw24/PwOP/QGTdCf4OiZBidnFefmE84uRpxaMBxaMFyxa4F//4ElNoyPcezsBLOLVeaWXBZWBEvpcVxqJyysaOY70rzmpin97u/e+diGDdf9bCLPOwzJ8St3Nl5uaPy1t7/zAP/jP7+TTpstuy9xfu25Q7PvDJfu5D23nKPfW8fCSoPFlSqLKz4LTYelFvnJWVhJmG3C0XnBuullfv77l7juoionz01y4lydc4sOZxcMs4sxp+YTTi0nzEx1+O7ru1ywUVH3fVxZYWHFZ35JMb8CvQCi2OAoQ62SMD4SExs4MQtVN6TiOzgyoVGFVs+nXg0QQM3XLDV9ltuSelWw1BIsthNqvsEA9YpipS8YrwY4UlGthniO5PhZl1g7TDYEdV+gFMSxoNsXzK/Yi2mhFeG6fSq1mPM3B7zxuoj1Y3XOzo9xctbj7AKcW4yZW4o5MQ9HlwzXXLLAf/jgEuvHxzh+doK5pTK4NcutiOVWzFLbsNAWnGopep0m/+R9Ed/3xu+iFWz/q6lK+NORFicvv/aNLzdEvuPt76wG19EcwqmNnTh59v/4b7/51Wu+/MCZd377+TlGG4JLdgiuv6BJFCuSRJJoSaLBGAejFcYABoRIkMJwdGGc//gnkn/3wXmu3B4xVp9gpDZCveIzWnMZb0jWL0tOzI/xuXtqKC9g97Y+WzcktDs9tk7HvOFVCUHkINDc+7TPUsenlgScXlA02xXWbfZZ7MLsPFy0VXL4nGHnJpexWsjpZcX6sZhESxbaVRbamvUTEUtNxUhNcf7GLkfP+OzaFnN63rDSqnLh5oSt60NOLCSMNAKa7Yj7nqkAkjDS3HhZj+u2GhY7LhdsDLloq8QTVXr9KZ7e7zO3JJlfSlhYiTmzqDk6L2jHfa7dvcLPva/DzMgEx06PMbdcYWHFZbEpWG5pVtoRzU5Cs2tY6QrmeorlTsTNu5d5z01LVII76LR3v1OrLWZk/VufPHqq/5vozsr2rVMvN2TWvP2dZPC77r4Xx/H9oL/y8YMH9//Al+8/qY6cbrES+8z3Eq46b5aP/Ngcl51f49ziOEvNOkvNCkstl6Wmw3IblpuJZaFWzEILTiwJ6qM9rr5ohXe9KuDCjVU63VFOz9eYX3ZZbEqWW4aFFc3ciqbTT2iHmn4QMzMWsGubxhiB5xgOnvaJkyrb10ku3JIwPtZnbjnkhaN1rtgBYyPLPPjsODNjIWN1wWLb5cLNIWEY88ThUcIoYecGzXJXMNHoMzXq8ODzEWO1GpftSHjheMTckstkw+fCzYZtG0I0IYdOK1zXgDHsPi9iakTQ7fl0+x6dnsPsksPCimC5lbDcSlhoJpxcFDSjmB1bW7zzpmWuuVAxVh3l9NwIC9nK17TMvdKOWGknrLQNix0415GcayZcd+E5/suPLbBzS4OV1ghLKy69eJrZ1vnJ9h27/nBqcuwne70guPSKm19u6Ky6/Z0CeNw/h/L3iJXmK39p34t7b/vCl+66ct+hU143kLT7gmZPMNtVzLZjrt5xjv/6o4tccX6N2aVxlpo1lls+Sy2P5ZbDclvQbCUst2NW2jHLLcPpFcFsRzM60uW6i1q895aYizZV6PbrzC9XWWp5tDqSVlfQ6RWSJIwFWoPrGKoV2DCp2TTdBxXw4smYvYc9KqrKLVdFuF6Tp15ssGFa8dSBhM3Tim6QMFJNmF/WXL5TML+sqVdcen3B5vUxT75YYdM0PHkowBNVbr4CvEqX548m7D9WReKxcVKxcQKqFXAdQaIFUQxRDL0+dPqadlfT6mqWOjDXNLSihAvPa/Oe71rhup2a8WqNpeYIZxdqLDY9lpqK5TastBJW2jHNTsJKx7CUgnu2qbnuoln+y4/OcfG2KgvLYyy3a7Q6Pitth+UmqMrmeMv51/zx7OzcT95w03dHSRJHO85b/3JDKb/9nQH4qTOL9OSEM8HBX7j3/of+1ZPPHHCXllt0+4ZuX9Ppa1o9WOlJ5nqSc+2Ia86b4yM/uciVO3zmcpBXWGl7rLQdVtqClbaxS247ZqWTsNyB2SYsBQah+rztpiYXb4m5bqdhrF6h2akQxy5xoohiSaIFYNDG4LsxI40uzxyW9IOIe55sIKIKOzZ53HRFh1Av841HJ7h8h8d8u8Wps3Wu3hWx/7hDZAxHzxh+/K19jpzWRLrB/pOaa3cKjs91WVwe4/ILI+5+skcU1LnxUpcdW0KMaHHXU4KgL3j2kE+j6lJzhJVhgNYQJoYoMQQaml3N2Gifq3b1uHRrn7femKCo0e7UmVuusdSyx2a5JWm2DSudmFbHgrvZMSx2JbMdyXwr5hUXzfLffmKeXVsqLKyM02xXaXYqtDou7Z5DpydZ6QiE9IPRia3zr7zxtj+87JILfl5HrVh5fzc6jl52gHcCg+NR6S0d2XHq5InvPXjw+M/vf/FZsdw29PqGXpDkAO/0Da0eNHuC+Z7kXCfmugvn+K8/Os/l53usNMdYXKmz0q7Q7HisdByabUWzI2h1Na1OTLub0O5pml3DUlew3DN0wphd5/cZrcboOOatN/W4YkdCECkcaQgiwxe+XePA6TobxjXHz3g4VNm5SXH5hYZKrcNjL3aZnW9w1YVVJiZWuO9pj6u3eyx02vS6dcanDE/vk3zw9j5P7jPMTPh0gjbLK2NcemGX+5+GdSMjXLWrw7mVFR55bpyaW+eKC+DCrX2U0+HwOc26iZDjZyK++KBPL1JICWFkuPLCgDe9KiCKHMaqcOl5gk6vRqtTZaXts9JxaXYUrY6k2YFWN6HdSWh1E1pdTbMHSx3B2Y5kuRvwygvn+M8/usxl2yssrozQ7FjmbnU92j2HdlfR7tmAt93VdHqaa6+90mzZuuM/vP+f/T+//L1vvLr/67/4f7zc8Hr5Af7c3n1Ip3FZ0Nr/+KlDX3OPn05ktycJIkG3b+j1kyGQazp9aPUF8z3F2ZbmmgsWee93LfCOmxJGKnXml0dYblVpdnyaHZdWV9HqStpd6PQM3X5Ct6ftY2DoBvai6YaGMNF4nsFJw29XgS8NRkt812FqRLF5RnLeRsO2DT0S0eLORxT7D4/w2qs8brxqmU98KWHMm+D1N3R54NmI0cooGzd0+OaTVd52U8I9zyRsn/Kpj7R58Bmf736FS6Mxyye+MMGrL6ly23Utnj3R5+sPu5i4xrZ1Hts3CDav00yNhfhehDYJrpOglC0b8RyoeIIocuj2PVpdh27fodNXdHqSTg86fUOnp+l0Ezo9e6HbVVEw3xHMNg0jIy3edfM8770l4JLzqiwsN2h2qrS7Pu2eS7vr0OkpOj1Bpy/oBYZe38Yq3b4mUQ3O2zz+87ddO/GRI2d63Q/943/ysuLrZXVRgtgoE3fed/DpX730hb1tF92TozUPgUFIMAhAFZehAClACY0UBiUTPCV54egU/9fv1Xjh1Czfc0OHay4MGK03WGrWqVcrjHSzJVXR6Uu6fYdeH/qBoR9pgtAQxZo4NiRakWjAgFQC1xFUXGjUJKMNwYZJzeZ1XcZGm9z/rOGexzw8OcptV3lcsavFt/aGJNEYV10KK72AE+cqvPF6w/hoj4rjE0SSuVaMjCXfvUPwbCPg6f0Vbrl2glde3uapAxLBKFft8vjxty/y9SdCHnimxv5TPlsmHdZP+ozWqzRqUPHAdQ1K2sOTJIJYQxQLokgQRIZ+AL1Q0+/rnCi6gSWJdh/mOpL5NkSiz02XLfGWG1t88HUJQTjCuYU6rW6FdtcGsZ1UlnT6lrkLcCf0Qisl+9ESZ1X887/1ZSNP9xq//MYf+2j/K7/z4f9vAnzPkw850qz8nOqf3blhIqbdq9IPNLUKCCERwjbhCKEQQiBlghKgJEhlcByDqzRVRzDfrfHpu7Zw12NN3njNMm+7aYXLz+8wOVZjsVmj3fPp9ly6gUMvUPQDRRAKgkgSxRAniiQBbez1JCW4DviuoV7VjI9EbJ7pEpsOB05H3PGwxwuHR5ioVrnmIoebr27x7b1NvvHQKNdf5DMz2eMrjxt0UmViJGSxFdiLBlg/1mF5wUeJCjdcscTXH6xw8lyVN1/fJU4WuffpKaKkwrW71/GWVzbZvrHJg8857DlZxRz12TwpmagLahWB7wkcJVKQG7SxujxO7EUbRoYgvYj7IXRDu/otB4LlNkinz5W7VnjXzU1uvypiaqTK4so4K+0q3b5Hu5eBW9Hry5S17eraDzW9IKYfaPqBJowNUSx59mBTJr751+9/w8zWH/nBH35K/cY/+ZjvvTyFq//bAX70hc/xO19w2bqOD3dXvvBGL17YJEVEteJhTIQUDghScEskIIVAConMGFwJlEpwFXgKfEdTdQwjfcVCa4I/vKvBvXvaXH9Jkx94/Qq7tzSZGqsQxRV6gU+759HrOwSRIo4lUSLRWqCNsOAWBt9PqPsxvhchVZ+5ZsAXH5McP+dx5OQ4Jqqwc7PL7vMUV+9qIdw5nj44wtbJCpeeb5gcX2GxWWHTpAKp+fIjPj6Sqm940yt7fPrLCWfnfaZnFAvtgOcP+2yaHueaC+Z5YE+Th/aO0g88dp03yVXndbnsvBYHz6xwfNbw0PM1jpyo4QuJ70jqPlRKTG4MJNoQJxAmEMaCTiBo9QXNECIdI1Sfy3e0+MHXtbj+Ys2WGZdub4K5pZpl7L5Ht2clTi+wtem9QNDrY5k7SAjCxII71PRDQy+AXmiItSJodfyvPHDgh7z6n6y89VXjyrT/6td+/U99fvpH3vwPF+Af+8OvcN7uX+dD0Yd+6sHHDvzHJ/YcarzlxhitG3SDCGNACIMQBikUUhiktIGUVAKlFI6SOE6CowSuo/Ecje9CxTNUvYSxiqQVuCytTPCX3xrl23t7jNV7fOD2JjvWrRBHDhduNuzarugH1i1JtMQYq4OUTPC9mEOn4eicoBdr/vQbNVY6Y/S7HpNVxcYJh20bHM7fJLj0giaJXOR3vtig0xzl+t0OO7a02XM0odWssGUH1KsxrbCC70kwBs91WenDqVnJRef5XLyjz74DIc8dqnL9pRP88JsX+P0vt3lsX4NOz2Gx2eD8TRUu2dzjxt1t3vTKNs3eIn/yjSrdyOPkrMuzRz08xxIBgAYSDbHWxCFsWBdy8a4uOonYsSHgH90aMFpzWD/uEUZVTs1W6PY8eoFrJVyg6PYVvUCmd+iHxsq6IKEfJgShtq9De++F0IsE/VjQDiVPHFnmwhfuGmsvXPGfKmO7kp/+kRMfWzp9BxOb3vEPD+B33/0At912k/rIb0c/vLz4+EduueQZ/y039DDGpdvvAT5SZAC3LCqFg5SgpEQpYcGtBI6jcByJ6yR4boIXGvxAU3EN9UgzUoGJqqATSlq9BieaDX7xU5OQREhiLr2oy66tIUEoMDrBGBuoSSmQUuL5Hs8d9jh0okLVc6k7kqm6YMdGycyEw8ZpybYNmou2LROxyG99ocGJ46Nct9Plgi0a6bS450mf8ZrL5BiMj/SpVysorH/d6nksdjSLTcNKu87t1zTZcyDk8GmHydEK1148xg+/ZYnf+jw8eahOp29Y6TicWxxhw2SV6YmAjaM9/s0/6lGrtNh/UvPsEYXvG6Sy8QkCMAajIQwFu7bGXLkzQRiHKPLAjNMPfc7Ou3QDl17g0A8U/dAydj8U9ANJLxT0A+iHmiDUBIF97Ifaavwwu1twdyNBJxIsh4JmKPn9OxtcdeHexr/+geWPnNx/TfTRP3/77z7wzfuTV7/mln84AL/j65/nhRbu2KN/9oPjzvHf+L/vOOc+8bzgv/xEj51bolSSGKQ0SKFR0qCki5IGRzk4ylhAK5vk8Fx7D1xBEEp8VxN4CdXQWM0ZW2tvLNKEMQSRoB9LgsQniiscOtpg70FDYkCnhrISVu64SuA70PBh9ww0qjBWl4w3FJNjDtPjsG1DwMbpFQKzxMfuGOXwkTGuOt9h+ybJji3LPH444OS5cW7cKRkf0XhOj4p0UQbrq2tA91lqVTgz73D9pVUuPr/Fs/t8pkYltUqDK3Ym/OQ7lvnY5zV7TzdodjTNlmJ+2WFqrMHEaJWxRsxILWa8FvKG6yJ8N8JVMUpppLTfyxiB1pIwViwtKeLYIYwVYaQIovQxlPYeSdscEtnqxX4IQWgssFPGDiJDGFlJEkQpq0fQT8HdDiXLEbSjBPo9Ltja5F9/YJHd61b8O+6a+I1tM3+ub7q5+gePPfrn0Suuf+/ff4B/9nNfZcIZd86tnP7H3zi+79f77efdnpjiq4+M46qQ//TjTXZvauNIjRTaBpJS27tyUY7BUQrHUbiOwQ0lnlMCuKcI05MTRYYw1oSRJoptkJVl++LEpEu2QWsbTGbJEpEGro60dpvvgu9LahVJvaIYbUjGR2BmPGHbhi4jjWX+8oGIB/dOsLIwwqVbFedtdLhgS4BQK3z2/hFmaoqJUcnUWMADz0lOzyou2gBRIjh/JuFVlwfsOzTGYlOw1Gzw7te0eGJfnyNnJPWKxHNHuWQH/ML3L/DACz2+eN8UC23YNpOw3HIYayhGGz6Nqke9WqXiaypegutoSwjSgLA+lAG0tqtHoiVxLIgTSRQLwlgQRZIwEgSxZfswhiC0AWoYacJQE8Q2ULXvGfpRCvAoY25JKxI0I+gFMYQdLtu6zH/+8SXedL3h9GzIgaMPu9ddsfKbLzx9rRqrX/y7zz91d3zp1a/9+w3wt726I5qtlZ946pnjv/QXXznjzgXTtCMHaoI7H5mhFzq8/aYW739dm9FGjOpWcaRGOQmO0jhOgus4uKGD50g8VxG4FtChJ+yJiQRhpAhjiKLC8osTTZyYHNxJYjApa1u9bz+jkgIlBY4j8ByB70mqvqRWFYzUDGONhOmxkJmJNshl/vybik9/fZKpSoXLtgm2bnDZukGzbf0KX3lKs7Rc5YotkrERyfhIyLE5l1bXQSlIEkmjqti4LuahZzUrLc25RZ9LdtR49ZVN7n3EZ7wOvu+h1CiX7oB//Po5XDnHHQ+M8+LpCutbEVOjMaN1RaMqqVUVVd/B9xx813r4jgQpTf4dMfai1kaQJBBrQRLbCy5OLAlkBBHFmijSKVkYonRVzMAdRNBPV8ZeKklasaAdQ9jvM+q2+cA7Fviem7q85gpotat4ruRH3wZziyfdh5+Y/sjJjuvG2v1Yev39/QT4x//wTj55p/7p5vJz//6pPefqQnvIUDLuQlt6BELyjScdHtlbYaG9yIff3WVyLKbTi3H6Pq5KcCMXz3HxnATPdfAije9JwlARxoIwZZ+cjWJBHCt70hJjrT9tSLQpWLvE3EJgbTaFXRk8qHpQq2gaNTvYZ3qsz7rJZR7eF/J7X6lz6MQoW0dddqwXbF7nsXmd4ILNHYS7zN1PjjPuKyZHJWN1w1ijx0hD47nW9tQagtBhpR3R6iY0O4r5FZd2t8HtV83y1Ue6HDrboOpHOMpDiFF2bJK8/9ZFrt99jk9+eZTH946zqS1ZNxIxUhPUK/aC9H2J70pcJ7UOlUjjmhTjJpUsJr3gNSSJJklT/XFODBnQLaDtKmgIUlAHsZUkvVjQiiyw+2GM7vcZqbT48LsX+Rfv7VL1fJqdKkHoEUQejvTxvQoieq6+ZXThP73u1deoH3vbHR/dfME7/v4B/NF7P8b1t97Lz/y7zbd/66n50ZW2zQiO+honFrixoC1culLRCh1+5S9cnti/wvtua/O661pMjIZ0ehW8yMNzPXzPJQgdwsixbO0pwlgSxZIoSh+TFOBJylKJINHkFqAxwmLb2CBWyFSaKFtI5bmaiqepVWLqlZjRRsDMRJtWr8N/+6zDPU9P0m7V2TEl2Doj2DRtwX3ehj6N2hKfvtvj9Nk6F28QjDcU4yMJ2gS0ewJHWrBpY1l8tBYjVcxyx2WlBbNLVXZurfL+21f487s9Tsy5uE6Eki7GNIgSxaVblvj5D7a4d0+HT35hirOnamwYhfFqQt1PqPpFfOI6EkelgXOaT7BfvbjQ7YUPOtHE6QpngW7JIU5IvW1rNQZJytoxdGJpgR1pkjBgtNLmDbcu8323dbj5co0UNZaaFYLIJ4xcgtDeHZlwxc6Ibv/s6OFDx2+/+/RP/0akDb0eyWj9bz+x/r8E4N/9I/+N62/tq8/+2Yb/sOf5c6+f9A2OFjb5IDPNa3ClwJWCjqzQCh3ufKTCA0/Vee01Td772i43Xx0y1vAJQ59+6BG4LmHkEMVuKkkUcaxScEviRBDHkiTJ9KZI9bZADzG39dM1SoGrNK5rNWy9ElGvhjRqPZRq863nDZ97cIT7npxifV1xyQZYPyFZP+WxcUayaTpkx+ZlnjzU5wsPzDDpKSZHJCN1yfR4nwOnDA885SONvZiSRCBQ3HJVxAPPhsyvVGh1EhaWHTZNN3jHqzo8c7jJsy9OUfNilBKAi05qBIFi0zqf77t5mQ1j57jjwSoP7RnndKvChC8YqRjqnqbigeckOCrNGaTft1yYYTLJoq1nnjF6nAI7TiDSljCiBILYMnY3FnRi6EUaHYdMeh1uedUK3/faJrdeE1NzPILI1q0EoUcYO0SRQxja4DZKJHGvwWLTZd/xM9917VVfOaSj1/w7Ewd/9L8Ci3/rAP/lj3yMWy+brNTl0Z/99c+c+9lxNxK+p2gYq91UYqyvHYMjwJXgS0FbuvRixVLs8blv17jnmQ6v2N3mw+/qcPmOkPFRhyTx6PU9gsgliizI40QRJTZhk2hFEgtibZ0DbQRaF5V3Jge3dWwcpXGVxnMTatWIqh/gqIB+3Of545qPf2mMpw+N4yQ+OycN68YMU2OKmQmP9ZOSjdMR2ze2mV1p8UffqGOiChtmBKMNh9G6YaQW0ksStFF4UiBkyuBaoRxFrDXtvqbVTVhpO5xdqLJ7pMEHbl/hl+eqHJmr4TiRlTbGIdYVgkjS7nq8anebG3Y3efboST7+xRH2nWgwv1TFl5KqK2j4hopju49cZWySTA6eK5MCPM9+pi6PlXcQJoJQW2D3E+hGhiCMcUzI1GiHKy5s8y/evcI1F8U0ai5h0KDV9QlDlzB2CSOXKFb5qmufS5tgSxx2blmpb6l9rn7succv+Yu7X+Xf+blPBG/+nh/9uwvwFx/9VXbtMrXPfPH0v9xYbf+7to4wRmKMwXVsPC8lKGFQwgZCTgyeNPhK0FOCjuPTd12Wwgpfe8IOwPzuG5q847t6XHpeh61TPUbrDmHsph3yDkHoEMWKWEuSRKXAlmid1rNkYUwKbs/VluGcBNeJcFXI2eWYg2c0337O4ZmjIzy6d4w4qrJhxDDTMEyMCCZHFZNjLjMTkg1TMZume4yPLfHZr8LDz49xxSbB+IhgpC5p1DSNWkA7CfFchRNbqWCMdTAIJN1+QistgGp2DEsth7mlEW66uMN3v3KJ3/+ST31RokRkAakdotgjiCTdvsvUWIXrdrb5xIc7PPpii2eOujzybIOTSxX2LVTxlaSqrDzyHIPvGhQpkaeHJWPyxFg5F2nL3GECvdBKlcjEmDii4fXZuaHHxed1+Z7bOrz++oiG59LvN2g3PcI4Y+wM2Ioodohia1NGkbSyMpKAwXEqnDwds3ww+hnMc93fuGPkIz/6Lz/e/cRHfvLvHsCfO3wWObK+8syxe/9Vo/LVn5seiQnWe/SDJNd3UtiaCetzg5MYq38TcGOoKEM1SZdC5RN4Ls24yp/fP8JdT/XYMtnjza9qs3485rz1Adft6iJQTE5IHCVJEgetJcbIlLmzdTlLHmmMsE0BvUAjnZiHXnQ4fFbytcdqHDzTYGWliidcy9YTmtGa9cHHGg6TYw6TY4J1EzEbpnpsnFnm4b1WmmwadZhqwEjdYaQmGK3HSBnywnFFs6vYXE+H2xoIIsm6ScGubQHfmjc0e4Z2z7L4worPucUx3vWqOfYeW+Tx56ZxlQFhM71xYiVaP1T0+g7Njsd4o85rLu9w21VdFm+f59AZ+OrjFQ6f8XliXw3hOsz3HfqLCikkQohUk4sU5CYFuSExGpNYF2tiJGBURFxzcY/z1vXZOBHxlhtD1k8IJkYUvf4oSyueBXGSSpHYSWVjdpeD9ySzKUWaKfU5fLLD6Wby8//qhy+Xt776tl/+rf/8lr7y/3aGDv2tAXzrhOccOXnw3/7l1w7/n/2lZTnmN7AFNjZISaRJgW2Q0gLdSRt43cSWpXoJeLGhqgR1Legngr7jErguzX6VZ4/H7Dk2idARW2b6XLW9x2g94eZX9Nk4GZFEMUanJ84U0iSrQpTKEGp49Nkqe4/U8CqSpw7XOLNYpeI4jHiSbROGsYpmpGJoVCUjNclow2FsxGFyFKbHY9ZN9NmyrkXCMp++Z4zFxREu26IZbdgey0ZNM1KLMCbisb0ei0suF0zY7KIxEASSmTHJKy/p8a2nE9o9Sacb0+ooltsus4t1LtnR44O3NXnsxSpHF0dQQgNRWmPipgkaQTeQdHouKx2fkVqD8ZE+113Y46ZL+pxd7PPc0RaVasJzRxwee9YnMRIhBfmwzdxGNGA0aE0SG9ZPxdz8ij7jVc3l2zWbpwVx4qB1jSByWVi2q6dtDEmlYsrWWVwUlwAdJRbgNk4S1hCIBP1QIKTDzs3zcsrb/7NL89sd5a/7BSD+OwPwbq9PFEX/8fk9D3/40N7nPKgQjlk54rkSKQyxBKlAJlZ/K2lwpMDRdhl0E0OU2GxipKGSGGqJINJWCwaeIExcQu0SacPp5ggnHtNIlfC1pyNqTow22p4kY7vVRXYGhbR3KdFC0ey4xKGD70gaFcMFk1D3DA0vpupDvSKoVRSNqmKk5uSJnsmxmJnxPuun2sR6mY/8RZWnD06ydcowVhcpuAX1akK9ElKv9alUq7hpoCdSWZBoQRi79Hp9Vvqacd/Ward7mmZbsVzzOHFulCvPD/iZ987yX//C4eRKFUSCNjFaQ5Q4hLFMa0cUnb5Dp+fSbPtUKzWqabB8y+Uhrhdy3YUJ7351P0+kCaFTm7SIvjNySLS1GscaCiU9+n2HhRUnrbi0YI5jRaxt7BMn2WMGaPs8C/rjJAtWRfq+nQ4QxzawnZmQTI81eOrJA96efep9qMYv/taffSv+ie/7n+/x/J8G+Mf//GF+7c+e8X/k9a1bZPhiZddWl1bPWlDSZDUlNqhT2qTAtpG6tfIMjrKBjauzCN5YWaONPUhplB9pG0DGGkJfktQlsXaIYp+F0GbAjSnyBkLY8lQnlUZumq1cXzdUxw2+o6mk2rTiCqq+vdd8Ra3q0KgpRuqC8YZmvBEzNRYwM9Fh07pFfvfLmjvum2HdqMNUQzNasxdDvYoFeDXk7JLm4Gmfqids0oWs0k/QDxwu3BizfjKg3fFtQ0cvodVVrHQcGs0KI7Ux3vuaOQ6eOscffGlzahlqtI5Tz9ohCLP6EUm3r6hVHKq+S9WzRWOel+C5Mb6bUPESHJGgZGKzxsIgpB7wybPVL0kkC0t2YoHW2aNIQS6JtUSnIE6SDNApqHMgW7aOtchlSZwmljIrN6u9Pz3vsdKKmV05sPWqV9328Q+/r/djP/7OrwfCe/3LB/DjpxbYummy9l8+8bWP3XX/F2+YGg2ZGJtECEEQG+LYoLUhlgYpNYm2WcNEGpTSJAmoBJzMqkp966zUMxmysPLXmb2VZuaMycA9+Pmy8lrbHGFsUKtsUOs6aV2LA74rqXiCim8TJtWKQ70qGKnBaD1hrBEzPhIyPd5h4/QSe470+eP7N1Gv+Kwf0YzWBPWaolYV1Kupj14NePqY4Ml9FbaP278vUgrXBrqBw7W7DDs393n02VG6IfT6CZ2eptWRrNRc5perVPwx3nPzIo+/MM9zR9djL1lNohNibdJkjK0n6QWSWkVQ9RVVX+O7bgpwjetoXGWzw0rpVCqagslLxy1LCNmkkMjdKJ2m+hNdsmITmTovIm24sD/LX6dgHs5NZFZkRnJhZFhpJxw503fWH7vr+/vzN+nK9Dt/ysTLXeGMvzwAX1maI+gu//PWuQMf+sx9Ma99Rc0ysQsIm/5OEnsgEyVs1ix9rhJBogyONiSJSX1rWyeSJAyAWqdZyKRUR5InKzILsAzu9ITZ1YPUuQGlbNbSSTt1PAc8V+C7Ct8TVDxFpSKpVwSNmmGkljBajxlrhEyOddkwucwzR7r8i0+u49TZMS6Y1IzVoFGV1KuKegVqlYRaJcZ1A3qhwZEOviLXvJlEiWJJkrg0vJh+oukE0rbP9a0mb7YVVd+n4jXYtj7iv/3ECj/zScGeg+vASBKdkCSaOI4II00QOvQDST+QVH3wPUnFM3iewnMMnmNB7jgmB7iSdnUtpEoJ5ABp/sBkADcir2kpalvIQW7Pm8itxpywMoDrEqiz85yWUkSxxlWCXVsrXL6xIx576vSHLrz0yOEkjv7T/wxG/4cB3jv7WSpThzY/cO+Ja2dqc1y8fYSFFYdaxSY0cCx7JlIgZfrFpQV1kmi0EimwDYkyecLBZtdEkWUrebUmZW2T1pKY7PkgtguAS3LnRkqBI23iw7K3TCsTZQoGaSVKxVCvaBq1hJFaxGg9ZGK0x7rJFZ461OVn/59JDp+aYPu4YbxGqrkV9aqkXjXU/IRGNaTZjfn8g1VM4uApG1gLUXjPUSxRwuGtN7V5YG9Iq19JW8ASuj1FuyepdRyqno/vjbBjfcwv/fAi/+b3JU/tm0lb6xJr68VJOt7Cesz9wH4n3xf4rsB3Tfp9bVDvKINSqWwUINKaFcEg0Asmz1L8lNjcWos54HNSKkCdv85+llCAPCe24lEpwWRdse/YKHuPnsV97GvXJtVLNv/b/3bnqf/0f/6PNUr8DwH8yIlFWv7EpmeevOvXWq2D79g81aPq1Qkikx+QREMi7ZdSMr16ZQpcJUm0ts+TAtymVDOiBx7tAc3srMIhMQXbUKSjs0ylKAFcyaI+w3VsKtt1pQWAJ6j4dsRa1dc0qgn1FNzjjR7T400L7t+b4Pmj02yflEzVE0artnCqXlXUSuxdq4YYEXJuaQQp7DYnciCLaBlNG5f14wZHx3RiQS809ALbDN3uSqq+ouK5eG4Fxxnl0m0xv/SPZ/nZ34Mn902TGEWUaOJS3UgYagJfUfEkXmi/n+fK9KLOCrEswDPLVq4CefmzDgGdtDIxM11MVg5Bidmz10OrcakuKLvrFNzZ+Q5atsDrzHyLTVuTd/zw+y9Mbrz+Tf/0P3x4/rR0//t3ifsfAvjR4ycZH12+6K5Hlt7VnT/FW17ZQFOh07X1IPkVLEmlif3CSpEfgCRNxORfMANz/mVNXi+hy2xtigRFXlhSOiMi190iNU5EUS2oJI6TAVzgubY0tuIbqr6m6ifUKgn1asxILWC0bsH95ME+//p3x3nu2DRbxhXTdc1oVVCvSWoVRa0qqVfs76hVYnwn5NEDcHbRo+5ZN0kIa83ly722zc8bJgSXXtDhkb0NukHWDqbToFNR8RSe66UaeoxLtiX88o/M8jOfMDy5b4bYpEyeGKLE1r+HkSH0JJ4n09oUma9YjpPKNEkO8gzgWWFWfjRFSfplshDrtmTnJDEiBTo5sHX5dVrJWQC7OM850JPsvFtHrdszLHQVV0+cYMfM2Xd1lo9+LI6bp/+3MPjTTz/BxHhl057nXvyl/c89w3nrxmh2HJS0GUIpJbEGLbOWqfS5ATW0lGkNWolBcKfP87LWDODYo5szSsExKeuU2Dv1eZUUFuCKvBzWNk2A5xpb9+3ZAquqn1Ct2FqURjWgUe8xOdriqYN9/sVvT/LiiRk2jjnM1DSjVahXbRVfwd6aWiWh6kd4bsDzhx3m56ucv46iFiS9JnXqpPQChwu2CC7d0eW+PZpuKOmFNgnV62s6PVsd6LkOruPhqBpSai7Zssyv/Pgs/+zjhif3zxBph6lEW4BHEPq2dtv3tQV4ulrZAiyR3tM6FVlIOZGBPQX38C0jlQzomWwcTvlrk8ZKA7FTAerieSmuSox1yxKbcBqvCUQ8xkMPv8jM5ulfmpy54F1PP/XE6auuvvZ/HcBN/C2E836eevQXNnaXT12ze0ufkfooi80EzzG4jrWdZCJSgAuUNiQ5cxt0icWzq926Ihm7McDYNt1eMDemZAWmZ6K8rEphNb/M2ds6J44CxwFXGftZXUPF0/iuBXfFj6nlhVZdJkbbPHUw4J//ziQvnrR24HTNJoDqlbREtaKs6+LrtOEgpuJFSBXQCV2kcnCVQSlSFi8AkiRZ04FL3YuAmHbo21axUNMPE7p9ie+pNFB0cR2NUjWkNOzcZPi/f2KWf/abmif2ryNK3LTB2BAmhsA1VOKSBndtEOc4ReufktLmJtLjlIG8fDzztP5QMF/IlZJ01FmtfcHI2hRgNqXneoDNy26ZlUqTdcHSss89D7eZnnnumrHp5sbn7njv6d/602f4iX905f8iBlevFq3W/ZfPnvjGZzeOvehVLqgRRsXyJiVIDVpmrogoSZLS0pWUg8ZMXzMA7rLWLmclc+ZOMznZycjuuWuS3dNl2FEG100B7mo8V+N7CVUvoeLFVCsRtUrAaKPHaKPF4/tifupjM+w7Oc1Mw2W6qhmtGBopc9cqilpFUa0Ye/c1VT+mWgk5dk7zR99o4FfALTkV2cc2prDY2l2P97+uyR/f32VuoUIvawMLND0vwe/LovzVcUv2nuGizfDr/2Sen/6NhIdemKEXV5hOBGGiqbkQRIaKZ/CdrITWrmCOo1OAC9vMna50GTlYOZWBXIAwYApKzwimLBt1Hvib0gq8emXOHgs8lA2G4vwH2nB2MSKM4JH9R73ve9f5f/a2f/nAdSutcyv/yxj8+ReOquVm5w//7PN7t7/7pnm2bZhgsVkljIqxC3oA1KaIuHVmNZGy+JBDkoFaC+tp60Jr58xd+iz5LKASyGXaxSJFGdxpvYujbcubo1OA28RHxYup+CHVSshYo0s/6vDVx+EX/3Q9+05OMdVwLLirBbirFUWlotLEkA1MK16M78X4XogmphtUGfUEjrQ1OCIPgbOL2XrKUezQqCscEdCPte1KTxt5/UDT9zQ9V+G5Es9ROMpBKS+9aAw7Ngh++UdX+JU/S3jghSlOtxv0E8Woa2h4mjAx+I7Bjw2ek1mkpqTDRcHgqdOTPZal3/CtOCclRyuPlwrQl2vPi3NuSpq9mOWS5FhIE3sxzLUllUaHXevumxnn/Osrztg34G/eBfQ3BviBA0cIo+j1n/v8neufeGaeS7dKbr+6Tz90UFIRp7NFkkSgjSwaDTLAG1MAXGesLYpgsuSUlCP2VcxdAnh+ErIVRJhcnqjUKchsMTf1gT3HgttPAVnxQmqVgKmxDvPNHr/8xzX+8O4ZQjPKTEMxXdWMVQ0jeQrf9mrWfDvjpOrbcRUV314orhNwz1MuiXYtW6a1N0IW36NoHZNEiUIKl9uvbvPbX5qiHbmMpixeCe00qozBXaVSBk/ZVRiMFuzeKvnkzzT5k3t6/OdPrePs0jidEYfxRDESa6quwY9M6ofbGMT2bYqSm5JKuzLARcrmZUYpgzwnH1OQ0YBUKdWdm3IOw2RlL3nSLusyyv5NnNiuoeUAbr88oJIw1u7IP7z8Fbf+8Lmzx768fsN5f7sAn5s9jtb6p0YrvY03Xlyjoibp9iMcqTGOZU6dSBIp0i+TShQj0EnhoWayJLOYCilSbikTL8ncZdbOyl9z9s5KAmQhS+xynGby0jETvhvj5eDuUa10uecpzWe/NcKf3TODFiPMNARTlVSWVKBWESmoJRVfUUnZu+LpfCXw3QjH6/ONJ8bQiYuvyEGT69qipsmmsBOFkg6vu6bLJ+4I6caeZfHI5B3tvUBb7ezY2TBKkTO4PT6C8VHJD76uRdU5y199q8s9T08xG1fpeorRWFNzUyZX4DkmjUtMzuLZhaOkKCV/0tgh1YID2c4S62QsnoF+2PUqWHwwSWet4SwjXbIWTeGnj3oQ90Z55LkqtXpzY23qxE9JIb/8t8rgYXs/Ujk/9OTDn3vFri1LSClZN+kRhFZfuo5GamO1d0mm5LJFleRJllrX5QSCKK5+7HtrAXsA4Bmw0zmGWTpeqqJqcQDcytZkeG6C54X4bkij2sOr9PiTuxx+8Q+nObY8getWWFeFSV8zUtE2O+nbMWnVigV3NWXvimfSANWuCFU/ZKml6cYeylF4UucuxYAGp1jd4lgRRB6+02NstEszqNOPpJ0a5Rm80NauW2tTFcGhcKwzk9aPaC0Ya0jee2ubW65d4Jf+IOBTX59mKWrQ813qkaDh2iYIX4kc5K5MEz+llS8P1EXpWJdYfJjMy0Q0eB4HGbxg90F5WrwWKbiLn9Ucw/HTLr1OgjFzHJl/5hUf/L53/tBDTxz5/RuvPf9/HuCnzsyx/RUz/NLP//YNl63fO33Fzj6dXtX+z06SsohAGUGiNWqgk0YMMLlJGxCK9G9R8zAoSUqlrgPANvkBtuxSGhKUBl+OtMNvnOzuJLYlzYnxvAjPiahWAnyvx4vHE/7qgSp/9NUpTi+PU6+6TFQM456hUdHUfKinBVgVX9pUvi+peNY7r/g2UPVdy96Nep+7HlAcOlKjmiVUMneihJBMkiVpoVIYOVy8A265ss1f3j9Ju+rQiO3wzCA09B2N4+rC5pOydOGYgcRMnEg2jHb4+Q912LEx4i8fGOW5Y2P0nSqdxKHuCOrK4DvZHJi0CE3Z4+mIIo7JLkwpBm3YVUxeBnj6BbMWwRzgZfAP1RINAz7RBREmAnRgaM/CYsfQUseno+6XbviN3/6J3++2F6g1vvPWKX8twJeXl3nk6yd/5Bd/+0s/cN9DTf6v9zXZ1KjTDXySRBYFOVqijMAYTaKFDRYzsA8U7xSWYO6QMOiUkLH4WuBeNf2qALedpWIfnbSwyHViHCfBc0OqfojnBXSigI//RYVPfnmK2cUxIlVltK6Y9A0jng3OyuC2jK3SYiyRsrcFdyWt2qv4EUkSsfeYRzfymfDS5V9moBAD360caMaxYkQ5XHJeyGedgHbo0PME1SjVzpHGDXVaKCVRUiCUncIl0lNotb095nEiGam5/PT3dnjf62f5vS+3+MQdUyx1G/Qcn7arqDmCqgJfaQt0aWyuIP3MOchzgJtB+3CIxgdipTKDr2JyMfR6NdiT9J4llEIjaQaayWqLt15/kk2jm3/go//17GOt1son/6cY/MlnDnDJ7gtrf/BHf3pZuHjCu3/PDL6X8B9/cAUhR4giN68uKxh7iMFLhTrkciRjbFG60otipAF6KC2LBbiz+YUl3a2yYUEW3HY4Z4zrxFQqIb4T0OzFPPas4HfvHOPup8ZZ7I5QqfhMezDqaRqeoe4Zqr6VJTlz+8rWq/gS37PSpOIWIPfcmFolZHY55s5vTRDg4DklcGeNRZkGz5dje+yiRGGMy1tvbvGJr3SZX6nRiwVBZK0+LwI3TPIEjaOUdT7SCbzZMSouHNvdVKsq1k/0+Ol39blyx2k+cecozxwcYbFTp698XE9RcSRVCZ4ytsoyLSnOMpyDIC8BvViQGD5lubw0YpC5KexhXQJ89jwDeabDI2N7QjuJwdUd/sV7FrjlsnGeeHrZG51+4LLXvv5dtaW5w92JmR3/YwDvd+Z56qn2d0vifzrid9i9VaXTXhM8N0CQzdOWBbi1dVEKli6Duqy3C5CvYuwSsO1xNPl4twFgC41ImVuWwG3vMb4f4rkhK52Ye56S3PHNOl95bIz5ZgNVrTBSV4y5MOLZIKzmGaoeeV14Bm4rTZSVJp7BT4Hte5kbE+G7AXsOSxZ6Pr4j8aRN8KjSUp9J5oGO9kSkHTAOE1XBNRd0+OIj43Rjl34sqEQGL7T+vePYYFMFlr3tBVR0EhfLf1rdZwRR7FCruLz91T1uuXqJrz3W5nPfrPPgs6PMtWuEjkfXU7hS4kmBL8GTqTYXheWasbgUYlW9yqoAdCApV/rOpYswCyyzdL82adOzEcTGZsBDIwg1JEmCK2IS43DodJ3nD3W5vNL/p/tf3HNfP+h/7n+IwY1ugWhMH37x7rdVxX6uvEhyxe6QV10R4yiXRGtcN0LqBJX3QcpUa2fSxEoVQypZEAOamwGAr6aEvLItCyYzgGfJE2mH4EupUdIW8nuulQu+GzHfjLnrCYcvP9DgjodHWWrVEV4Fv+HScARjrgV21TVUM3B7goovbH24J6m4dqBOxSNnbwtwbd0YJ8ZzIypewFce8TmzXGWyIeySn7sQawRmuUQpdPjUmMObXtnh89+OLMAjQeCCH9uJBG6orbVXKkOwrFoCOQWRJGkTdvb765WA993W442vXOKLD3e484EaDzzTYK5ZI1YePc+xY/KkwJUSR1hGd/NGcZGeh0KbD5UClc5lockHQJ4BnJJdmoI7zsCdXwApCxhNJ6nykb+scNsuSRSGHJvdSyA2ve0933Prt06f68xvWl//7wP46TOnQU1s973lH3jFRXvpBCN2E6a6ZeesK0RJgTYqbfa17J2DOX1vgL2hZAOWZMlQUFkuey3LEpF2osiMtaWdZ+i5MX4lIo5iTs0b9h53+KOvjvHw3gZn5+okfgWnYTdwGnGg7iTUXDtXu5J29FiGzsBtK/IsuEUOcN8z+K62zO0meK6tXXn+qOHFYxWEdPEUpYyjSIPMAuarQJgmfOLE4eLz+lx6fpt9p6t0XUktTiy4FYSOSYPndGqVlEiypIy0v71syaVxkC0LcIhjl17oUvUDPnB7wOuuXuHhvW0+9dU6LxyvcmyuStzxiasOgeMghESlc9kdKW1NvbCd+bl0YU2lQvmU5rUrrGZsTUlzG5NajqmOMRpMYn+TVMy2KtzzHNRczcLyPDfd0v2BJD73m0ncnP/vYvDP3HE3//y/fpZ6dVKN1Y6xbSLghl0dztsYI9MADmw63koTZRnciPRRFpq71AScvZeDnALkw4dmwOfO2Dsb0CkssB0nQakYoWJml+CeBxxePFblnodrnG1VOD5XA8dHNVxqjqKhDHXHUHVSUDuGigu+J9IZ4wW4fc/WgfiuxHfBG2DvBN/Vqe0YU60GHD4Hx85UUdKx8kSWl3aGtPJQgJW3gjmcv9Fw0YYOzx+ZoFuzLO474MYGN0qzs0rnGUhbP5K5NDI/ptoUUtF6ymmrWaKIYhc/9JgaCfmeVwdcv7vJuU6Tbzzks++Yz11P1pld9DHSJZIOKEUoJaQ7bWSpfIkoirPKQC/PQxwCecHoJvXJM7rXxZ0kZ25IBTuSRIaciwSXbu9z89VtNjXuonvuOSXa8xzdfw/bL7rtbwZwKeDH3/m6dU/vPfLJP/jL58RsZxvrpttsHFvhQ29ssmtrQr2q2bIpwdECoWXK3DLV4wXYcwYvyRNygL8EuPNgpmBtJQ0ibZg1KkEbzfw8HDil+Mx9NZ466HP8RJV24NNNfHA8ZN2logQ1B2pKU1EpqMvVhK6wr1Nw+2mZqZ+CPGfurH7FTVLmtuD2vQhJRLMrCY1nU+FS2+GXYtADLzOsyVyCrA0skUSJgzCKRj0EAnqRS98RVGOTlsGmyRllV86i9kaWSgFkAajy30hkDnA3TscoRy6e6zE1GrJhKuLSLQHtsMuxk02eOejx5/fW2HfSZ3HeIzYOsVJoofIGbpuetVdv0eAths5m9sQUr0zK5xlTUwK3Lp6r9L5lU0S9qtm1LeL7vztgasRl3VidxWZTnJq78ZO10dtvT6Lm7N+Ywd/1ttvEC3uf3TFZCy7YuQ4qCy4Hzk6y51CVb++powjYving7a/uc92ugGsvi0i0dSHGqkDO4NJmLXMwi1yevOTCJnTabpZ1fWuC2LDcMeDCidOS+x/3aPUVX324ysHjFTqJR2xcUC44HspXeEpSVYZaBmplnQI/A3farua54Du26cH3bHmqZW+B74HvFTImA3lWy5K5J6cXEj53zwhzzSrjo5lmHWTvEqkNsnje3ygJApepCcU7b+1z39NdTjVrdD1JLRZ4EYTK4MTgRKTSjEKLUxoFgSxKW/PkSdZKZif0xonCdQqgu06M60Y0nIirLoy58oKA97yux/7jkq897NMKFPc9XuHUKQ8cyWLXoR+pFNASky1RL2WvFNZKcZVTkiJohDGMVRPqniYxmmsvD7huV8jbX91n+0Y7vF+JGosrY5yanWT/UZ/JTnLBBRf5Oy699NY5VgndlwB4u92p1mr1TzWXjtd2bquQmJhTLVhxfVpRAlryzCGXPS/W2DAds3lDjE401+0OedvNfVssk8BEw7Dz/IiKn36H/AxL1r7ZwDEMBM8eUHQDieNInj/q8tm7KxghWWy7nDjpExuFdl2McsB1kdJBSokvBRWZglrqNKFhazC8NE3t5r2Y5LPGC3BnsiRriLCyxLK3xndS9k4B4bsBDzyruO/5OsJT+CobXVxyT4aILXeRSrU5WWd6ELjcfGmfV13R5s/vG6Mb+/Rj8B0I43SWTD48yaQjIES6aVdZ52dMLgYD2nS1iN103EOicBOHOI4JYxdHxbkLpVTMFdtjrtwZkKA5+cYOSy2BEYK/uKfCc0dcHEfQCxTPHXAIA5XW3KwB9DK4sXX+vm/xMd5IbAWiNrzjNQHX7g7RMWxen7B+xmACidYuUeTZGZWhy+k5nyNnPA6fO1C77MobPtXvda8Eun8jgPfbh4l6C95oZZn1uzTrZzq8sGhIVnyQDogKRiYYJ+F003B6yS4tT+w3fOJOq89NbNg0lfDa6wLG6hqdG6Ivge0UBVLCSkfypYcqLHUUQlrJQ+KAULYtqKLSz6FQwkb9voKKNPhS46W+rlsCtqtSYKfNxq4r8B1hH9OuFy+t2rNtbFaaeJ6xjO+lrJ363m4qT8I4Yu9xj1angt+Q+DItsMrtzHIdYXGu86KrLCGmJbFWhJHL1Ljk0vN6+G7P1qbEAj+2gaYTmVI3jrb12/lFlIV8mRUriyq+vHwiyWvRY0eSuJI4SYiVQsVZDiHOcwmOTJDKOlTb1sWcvzFBSM21OzsYYwvaVjqCLz3osdIT6fxD8ddEnvYzjdU1t18bsnHKkMRksSQIK2+T2CXqZO6cRGsH14lZ6ba4+6kRzs4Kav4yz754yju3GK7551YB/PS5RYKk/aHO0p9OXL3rNDMTMftPthn5Zh30pM3pCplSsrEF4G5p4E629Hia08uGT32lPmiKDqJ6EOCZjJESfAGuxGSaL3+0kb2TZt18Yaz0SJMUXrq7gZuloZXJu3iyemjb5SJK26FYcGfSxHMzjW5np9hZhjodv5Cks8rtsM7jC5q7H6+B8vBUag8OBZirjeNydk+kcwFlOlTHIU5cXnddwJ9+tcsLc3Xarks1toVSbloklf0NkVumumDwobIAGwtl7kU63UDr3MFxYkWcbTigEpSj7CYE0oLcbomSEIYaIbXdp1QlqYzU1DzNB16vEcqkOYuS3ob0dfnLpxehhjhShH2ZzpAU6CiL1Yr4TZNuEmYEvhvTj9s8frTF4WMO02Ma8fVvT/zqv33/h8L+/G96lcG+zVUA/8uvPkEURx+4/965kasv7XDx9pDP3F1lz6ERcNx0RGmesihpqVLgkP1MGfDgpWm7BPJUy+WIyKgJmRb/2KS0I+1cE08Y3DzzZlnNzWq/0zLV7LnrkHezZCzuOgLXzXoWVbp7RCpLPAtuzzV4adeP5yap553YuhY3QsqIF45JDp+tIpSTJ0jyOpFy2Wn6VQfqMbIOpqSoS4kTy+LnrQ/Yvb3LvtmAXuzScwSVxM5xdGKT17vLVIsPNgzL9BSI0mohi+YCJ/Pf7d1xNHEiU4BLnMQCXKokfdT5tjIydbJyR0taUPf6urByU5ALsjoZM3iucyJPHbXUgCA3Ixg0JfIYzmYArzg/4J+9a44/vztg57aE737lwojq7/xAJ3J/8zsy+MpKC2209/O/8lm551CVJ49uAmlYaCu0YwM3mds9Ng2b2z/DxQgZfVD+gmsBO/uPKGYIknbDp8+zrJorwRG2ICgrZHJKAFeqAHlxF/nmVU76mHXVe65MQV6Au7gXnT9eqUnCBmMW4JGJeOjpKovLVZwRhZeluYdT3Gt8+wGQm5KboiX9wGViXHLjlT2+8XhAO67SSxS1uFiZnMSkE2vLiS89EGgCBWCy+nst0FrngWesBW4i88pLC/C07kUq4nRQkBTZY5GDKBsBciBXkQG8yEKXvvnA+S9P0xoAfsl5KycEoxgcx+W2KwxX74iRKFzHodM6J6e3f7/X63XCarVI+gwAPIpCgI+cv05ct3uTYant0OyDqop0bJoZMO3zWoIM8LnELj//DrxdShRkYFZZejgFskxHLdsdjk2+07ESBcCVzEYh2JNva8HFAMBtw7FIO8uHAS7WAHYqTxyN69p94a08ifGcCM8JObekefJgFaO8NPtXKv4qBZZlDzwHd66Ty+OLRT77zyQO1+yMmJzs0lqo0Y2r1JTATbW4ysqDhR0LJ9EIIe1j/pfkQGKtqP9ISyocWxinlX1MlL3HSlqJooyVKOlksuwx2w0va50rl01krF0UxxUkV447V6nVcl4kA/RAIV5R0tHtWzkXRR7NtsdS02Niw8h1Y5vjjwD/9CUZfO7cMYD1Jjgjt61XNCqa+aZmpSfohhbkSalQxoLarErJZleiHv4SIufq4i6yKVRpfUn6XgbqvEunDPZyz6WwwM6BnnaLu2khv5Oztw0obcuWzO9Wj1PYh67GzyZBpeztZiB3E1w3xnEipAy5/ymXB/c0EBUHLwV47n/n91L71yoGL9i78MRtUqbb87jxsj7fdXWXP/5GSJj4dBNJJW0sdiSoOPPB0y6fWK9KKmVyRSPS5IqgKE2Vtq3QsaXOiRIkjkAldnaN0hqVyBzcKgN3fiHrvGRCloZ5iiF5UlzoL015OZOXwV5i72z1MUYQJXYT35V2hfllnzPzgvjkCVmdOLJ++PfmAO91W/h+4+Jnn/yr8zZMdgl6HkpqukFAPzQkjp0Mm8i03JUstToI5AFRMsTiZT+4DO68vjsvgy2lgUWW9i4t/alUsZ0tBdiLcQjZ7I/SHJC0m7yYD1KAOw8qnaLjPp/nV2Ju14lxlWXwXhLzO1+aJBQ+jlR4WS16KQdSfMeyfTeowzOgJ1laPbXxksRBGpcfe0ubz9/bZzmp0E0qVBNwE4GTgIrt34wyqZLKBcGwECgxuZMSlJMOYXLsKAfXEWlnu21jSxKTZksNSsnUGdJIVQK3lKW/WyTlyiXNawH9O93KUmUQ4ORlINlA/W7f4eyC4vjZmFZvhdGnD235sQ+9e2ez2TowOjoyCHBHKYTkvLOnT8xUnBaXXwCTYwEHTivCJKtHMEgjMMIMMnYuvwVrkPYA+POwIivYKQM9r1hjEOgimy9YmjU4cBcD7J23YWUzQFJ54jgyBXnWZV6SJSmw3dIcP8+1LO662W4Qlr1dP+SFI5IzixVQLkoKq7/XYO48vBBrHw+TzYdJNbhO7FYsdiSxy4aJiIu2dHnsUI3I8ejGgooSNtiUFuQy7fuU8VAGOE+UAyZl8rzgqdwjm/59pS1zO5BIjUpE3tuaZH8jyUa+ScvcuSVqBhm8VD+ejWj+mwC8YPOU0ctyLivaM7Zx2nX77DmiOTMrQPe4pNV+VRTzQ0J6P7uKwe/81hMkVPW20ZN618azBHHEN55zOTw/Q02Kwpoq99+VPowZ4O+1bzl7l7RpJk+Kg1EuzSzAXR6iWWTwKCSLEjmLK1UMtsm3/04Bbhmc7wDuokF5mL0dZYPLMI74o6/UOTtfRfiZPCkPtCxlMRlctV6qCSBzVDIG11oRxg4bpwUffFOL53+nQSf26SufXmJrU5zsu8eUmFSkgZ3GulI6PzOatAiOLOAsqhqtX24li5OO17PkofOx17ZEV1NuMsnPVT4ewwwyeEmLD5//vx7g5SC0iO8APCdm24YuF26P+MaeCfpdye75FnH/CFEQ5f9/DvDP3bMXg3PriOxdOFaJOLvs8fkHxqmiqFeLk1Yu1f5OeZuXBPiAnVUG92AZZhkkAwBPt8UregiL2YNKlaZYqeKuspFtStrZKBnA02FF2T3X3bljUoDcTffzqfohB07BvQ/XiISHkgpfFmAbALccZHFTaswsB0/lcRt5l08iiWMHrV1uuyFg6x1dXjxRJXBcm/iRaZwRM3RRmdJxTkGezuAwpmQf5vXY6UCmtNHASQc0OUk6v1BJZApwJUjnqBTBdE5EuZNTyJIykzPwuf4mIC+QVtSzZJgxGGnHXr/vtoCaP8fpBcEVO58iWGiTxMXK5QA8/vQ+rrtqFx/6Zx/1H36xwtzyBoRQjDuChqfT8s+1P5RZ9WSIrvOXJu3OHuwIGZApAwxeZm+xmslLwJaq2K0409/ZLEKVMXc6VdYZAreX361zUrC3ThM6BbhdJ0I5IXuOOMw2fVCu3eAp7eCXglUNDmUffNgtK0/J1ZmLkpe4ZjsoOKwbCbhqR48XjwfoxKOrfOuJZ0mlkl1o0/bFIE0ykGdyJa/4zKQROOlzJ9XnKh2c6mgrSQYGderSKjUM9AFwk3vk5bLnstGwtn1I8TnXwFr2ezSCZqdC1Xd40ytiEp1gcJlfdPw7fvVf0Vrax8jELgvwIOjz1LP73/e1bzz4UycPH2RkSqajtvSqrGs2AnjNq25tbJcOdvHlYTUAyrUbmYYdBLYoWLIsUzL2loXuVilzu0rmY9scNcTcbunRNTgq3evdKR6L1LVtWu70E/7oq2MsBj7CVzhC4Ehtg145eHEOjz8rH6dUKVtnIyusM9lMmbQNMC1tHa05fPANXb74cJ9OXCFSLj1pWbyoSykHmqXgLg08bZGIxiAx2WN5moHKZIudl6JVCvbUVNDKkIhiA4Nc94uCuTOJUgSdYo3PMiRVcqIu3h+EV3HgjCmOaRRLgsCh1fEBO603jCSbtq3/qX/8f+9/vNfr/0nO4M3lWYKeXxfxirtx0mBQ9ALbRZJth71Kb/8NkpPlp8PNqgP6O/3yWfH+sDQRElQ6N29QopTHj5VlSqa75UDSx3XTEW4ZwPPnmRWYSRKdgj3BSRM7rhPj+iGf/rLP43trID2EcqgoMxBcCjm8ItkvJ4YQPuCi5PXbQzspJFn63uUVF/d4361tPnlnFe149KRHJU90lQLwMrDKwDEajAV3FuoPtxFqk7K5BMfY7naVrt5Kl8EtSk3JGYMXlu6ADqeIp/Lzv0qPG1bT4jB7FoyeO0+JIEwkQbqFS7sT007aLv5cPYoCcoBPjipcV7Ftg0NnxaPTVzTbMe2eph9oonRg+cBk179J9n0NFi/S1mLgvXJpacGCpfkcA+ydMbccZPC047wcaA4P3hzQ3GVJokqet5P63crago6yjcsLS5q7H26w0KmA7+IIgSdMMR4i86OlWMXia56znLXLwV7ZMlQk2m6kOl6X3HZDly882OdcyydUDt1E5E3C+XHJdW8abJZMQ5NrctBG5zUq2edwTGnMtREpe9tRe0kpwM9crMFJWEXSqbjABp2UQVdlMCazb7yUNBi2WO0xCiO7bUurq1hpw9yiIXY0G7dqgsD+Lmf/kWPUR9Zt27/3K2+tecfYdR6cWVBIAXESkcTWUsr2eMwOlfkOAC8vyfk8jdKXGdClYuhOaYRYaaRv1r2SH9hsNPKQPClkCoPs7RicAdYu3y172zkq5ZETKYOrGM8JOTor2He0AsbLa0+cLPgaDo5ZnczKTxKsdlHKw5LyjZ9EXoClcbh4e8j29X3OLVUxiWVxLynKA7LMZpEuF7lUKBgpkykZq4sS0C176xLQHWmDTsvemSw0JEMXVUY6Qpt0ZTb2QqcsV4ZHXZsBjOQ+yRAp5P0D6Vg/ja3fiWJBL5AsNmF2IeLUbMxScIJLL9/81te99g1fa7WOHncmGhLPCy+aHjFv1fOnmd44wuRoTLPjEce2R06kkqCQKN95OVnl+a5ib0ptT4PL+fCwmeIgFsydSxNJal0NBZhD4LYj3FaD28n3rSkkiZs9OllddILrhkDMA0/X2XeuCr6tPfdkMftkuD1NlL7wSx2tcoCeS5QBqaJymRL2XS5cF3LT1V0e2VeDxCNWDj0t8ZPVLk5ZB1tmzBjdgjyv9xjYokSgZSpZVHoBpqDW6QqlS+RSZJlFSaakbC4FIiFn9vyCG8CBWZMM1yLMPPFTYnEhLHH1+oYXj8e0epKj84u8dlG9tdePf32l5Rx3qp7CcRUTDRdvJsT1z9A6Jdh7YgO9tsJzSids+MSUGfulGBxRAH4t5k5/ng9fT0GdAV6lS34RZIoB9s4Cz8wHz8GdzybM2rzWYO2UsTN54mTyJBs94UQ4KsL3Q546JvnTrzcIQg9qZXmyFrAyP3ott6DMSpQKocoVhqXmhFJT8mjV4X2397jvkS5PHvYwyqUvPHoiDTaTIbbMpUE5misyFkXWWeejPbSS+aqSXbhakrO3LkkxmZ8fWzVdtniz84lIZROFbCmwkK3uhbtS/qjiJY5ZdnMcw3QlxPM7fGt/wOGVOiZwaHddu214qHDmlvs06j5PHuzxzQdDOpHHN58eQ4WKdSMmT3cPT2cqo/k7ArzM2gyBuszca7K4yA+kyAGeDm0XhRyRWaCliqAoGzyfMXcOcJV1pqeMns4uzCWJSlBOkna2xHheSBgnfO3BGs8dr4LrIoQqSmOFSQO81D0Y/m5rgHwA3KY81qw801GWgk2rxYPA5ZJtEa+/scsLJ2r04hAtHXpa4SVFKYMqsaYY+NNZLtms7h5LGVsZjZEp2KXEqMI6zJwVaQRSk24yZgZW15yx9eAqMkxug9gorS5ruHZrMXo2ZNXzNBevS/jIj7e4f0+ThRW45PwmSgTUKz2cj//uF6lWXJ49OMvDz22g4rmM+jBW1XjOUCAxRNmrgC2Gn4vV4B5muFJAaUvAxVCQKQppIsrsTYm9GXjMwZ2NTy6B3CnNCXecJLUC9cBjweA2c3noDNz5QI0osuwtpbDyRAyWxmYbKpe/V2YR5UArZ4FLwB50M1462GxUFG95dZ/P3d9j32nL4oGU9JKUxbVBaVs3lEuDJJUHSeafpDSpBj+Ho1JvXtnPI1PrUEmBkVbpaFnU/0iZgl1Y7S1L568MdijAPmwuZOGjGJJzLwXs7GcGEAlEkWSlXWWsIXnrKwNcFdAK9/DsY0tIEeIszM9bv1h3uWyTTK+MovslY8hVyYoSLa31oda+Sr8TyEUhUWQWmZe1d7EDgVKFVVhm7awJwJGk+0Fm3T0F0B0nmxBVuCdu3s0S58B2nAhXRcQm5vPfrPLQ81WoOiAcXClwRalzZziDuUqLs/YtrQkZmKutXyLgTCRaKYKeyw2XdnnrLV2O/lmVQLvoRNETLm5i7VSVMWeSHePCWSkzeflqyzS3UoUvrozOwa6NQGoLdCkLVh8wAYx9roVB6PRcQtFWN3z+h8hvFXbWQHem3WXJcYpiSafnolTNZkClRjpzYDTO9JiDUpKK41BRti3MpHZJ/kdfKlB6ieWkvJ3foP8thkCQAXxoZwExxNhlD7wEqoGCK2UbHYrnQ3fHyhFnjbtSRVInkyaOinGdiMPnBH/4tQY4HggXIWUx2qzUe5mf6IytXpJ/Bl2Uwh0ob9tSDDQtZj+qlMkddOTwA6/v8oX76uw/54J0iBJFT0pbZZitKpghthwotCCXK3npgCkVNtnX0ghMasdKaVP60ggrWSQ5qGVa/pJZunmNCqRgL85zeSJu7qqswd5l2TJ4JEXp3wm66WQvY+yuyZ5fwfcraKNxxkfTbnTHpeJ6aC2IEkMc63zflGyY+UvfxBCQy27JWoFmocnyeuk8c1nsE1NmbVleGlUR2KlsBmAaVKqsXS3b9DR/ngWUpmDtPGuZSRLL3lnm0jgxd9xf5eDxatqu59jUvCiSOwP1Jxm4y8vwWgQ+VExkS45L03czT3xVt48dDhTFLhdu7fO213T4tT+rEKkII1z6icQVWYo9A09RIjHI3va5MQLUYHVoPrxeWVY2RlspkmlvaTDSMno5GZc/16XjIItjMxD0DscpazL4S2jh0ufMdleOEogjCOOEeh1qNbs3kLNtg0E5juh1Ja2WpB9KegF0A0MQJinQS4zzEk0M2SdbHVCyWncNgTqXJxmgB1icQYCrMoObAQZX2TD3sv5WpuRv61yeOKrwu5VMKIZ2WhZ3/ZAXTwj+4KsNonTmipA2uMz979waS7+XLE5ccTWvhfDiBGmK8tW1NHkmUbL6lERZX7zqKX7wjV2+8mCN50+4IEPbKJFIK58yFs/AlqRSpQxyg+2bXcXk2Wewx9cokMYgtUTJYosZKQwi1eDlwLNwxMpgXy1LSVeVtSRLmSRXHTtTbGYWxYJ+CL1A0+8ndPsx1ZpHo+GJTjfEqZ//vh1u+PSvznTvojfqstTyWG4pRKskVVIbKfvlA/heK7AcXm4yLSZKy1GJscsgHw5UBgusBoEtXwrcA/vzFIC2bolZQ6akIxIyaaIihIn53L11jp2q2By/dJDCgscpdRllene4BmXAJly94A0Q6ppJH8OADk/SgaZJOho5Ch3O39zne76rwwufrqATBcIhEh49bRsipCBl8nKCZZDJbU9BdnGJnB7LpQTSmDTQ1Db4TN+TQiCMPQbaFEVxwgzW5Og12LoM+AzHBeiLZU68JMDtBsNhBN2+ZrkV0mxrFluaWLX4D//8yl991Y273+bseea5Wq99eOdFMyd5zRXjnFuscXK2RrvvIXqD4FtVMrDGVUcqSUi/XBnwGbiHQZ29VwC8tNyJUiC3CtyZPCkCyhzgjrFFUDmo039TZm8nySWKmw66USrC9SKOzwr+8t46fe1aeSKUHUuRt8oNdhhlMmXAHi2dsOz5gBQYYHSRJ1/yTQJSmVLu19RK5VKl6iq+99Yun/5anaPnHJARRih62kGVjruNC9KgE4EYlisDRR4CowyqzOKIVI+DMiUdLkEYgxEW9DpL8JjBWGtV8M3azwfZWwzga3j5s7LOPkaxZm4p4dQCnFpRXHvpOari8M7+rKg5Ozcqxiuwe0MHTczIiEvz2BSzC5P5FSzW+EPlLS3Ky8mAvip9yLWlyWDVoCgBZbU8GWRtWQb3AMCzPWdMCdwpgyuNI7MKQW0vABWnsz8KBtcq5re/NMKBE7Zjx7K3whPkDF4ezTbc3DCov9fk8IFpG2UGH8gq5iWt6UjqXKZIEm2nxe7c2ufH3tLm337SJ0lCEPYC6CJQecBpLcLBes/Vmtx+pCzQtCDPwJRlsi2jF66PlLZURKeMrtP3dH5cxCCDl+KVYQIYDDyHFIJYjXMloeLBhilY6HRZOqvRjuK+pz1uebKKlC7OFTsTRCJ5cn+FP7irRqtXx41dJqohkyMK15EotQagS0tLcaUNa/DS6wGzX+RzswdLZFlTmpT3vpQqm7ttBuRJGeCqlMwp9urRFsTZo0pyYCsVo2SMkgl+LeLpQw73Plqjn6Sb2UvHWqel1aNIU5uBi3b45K2KoChOXNmDpgTsfMRDvmOGtiyev2dBHMeWxW99ZY/Lv9Hj6YMuNCLQDjEufWFb2wbKaEtsWabEfGa7Iq/5yMCu0p/LtGVRZmwuUjYXKehTuWbT6IPAlqXzr9eSKmsogu9kO4s0HvMcw/S45vKdCe993TKtfsDH7xjlyGmHZw4KnL0nAo6fMnzmq1McPjXGdF2yaUyj6kUzcTHjelBnvxTgM92dgzw1+AeYrlRWOlB/kletFTUwGciLdjWTDr1Zm8GVWktrpwFl/pi+lw7OdxybtZxb0nzqzhFeOFKwtxDWnXBFKbkzUDMzFESVT8waK2zO4FByUYbS9eX6lIECLJlnN2Np29ou3h7wwTd3OPUpj7mOBKEwQhJohSvS4C//LFmgWWZxUhVeMLnKUvomy3DmCqZYdXJgp0BPSUlnAagoir0GwT5Mfmsz+moCJXeq7Ig4+xgnEkeOsGFKMTHSpvGeHsZvMzXdw5lfUJw4VSFq1blqi6Dm63zjJbsvYymbOMDiYvWVlwG99KHlANgHgVwutMoAU3SLZF/EpB54IVNU2tmdd5qobHc1k8/zyEBc3MtsXjQyqCyxo+xAzXue8PijL43QiTw7S0I4SJE1FQs7tqzULzpsgzEE9uIsDRBmkSJPNXAuD/Llf5jJS0BPFFom6JTFa9WY739Ll0f2+nzmHg9UKlWEoKclKilq7Qv2Hi7AKmBentmiTCFZrO4uJikomUoTmdmJBi0s02shcpDL9O9lTpOGHPiDTD6sEkokUXpPC7vQ2EymnZNybtGj3VXUKjUaXpep9TWqDR9nZtShN6PYvUXiebbWw3UFnpMBXOazqNf+AGLVBxhefrL31675zgBeciJKEmBgxy+FBViJxQdlSjoYP2fx0r1kBQ7agjGOjHC9kOPLhr+4q85iy0uzlnZUnSsZrPvO5dTwTmTk7DigUIaCc0Ne4jxQX1/sOicG3BSTypTcMjRFCl9qhzB0mR5N+N7XdXjw6SonlxXIEIQkwhZj5VIqtXDWKsAaWF5KNdgKQ2qXpxrc/j6TOifG2B5JnWUyB3S4BXsuUdPS61UlDdjfmeMq+6wlTJXZPWu3SzTEWhKEgnZX4TiGJFZsEzUmYh9nbNRhasxl/ZSHchwG0uPZcpsfmEEyWgvULwXyYb1VLPGlWSh50qCkufPnWZtUCdyi0NzZTmuOXA3uASaX2fM419+OEyNkwjef8Ln36arta5NObg16YrBrRpU/a0lyDZyw75jpKYBeBvnwjs/l4qvMUdG6DG6N0srKlVDx2qsCXn1Nl8/c7aKTTKooAq1S1yfdYycRaUV4CnYxBHJJSX+nTC4zhs8AnXYFCZN/biGwqXxRmBMmO0ZZzCXyP0u5VkUIUmYvxXOlzp+1nLpYgIghCAu8SglBqKmOW35y4tgOTRwfUVR8Z7AISJe04RonaBjUA+Aun/BV8sQMgKMsR8rAL3bezX5WNL/mIxpUeX/MEsilHtDa7lAq3o4kS4NLFXF8Hr5wf43lppfXnCAljiAtrDK5TCqDewDkYhDXw8dqFbpLduHwIKBVddqmqDJMtLRJl9Q6VNKy+Nhowjtu6fLIMxWOLKYpX6HQCPpCWnBTACcTKas7f6wEyACtZLHCqBzcJpUpwtqDKZtnbkpGTCYDqrYNEOlg2byFLQ84ZVFSu1olrE0PWcbVZttNUe2uE1s85giciVEgMgQzCa5jm43jtFvC3rOdZ1kT5QPAHnq+Ctgi016sKUdyYGfvS1OyCAuAyzLAy5q7tBlsIVOSEnNnz9PgUtmiqlBrfuNPR/ir++pQGWJvWQz0GZRWZsABypb/bCllDaCLtc/TgGOXM6RJ55jooRqV0hbpiVaodAyy1Iqo7/Cu7+pzcq7Jv/ttl24SkY2djrVLH4Eqa18M0QA7FhnNvA4r88ZlbrDYxI9JJauxMZIRdiBU5qYYQ0mHp8fMpLIltRYHZMeQHS3yJo3VILeBuE3Fx7EhirUtL0lMOpI5YmE5oj6a4EyNRtRkQM20iRI/beB06PYl3b5ECEmUgE4KrVg+W8UHGnwu0+cyXfIKDVgOzsyaUkVJU/p5ud8xAzaleXmmCCLT2XnOkBzJdHd2L3fKO17Mc/scvvRAjUS6lrlFNlyfgaaGgdJYyhewWJvBB07ManjnXfWUZUqJxTVFNV+5wtDIAVdFplo8SRKUjnnrzT0+/dU+z+xXGBmSpnqIhENPpzIlg09JouTZzFyOlKRJevEpUVyTKt3GXRgw0qQgp2QVmhzQIr0AEIWceSlCzN8buPiKm8agEzterh9peoGm1zf0QwhiwVLbsHHBUJ9IcE4uRCwtdvGTWa7Z6dHs1Gm2K5yerxInLlFs59VlI6fLAB8W/sVJNoMnXAyCWOQALwPbDFiEZVkyzNzZtt1WwligO5m2zgFfYu4ye5e8b0dFtPuGT3ypztEzFWwBfGoNSlEah2zy2pNVZbHl1WtYpvHSN1N+kjN0utSadKhpSaqsbmfLrEOF1tru3KAVceSyfUPAj761zc/8pksrliAi0BIjJCEy3x1NkrH5WsGmyJaUFMwp5GXa7WMyvW1SZk9H+slB7W31uAW7yS4WWc5u278t058N1Kpk4yZK6bJy3JJoQxgZmm3DqSXJUlewEsRctLXNeVt7rJ+Jcc7O+Tz5Qo1n99X4kbctM1nr0ezUqFUnmF0at+BeI5u5+ooza550+9oMWIFlKZJLFjmou0UJ4CrTvaV9aWTuougBB8XKk7LnnQyBOkbJCCVjnErM7/1Znc/e1SB2UmkirG7NW9LKhUtDn3MY7Nb2LC1tGbuvhfTcJhzW4SWJktejpFuR5FsDmnSgva0R0okkEQopHRt4Rgnf+/ou+0+4fPRP0z3Fje0907gEQtpa7izaG3JUCo9eYGQKYJnpclK3I70gU+KTImXwLLhMz2FZpphU1hQMXsxNyQZZDeAnBVoxwHPw+svaFluRZmZDB68Xc8lIlw/cGrHrQoVxKjitANqB4NvP13n2SJ2al1BxDd9zo91mr1zQvxrAha2zdmA5OI5t8PXqgDLzwcVAgDnonthB7CWQD4G7rLMH9663VqGUNsD0/Ih9JxR/9o06i20XfJUGlg5CpmWnYu2B9gMyZUiSDFz0A6bh2gxuMs/QFAFe4agUwVy2a7TWaWNwOfkjrEzRWqMTRSIV0/WE9762w5e/XWX/KQV+ZKWKECTapUdWXTjM4BnoSRnXfgZV+twZm2eAzoCuUzIQQuSWoZTWYpQl+VKAu7zSZ/GLKZyWUkBcvM4wI3A8Sa2q2Lwl5p23LFDxAmq+RmhJVwTg9HF2bfHZNJqwuNDm899ehz9mkz37jwq2rNOM1iWeR9oHOcTU34GtB+9myG0wawaXL8XaxevMOdEDUsVRGaNn5a+6kCPpVt9Omop3pJUmGs1XH2pw8Khve7VkweBKkG+PUh68P+x3D7DQgGR7CdYeEgBDKmXIRTGrXJXBljZpd2rQEimLSkMpFDJxiOKEnedHvOGGLof+yiVJUl2orR6PcegLm3YXOs026xTkSmBKM7FVxuyQSxOV6+4iMSRFdg0VDsogo4s1cZK31pHJGzGoCnJgpw0UaeOL50pGG5LzNlQIexuouz3Gak0+fTdop8Lu7S7OLTdd3v32o/0DK+3nLt0xqdk8IRirw0hdWVuHIjAsRgMUJ5phUA8w+RCDY146uCzvTKZKzwc0d1mDm3RzpHRL77R4Ssly+WuSgzq3BVWMW4n5/Ld8PvrHIyz1XKu908CySMtn+7MPJ3WGv1NpKR3Q4mI1kocZfNgmLLF6xuJaW5lQHgxktECL4XrxlMFlWogVaSYqmg+/v8WRsy5fvF9C1YI7+9SRUDmTg7CozUCe+XiloMsYrBWSfi+TsrzRKdAHAJ3JlkyWFMSWE0Pulac6PD9+prQSijw+E2kAnA/OFdbKbrYVx882aHY8+oHi/A0xcmTrgakN13bVU0dqS0/vXTxgIvnByWrI5KhirKFo1BxqFYXvZUMrSz2IqqyT16j8k2bgPcu6g8/zofaqFECqIZ9bmcLfLhdSlQJKJ5churAA84BSU25kUCrCdSPOLgo++uejPLCnntZ6e6A8kA6OElSlwS81NpRnn5S3TRmcTV7MSRweSLTWmIusA6boTFqritIMHdciGC9PdS1eD80mxDA9FhMbw8N7PdrdIV+z5KdIyivPS9Syi0yyrKG1Sv/IrPGjrAQgz9jmF7JYdbHb/2Ho/dLrQgra76GNncYbRop212GsMc54ZeEDcevbTzhXXVBBSmnaHYd226Xiq3Qba7u1teeSNu1mQeJaEmXQ9llLb2fmvigz4dCJUqLQ38X8aT3A2gWbDwWXmVOS/yxL5FjdLaXNWIZS80d3NvjLb9QLaSIUyBJ7y2JiVb6NyrB7MnTPzv+wo5L9oCxZBn3mQQbPTuSgRElLZktuyirrUBaNEVJItLSdPzJK+N7X9njuqMuvf0rRT2TpAwobdOYO/iCT56WzKUQzra2wjomiVHyVetsmPX9Gi1SmpGyeMnjG6Bl7l+3jfBUsYQoG9Xo+ecuAMQnaGBItCSNBp+ew6Ajmmg08v2aMqeHMTFrmqVcUDd/FcVQ6Yjid/pTWXZeTNAOB1JofaI2lvDQcvZzNlMOgLg1TL3vf2bYZgwFmye/OgkpZtgLL3ncEIuabT3t86msNgtixSR2Rghw78D0LLlUqUcpuyerak9XzXb6DKllNhiV6MxlrZcAmDSxJ3RNMDmQ7RzMbg2xrVIyWaJk2JwuD0HYXtDh28GuaD76+w5PP+dzztJ23YrMzFpXaOARGWC2+llxJP7HKgs80g2k/skllSgbw9DJJXZXMPTHpn8xS9LmFWD6GZhBD5cAzO162gdkQJ4JYQhhrglDSSzcWE2hq9ZhKNcZojbNlXYJSglZLs+SAcnQ+klfmF3shEIfyPCUdPngBDLL4WgmdErCFGQD8oP+th8CeBZR2Q9Iyc5fBLVNgy7RTx3FiZnuCj/7xCHsP+8VuydKx7J2m5YthPiVLsATgVXbo0L0M4FVMvmrJfon3VqXtzapgs7hn+1+mWlyYFOjWOhTCIeonXLoj4sPvb/LsPpdzvUEWB0GCQz/VucIY7KzkQZAbkToqolh9VJq2z8EtGAgs82BTUGQrc3CvFUiWj10J2Ol/ipZJk+POrtgiT0otdyNcL8Bog9PsT4Fw0MkiY40OFV/kVh0IElPuDSx0U6GFTL4ED8sVwWpgD0qU4S0wMmmi8/S8GHBQdM7iUq4B7jxbWWJxab3vMDH8wRca3PdM1e7tnWUtpYPdPZm0Y4d8+8JsDMTAKlSGxbBMKbF6OcYsY3ygp9UMSpMBq3DN2pQC6JbN03MjComiRQp2odBSo40i0S4yNNx6RcgPvL3Nr/2FJMgKtHX+wUm0op99arka5EqUfqbJmVulfnkO8LQUOmP1LMlTbmUrJ4JyyzmPbcu9BxQpKJNNATN5JaE9ftZdyRJ/V1w8wvat6wjCCOfNb3oTrj/C2WMPcOrQIXzPyZfFJJF2R6tIEcWSON0ZN6tXGJQpZW1uBkEx8N7QPGkxmJYf3P9lENi5LMlqUOQQuIdS8jJ1TaQX88xen1/71Aj9MN3mIU3oDDgnJTtwrZa0QR0+eBKGwbwmcb+UdiknfAwDwdcAqPOOn7RZWAvLjrKkw7NSWiGRiUILjRaKJFZUPM2HP9Di3qd8Hn9eYbw0ujUi3wgiXgvkcsgfLyWAsi9tELkGz6z9DMhZdWG29Yik7KAMkkTmtoicQEXpMFlgxwlEsSGMSUd7FxZqEie88Y2X8+Y3vZqllRaOcjyUUwEp8f020+OaWtWgE0W759HqVOj0XIxx7DZuWQauBO5CM5mBK3IY2JkdOMDiA+yt13g+uAlpUWCVlICfyZLiuZIxjrD24JFTDv/1UyPMdz1QJXCX2LvQ3obyMPly9nItxrbffXAvnuwHL6nIByo0LWGsJUvyFD4mm19vLUJZkiYDKXyJkTptCi7qVBKhEVIhYs10LeZffbDJz3xMcfisABEPSBWksPXVpOCSZsA6NNo6Xdl7eRFWrsELySJlIbvSgkSEtheB1dxla5BVW9nYUpdiybPpeQvwXmgTlMs9Sbtvi68qlYSGq3FdScX38D0XZ6WrGXM0Tx8M+YsvhlywDW67tkPNFWwYV6yvjHBqdpxe4Kyq7Bpm7LJEkWsCPJsCVbK4xBqBZSpf8o1HMycl1d3Z3um5TCk7JypzTRIcP2alC7/wiVG+cF+N2C3r7sz3FhbcZddkILBk9VaHKRwG3i9Za6L8D78jdQ+m6+1/UjANAx5YlcYfYHQrTxItsUVOBiFs3bgQtjhJY23Vt9/SpxM1+en/oljpptosK8bWAqRDbCR9XZYkGXBLdeCItHw2zW5mgNZpXUrJEx+oTcmfZ/9GFGwO+diJbNHIMFdu8wtiwallEF6XbRv71N2Im6+L2DgecvmFLRwnYaQe43R6MDXl7z+74H3xxOyFb/3Wcyt88eEJIOKVl/R5/VWwcRT6oSpKZsUwo2U7FA+9N6S7hcwyUUNBZboNtPWCdb7/ohKmYHK5BriVRokioLTNwwlK2DJYIzV3PFDjG49WibMhhsI2AoB6CfYelCLl3svh8tiB1HzpPiBVvkOgWY4yBzp7Sq+H9Xg2nF7KFNiyYHCRJ4bS11paiSKlrSM3EpE4eNrw+lf0ePvNPp/+ikQn6ZWtI/tFNRhcYikISiA3On3MLkRtC6eUtqjMqw4yJpfWaU/HkefgXqXDh2tTcqlS8EQ+QkSkfeBS8IpL27z22kVu3B0CDpN1FyPPY3zG+6Ln+/ulMaiP/8av8obbX7ty/ubRhorbbz15coFmu0rQr3L6XI2lpSp1v4LBySPd4cKjwbR61jOZFUeV3hdZgwIDNd5lj3tVQVVpG2m1irmTQpKkDcRS2v10tND81f1V/v0nxzg+76cJnTSpU6oY9CVUlEnnDaYTsfJkU5bMGdxCPN9CJTsGsth9Ik/siMEkz/AA0fKOyKuTOQyO0ChLvFUX4KB1u7ot0Ky6GA2G8arm0p0RZxYU+485AzvclxNBWqQ9lGvW1ZT08XBtwsDqNdz5OegiZRfxWr+3vCpKYZsYqp5k47TLm2+AGy5WjFQrVLwap2frnFq5gq7Z/SvHjh2/9/wLrrR79PTCBCETunFETMJMI2GkAiNVGPU95pY91kmQIsm7mcvpdTGgr8uMDiLtoRwIMjNmzy1Acq09aBNaL3cw0CzcEylKQaWIC7B7CSfmJZ++s87BIz7UMr1d8r1FagvmrG2GAFWk4tcqNCvclfKuBaUTs9b5HvIFX+qkDzgowNp2YZa+t9tpa2GH8eRsru18b5H54sIGnImRCO0QRYaLtsd84C1tHt/jcXReWqmSUXBWIq0dYinop9670GnyJ20+zlldW5BbqWJyTU7O1KlsGboABxh9OPmTHmiRHoOs+bzqS6bHFK3OCAdPVBith4zUQoTs4skOVS8iie1msA7Azh0bqfi1zrULz0QPPRO7UddlckQw3lCMjyo8t5idlwWFasjpGMxKZQA2yCFNXg4sh3fItfZkGdBWvkiV2YaZNMnArUuVg0WtyWxL8Ot/MsLXH6va+gtZBnYqTST4GWuLwUlVq0axlUhtOIubobcUW/5NpPcg0HNk27M8zGyFXFnDLky1uByYZygQQqKzsW2ZPhdWjycYBJqkq3njtQGH3tfil/8fwVy39KElFPvIWpDb11khlhXIWbFVVpRmAKULMGfBpsw+f8rnWedPWZMXgWVJo6fRp0iPQ3ZIw8iwuCIRuESxwFUJ3SihSTU6r7GpE4ad/Gsw2qiyedv5f/KZb/Q/ZpJxZkZhctRhbMRlpKaoeBRZzYGO9sFaEVkKGLP3B+WHthJFFan2YSuwkCFm4HU5kCzAbSWKlAkyrfeOlOb3P1fn459tEJrBGu8sJQ8CB3AxueddnsUyMA5iKLGT83S27A8Hn8OgFmvjPA8qzeB7ZVAP9G0OeeZZun51taFM3a5Bd6UozFKpN27HvzlC8FPf2+FD72hT0QnoGEz2GKetXAlGGyIDfQ2BFoQaIiOIjd0h2d5Lz9OLLzHk7+n8URQ/L/0sa88b+H/SbSzj/PfarS37oabVNSw2JfPLDmcXKkyNTXPTJQsf28WOP0FWCgaf2biDj/za7yKlDM6Mtgh6hlrVpV4V1KtQr2iqvsb3DJ6bVe6V2Xd1gLmme1Ji7qI4qOx768HHkiyxDJ4FlLqUrUwbh0WMcDVPv+jxuftqhLGyCZ1SC1qZva1zMjRjsCRVhtlarsHecpipM5lSCjT/OhIfKEzKAW+dFJOzcwbw0sQpU+QjMiaXadLHDtpJRzVkEkZLW8uRuitCOGhtSBKN48e889Yu9z3m89gL1bwOPJMpRTevskyeSZMsgykLK1OJ1ZKFEpsPeONC5FWmA0Flevyy8W+SbMuVrCZF50SSJIowkrQ6Lp1oikCdHxxK/ohbXrezADjA9779tTiOw733fI0jh/dRqwoqHlR9TcWz93yrPVUGaskepAx0U8pkDoE6r0TUQ154obuVyuRK6p5kHncpuMzsQCkTlJ/w1EGXn/noGE+86KfgThlbZkCXCCEGtLcqsfdA8MYg2HPSHnBR1hh+NCRX/lpkp0s3WU9kztalIqfye9nwy7Q2xXaykzsmIvXAtTFIbfKyWpn75laXW6mi7NofGK7bHfHLH17hn/+K4OkDFavHoch0ZldzCvJMf3slMJd1uUyPrZUo9vNmNeOZnVjIkWzHPZNl4AdALrTNNyXKpINIDYnWJIkhjDS9QNqKV989OD5z5b1BEOTHNgf4hg3rcVyPdVOK3kpIxXPTzVI1npfYXciUztk2Jy0xeNYGEz5mAPCrwZyCWJSDysHgsmDw1bIk191uQqgFv/eFOg8/U0W7yn41oRgOLHNbsNSpUzQ0DLJ39v0K2TI0lm1Ingzokr8BuAeCzKH3TPn9IZtQ5mAvBZwUG0TlwBdpsJlqcEHmjxuElgihEEYjjEJGhlddGfBDb+3wLz/qEsbCBieIfJv7MsgTIQizhE8KbHSRzVTpgTHlC0CkSR9tChan8L2NKMk/M3gkhSDdd8gQKqvB+6HAS7dgl8Iwtc6Xl152mWy3e6sBbkwEVH//wu3eazztvKrTDnBSgGd72JSBbcsVZb60ZsnN4QymbXIogVsUr4vEji7Anr8udHfxehDcUtod0RLgt/+qwefuqRE6paByQJpYVimaGUraO18KS553OcDMQVzeDq/AssjTPH/juHIQ66UExmCCZ7UnzkBzsj0PwqT752RsnkobWzglESnrCyPtfJLUVbHPbQIvweBEhnfd1mP/CYff/ssGcSKKRsxhkKNItCBIs6smbYTQZMGkScFsZ6QoM+iRF80Qg0AXJXDn9SemIABS2eMoW8btORZHjlfDH9k6J+CY1jo/vjnAK9Uxjh1+/ICq7joZ6f3Uq2epbKZwawAAOgxJREFU12J8L8ZVCTL7AloQJyodAGnyGR0Fq6VSRRaSZSBjmQK8AHNZew/rbl2SLMPgto5JqOETn6/zi783wuyKl3bnqNXBZXpgbFKnqBjMOuVz+0+sEVzmPx/ammTYSRkIPP/6trXsLJZ94Awc5ROcF7cNa/H8seykpF35qfY2QttS2oy50wSQEBqBSs+XfSQxbJyI+Tc/1MIY+N3PNwgSXgLkBnDQWhCIdIaLsGM2EBljpztEpNN9TFmGpZRQli5lcGcXvA04BZGGSAvi9DM4AjxlqLqGiqPZtaHODVfvOPbAQ0+9cPOrrvl/23vvcEmu6tz7t3elrk4nzJzJOUojaRRglCVMEiBARBswyGBjnK4vxr5cc00ytgFf+HwxSRguAgMmmpyEAkGgLKE4ytJIo5FGk2dO7FBh7++PXVW9q0+PpBEjJPDdz9Nzuruqe7qr31r1rrXetdZsgANUm6sAdvnVxWrIuVfOGeriuRGuk5gsrpYkiUerE9CNPCKMjhplvcks57LfghvubQNclGhJ2YpLmWYNL3txb5kXMriab15c5b3nN9kz6YHnDLDcxrHsWW/dFxLMY92Zv2CDt9/B7BkRSlN5xaFb7oFYn5X9yEODPWAossy5NqIl04FM9woPcgEW2rLiogC2FDrj7I75HkoWoUSBQxJp5g+lvOuPp9g3KfnqRbWyRz3Akmskca5FkUa77mJAbxzPrLehzL5LyeG0ehJSPo5KQ6IE3UQwnQgmupCo1AhfwAxPk4IFDcnxxyxRxxy5Ylf/MS0B3HF9tFJvve6u1knP2jB+4i33xzy028HxjC5Rp4KTNnRYMJqiVJ0klaS5jqD44XWh0S2l6gswq5JFF7bVtqhJ2cE0YUCTaEoM0H3FvbtcvvXTKnv2exDaoUDZczCFRPRRk6LHoJxNUR5NFivLuJ4NfHsjBwH+YwivzA4NZr+rsPn3bJ24sCiLEj3qopVEAanI7afMrlKGwgjtGB241qSRZv5Iyiue1eK6m3y27BKZ05kykJNn75hk2/Koir1NZlEWKcx9J3u5zoCjsyt+ThOLq5WCTio40FIsnT/OqUdNoRPzORxXct/OgF3jdZ5+9PQvg8B9a+lD9QN8dLjO5hsujp5z8hp15XU38q//qdi+q551V9LoJOGskw/w7nNnGKkZYY/OSqlMoXHupKnZ1KQEagvktkNpURJRcPC0bL1FihMo7tvl8p5PNvnWZSFUbEDn7R9ysFvUJI/j5xYcy3oPCAvaPLz4t2+/gopYIZReZEX0Ii0W+sta73KaugxsW1VoPYaClgidh9Fm9zMU1t/8potYuc4c0tyCazJdoOHknZhXnN6h1ZrkPZ9scv8uAb71QVX2ac0HIO8oHmuT2lc5Rcl8VTf7/qaAOrsvLHqYcXWdgTs/9o7WpBrWLpriPa/fw/M2KZLYRSuJdFK27uzwbxcMs2N8g7rkZ7+Mznnhsw4OcIAjj34aE1OtL177xVuParjbGxuWQJTkgXuPzff4/PCKaV58iks3cgott6NVVmOpSlGSHjVRJedS5MAu7vdb8pxzqzI18RX373Z5+8ebfP0nNSsMmAuo+hxL6GtePzgseNB4t82r7chKnyW2fM6SobbvPZLRtsVWJbRTBnfJ6bQSP1rl6fpeRyyT0cxK0USPpkCuNDQAFdqE4sxnzLQrSiNEzOvOauE58I7zhrh/tw9eWgZ5nvEUOvN7TLInpyteftKiUZgsZ1H6ZjmjDoASmX9GIazyXZgrFS86UXD00jnc+4BfSBSixFjrPz578dTYqg1fdNzarOPq9D/xj//0QX7/tW+8be2y0Te2998z5AiF72iagWZOXbNyzGXuUIPA98kHtxaVN32iqV6ozwoD9hUOz0roWBrvWeAODLjf8Ykm37ykSuq4mULQ6zmWJc2JkcL2KuT7kjuWqMqemmYPvbJHmfceW/Mfi+etobUiuxTLfFpzvg1KE+Tyq4QluCqdXHaLhdLj/hOxHJ7thWsPdrL2Z2d7p2EeLcrPMCngyLUJ8+cobrjdZXzSanFVEmjlZ6TIT5PMkucn6qz/qUjz21dHSW88u+9C6GsWDMGC4TpJ2qDT9Wh3PWY6PrsPhNx2X8jqI87aVau4f7xs2bK4H8+zLDjAsRsXM3XAie69PWTv+DTVQOO5gmpFMtJ0qQYOM20IPBM+1G5+0MtAdmyrLVWJd4uCjugyLREG2KIP3K6nuO9hh789r8l3L62SlBI4/ZZbDoiaZNybvpS8RUNySa8dKTEHfnYbhVLyx95mWfpDWTb9yB/bJWy2GqukviuJr0xPQ4FdmNwTX+XWXAuJUrm1lqA1QsusFKywpxnQExyR8nvPbuE5mredN8TWnf5s5OTWvLCbEo00UQ+RO8gCN7PYJWueHXyhNEr2NCeO1AQuVAPBdFuwbZfHaNOhHqZ4nqbTFeyeqpG4iyJZXTDwuMqBzzLc7nRmzm3OWd3avj8iVVANJEN1l2bNJQwg70+Xn/H9hcGutGPZaUZH7AqccjgwB7eQOf+2w4EKPPjiJTUu+HmVROfabsuplOWoSeFYSl2usbScSZt7lzpW8UjWzw4bPgLteIwg75eKlkOGuYWzxFaUKYoq8fOeIEuRRVS0dVNW5U/R59BU5OusM5bZ5mQVQ465nzp4QvOiZ7R53XNbEKtCo4LOtCs6tZ7LIh1agTY6kq5JmBIpQVSE/bLQX7aPGbSVD8bNGZqJ7XcixcS0YnxKMtN2cKVmtDnO0zcub83MtM5dPK/eHnR8BwJ8610/06NVfV9Yr23Z3zaeeq0qqVddGjVBtaIJfDOmb1b/PycHr93d1bbsNvXoce28xZod587BrVzB9y8P+cqFVdqpY3hGKQx4EHCL2UrBWXrqPsAPAvCsW1+oxE7y2Fz80YIlAzl3djkvFUD0ZS7RfcC1bnY/8aKnYV6kXERbsEBuAT0TapWHXjmmFUUsqDqK1zx/hhee3sJJlBk1XIB80C3fbmopYwWdHOjaAnpq4ttRasKCicoAnwqSVBMnmnZHMd1KmJzRTLcNd184Nk216mzZvlPd9/Xv/EwPOsYDKYrjwMvfduXuZQubbzr2iFVXydZ2MdzwGG4IGlVFLUwJKwkVP8X3zM1zlZnzbomj8miKAVIeWVE9ipI5mLnlzoGfR04cR5G6cOHVFd7+kSHu3BoYMl2iIv1gN2A1MlhdzlhSBvHARj70gbvPeufonm3ZB0D50ay4tvbJMn0lzGssNlzOaM52NPtPBF04nybp0kvh5/1URK4bR2RUBZP1VGR5D3rBd6EhStiwMub9fzWJ1oKLrw5JIGM02c55KrW4Odl3NF200mzPRGeGR2clg9oYI6V1kQRyskSR283CztIYEylcQl+yYvnR+rhlk2/y5QW7f3LrKQMP8UCAL1v7LO67byvVWiO98/brufry7dRrgjBIqVdT6mFCNYwJg4QwiAn8OJtUlmILqMAWZNmCqx7Y5UHALaUicQU/urLCuz/e5Nb7A+Mt9ktfC/4tS1ETlwHWu9RbUc+iIwcDbinW3WelS3gueHm/8/Uo4LZAXaYrPe33LNlsHl4U5bAiUGg/8jS+iXNnjp8SWeQkCxFKw79V1lBHKSPeFqpHirQEpUz3A7oJG1dEvPfNk0gJF15ZIRFQ9Czs/9722ZoFZpU2Wc8049pR5pR7AjwNsc5aQuSHKS+H04o0jelEit37U448/hQ2LDshnZic4jUvX/7YAQ6wdPEort/YOrVXfX7tivANrVZEowbVSky1klDxY8JKRODH+G6M66ZFhnL2b2rrU1QP4BknF/2WWyqUbw7eOz7S5NatjwTunlMphGEvfr9jOYueDAoRDpDJ2mAeZLGtk+IR1yE6nf2xcfL0vYZeUYRgdjw9S/yInMrogp4IQDiGjpjiAWXFxE1cT6i8MsGA3vwli3kbNqszkB+3OuL9fzWB1pofXVlFeZQJb+Zc9r67giK9k9Gs7OvkjWxjzG/SEoJWKugoTUMpUpVRlVQRJYJKN6XebLLrgPh8EI5sdTreQY/lQQHuBU0233T5Xtcb+97c+eveMLP/WoYa4HspFT+m4kcEQYTvRlSCiMBLiXPfApGJ7mXxQ5UsuFSZCMt2LnvgxhP84IoK7/xok9u2+mVwYwM7i5xkBy1Px/fAbUVH+kFtgbaw5n2hs1LvEzHbcvdTGVuP8qggPgiw7e2zAEyu5yi3V+5l/XrV7LmysKchz0VRFN1psRNABVXJQF9YdEDmURZTlJBb8qNXxLz/LVNIaX4v7TLbqxP5F3N6X1LI8pfWGnSKRpNqTZpIYs+h4zm0EkkjgXqiqMYw3YGKpzn9tHWsWzH6vSuuunrv6acOpiePCHCAoLqExcuWX7T9oRs/OjaWvnkonARcwqBLWOnguW2kH7NtJ2y+x+EZm7o0KwKpXOLUy6pHeg4Y9MAtDwZuH753RYV3fHiI27d5aF/2gbrfcmfURM4GtxR99ZbMzlrm2UwbxCVrbYPaAvxAOmIndKwX9+N9ll9p043Shr79rXK1Ej7y6Ara4uA9paEBpkY4wlIWlpNB5j+XRcIHqTOLrkE5xaeQ0tAHUIhuyjErIt7/lgkAfnB5iPYo6xlySz4L8PkXUMYhTWMCYpphzDNP63LTXQHbdlbouBVaUcCU7zLkQZLEHLGmTn3I+eixxx530fZtWx4Jwo8M8HXrVrD59jtb85eddauenIhIrvGHGjMEwTT370z4xs9DrrlriH1TLtsecjhqdYd1i1q8/XXTLJwjiGIj0TTI0eQtfQeC21FoV3DBlZnlfsCzHMpBIM+3GcvtWrd+3p0ncGwLXYDcinuXGs/ALKt+MM5t/3YH4+ePbQkD016+pGyhs31KE5FFf42mLuoXywXKdhiRjLbkXbEMF++l/3PqgsloSmU9NiBX2jHJyyjl6GUx73vzJKnSXHhVaM4H52DfD3OkC+mggiRh2bwZ3nnuftYsTNmwSnPfgy7j03DNXR5fu7TJAzuG2BXXGA0kJ25cHb3upWfeumf3Xa0ly494/AAHCMI5XPWNp316/Sn/sqkb3f+mvTN3c9F1Fb740xG2766htWeIL4orb025fvMUi+elvPv1XaLIp2fVMopicW4b3MqFC66q8HcfzmiJ/yicm6LlLVLkfQWNiGd25CQH9UGsdx+QDXgtjm1v79uvP43f718+apiw77FtyQshUu6RWrSklL63TwK7r3ZfZEVlsyqFlc43NFJl3FwVUluBNq0kpOHs5g3IOHqWlMk/eGbJ//dbphAILrwqJGUQyPMD1xd4jTV/9LxJXv3cBOIq7Y7P6sUS10k5+aiYV56xn69dOs23rhhl4ehy1i2e+/mgds6ndXzxo5qMRwX4upVj6PgWcN2rv/b121/2yW9Pzr3qljph6DLWMKNtHKnRWjIdOcx0ayDMSLskdTOw6IzPZvSEnojK9RWxhIuuCnnXxx4J3KIvLFjOVjrownoPagExS29SfK7ZUZRBPH2WOvDxmehHRvmAmLgdXSkSP0VExZLJaktHrgyrEGQ0hcHWXGUlNgVd0QKUROTt35REC108n+tOhNAoZBn0Gcjf+98nAbjoypAkxRJoCbK+bT2Q57+nVKTKoTXVYGpmiE7XQ2sjvnLdlOFal7f+3jQnrJnh7r2NvauPfNrVP7n6WwhvcPbykAAOILyNXH7ZTz+7cP7pr1y5cOYFWx5sMy9UhJ7GzbQYAk2qIKgJTlwXMj5RIVECmU1cEDqr9RAKIVIkRvL68H6Hn90U8IHzG2ze4j+GaElPJTgooVPOTJab8PcXNsyy3v28u8S1y7zbdjD7t5dCL4/hfCgSPtlVu7DcwlISFnSlp7jTWRjC4NSSzlrbTTGwQDs5LzeWOn/TgpOrjEDKHPgGzSKT2eajQ/KQod1Wwgb5casj3v/mCZpVzaU3Bezc76E9YXbSqqCVZuCAgydB1hyuuG2MTWtdakGVVGV6Hmnqfyt+Qm3apavmcuYJJ14novs+e8ppz+KxrMcEcIBjj15Ftxt9fKg6dNwRYzMLm6FDPmdcSjPCoxJIli/wGKrMY9eBDtWgS8WPsor4rIIjUwo6geL+XQ7v+uQQv7i2wkP73Qzccja4sW52SFCYZ12LjvS3Xyv1FixZ7wEhwcKKi9nAFsK634Nt/0mBBf6ylehHdBncum//wvnsczxn0ZFSNKXcu1BkHN3kafqLl3sFzEIbnQhaInRqWXJTpCyzmLTKm5loORvceQ+VruKYFREf+B/jXHpthXd/coitO4Ege53lYPgODLuaZg1mJoa46hafZQtcwkDhObpoMiWFphK4NGtjO8LG0o9L6T9W2D52gDdGVnDj5i0Xv+olL9115ciFC/fs3sFMG7pxigB8X9Ksu4w0BXvHddYCTeG6KS6xJbAynafu3+3ytx9r8t2fVUmU06Ml5Jcty3JjW3JTdiMBH6M1McC25tpnB6UAtl2Wlj/H4LS8vV9/Rf0sTj4AwI+ZuRRZjNlPafreKweuyGNRurR/fj9PONqRlOIEKFlxLG14HvoThYWXWmXUxDQAF+S68jxUKAaDOytoIIKlowmvPqtF4Gne9tEhtu4W5jfOLLkQgorU1FzNcEUxrwH7x03bvGbdpeKb36cTwdRMyuLFazjnGc/bVa16FzdHVx5+gAMcd/SqtNPa8/qxcNl3r7/ugRW33hsyMaORQlCtODRrkmrF1G/mzWbQOSCUmbQQpGzd4/COTzT57qU1EpGD2wK4lMyKe2OBW1jVOQyaozOgMxX99GU2uG2KMYh3m30GQfiR3MnHR9ZLMe7+kyBzMEWpoofiJChFWXIQZ7rvshU3DmYeXlTZVUAoU0yuZeZ0krWdyLxKKbM6zz6QS2HaxYFAd00d7ct+p0WSCt5xXgbywAwfyAu48+EGqRK0o5TJlkTIPHwJE1Mpm7dGjC5fvbUrFr5+/shoeijHUR7KztHEL/SLzpp3i1b7Xhk2RqLJmQ6drsbJ6EmtogkDVTQHsgVWnpsQVGK27pa8/bxhvnpJnUTkeu5eS7Wy5e4XSPfAXcpWyjIVKdEQZmctgdmcW/QALPqBPYibWzvYV4bHkqU/OKotPm4B2ga8rT3J/5ficQbmUqFE8VxmsXO1YSnq0msgX+6SlXWwzQVYpees6iBllIepdgqBVqoc0sRFKsFrnjPD+//bAVbM70I3hjRGqzRTEgqSVBAnmk5X0+6kdLqKJMWI+oKEtesWR+Ot1iuXrx275Ss/+KV+LIcyX4dkwYPhZ3DlVVfT0o0dsnr3DR2uOPnhfR02NFxCH6oVRRikVPwE30vwHNPpteJHICJ+cavL+d+t87WfNkwj+ry9qshj5ZlnnQfw+iImItviglUV3y+FHRxBKdOLckfWg4mtKP72XmxHUUqg/hWiKqVfTAuKSQr2DjYX74+F506p7rPcwhJd2XQFy+pnmWdDj42OXMleOVs+i8SItEyGOv9MUoGSCklexZ816sl+RyU0Ujk4KuFVz+wQReN85nsp19wjiBKPyHFpp4IoFXRiaEeaoKuoBIqGdpg30mZ4xGPpqg03rFm1fsern3st6498+iEdW+eQ9gY+85nzecW5fzo1OrZky4Fp5w0PbnuApfN85gzBcD1hqB7TCCNq1Yha2KZWbeM4bT5/oc9ffWgOV95eBxmA6w1o7ZBb7UFJnaxVgEVP3LxxplUdU25in7dttqtmLPpity7Oz6csK1qutBG9k0WKXmWN7NVbFt2ZhCie793Pq3uw9qO4ItknW6nSX5ajNUXVf7Ff2fE92BVqoGOdn6Si0FIMoG22nyJKV7v8DDcF2tYZnl0RKKQaEqVcNJKNq2Oef1qHyZZm870uiXLRjlvUy5rchcBxIPAk80cjTj9tE2vWHnmuI6c2L1m+6ZCNxyFZ8HytWLKEsbHRu3c8uP2b6YH5rxgO9zM2Ioo2trVql1qlTbPRwvdafOp7Pu/7/Ci7J2rg58DOD4jtKuUHzrLseaQGO1tpnBG7Ar5UwCB7PLyo0mYAkOj/Qft/xH4KI4pNvVY/s60+5W8z0LpbUcFH3mhfMuwQYX7obH7el/IvZTfpczzJHc5snmWRxSSLcVueozKxarTIWlWIQtCls7EpZL9SIQorPpM5TnFiekvOG4r4hz+cwpOaT31X0FKC/cLHkbIoitEa4rjNogULiFn6zWrjyLtRex8PVA/dggN87MMf5MxTN035rn/FSLO9qlHbd8Tc5jSNakKj1qZZa9OoTbN3ssX5Pwr5P18ZY9f0MFSqSDdAZA3o8/mUpeu9sOlJOSToC6umsqT3Ls+0tC12IY+1LLrs395vqUs1kqJk4QtLnFvpPstc1GAWz0nrvv23z8I+giWfRaPyKwD5xU30WXlR3meQdS7ul+ka+XMMeA19n99+TelsFGjtkCrXjBVPzS1NPeLYox5KNq3vIumybRfsmfZIsgELWkMrUgwPByycv+g7Y2NL3nzb7Xc8vGbtsY8L4I/LggOc/cIX8cubb98+f8ni66+7pvXShn8zy+ZHhJUWjfoMN90b80/nD3P5XaPMqBpB1SOQAjfTDSdK0FYQ4/Qpjpj1K+RaE8d2LNEWGPoHtPZ6bPQseplj56tfLWhb44Ny8f7VT8xLz+mDv+4Rdum/rkHPIiPyogBdPO5l83uKQq0poj49/m1xb2lrVCjzc8h0LXkcXRSWXfQ5rEJktITelUJpSZo6pKmZuGwnb6LYpxp0+dtz2zzjxJ38w/kJ194zhygNmIkkK+YkPPu0Jbzs7OdcH8XR9k0nnsLjXY8b4ABeZQEiHPnQpo0bVj380I433HT/HeLEDZPc+oDm7z45h8tuG8MNQ0argpqrCbKqDKUFUapxE8FEbLqF9n6RAuEFToreGrKs8c7DhHZH2FkWsACufmRL2I9wC6TFQ9uK9W3vj7wc6ipRDjsgLiwWlwmUtLWtl+nsjR3MQ4tKW6HEHNiirBnvURa7LYXIemqKbB5QNkkiDxtqYVo8OL1YurAMS/6FlJZEiUc38olTx3SdlaassRv71Coev3PMDNU/28P//HjM/XurHLVasmzBKj1nzlGfGxlb9yHY96tA9FcD+LHrR9n70NWt2vLRP//JLc+UP/nxgdeOt1vuf1xY57I75lFtVBgNoOEpKm42714Yy9CJzUzGiRQzF04k2btmURTRe2Sqc3QB5tJNDrbeAy/tHMQ69z1nc3Ib2PnO/dx78BKPDe3akmcM3JxbaitMaHNsUb4A5o9Fbun7Uv1lsFtRljwWnn0mqUBLiTITqYqrRXETwvIB8r7dpogFYZpjol2mE5eZdkA3cjO+b2p5/Sghijyi2GPT+kne92fjfO6CDm968TyOPvYZV//8hpE//+FFv+y+6PmH7lgeNoADzF1yMv/6hV90n7nh9r84e+OCM2+9c8/KK++o06hVmFeFZqCoeuB7Gs/pjX5udwVTScrCRpt2q8O+CWF6ejtZ+VmWIcqt98CQYF+fEOxkj+wDNRyEU5ajEblltq12gdcSt+n7S9/2x7lKktj8iVnvm7WYKCy6RVMs4VVZTit6ILeBT5miiHwfcsaYpfRzz7VoHJQliopPbGQYnhvjBSn7JxwmZyRx3GD/ZEi764I2A8pcRxH4KWHgkqSGop6w9gAf6Yzxo5tP7hyxadPPn/UMvztnuPorH89fGeAAf/0HZ7Jv30xEsuPLjT0X/s8FzVv8qgsNX1EPNaEvCDyB5wo8R+A6hs8tW9birJN2MDHV5T9/HHLtPTXaaQjCJbefOe+2u1L1jxvpz17OstZiMD3pt8yluwMcKXJMWVSl/7XQD/TZqH/EyEkfpvvT96WX6D5QCnpUo6AgfRVAUObaeQVQzoWyEYVZTYO535eaz3uoFEkkI0nEdRMSFXPVrQ5fuaTG5ESNZx/nIQjRWuI6Gs/VeK4ZqNCtOCSJJI5dnBnJC888MzrtxOf+n2Yg3lM/DOCGwwRwgDDYn4Sjq987MnpU8vxND7/rxrsPyIpwGK1LworAdwWeK/E8SRhIhuuCdStcTj06ZGioy4a1E/z1hwQ3bfHADYCec9lfyOBk4Lb7Cw6iJQaIumyx++4z4IQoAdPi6LNOCsrbSi8o7pVNcGF4LQDbf2eh2953EE0pAXoweMuSWvv1PcsusK18L9GklEBKmSkIjZDFHKes/DAraBFofC/h5vskf/+JuVxx1xij1YD2tGbNYs1QXRAGEt/T+J7EdzW1ioPraFqdDrunVqnjj9rwz8vXrfzfO3buSjhM67ABvFpfyne++vHO+kW1D65aPqT3Tyfv6U61mD/qEQQSKc3cSN8V1KqCOUMp9Ypkz3gdx405cW3EOWe0uWlLo3CoXAG+7M2tdIXVzzu33AzoZ5LdShU6FugL9IkycO3Yd4mylHDb4+VlOM/C92OJn5TWrLh28XweOYGi41V/rDx3QrMzqOdsWly5/0Tos+gUdMW8IP//jS7E/O9aZDVownSnzfUq5nNrvnNZyNV3NXAqIXOa0Gor9o4npApqFRffMzhwHKj4DpBQawypJWueH4eN9d++9477OpuOW324YHn4AA7w0lf/Jfc/sL31B0eE12y8+eapa6+8xK8FUSCEQzc2HrnnQj1U1CqmKZDWECcOnpSMDasCiY6AitQmcyk1nrRi3dggLLdhm21dy8+XLbg46LZ+H9GOmpSMuwX8AefPIS/bYZSiTEGEBVLoA6goW3KRURSRRaZUHunI9u1FafqtOEXIT+XfyXo/mVX09I6XRsrUjC/Rgj3jDrFyqbkm7ZMq07TH91LQFDiIYoVSipluQ69ZMfJPJ67f8OXmyNi2bmfscELy0MRWj2WtWLaI+WMjP12z5vhlZ24a+pdj1sXx8oUtmjWN75lEZuBD4Ck8t9eJNtWama40/Fu6+FJQkRA4Gj8bV+E5hqr0D6C1rXZOOWwNSj916Xc46X8sRMlgD4q2PGqURJTfdxaQrbB/uUWEtU//nb4M4aCdC86uyydL/pqiJjN/3OM6Vgw8v+WZUNPWLc2meyRZbDvJ4txpapI6WkuqgQnBqGLknyCKNVGkiGNzm24lbN3ZZXeriq6s/MyrT6v94/e//f27q67ojNQPg6durcMO8EyXEU0+eP7475x90Tsfas25uB3HdKOEdtc0d3QcM7HNdMVKCPyYux+C7/yiBsLHdRyqjqbi6AzgGl9q02ew6DVYTrfbuOqBVpcA1s/BEczaXnqPPktf/p7l18x+cBiWDdoiSDIoMWM5ojpn/qLMx1UvVd+LtAx+rV1QoQqAC9JUkqSSOJXEiZPdXOLEI05clPJ4+ZkdjlrSppsoOqkgSiBKjSUXEiqBg+sKqnXBK198xOSf/fG5N+1onqve9CdvOtxQBJ4AgOfrhDPfyo77/5Dnn7rix43GwsmH983w8J6EJDXz4AMvJfBjKkGMdLr8/AaPW+6tI/yAqiuo5QB3oeJqfNfQGzfru+nIwZaxWKIf7AePoJScUlF+fX7f+lOAwH596b9+vNyEslXXDLDuevbfUlPOEogtIGM/Fr3thRtuvWl+ducgz8Adpw5x7BDHLlHsEJX++rQ7AUev0pxxwhSe7jIVCdqxIIpNG0PPlSweg3lzI1YvXzK5Y7zx91/67gXnLRqr8UStJwzgAAtXnksg6x9Zt+6Id7a85TN7JyKE0FR8Ra0SU60YxeHO/RH/cUmDVlKn4js0XE3VM7fQ0wSuJvDMRC3PpSe0yn+Wsr6n9BuVOHeJotiTGfr4thh8v5+6cJDX/KrLViyYJ/r+lr+ltS2z3lqUdi3rvPtOnuLW5zznw6QyEVaqJEkiiWKHbuTQjVw6kUsn8ujGHt3IY6ZTwXUq/MFZMyydM8V0N2UyErS6gk5s+P1QvcsZm0Znli5d9U7VdT/y13/40sN34Aasw+pkDlr/ekFdx07z3+YtDOJlw8FHG96D3ryRNqNDMzRrMwSVaS64JOD6LSME1YBhz2Q+a74Btu/2GtJrDanSREnWNZWyhbN+p+LnHyhg6uPtNlc/WPo9l4/m4q/i//hVkG2n3LO7sm9zHiDp15hY1BlhpfTzgIbteJInjoQ5QOX3sA5g9h3zEGD+/XRmwaNEkqambE1IU5ZoHmfOqNRMT6ccuzLhBScd4FPfC9nTbiAw9Z31MMKrroqPWj/vrc8+2zk/2jet3/rnTyz+nnCAv/cvzuLiiy5KOmrZZxoeqUy659X9a7xmPaVW7fD1S10+/PX5SK9G0xc0M3BXfU3gge8KK8VvZJdKZ2NVsvnoCOOxCyts9oiKvQzhswRYogx461cv7s+iNdZ6zKMDrbcurb60fRENHOxPFt81PwFEXoWffZY8yWMiImDkrtqqydSlq18RFSm6AJuxU6aNsaDTdYhix0R4JLiOIvGyRFCm45XCaE3e8soZJqZ285VfuOzFxXU6nDDvyNivrvhv4dD6z11+2cPJGWc+54mG3xMPcICznvc8ttx+YbzqyFM++8kvx3L/Dj5y0qrbgnt2av75S3N4aLLJcCgZ9jQ139zCACp+niAyKX6ATqTpxIp2bPgdZDFyaZINshAA61mWuyxbnQ3SQdjst+KD9rRPkIEvPpRl60my9+zFw/MTwIDJTq9bLy+sPtoevJDN8ZECofIaTSuKQm8KteOkpgBBmm5jQmqm2wFTLY92VxbH3PckfiLNMDIAawjCcF3w92/ooJ393Ll1Pm951aruhiMW/tXffOjFn43Uj9PXvur5vw7oPT49+ONZHz3vi0w3n6/f/if//frRyqvG73iwe+anv+f6eyeqeI5D09M0fEWjoqlVzNiKasWMTakGkrDiUA0dGlUJMuGOnZrxSBLrXkpfZvFzV/YcUUeY+/2VOQWHF4N007m004BJWs8XGvHSY4rKnfJ7iIPcH+AXzApjzm5dMVCLLUTf1ansMBuw9zxnW/abf0cpNdIxgwpc14RvPS8h8COqQQfHjbj9gRo791aYaZucRpJK0rQnvgJT6ZTPPNLaQamQdUscKvUV08I/7m3nvGj03+6/9ga98fiX/Lpg9+sDOMBVF3+BP3z1p/jcRdVrG41F7VAKOT09tSCh6zs4DIeaRgj1UFCrSGoVh1roUAtd6lWX4YbD0vnwrE2TDA/vZutOza7xCsIVRTGEDW43q2F25ABwHyQmXgK4DSppA39Q8cIAgGM/P+A18iAAt0OXln8wyJ94JHCX6JUu8S5A9IRreaY4E0J5rgndDtXb7J5o8bWfeXzj501EbCYvJKkkSc00tXxShKFnwkTI/JjpTpdWtJTa6FkTJ2xY/O7nblIfa6zSnHbKy36dkPv1UBR7rTjyVfndD3/6a7/4tyOPWbf5zrsuWPvNSxKGqpJ6KKgGMgO2QyVwqASCMIBGVTF3OGHesORvXhkh0r38f98IaCc1qo4gsDzOokZTGnqTW1q78am98nT2wUlFnxeK7agKylsOYQ3g1z1XwvBkW+xlO6QH0wIIa5su4uL0mnJK80wqDP2QqhdREcLkKXwvxnXbfOsKlw99bT4r5kp2+4lx8quKiu8QBZI4MREWcwwN0Ju1CX5xa7P7rJOWfWn10S+9UQjv47JyGMNMh7B+rRa8f33v659l45FL0mZYf9Z9W3a4Db9DqmCo5jHUcGnWXRpVQa2iqYeaRi2lWY+phV2Gql1q1RbfvjwkSkJCTxA6ebzcZD09x3Tccp0sfp6PALS59ywaYB71lIrWmECL5pToCWIAv88dWVmiHHZZ3EBKYVtg25LT+7+E6H2PXpfc2RYdenHxPGFTVAWRW13dG6foKFxH4XsJtUqXbtziA18Z5sH9w4xWBb6rrWiWIkmMlN8oBQX1MGJ8KsHxhtSu6QXv/9QPw7dfd8NlV57zvDOeNIz92i24vWY6pLVK9dOLlp549zln3nDqPQ/G77l+c4uViyRzhyWNqjY9ViR4nqbipwReiuOYGK0rMR1RyUq4cqudW+4M2G6mQ+9ZQlOIayaRZU9h/T2IVezFznvgfiSzbyxpnxdob38kB7fIYpYdSm1FSvLdDFwtwZksFxmrrDInLwWRItN3oxBCkkpIHWXaRBT83KgHU+UA2ZCoWNCJTKQkTqAtFX5b0o00jnRYvrDD/lbIrdsW/cMbX9L8l03rO53TnvO/nkyIPbkAr4cCILrxyg9c8oKnXXPZ6iP+Uqxe8eC72/tuFYvGOtSriiSVdCITmnIdM6LQyapHVBZDMx2SekUQrjSg9hyjP/fcHm8G06qMNB941JdYEUYVqq3YWb8zWJpX34fv/rj8IHphr5KSsS8aQt979fqd9GV8is+lC528HfxTGW9WBQ0ROMo05QRpIiepJFUKZTX1yct7UrIRf0qTppo4gSiGTqxJUkXoJ8SJz/HHn6pPOmLpP57w0i988N6dx3U+/v63PJnwAp5kgOfr+FPfxsT4gc7vDA2/d83y+7wd90283lM3zo2TyWBqZpg0bdLuGrGPzi6rjlRIR4NwcKTo6VSkxnEzcLsCzxNZ9tMAXANpminoUl2M3QOLDkhbzN8f4RBZ9dDB9eFm9c3RKft3gxNO9qtLGBYo+hvbU8gFzMfJZ5T2OLsZF2h0JHEiDJ0g09mrXEarkFIWSZtEGb1JmnWrEkqRqKxJJ2SyZ+h0YTpO2d+OaOoRnr5sQ7xm/akfXLt2zXv33rgpmTPaeLJhBTxFAA4wNDzC1MTuZHRk9D3jYfV92/af84mfXP7L1wbscFctFLS7LmPDmiGFmQYhEm7f6tFJAnxHEDiq4N2+Y3Qrvifw80oi1zTfQUOUKJJUkSqIkt7YvLwDrhB9zokoh9V6DX8yRxCMjLXQqeYv1FZ32EHO6ewoSPFK3XMMC06fIbqYvZP9HyJvnyG1KQnLQK5UTzDVjszEDa1N8bbrUjiHxhnXuI5Jx6ep0ZdUApf1Kzr8cktConykgNAXzBlymekoNi6c4LijF0arjjj75vkLj/+p3n3Nu7Zvb+glSx69b/evaz1lAA7QGJoHEF97zRXxgnnBn/7u2Y10767bXn/Tbducnbu6hOtdmCuohREP7kn49wuGiKOAkaaR1PpZat93TYmc7wmTLPIkvufgOoY7J6mmE8VMdxTdyADIzSS5eYw771BWhOWygg3b2cyjHYXUFAzQs9dJrF6BRVaRAt12uFDmz9v8Wls6bompZBeaNKNRQIl3OzKTFbsprmOA78aKA1MOBybN95YCXFcQeBlVwwzOdRyNl2QqwdhoTIYaHn/0ghZXb55m18Qc9DBUQ8nyBYrUreBWTk6H5qz/okhrf7H1ns3d088468mG0Kz1lAJ4vk486TQ6rT1dzz/qb7ozS7fsOvC9Ew5Mt16RphPUKx32THZ4/5eq3Lh1iDB0qLmKII+cuKKw3BVfUgkkFd8h8A3YAx9qYcryRdN8+aeShycqDIeaime8TXOZ79GTUlOgDOS2w6oxDeF7ff7MMrxaF/el3WkXq2haZspIzP55f0ATqeiFL2UuVBEG5Epmwil6BR8mhp0aZ9xPaNS6PLwv4Zo7hkm6FaqhIPAkgSdJfNNQE0xExnUknuPguYqu5+DHHpPTIUet6PJ3b9jNP34h4MB0AEqwfNkcEn/ON4846vk3rF2+8LypmVZ32eK5TzZsBq6nJMABKtUxgImPf+a77x+fXLHk7OfNF3Pr+19+YPeP+L/f8vn+VXW08Gn6grqvqWRKQ3MzVjvwJWHgEFYkYWC6ldarivkjXZYtmuCOnYrbfrwQhGQYkV2mbadTZJw7L7MSZqKFI4rm/8qgjBSjdVe6J1LKp1Bo1bsiYFvtIk6vC8dVaZ3NlDdJFZ32XqNkz1d18u5qOouGZPTE8xRBkFCvdqhVp7jmGs0lNzVZMydm3rCgFjokgTQFCsgs3CnNFcw1VtyLXDqOj+8l1KsuLz5JMTm1lx9evYpnPPNMjj565FsLRna+pRPd8tDI8OErL3si1lMW4Pn6yze+hKjbfkgI56+TzoMfu3B38s/16t2b3vn798if3NIVu3cENCo5/zZRE98VBL6kkoG7Fuoslq5o1o1lG20oTtkwzTd/1mK80yB0BYFr1IpFqFD0eLcjyaycAXqujUmURmuFTsz9NDUAlzLLqIi89KwXRinCmZIse9irK80zhGkEcaxJM4A7EpTTs7ip0oX0lczxNSeoiWPXwy5Kt7jujiYT0wFTNUUwo1EqNa9VAA5SODjS+CtRIghSSTd2UNrHdTSXPtDgspsb+uXPXK6OO+7o64L6cX+3dt2C+5JEPTSv8cTpuA/XesoDHMAPQoBt3//JXdtEcNQrn3Nyd+GJxyz5z1jfu/ImvZ8khZlu9oUy5zLwJGHQSxLVw5RamFKtmNHjjgMVV+HR4UBaJ0oNaEod5HJwO+YS7joCz5NF4YUQRmmXpoIk0XS6ylSuCJNc0o6ZmiqzcZMFN89j9Y7Gc4zD52YjO9LUDA+YSqHdUaTKtC52HNOVgKxZpuvkkmFtfV4TXXLdFM+LaaUJ3dgxSsBY0Ooqc7KhetRHmvf1Iwh8Q6Ok0IxPueza5xHJeROLlh+3ZzJWr3ne09fuEGJqu/BXPtmQeMzrNwLg+Xrxs9ejpi/b/tXNv799zpI9L33Ny3f/+5I5P5q/+d79i6+7fT8yksz3A4LAwc8A3qgpmtWEapgSBglhkOC7Kd0Izjg25ukb23z/Wk2shGURe1a24N057clqSotGRo6mGibsPpCwb1Jnl3rwsyMrpcZRvSr34qqQJaBMtEcReKZfiOdqEiXZPQ7tdoojTR8Z3xOFUyilwE0FrtImbg2Qc3EJrlQ4MuWqGxx+dksF1zfy4nZEkT9IlRmU4DqSwBe4XfP93JEIx23RihexZ3J0ZzcRrzv66euunpxxWl+/uKNf9eKTnmwYHNL6jQI4gKyfweR0TCUc2/zp79z1tN997jlnH7XxvresWX3d0Tfd2l64cKhNksYkShJWNCONhDnDEb6bIKVRyglpEh9za4JmLQalSLVbSvhIeuA21ETiuwbc1UBTqSiqgWK0GRFUJrjmXo/791RZ0FSEAb2EitQop093XTiFvSY4YcWcgPNGOuyZibl+S5WG6zJSF1SCrBk9OV1ySBxIXcsRLZzYXM+dMj0jaE17jIyY/ztKjPPcjsFrC1Sa4nuSOUOS6XbMxDQsXDDM3umFO5atOunWFx+z/MP1kTk/ee8/f4l3vf0tT/ZP/7jWbxzAAZp1DzK8fOjtXNCeuuOCEzaueON3f7T5NFfsf+Xl193TcFXCSAMWjc3gODOMNFK6semRlySSOHFJY9c4cfSiHUKWoxuFc+kKfA/CQFOtKGphSqMWM2+0heNOMtUJ2TVVI/QNbTAaFmPRXZXFyE2aKou5m22+pwl8RbWS0KhGjA1P0ay32NsKmNEeUigTr9aqoBSOI/GyBE6aWfFivAiQV1pKR+M4DmGWH9DAeEfQThUj9ZTuuIOUMQtGYeUKB+2tmaqOjH1jwYITrgA+0ziEYU9P1fUbCfD+FTaOBPjMtp37vvDwrv1Xjj4YHH3CaufN86o3ivsf3sM3f+Hy/JNjTj9KMD5ZRWlDHeLEK9R2dsdaWSgQM3A7wsTXMzCGFUUtTKhXIxrVLrGKIHKY7CgmuxJPKlM/6kDqZjoQbYX8Cq2MaWUWeIowSKiGXarVFn7QpZNqokjS7OjeOHKpjB/gKpLEIU1NplKpXnWTAXs2RAqJ57g0fc1waIa77mlrTt04znOf1uKrl9Q40F3MslUb9KnHdz66buMZtyLnfF6I+fGT/ZservVbAfB8LVswJ374oQfOf9Nrzh7pzGz/8Wht6BXTgX5DeP2d+vrbtoq5tTYP7AgZbmSCo/kO0nVxHYnv5B20evLa3MF0XJE5r5qKrwkD46zWKjG+HyHTlLAaEeuY6ahC3TWc1/cgzTKc2koA9RIzedQjJfASwiDCcSJm2pooBpUIpqMs0iK1aX3namJPFQUHqcodXZmVlkmS1CGOPZJU4AnNSFWzZK5Dowbu9janrGly/Nr1eu2Rx4lb7q18bu2a0W825y+64r6t3QOrV89/sn/Gw7p+qwAOsGjJcoADWqsfwPHXrVYHPnHaxmk5f+6qT8fpxNrJ7m2VfRMuc4c97t7m8ODuCsOBIMjA7bsUXXBlVqjgSoHnQOBBJaMT1UpMGERIkTBvbsILTo+5bHOH6W6FTiCI0zwiIkqRGaBkxV1HZ1GPhFolYnIm4eIrKuzZL6g1NNPZFcF1NJ6nzVUk0VmYMBNSZVqTvCg4Thxm2lUWzp1h1eIuoeexarHH8ByHM0/f0BkemnfPvpnoTc9+zmnq9NNGt6HZ5R5MKP8bvn7rAJ4vISTALmDXbbdcRRTrZzdGlq4+7fRN/3Hv3eNemF4zfN0dU0M7d3sctUizfTxFIbMGkb3iYily2W3mEAYp1UpEs96lWWvjexGe1KwYSxmrzXDXnjrtxCFJdOEA9vc2sQVSpp2wxvdSKpUODx5I2LrHZAxbsWZ3auiG6ygqniYODCdPU12k8bWGTiwRHYfhuiKOu9y1dZjl8xWnbpR0OssnXvjCE8arI/PjqDt1rorFFo2zxw3mPNk/0xO+fmsBbq+jNp6C1jv2gN4bx+6xW7ftj177u6/+00nnuj96yfje5OlrvWO/esmdgWrDsrGYTqTZtT8hSSX1mkPg91R0YZAwZ6iF500y2eowXNe0Ox4nrYf/8doDvO9LNaZaQyYLqbFEUX2qw0KLYmLXFT9mx96YD3xliEtvnwOBQ8NrMVZLmYoq7J4yoxqbiqK3n1aC0Ddj93buE7Q6mpGhOk6g2Zds6i6ttW5+yfMWuWMLTv1sPbruU5XR4/zJmQVt10EfuXL0yf5Zfi3rvwTAAYRYCCaQ0NLJw+C45zmOd9773vZqv9uO/mVo/lHzxvc8vNTXW+du2Tajwvr0EXsPJFR8TapmeGCXQ7MqaFa7aDnJed+TXHPHMG9++STPe7rPvokhXnHGBPfuOsAnv90wc21ybZXo6dG1zlR+2efSWeLGcyPO/1HAf166kNF6yMx0yrOP3cNfvmySK26r8pkfzGOiHTB/GOYOd9g3kdKNGjSbDp3EY97ClUy0Arxm7fKV6+dtXxkcuRuCt+6+62dRvVZFhaeyfOHIYWtL/Juy/ssA3F7CXWQ/jIA3p0kXOP4YKeWym26+LdWdXzz7p9dEzobV8/9kx94dtYm0wujoLkaaW/j3i+Hbl44xUgs4MKm49d4KE9NDrFrss2HxAZq1CN8NcKTppjokBL7vGDlqqulmstWKr7KGOg4TLcWt26osbPism6840E5o+AGeWsgLT2hxYGI3//7DUY5ZvZhnntbkzm0JtdqSmaC+5//e9UDYfePvnc3Y2AKZJvHnEOKOarXyZB/mp8T67fQsDsPat/t+pPT8JJn53Qe3P1h9cJcfH7Ny4qVzhydecsE1IZ2Wh9e9HvR+Nm/xCbwaJx/dZfmCe/nzj1UQM02efkTCzv0JkjrHrpMkieC+7SlJCsevk2ivw869LicfETOT7ODvv7CQY5fO4eQjwavE3LjFYd7oKOeecyQxbX54dcD8oeC7zzwh+M62PXijI0tatWr49SRJoiPW/+bHrJ+I9V/Sgj+WNWfeSjDW/UsAaTQO8HMh1Sde/BxHKRXz4J33svnOhN0TDtUgpJuEYumal//rs056+AjdraenH5vw4J6YyakGZx4/zf5JSRJ6HJhMWbbSZ18nopJ4jMxLqctlzrmv3Hjn/q2b/3rNCqUr1Zi7dgYciEYZW3o61dDhjcuQQsh7gPufeeRTo2Lmqb7+nwU/jEtH99CN4tVf/sHNoaOqHL8+Zee+hFa7xmnH7mfXAYdrbq+wZzzltA0+41HKrn0Om9Yo3Mo00+K0tsbbcvIxS5/sr/Jbs/5/qARXAzYquBUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjI6NDI6NDgtMDU6MDD06wbVAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIyOjQyOjQ4LTA1OjAwhba+aQAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 5}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 22400000
{'hecke_orbit_code': 68803363200, 'n': 1, 'trace_an': 32}
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id: 22400001
{'hecke_orbit_code': 68803363200, 'n': 2, 'trace_an': 0}
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id: 22400002
{'hecke_orbit_code': 68803363200, 'n': 3, 'trace_an': 0}
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id: 22400003
{'hecke_orbit_code': 68803363200, 'n': 4, 'trace_an': 0}
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id: 22400004
{'hecke_orbit_code': 68803363200, 'n': 5, 'trace_an': 0}
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id: 22400005
{'hecke_orbit_code': 68803363200, 'n': 6, 'trace_an': 0}
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id: 22400006
{'hecke_orbit_code': 68803363200, 'n': 7, 'trace_an': 0}
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id: 22400007
{'hecke_orbit_code': 68803363200, 'n': 8, 'trace_an': 0}
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id: 22400008
{'hecke_orbit_code': 68803363200, 'n': 9, 'trace_an': 864}
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id: 22400009
{'hecke_orbit_code': 68803363200, 'n': 10, 'trace_an': 0}
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id: 22400010
{'hecke_orbit_code': 68803363200, 'n': 11, 'trace_an': 0}
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id: 22400011
{'hecke_orbit_code': 68803363200, 'n': 12, 'trace_an': 0}
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id: 22400012
{'hecke_orbit_code': 68803363200, 'n': 13, 'trace_an': 0}
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id: 22400013
{'hecke_orbit_code': 68803363200, 'n': 14, 'trace_an': 0}
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id: 22400014
{'hecke_orbit_code': 68803363200, 'n': 15, 'trace_an': 0}
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id: 22400015
{'hecke_orbit_code': 68803363200, 'n': 16, 'trace_an': 0}
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id: 22400016
{'hecke_orbit_code': 68803363200, 'n': 17, 'trace_an': 960}
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id: 22400017
{'hecke_orbit_code': 68803363200, 'n': 18, 'trace_an': 0}
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id: 22400018
{'hecke_orbit_code': 68803363200, 'n': 19, 'trace_an': 0}
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id: 22400019
{'hecke_orbit_code': 68803363200, 'n': 20, 'trace_an': 0}
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id: 22400020
{'hecke_orbit_code': 68803363200, 'n': 21, 'trace_an': 0}
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id: 22400021
{'hecke_orbit_code': 68803363200, 'n': 22, 'trace_an': 0}
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id: 22400022
{'hecke_orbit_code': 68803363200, 'n': 23, 'trace_an': 0}
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id: 22400023
{'hecke_orbit_code': 68803363200, 'n': 24, 'trace_an': 0}
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id: 22400024
{'hecke_orbit_code': 68803363200, 'n': 25, 'trace_an': -2656}
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id: 22400025
{'hecke_orbit_code': 68803363200, 'n': 26, 'trace_an': 0}
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id: 22400026
{'hecke_orbit_code': 68803363200, 'n': 27, 'trace_an': 0}
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id: 22400027
{'hecke_orbit_code': 68803363200, 'n': 28, 'trace_an': 0}
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id: 22400028
{'hecke_orbit_code': 68803363200, 'n': 29, 'trace_an': 0}
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id: 22400029
{'hecke_orbit_code': 68803363200, 'n': 30, 'trace_an': 0}
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id: 22400030
{'hecke_orbit_code': 68803363200, 'n': 31, 'trace_an': 0}
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id: 22400031
{'hecke_orbit_code': 68803363200, 'n': 32, 'trace_an': 0}
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id: 22400032
{'hecke_orbit_code': 68803363200, 'n': 33, 'trace_an': 0}
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id: 22400033
{'hecke_orbit_code': 68803363200, 'n': 34, 'trace_an': 0}
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id: 22400034
{'hecke_orbit_code': 68803363200, 'n': 35, 'trace_an': 0}
-
id: 22400035
{'hecke_orbit_code': 68803363200, 'n': 36, 'trace_an': 0}
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id: 22400036
{'hecke_orbit_code': 68803363200, 'n': 37, 'trace_an': 0}
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id: 22400037
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