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mf_newspaces • Show schema
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{'Nk2': 595, 'a4_dim': 0, 'a5_dim': 0, 'analytic_conductor': 0.29694368251663644, 'char_conductor': 595, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 21, 'char_orbit_label': 'u', 'char_order': 4, 'char_parity': -1, 'char_values': [595, 4, [477, 171, 71], [2, 2, 3]], 'conrey_index': 174, 'cusp_dim': 4, 'dihedral_dim': 4, 'dim': 4, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_orbit_code': 1374406312531, 'hecke_orbit_dims': [4], 'label': '595.1.u', 'level': 595, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 7, 17], 'level_radical': 595, 'mf_dim': 12, 'mf_new_dim': 12, 'num_forms': 1, 'prim_orbit_index': 21, 'relative_dim': 2, 's4_dim': 0, 'sturm_bound': 72, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [4, 0, 0, -4, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, -4, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 4, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, -4, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 8, 0, 0, 0, 0, 4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 4, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, -4, 0, 4, 0, 0, 0, -8, 0, 0, 0, 0, 0, 4, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4, 0, 0, 0, 0, 0, 0, 0, 0, 0], 'weight': 1, 'weight_parity': -1}
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mf_subspaces • Show schema
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{'char_orbit_index': 21, 'char_orbit_label': 'u', 'conrey_index': 174, 'conrey_indexes': [174, 489], 'label': '595.1.u', 'level': 595, 'sub_char_orbit_index': 21, 'sub_char_orbit_label': 'u', 'sub_conrey_index': 174, 'sub_conrey_indexes': [174, 489], 'sub_dim': 4, 'sub_label': '595.1.u', 'sub_level': 595, 'sub_mult': 1, 'weight': 1}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 21, 'label': '595.1.u', 'level': 595, 'portrait': 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Gmfo6cNx+Y1KUOmWimn2orBYEQaJwghCWp1ztnks3vjiFoIxgjmVw3nbTHUw5T5ts+xBUWgwPdhNJBcsCOhN4oJPImvNMcWAk63feqB4YJtAxaXPbSBeijZuSnm3K0dGvURQkAUS9r9BnMrIbNNSZqEHJvzOXJacPRMwpl2hF8fceV5PX7s1ZrRcIbDp1ocn1OcWUg5vRRzYtFwYNFw1cWL/Mrbl9k6PcWR0zPMLdWZX/ZZXBUsu+O43EmZb2uWe9Js23WOfvXNF933r9988S/UJs47iEmPCtl6rqHx196+4wH+3g98ljiOd85u3PDew8fmf2Bj8Jf84Hct0O9vZGl1gqXVGkurIYttj+UO+clZXE2Za8PhBcHmjSv85x9e5vqL6hw/M8uxM03OLHmcXjTMLSWcWEg5sZKyaUOP776hz/nbFM0wxJc1FldDFpYVC6swGEGcGDxlaNRSpicSEgPH5qDuR9RCD0+mtOrQGYQ06yME0Ag1y+2Qla6kWRcsdwRL3ZRGaDBAs6ZYHQqm6yM8qajXIwJPcvS0T6I9ZluCZihQCpJE0B8KFlbtxbTYifH9IbVGwnk7Rrzm+pgtU01OL0xxfC7g9CKcWUqYX044tgCHlw3XXrbI//mOZbZMT3H09IxdJXJwa1Y6MSudhOWuYbErONmR9LpdfuZtI37+R19Gwjmf6PWWf0Yp//i2PW98riHyrLfvWA1+5swCkxONqf2HT/3r9/3xF6996raHf+DBpxbZtElxyR7DDed3SBJFkgpSLUk1GONhtMIYwIAQKVIYDi9O86sflvzyOxa4enfMVHOGicYEzVrIZMNnuiXZsiI5tjDFJ29roIIRl+wacs7WlG5vwDkbE179opRR7CHQfO3hkOVeSCMdcXJR0e7W2LwjZKkPcwtw0TmSg2cMF273mWpEnFxRbJlKSLVksVtnsavZMhOz3FZMNBTnbetz+FTIxbsSTi4YVjt1LtiRcs6WiGOLKROtEe1uzO2P1ABJFGteeMWA688xLPV8zt8WcdE5kkDUGQw38PAzIfPLkoXllMXVhFNLmsMLgm4y5LpLVvmlt/bYNDHDkZNTzK/UWFz1WWoLVjqa1W5Mu5fS7htW+4L5gWK5F/OSS1d484uX6Z75LKujPT8gg3PM5nO/78HhYPi+NOmtNic2PNeQWff2HcngX7n1Dur1MFxYXP2dex58+p0P7D2qjp/p0k0DzvQ1V++a4zd+cp4rzmtwZmma5XaT5XaN5Y7PcttjpQsr7dSyUCdhsQPHlgXNyQHPu2iVN75oxAXb6vT6k5xcaLCw4rPUlqx0DIurmvlVTW+Y0o00w1HCpqkRF+/SGCMIPMP+kyFJWmf3ZskFO1Omp4bMr0Q8ebjJVXtgamKFux6bZtNUxFRTsNT1uWBHRBQlPHBwkihOuXCrZqUvmGkN2TDpcdfjMVONBlfsSXnyaMz8ss9sK+SCHYZdWyM0EQdOKnzfgDFccm7MhglBfxDSHwb0Bh5zyx6Lq4KVTspKJ2WxnXJ8SdCOE/ac0+EHblrh2gsUU/VJTs5PsJitfG3L3KvdmNVuymrXsNSDMz3JmXbK9Rec4f/6yUUu2NFieXWSdlcRmw3gn59OzFz2J0Ft6l+lyWh0+dUveq6hs+b2HQXwubl5PM/zv/KVL/kzMxt+5+t33vu2x58+4Q0iQT+StAeCub5krpvwvD1n+O8/scRV5zWYW55mud1gpROy3AlY6XisdAXtTspKN2G1m7DSMZxcFcz1NJMTfa6/qMNbbk64aHuN/rDJwkqd5U5Apyfp9AW9QSFJokSgNfieoV6DrbOa7RuHoEY8dTzhiYMBNVXn5mti/KDNQ0+12LpR8dC+lB0bFf1RykQ9ZWFFc+WFgoUVTbPmMxgKdmxJePCpGts3woMHRgSizkuugqDW5/HDKc8cqSMJ2Dar2DYD9Rr4niDVgjiBOIHBEHpDTbev6fQ1yz2Ybxs6ccoF53Z583etcv2Fmul6g+X2BKcXGyy1A5bbipUurHZSVrsJ7V7Kas+w7MA919Zcf9Ec/9dPzHPprjqLK1OsdBt0+yHtnsdqR4C/I9l9/rV/dvrM/L/67u9+TZwkSTy74TunavE7BuArKytMTU15hw4d+pU77rjtnQcPHt64vNILe4OU7sDY+xBWB4L5geRMN+bac+f5jX+1xNV7QuZzkNdY7Qasdj1Wu4LVrrFLbjdhtZey0oO5NiyPDEIN+d6b2ly6M+H6Cw1TzRrtXo0k8UlSRZxIUi0AgzaG0E+YaPV55KBkOIq57cEWIq6xZ3vATVf1iPQKt947w5V7Aha6HU6cbvK8i2OeOeoRG8PhU4afev2QQyc1sW7xzHHNdRcKjs73WVqZ4soLYr764IB41OSFl/vs2RlhRIevPCQYDQWPHQhp1X0anrAyDNAaotQQp4aRhnZfMzU55JqLB1x+zpDXvzBF0aDbazK/0mC5Y4/NSkfS7hpWewmdngV3u2dY6kvmepKFTsLzL5rjf/zLBS7eWWNxdZp2t067V6PT9+n2PTo9yWpXEqXBaPuOcxde9rKX/8m5u8/7z+12O5mamnquIQV8hwD8rz77e5w6/mjtuhe97ef37z/8y4889pgYRSmjSNMfpPSHmt5Q0xsaOgNoDwQLA8mZXsL1F8zz339igSvPC1htT7G02mS1W6PdC1jtebS7inZP0OlrOr2Ebj+lO9C0+4blvmBlYOhFCRefN2SynqCThNffNOCqPSmjWOFJwyg2fOabDfadbLJ1WnP0VIBHnQu3K668wFBr9LjvqT5zCy2uuaDOzMwqtz8c8LzdAYu9LoN+k+kNhoeflrzjliEPPm3YNBPSG3VZWZ3i8gv63PEwbJ6Y4JqLe5xZXeWevdM0/CZXnQ8XnDNEeT0OntFsnok4eirms3eFDGKFlBDFhqsvGPHaF42IY4+pOlx+rqA3aNDp1Vnthqz2fNo9Racnafeg00/p9lI6/ZROX9MewHJPcLonWemPeMEF8/y3n1jhit01llYnaPcadHohnX5Ad+DR6St6A0FvIOgPNakWXH75lWbHObt/Zdeuc/7y/PN2HQSGz3UR13MO8Pu//h4mWn7j1OnBz56Z7/3K3EKPYSTsfWQYjFIGwzLINb0hdIaChYHidEdz7flLvOW7FnnDTSkTtSYLKxOsdOq0eyHtnk+nr+j0Jd0+9AaG/jClP9D2cWToj+xF048MUaoJAoPnwm9fQSgNRktC32PDhGLHJsm52wy7tg5IRYfP36N45uAEr7gm4IXXrPD+z6VMBTO86sY+dz4WM1mbZNvWHl9/sM733pRy2yMpuzeENCe63PVIyHc/36fVmuP9n5nhxZfVefn1HR47NuSv7vYxSYNdmwN2bxXs2KzZMBURBjHapPheilK2bCTwoBYI4tijPwzo9D36Q4/eUNEbSHoD6A0NvYGm10+xK6OmM7Cr4kJPMNc2TEx0eONLFnjLzSMuO7fO4kqLdq9Otx/SHVjm7g0cuIeC/sgwGmmGo5ThKEUFTf3a17wqvvjC86/v9Xp7r73mkv/3Anz/g+8mDL1auzP8+fn5zi/NL45kbxjQH0oGI2HvwxLIR5rBUNMfarpD6I4Ey0PJfAeidMA7Xj3H99/Y59oLPNK0xXK7yUq3Rrfv0x24EzOU9IeCwRCGI8Mw1owiQ5xoksSQakg1YEAqge8Jaj60GpLJlmDrrGbH5gFTk23ueMxw230BgZzk2gsCrr64w4OHeux9eoqXX+MTNpb5wjdrvOaGkOmpRT5/5zQ3Xyv41D0RW+oNvvuFHT5/t6Ghprj5uiEPHuyyd98k1+6pcc3FQ4Jwib96QHHnIw1mGiE7Zz22zAomm5JWA2oB+L5BSXs801SQaIgTQRwLRrFhOIJBZBgONYORJYr+yJJEdwjzPclCF2Ix5KaLl/meF3Z4xytTRtEEi6tNOv0a3b4NYu1dFsdwZBgMNcMoZTjSDEY2UEU19cTMpl9ttKZ/PY6Gwz/9rZ95zjD23NqEQniDweCXkuHczwoTyWa9DmgEIIRECNuEI4RCCIGUKUqAkiCVwfMMvtLUPcFCv8GHvrKTr9zX5jXXrvC9N61y5Xk9ZqcaLLUbdAch/YFPf+QxGCmGI8UoEoxiSZxAkirSFLSxV72U4HsQ+oZmXTM9EbNjU5/E9Nh3MuZTdwc8eXCCmXqday/yeMnzOnzziTa3fmuSGy4K2TQ74Iv3G3RaZ2YiYqkzshcNsGWqx8piiBI1brxqmb+6q8bxM3Ved0OfJF3iaw9vIE5rXHfJZr7nBW12b2tz116PR4/XMYdDdsxKZpqCRk0QBgJPCQdygzZWlyepvWij2DByF/Ewgn5kV7+VkWClC9IbcvXFq7zxJW1uuSZmw0SdpdVpVrt1+sOA7iADt2IwlPSGlnj6I+NAnViiGKUMRoY4Vays9uRST/z8DdduPOfdv/qTD/3h//2vf9vznhuo/YP/VbP6exw+uYN6bfSu/sqTrxkNTt6k02EQBgGpTtBGOOyDRCIBKQRSSKTAptmVQKkUX0GgIPQ0dc8wMVQsdmb4k6+0+NqjXW64rM07X7XKJTvbbJiqESc1BqOQ7iBgMPQYxYokkcSpRGuBNsKCWxjCMKUZJoRBjFRD5tsjPnuf5OiZgEPHpzFxjQt3+FxyruJ5F3cQ/jwP75/gnNkal59nmJ1eZaldY/usAqn5wj0hIZJ6aHjtCwZ86AsppxdCNm5SLHZHPH4wZPvGaa49f4E7H23zrScmGY4CLj53lmvO7XPFuR32n1rl6JzhW483OHSsQSgkoSdphlArMbkxkGpDkkKUQpQIeiNBZyhoRxDrBKGGXLmnw4+8ssMNl2p2bvLpD2aYX25Yxh4G9AdW4gxGqlhVh1jmHqWMHHMPI80wMgwiwyACjaK92gsfeOzgj/2P3/3M6vREU/3xn33pvfcd6fG+//gPmxj6BwX4f//Ax2DyTWzove+no+4zvyriuZavDCLwgQSjhU3QYBBCIYVBShtISSVQSuEpieeleErge5rA04Q+1AJDPUiZqkk6I5/l1Rk+/o1JvvnEgKnmgLff0mbP5lWS2OOCHYaLdyuGI+uWpFpi3IWlZEoYJBw4CYfnBYNE8+e3NljtTTHsB8zWFdtmPHZt9Thvu+Dy89ukconf+2yLXnuSGy7x2LOzy6OHUzrtGjv3QLOe0IlqhIEEYwh8n9UhnJiTXHRuyKV7hjy9L2LvgTo3XD7Dv3jdIn/4hS73Pd2iN/BYarc4b3uNy3YMeOElXV77gi7twRIfvrVOPw44Pufz2OGAwLNEAKCxUivRmiSCrZsjLr24j05j9mwd8c9eNmKy4bFlOiCK65yYq9EfBAxGPv2h50CtGIyku8MwMjlbD50JMBwZ+74D9zAWDGJBbDz2n2jz1Ee+ObVn99b/+rIXnJu+7z9O/3a09CcEs+/8pwfw3/yjv+INr3mletd/+8i/aPCt33jjCx8KL9xZpzeoM4o0UhiEANyjBbeHlKCkRClhwa0EnqfwPInvpQR+ShAZwpGm5huasWaiBjN1QS+SdAYtjrVbvPuDs5DGSBIuv6jPxedEjCKB0SnG2EBNSoGUkiAM2Hsw4MCxGvXAp+lJNjQFe7ZJNs14bNso2bVVc9GuFWKW+F+faXHs6CTXX+hz/k6N9Drc9mDIdMNndgqmJ4Y06zUU1r/uDAKWepqltmG12+SWa9s8ui/i4EmP2cka1106xb/4nmX+16fhwQNNekPDas/jzNIEW2frbJwZsW1ywC/+swGNWodnjmseO6QIQ4NU9lgiAGMwGqJIcPE5CVdfmCKMRxwHYKYZRiGnF3z6I5/ByGM4Ugwjy9g2yJcMIsFwBMNIM4o0o5F9HEbaavwxcPdjQS8WdGJBNxaMhhFblx9qvfTiY7/xa6tXxoeWf+r3V05OptPbv/+fDsDf/8Evcvl5s/6HP/qJH9n79LH/+dW7lv1Hn5zg3T/V4YLtCb1BHSU1Umqk0ChpUNJHKYMnPTxlLKCVTXIEvr2PfMEokoS+ZhSk1CNjNWdirb2pWBMlMIoFw0QySkPipMaBwy2e2G9IDWhnKCth5Y6vBKEHrRAu2QStOkw1JdMtxeyUx8Zp2LV1xLaNq4zMMr/9qUkOHprimvM8dm+X7Nm5wv0HRxw/M80LL5RMT2gCb0BN+iiD9dU1oIcsd2qcWvC44fI6l57X4bGnQzZMShq1FlddmPKv3rDCb39a88TJFu2ept1RLKx4bJhqMTNZZ6qVMNFImG5EvPr6mNCP8VWCUhop7fcyRqC1JEoUy8uKJPGIEkUUK0axe4ykvcfSNofEglEkGEYwiowFtmPsUWyIYitJRrFj9diBO7KgXo0F3VhjhkOuPGeFd//kHDdffDqcO9X6nzXvw7ovrvjjUwc/F2/b8z3/+AH+/g9+iQ0zE97djx3954/tPfhbjzx52Pcmpvj8vRIpBf/1p1a4ZHuCr1KktHcltb0rB3Kl8DyF7xn8SBJ4JYAHisidnDg2RIkmijVxYoOsLNuXpMYt2QatbTCZJUuEC1w9ae220IcwlDRqkmZNMdmSTE/ApumUXVv7TLRW+PidMXc9McPq4gSXn6M4d5vH+TtHCLXKx+6YYFNDMTMp2TA14s69kpNziou2QpwKztuU8qIrRzx9YIqltmC53eJNL+3wwNNDDp2SNGuSwJ/ksj3wX354kTufHPDZ2zew2IVdm1JWOh5TLcVkK6RVD2jW69RCTS1I8T1tCUEauxoCBtDarh6pliSJIEklcSKIEkEcS6JYMEos20cJjCIboEaxJoo0o8QGqvY9wzB2AI9hEAv6saQTC9oxDEYJRH2uOGeF//ZTS7zqOsNqZ5LV9iGfoPm+xqSvwua23z918HPJ3zfI/94BvtBLxYmluX/5xN79v/bIE4f9ZuAxQtKtt/j8PTCIJN93U4e3vbLLZCtB9et4UqO8FE9pPC/F9zz8yCPwJIGvGPkW0FEg7ImJBVGsiBKI48LyS1JNkpoc3GlqMI61jbHABlBSoKTA8wSBJwgDST2UNOqCiYZhqpWycSpi00wX5Ap/8XXFh/5qlg21GlfsEpyz1eecrZpdW1b54kOa5ZU6V+2UTE1Ipicijsz7dPoeSkGaSlp1xbbNCd96TLPa0ZxZCrlsT4MXX93ma/eETDchDAOUmuTyPfDPXzWPL+f51J3TPHWyxpZOzIbJhMmmolWXNOqKeugRBh6hbz18T4KUJv+OGHtRayNIU0i0IE3sBZeklgQygogTTRxrRxaG2K2KGbhHMQzdyjjIJEki6CYQDUdM+h3e/oZFvv+mPi+5StDptRhGIYaAQXufbwy/EQSRH/j+b7vr7x8nwN/zB19Aa/Mztz/wzK8cPni06XkKkxomPIM2Hn1a3Pqg4p4naix2l3jXm/rMTiX0BgneMMRXKX7sE3g+gZcS+B5BrAkDSRQpokQQOfbJ2SgRrsoQ4tRY608bUm0K1i4xtxBYm01hV4YA6gE0appWww722Tg1ZPPsCnc/HfEHX2xy4Ngk50z67Nki2LE5YMdmwfk7egh/ha8+OM10qJidlEw1DVOtARMtTeBb21NrGEUeq92YTj+l3VMsrPp0+y1uuWaOL93T58DpFvUwxlMBQkyyZ7vkbS9b4oZLzvCBL0xy/xPTbO9KNk/ETDQEzZq9IMNQEvoS33PWoRJIUVzIxjjJYgq/P001qUv1JzkxZEC3gLaroGHkQD1KXDCZOK2dwDBK0aMhE7UO73rTIv/+LX3qQUi7V2cwqhHFPkkqEVIx7O5v9oPhf21MX6/mDn/yPZt3//3p8b83gK+2uwSB/6/f+/5P/cqZ48cm6z4IYZDCLprWjvPoyyadyOM3/9LngWdWeevLu7zy+g4zkxG9QY0gDgj8gDDwGUUeUWy7X6JAESWSOJHEsXtMHcBTx1KpINXkFqAxwmLb2CBWSCdNlC2kCnxNLdA0agnNWsJka8SmmS6dQY//8TGP2x6epdtpsmeD4JxNgu0bLbjP3Tqk1VjmQ18NOHm6yaVbBdMtxfREijYjugOBJy3YtLEsPtlIkCphpeez2oG55ToXnlPnbbes8hdfDTg27+N7MUr6GNMiThWX71zmP7+jw9ce7fGBz2zg9IkGWydhup7SDFPqYRGf+J7EUy5wdvkE+9WLC91e+KBTTeJWOAt0Sw5JClFiAR4lglHqWDuBXiItsGNNGo2YrHV59QtX+KGX93jJlRpJg+V2jVEUEsU+o9gnTjzSVKKNYnFhYbI3PHDLZS944D133/Zebnz5308y6O8F4L/y397Lb/7af5HBzMXXPPL4wcnJUKOxoIu1sX62NCgp8KWgJ2t0Io/P31PjzoeavOLaNm9+RZ+XPi9mqhUQRSHDKGDk+0SxR5z4TpIokkQ5cEuSVJAkkjTN9KZwelugx5jb+ukapcBXGt+3GrZZi2nWI1qNAUp1+cbjhk/eNcHtD25gS1Nx2VbYMiPZsiFg2ybJ9o0Re3as8OCBIZ+5cxOzgWJ2QjLRlGycHrLvhOHOh0KksRdTmgoEipuvibnzsYiF1RqdXsriisf2jS3e8KIejxxs89hTG2gECUoJwEenDUYjxfbNIT/0khW2Tp3hU3fV+daj05zs1JgJBRM1QzPQ1AIIvBRPuZyB+77lvLXJJIu2nnnG6IkDdpJCrC1hxCmMEsvY/UTQS2AQa3QSMRv2uPlFq/zQK9q87NqEhhcwiht0+iGjKCBKPOLIs4+JIkklaSpJUljpzr1q6a9u+G+L/V2/fOsX/ld6y2v/5Xc+wH/rf/4OO7ZO1x55MvqFfc88888HvR6tunAHzeBp8BLHnAJ8CaEUdKXPIFEsJwGf/GaD2x7p8fxLurzrjT2u3BMxPemRpgGDYWDZILYgT1JFnNqETaoVaSJItHUOtBFoXVTemRzcBiltT6SvNIGf0qjH1MMRnhoxTIY8flTzO5+b4uED03hpyIWzhs1Thg1Tik0zAVtmJds2xuze1mVutcOf3trExDW2bhJMtjwmm4aJRsQgTdFGEUiBkI7BtUJ5ikRrukNNp5+y2vU4vVjnkokWb79llV+fr3NovoHnxVbaGI9E1xjFkm4/4EWXdLnxkjaPHT7O73x2gqePtVhYrhNKSd0XtEJDzbPdR77KSKV6rowDeJ79dC6PlXcQpYJIW2APU+jHhlGU4JmIDZM9rrqgy79/0yrXXpTQavhEoxadfkgU+USJTxT7RIkijj23ylqAx6ldcaMo9k17+Re82tHkdH/br330zz8wfPM/+/HvXID/3u/9Lq1mo3Hk+NzP9rsrv6zTAa2GynVckhpUirUBExsIeQkE0hAqwUAJel7I0PdZjmp8+QE7APO7b2zzhu8acPm5Pc7ZMGCy6RElvuuQ9xhFjh20JE2VA7ZEayeGsjDGgTvwtWU4L8X3YnwVcXolYf8pzTf3ejxyeIJ7n5giietsnTBsahlmJgSzk4rZKZ9NM5KtGxK2bxwwPbXMx74Edz8+xVXbBdMTgommpNXQtBojumlE4Cu8xEoFY6yDwUjSH6Z0XAFUu2dY7njML09w06U9vvsFy/zh50KaSxIlYgtI7REnAaNY0h/6bJiqcf2FXd7/rh73PtXhkcM+9zzW4vhyjacX64RKUldWHgWeIfQNCkfk7rBkTJ4aK+dibZk7SmEQWakSmwSTxLSCIRduHXDpuX2+/+U9XnVDTCvwGQ5bdNsBUeIYO/aJnRUZJ55dYbOVNpOSsSSKJf3hQKRi5ZdrdZWq+vRv/Okff6D/wz/ydwfyvzOAzy+cYeOGzbV77vnWfzhw6NZfGg57NGoeo9gghUFJTZwIp3mNBXdqrP5NwU+gpgz11C2FKmQU+LSTOn9xxwRfeWjAztkBr3tRly3TCeduGXH9xX0EitkZiackaeqhtcQY6Zg7W5ez5JHGCNsUMBhppJfwrac8Dp6WfPm+BvtPtVhdrRMI37L1jGayYX3wqZbH7JTH7JRg80zC1g0Dtm1a4e4nrDTZPumxoQUTTY+JhmCymSBlxJNHFe2+YkfTDbc1MIolm2cFF+8a8Y0FQ3tg6A4siy+uhpxZmuKNL5rniSNL3L93I74yIGKMgSS1Em0YKQZDj3YvYLrV5KVX9nj5NX2WblngwCn40v01Dp4KeeDpBsL3WBh6DJcUUkiEEE6Ti3wSgQW5ITUak1oXa2ZixKSIufbSAeduHrJtJuZ7XhixZUYwM6EYDCdZXg0siFOPOLZSxMpGVQV1Ip016ezJ2BkEiaDT6xIM1X9+8ZXXyRtuuPHXX/3a7xtu3rz5Owvg9TD0Thw/9J9OHj/0/xv0ujLwPTCpteMAKSVK2iBGpQ7oroHXT21ZapBCkBjqStDUgmEqGHo+I9+nPazz2NGER4/MInTMzk1Drtk9YLKZ8pLnD9k2G5PGLt2PCygrzG0LtCIN9z5W54lDDYKa5KGDDU4t1al5HhOBZNeMYaqmmagZWnXJREMy2fKYmvCYnYSN0wmbZ4bs3NwhZYUP3TbF0tIEV+zUTLZsj2WroZloxBgTc98TAUvLPufP2ANhDIxGkk1TkhdcNuAbD6d0B5JeP6HTU6x0feaWmly2Z8A7Xt7mvqfqHF6aQAkNxK7GxHcJGkF/JOkNfFZ7IRONFtMTQ66/YMBNlw05vTRk7+EOtXrK3kMe9z0WkhqJkIK8Tju3EQ0YDVqTJoYtGxJe8vwh03XNlbs1OzYKktRD6waj2Gdxxa6etjHESUXH1llclNX5JIlwssTGSFbXZyAXGBTLK235zDMHfmF2drO3YcPsfwGS7xiADwYDoij61TvvvOtdTz+1N5DS2lTak1j21C7lDjIFlViZ4kmBp+0y6KeGOLXZxFhDLTU0UkGsrRYcBYIo9Ym0T6wNJ9sTHLtPI1XKlx+OaXgJ2mh7koztVhfZGRTS3qVEC0W755NEHqEnadUM589CMzC0goR6CM2aoFFTtOqKiYaXJ3pmpxI2TQ/ZsqFLolf4jb+s8/D+Wc7ZYJhqCgduQbOe0qxFNBtDavU6vgv0hJMFqRZEic9gMGR1qJkOba12d6BpdxUrjYBjZya5+rwRP/eWOf77X3ocX62DSNEmQWuIU48oka52RNEbevQGPu1uSL3WoO6C5ZuvjPCDiOsvSHnTi4d5Ik0I7WzSIvrOyCHV1mqcaimUDBgOPRZXPVdxacGcJIpE29gnSbPHDND2eRb0JyV3K85fu7LeBNLUnqe9ex8L0mTw1omJ1rsfuO+byXXPv+m5B/hDDz7I0089Gfb6w5ufePKZWhJrhLRZSs+TCDRCSKQ0+d2TNlJPs8BT2cDG1yYPRhOdVcQJEhflx9oGkImGKJSkTUmiPeIkZDGyGXBjiryBrUgET9gVw3fZyi1NQ33aEHqamtOmNV9QD+29ESoadY9WQzHRFEy3NNOthA1TIzbN9Ni+eYnf/4LmU7dvYvOkx4aWZrJhL4ZmHQvwesTpZc3+kyH1QNikC1mln2A48rhgW8KW2RHdXmgbOgYpnb5itefRateYaEzxlpfOs//EGf74czucZajROnGetccoyupHJP2holHzqIc+9cAWjQVBSuAnhH5KLUjxRIqSKVK4+h+pKz55tvqlqWRxWZJqidbZo3AglyRaoh2IrStSAnUqSgB358wB3D5WE0ypBiEEntKcPnn0nAtfevPveEHjJx9++MHRNddc+9wBfHl5menp6cbX7/jab9977303xtEA5SnLnCpjbxAlcCtpSKVBKU2agkrBy6wq51tnpZ7pmIWVv87sLZeZMyYDd/XzZeW1NgZwul/ZoNb3XF2LB6EvqQWCWmgTJvWaR7MumGjAZDNlqpUwPRGxcbrHto3LPHpoyJ/dsZ1mLWTLhGayIWg2FI26oFl3Pnp9xMNHBA8+XWP3tP37wlG4NtAfeVx3seHCHUPufWySfgSDYUpvoG2vY8NnYaVOLZzizS9Z4v4nF9h7eAv2ktWkOiXRxiVjbD3JYCRp1AT1UFEPNaHvO4BrfE/jK5sdVsrW+9hMp2Py0nHLEkI2KSRyN0rrbERHyYpNpXNehGu4sD/LX7t8RDk3kdmQafboyieEEPT6kffAAw/98FXXXKdvvvllP726utr/2/R3/q0Avrgwx+rq8r87cnj/j3ba89Rr7te5kyiFQGlJ6kAtpSFVhtTp8FQZPG1fW9/aftE0pQJq7bKQaamOJE9WZBZgGdzuhElR2GNKgFI2a+m5Tp3Ag8AXhL4iDAS1QFGrSZo1QathmGikTDYTploRs1N9ts6u8MihPv/+A5s5cXqK82c1Uw1o1SXNuqJZg0YtpVFL8P0Rg8gWi4WKXPNmEiVOJGnq0woShqmmN5K2fW5oNXm7q6iHIbWgxa4tMf/jX67ycx8QPLp/MxhJqlPSVJMkMVGsGUUew5FkOJLUQwgDSS0wBIEi8AyBZ0HueSYHuJImr+K0UqUEcgCXPzAZwI3Ia1qK2hZykNvzJnKrMSesnNUzr718jk1eQmFlpeHwsVOi1tj3o+eee97BOI7/698Go//bAP/WNz5Pr3Nyx/59B65bXjpJs66sxjTZMkxePSfTrBTVpsxTZdBpBmz3WmcANu4Auixbyas1jrWNqyUx2fMqtguAS3eRSfv3PWkTH5a9patMlA4M0kqUmqFZ07QaKRONmMlmxMzkgM2zqzx0oM8v/NEsB0/MsHvaMN3AaW5Fsy5p1g2NMKVVj2j3Ez59Vx2TegTKIKXIj4/WECcSJTxef1OXO5+I6AxrrgUspT9QdAeSRs+jHoSEwQR7tiT82r9Y4hf/UPLQ05us569Ta+slqRtvIRnFiuHIfqcwFIS+IPSN+742qPeUQSm3oroVNmPxMtALJs9S/JTY3FqLOeBzwBagzl+nVdLKWDtNjSMve/7tebXvHTh4lOgLX77u/PMv3PGxT3zmxJt+4Hv/4QDe7S7QbG7Y/tTjd743Gpx5gzRtmnWfVBt3tWfM66SEtLpZS+EkRwbq7EvaL2xKNSO68ijyA6BLBz0PjnJwl7qBXGyZAVzJoj7D92wq2/elBUAgqIV2xFo91LTqKU0H7unWgI3TbQvuP5jh8cMb2T0r2dBMmazbwqlmXdEosXejHmFExJnlCaSw25zIShbRMpo2PlumDZ5O6CXCdsSMbDN0ty+ph4pa4BP4NTxvkst3JfzaP5/jF/4AHnx6I6lRxKkmKdWNRJFmFCpqgSSI7PcLfOku6qwQywLcHhfjjlUZ5OXPOgZ0XGViZroYkZ/rgtnJMVBZjUt1QRmZ6ZzU7M+yYrjVuRWi1HvDBRddmr7x+1//b87MLZ7csvlvPj3rfwvgnZVTjAbti+LBwhtJ5plseiSptletMZUrOvvCSkOqymWbTm6kY6DWxVVtSkA3ZeamXDRlKmdE5LpbOONEFNWCSuJ5GcAFgW9LY2uhoR5q6mFKo5bSrCdMNEZMNi24H9w/5Od/f5q9Rzayc1qxsamZrAuaDUmjpmjUJc2a/R2NWkLoRdy7D04vBTQDg5RWogghiuVeS/pDj60zgsvP73HPEy36o6wdTLugU1ELFIEfOA09xWW7Un79x+f4ufcbHnx6E4lxTJ4a4tTWv0exIQokQSBdbYrMVyzPczJNkoM8A3hWmJUfTVGSfpksxLot2TlJjXBAr5Ja/jotwJtL0BzU2fku3rO1OoYklRw6Os/xk/NvfPLpg7/d6fRO/oMw+OljdxOGcvvS/N5fmz9xD7UwRXmSOM60l7uCFQWQs6vYVJcyrUErUQW3qV7JJgM49ujmjFJwjGOdEns7n1dJYQGuyMthbdMEBL6xdd+BLbCqhyn1mq1FadVHtJoDZic7PLR/yL//3VmeOraJbVMemxqayTo067aKr2BvTaOWUg9jAn/E4wc9FhbqnLeZohbEXZPaSbfByOP8nYLL9/S5/VFNP5IMIpuEGgw1vYGtDgx8D98L8FQDKTWX7VzhN39qjn/7O4YHn9lErD02pNoCPIYotLXbYagtwN1qZQuwhLu7OhVZSDmRgd2Be/yWkUoG9Ew2jqf8M8lRjZ3GQV0GdlH4lZkKsWta+eKt94IMf+2qyy9445e/du/J737ZDX9/AF88eRcf+Z0befVb/nRbe/nItegl6mGIjFOksIGGSopCJ3sFW+bOdLVWVJax3A3RIpc3Zca26faCuTElK9CdifKyKoWwJyxnb+uceAo8D3xlCDyD7xtqgSb0LbhrYUIjL7TqMzPZ5aH9I/7d783y1HFrB25s2ARQs+ZKVGvKui6hdg0HCbUgRqoRvchHKg9fGZTCsXgBkDTNmg58mkEMJHSj0M2EsaMY+kNJGCgXKPr4nkapBlIaLtxu+L//5Rz/9n2aB57ZTJz6rsHYEKWGkW+oJSUN7mt8ZS/yrPVPSYlUxXHKQF4+nnlafyyYL+RKSTrqrNa+ALA2hQQxpipHtCkYPnPHUlfiHKeQasnJM6vccdfea88sdLf94r/9Zye/cOsDvPaW6/5+AD677YXix//TmSuXT37lY6tnDga1IECI1LGmHe2rZGYfueBDCdKyJjfk4xlMHqhUWSBzR8oBTrlgKn9S0ozZPXdNsrtbhj1l8H0HcF8T+JowSKkHKbUgoV6LadRGTLYGTLY63P90wk//9iaePr6RTS2fjXXNZM3QcszdqCkaNUW9Zuw91NTDhHot4sgZzZ/e2iKsgV9yKrKPbUxhsXX7AW97ZZs/u6PP/GKNQdYGNtIMgpRwKIvyV88v2XuGi3bAb/0fC/zM/0z51pObGCQ1NqaCKNU0fBjFhlpgCL2shNauYJ6nHcCFbeZ2K11GDlZOZSAXIAyYgtIzginLRp0H/qa0Aq9dmYv3MmLLnDMHcE1erhunoPF46MkTwaWXX/qxfUcXvu+CczY8VobB3ynAn9j3hFJ0/2Qyun934CUkvuemmFh7x7K4tIGFNHnQUQ5AtMGx+JhDkoFaC+tp60Jr58xd+izZ4S4HRtJ1sUhRBrerd/G0bXnztAO4TXzUgoRaGFGvRUy1+gzjHl+6H97951t4+vgGNrQ8C+56Ae56TVGrKZcYsoFpLUgIg4QwiNAk9Ed1JgOBJ20NvMhD4Oxitp5ynHi0mgpPjBgmmkEs8kbecKQZBpqBrwh8SeApPOWhVOAuGsOerYJf/4lVfvMjKXc+uYGT3RbDVDHpG1qBJkoNoWcIE0PgZRapKelwUTC4c3qyx7L0G78V56TkaOXxUgH6cu15cc5NSbOXnqe2pTDJQW7NiWEMX7rr8d3f/6odf7K0ePr5/A3S+N82wFcWDxLH0au+9Fef3vK8c09ghG0U9pTI4zwhnfUnx/3Skr3kTq5lbVEEkyWnpByxr2HuEsDzk+BAbctgMwY3rp/T1bs4HzjwLLhDB8haENGojdgw1WOhPeDX/6zBn3x1E5GZZFNLsbGumaobJvIUvu3VbIR2xkk9tOMqaqG9UHxvxG0P+aTat2wpnUUoi+9RtI5J4lQhhc8tz+vyu5/bQDf2mXQsXovsNKqMwX2lHIOTTyAwWnDJOZIP/FybD9824L99cDOnl6fpTXhMp4qJRFP3DWFsnB9uYxBb8CZKboqTdmWAC8fmZUYpgzwnH1OQUUWqlOrOcyuwzOTkSbtMuiSZlahtHXqi7Wc7ePgEn/7cJ7e89lXvfNUTTx38wmWX7Pm7BXi/fQCM/umrzh1tS5KGW8ZsTXXGpFKKMeaWJRvJddXocuQtSlKk3FImzsrcZdbOyl9z9hZFtjSvWvS0rfv2dD5mIvQTghzcA+q1Prc9pPnYNyb4yG2b0GKCTS3BhpqTJTVo1IQDtaQWKmqOvWuBzleC0I/xgiG3PjCFTn1CRQ6aXNcWNU02hZ0qlPR45bV93v+piH4SWBaPTd7RPhhpq509OxtGKXIGt8dHMD0p+ZFXdqh7p/nEN/rc9vAG5pI6/UAxmWgavmNyBYFnXFxichbPLhwlRSn542IHpwUr2c4S62QsnoF+3PUqWLxI0mX63JRAnjr5mhqRA924RpEJJF/5pti285zjPy2V/MLfKYN3lp5GSO/Hjj/z0ecn0RJKShAGKR24cSWxWpBKWWJvM5bqLaXWdTmBICruiDFiXWBXAJ4BG+Oif5eZUybP0lXArWxNRuCnBEFE6Ee06gOC2oAPf8Xj3X+ykSMrM/h+jc11mA01EzVts5OhHZNWr1lw1x171wLjAlS7ItTDiOWOpp8EKE8RSJ27FBUNTraK2f7RURwQegOmJvu0R02GsbRTowJDENnadWttqiI4FHYzLVz9iNaCqZbkLS/rcvN1i/zaH4/44F9tZDluMQh9mrGg5dsmiFCJHOS+dImf0sqXB+qidKxLLD5O5mUiqp7HKoMX7F6Vp4VcEbkOzwHvtL9UgjOLK3z1zkef/7P/8gd+7KHHDvzh8648/28P8H53no//zhXc+Or33NjvLW7MKgOFtIGHFClaSqQ2aC1QxuQAL1wRqzeNa0Ao0r9FzUNVkpRKXSvANvkBFqLoGs+YOyvkksoCO+/KVxrfSwiCmMCLqddGhMGAp46mfOLOOn/6pQ2cXJmmWfeZqRmmA0OrpmmE0HQFWLVQ2lR+KKkF1juvhTZQDX3L3q3mkK/cqThwqEE9S6hk7kQJIZkkS12hUhR7XLoHbr66y8fvmKVb92gldnjmKDIMPY3n68Lmk7J04ZhKYiZJJVsne/znH+2xZ1vMx++cZO+RKYZenV7q0fQETWUIvWwOjCtCU/Z4eqKIY7ILU4qqDbuGycsAd18waxHMAV4GfwZiU6ziZe88NeXV3f5OCUgDp07Pb/zybffc+O/+1b/7wxOnFtix7dmH7f+1AI9Hy3z/T9734yf2f+6dabRAGIIntQWboBQ5Z8U5ulS3IHPdbYwu0r26BGojctYug9qYKk/k4C6ztzAVcNtZKsbFBqlj7wTPSwn8iHoYEQQjevGI3/nLGh/4wgbmlqaIVZ3JpmI2NEwENjgrg9sytnLFWMKxtwV3zVXt1cKYNI154khAPw6ZCdzyLzNQiMp3KweaSaKYUB6XnRvxMW9EN/IYBIJ67LRzrPEj7QqlJEoKhLJTuIQ7hVbb22OepJKJhs/P/GCPt75qjj/4Qof3f2oDy/0WAy+k6ysanqCuIFTaAt31yGafOQd5DnBTtQ/HaLwSK5UZfA2TF6t1ejawm2ohHdhz7UnJidMrnJ5ffeczB+6+b25h5QN/KwbvLD9Ja/rCxpEn/+CKePBkUK/F+B7IDOD5ydKF1CgV5ZiyPDHCFe+UGVuUrvSiGKlCD6VlsQC3cR36Jd2tsmFBFtx2OGeC7yXUahGhN6I9SLjvMcHvf36Krz40zVJ/glotZGMAk4GmFRiagaEeWlmSM3eobL1KKAkDK01qfgHywE9o1CLmVhI+/40ZRngEXgncWWNRpsEzcBvrOsWpwhif17+kw/u/2GdhtcEgEYxia/UFMfhRmidoPKWs8+Em8GbHqLhwbHdTo67YMjPgZ9445Oo9J3n/5yd5ZP8ES70mQxXiB4qaJ6lLCJSxVZaupDjLcFZBXgJ6sSAxfspyeWlElbkp7GFtzg5qXWL9nOAQJAZGGr710KEgrN1xxf/5H97auO/hA/3nX3N2qfLsDJ4co7+8+N31oP1vUu8kMlAOWEUNSBYUagTGBZWmBHBTAXVZbxcgX8PYJWDbL2dXizXAFhrhmFuWwG3vCWEYEfgRq72E2x6SfOrrTb543xQL7RaqXmOiqZjyYSKwQVgjMNQD8rrwDNxWmigrTQJD6IAdBpkbExP6Ix49KFkchISeJJA2waNKS70oHbPcRUiF64DxmKkLrj2/x2fvmaaf+AwTQS02BJH17z3PBptqJFyHlB0zXWbRHOBakBpBnHg0aj7f9+IBNz9vmS/f1+WTX29y12OTzHcbRF5AP1D4UhJIQSghkE6bi8JyzVhcimpiLWOfNeW2GdBLLK5LF2FaCj7TMZCniOLnJdKzk4Z99h5d5eLLon/zqa8+dHu7O/zk/xaD62QRoWY3xisf/t6auRPRHLidggsMZqBdD+BlRjc4Zqf4WZb2NSVdOk4JeWVbFkxmAM+SJ9LY4n2pUdIW8ge+lQuhH7PQTvjKAx5fuLPFp+6eZLnTRAQ1wpZPyxNM+RbYdd9Qz8AdCGqhsPXhgaTm24E6tYCcvS3AtXVjvITAj6kFI754T8iplTqzLWGX/NyFWCcwyyVKocM3THm89gU9Pv3N2AI8Fox8CBM7TcqPtLX2SmUIllVLIKc49qlrws5+f7M24q0vH/CaFyzz2bt7fP7OBnc+0mK+3SBRAYPAs2PypMCXEk9YRvclKGFQQrjzUGjzsVKg0rkswFkBeQZwSnapA3mCBXhSBrcpyjSyNV4nhs99/REuPX/T9/67H3vdN16ztLKweXb6bwZwoU4B0W6/MXqnN3GQ0J8kijyMkSWQuueUWbsM8vK/dYDHMn7ullBc7ZW/X2KGsiwRrhNFZqwtNdIBO6zFJHHCiQXDE0c9/vRLU9z9RIvT803SsIbXshs4TXjQ9FIavp2rXXMdPZahM3DbijwLbpEDPAwMoa8tc/spgW9rVx4/bHjqSA0hfQJFKeMoXJBZwHwNCF3CJ0k9Lj13yOXndXn6ZJ2+L2kkqQW3gsgzLnh2U6ukRJIlZaT97WVLzlm1tizAI0l8BpFPPRzx9ltGvPJ5q9z9RJcPfqnJk0frHJmvk/RCkrrHyPMQQqLcXHZPSltTL2xnfi5dWFepUD6lufdPlbET915iygxvXKbUFIUulB81xAmnnznFoDN65zNHF993Zn554W/E4L/5h5/n45/6AKnZqAaDo7RXWrz0qoTLd4/ASDDSBTMKbaRlaQd0bVSuwzP7ypSYm3GQr3t4CltKCuPmhdv2KttqZYHteSlKJQiVMLcMt93p8dSROrfd3eB0p8bR+QZ4Iarl0/AULWVoeoa650DtGWo+hIFwM8YLcIeBrQMJfUnoQ1Bh75TQ1852TKjXRxw8A0dO1VHSs/JElpd2xrRy1SpL81Ywj/O2GS7a2uPxQzP0G5bFQw/8xODHLjurdJ6BtPUjmUsj82NqtWxh2abatZqlijjxCaOADRMR3//iETdc0uZMr82t3wp5+kjIVx5sMrcUYqRPLD1QikhKcDttZKl8iSiKs8pAz1O2hY4uy42C0XVRV5T102Zgzvtr06zgBWFSMAlX7Blx06Ud6t6tPPrQ0+rE3DLxykfwp3/o2wO4Btr84OaH9z7zgT/76F4Rp9s475yI7ZtG/Ojr+ly8M6FRT9i5bYSnJcLIXJ5orRw7Vdm7AvIc4GcBdx7MFKytpEG4hlmjUrTRLCzAvhOKj97e4KH9IUeP1emOQvppCF6AbPrUlKDhQUNpasqBulxN6Av72oE7dGWmoQN5ztxZ/YqfOua24A6DGElMuy+JTGBT4VLb4Zei6oGXGdZkZQlZG1gqiVMPYRStZgSMGMQ+Q09QT4wrg3XJGaWtk5LX3shSKYAsAFX+G/lEKYWfuDHKsU/gB2yYjNi6IebynSO6UZ8jx9s8sj/gL77W4OnjIUsLAYnxSJRCC5U3cNv0rL16iwZvMXY2y/8pZYPKQM6fpxVwK61RRrNze0yznnDJORE/8to+2zamnLdTo9NHRGP6gg8E9Vtu0eny3LfN4D/7o68Vn/naI3sWO+b8pdEExhc8ciTi0UMxdz4ygRIJu3dEfN+Lh1x3ccT1V0SkOqUVwFS9rM2lzVrmYBZ5lvKsC5vQrt0s6/rWjBLDSs+AD8dOSu64P6AzVHzp7jr7j9bopQGJ8UH54AWoUBEoSV0ZGhmolXUKwgzcrl0t8CH0bNNDGNjyVMvegjCAMChkTAbyrJYlc09OLqZ88rYJ5tt1piczzVpl7xKpVVk872+UjEY+G2YUP/CyIbc/3OdEu0E/kDQSQRBDpAxeAl6Mk2YUWpzSKAhkUdqaJ0+ycmY7oTdJFb5XAN33Enw/puXFXHNBwtXnj3jzKwc8c1Ty5btDOiPF7ffXOHEiAE+y1PcYxsoBWmKyJeps9kphrRRXOSWmxiCMZqqR0vQ1qdFcd+WI518c8b0vHrJ7W4oSgmYoSRKPOPVJEkM0TM7X/tSe+vSr5uGH1mRP1gX48kq3vnW68cEnnzzYqE80GGrQqY/RMZ00BpPwyIGQR59qsnVjwo6tETo1XH9JxPe+ZIgxtuRxpmW48LyYWui+Q36GJevfbOAYjQSP7VP0RxLPkzx+2OdjX61hhGSp63PseEhiFNr3McoD33e7QUhCKahJB2qpXULD1mAELk3t572Y5LPGC3BnsiRriLCyxLK3JvQceztAhP6IOx9T3P54ExEoQpWNLi65J2PElrtIpdqcrDN9NPJ5yeVDXnRVl7+4fYp+EjJMIPQgStwsmazWxjlIVjLIMZ2fMbmoBrRutUh8N+4hVfipR5IkRImPp5LchVIq4ardCVdfOCJFc/w1PZY7AiMEf3lbjb2HfDxPMBgp9u7ziEbK1dysA/QKi9s6/zC0+JhupbYCURve8NIR110SoRPYviVl60aDiRRp6qO1R39ghwwlbjTcqHuksWVi+oNJ3Lsa6H9bAN/71CGOHJ8Php02s6GknQj6IiDRHmgfTIJRCcZPOdlJOblcA2N44BnN+z9vlxyTGLZvSHnF9SOmmhqdG6JnwbZDgZSw2pN87ls1lnsKIe2kKlIPhLKdwzUF0r5Wwkb9oYKaNIRSEzhf1y8B21cO2K7Z2PcFoSfso+t6CVzVnm1js9IkCIxl/MCxtvO9fSdPoiTmiaMBnV6NsCUJpSuwyu3Mch1hca7zwCur2dGSRCui2GfDtOTycweE/sDWpiSCMLGBphebUjeOtvXb+UWUhXyZFSuLKr68PijNa9ETT5L6kiRNSZRCJVkOIclzCZ5Mkco6VLs2J5y3LUVIzXUX9jDGFrSt9gSfuytgdSDc/ENx9sjTXeFaw1RTc8t1Eds2aNJEuLoTgZFu9Y99op5Caxvrpaki1Z7bpcIninz6oz7d1WNBHMfr/qk1AJ+bX6LT6f/oH/3ZF2c8aagpjTY2Qh+kklj4GK3A+EBqJ/l4xTJjssg3MJxcMXzwi63ScpRfyhmqqwDPZIyUEArwJSbTfPmjjew9l3ULhbHSwyUpAre7gZ+loZXJu3iyemjb5SJK26FYcGfSJPAzjW5np9hZhtqNX0jdrHI7rPPoouar9zdABQTK2YNjAeZa47ic3RNuLqB0Q3U8ktTnldeP+PMv9XlyvknX96kntlDKd0VS2d8QuWWqCwYfKwuwblbmXgg7E1zr3MHxEkWSbTigUpSn7CYE0oLcbomSEkUaITVK2IFLVkZqGoHm7a/SCGVczsJUz3O5Y98UIanRkMSKaOjnMVqcuXBuYzBtpAuW7WZhOlV2TFySMbnkzLH7Z86/8od/dNBbfl+9OfPsAL/19vuI4uTtR4+fmRDY9G0gbQmrxDAUglgqUqOsL26qOqrQVxoUEIx92bXUXQK4LBCRURPSFf/YpLQn7VyTQBj8PPNmWc3Par9dmWr23PfIu1kyFvc9ge9nPYvK7R7hZElgwR34hsB1/QR+6jzv1Na1+DFSxjx5RHLwdB2hvDxBkteJlMtO3Vct12NkJcI6LepSktSy+LlbRlyyu8/TcyMGic/AE9RSO8fRS0xe7y6dFq82DEt3KkRptZB5yWrqlZpSUoHnaZJUOoBLvNQCXKrUPep8W5lsH6Xc0ZIW1IOhLqxcB3JBVidjquc6eydz1Cg7bFkyMAO4y69oSWoswLMJW3Z3POh3T0/MnXrk7VL673tWBl9c7qC1CX7zdz4q2/0Yg0BimcJ3e34oYUiMmzLlPkxqZKVkck1/07oAH+uJcsyTeatSuLnWFFk1X4InbEFQVsjklQCuVAHy4i7yzas895h11Qe+dCAvwF3ci86foNQkYYMxC/DYxHzr4TpLK3W8CUWQpbnHU9zrfPsKyE3JTdGS4chnZlrywqsH3Hr/iG5SZ5AqGkmxMnmpcRNry4kvXQk07ZEXBQflVZ06DzwTLfBTmVdeWoC7uhepSNygICmyxyIHUTYCZCVXkQG8yEKXvnlx7nPFWrhrRY2SrCQGMxlXTNmy4BbCoOSAZHBc7rn8LUE8akd+OLk+wAeDEcBvRKm4fhhpjEsiKGEwUiCMNflTY1k9S6emLpNZyGyR+56VK7Z0Dec+t3uegVll6WEHZCmMSzC4wCrr1hEFwJXMRiHYk29rwUUF4LbhWLjO8nGAi3WA7eSJp/F9uy+8lScJgRcTeBFnljUP7q9jVOCyf6Xir1JgWfbAKR2jchFSmrexWYYyqce1F8bMzvbpLDboJ3UaSuA7La6y8mBh583IbERe3mNlQZ4zZdl7d/649rRrK7SPqbL3REkrUZSxEkUal1TLwG0K9s4K3lzZhCjZvPa7FyRXjjvHq0WzScDlatKczXXB5nnySlvGFxI8EgI/uV6n0W8A/+asDL73qcMAW/btOyIxJk8BS8eYwlhWzVqRbHbKNitUDPzyfUxyl+uO8gIqihFr0r2XgTrv0imDvdxzKSywc6C7bnHfFfJ7OXvbgNK2bMn8bvU4hX3oa8JsEpRjbz8DuZ/i+wmeFyNlxB0P+dz1aAtR8wgcwHP/O7+X2r/WMHipMK0yLUrRHwS88Ioh3/W8Pn92a0SUhvRTSc01FnvSDjHNdsuQEkSiGU8qZXJFI9wqWy5Plbar3RNWkytB6glUakiVtD50KnNwqwzc+YWs85IJWRrmKcbkSXGhry9VC4yU6pNyEqhWnurSaOxsLdBGs7x4VE5sOLxl/HfnANdJG6Fal370Y584N4r6OCWVgy//gGNFM4YquMcXo3LjQtkPLoM7r+/Oy2BLaWCRpb1LS7+TKrazpQB7MQ4hm/1RmgPiusmL+SAFuPOg0is67vN5fiXm9r0EX1kGH6QJv/e5WSIR4klFkNWil3IgxXcs23dVHZ6duDRnJumSMh7S+Pzk93T59NeGrKQ1+mmNegp+KvBSUIn9m3EmVZxcyIq6CsIsMbnniMlz08M8O8rB97KhTLaNLU2Ny5YalJLOGdJIVQK3lKW/WyTlyiXN6wH9bLdyfqQAuqs4pQB5XuZhik6yXm/I3qeO7bz2xu+/cG6xt2/zhmYV4EIpQJwbR49tOrHSpZ8EhF6VUcvVcIyPcqguRGXSrgA+Dyuygp0y0POKNapAF9l8wdKswcpdVNg7b8PKZoA4eeJ50oE86zIvyRIHbL80xy/wLYv7frYbhGVvP4x48pDk1FINlO8CcZykqjJ3Hl6I9Y+HyTqdnAbXqd2KxY4k9tk6E3PRzj73HWgQewH9RFBTwgab0oJcur5PmYxlgMsFp8YxeV7wZEo9su7vK22Z24NUajfH3VqBafY30mzkmyyGqorqjMOCxSnJlb8e4OPEWJEsGair/wopDGEtpT86yZNHzrzoyuv5MW28X1jD4L//sfuo1er6k3d29Km2oCkhNNWukTIzFFdc+c/BWh5fC/ayNs1WiOJglEszC3CXh2gWGTwKyaJEzuJKFYNt8u2/HcAtg/Ms4C4alMfZ21M2uIySmD/9YpPTC3VEmMmT8kDLUhaT6qp1tiaAzFHJGFxrRZR4bNsoeMdrOzz+ey16SchQhQxSW5viZd89ocSkwgV2GutK6fys2DipAEvRBOzaC7WVLJ52EkXajKnS7ntJaWVKqckkP1f5eAxTZfCSFh8//88KcjP+XJRWJZP3BAtnZ27d0KO54Rh1sZ/Ai/L/Nwf4Hffuw1PyZQ/vq12gkwi/ni2364/0+vYnU4wBvGJnlcFdLcMsg6QCcLctXtFDWMweVKo0xUoVd5WNbFPSzkbJAO4ZN0qixNx+2TEpQO67/XzqYcS+E/C1uxvEIkBJRSgLsFXALassbkqNmeVy4/J44rzLJ7Upaa19Xn7jiHM+1eepY3VGnm8TP9LFGQljF5UpHWcHcjeDw5iSfZiVpBo3fcw1h3tuGpmXuvmFyrYjZgG+zBqUhSkFmZScnEKWlJmcyuf6NkFeacwt/odyR1cq7Ji3hldj1+Rx4uWPldLmDuD3P7yP66+5kLf9H78VTqoYWTPUPFHqKRz3Wf8miC5ddW6ITM5q4zKlwuBl9hZrmbwEbKmK3Yoz/Z3NIlQZc7upst4YuIP8bp2Tgr21S+gU4Pa9GOVFPHrIY64dgvLtBk+ug18K1jQ4lH3wcbesPCVXZy5KXuKa7aDgsXlixDV7Bjx1dIROA/oqtJ54llQq2YU5s+WE5ECeyRVTlDRnk8U899xz+lxpSKUFu0zHBnXq0io1DvQKuMk98nLZc9loKA7Is7DlmP1WkKFxqstuq5WmMExq1CLCr//BL9JeeobJ2YsswHv9Afc/8sxbP/n5u3768cf7tMKCFYoTZqh8pr8G6OUfFwe7+PLFhy1JFVkGuRgDeXnE2JhMydhbFrpbOeb2lczHtnlqjLn90qNv8JTb690rHovUtW1a7g1T/vRLUyyNQkSo8ITAk9oGvbJ6cY6PPyufM6eUbZCeFdM5lyDzw7UrbZ1seLzj1X0+e/eQXlIjVj4DaVm8qEspB5ql4M4FnrZIRGOQmOyxPM1AZbLFzkvRyoFdOgmjDKmwxzqb9S7zv1lMNhCVoFOs81nGpIqhYPdvA1Dl1SBLcqWp3VFkGKV4zU0//X2//Mz9STz4cM7gh46cpFEPm3NzC77QMbVakF8p67H3+AlbF9ii+t54s2pFf7svnxXvj0sTIUG5uXlViVIeP1aWKZnulpWkj++7EW4ZwPPnmRWYSRLtwJ7iucSO7yX4YcSHvhBy/xMNkAFCedSUqQSXQo6vSPbLiTGEV1yUvH57bCeFNEvf+zz/0gFvfVmXD3y+jvYCBjKglie6SgF4GViZewFOplhwl4O2chuhNo7NJXjGzXh3eQWly+AWpabkjMELS7eiw0s4KqoIxvs6DevApgKgAlfGVU6C0KJ0MSl0OiLoLPqN9olmmozIAa5UtqeOs828UgS8DjjHnz8bwMtXa1WDicrvL5eWFixYms9RYe+MuWWVwV3HeTnQHB+8WdHcZUmiSp635/xuZW1BT9nG5cVlzVfvbrHYq0Ho4wlBIEwh5TI/Woo1LL7erTxYvgj2ypahItWKKPaYbkpefmOfz9w15EwnJFIe/VTkTcL5ccl1rygZvcZdV5kmt95xVqOSfQ7POSpKWclk2dtNCi4F+PmGYpVJWEXSqbjATOn8jkkVqniglPFc75CtxZ4pkYj9O1p7aJPtBGr/B+/g4RPs2L5p10c+9pXXz83N06gpPJUxavYBRP4Lzwpqsf7rfJ5GBdzraNT8vdIIMVGM9M26V/IDm41GHpMnhUyhyt6ewauwdvlu2dvOUSmPnHAMrhICL+LwnODpwzUwQV574mXB13hwXDrM4/Xg67oounyXebYuK8DSeFy6O2L3liFnluuY1LJ4kBblAVlms0iXZ8/LrkAmUzJWFyWgW/bWJaB7btMCy96ZLDSkYxdVRjpCO/kgjL3QKcuV8VHXpoQRsy6Wipcm/2F24RZGRfbdfFZXF5mY7b9+98Wv/HJ75eRRTwjo90cXgX790uIi9VpYZdz8ihGVP1hJUI5/oPErUYydaFEw+PhyPj5spjiIBXPn0kTirKuxAHMM3HaE21pwe/m+NYUk8bNHL6uLTvH9CEi48+EmT5+pQ2hrzwNZzD4Zb08TpS98NhI3pSe5RKlIFZXLlGjoc8HmiJue1+eepxuQBiTKY6AlYbrWxSnrYFvNlwHDghyzXpZQoKWTLMpdgA7U2q1QukQuRZZZlGSKY3MpECk5s+cXXAUH5fS9qLL0+JESYgyBZdJ0q4OQDJeX2brLvD5Nhr8FHPWyf6mUq4v21gfts97GTmKFwUsffF3mzvSUrII6A7xyS34RZIoKe2eBZ+aD5+DOZxNmbV7rsLZj7EyeeJk8yUZPeDGeignDiIeOSP78r1qMogAaZXmyHrDcBXwWRoJqPVoRZFIqvCrtaOaakifrHm+9ZcDt9/R58GCAUT5DETAQLthMx9gyX77zaI5CrpSTc7oY96FkvqpkF66W5OytS1JM5ucHpC45X6XziXCyiUK2FFjIgFrIl/VlyrNol9LbAuNaJm2FkzECL45jolEEOnVFR8+O7LIB/+1IlrXauwTqMnOvy+IiP5AiB7gb2i4KOSKzQEsVQVE2eD5j7hzgKutMd4zuZhfmkkSlKC91nS0JQRARJSlfvqvB3qN18H2EUEVprDAuwHMB+fh3WwfkFXDnpQ/lar9yw3BW6K8YjXwu2xXzqhf2efJYg0ESoaXHQCuCtChlUCXWFJU/neWSzdruMcfYymiMdGCXEqMK6zBzVqQRSG3/VppbhiIPMKUQCF1dRcbJrYqN0uqyzoon1jl2Z0Oe1ooo1iRxRJLEeB/7+GfxfY8zcwu06j5KlWpMshNRPj7P9uvXBAJiLbjHGa4UUNoScDEWZIpCmogye1NibyqPObiz8cklkHulOeGelzorUFceCwa3mcsDp+DzdzaIY8ve0tXIe6JaGpttqFz+XplFlAOtdEwLLT7uZpw92GzVFN/z4iGfvGPA0ycti4+kZJA6FtcGpW0fSi4NUrfEp5l/4phcVT+Hp5w3r+znkc46tF02VuloWdT/SOnALqz2lqXzVwY7ZGxu8p9XAI6hPPvwWQm0UhZSvM5rVFKf/c/s5czp06Rpgtdu22mxSdynXrPUXoy/XVtr8mwgH2futVfps4FcFBJFZpF5WXsXOxAoVViFZdbOmgA8idsPMuvuKYDuedmEqMI98fNuliQHtufF+ComMQmf/nqdbz1eh7oHwsOXAl+UOnfGM5hrtPhZDpirCanM1dZnCThTiVaK0cDnxsv7vP7mPoc/UmekfXSqGAgfP7V2qsqYM82OceGslJm8fLVlmlupwhdXRudg10YgtQW6lAWrV0wAY59rYRBuY1cJRVvd+PkfY+z13Lr1j1uJHDJwm2xSmCRdGtDpLWCMxpto+CglEcYjieTY2GNTeLbut54N39WAsrgaq0AXZwH42M4CYoyxyx54CVSVgitlGx2K52N3z8oRb527UkVSJ5MmnkrwvZiDZwR/8uUWeAEIHyFlMdqs1HuZn2jO1uRQFQoZqEFAZY52OX1fSvo4Fk+1h4493vmqPp+5vckzZ3yQHnGqGEhpqwyzVQVTBVa52aAsV3KgmKJO3b2WRmCcHSulxYU0wkoWSQ5q6cpfMks3r1EBB/biPFe0uDv/Va/7rwnMy8SbOVFuxYtiTZy1vmnwGjWJUpIkVvi+QmZbv5lsz8sM2OJZ9c+6AcJ4IFn+MmVpUnZVcg1eZW1ZXhpVEdipbAagCypV1q6WbXqaP88CSlOwdp61zCSJZe8sc2m8hE/dUWf/0Tp4FkiedMGlKH0eUYBalk8kxX3tWXJP3cnKg7zSCVvb7WOHA8WJzwXnDPnel/Z470dqxCrGCJ9hKvFFlmLPjndRIlFlb/vcGAFqrJ7fFFJFGjBGWymSaW9pG2CkLucpSok5XToOsjg2BXMbF3yuL0nOFphnxys/bpUyB7sFyiiGWBtibSdkeUmSojxPZNvuCWHnxolsyRTFL9Vm7K+UAV76pOvKkxLAKwxelicZoCssThXgqszgpsLgKhvmXtbfypT8bZ3LE08VfreSKcXQTsvifhjx1DHBH3+pRexmrghpg8vc/86tMfd9ZHHxVg7Aei4KRYCZla+up8krrVqpIlXWF68Hih95TZ8v3tXg8WM+yMg2SqTSyqeMxTOwpU6qlEFusNtRr2Hy7DPY42sUSGOQWqJkscWMFLYJxjJ4EXgWjlgZ7Guds1SUL8ISc5/FNKlq7gLc2QjmbEdl6QmUJ0U0ivF+6K3v3PPEE0/8P3fc8TWkFLmfro0Ft8iWUpOXzVPecav6KcSaD5ptf1H43RkIxBoGL4ITsQbYVWliqjJlHNyV/XkKQFu3xKwjU9yIhEyaqBhhEj75tSZHTtRsjl96SGHB45W6jDK9O16DUrEJ11nuyoS6btLHUNHhab4djG2GiCOP83YM+f7v6vHkh2roVIHwiEXAQNuGCClwTF5OsFSZ3PYNmFzLZggqM6Q0xgWadky2dO9JIRAG1+VVFMUJU63J0eOuUjk+oThWa+xmUXzOCnu7/6zZGsXpfpNGXH/ti/6fSy657Hu9Rx55tHHq1KkLh8MhQRAgjE3o5t0S+cE3FF3Q656zCpMXX2CtPBkHdfZeAfDScleO2NeAO5MnRUCZA9wztggqB7X7N2X29tJcovhu0I1SMX4Qc3RO8PGvNRlq38oToexYirxVrtphlMmUij0qipOWPa9IgQo7iTz5km8SoLOm7qJfUyuVS5W6r/jBl/X50JebHD7jgYwxQjHQHqp03G1c4IJORK5/K0yer/sCowyqzOIIp8exO3hkOlyCMAYjLOh1luAxosLaaxl8/ef5xb8usoqw2IyRQhnkxghGoyGnT524UGAanhD2xNvtnq2WsUtLsQOavYqLX74uwEvBZVl7Vy1CMfZYrRoUJaCslSdV1pZlcFcAnu05Y0rgdgyuNJ7MKgS1vQBU4mZ/FAyuVcLvfm6Cfcdsx45lb0UgyBm8PJptvLmhqr/XF5P5qJh1TlYuT/KS1tLohFSRKukG4PhceM6Qn/yeLv/pAyFpGoGwF0AfgcoDTmsRVmtP12py+5GyQNOCPJMESlLFgpOwUtoFXTtG1+49nR8XUWXwUryyHgGMq7s1n3iNRCnt95Nt7pUYokgTRSleqyHoNyTNmv2gIhVWGzn9VOx8Vloe/hqAr7v0VMx+kc/NrpbIsq40Ke99KVU2d9tU5EkZ4KqUzCn26tEWxNmjSnNgK5WgZIKSKWEj5uEDHl+7t8EwdZvZS8/666XVo0hTm8pFO37yKpmNseNV9qApATsf8ZBpcKMti+fvWRAniWXxl71gwJW3Dnh4vw+tGLRHgs9Q2Na2ShltaWUprx/5zHaFc3VEDnblfi6lccGmY3Ph2Dxb6Z1cM0asAbYsnX99VqlS4uw1TF7+tMUxKzawcrslp4bBIKU3SOkNNV6zbmg1NM26nWCaazHhlh73x3J9ti66q+DOA8sM5KIaNQuolJVW6k/yqjUzJk9MqV3NuKE36zO4UutpbRdQ5o/uPTc43/Ns1nJ+WfPBz0/w5KGCvYWw7oQvSsmdSs1M+b62pmK9E1VxA6CSeyi28aiOSijbhmmqSKRta7t094h3vK7HiQ8GzPckCIURkpFW+MIFf/lnyQLN6vk0Y0yuspS+yTKcuYIpVp0c2A7ojpR0FoBm2dQ1YB8nvyoPfDt+eDlPk0noNDXEiaY/TOkOUvrDBM/WYdhtrhNdsKgRtobACOEGrNhPUzxf/2qr2IAlZl+zRI3VTWeAKbpFMgY3zgMvZIpynd15p4nKdlcz+TyPDMTFvczmRSODyhI7yg7UvO2BgD/93AS9OLCzJISHFFlTsbBjy0r9ouM2GGNgLw7SOAWVffCSPMiX/3EmLwE9VWiZoh2LN+oJP/w9fe55IuSjtwWgnFQRgoGWqLSotS/Y2wJajEUC9nOIErALyWJ1t8kvSCWdNJGZnWjQwjK9FiIHuXR/L3OaNFn57Hjyr6S3y8z+LCxuP0vWNGK3DY8STZLajWU93/nFmGIj1lz3uPRspY6i/DILIseuuvHAYb1gY1y/lns/yxKgsuOXwgKsxOJVmeIG4+csXrqXrMCqLZjgyRg/iDi6YvjLrzRZ6gQua+mDlDa4LNd953JqfCcycnasKJR1jmE+Jn0saVFsJFC4KcbJlNwyNEUKX2qPKPLZOJnyg6/scdfDdY6vKJARCEmMLcbKpZSzcNYrwKrSY5XNnV3uNLgjP+ecGGPbx3SWyazocAv2XKIa+7f1eEkDIi97rQSdJWfubEyeYTHLnQggSQ1xbPD6I0GnL2j33O6yaeF3izI1u5ssvS6z99qsJc4dGV/Cq9q7rA+LpEFJc+fPszapErhFobmzndY8uRbcFSaX2fMk19+elyBkytcfCPnaw3Xb1ya93BoMRLVrRpU/a0lyVY7Ds2Z6CqCXQT6+43O5+Kq8e10Bbo3Sdk5fEilecc2IF1/b56Nf9dFpJlUUI62c6+P22EmFs3wd2MUYyCUl/e2YXGYMnwHa1X4Ik39uIbCpfCdjhMh0eXF88s4eQy5fssOlKwTplEBWaVi+Bt3nzQP4zJb07LYuEw2PZt3uiuc9fVhz5nTK8bmEyZZHZZ/yNbqaytW0nnYaDx7G38vkB5hKoJnJkQrwZVmymCKwzGdjZzsb6wqLezLbK7PQ2v5YKt6OJHPBpYo5ugCfuaPBSjvIa06QEk/gCqtMLpPK4JbrfMf1ML0G4yWHYtz6WrdO2xRVhqmWNunirEMlLYtPTaa84eY+9zxS49CSS/kKhUYwFNKCm6LKMBMpazt/bKyZAVrJYoVRObiNkynC2oOOzTM3JSMmk+lwbRsg3IS2opwhx4kDu8nxW2LzAodgV4FMZlW2VBGgAsFkw+PicxXbtkm84UjTHaR0ewlhkLrddGWxO4XTyuvZOesCXKwPdFn6IhWpUgJNmdFz9yTX3gXAZRngZc1d2gy2kClpibmz5y64VLaoKtKa//nnE3zi9ibUxthbFgN9qtLKVBygPNbI0LwO0Ncl8rIhnpdEuNoURMXfrZbT2hFvyo1BlloRDz3e+F1Djs+3+eXf9emnMdnY6UT7DLHDU4sklCEuE1cpo5m7Zpk3LnODxSZ+jAOesTGSEQLjgJ4FooUOd8fHJQ8za3FdPI0rAbP252WBVZaInrKzblo1Q6thqIcaL5vbZ7A2i+dSxtkfkGcB7Diw5XofNFuSynYa5eCsCuz8KpSm9PNyv2MGbErz8kwRRLrZed6YHMl0d3Yvd8p7QcLepz0+d2eDVPqWuUU2XJ9KU0OlNJbydxXrM3gF0WvhnXfVV2RKicU1RTVfucLQVCetSqfF0zRF6YTXv2TAh7405JFnFEZGuFQPsfAYaCdTKOlxR5m5g5bLkZI0cRefEsU1qYRFszBgpDMkHIlZq9DkgBYO7IhCzpSPF+vhbJ33cTLLuONunBbK/h/liDlJJVGi8LLyU0/Z/RfX1IeMsde6H2TNB6sO8Smel75YHqwVHdlli7AsS8aZO9u220oYC3Qv09Y54EvMXWbvkvftqZju0PD+zzU5fKoGgQfSWYNSlMYhm7z2ZE1ZbOl7r5FunP1myk9yhnZFTiZLshVSZW07W2YdKrTWducGrUhin91bR/zE67v83Pt8OokEEYOWGCGJkPnuaDJb4tcNNkWuoSyYHeSl6/Yxmd42jtktgxtZ1d5Wj1uw20YbeyGsL2WzFrvieS5fGPfR3UWpnVwSInd3kkSQJDae9Oo1SbMmbbOxJ/Na62yAZDn5Ujmh8uygXgNu97NqUqc8P2PcOcney+bgFVO2ylNOs208yg6KlSdlzzsdA3WCkjFKJni1hD/4SJOPfaVF4jlpIqxuzVvSyoVLY59zHOzW9hQFPjJ2F+sjvFxbUbB3SaLk9SiyVMKcPXfOihF2nqFQSOnZwDNO+cFX9XnmmM97/tztKW5s75nGZySkreXOo7dCkWdsTQZa6QAsM13uLL7MSpSZVKhaysadw7JMMU7WGGHWAXd2rAq3J3sO5PFaptEzzGhAOE2UpoJIWID3BpLmUOI1a4pmQ9Gse3h+Vvc7VsknYL3Mo/1Q63/YsuYuwG6qAJdrn6vSlKTyiLCcxYXOgS2lWQPuss6u7l1vrUIpbYAZhDFPH1N85NYmS10fQuUCSw8hXdmpWH+gfUWmjEmSinSrmIbrM7jJPENjxsCejQg2edInG7Gs5VjyR1iZorVGp4pUKjY2U97yih5f+GadZ04oCGMrVYQg1T4DsurCcQbPQG/Bm+lyVfrcGZtngM6Arh0ZCCFyy1BKKydkSb5UFUJmDZZa7LJ+zgzMFLJGOuvazjFyHf7afs7E1ckkMXT60BgYvHpN0agpaqGozPMoAFcOBgtAUgbxOJvnk4fGAktKr88aXJbnT1e1dx5sKl2RKp7KGD0rf9WFHHFbfXsuFe9JK000mi99q8X+w6GNTmTB4EqQb49SHrw/7nfn+ntcM3IW1j6LIl/rpIx1+qzb0ibtTg1aImVRaSiFQqYecZJy4Xkxr76xz4FP+KSpO1Ha6vEEj6GwaXehXbZZO1QpgdGFXFEZs0MuTVSuu4vEUBZvZed7LaNXGx50jqEx5s4Kt0o/o+S5Z6ulcQc8u0i0EQhtGEWaUWyIE/AuvvSKvpBy34H9+y+P4qToYM9ALatL87iP/ey6e+w9zJrgcnx4o03omDWALzN2mbnzLb1d8ZQFfFrIEwfq3BZUCX4t4dPfCHnPn02wPPCt9naBZZGWz/ZnH0/qjH+nDNjjmUKxFsnjDD5uE5ZYPWNxra1MKA8GMlqgxXi9uGNw6QqxYs1MTfOut3U4dNrns3dIqFtwZ586FipnchAWtRnI84RHkUkxBpubd9/LOJY32gG9AuhMtmTBYEFsZWLI3q/o7dxDFyWyFKSmAL3B5B9RSkBnK6chCEJ27ty577LLLuurrVs2LC8uLO5LUv2OKI7wsn7Hcp9jJhfKNdmq6l2X74VmLmpHKs9V6fepUgCpxnxuZQp/u1xIVQoovVyG6MICzANKTbmRQakY3485vSR4z19McuejTVfrHYAKQHp4SlCXhrDU2ODJ6rGovi7GNpc3Zi0PIlpvzIXIj0fmHK2VhEWwXSYbN8G1RADF67HZhBg2TiUkxnD3EwHd/hgrlfwUSXnlOUstu8gkyzpaq/SPzNiPikdRZGzzC1msXcFKfzl3dkzxO8z4nzeF8gBDs9FgdWX57Q89+MAD3iiCKI5NNNKYbLZF5eCbimSRpYNbDTirWlyO6ymq1XfVgY1ZMZXJs5iFVNEV1i7YfCy4zJyS/GdZIsfqbiltxjKSmj/9fIuP39ospIlQIEvsLYuJVfk2KmMB5fg9O//jjkr2g7JkqfrMVQYvdjAoSxRXMltyU9ZYh7JojJBCoqXt/JFxyg++YsDewz6/9UHFMJWlDyhs0Jk7+FUmz0tnHZQyra2wgaKiVHzlvG3jyM24uYGZm5Lbhxl7m3WcNfc+wpV+ZUnH3BYsLGa0893z4+v2k5KCWiho1DBh4OMl2gZ12pgcjPlGo+6X2cdq10qeiVwv4HSAX2sRriNNSu+Xx/FWg8ti24xqgFnyu7OgUpatwLL3HYNI+PrDAR/8cotR4tmkjnAgxw58z4JLJUor0RqZUtaOVE7Qs6iStWRYoqGMiXJg4wJLnHuCyYFs52hmY5BtjYrREi1dc7IwCG13QUsSj7Checerejy4N+S2h+28FZudsajUxmNkhNXi68kV94lVFny6DKb9yG6Msc4A7i6TzA50x2oc6DJ/XWqIkcUsQ4Pd9Gz8+GZZU5N9BZdZRUj3t9xK6gEpeM2aRAhJJCVpbMsw1m40WrJp3EmHtc5IobHHHZb1EjolYJeZuwTsnK3F2OuMuUWVucvglg7Y0nXqeF7C3EDwnj+b4ImDYbFbsvQse7u0fDHMp2QJlhmm8n3X3ssAXsPkY0urOdt7a9L2Zk2wWdyz/S+dFhfGAd1ah0J4xMOUy/fEvOttbR572ufMoMriIEjxGEpruQljbMPkGMiN075KFKuPcmn7HNy5ri6sQlPKqZixx/HgskgYjjF79m8pWY8u8FQm24BYYrShN7CDYXSq8bZv3YDyPNqrS6wu9wj8sntRZqv17b4qkJ3Dsub/qU4CzZl7fAuMHORFQClyH7wkTVS2rd0YuPNsZYnFpfW+o9Twx59pcfsjdbu3d5a1lB5292Rcxw759oVSUNSslw6wKAG4IlNKJ6McY5YxbsYEZFmaVKzCdWtTCqBbNneBpygkihYO7EKhpUYbRap9ZGR42VUR7/y+Lu/9S8koK9DW+Qcn1Yph9qnlWpArUfqZJmdu5fzyHOCuvMPojL1L0mSM0cuGBBkzO7+1SCwWPaUZnmwtupUpWmdzzO028hu8GhOTG4jjBO/lt7yGer3FE4/dzf33nCQI/DFZkbH3eHq1AHz1Q5SXILPmd2VgLqzBalq+uv9LFdi5LMlqUOQYuMdS8tK5JjJIeOSJkPd+cIJh5LZ5cAmdinNSsgPXa0mr6vDyDO61YF6XuM+mXcoJn1KgVdXiBWsb7ZqFtbCsKks6PCulFRKZKrTQaKFIE0Ut0Lzr7R2+9lDI/Y8rTCBcEkjkG0Ek64FcjvnjpQRQ9qUNItfgmbWfMbXMHwtGz46dyTDjFELulZusWbk8CStj8Oz9Al+ptr8/SWIuvexKvuulL6Ld6eIFgUcQ+NRCST3UKM+sy8yUXmeshij/24K9C/CPMXcp2i8uhBJz55uMlp9XNyEtCqzSEvAzWVI8VzLBE9YePHTC479/cIKFfmDFWQbuEnsX2ttQHia/xiIdY2xKzDJehHJWRV5ibhdCrStL8hQ+Jptfby1CWZImlRS+xEjtmoKLOpVUaIRUiESzsZHwH97R5ud+W3HwtACRVEWWFCRaMsIxqSwCTqT1x5UL8sAURVi5Bi8kSyZlXdxYYu0i2eOaxyoZymqewY3sF+P1PrbOBar/z8htYOz7Pp5n59ggBHieph6mCKWLUkXy1cs9N5U/QsmLzFi4fCHYi6FqY1VXBjMG8tJuXSW9nTspTndne6fnMqXsnKjMNUnxwoTVPvyX90/ymdsbJH5Zd2e+t7DgLrsmlcCStVsdumNTeb9krYnyP3xW6q6m6+1/nOYdBzywJo1fYXQrT1ItLSiEQQhbNy6EQad24xJPar7v5iG9uM3P/F+K1b7TZlkxthYgPRIjGeqyJHGAFqU6cJz+dUZEvseVczhMqXowZ+sS0CtS14h1wF06npgSDsklC6WfG6A/1ESxcU0jtgsL36894ynx2emZmdf3u23LbiWUC7eOVHfMKg1aX/OBsu3kxLMCu5Ap2rWlZc/LNSjZ7rrrgFtplCgCSts8nKKELYM1UvOpOxvcem+dJBtiKKT7fuos7F2VIuXey/HkViU1X7pXpMq4CF9HmmRAryR/xpNAmV1oso4ZB2xZMLjIE0PutZZWokhp68iNRKQegTa86vkDvu8lIR/6okSn7srWsf2iGgw+iRSMSiA32j1mF6K2DoayBSG5NMmZXFqCM9pdtlkzREYQJl808lW/DN5xgi3bsRmRlm9pqtmwYQMgP1uvh88sr4A3NbOdfY/fejSstT47Obnx9cP+EkpJV4ZYPjclMK9h8xJzOzYvb+dc2ZxIVt8rM3hRh+KALcrbR+uSJHHMnYFbpUjnnGR+t0bzydvqvPsPJznddnsHCteGJnzne5Nr76KZ2FS873L0LijswfzYlKVKVaFUa1BKT8cTFeXAswC5GAs0i3kkWSmtFtVptEJIF3QVxzUrzkqFsss6EMeabRMJv/jP2/Qjyae+3iTRovigLg9utEfsbEmc951LKgdilT2XAqWrgaaVLaXAUBeavKy/y7Xh66mFnEBLgFyzOBoYjVK2btnE5GTrs5/5/O1H3/SGV9o9eowbciGEzjOD66SoKoAvLxvFBxizDEvL0LjuFq5wSox73xWbUJcclTFwqxQpSkGlSIrnfsqxRcmHPt9k/6EQGpnezjp1LHt7gtKYs6rHXS6oWq88tnBXyrsWFCguB5/5eRg7pGuAvg5jr1dlWJEq2m6nrYUFf87m2s73FpkvLmzAmRqJ0B5xbLhod8Lbv6fL/Y8GHF6QVqpkCNX2SxrtkUjB0HnvGFei6pqPc1Z3YFaiGmgWQWaW+DElieKOpzmbLKlKknV3YyshPdF2W3KjtZ2piduEamJqC55f77WWD8XdFeXbKTFifYxX/sLYslJ57UBcAfqYLZhbhaXXFUBbySJVmc3L4C7S8xl7Ky9mriv4rQ9P8Ff31W39hSwldNwQbyUhlC5rKaqTqtaMYisf/LGTU7nwz8Yuf80tz2w6q7Cc4q4AnXXsQsfgGbOX2VxnY9syfS6sHk+tQiXta15z3YgDb+3w638kmO9nH1rkUqUMcsaYHFEUW2VFaQaX6dRVb1w6VrfWXpn4qkBnHOCiygTl41xmB2M0Uvps2rghPnfX9l5vMAD78cH3a/zaj134YaGXf7vZCFwHejHyrDzEUslyajzbAbdIoxeFUFV5USltLenoAtwlXV2WJXlCJ80DyQLcGbCLyVSxMvzhJ5v8zsdaRKZa452l5EHgAT4m97zLs1gq4yDGPP+cp7MLuXwBrMPcVZk3xt5j2Z5xBs+bIcaBXkrXr602tHrbjLkrRWGWct64Hf/mCcFP/2CPH31Dl5pOQSdgEqvHTWJHtpoUow2xgaGGkRbEGhIjSNxkV3u3zxONG1RE9a7tY3nuYv7/muJn+b9d555oSNKxu4ZRYvDDOqfm27991RUXfbhRrxUMvnHrRex7+H8hhRyNBh5p4opSzjqnrZzAzR5N6epzyR6ypM94cGlKurzse+vqY34RZBdIFlDqUrbSNQ6LBOFrHn4q4JO3N4gSZRM6pRa0rD8xT8nLKnOXrcFxtl7zXsYO1YOQ68Ry3Pms7L0u4C1tmZydCx2e24b5Y8Hk0iV9bErbdWdlEkZL5yFbRhfCs9o81Xhhwg+8rM/t94Xc92Q9rwPPZEr+IbWyTA55J43v9HdmZSohikSQKHnjuVQpjXUzMJ6lrEiS0vEzz34YSVLwgpDWxOTo53/1D7n6iosLgANMb7wCzwu/trhw4k1Cti+QQp/1D5SVUDUIde/l/rgp1RcYKragIJcjZclSBnSuuUXJ75ZVSZIzeJjy0H6fn3vPFA88FTpwO8aWGdAlQoiK9lYl9q64J1TBnpN2CeSU6ihY5/HbQnZ+PM0Yg5eKnMrvZcGmq02xnezkjolwHrg2BqlNXlYrc9/c6nIrVZRF2chw/SUxv/6uVf7dbwoe3lezehyKTGd2NTuQG/czIw2+sxjLuly6Y2vKF4ApyMKUjnMZ6GAqc2TKh3FNMF7mFiFo1oP9N9901df6/VH+7wqAb74Wz2/IYP9tMuqnKCUqV5Ip/dbi4FdvZTelGAtQsLUoMXlRi6KrQWZFuhTAlqW6kxzUGYP7KZEW/MFnmtz9SB3tK/vVRAbsdZI6pU4dta5zkn2nEoPLsbFsY/Kk9JNvC9wV0hh7z5TfH7MJZQ72UsBJsUFUDnzhgk2nwW1yxJ0HLRGoYkWNDS+6esSPvb7Hz77HJ0qEDU7ItDcVkKdCMHKJpzKwM7ZWLrBUpQA072emYOsM9HmiJ1sB1wFzBeBjuRqjNROthnzlS58nO93+WoAbk2LgyPTsrvlkeGKPTntkAxOzSjftls8syCmzT9ldqTB49loaF3CWAssyyNcwuK5IlCpzp4Vc8VJS4Hc/0eKTtzWIvFJQWZEmllWyGYMZoCvyhALM63bPU21+zY6wyNM833ZcWT15OXFUwbymlNadh0KuWFAL4/bPydjcSRtbOCXtSOzsuc6IRtlqvZzNNV5seOPLBzxzzON3P94iSUXRiDkOcpTdMmQc5FmJAa6cVov8OBvpvosoitZkCdyUwT4ObtY/Jk4wMdVqctEFu+eBI2mq8+ObAzwIJ5k/ec+Tzenzj6wuPPwCHbVR2a7Ipeg8Zw6yLU2Ky6ps5ZSdk6pVWJYkmrJ7YourqqDOn6txcNs6k0jD+z/d5N1/MMHcauC6c9RYcOmBs7DGkzpZp3z2mceLy6rW1djWJONOSiXw/Ovb1rIzV/bCs1ESZfBnjQIF+ItpUhXZUnovsw+N0LaUNjv2LgFkV1tVsLnwIDVsm0n4xR/rYAz8/qdbjFL+WpBnrWO5FSKL76FyZBQ+uM1oFrZhhcHNWQ9TJYObZle8Y+/trQZXX77nyFduf/DJV73surUAB2hN7gE4MzV7rh4sn5BK6fxgpVqihd2kKj+4Ob2X2awMDl0JIMatwIoPvk5gKUQGdOucZL63zBoZPMPH/6rBf/39SebbPvhqHeZen73LxVSCrNhrDLzjAWb2NQV5mrj8vf+2t3IjROGglLY3cRiTmVTJkkGl1HhegIUpsbjIgW2TP+RMrstSBUUSGbZMpfzSv+iw2JZ85MvNakRdAbm9SDSSkdvuxlY1WncqkyWI0qi3vALH/t+SYmuV8rEf19umBGytIdaFS6OE4uILd+srLj33zPgxrQBcqhDQPzvZ7L6gJXo3pKlhGPkkiUeSKpLUfaHyElo9zyVpYkpAr3reosLc47LEVCRKDm6VgTyxQA80+894fOK2BvNLPtTLVqAsAkxXCF/0WZZmDMq1EuWvK4uV637fEvDLP+QswP827JV1l2Rt/z8zJlPKNqEoSRYtCulitEQDqciEhHTnx0oYYaxkwRjSyLBlJuWNLx9w38MBB84IF3S6/MgaJgeDJIaiGaMUNEM5y+k6cURxjeQ7f2RAX2Odun14jJ11EmnBMBX0tWA40oRCsDg094eB97NSyMpxrLwK65OIweeiWnOz3nskYbXfYarVI/BjlNROP+uKtpZj99wZKWcj89oSXdHb64JblrOTTpaoMnunqFBz8IzHf/ndST7xjQbUyoDOxj9kYM9cE/LpsDmDU2JvsRbIZR2e/3fs3+VSpLRMF86KKJyWEvqrKfj12aoiA8dflxhNZ4VYeRKo7IlXmyOKn8tS21t5SpZyzcuKdCh544sH/PJPtTlvSwSR9cMxiX3UifPMs/c1xkBiINIQG0HiQJkY65kXXrjIB9fnvnjmjZvSoP/KJAE35N4IYi3opoJuL2HLxDI3X77KxefN6g984s5oZmby7AwOoFqvYGWl/6Ff+9jBy7fWHpn4ubd32dDyGcV+QUAiU/gi10G5D14JMMtArromFQdFaERWa1IJMB3Ay9Ik0Bya8/iP75vkL29tutI/B2aePbCsFFStN6VqndcVXV12VsaYuBRzVoi6/OzZSLtcbFVBO2VwrzPmDcfgOptTUkzEshlN14omCpmSZzddRCoMOFc4lwvZeX77q/r4Cn7xfZMcmgvBL32+nMkzrlYYJAlFrYwW4ImCvZXARcbF3PDyLXdXRCFjGCOBFBjFmvM2L/NLbzvDy154UUfOXP0hxAQ/P3Zc5dhrVLCNux8fhNPD/wAAKq9JREFU/NF3v/Tly5/51jb+5Mst27KfStd1Uj4Ea4PISj1JKYlTBbQpgTnLUDrNvQ648zR8aMH9i++b5ONfaaBlViFYqjHJwW5L/zzcAB8xltSB0mcuBZKsn9QZZ+01xVb5BfC3U+PrSpM8sC+ymFTYumob2oGdVUY/W7ubKc04LGc6tVGkqR0d9aZXDvjVf91m9+Yyk6dVJtep0ycaY4zNLmoYGdzGrOSMnpaeZ4xtykxeXtkyO1AU5yuQBmEMb//uLq95Qcjmra9Z3jyx8kfnbN+05nh66x3klzxvF9tngujaCzbQ66YsrowYxSo/A5VrLj/p6+tumUmbMVswB3NJpogysKXOwa1kiudrDp5U/If3TfLp2xskMpMh4wFlVhJbdk2KpI5kLCVfkiHlaseyTF5vS8BK8qf8s7KF+DcCtmtyKL0ut7CVq7HKrkvWFKGNyfspBeXG5KL4KmNzI+wuwBmTC2MwRjo3xiHMVpRY0hMpb37FAF/Bz71visOngypyXM2KrSlX+QHVxqb089b33B2yc8cx1nGR7j0pTF5CWzqc+aMS9pT7yrCjBS01zfH5Wc7ffnFUD7eve1zlem9OT00M0rj/jne87pL+BVuanFqYYDjySRKZs0f5AxTgLl5nenwc3Oos4LbTp8bBXTQx4MOHvtLkC3c0SEzG3KWgUlYBPl4KW6kWZG1afpzF1yuuKkuVNTbh+O3bBHkFrGOvM21dfj4uUYpdOar2rcY5KmUG16XOn6xhWVcn1dqfKdcxpDDGtrt5wvA9Nw94+yv7ELtthU0CZExermNJXERsP1+sITJZ7Uq5PkXkGnztqjVm0Al7mn1laPiGXTOGp/ZPcHz1uv5qe/SOIGgOvm2A33v3N0zo6YO7drQObJpRRIkkSYvNSLOEQ3EaSryT6+1SGv7ZwC010rWYrQW3bTnTnuCzd9b58y81GKTKpiGzxoV12LvsmqyRJuXgcUyurCmsElWGLoO/jOJykqfMOH+dWbKu5s6TaVX9WZYgnEV+5COXS9KlMkOl/L4uF2TJUvApxza9ciCPJQ2l+Wev7vG6F/dR+XYg5UCzFIhmsgVzVpBnuzwXIBdrgJ2B2zqVdiX23E7Wnb6gF9UOLK5EB792+x3rOujrAlxKiFbvnJust39897lbTKDiHKzZ6TOlv15NipjK/WzgLuYGZm6Jkyhj4E49+OLdNf7je6d46lBo61vX09zZHfLAspgMa3LXZM3otfX0dsYYrGXvDN1rmX0dKP91LD4GbrPOz9dk8safj7PeeJVhBnjKiTpZaXfLAW2k/ZkDde6oZI+R5LLzYt79M22++8YBXrZ/timBXI8D3Wrzs4I8l1gO8KVVqnosC7mWahiMNBs37zDHT3d+/M8/eefc2Q7xuhr8+S94Ke2lg/jhVLp46m5O7n8cz/MqB7oIqLKirHX0d0WHV8GduyVrwF0AP/EEX7yrxi//9iR7D4W2gLuis8uJHVl1TUpdOsWOxIX2zidvUQL7WYBb8bqpPq885rp8HRG5HrhF9SUloNr3SmURa4Ds/p0YsxUpbWmdp+itPs9Ajstoai0R0oCRFj/a+uNIEDaTZH1qg9P4wCjhqt0R//XfrCIlfOmuGoml1+Jb5Lq7etPIdTV5duy0Kb2bPZHVY56V5XZjw/XXP4/veeXz04WlNpddvPvbBzhAozWL8qcON+vJn2ze6P/IYNBnFIekWuYSZbwnbjzQ/JuCu8hSanRgD94vvneSvYfHwa3WaO7Mb/ZcKayimtSp3tezCM367knpBKxh7BLCnzWw/BsGnWsZrOi8L5oixBqw54kfUWVyrV2QrKwcEQb+/+19ebRdRZnvr6r2PsM995475GYebkaSAImATIITQouIA6I+9KlPm8ezVzvie9rL59CDKOrqt7oF50YZ7CfPFhEbEDHSapQAApJmimHIQMh4k5vkzuecvXfV+6Oqdn219743NyQYHGqts84+ezrn7P2rb//q9331fUrJ1Jork2ecKa7Hlwra6SPTboa0ag/XID9pSYQrLx+EUgo/uacNMsyA2jilfKAzSPgDTw49O14q7dFUmWuljY7T7aRiGGwodNS70EjEDdN7u7dyEWKixifaEJS6cM/9P9u3Yee0W7cOrcDoeGIeX1pacjKONVsksMoAHV7cSRbsDtwiA26EDLevq+ITV9Xx+Nayyd1NwU2UEzhJ0KomWXd8mqEKmcEkkZ48652C2s8YW2S5J4pHmQqIUzCbhQkdPnQAhjy4U54u3fqsdOgcQSC0hDiAJIeXvZZSFktXlICSAlIFkA2GE/oiXHn5MC586ThYTOnJRJTF5+SRAhI4l7vr2ESisv3EZFqDAsrlCO958zycf3b51vWP/Gxfb0/HhNd5QgsOANsPzsNBtvKni+Smq4dbCz8UsAMmY6oC56Y2C4ktcMl/iPTHiqIDCbhtXLeZpYMScOu6Cj75pU5s2BZClbOW2r676WeUmgQeuK1LWOWsdwruFMwOxJ61pqAmgC+iI15EIWP+sQXgpiusnVB0J5Vd50dywnYCEsGXluRWLtJQW3GT5QAm4hDEGQRzIUzeB2a/2xwDyQGuwKSCNOGv4Aq8mWDVwpa25AB+fHcVyrPkBZRFMYDpcI9YaZBbQ59SFOUcPbReqr6vMZbP7ca0trarFy86+afA45MakkkBfsn5x2PXjk1jQXjeY9uebLUO7PltKQwBJYz0hsRdfXvDPa+lU0o00P0BpQduIaEChjvuqeBTV9fx+DOhm7SALOemn3WyRauauHiTSegIyGcSTUgHlTm5sACouQ5Q8H54zdAPy89ZxkKbfbyKyMyB3unhFtzWijvgpzKi1AUPrFzILGWRmkYAmp9LG4AukXYjzoFEGug0E5y4IMKVHxqClAp33luFtA9W2pVTrdzdjMTo5JyztO69MBOWqYJl00sHJvX26pWLW+e94tWPbXxi19jKFWdMekU5DtGqtU6sueHka2rt7TeI0jS0IqYjCs3o3D1GitSTfOgrmwDcMgB+fG8FH/+SGVCW6HxKopwUSIIB8xPW55UTYg0y1jtrsSk9oY/IIrXFbvRoSQb0h5QJM5+zqolTrBiRDDPaN+0E1tNsqQcIH5f0GAduOllZb/clREtlZEpXNHVJZKDVlSbDqoUtfOHyYVzwkgZEqq4UUBZltHLTKWPy0rJh3oOpMx7rWKbZM7tQr3fe0LfgjGum9XQd0mQEh9qhq6sX/bs3gfPgvv49/W9qjA32hkHi3PXKSoOUmlBwkxhvGiFowB2UJCIO/PTeKj795Qzntvya+3Mq3cv8ebhYk3SqWSY7VS7eBO532wtJL2iWp1PQ0oVCAB+O+VYTLbvYExiw63EbIx1AufzcisSR24EmjKUWbn5n6ulUdL6n6QBMc29wPfXNRiDC0FFpf4TxWmYt+aqFLXz2g0MAgJ/eU0WcACjF7j/ZY5Xr+pJxRAoQUudYESIz5xTOUIQBw8L50/e97vwz7jt/41rMmJF3zWfbIS04AMyYtQQD/ZuvnTFn1QOlSh0gvNt59/wgqjTWJLXe/mQFG/K6c7/A9+9qwyeu6sTDmyr+gJKLAnDbQSXSjLCFzhzQjkesNzIgxyRgZj7wKe+2+yNznomQfkhL7rnefanMC8SisqEZ5DsPZ5HzB0T/JjPsUyeQSxykrCOP1ONUqaeTmYGm+Zyz5AGSBsNJi5u48kODeOt5o5g9LQaLJLHgRheXLgIRUiFRTh9PZ9f7lwRSKfT2dOKs01c/8LuNm689fsXSqUD30Bbctu7pC6Fk9JXRgdpJjZH+2Zwxn4p48ymls9oiHxFowb1lT4BPf6OOX91fwfYDYV4KLOTcOtbB91Y6hYTWsszlFqT0IktVCtQTizHr4KGg9mDrobdov8xyRi2hg8ws8q0lpuD3vZuqgKYQDs6sxc8XtXI6OYxGjnQuZ5qaChxcGQVNSUAKF3fiWXInIa5a2MIX/9cgfnl/E3/7jbqOXclaciA1r0oJxNABWYHU+QSz+n8zUmhrr+9asmjBV0qliWXBbJuSBQeAGTMXYWDbbT+plPm7a+3TBlMHTyZ60MZ8Z2O606SYFtz9Af7my3V8f00btu8PjYeSDionB3dgqIlgyq/IADK4TIGtCix2PltskWX3MJzl5OkqhkkpS1GjhDuzSmU3kwGi4+R+X1FwVi9rwbNSYTbSMOXYMPkOSR4VfSyJWVETW3JpJcQWx/yeBG979Ri++MFBLJzZ0rqgZ8ltzEoMSOPpVDryMJUNDbiTRGHp4vn4y3e8bk8CsWb5cYumDPApW3AAaOs+QQVh2/3jw7v3jmy7qzMMYg0eQTJOkRqVRbQkKEts7g/wya+ZqEAmdLWnw7DcAYASDDVB3nIzqLz1BgoBnVpzC2j7mQLdrUbRVDX9YnmrfXiQz/PxVCnJrE6lQTqjB4a+2MxThMIQJ5DzfDonj3XcaYqtFRUoOw1OlysE5+DSmDUujXQI35IzHasNDqCZIAgk3nTOOOKE4ZNfrWPrHmvJif5pawkqIFYCTWnDm3WCf0ChHAIvP2PF1qWLZr979sxpyeFgdsoWHACCUjfuvO7lg60oeltbx/wWQ6QzYHFpKgjbkn325Sy3EAmCqp6J84mv1PG9NW2IkYnnLkjSU2S5S8ymXMuEwSIzG55abyoPIjPwzICcAh3ZdaTDHAq/z0UqpHzcw3vW4ZOaeOZoDtHA815OZ70Bx7+tc4hmypJmgKkkN7NreJ6TK/89kUHKxeNELyexgJAKb/+LMVz5/kEsnNkEmomLX0ljySNAxlAyQUtBT0WT2ug3WgmOWzyv1RhvvGXOrOmP/OJXD6opX0wcpgWft/AM7Hn2Hoiwc1djuPzQ2MD2MwM2gDCQCAJd6CmtssBInm4RI1LA3Q+X8a1bavi3u2qmDmHGUnseSqKWZCx3yIAAdlZ8dnpZse7tL1PnFAEw8weQzqo7/uHJgxTJBVRmqij3KIlicJMSiYuecvGsFk64evpSLC3cwEBn4SNNHKQUS0thp1YeNj2IPik3SfUViiw5TLUzHcsNk7/QcnLbMYVKcMm5Y2jFwLdvqeE3GytopbP1zYDB9EqlFJoIwBiDbEn0Te/EaS8+8aEzT1my6yd33YdXveK0w4Hsc/NHjO6/Hzyov3L84D2/GN93C4JQIUjrwLv0DpzpvCUtCVx3exs+e20duw4GUJ7lLgqesmoJy1tu0JQPvvadTiZmzj3vdQBOPJzcORCcO984HQrWpZ+5LXPOyDm000Sk611JO55uY965implujqkyv22tMao/S/Ws6fIf7T7SHKMItuyJWH8IgMsXe+WaUoPO2klnxEhO/3Qd+p5k1ZEAjCFnQcDXHFtB66/vYZWEujYVxo0x0OAh2BMgEPhY//tVbj4vBedMzA4+ssLXr7qsLF6WBbctnJtAURp5pOy+dTNqPW8uSy2oFTigEqQJK6UCC9JxJLjX26p4XPfrqP/oBlM0pk4dgY8inVuj3ODzoifPGG9NwHDU0uKB5dFDhwgw8uJK55y78ktBSvcpiY7Jmex4XRxKx0CjlMDhEcr36pTtYX5Ft96OhmzygsHh0w5vkz5NQfn0qjSGUtu/ByQPP0tNjWbgk1hoemPEAnm9sb4zHuHEAqFb97cjripgFBXRQNLgEgPPFUCLD5uHubM7b35tNWLnty688BzgepzA3hQnoXhndft5EH3h1k4Q2zasfeiwZGDmDtDYv7cBDzWINq2J8SNa6q4+sYO9A8S1zubyHobJm2QZq2xpiWOegTcAd3xaX+qmeXkOdc8kKEfGX07N7ik+QeVG2RmeDrBs98xJodybpfcoHKCgSbtBB6A4dY5mVG5z+ScuiqJXinSRaLYWOAD6aBSw5XbMhPGcaSvjWJM52phOnUcwKFMKm5lOKBqxJjRmeCTlw6jVlH4f2va8Oy+QNOhKEbfPIlZvQm46MaMmZ0/Gmngwx+/+vadX/zw639/AAeAjjl/iYcefXBHtfKu3375pn+7aM2v1mPxUuDiV43h0gvH8OjmEH//1Tp+/WgZo1Ggk/LwInD7cSUWHDZ4SsDFl1hw2/wZ6aASyhtgFhWMsjcBE4G8ALRZR08KeeZDls7w8aA8FQLoAZUAnXzOat+6XIiLMTFCthfhmePo5nxp3LV5gbkpbtzuJxUkZ+lnQOn4FGPJAa22QJrETjYYCyZmxVw4pTR10kaCpUBXzRgz6wk+fdkQXnFGE3//1Toe2xLg0ovGcfErx7BgfhOs1AdR/4vfQjV3LJr33MB9RAAHgNF4MebP6v6nuUu3Lg4fj9/ziwefYVueCrFngOOpzSHuvLeic5aEFNQkZwlJ75BaSuY07jTNAwhfBuHZmcFkGluCPIhzAVQTbc8MOj3cp8DOA30yL+YUMe6vSIFvqw+TzWS7kxLtgJSZgFpq3eGqLihnme3AEiB0BkgzljnPvNYBLcgZl2aNseBcC9eM2zTJtsqxjTlPwA1vUSZzEouAWpDgtS9pYGiE46ktAd755hEsaGOI1HJVqp96Pa+v+idg55FA9PBkwmx72ck9uO3n944t6Ov9649cduF9Jyyp4x0XD+PUFRHGGjAjP5rWIcy8XEpjYaotlJl+lbgiuUwM586CG/kAKpubPAti6yZJM1NRK21W5KVAH8jWiBdZe7vfVMCsDrk9n703lz4C8Jbtj1HevvRx4IKvfKpiLGu6ncaIU0cRJ2596vjJyoUmub5JQaGXAyQJWbavRAAJUC0rPLChhO/+oA179nfFsnzBd2I596+bB342xtjcI4HokVlwALj0jWdh195GsxU113YF9578hpM3VGodTezYK7BmfQ3NhI6Orc7N4WqLO4eNYNZx41J7CWudmcrr3FwVWu+ca55aZeQ/U3BOSD8yVIZ563xkTwr0jLlW2fUFNMVz11sgp/MGfXriUZ2Mdc9FIYI4gOCsuD7UPBEkMwnxFdI5bHATdhjgqgya8A0FPVZRRqlRihnKIyGUC7EWQqExqnDnryq47Zft+PlDvZjft+jZ5cM73rd6eb1Z633DkcLzyAEOALOnV6BU/6ff9oYLksa+6GMsub3UUVcQggPKWutSSk2sFRaMeiNJ6WwQVQT+YNILfUUW0BnrnX3RbYoCvaBGY+bdoZsab7/UnQ/BI28qA3rPwUNpBgUwg6e4aDDLVBfX5yRT2+DSwaWWnekPUg8nYadn0t6n+5cBtM2OZcOlTRiEXm8KZFk9nQSHBYFEnCQYHmYAC3Hha17ZmrX4VTd2z+lt1XrrU75Ok7Ujoii0xY1mLINVn612Hv/5PYM98p4HBcajEiAsuENwLlASQEUAVa5Q5QoVrjMVlUhZkZArBFzpICoGj5ZYcOcdNOYPFXFoMrjUn/O8O4fMHJWxDiBHW7z94G8H+a5JAUyBpfxtLN1MTDp8egI4GmF/h09T/I7hH0sGpnBezqL0FDR+RUcnmlQTmbwqidT1OBOpU43EiUCSCMRSIE4CxEmIOA6RyBBRFKIUCpy2ehyLl9XkGasXf/78Mxd9ViXjMY5SOyoWHADC6nyo6DcN1FbcMqDe84lHNt3GVSyAShmMhwg5MyC2iXiILm2AYi0yyGfA8WZr0WlQlJu04Kouk1OkALMTudlEAEbWcudn03snxiGs9KQDUKdoAD5roWqHt+xZ3JRH+OdR/n6uRzDYQq1M6dQMIj1WefRHezl1N3Gpb/SC9Yoyo7zQnN72yZHmqCTvutKEm4QuuQsLCESEV59ekwuXvz5C6bhbbv35hsYbzz3haMHy6AFcn+10AHh89py5H3j7Jd1ffvrra0r9Qw1UA4YqV0TuUx74Coxhjgfbx14ueAr20TgB70a21GEBkCf8Th+g2Zhwek76B6Yy2ExblntTJw+VCe02oq5kQ2D1Pr5rP+fwgQO1XacPU+QnMQNYc6IUwXBU3HyJtf40Z467h4pcDzOVUXJwbic0S4zxmWpGT+8VM4475cZp3XO3RcmRDSpzkDyaJzO5OOLuzvo177ropUGkgn/85+t+1tYYHkZVMJ2QaooAyOoIE/HjLMhY/kTe+qJAKjpozAZbWf07Z82ZD2xWBO7DQHpW92YEmJ4Fzw4oienPWnlldO7UdOc6j+41VHUE6TgwEqWiIKcPBu8ys/wfyt6KRP8xwRVkwsAq1Sjgs/6xWu+9onXwqwnr+cKUr9dU29G14EhBrrbtHPjaZRe/JNi3e+8VN93663rAJDhnOZ7pXQvKDb2LZ8+dWQG/w7BJXijabxJ6MtH3Zjso5dxFVL6QzhQoJZzlNhVbcFZwDqq00AuXHWzC0RQ6WVl3IGtSHLlJ+4b3WzI/hFAl+vVUovTHEAyARBCUUGpfuOaOB8/85GtPW4veZUcf3MDzAHDA3fQvfevHV0/vqvLTjp/zD09vfrYuFUcsMwMcb1DkblKRVkzxnQKNqeLfgAxoMxbbmuEiepK1yCz75SDnAu0ABTvZG3wIY54DErlGKQAptaCWOnXyEOCCsApi3fVXOB5vnT8sdx1Z2hkAW67Gcn/62HD70okZ6YRp+//NrknC0YyAzu55Q2HtxLvOP2sMvQs/f4SIm7gdNRWlqF1+2YWoV9RVLz192adOOXHBqJRJ6tAJhXkZtSSwkW/MyYGe+x2+8pEFTGYewuSANDfOAzc5t2/hKdd2tp0d6vsx8efCbVQhATRYig5Q5Cj6uMs4gCx66TJALCv5nsKv8E7N3PeSZELSJuukmWsVNxWPOeKYI46Ffk+00hInEkFl6Wip/cRPDY+Wrpq58OLnBq4ptufFgtPWVgnU4vldX5cK0eA4u/p3G7eElXKQ+ihsUaE0PsJwvtQCKf+eTtaKHDh0W9G+uW0FHJ0YfG8dWJ6b509VbL19DyRSDFor7gdOEf7NfItMLTv11Hgx4kTloFzc4+HG0tIgMVbwm+k/8zoSLOidlJiYSRKQMPlnWuietigK2pZ+NOYLvpWoA8WP36PYxJGfYvJ2803fxakvf6ucOXvuwyFnO8MArzlwYL8oBSwNbbUgoMpBCg8yCMwqFpR+ZF9eemROltPPrHC/XPy3BTGJAWeMmYRarv4OZ+QzZ+44xnxHkrec+X/0M+X7zMqcbjKGJ52acYM7hmXWK3glEMk7t5M/srSsgKZlhv3eU8avMMGRJFxr3zFHlHDEsUTntMVR17RF7587Z851gdod9y1/3fMNv+eXotj2wUtfi6H9e6MXn3rGtaefvOSDp65e2KyEEoFQOvRVqLz1pdlfi06aXlkGHI4dmMBC21VUNqSdzAGwKKSWnoBN5WFT2HyHDeGyZGzi9iWDuIyy4tazlGLkBqDexSDfyFz4K6zECpU71HcWMfJ7TSEpyRDHDK2IYXScQ1SXNSsdKz4477jV1+4dGIqmL3zTc7xKh9d+LwAHgMveeQEO7nk8uf4b139z9fFLPrp86fyRcqDtAnXBWwOusaIc0KnqUPTK3mAUqxoOmC7pD0A7FvJPB28HQj3MWwr8o3StaBqI9D+rzP9U/jp3MFlP1qEAkHZTTr9nPj3Jen4dRWEE3OlQMw3KSiQQJyXUOhaMdE1b+tHbfnD9N594bE8yb+mFR+lKHbodrXsy5Xb9v/4QtVoJSSI/vO/A2D/84u6HO/v3HkQzFmgmNrc1udjmxthkNVSzpY9ZL8qQTzBtjb7bqWPpZ38amq1NT6mKpSeUurj97GdCW3iWwpBl7tOj7Ge3zk2vY8xNZ7PT2LypbaxoehudzqbI8XY6mzQlHosKh8nUWYb0dvgVr/1OoAvLtuIAo+McXFRHg0rfuvbu436iFP+SYE2cdPqRB1AdTnveB5nZ9p536VFzoxldFcVxsn//0Mm/2/jkO57YMVoeaYUIuUJI1BTF7JxUN0nWXlc7a8c6IvJMRRV2YY9eFHVxQjVSXbyI0lBKYsCbHjuJqpL+OisBIj/2S8eDRPZj2YEi0clzg8qsNm5PSr+MbiPW276s8bASooK9GTZjFjfXQXeUQEiIUoSxgwnGmrNaPdN6r6qU8XennH7BUYstOdz2e6Mo2VYph/j61775laQl3n/OmfUvXPKaSKrSGEZbJi0bN7VYuBtQpcVDzQjdKyKaeZznWoFikh1Eedy6cBDoDihyEmW+avKm/B2zDi7PJ0Dpiffux4c7RBObm+YszMiO2VGjscD2/3vlIM2EZMF16XV9L1gaUJWYej+VcoLRxhDWPCTk1n3TPs/57Cu27S4dM3BP+V48n01FvwGC2okPPbrpwcv+dm24d1fEp7dLVEINcqWAVswwFgGNSFe5VUYZCJieXZ6+kxnqgfeoLpi5bqkGXU8oiqMnGUUlq6aktIiqJU5VAeCoCnwVhZPQhWy1N+4yZjga5lEtRX4/nWlPCt3a/8+lt53OtheWoggLYpNbUkjvs5Vv44SjFYVoNAO0okCnhRAKpTBCV/s4IsblM2OXRONq9amCDT120XmHPxP+aLbfO0XJ/4LTAeBpFrSd8oH/Wn/rxt9t+bt19z7EQiFRKWmADDcUWg2OoYijpXQW0hLXgfgMgORKT3adQE5huQW3XERDwHwJ0Y97sdab1s6kA1B/sDlpOErGZU9XZWmLp21nqIk9MA2oYjavn7PenqkvFJ6Iys0s7VCmjKPOksAYECY6+c9QXMbIeAgohTBMoFBC0HGqmjGj7zN9bYtvqnQs2Cwljnk75gA3Vq6xe8/AhpPf+srPPfTInLBWln+zYcOToYzHUA45KhWFgSjC0BDQTAIEoUBVMNSMAkNzrRdCfCI+zPK75QFNuHZGG7a8m3nAz558YoRnwUxB7HFypimBgPJAbr3nkihQqfeSZSjOIdRUagQYU2aiiU7LFwQxSkGEcilGIiX2jyj07+/EyFgZYZCgu7PcnNa5YF/3nHNv6Jy27HON8QNxcFghlc9fO+YAt23WzGnYtn13/MzOLZ/+wGVvCX77n4++6u5fr31R1NhfWrGohd5p/bjjgQZuW1fH9sEujKOsJydzXdXA3ryJLmvOCiPv9PAcSh54s+ngfA3cDi5TZwtzdn3SAW0GxKCgRZqyLx0rU8BK6Fzf+jwmtqQg3kSlv8QOFIuB7sWPw9IkTVPCIEa1Mo6BoRZuuaeKO+6tobfMsXh2jOOWzI7nLXnR9xDvfF+52huNDvfH7fWZxxpOaXvBABwAFsybBQBq3bq7P97ZUS6fd85LvnZw39PvromnxYIZAc79qyYWzdqHz1wXYDgOEQmRiWPWzQuBLWrMe8vHuHiaLwFwqqxkuDb5Tni/IdMTSKMKSvpbMjq+m9VuRRBm1CR/MO3SSkyU+CfvBHJPPJb/Yrjrx7lEKYyg0MRVP2zDVTfPx/SOEGcvL6Fnel/St/T470jR+b7xVkezrdZzLOFT2F5QALft7LNfiqGDA80gbPufo8OLNu3eOn6KQvTm4dExvP6sQdy6bgzrNtahlMhbyUzzLW1G4kvfmWe1rYsbzNe1sw4d38rnwX+opzTl2dZie9udgc4B2voGbE2btAwfrCOHdh1q6ZHSF2fTCcjTzqIXbenH9U9y/PvaOmphCSsW9qKvb/rNr3vdax7qmz/7q8MjY82ZU6i2cCzaCxLgAFDvmgYAg7s2ff/Knp7p8yptKxmSXRcv6PohFs0Zx30brTriZ4/NSn1FrRDkWWNrz8nJMnlZ1cSz+Aw5cBdG0BIqApYBOdk9HT+a5PK6E2TTsJHPZqp7OhA1C8pj+6RlrLsEA1eKlPxmaYL8DVsUong6PnLZeThuXvcPd+0ZuPzOtRu2f+S9U6u0cKzaCxbgts1e8l8QNUe3g4mPyObWL69/XH5+f3PjaYKP8QqTrMQVAuGnciuKDvSUFGrJyQsZgHreSRCqwlkhoGlgFZDRxwt0bwYf5HY9fbfLaeFhmwbQgl66zpJGF1IaA6Qcvejc6XeQ1MlMMsSJAGMKERdoRoF69dlL5JwlZzwwa85J//uk5bM3x0myvaOjdqzhccj2whjqTrHd/LP1SBI59/a1D8+e09v9/Ucf2bjomS3PQgiWZoWlLnrqthckk6vgTgMXNiust+zeqRbOTLZYngU1Mjq4ubIeh5/kDtBOmdXDc9GRRPtONX7hXO9CuMyzgdG33TaqfxNXvefil8bho7PEdtS7B2fOO2FvrTLw9qDnrF1gYgdjZx1rKEy5/UEBHAC+99P1uOTVJ+GZXQdWP7N1+3XXfOf2mfv2D8/dvW8QDEA55BDG25YFOAUyBXu6XjDSAfQyjT2xqZOz0qAXdwJKefKXVyFjqnOcPuPswUQA92NRNHj1ukA4oFNgC2GcPCILcP39nEsEPNbnDXsgwq7dQvB3rnrxuffFMR+L44aqdr3sWEPgsNofHMABYHy8iUqlxO769QOqu15/7eNPbLv8P+5+/MT+/r2zhwcPQCkFxoWxrEg9nIUAT0FtwC6oFSeBVdaaE0WFZ8DtYrQLBpgpZVBOtLD0BP5xEwVg5YBuQB6YjNS6UKoLQbYW3LPiZp3eJlNjECea1nR1taO9o2dXe88pj7XVF36p0tZ7xxMPXYeTXvaxY33bn1P7gwR4tj306BYA+O8/X3v/2SMjg295+LHNHZu3H0QYcFRLDKHQcS0WrB5dMYAOiPUOBEstOk1oz7mvlFBa4tMW/8JaMOsipyov2VFaQyIPsznPXco6GnbgSl0HwoxHhDKx9sUAt1Y+DCRC0QJnCVpqJtq7lg7X67UfzO07dR2Ab7d1LjvWt/aI2x8FwG0bHhoK9w4cfPeNt6w9sf9g9KFHHnmCjQ4fQK3CUQoFAsFSgAgC8MC+CwN0wVJr7sedFM2aIfEpRHmhF9ZW75UKOjVxql4Qxwr8wWt6viy4MxZeGJAL4QAeWoALB3A/VFaCM+2d7OqqoXfmMjXSaL96Zt95j1Xaum6otbVHx/peHq32RwVwALhn/RZUq+XuTVt2nj188MCbAy7fc99v1qtNW59lSRwjDIMUtIIDQaAtvOAMQWBBzlOgU3qSXrSMo8ePF3eWF3D6dSLN3FOpzLLylA13HE8HtIIAnDEiIZKOZBP4aots35X3Hghp8nQrKBlDBALd0+apeX2rWbmkrm/vaL+52j53nUyaB0q1lcf6Fh7V9kcHcNuMdZzZv3dgwXX/91beXmu7ZmRkdNmjG56q7D84rAOHuC4PbV8a7BboXFtywT1w01Rp1npTTk8nJ9j9pdKFxZJEc91YKshE6RADY8VdZ2HgnLuxQsETwUqMVkERNkNBoDIvaV5GVSl1oHfG0ka50vZUFI3/j5WrXy+rte5tAPZMqvT8Abc/zn+VaWt+fi+SOJneUa8t6Whv+9enNj0b/vLXv+3q7+/vVEkEwSUCoRWYUkkgDLgGe8B1gSnj+ZPSpxXpk8Dyd8v1ibwnlT4uToBWBESxQhRJxIk0Vtz3oNpOJcgg1wLcPg2ktF5G3anCQL9KgUIQSJQCiXIIlMtAtRKgu6d3cG7fKQc7uuZHrebYu6JobBPnYu+CxWcc61vzvLc/CYADwP6Dg2DaTFV/dNva1svOPumv7n/gkUu379gVhwF70bPbtpXjqIGo1TAgZyiXBEqh5t5JosGZSMKbmRugBqZgWJAOaN38xEQyRDHQaALjTYlmK0EUS9NhXGewtCgQHEHA08EufYIkCRAlCkmiNRnBgXKJoRwyhIFEvaOKekcFs+bMa4ZCPtzdMzOY07fq2oEd6785d8krSgAbh1Kq0nZ00hO/0NufDMBp275zD8IgwK/WPYjzzjmz1GpF/2fT5q0ztj3zzPzt25/tbbUakiFeIVgEgXEAEYZHGUYbxpwSWiGEpjflECiFQClUqWJjp3rJhKEZMYyMAUOjCUbHY7QiDXB9Hk1NAnOuUigQhlzTJle6CAAQxxKDwy0Mj8aoVEJ0d7Wjq15Fe1tpY3utwufNn79v7rz5z86atbBfBOFHt22+rzV/0YshZYyO+oxjfel/7+1PEuBFrdFsAsAqzvmCRx5+JNn09BPnJvGImDWj/b1RY19t9wDDE5v2YWjwADhjkFJBBAJhKFApcVTLQFtZoVLWQBd2wMl1vF6UcOw9wLGjP8bAYIQ4kc4DCutoAsohQ6UsUC0LlEsMYQBImSBJAECht7cbCLqxe18Lc2f3jibRyL/M6O1KVq48/j9WHn+CkFJuA/BoqVQ+1pf0BdH+DPAJ2t49W8B4UEri8beODe1s27NfRXv3Ny8KBN7IADRbMdavfxit1jjaKgHa2xjaqwqVcBwBHwUUQywZSoFEvdbE8LjCzr1VrH8ixu79EUbGBepVPTiMzUzqnq42TOuuoq0i0FYVaCsD3V01LFl6IpTJ0VQqsX9PUP7RvgMyXLxw9lh7e/WmKEpay5ctOtaX7AXZ/gzwKbah4WEAWMSglgFMNpotfPfGmzB4cADtbQFqVYZ6jbGTTz7hn8eHt65oRSxptATKoURXxzB+8kCEzrZ2VEst1OpjuPOeHkxvYygFQCMCEsnFiSsXbNzw2H9+pFJmqmYAPnt2L845903gIgQ0HX8KwJZae8exviR/EO3PAD+KbWTwGSgZLxnY82hVDyg1wDtqw7jmjhaWzW3Hyr4GumeP4OY7Z6O3ojX4RkshUQJnn7lqPAzFphVLFxzrv/JH0/4/1ZdExsTb/LUAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6MjU6NTktMDU6MDAplbALAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjI1OjU5LTA1OjAwWMgItwAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 1}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 152728000
{'hecke_orbit_code': 1374406312531, 'n': 1, 'trace_an': 4}
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id: 152728001
{'hecke_orbit_code': 1374406312531, 'n': 2, 'trace_an': 0}
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id: 152728002
{'hecke_orbit_code': 1374406312531, 'n': 3, 'trace_an': 0}
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id: 152728003
{'hecke_orbit_code': 1374406312531, 'n': 4, 'trace_an': -4}
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id: 152728004
{'hecke_orbit_code': 1374406312531, 'n': 5, 'trace_an': 0}
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id: 152728005
{'hecke_orbit_code': 1374406312531, 'n': 6, 'trace_an': 0}
-
id: 152728006
{'hecke_orbit_code': 1374406312531, 'n': 7, 'trace_an': 0}
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id: 152728007
{'hecke_orbit_code': 1374406312531, 'n': 8, 'trace_an': 0}
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id: 152728008
{'hecke_orbit_code': 1374406312531, 'n': 9, 'trace_an': 0}
-
id: 152728009
{'hecke_orbit_code': 1374406312531, 'n': 10, 'trace_an': 0}
-
id: 152728010
{'hecke_orbit_code': 1374406312531, 'n': 11, 'trace_an': -4}
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id: 152728011
{'hecke_orbit_code': 1374406312531, 'n': 12, 'trace_an': 0}
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id: 152728012
{'hecke_orbit_code': 1374406312531, 'n': 13, 'trace_an': 0}
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id: 152728013
{'hecke_orbit_code': 1374406312531, 'n': 14, 'trace_an': 0}
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id: 152728014
{'hecke_orbit_code': 1374406312531, 'n': 15, 'trace_an': 0}
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id: 152728015
{'hecke_orbit_code': 1374406312531, 'n': 16, 'trace_an': 4}
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id: 152728016
{'hecke_orbit_code': 1374406312531, 'n': 17, 'trace_an': 0}
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id: 152728017
{'hecke_orbit_code': 1374406312531, 'n': 18, 'trace_an': 0}
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id: 152728018
{'hecke_orbit_code': 1374406312531, 'n': 19, 'trace_an': 0}
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id: 152728019
{'hecke_orbit_code': 1374406312531, 'n': 20, 'trace_an': 0}
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id: 152728020
{'hecke_orbit_code': 1374406312531, 'n': 21, 'trace_an': 0}
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id: 152728021
{'hecke_orbit_code': 1374406312531, 'n': 22, 'trace_an': 0}
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id: 152728022
{'hecke_orbit_code': 1374406312531, 'n': 23, 'trace_an': 0}
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id: 152728023
{'hecke_orbit_code': 1374406312531, 'n': 24, 'trace_an': 0}
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id: 152728024
{'hecke_orbit_code': 1374406312531, 'n': 25, 'trace_an': 0}
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id: 152728025
{'hecke_orbit_code': 1374406312531, 'n': 26, 'trace_an': 0}
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id: 152728026
{'hecke_orbit_code': 1374406312531, 'n': 27, 'trace_an': 0}
-
id: 152728027
{'hecke_orbit_code': 1374406312531, 'n': 28, 'trace_an': 0}
-
id: 152728028
{'hecke_orbit_code': 1374406312531, 'n': 29, 'trace_an': -4}
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id: 152728029
{'hecke_orbit_code': 1374406312531, 'n': 30, 'trace_an': 0}
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id: 152728030
{'hecke_orbit_code': 1374406312531, 'n': 31, 'trace_an': 0}
-
id: 152728031
{'hecke_orbit_code': 1374406312531, 'n': 32, 'trace_an': 0}
-
id: 152728032
{'hecke_orbit_code': 1374406312531, 'n': 33, 'trace_an': 0}
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id: 152728033
{'hecke_orbit_code': 1374406312531, 'n': 34, 'trace_an': 0}
-
id: 152728034
{'hecke_orbit_code': 1374406312531, 'n': 35, 'trace_an': 4}
-
id: 152728035
{'hecke_orbit_code': 1374406312531, 'n': 36, 'trace_an': 0}
-
id: 152728036
{'hecke_orbit_code': 1374406312531, 'n': 37, 'trace_an': 0}
-
id: 152728037
{'hecke_orbit_code': 1374406312531, 'n': 38, 'trace_an': 0}
-
id: 152728038
{'hecke_orbit_code': 1374406312531, 'n': 39, 'trace_an': 0}
-
id: 152728039
{'hecke_orbit_code': 1374406312531, 'n': 40, 'trace_an': 0}
-
id: 152728040
{'hecke_orbit_code': 1374406312531, 'n': 41, 'trace_an': 0}
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id: 152728041
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