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mf_newspaces • Show schema
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{'Nk2': 24576, 'analytic_conductor': 119.95584978590276, 'char_conductor': 48, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 11, 'char_orbit_label': 'k', 'char_order': 4, 'char_parity': 1, 'char_values': [384, 4, [127, 133, 257], [2, 3, 2]], 'conrey_index': 95, 'cusp_dim': 864, 'dim': 216, 'eis_dim': 64, 'eis_new_dim': 16, 'hecke_orbit_code': 687328985472, 'label': '384.8.k', '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': 928, 'mf_new_dim': 232, 'prim_orbit_index': 11, 'relative_dim': 108, 'sturm_bound': 512, 'trace_display': [0, 0, 0, 0], 'traces': [216, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 8752, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, 8, 0, 0, 0, 0, 0, 0, 0, 312504, 0, 0, 0, 19765016, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 4559784, 0, 0, 0, 0, 0, 0, 0, -8744, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8, 0, 0, 0, -15692992, 0, 0, 0, 0, 0, 0, 0, 28990792, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 23365032, 0, 0, 0, 0, 0, 0, 0, -103697648, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -56241960, 0, 0, 0, 6588352, 0, 0, 0, 0, 0, 0, 0, -49099616, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -210612024, 0, 0, 0, 0, 0, 0, 0, 77644936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 154529496, 0, 0, 0, 62084648, 0, 0, 0, 0, 0, 0, 0, -469427504, 0, 0, 0, -403869264, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 574027312, 0, 0, 0, 0, 0, 0, 0, -40092840, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 38263744, 0, 0, 0, 436161192, 0, 0, 0, 0, 0, 0, 0, 1179932616, 0, 0, 0, 994815408, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1722916976, 0, 0, 0, 0, 0, 0, 0, 1407229912, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -6588352, 0, 0, 0, -919639096, 0, 0, 0, 0, 0, 0, 0, 1693799384, 0, 0, 0, -2124106088, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3704046016, 0, 0, 0, 0, 0, 0, 0, -1431714320, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1960242744, 0, 0, 0, -3035947464, 0, 0, 0, 0, 0, 0, 0, -4168320048, 0, 0, 0, -16, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3316424312, 0, 0, 0, 0, 0, 0, 0, -4466271904, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -3016436112, 0, 0, 0, 5001878440, 0, 0, 0, 0, 0, 0, 0, -9007673880, 0, 0, 0, 3413380800, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 5188913960, 0, 0, 0, 0, 0, 0, 0, 7107669152, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 3451960088, 0, 0, 0, 3766826984, 0, 0, 0, 0, 0, 0, 0, 8186602040, 0, 0, 0, -4074446288, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 19838770992, 0, 0, 0, 0, 0, 0, 0, -2774532240, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1366874992, 0, 0, 0, -10374961120, 0, 0, 0, 0, 0, 0, 0, 30336299800, 0, 0, 0, 11241498160, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -13373789440, 0, 0, 0, 0, 0, 0, 0, -16732540040, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20596898728, 0, 0, 0, 20116830080, 0, 0, 0, 0, 0, 0, 0, -20296424496, 0, 0, 0, -5921435576, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -59285533656, 0, 0, 0, 0, 0, 0, 0, 35608129072, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 18214880736, 0, 0, 0, 21777168320, 0, 0, 0, 0, 0, 0, 0, -50647504032, 0, 0, 0, -23571946640, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 30436892464, 0, 0, 0, 0, 0, 0, 0, 33372894192, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -11384163840, 0, 0, 0, -71263518712, 0, 0, 0, 0, 0, 0, 0, 13709008344, 0, 0, 0, 7288005592, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 55241277416, 0, 0, 0, 0, 0, 0, 0, -83643017896, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 1239023840, 0, 0, 0, -62103439480, 0, 0, 0, 0, 0, 0, 0, 66224488008, 0, 0, 0, -7377401424, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 27336358704, 0, 0, 0, 0, 0, 0, 0, -44278654112, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 63630954304, 0, 0, 0, 119871817096, 0, 0, 0, 0, 0, 0, 0, 41863655616, 0, 0, 0, 28264327872, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -51335658744, 0, 0, 0, 0, 0, 0, 0, 119696053224, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -25227386920, 0, 0, 0, 56896350824, 0, 0, 0, 0, 0, 0, 0, -84713618592, 0, 0, 0, 84600076976, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -75666495440, 0, 0, 0, 0, 0, 0, 0, 56563299928, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20678403120, 0, 0, 0, -156423469632, 0, 0, 0, 0, 0, 0, 0, -46376851544, 0, 0, 0, 10788309232, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 113950398984, 0, 0, 0, 0, 0, 0, 0, -193644184440, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -63563160136, 0, 0, 0, -12633625560, 0, 0, 0, 0, 0, 0, 0, 98947381760, 0, 0, 0, -39376024464, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -34871456504, 0, 0, 0, 0, 0, 0, 0, -76518485080, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -62680801616, 0, 0, 0, 206376550848, 0, 0, 0, 0, 0, 0, 0, 6009836056, 0, 0, 0, -73174157904, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -115672009144, 0, 0, 0, 0, 0, 0, 0, 281813939704, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -82577993344, 0, 0, 0, 149835060096, 0, 0, 0, 0, 0, 0, 0, -163944312232, 0, 0, 0, -200246405880, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, -8272223136, 0, 0, 0, 0, 0, 0, 0, 83004849936, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 0, 147837193528, 0, 0, 0, -317187031096, 0, 0, 0], 'weight': 8, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 200439
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 95, 'conrey_indexes': [95, 287], 'label': '384.8.k', 'level': 384, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11, 35], 'sub_dim': 108, 'sub_label': '48.8.k', 'sub_level': 48, 'sub_mult': 4, 'weight': 8}
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id: 200437
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 95, 'conrey_indexes': [95, 287], 'label': '384.8.k', 'level': 384, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47, 143], 'sub_dim': 108, 'sub_label': '192.8.k', 'sub_level': 192, 'sub_mult': 2, 'weight': 8}
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id: 200438
{'char_orbit_index': 11, 'char_orbit_label': 'k', 'conrey_index': 95, 'conrey_indexes': [95, 287], 'label': '384.8.k', 'level': 384, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 95, 'sub_conrey_indexes': [95, 287], 'sub_dim': 216, 'sub_label': '384.8.k', 'sub_level': 384, 'sub_mult': 1, 'weight': 8}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 11, 'label': '384.8.k', 'level': 384, 'portrait': 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DU7oBKAtYL5VcvuTZZqkDDf9Di1oPAVeB4MepK922I6gwhfSzxlOLXgc77pUfUte7f0WFzWGAvVQLJ9Q8RFm1vUqgOEgDCSNLs1LqwETNclSRxw6oLHifOCk3Mxc80Qrzrg6t0d3vMGw6A/xfFzDU5fUMwtJJxfijizaDmyaLnm0kX+07uW2Tw5wYnzU1xYqjK/7LG4KlhOj+NyO2Fx1bDQlXZm6w7zTa/e99C//u59/z6oX3wU4pNC/P0v+Pp7D/D/8YFPkkTR9sb07K+cPHX+W7dWP8y3v3qBTnsji6sNllarLK0GLDY1yy3yk7O4mnChCccXBBtnV/jpf7LMDZdUOT03zam5OnNLmvOLlgtLMWcWEs6sJGyY6fCNN3W5eIuiHgR4ssLiasDCsmJhFXoDiGKLVpZaJWFyLCa2cOoCVL2QSqDRMqFRhVYvoF4dIIBaYFhuBqy0JfWqYLklWGon1AKLBeoVxWpfMFkdoKWiWg3xteTkeY/YaKYbgnogUAriWNDtCxZW3cW02IrwvD6VWszubQPeeEPEpok65xcmOH3B5/wizC3FzC/HnFqA48uW669Y5P999zKbJic4eX7K3SVycBtWWhErrZjltmWxLTjTUnRaTf71u3v8P9//DcRc9Jet1eaPaq1Ob9rzbS82RL7m4++tBr9wYYGxRm3i2Mlz/+I3f/8z1z/+pSe+9dFnF9i8SXPJbsFNFzeJYkWSSBIjSQxYq7FGYS1gQYgEKSzHFyf52T+W/Md3L3DtroiJ+hRjtTHqlYDxmsdkQ7JpRXJqYYKP3llD+QMu29lnx+aEdqfHjtmYN7wiYRBpBIYvPx6w3AmoJQPOLiqa7QobtwUsdeHCAlyyQ3J0zrJvq8dELeTsimLTRExiJIvtKottw6apiOWmYqym2L2ly/FzAZfujDm7YFltVdm7LWHHppBTiwljjQHNdsRdT1QASRgZXn5Vjxt2WJY6HhdvCblkh8QXVXr9GR5/PmB+WbKwnLC4GnNuyXB8QdCO+7z0slV+6h0dNoxNceLsBPMrFRZXPZaagpWWYbUd0ewkNLuW1a5gvqdY6UTcesUK33HLMp25T7HU3futidxlN+1+66O9fu99SdRdbYzNvNiQWffx95LBP/eFu6lWgmBxefU3Hn384Pc89sxJdfxsi5Uk4ELHcN1FF/jFH5rnqt015pYmWW7WWW5WWG55LDc1K21YaSaOhVoxiy04tSyoj/d4ySWrvP0VA/ZuqdLpjnN2ocbCisdSU7LSsiyuGuZXDZ1+Qjs09AcxGyYGXLrTYK3A15bDZwPipMqujZK92xMmJ/rMr4Q8e7zONXtgYmyFe5+aZMNEyERdsNT22LstJAxjHjk6Thgl7NtsWOkKphp9ZsY19z4TMVGrcdWehGdPRswve0w3AvZus+zcHGIIOXJW4XkWrOWyiyJmxgTdXkC379PpaS4saxZXBSuthJVWwmIz4fSSoBnF7NnR4ltvWeH6vYqJ6jhn58dYzO58Tcfcq+2I1XbCatuy1IG5jmSumXDD3jn+2w8tsm9bg6XVcVZamn68ARnsTqZmL/uDoDLxw3E8GFxxzS0vNnTWPP5eAXxhYR6ttffZz37GG5+Y+Y279z/4zucPn9GDWNLpC1Z7ggtdxYV2zEv2zPELP7jENbtrXFieZLlZY6UVsNzyWWlpVtqCZithpR2z2o5ZaVnOrgoudAzjY11uuKTFd94Wc8nWCt1+nYWVKsstn1ZH0uoKOr1CkoSxwBjwtKVagc3Thq2zfVADnjsdc+CoT0VVue26CM9v8thzDTbPKh47lLBtVtEdJIxVExZWDFfvEyysGOoVj15fsG1TzKPPVdg6C48eGeCLKrdeA36lyzPHE54/UUXis2VasWUKqhXwtCAxgiiGKIZeHzp9Q7traHUNyx2Yb1paUcLei9p8xzescsM+w2S1xnJzjPOLNZaaPstNxUobVlsJq+2YZidhtWNZTsF9oWm44ZIL/LcfnOfynVUWVyZYaddodQKabU2zI9CVbfGuvdf/0ZmzCz98++3fGMVJHM3ObnixoZQ//t4AvLm6wtj4hD558th/uvPOL33P84eOzS6vdoNe37gETd/Q7sFqTzLfk8y1I66/aJ5f/OElrt0TMJ+DvMJq22e1rVltC1bb1t1y2zGrnYSVDlxowvLAIlSft97S5PLtMTfss0zUKzQ7FeLYI04UUSxJjAAsxloCL2as0eWJo5L+IOLORxuIqMKerT63XNMhNCt88cEprt7js9BuceZ8nZdcGvH8SU1kLcfPWf7ZW/ocO2uITIPnTxteuk9wcr7L0soEV++N+NKjPaJBnZdf6bFne4gVLb7wmGDQFzx1JKBR9ahp4WQYYAyEiSVKLAMDza5hYrzPdZf2uHJHn7e8PEFRo92pM79SY7nljs1KS9JsW1Y7Ma2OA3ezY1nqSi50JAutmBsvucB//+cLXLq9wuLqJM12lWanQqvj0e5p2l1JuycIk2CwcdNFC6+67dV/sGfPnp9eXV2NJycnX2xIAX9PAP7FT/825049UXnpK971744dO/4fn3jiKdHuJvRDQ6+f0O0bOn1Dp29p9aDZEyz0JHOdmBv2zvMLP7jA1bt9VpsTLK3WWW1XaHZ8VjuaZlvR7AhaXUOrE9PuJrR7hmbXstwVrPQsnTDm0t19xqsxJo55yy09rtmTMIgUWloGkeUT99Q4dLbO5knDyXM+mir7tiqu3mup1Do89FyXCwsNrttbZWpqlbse93nJLp/FTptet87kjOXxg5J3397n0YOWDVMBnUGbldUJrtzb5e7HYePYGNdd2mFudZUHnp6k5tW55mLYu6OP0h2Ozhk2ToWcPBfxyXsDepFCSggjy7V7B3zTKwZEkWaiCldeJOj0arQ6VVbbAasdj2ZH0epImh1odRPanYRWN6HVNTR7sNwRnO9IVroDXrZ3nv/ygytctavC0uoYzY5j7lbXT8Gt6PQEnb6g0zP0Q8uVV15td160+z/tumjnhy/es/Mo0H+xi7hedIDv/8KvUa34teWVzo8vrzT/08Jih95A0h0Ien1Lr5/QG5RBbuj0odUXLPQU51uG6y9e4ju/YZG33ZIwVqmzsDLGSqtKsxPQ7Hi0uopWV9LuQqdn6fYTuj3jngeW7sBdNN3QEiYG37foNPz2FATSYo0k8DQzY4ptGyQXbbHs3NwjES3ueEDx/NExXnudz8uvW+H9n0qY8Kd4/c1d9j8VMV4ZZ8vmDl95tMpbb0m484mEXTMB9bE29z4R8I03ejQaF3j/J6Z45RVVXnNDi6dO9fn8/R42rrFzo8+uzYJtGw0zEyGBH2FsgqcTlHJlI76Gii+IIk2379Pqarp9Taev6PQknR50+pZOz9DpJnR67kJv9WC1J1joCC40LWNjLd5+6wLfeduAKy6qsrjSoNmp0u4GtHse7a6m0yvA3RtY3F02ptdP8IKG+eY3vz667NKLb2i3O09fe81l/+cC/LH9v4jve5VOu/fvlpdXfmpltSf7oUd3IOn2Bb0M5IPEMfnApAfT0O5DeyBY7kvmWxAmPd79hgt8y81drt+rSZIGy806K+0K7a67pXZ6ik4//bf70B9Y+pFhEFqi2BDHlsRAYgALUgk8Lah40KhJxhuCzdOGbRt7TIw3ufspy50P+fhynOv3+lx7aYtHj3V4+uAEr7nOI6gt8+l7KrzxpoDJiUXu2D/JbdcLPvZAyKZqjW98eYs77rfU1AS3vbTPo0fbPH1onOv3VLju0j5+sMTnH1Hsf6LGVC1g+7Rm07RgvC5p1KDig+dZlHTHM0kEsYEoFkSRYBBZ+gPohZZ+3+RE0R04kmj3Yb4jWWhDJPrccukyb355i3e/LmEQjrG4WqfVrdDuuiDWbbI4him4+wNHQr2Bod2N8YO6mZ7Z8LON8fGfHwwG/ff9wntfNIy9qDbhxFio46jzUzZe+nFlB7JeDRDCMZJAIoRrwhFCIYRAygQlQEmQyqK1xVOGqhYsdGt86Avb+cJDTd54/QpvvWWVq3d3mJ6osdSs0e4FdHse3YGmN1D0B4pBKBhEkiiGOFEkCRjrrnopwdMQeJZ61TA5FrFtQ5fYdjh0NuJj9/s8e3SMqWqV6y/R3PqSFvccaPLF+8a56ZKADdM9PvOwxSRVpsZClloDd9EAmyY6rCwGKFHh5muW+fy9FU7PVXnTTV3iZIkvPz5DlFR46WUbefPLmuza0uTepzVPnq5ijwdsm5ZM1QW1iiDwBVqJFOQWY50ujxN30YaRZZBexP0QuqG7+60MBCttkLrPtZeu8vZbm9x+XcTMWJWl1UlW21W6fZ92LwO3oteXKWsLun3rJOQgpj8wbgstsVEsL7blUod/d83Vszv++8+857Ff/i//8tc978VJmv+dA/zB+/8nN1xWY7Vj3ttvHnhjq3v2Fk/Gfq1aQcgYZ2DrFNwSCUghkEIiBS7NrgRKJXgKfAWBNlS1ZayvWGxN8QdfaPDlJ9vcdEWT73n9KpdtbzIzUSGKK/QGAe2eT6+vGUSKOJZEicQYgbHCgVtYgiChHsQEfoRUfeabAz75kOTknM+x05PYqMK+bR6XXaR4yaUthDfP44fH2DFd4crdlunJVZaaFbZOK5CGTz8QECCpBpZvelmPD3064fxCwOwGxWJ7wDNHA7bOTnL9xQvsf7LJfQfG6Q98Lr1omusu6nLVRS0On1vl5AXLfc/UOHaqRiAkgZbUA6iUmNxaSIwlTiBMIIwFnYGg1Rc0Q4hMjFB9rt7T4ntf1+Kmyw3bN3h0e1PML9ccY/d9uj0ncXoDV5vu7qg45h4kDMIkBbYDdy+9W4RGs7DQDdqPHXvPT//6J1cnJ2rqJ/7HF3/l6l1zvOtb3vmPF+D/7pf+khtf9gN89gu/8COXb37sZ+vyTMPXilqlghARCIsQFiFACoUUFildICWVQCmFVhKtE7QSeNrga0PgQcW3VP2EiYqkNfBYXp3iI18d554DPSbqPd51e5M9G1eJI83ebZZLdyn6A+eWJEZirVNrSiYEfsyRs3B8XtCLDX/yxRqrnQn6XZ/pqmLLlGbnZs3urYIrL26SyCV++5MNOs1xbrpMs2d7myePJ7SaFbbvgXo1phVWCHwJ1uJ7Hqt9OHNBcslFAZfv6XPwUMjTR6rcdOUUP/CmRX7v020eOtig09MsNRvs3lrhim09Xn5Zm296WZtmb4k//mKVbuRz+oLHU8d9fO2IAMDgpFZsDHEImzeGXH5pF5NE7Nk84LtfPWC8ptk06RNGVc5cqNDt+fQGHt2+TkGt6A1kukE/tE7WDRL6YcIgNO596LZeCL1I0I0EvURz5myTJ//oKxOvuX72P/+z796evPX1rV+38e8i9Pf/4wP4f3n/J3nnd71S/eBP/eoPLC88+ovveeMTwauv0RjbgDTSFkMAt0ihkRKUlCglHLiVQGuF1hJPJ/hegh9agoGh4lnqkWGsAlNVQSeUtHoNTjUb/NcPTkMSIYm58pIul+4IGYQCaxKsdbJISoGUEj/wefqoz5FTFaq+R11LZuqCPVskG6Y0W2YlOzcbLtm5QsQSv/mJBqdOjnPDPo+LtxukbnHnowGTNY/pCZgc61OvVlA4/7rV81nqGJaaltV2nduvb/LkoZCjZzXT4xVeevkEP/DmZX7z4/DokTqdvmW1o5lbGmPzdJXZqQFbxnv85Hf3qFVaPH/a8NQxRRBYpDJIkeosa7EGwlBw6Y6Ya/clCKuJIh/sJP0w4PyCR3fg0Rto+gNFP3SM3Q8F/YGkFwr6A+iHhkFoGAzccz80TuOH2VaAuxMJViJBJzYk7R5h8+HGpZuO/6IdXBvNH3/77/QXK0ll5u+Gyf9OAH766B+wbXfL+50//eT3PnPo5K/d+9Bpr9seY9tMi33bOkhpU7a2SGFQ0qKkh5IWrTRaWQdo5ZIcvue2gScYhJLAMwz8hGponeaMnbU3ERnCGAaRoB9LBklAFFc4crzBgcOWxLrqQwAlnNzxlCDQ0Ajgsg3QqMJEXTLZUExPaGYnYefmAVtmVxnYZX79Y+McPTbBdbs1u7ZK9mxf4eGjA07PTfLyfZLJMYOve1Skh7I4X90Aps9yq8K5Bc1NV1a5fHeLpw4GzIxLapUG1+xL+OG3rfDrHzccONug2TE0W4qFFc3MRIOp8SoTjZixWsxkLeQNN0QEXoSnYpQySOn2y1qBMZIwViwvK+JYE8aKMFIMovQ5lG6LpGsOiQSDUNAPYRBaB+yUsQeRJYycJBlEKatH0E/B3Q4lKxG0owR6Pa7evcyPvmOVXRNzQed89ddOLn7Y/OxvXvv77//jD0c/+I5v/4cP8L/46B08cmBGP/jk0e8/euzIr97/9KJHfZpP3x+ghOQ//7NVLtvaRkuDFMYFktK4TXkobdFKobXC0xYvlPi6BHBfEaYnJ4osYWwII0MUuyAry/bFiU1v2RZjXDCZJUtEGrhq6ey2wIMgkNQqknpFMd6QTI7BhsmEnZu7jDVW+Mj+iHsPTLG6OMaVOxQXbdFcvH2AUKv8xd1jbKgppsYlMxMD9j8tOXtBcclmiBLB7g0Jr7h6wMEjEyw1BcvNBt/2qhaPHOxz7JykXpH43jhX7IGf+SeL7H+2xyfvmmGxDTs3JKy0NBMNxXgjoFH1qVerVAJDxU/wtHGEIK2TfIAFjHF3j8RI4lgQJ5IoFoSxIIokYSQYxI7twxgGoQtQw8gQhoZB7AJV95mlH6UAjzLmlrQiQTOC3iCGsMNVO1b4Lz+0xDfeaOh0JxgMjnlnz46978feOqku3b3nd2554nPxldd+4z9sgO/e2hXtzso//8xXjv7cR788503WK7RjRYjgjgckvVDxzbe0eOfr2ow3YlS3ipYGpRO0Mmid4GmNF2p8LfE9xcBzgA594U5MJAgjRRhDFBWWX5wY4sTm4E4Si01Z29pcGaGkQEmB1gJfCwJfUg0ktapgrGaZaCTMToRsmGqDXOHPvqL40OenmalUuGqnYMdmjx2bDTs3rfKZxwzLK1Wu2S6ZGJNMjoWcmPdodTVKQZJIGlXFlo0x9z1lWG0Z5pYCrthT45XXNvnyAwGTdQgCH6XGuXIPfP/r5/HkPB/bP8lzZytsakXMjMeM1xWNqqRWVVQDTeBrAs95+FqClDbfR6y7qI0VJAnERpDE7oKLE0cCGUFEsSGKTEoWlii9K2bgHkTQT++MvVSStGJBO4aw32fca/Outy3yLbd0edU10O406A8Cwshna+OYd3658Yt3r2rPiuDX0+vvHybAjz77cYwxP/rRzxz8T/c8fKZuE48Jz6CEoCV8BkLyxUc1DxyosNhe4r3f1mV6IqbTi9H9AE8leJGHrz18neB7Gj8yBL4kDBVhLAhT9snZKBbEsXInLbHO+jOWxNiCtUvMLQTOZlO4O4MPVR9qFUOj5gb7zE702Ti9wv0HQ373M3WOnBpnx7jHnk2CbRt9tm0UXLytg/BW+NKjk0wGiulxyUTdMtHoMdYw+J6zPY2BQahZbUe0ugnNjmJh1aPdbXD7dRf47ANdjpxvUA0itPIRYpw9WyXvfPUSN102xwc+Pc7DBybZ2pZsHIsYqwnqFXdBBoEk8CSeTq1DJZCiuJCtTSWLLfz+JDEkaao/zokhA7oDtLsLWgYpqAexkyS9WNCKHLD7YYzp9xmrtHjvty3xY9/ZpeoHNDtVBmHAIPIJQ03F9/CaR+tepP7zcni1+r0/+vQvv+ed3/QPD+BLq2087f2Lj3/io//pgcfPjQ8GirGKO0hKgBaCtvDoSkUr1PzShz0eeX6Vd7ymzetuaDE1HtLpVfAjH9/zCXyPQagJI9f9EvqKMJZEsSSK0uckBXiSslQiSAy5BWitcNi2LogVMpUmyhVS+Z6h4htqlZh6JWa8MWDDVJtWr8N//wvNnY9P027V2TMj2LFBsHXWgfuizX0atWU+9CWfs+frXL5ZMNlQTI4lGDug3RNo6cBmrGPx8VqMVDErHY/VFlxYrrJvR5V33r7Kn33J59S8h6cjlPSwtkGUKK7cvsxPv7vFl5/s8IFPzHD+TI3N4zBZTagHCdWgiE88LdEqDZzTfILb9eJCdxc+mMQQp3c4B3RHDnECYewAHsaCQZKydgydWDpgR4YkHDBeafOGV6/wXa/pcOvVBilqLDcrDKKAMPIIo/T8xZpGRUL37LgIarf/8C/1f3n/F36VV77uX/3DAfhv//Zv0jr4Pvkn+2eue/KZI+PWWOoVQRhb52MLUNLiSYEnBR1ZoRVq7nigwv7H6rz2+ibf+dout74kZKIREIYB/dBn4HmEkSaKvVSSKOJYpeCWxIkgjiVJkulNkeptgRlhbuenG5QCTxk8z2nYeiWiXg1p1Hoo1earz1g+eu8Ydz06w6a64orNsGlKsmnGZ8sGydbZkD3bVnj0SJ9P7N/AtK+YHpOM1SWzk30OnbHsfyxAWncxJYlAoLjtuoj9T4UsrFZodRIWVzRbZxu87RUdnjja5KnnZqj5MUoJwMMkNQYDxdaNAd916wqbJ+b42L1V7ntykrOtClOBYKxiqfuGig++TtAqzRmk+1vOW9tMshjnmWeMHqfAjhOIjCOMKIFB7Bi7Gws6MfQig4lDpv0Ot71ile96bZNXXx9T0z6DyNWtDEKfMNZEkWYQuecwUoSRJDGWQJ55/Qd/cvN/3nDJP/lFa/9lt58QVvXfbnL9bxXg/dASeFR63TM7P/jBD77jxLHnv7/dbFMNJFEKbilcQkLGoAV4EgIpaEuPXqxYjn0+ek+NO5/ocONlbd779g5X7wmZHNckiU+v7zOIPKLIgTxOFFHiEjaJUSSxIDbOOTBWYExReWdzcDvHRiuDpwy+l1CrRlSDAVoN6Md9njlp+I1PTfD4kUl0ErBv2rJxwjIzodgw5bNpWrJlNmLXljYXVlv84Rfr2KjC5g2C8YZmvG4Zq4X0kgRjFb4UCJkyuFEorYiNod03tLoJq23N+cUql401eNftq/z8fJVj8zW0jpy0sZrYVBhEknbX5xWXtbn5siZPHT/Nb3xyjIOnGiwsVwmkpOoJGoGlol33kafSYy+Hz5dNAZ5nP1OXx8k7CBNBaByw+wl0I8sgjNE2ZGa8wzV72/zYt61y/SUxjZpHOGjQ6gaEoUcYO9aOYpXfdd3r9G4bS8Io9DqLCz9uG4//K6Wu/o5w0Pvs3yq6/7YBfujQESqVxqXnzj7/wPm5c16nE4tqoIiNTVPtKYOnz1qCjsGXlkAJekrQ0QF9z2M5rPC5R9wAzG+8ucnbvqHHlRd12DHTY7yuCWMv7ZDXDEJNFCtiI0kSlQJbYgxYRBHGpOD2PeMYTid4OsJTIedXYg6fM9zztOaJ42M8eGCCOKqyecyyoWGZGhNMjyumJzw2TEk2z8Rsne0xObHMX3wW7n9mgmu2CibHBGN1SaNmaNQGtJMQ31Po2EkFa52DwUDS7Se00gKoZsey3NLML49xy+UdvvFly/zepwLqSxIlIgdIo4lin0Ek6fY9ZiYq3LCvzfvf2+HB51o8cdzjgacanF6ucHCxSqAkVeXkka8tgWdRpESeHpaMyRPr5FxkHHOHCfRCJ1UiG2PjiIbfZ9/mHpdf1OVbXtPh9TdFNHyPfr9Bu+kTxhljZ8BWRLF2YI5VISVj5+AkRjIY9INHH/pC8Pxzj75s15bNX/njP/rt7jve+UN//wB+9ux5tmzZVLnr7v3f8olPfdlbWkZq5YFvUYmL6FXsaiZU4lhcJ9bp3wS8GCrKUk3SW6EKGPgezbjKn909xhce67F9usebXtFm02TMRZsG3HBpF4FiekqilSRJNMZIrJUpc2f35Sx5ZLDCNQX0BgapY+57TnP0vORzD9U4fK7B6moVX3iOracM4zXng080NNMTmukJwcapmM0zPbZsWOH+A06abB3XzDRgrK4ZqwnG6zFShjx7UtHsKrbV0+G2FgaRZOO04NKdA766YGn2LO2eY/HF1YC5pQne/op5DpxY4uGnZ/GUBRFhLcSJk2j9UNHra5odn8lGnVdd3eE113VZun2BI+fgsw9XOHou4JGDNYSnWehr+ksKKSRCiFSTixTkNgW5JbEGmzgXa2pswLiIuP7yHhdt7LNlKuLNLw/ZNCWYGlP0+uMsr/oOxEkqQWKdysZsk+tsLk6KYoEQmoYeUBHt/7jjot3ijdfe/PPf9MZv6U9Ob/z7BfCpiYo+ffLYfzh18vj/r99vy7G6JooMUoKQwkkTYR17Swd0nTbweokrS/UT8GNLVQnqRtBPBH3tMfA8mv0qT52MefLENMJEbN/Q57pdPcbrCbfe2GfLdEQSxViTnjhbSBNSDSqVJTTw4FNVDhyr4Vckjx2tcW6pSkVrxnzJzinLRMUwVrE0qpKxmmS8oZkY00yPw+xkzMapPts3tkhY4UN3TrC0NMZV2w3jDddj2agZxmoR1kY8dMBnadnj4imXXbQWBgPJhgnJy67o8dXHE9o9Sacb0+ooVtoeF5bqXLGnx7tf0+Sh56ocXxpDCQNEaY2JlyZoBN2BpNPzWO0EjNUaTI71uWFvj1uu6HN+qc/Tx1tUqglPH9M89FRAYiVCCvI67dxGtGANGEMSWzbNxNx6Y5/JquHqXYZts4I40RhTYxB5LK64u6drDEmlYsrWWVyU1fnEsSBKHLgzYLvPnBkQxppe2JZHjhz999XGRj0xOf0zQPz3BuD337efe77ySb/Zar/jwDPH/HollSVI4sRlKWMBUoFMnP5W0qKlQBt3G/QSS5S4bGJkoJJYaokgMk4LDnxBmHiExiMylrPNMU49ZJAq4XOPR9R0jLHGnSTrutVFdgaFdJuUGKFodjziUBNoSaNiuXga6r6l4cdUA6hXBLWKolFVjNV0nuiZnojZMNln00yb2Kzwix+u8vjhaXbMWCbqIgW3oF5NqFdC6rU+lWoVLw30RCoLEiMIY49er89q3zAZuFrtds/QbCtWaj6n5sa5dveAn/jOC/zChzWnV6sgEoyNMQaiRBPGMq0dUXT6mk7Po9kOqFZqVNNg+barQzw/5Ia9Cd/2yn6eSBPCpDZpEX1n5JAYZzVONBRK+vT7msVVnVZcOjDHsSI2LvaJk+w5A7R7nQX9Gaid5y5dEBuLNJjNfHjJE08+6S+sJj/2LW/7ZtVq9/79WKP64gP8+OGHUEoER/ubf+O5R+7eoRSuQCoxJGkwl0j3rIxNge0idWflWbRyO+mZLIK3zrYy1h2ANMqPjAsgYwNhIEnqkthoojhgMXQZcGuLvIEQrjxVC3fH8NJs5aa6pTppCbShkmrTiieoBm6rBYpaVdOoKcbqgsmGYbIRMzMxYMNUh60bl/idTxs+dtcGNo5rZhqG8Zq7GOpVHMCrIeeXDYfPBlR9F3+k5SEkRtAfaPZuidk0PaDdCVxDRy+h1VWsdjSNZoWx2gTf+ap5Dp+Z4/c/tS21DA3GxKlnrRmEWf2IpNtX1CqaauBR9V3RmO8n+F5M4CVU/AQtEpRMXNZYWIQ0Qz55dvdLEsnisptYYEz2LFKQS2IjMSmIkyQDdArqHMiOqWOTPuc/I7dyoxQHSeK89tMnj1SeP3jgtn4og7u/+uDgtlv/ZjPM/0YAj/pL6GCq9vjDX/z155977J8kSSQC312hQkgXVEpLLC1SGhLjsoaJtChlSBJQCejMqkp966zUMxmxsPL3mb2VZuaszcA9/P2y8lopsgvLed6+tHg6rWvREHiSii+oBC5hUq1o6lXBWA3G6wkTjZjJsZDZyQ5bZpd58lifP7p7K/VKwKYxw3hNUK8palVBvZr66NUBj58QPHqwwq5J9/dFSuHGQnegeemlln3b+jz41DjdEHr9hE7P0OpIVmseCytVKsEE33HrEg8/u8DTxzfhLllDYhJiY9NkjKsn6Q0ktYqgGiiqgSHwvBTgBk8bPOWyw0qZVCragslLxy1LCLmkkMjdKJOm+hNTsmITmTovIm24cD/L3+csPZybyKzIjOSy50HY5otf+vLNL7n+ht980xtf9yPn5pa7WzZNvTgAP3d+Ds9b+jfPP//8983Pn6PiByTG2VGJdDuYsbdRgjgxJNKSKIFKBImyaGNJEpv61q5OJEkYArVJs5BJqY4kT1ZkFmAZ3OkJcxWJ7vsoAUq5rKVOO3V8Db4nCDxF4AsqvqJSkdQrgkbNMlZLGK/HTDRCpie6bJ5e4YljXX7sAxs5c36Ci6cNEzVoVCX1qqJegVoloVaJ8bwBvdCipSZQ5Jo3kyhRLEkSj4Yf008MnYF07XN9p8mbbUU1CKj4DXZuivjv/3yVn/iA4MnDG8FKEpOQJIY4jggjwyDU9AeS/kBSDSDwJRXf4vsKX1t87UCutc0BrtIit0KqlEAOkOYPbAZwK/KalqK2hRzk7ryJ3GrMCSsDuClAnb/Ozn9iU2KzzM2dF8ePH/m+w4f3HQ2j6D//TTD6vwzw3/2jT3LPY+e2HT36/EurnGNizHNpXuPkQJxuyggHeCOQ0oE6SQxGiXynEmXzhIPLrokiy1byam3K2jatJbHZ62FsFwCXrllCSZfR09IlPhx7y7QyUaZgkE6iVCz1iqFRSxirRYzXQ6bGe2ycXuWxI13+/f+c5uiZKXZNWiZrpJpbUa9K6lVLLUhoVEOa3ZiP31vFJhpfucBaiMJ7jmKJEpq33NJm/4GQVr+StoAldHuKdk9S62iqfkDgj7FnU8zP/cASP/l7kscObnCev0mcrRcn6XgLySBS9Adun4JAEHiCwLPp/rqgXiuLUqlsFCDSmhXBMNALJs9S/JTY3FmLOeBzUipAnb/PfrYOsE36HBuLSZ/DUHDu7HGOPvepl+7de+W2Jx/+xJlrbnjr3x3AnzqywOaNM1s/+6Wv/MqFpbm3bR9rEzR8x5jpzkmRZe5SWWIglilwlSQxJt+5DNy2VDNihp7dAc3srMIhsQXbUKSjs0ylKAFcyaI+w9Mule150gHAF1QCN2KtGhga1YR6Cu7JRo/ZyaYD9+9O8czxWXZNS2bqCeNVVzhVrypqJfauVUOsCJlbHkMKt8yJHMoiOkYz1mPTpEWbmE4s6IWW3sA1Q7e7kmqgqPgevldB63Gu3Bnzc99/gX//u/DowVkSq4gSQ1yqGwlDwyBQVHyJH7r98z2ZXtRZIZYDuDsuNj1WZZCXv+sI0EkrEzPTxWblEJSYPXs/cjcu1QVlm0lK7/PXML+wzMJ88rYrr74k2XPZW/6VtefPCrH57wbgpn+O5fnmJePe0tv3zCwxO+YRxs4GkwkYCbFKd06JdMecRMgOQJImYrIdzMGcbSlLZ0C3ZeamXDRlh86IyHW3SI0TUVQLKonWGcAFvudKYyuBpRoYqkFCrZJQr8aM1QaM1x24Hz3c59/9ziRPn5hl+6Ritm4YrwrqNUmtoqhVJfWK+zdqlZhAhzx4CM4v+dR966xS4ay5/HZvJN2+ZvOU4MqLOzxwoEF3kLWDmTToVFR8he/5qYae4IqdCT//Ty/wE++3PHpwA7FNmTyxRImrfw8jS+hLfF+mtSkyv2Npnco0SQ7yDOBZYVZ+NEVJ+mWyEOe2ZOcksSIFOjmwTfl9WslZALs4z2VgZ3fs7PVKP+DLDzSZ3br0duEf/vVup33274TBDzz9CLVasPX0yed+bvXsw2yddtrZJ9XR0u2YSiCREBsH+MQ6uVK+lRkDRolhcKev87LWDOC4o5szSsExKeuU2Dv1eZV0skgp8nJY1zQBvmdd3bfvCqyqQUK14mpRGtUBjXqP6fEWjx3u82O/Nc1zpzawZUKzoWYYr0K96qr4CvY21CoJ1SDC9wY8c1SzsFBl90aKWpD0mjSpk9IbaC7eLrhyT5e7njR0Q0kvdEmoXt/Q6bnqQN/TeNpHqxpSGq7YvsIv/bML/OvfsDz6/AYio5lJjAN4BGHgareDwDiAp3crV4Al0i2tU5GFlBMZ2FNwjz4yUsmAnsnG0ZS/sWmsNBQ7FaAuXhdxVcbeOfNbmFvUfPKzjxMn4z+35+K9b3/woYfP3nTjDf/7AP7Rzz/ID3z3rbzrvb+7JWyfvH6mskwl8Iki44LK/IsKjHTaTBlLkjO3xZRYPLvanSuSsRtDjO3S7QVzY0tWYHomyrdVKZzmlzl7O+dEK9AaPGXxtcXzLBXfEHgO3JUgppYXWnWZGm/z2OEB/+a3p3nutLMDZ2suAVSvpCWqFeVcl8CkDQcxFT9CqgGd0EMqjacszjpNv2OWGk+ypgOPuh8BMe0wcK1ioaEfJnT7ksBXaaDo4WmDUjWktOzbavn///ML/Ov3GR55fiNR4qUNxpYwsQw8SyUuaXDP4Cl3kWetf0pKl5tIj1MG8vLxzNP6I8F8IVdK0tFktfYZiDOw23Q4avH6r3y2kFjJuQurnDv9xPUbJpa2vOGt/+bsytxXmNz0qv89ADdhk3/73780Meie+9NBcsLfPC2JkgQ8iTKZa5IFiGJIkyXlW1dSDhozfc0QuMtau5yVzJk7zeRkJyPbctck29LbsFYWz0sB7hl8zxD4CVU/oeLHVCsRtcqA8UaP8UaLhw/G/Mivb+Dg6Vk2NDxmq4bxiqWRMnetoqhVFNWKdVtgqAYx1UrIiTnDH36xQVABr+RUZF/b2sJia3d93vm6Jn90d5f5xQq9rA1sYOj5CUFfFuWv2ivZe5ZLtsGv/ssFfvTXEu57dgO9uMJsIggTQ82DQWSp+JZAZyW07g6mtUkBLlwzd3qny8jByakM5AKEBVtQekYwZdlo8sDflu7Aa+/M2XOBh7LBUOAjSX9vuaX40n2n/Esv3fsXJ44f+ObG2OxTZRj8rQL8Kw88L8aC6KadMysbLpp1rIBIWdq4hl01BGpbRNwms5pIWXzEIclAbYTztE2htXPmLn2X7HCXAyOZdrFkAa4Dd1rvoo1redMmBbhLfFT8mEoQUq2ETDS69KMOn30Y/uufbOLg6RlmGtqBu1qAu1pRVCoqTQy5wLTixwR+TOCHGGK6gyrjvkBL65gxD4Gzi9l5ylGsadQVWgzox4ZeJPJG3mBg6PuGnqfwPYmvFVpplPLTi8ayZ7Pg539wlV/604T9z85wtt2gnyjGPUvDN4SJJdCWILb4OrNIbUmHi4LBU6cney5Lv9FHcU5KjlYeLxWgL9eeF+fcljR7MculDPrsdZTA+UXJvQ8e3bV95xV/0Ou2buSvkcb/ugFu+s/SH8Rv/Ln33fE7wpyeGKu7QEkg0kg6lSCJwFhZNBpkgLe2ALjJWFsUwWTJKSlH7GuYuwTw/CTIohQ3kycqdQoyW8xLfWBfO3AHKSArfkitMmBmosNCs8fP/1GNP/jSBkI7zoaGYrZqmKhaxvIUvuvVrAVuxkk1cOMqKoG7UDw94M7HPBLjObZMa2+ELPajaB2TRIlCCo/bX9Lmtz41QzvyGE9ZvBK6aVQZg3tKpQyesquwWCO4bIfkAz/R5I/v7PFfPriR88uTdMY0k4liLDZUPUsQ2dQPdzGI69sUJTcllXZlgIuUzcuMUgZ5Tj62IKMhqVKqO7flHIbNyl7ypF0Z1OWANbGuFv2p54+y98EPb9qw752v/+qjxz596/W7/3YBfujICawxP3L9xWe37JwOsWiSxKYWoEBZgUmkkygpmJMsOZAUHmomSzKLqZAi5ZYy8YLMXWbtrPw1Z++0NMAlMdKTqI2r+9YmHzMReDF+Du4e1UqXOx8z/MVXx/jTOzdgxBgbGoKZSipLKlCriBTUkkqgqKTsXfFNficIvAjt9/niIxOYxCNQ5KDJdW1R0+RS2IlCSc3rru/y/o+FdGPfsXhk84723sA47azdbBilyBncHR/B5Ljke1/XoqrP85df7XLn4zNciKt0fcV4bKh5KZMr8LVN4xKbs3h24ai0MC6XfDKNckaznSXWyVg8A/2o61Ww+HCSzlnDWUa6xOLZHc5ms13g8cMaXe1secvYmR+RUn76b5XBnz90CCm99xw78MEb922eQxAQG1e04wJJV69gpM3N/3yzwjklpgTyPKjMWFwMuSPWinWBPQTwDNjYNPpPM3PK5lm6IXArV5Phewm+HxJ4IY1qD7/S44+/oPmvfzDLiZUpPK/CxipMB4axinHZycCNSatWHLirKXtXfJsGqO6OUA1ClluGbuyjtMKXJncphjQ4xd0tjhWDyCfQPSbGuzQHdfqRdFOjfIsfutp1Z22qIjgUbjEt0voRYwQTDcl3vrrNbS9d5Od+f8AHPz/LctSgF3jUI0HDc00QgRI5yD2ZJn5Kd748UBelY11i8VEyLxPR8HkcZvCC3YflafFeDJVhZCogsRAliq881uGiLQ/f+C9/4Dvfc+7M0d/bsm3P3xzgUf80N978Vv7bz/0/N0e9lVk5CVrFyHTpEGUyxi6BPe+kEUNMbtMGhCL9W9Q8DEuSUqnrELBtfoAdu5SGBKXBl5Zu+I3ONp24ljQd4/sRvo6oVgYEfo/nTib85f4qf/jZGc6uTFKvekxVLJO+pVEx1AKopwVYlUC6VH4gqfjOO68ELlANPMfejXqfL+xXHDlWo5olVDJ3ooSQTJIlaaFSGGku3wO3XdvmI3dP065qGrEbnjkILX1t0J4pbD4pSxeOHUrMxIlk83iHn/6+Dnu2RHxk/zhPn5igr6t0Ek1dC+rKEuhsDkxahKbc8dSiiGOyC1OKYRt2DZOXAZ7uYNYimAO8DP6RWqI1gDdFA0aSeu1RAgbFsTOrs1+958Gbf/W///TvHT89x67tm/5mAO90Vrh//5//0zs+97nvmamcoV51GUgXUKbMbQ1JIlFWYK0Dui23jQ0V7xSWYO6QMOyUkLH4euAus7ewQ+B2s1Tcs04Lizwdo3WC74VUgxDfH9CJBvzGhyt84NMzXFiaIFJVxuuK6cAy5rvgrAxux9gqLcYSKXs7cFfSqr1KEJEkEQdO+HSjgCk/vf3LDBRiaN/KgWYcK8aU5oqLQv5CD2iHmp4vqEapdo4MXmjSQimJkgKhXFAv0lPotL075nEiGat5/Oi3d3jH6y/wu59u8f6PzbDcbdDTAW1PUdOCqoJAGQd06eRm9p1zkOcAt8P24QiND8VKZQZfw+Ri5P1asGfsnYE8tunUXKN44tgK39Ba+J5f+/3PPLS0svqBvxGDP/jYIY6v7q31Tn3gKtt7zt+4setmUMcKlZVQpgdVqyJDN8TgpUIdcjmSMbYoXelFMdIQPZRuiwW43SZL7O0KiFylnFZJOpwzxtMxlUpIoAc0ezEPPSX4nTsm+NJjkyx1x6hUAmZ9GPcNDd9S9y3VwMmSnLkD5epVAkngO2lS8QqQ+15MrRJyYSXmjq9OMUDj6xK4s8aiTIPnt2N3DKNEYa3HW25t8f7PdFlYrdGLBYPIWX1+BF6Y5AkarZRzPoQs/u2hC8d1N9Wqik1TPX707X2u3XOW998xzhOHx1jq1OmrAM9XVLSkKsFX1lVZpiXFWYZzGOQloBc3JEZPWS4vrRhmbgp72JQAn73OQB6Xmdumzc8WBgmcXzHc8+gxvxvdfdW/eM+7au3lQ93G1L7/NYC3VxdQ3e43zs2ZfzVROc3MRIxSAAZjBdpKkkRirExbxTIwyxJLl0Fd1tsFyNcwdgnY7ji6MoA1wBYGkTK3LIHbbTFBEOJ7IaudmDsfk3zsK3U+89AEC80GqlphrK6Y8GDMd0FYzbdUffK68AzcTpooJ018S5ACO/AzNyYi8AY8eVSy2AsItMSXLsGjSrf6TDIPdbQnIu2A0UxVBddf3OGTD0zSjT36saASWfzQ+fdau2BTDVJLVrqy5DKL5gA3wgEk1tQqHt/8yh63vWSZzz3U5qNfqXPvU+PMt2uE2qfrKzwp8aUgkODLVJuLwnLNWFyK4cRaxj5rym0zoJdY3JQuwiywzNL9xqZNzzbV3Cmw4/Rzk+qalZ7gwNELvP7m3r86e/LJuzrd7kf/lxjc2kVgevbZpz7z1kdPH2Dm4gFjtR5RolAyA7VCKVmSIzLV2pk0cVLFkkoWxJDmZgjgaykhr2zLgskM4FnyRFpXvC8NSrpCft9zciHwIhaaMV94RPPp/Q0+dv84y606wq8QNDwaWjDhOWBXPUs1A7cvqATC1Yf7kornBupUfHL2dgA3zo3RMb4XUfEHfOaBgHMrVaYbwt3ycxdincAslyiFDp+Z0HzTyzp8/J7IATwSDDwIYjdNyguNs/ZKZQiOVUsgpyCSJG3Czv79emXAO17T440vW+aT93e4Y3+N/U80mG/WiJVPz9duTJ4UeFKihWN0T+LaDYVIz0OhzUdKgUrnstDkQyDPAE7JLk1BHFuRgrwEamvBJmliJGEQxSQMeObgAfzGxW9925te89UzF5oL2zauvyjtCwL89OllqlW7q9uLv+eiDSe4ck8L7cUgdApglTO3sapgcCsLMKefDbE3lGzAkiwZCSrLZa9lWSLSThSZsbZ08wx9LyaoRMRRzJkFy4GTmj/87AT3H2hwfr5OElTQDbeA05iGuk6oeW6udiXt6HEMnYHbVeQ5cIsc4IFvCTzjmNtL8D1Xu/LMcctzJyoI6eErShlHkQaZBczXgDBN+MSJ5vKL+ly5u83Bs1W6nqQWJw7cCkJt0+A5nVolJZIsKSPdv1625FLicWUBmjj26IUe1WDAu24f8LqXrHL/gTYf/GydZ09WOTFfJe4ExFXNQGuEkKh0LruW0tXUC9eZn0sX1lUqlE9pXrvCWsY2ZHIkK312qX7y9sMETAI2TrVNzNGzsN9f4uaXh9/T6y69z0bNhb8Wg993z5f43OfuoFabVN3uSVZWBRctGjZMR0iVOIAa15vnxjMo18luRfosC81dagLOPstBTgHy0UMz5HNn7J0N6BQO2FonKBUjVMyFZbhzv+a5E1XuvL/G+VaFk/M10AGq4VHTioay1LWlqlNQa0vFg8AX6YzxAtyB7+pAAk8SeOAPsXdC4JnUdoypVgccnYMT56ooqZ08keVbOyNaeSTAylvBNLu3WC7Z3OGZY1N0a47FAw1ebPGiNDurTJ6BdPUjmUsj82NqbCEVXRIubTVLFFHsEYQ+M2Mh3/LKATdd1mSu0+SL9wUcPBHwhUfrXFgKsNIjkhqUIpQS0pU2slS+RBTFWWWgl+chjoC8YHSb+uQZ3ZtiIy0/tcYB25UlInCA3zabcPGOgEMHHyXunFerzRX23/NVXnnLrV8vg1teftPLNh49fvwDn/nKCXHP0x5/+JkZtm0K+b43dbl0e0S9Zti+JcIzEpHKE5uyURnsOYOX5Ak5wF8A3HkwU7C2khaRNsxalWCsYWEBDp1R/PldNR47HHDyVJX2IKCbBKB9ZN2jogQ1DTVlqKgU1OVqQk+49ym4g7TMNEhBnjN3Vr/iJSlzO3AHfoQkotmVhNZ3qXBp3PBLMeyBlxnWZmUJWRtYIokSjbCKRj0EBvQij74WVGOblsGmyRllnJOS197IUimALABV/huJzAHuxekY5cjD93xmxkM2z0RcuX1AO+xy4nSTJw77/NmXaxw8HbC04BNbTawURqi8gdulZ93VWzR4i5Gzmb2wxTub8nnG1JTAbYrXyhiUTdi+NaJeS7hsR8T3fVOXrZtjAq2555FACO+yD1x65fW393vNC183g9/8iteKhbkH9pw7u3xxo9pBSsOTR+o8dazC/sdrKGnYtS3im1/Z54ZLB7z0qojEOBdiogrkDC5d1jIHs8jlyQve2IRJ282yrm/DILasdCx4cOqs5O6HfVp9xWfvr3L4ZIVO4hNbD5QH2kcFCl9JqspSy0CtnFMQZOBO29V8DwLtmh4C35WnOvYWBD4EfiFjMpBntSyZe3J2MeGjd44x36wyOZ5p1mH2LpHaMIvn/Y2SwcBjZkrxra/uc9fjXc40a3R9SS0W+BGEyqJj0BGpNKPQ4pRGQSCL0tY8I5i1krkJvXGi8HQBdE/HeF5EQ0dctzfm2osHfMfrejx/UvK5+wNaA8VdD1c4c8YHLVnqavqRSgEtsdkt6oXslcJaKa5ySlIEg7CWiWpC3Tck1vDSq0NuuHTAN7+yz65tMUpAw3cX9KHTCQurHQbnmhc3puyeb3jlK+fL19NfweCL1Xqt+sF++8namSWfw3NVqLqVEFqxBxieOBzw5HM1Ns/GbNscYRLLDZeFvPXWPta6JtKphmXf7ohKkO5Dfobl+n8WFziGA8FThxTdgURryTPHPf7iSxWskCy1PU6dDoitwngeVmnwPKTUSCkJpKAiU1BLkyY0XA2Gn6apvbwXk3zWeAHuTJZkDRFOljj2NgQ6Ze8UEIE3YP9TirueqSN8RaCy0cUl92SE2HIXqVSbk3WmDwYet17Z5xXXtPmzuyboxgH9GAINYZzOkslqbVIHyUkGOaLzMyYXwwFtereIvXTcQ6LwEk0cx4Sxh1Zx7kIpFXPNrphr9w1IMJx+Y4fllsAKwYfvrPD0MQ+tBb2B4ulDmnCg0pqbdYBeBjeuzj8IHD4mG4mrQDSWt71qwEsvCzEJbNuUsGnWQugksTFuqnBiJDs3wPatis8+cKD20pe+/IPnF5rXAt2vC+BzZ86wujLnP/JsxH2HGuCBi3sTkO6Ks9JgPcPZpuXssru1PPK85f13JG4HYsvWmYTX3jBgom4wuSH6AthOUSAlrHYkn7qvwnJHIaSTPCQahHJtQRUF0r1XwkX9gYKKtATS4Ke+rlcCtqdSYKfNxp4nCLRwz2nXi59W7bk2NidNfN86xvdT1k59by+VJ2EcceCkT6tTIWhIApkWWOV2ZrmOsDjXedFV5kAZSWwUYeQxMym58qIegddztSmxIIhdoKkjW+rGMa5+O7+IspAvs2JlUcWXl08keS16rCWJJ4mThFgpVJzlEOI8l6BlglTOodq5MWb3lgQhDS/d18FaV9C22hF86l6f1Z5I5x+KvyLydN9pom64/aUhW2YsSbr+mFQOC9ZKktgj6pTMi1KMFyeSl10a8eTBFnNz531hk3X/3BqAdzordLvd77vjrs9MHT4bs9KtumgJVbqllLSTNOCVBu5ktx7fcHbF8sHP1IdN0WFUDwM8kzFSQiDAk9hM8+XPLrLXadYtENZJjzRJ4aerG3hZGlrZvIsnq4d2XS6itByKA3cmTXwv0+hudoqbZWjS8QtJOqvcDes8uWj40sM1UD6+Su3BkQBzrXFczu6JNGMn06E6mjjxeN0NA/7ks12ena/T9jyqsSuU8tIiqexviNwyNQWDj5QFuFgocy+EmwluTO7g6FgRZwsOqASllVuEQDqQuyVREsLQIKRBCTdwyclIQ803vOv1BqFsmrMo6W1I35d3Pr0IDcSRIuzLdIakwEQiB7KTtrJw4OywKzdRj9mzvcn82Xumrr/qe7/vwvzy+zZumPraAL/n/ocxJnqXZ4+NrbYlGoXUhbVjUSmQM9CaEnhNKZiwoCz48MK0XQJ5quVyRGTUhEyLf1xSWks318QXFi/PvDlW87La77RMNXvtafJulozFPS3wvKxnUaWrR6SyxHfg9j2Ln3b9+F6Set6Jq2vxIqSMePaE5Oj5KkLpPEGS14mUy07TXR2qx8g6mJKiLiVOHItftGnAZbu6HLwwoBd79LSgkrg5jjq2eb27TLX4cMOwTE+BKN0tZNFcoDP/3W1aG+JEpgCX6MQBXKokfTb5sjIydbJyR0s6UPf6prByU5ALsjoZO3yucyJPHbXUgCA3IyiZEhmoKYHeyTutBON1wYMHzoxdfsmj7/I9/b6vyeDWdDDG+L/zhx+WcRSy0AyoexYritSpsZCkKXZDeuuAkt1T2qFyx+oLAjv7jyhmCJJ2w6evs6yaJ0ELVxCUFTLpEsCVKkBebCJfvEqnz1lXve/JFOQFuIut6PzxS00SLhhzAI9sxH2PV1laqaLHFH6W5h5Nca+z90MgtyU3xUj6A4+pScnLr+3xxYcHtOMqvURRi4s7k05sOrG2nPgyQ4GmO/Iiv+EWDc8mDzxjI/ASmVdeOoCndS9SEaeDgqTInoscRNkIkEO5igzgRRa6tOdD5788TWsI+EPOW7koL8Obm3e4YUIQRQmrK6flS256t3/+QifcvLG+PsA7nRDgFwexueHgKcOJC5qqTmt6SWu2KarDsrG7hlKVYPrli9dfg7dLiYIMzCpLD6dAdkM7i6H52UrHShQAVzIbheBOvqsFF0MAdw3HIu0sHwW4WAfYqTzRBs9z68I7eRLj6whfh8wtGx49XMUqP83+lVeLGylMGg0yc51cHl8s8tl/NtFcvy9ierpLa7FGN65SUwIv1eL5INNsLDXGTRPDlP6UHEqsFfUf6cK32hXGGeWeE+W2WEknUZR1EiWdTJY9Z6vhZa1z5bKJjLWL4riC5Mpx5xq1Ws6LZEnA7DNTAjsMsf1FmyJ2b+0T+OYGKcJfBIaWihgC+P7HjgNssuFB+fQRSV2npbBWDDX+5gXsKehHU7LZlWhGd0LkXF1sIptCldaXpJ9loM67dMpgL/dcCgfsHOhpt7iXFvLrnL1dQOlatmS+OT1OYR96hiCbBJWyt5eB3EvwvBitI6QMufsxj3ufbCAqGj8FeO5/51up/WsNgxfsXXjiLinT7fm8/Ko+3/CSLn/0xZAwCegmkkraWKwlqDjzwdMun9isSSplcsWQnUNBUZrqVlowWjhNrgSJFqjEza5RxqASmYNbZeDOL2STl0zI0jBPMSJPigv9hSkvZ/IS2CkBuqg8LS4A50Rprto14L7HTsgrLz+4pnY2B/j8UodGvXb5Rz754Yu07SGp4GVSrtSSlBfMUMiSMpCHRMkIi5f94DK48/ruvAy2lAYWWdq7dOtPpYrrbCnAXoxDyGZ/lOaApN3kxXyQAtx5UKmLjvt8nl+JuT0d4ynH4L0k5rc/NU0oArRU+FkteikHUuxj2b4b1uHZiUuytHpq4yWJRlqPH3pzm49/uc9KUqGbVKgm4CUCnYCK3d+MMqmSygXBqBAoMblOWVynzeHajWvwtEjnlLg2tiSxabbUopRMnSGDVCVwS1n6u0VSrlzSvB7Qv9ZjrVQp7nZDwE6Z3e1hjYVlw3NHjmy/7RveuS8JVw8pf2KUwRVRwkVedHDDibOrtHrj6cDIcuVfkWbNWaiEaptdgcOkPQT+PKzICnbKQM8r1hgGusjmC5ZmDQ5tYoi98zasbAZIKk+0linIsy7zkixJge2V5vj5nmNxz8tWg3Ds7QUhzx6TnFuqgPJQUjj9vQ5z5+GFWP942Gw+TKrBTeKWYnEjiT02T0Vcsr3LQ0dqRNqnGwsqSrhgUzqQy7TvU8YjGeA8UQ7YlMnzgqdyj2z695VxzK0hkQaViLy3Ncn+RpKNfJOOuXNL1A4zeKl+PBvR/PUAvGDzlNFtWbZkF0DB6ELA1FhMozrPs8d6r7jtG5L3GOH9+zUMXjP34icVM1trm/OLVbdoks7+YNFzZ4YAPVw59rVV93AnfA5yhnsWiw4SOwTu8hDNIoNHIVmUyFlcqWKwTb78dwpwx+B8DXAXDcqj7K2VCy7DOOIPP1Pn/EIVEWTypDzQspTFZPiu9UJNAJmjkjG4MYow1myZFbz7m1o889sNOnFAXwX0EleborN9jykxqUgDO4NzpUx+ZgxpERxZwFlUNTq/3EkWnY7Xc+Rh8rHXrkTXUG4yyc9VPh7DDjN4SYuPnv+/GuDlILSI74r+T7cvEo8dM5aTcwmPPXeeKIry/z8H+D0PHEQr+epHD8q9zZZP1bMk1pJNGB0FdPbHvzak1wH4kJ1VBvdwGWYZJEMAl8XcQ1libyVFytrFHMJsU9nINiXdbJQM4NqmoyRKzO2VHZMC5F66nk81CDl0Br58f41I+CipCGQBtiFwy2EWt6XGzEJbDo8nzrt8Ekkca4zxeM3NA3Z8rMtzp6oMtOcSPzKNM2JGLipbOs4pyNMZHNaW7ENbzJ5J0vmPiQGdTkfQSTq/UElkCnAlSOeoFMF0TkS5k1PIkjKTM/S9vh6Q25waCrlbZvIiEE2MYKJmGO+d4p79XyqlzVOANxcPMT6zjz/8g18Jzi1ZOgMBqYuRCZK1LUmlPz70YoSu87c27c4e7ggZkilDDF5mb7GWyUvAlqpYrTjT39ksQpUxdzpVVo+A288355wU7G3ShE4Bbk9HKB3y5DHNhWYAynMLPKUd/NkSiaO+9HpBJra4M+YJH1PS4km2goJm49iA6/b0eO7kAJP4dFXgPPEsqVSyC13avhikSQbyTK7k2cBMGoFOX+tUnyvjxu5p4yTJ0KBOU7pLjQJ9CNzkHnm57LlsNKxvH1J8z3VYfRTkpMe4WrE0gjaBWA5+4J++l0ceP8RLr9vnAD63PODMmcPv+MKX7/uR0xeOECfObx3+hwvmyT4ZtXrW2vnFF8guh3JdxigAyrUbmYYdBrYoWLIsUzL2loXuVilze0rmY9u0GmFur/TsWbRK13rXxXORunZNy51+wh9+doKlQYAIFFoItDQu6JXDF+fo+LPycUqVsnM2suSwzWbKpO2AaWnreE3z7jd0+eT9fTpxhUh59KRj8aIupRxoloK7NPB0RSLGZQaz5/I0A5XJFjcvxagU7DKVMMqSiGIBg1z3i4K5M4lSBJ1ine8yIlVyoi4+H4aVGMLdKJtnj8CHWtBj48bGjzz33PMPR1H3j3MGf/S5cwRBpX7g+FnvotkFRDTJUlMMn5B1nJIXritZ+3K0WXVIf6c7nxXvj0oTIUGlc/OGJUp5/FhZpmS6Ww4lfTwvHeGWATx/nVmBmSQxKdgTdJrY8XSMF4R86NMBDx+ogfQRSlNRdii4FHL0juR2TowgfMhFyeu3R1ZSSLL0vceNl/d4x6vbfOCOKkb79KRPJU90lQLwMrDKwLEGrAN3FuqPthEam7K5BG3TIappXkGZMriLJSELBi8s3SEdThFP5ed/jR63rKXFkUeJ0UfZHAFLTc3zZ1bZuu20Z+NTdZI+OcCv3Rnh+xKvBXffV6c7kChlh+ymdSdM/RUAL3/loVt2+sHQ2LV1JUppPscQe2fMLYcZPO04Lweao4M3hzR3WZKokuetU79bOVtQK9e4vLhs+NL9DRY7FQg8tBD4whbjITI/Woo1LL7uOctZuxzslS1DRWLcQqqTdclrbu7yiXv7zLUCQqXpJiJvEs6PS65702CzdBZtrsnBWJPXqGTfQ9vSmGsrUvZ2o/aSUoCfuVjDk7CKpFNxgQ07KcOuynBM5j54AUCV5yLCmjhQCKgFoG2N+56Zoe9XGYQuk6svXDjNzMyGnfvv+cJbHnhmhWNzHtaAlqOWX7GSgvg6s5QOx2LNzgzpUjGyURohVhrpm3Wv5Ac2G408Ik8KmcIwe2uLHmLt8ubY281RKY+cSBlcxfg65PgFwcHjFbB+Xnuis+BrNDhmbTIrP0Gw1kUpD0vKF34SeQGWQXP5rpBdm/rMLVexiWNxPynKA7LMZpEuF7lUKM5YJlNIWV2UgO7Y25SArqULOh17Z7LQkoxcVBnpCGPTO7N1FzpluTI66toOYST3SUZJwZYFTIrF7ECmwBIC9m43rPZPUFO73/LGN3zj586dP3NSJ4mg3xtcstoWb3n6SBOTeHhekg+/LP6u+JqgHgL4KIOvYW9KbU/Dt/PRYTPFQSyYO5cmktS6GgkwR8DtRritBbfO160pJImXPeusLjrB80IgZv/jdQ7OVSFwtee+LGafjLanidIOvxCJl49vLlGGpIrKZUrY99i7MeSWl3R54GANEp9YaXpGEiRrXZyyDnbMKEpnMAP2cK2HsW7stbEi1eRutruSDvhS2vRZlIBNibnJLzApBSIhZ/b8ghvCgV2XDF+INIvjtTYAtVZQCTy6/XlqQfKWcND/VSU5qWuVGK0Nuzf3uP26VZ46PMGFJeGqY7N/dD15MsrYo+9zkIsC8Osxd/rzfPh6CuoM8Cq95RdBphhi7yzwzHzwHNz5bMKszWsd1k4ZO5MnOpMn2egJHaFVRBCEPHZC8iefbzAIfaiV5cl6wMr86PXcguKk5CfHMOSmDDUnlJqSx6uad9ze464Hujx61Mcqj77w6Yk02ExG2DKXBuVorshYFIGbyUd7GCXzu0p24RpJzt6mJMVkfn5c1XTZ4s3OJyKVTYhheSIo3d0Ld6X8VV+QGEbxmEqYuWWPew5UGd+puDKB7gB0s22JTcz8subYmQbNjhoKCv6qx3rhwfBVuY48QQzLkhFQFywu8gMpcoCnQ9tFIUdkFmipIijKBs9nzJ0DXGWd6Smjp7MLc0miEpRO0s6WGN8PCeOEz91b4+mTVfA8hFBFaWy6gnPuYIzu2zogHwJ3Xv5QrvYrNwynox+MYjDwuGJnxOtf3uXZUzV6cYiRmp5R+ElRyqBKrDlsT2a5ZLu2eyxlbGUNVqZglxKrCuswc1akFUjj/laSW4YiDzClEAgzfBcZJbdhbJTuLl8D2F/rIQRM1C37NsN0zSAJ8WWM/p9//Al8rTk7v8ThMz41SW4R/q/8keHXYi24RxmubAvKYbBndeC5NBFl9qbE3gw95+DOxieXQK5Lc8K1TlIr0Aw9FwzuMpdHzsEd+2tEkWNvKYWTJ2K4NDZbULm8X5lFlAOtnDQrAXvYzXjhYLNRUbz5lX0+enePg2cdiw+kpJekLG4syuBWlM6kQZLKgyQTmilNquHvoVXqzSv3fWRqHSopsNIpHSOL+h8pU7ALp71l6fyVwQ4F2EfNBZEeDbGOnPu6aldKx9T3LFfuGRA2H+She0+SmAj9kt0nUVKye7bPtrGEY2c8Oj2zzj8wIlBKf12s/egFrtKvBXJRSBSZReZl7V2sQKBUYRWWWTtrAtCSdD3IrLunALrW2YSowj3x8m6WOAe21hGeiohtzMe/UuW+Z6pQ1SA0nhR4otS5M5rBXKPFX+jsiKFkjx2ZqT4UcCYSoxSDnsfNV3Z5y21djv9plYHxMImiJzy8xNmpKmPOJDvGhbNSnNWSqs19cHcsM19cWZOD3ViBNA7oUhasPmQCWPfaCIsw6bmEoq1u9PyPkN8a7AzhbX10FzJLsNr2eP70BCuhRfvLWGvRB095KCVZbUbMXYgJI1dFlrkmgqIegHX+4HpXXHk5v2H/W4yAIAP4yMoCYoSxyx54CVRDBVfKNToUr0c27eSIXmdTqkjqZNJEqxhPRxydE/zB5xqgfRAeQspitFmp9zI/0RlbrTkba62u/LgOzdEup+9LSZ+UxROjMZHme17f5RN31Xl+zgOpiRJFT0pXZZjdVbAjbFkWlCW5kmcGbamjxr2XVmBTO1ZKl9KXVjjJIslBLdPyl8zSzWtUIAV7cZ7LE3FzV6V0zIqf2fUO3xDAyy99z7Jn64BYSJRWWGvQT59QaKVYXhV0WgmzDY3vfS3aWe/viREgl92S9QLNQpPl9dJ55rJYJ6bM2rJ8a1RFYKeyGYBpUKmydrVs0dP8dRZQ2oK186xlJkkce2eZS6tjPnZ3lcMnq6AdkLRMg0tR+j6iALUs7x/F9oInJgVTHuRl1qEZdlSSTKokmij22Lujz1tf1eFX/rRCpCKs8OgnEk9kKfYMPEWJRBnY2WtrBajSCg35xeekirRgrXFSJNPe0mKlY/RyMi5/bUrHQRbHZijoHY1T1mXwAkxfj4cX+LBpukelErtmdRL0JVtjKhUtVpuSCxc84lj+lf/Q6K0jfy/W0dzZ50M7KdY8F1f+iFQRDANclRncDjG4yoa5l/W3siV/2+TyRKvC71YyoRja6VjcC0KeOyX4/c82iNKZK0K64DL3v3NrLN0vWZy44mpenysyIBmK8tX1NHkmUbL6lEQ5X7zqK773jV0+c2+NZ055IEPXKJFIJ58yFs/AlqRSpQxyi+ubXcPk2Xdwx9cqkNYijUTJYokZKSwi1eDlwLNwxMpgXytLM+CuJ1nKJDlKoi/06PYlK60qVlbwg7qIwh7qw3/6Z3uiOPiD+x89tjGOBBUvHc0lywHeWmtuvffl9LnK2Tf9WeZ6SJl+JnNXRMlsWqpIl9wTa/W1yuq9M/CWLEFduCRZxnI9cDu3ZLigym3pDPG0oMrXIUqGfOATNe7YP06sK24EnNRUlaWajqPwlBtJodPO/bw9LsuklrKqSsq8Rl3pkuuTy6xsdYpsf01pOZZiRHTeRYNhajJiYVWw/6kAiwThJk8J4Rq01yacxDBBCVFOEpY5c8RntqwJjksXxHB15IgEGy1LMCPvKQ1pLU0iLi91st7r0S1bPtwtC2m44upXX3/jy7/ls/rMyftrFU7vu+WKeRZWxzg152Hj9W3C0fkerHPVkUoSUgbJrryy1pIjzJ19VkTfpdtdOWIvsXax0FRpwSlZSBSlrSuCSkGdrc8+xN46ySWKlw66USrC8yNOXhB85Mt1+sZz8kQoN5Yib5Ub7jDKZMqQPSqKY5O9HpICQ4wu8uRLvkhAKlPK/ZpGqVyqVD3Ft7+6y4c+V+f4nAYZYYWiZzSqdNxdXJAGnQjEqFwp12NYgVUWVWZxRKrHQdmSDpcgrMUKJ2VMluCxw7HWmuCb9V8Ps7cYwtcaBbHOZ1FsOXZec3K+z/nw9L6d87am5xbh/Jzk2eMegwji2OZz717oIUp/YY3mLuur0pdcX5oMVw2KElDWyhM7FFzKMriHAJ6tOWNL4E4ZXBm0zCoEjbsAVJzO/igCTKNifutTYxw65Tp2kBopFL4AT7gO//JottHmhmH9vf6BXI/disWbxFAThAN7WaZIEuOmxe7b0eeH3tzmP3wgIElCEO4C6CJQecDpLMLhes+1mjxn5hTQKvuOuGOefU9ZYmMpXZ7FWGcJmvQzIwodbkYAXtbkoxYypWNYxlf51iNG9iD7PU/D9o3QqCZsn4nY0IjQm2dCKqKHF7WZW1IcP+th7F8D4ENMPqrBS++HzH6Rz80eLpFdq7lH176UKpu7bYe0dxngqpTMKdbqMQ7E2bNKcmArFaNkjJIJQS3i8SOaLz9Yo5+ki9lL7fz10t2jSFPboYt29OStiaBKx7DsQVMCdj7iIdPg1qSD4bPPHIjj2LH4q1/W4+ov9nj8sAeNCIwmxqMvXGvbUBltiS3L9498ZrsidXVEDnaV/lxKmwabKZuLlM1FCvo0iHStZMPAlqXzb0ZZfFQJrBd4jrC2WOd4hrHg6Jzk2JxAT1isb9G9gaTTlzQ7zo7yPEU8dLWv8w+KgpeKK60AfJbgyEGeGvxDTFcqKx2qP8mr1uyIPLGldjWbDr1Zn8HVKLjLAWX+nH6WDs7X2mUt55cNH7xjjGePFewthHMnPFFK7gzVzIwEUSMnYj2uGMpmUmbv8rIe5boUOWQbJokilq6t7fJdA979pg5nPugz33Fa3ArJwCg8kQZ/+XexJWoqzrEdYXJV7ru1pJLFgdiWXjtgp0BPSclkAWiWTV0D9lHyW4fR1wH8WpIdfkSJxZcxs/WYsYqh5lu0tc5FaFRdSrq42l5Ab+d1AmLdL5B7mpn+GwL7MJDLhVYZYIpukYzBbeqBFzJFpZ3deaeJylZXs/k8jwzExVZm86KRQWWJHeUGat75iM8ffmqMTuS7WRJCI0XWVCzc2LJSv+ioDcYI2Nelm3KKPNXAQ4GbxQVdQ0xeAnqiMDLBpCxeq8b8kzd3eeBAwJ/f6YNKpYoQ9IxEJUWtfcHeowVYBczLM1uULSSL0902vyCVTKWJzOxEixGO6Y0QOchl+vcyp8lAkcJn7fFakyRcB+Rr4CncsQpjaPfcorJCgN4wBQsLii8+VkerKuOBS6gM2V2jLD70h4fXbFkvY5V9vn7NdwbwUjd9SQIMrfilcAArsfiwTEkH4+csXtpKVuCwLRijZYTnh5xcsXz4C3WWWn6atfRAShdcluu+czk1uhJZIdyGFMpIwY6lKHFes55NOvujWLyLdEUNU1iGtkjhS6MJQ4/Z8YRvf12Hex+vcnpFgQxBSCJcMVYupVJPfL0CrKHbS2l8g8JNN1O5Bnf/nrMKU4tTZszNiA53YM8lqk0Lr0ZLGnD/JgzjJjMpyvhbw97pcdfScvXuAVdc1EboiIUVg+70YbkJZy4IpiZgoirShaZKjLwOsMuaaE2QsJ7GGtFbxS2+NAslTxqUNHf+OmuTKoFbFJo7s9G0XAvuISaX2es4199axwiZ8JVHAr78eNVFK1KnwaXEF8NdM6r8XUuSa+g4fM1MTwH0MshHV3wuF19ljooxZXAblFFOroSK11434JXXd/nzL3mYJJMqioFRqeuTrrGTiLQiPAW7GAG5pKS/UyaXGcNngE67goTNv7cQuFS+KBoRbHaMsphL5H+Wcq2KEKTMXsRvQwkeMQrwAnz5Uk4CxmuSWlXSkxLrSfTTR33OLXnMTMDGKUO9UjDH0O1iBNCjf3ANuMsnvPQ7ZQCXwZ7JkTLwi5V3s58Vza+5P6zK62OWQC7NkNb2RlLxbiRZGlyqiJML8Im7a6w0/bzmBCnRgrSwyuYyqQzuIZCLYVyve/cbovG1DRDDc/hGHZWiZ1Omi/Am6VLgYegxMZ7wttu6PPBEhWNLacpXKAyCvpAO3BRVhplIWdv5k1VLpyCXxR1G5eC2qUwRzh5M2TxzUzJispkON64BIh1rktvQecApi5LaIdwNPZcljB06rtZCGBnmV0LGw5hde0NmZwfoQWTo9A0LKwkVzzJZS4+LHb61DsmTEeZeF+TrAVtk2ot15UgO7OxzaUsWYQHw4QRISXOXFoMtZEpSYu7sdRpcKldUFRrDr/3JGH95Vx0qI+wti4E+w9LKDjlA2e0/Pw/rAH1dIh8uzC4Y0qZzTMxIjUppifTEKFQ6BlkaRdTXvP0b+pyeb/Iff8ujm0RkY6dj49FHoMraF0s0RFZFRjNP7GTeuMwNFmRqIQonfBHSAdmmQM8C0UKHp8fMprIltRbLRJn6EKXAs5TSH2LuYXLND2P6/483BDMTgnrFDXfSt1wVcfmWEDUwHD0HcWLxtQA58o+MfKH1GLz4ci6AJHsu22mUgzO7rlRR0pZ+Xu53zIBNaV6eLYLIdHaeHpEjme7OtnKnvPZjnj6o+dT+Gon0HHOLbLg+Q00NQ6WxlC9gsT6Djx7ANdguarNHM4A2swvVCLDzWvHCVZGpFk+SBGVi3nJrjw99ts8TzyusDElTPURC0zOpTKGkx1OJkskkcjlSkibpxadEcU0q4dAsLFhpU5BTsgptDmiRXgCIQs68ECGuIcwXwF2BS/eJp90X2/+4pnHaZ+d2D73UVMyvaDo9ia8LVn2hq2XUs1xfd9vhEy6GQSxygJeBbYcswrIsGWXubNluJ2Ec0HWmrXPAl5i7zN4l71uriHbf8v5P1Tl+rgK+Bplag1KUxiHbvPZkTVls+WSMHgte+GHLL3KGToucrLvVl6XK2na2zDpUGGPcyg1GEUceuzYP+MG3tPmJ93m0YgkiAiOxQhIi89XRJBmbrxdsiuyWkoI5hbxMu31sprdtyuwOwFYOa2+nxx3YbXaxyHJ22/1tmf5sqFYlGzeRS5fh8W8iB6f7/6y1hJGiVtHMTgimxgVaCAg8w0sv7WKtx8m5KlE0HKmu0UNrAG6HwTwK7vTnw0md8vyMUeck+yybg2dzyVKecpot41F2UJw8KXveyQioY5SMUDJGV2J+90/r/MUXGsQ6lSbC6da8Ja1cuDTyPUfB7mzPsn5jjS9eRni59Wq0yKlYpCoDsi0tDWjTgfau1cwkkkQopNQu8IwSvv31XZ4/5fHLf5KuKW5d75nBYyCkq+XOI7RCkWdsTQZamQJY5l2MqduRXpDS/Z9SpAyeBZfpOSzLFJvKmoLBi7kp2SCrdZl8XQZP8yt5rGhZ7VieOSlphT6v2aiJrETPLQXMX6hx6vgUU+MVPF0Y/CN3gtIXKOycIcZaE1gOj2Mbfr82oMx8cDEUYA67J24QewnkI+Au6+zhteudVSilCzD9IOLgKcWffrHOUtuDQKWBpUbItOxUrD/QfkimjEiSoZMzZBquz+A28wxtEeAVjkoRzGUFScakjcHl5I9wMsUYg0kUiVTM1hO+87UdPn1PlefPKAgiSFfQSIxHj6y6cJTBM9CTMq77Dqr0vTM2zwCdAd2kZCCEyC1DKZ3FKEvypQB3+U6fxS/l6kKRg7fAWYm1y8fTOnm9eUpzkW/YuUGyeUKiZyYtMkkQ/S4TYz0WV6ZpxrURiWK/Jovn1k/pd4c3O+I22HWDyxdi7eJ95pyYIamis8q7vPzVFHIkXepbp6l4LZ00MRg+e1+Dw8cDV5IoCwZXgnx5lPLg/VG/e4iFhhjmry7tHDo5Qww+zOIv3NIm3UoNRiKlzFdNlkIhE00UJ+zbHfGGm7sc+UuPJEl1oXF6PEbTFy7tLkzKhiYFuRLY0kxslTE75NJE5bq7SAxJkV1DhYMyzOjlY1UmO8G6zcgZ2G3G2IVaKGMwe3Qiy/mOoaItu5owPgE6mHhJt3neP/TU0eNX1oOIWtV3UlTaF7g1rBNUjtT0Fkw+wuDYFw4uyyuTqdLrIc1d1uCl8tGMqWWW6EkKeZKCOrcFVYxXifn4VwN++Y/GWO55TnungWWRls/WZx9N6ozuU3YcRjOF5bOw9jFUZpqBu8RGGYsb42RCeTCQNQIjRuvFUwaXaSFWZJiqGN77zhbHznt88m4JVQfu7FtHQuVMDsKhNgN5Xk5aFGhZi7NC0v2yKctbkwJ9CNCZbMlkSUFsOTHkXnmqw/PjVzB7BmwhbNGzMSRTinOxYUyyc6NlZrLK627edujyy6/sqssuqS73uxcOjdWjd4/VOnjKA9SaXsO8AGrEs1638m/kZ451h1/nQ+1VKYBUIz63soW/XS6kKgWUOpchprAA84DSUG5kUCrC8yLOLwl++c/G2f9k3c1zkz4oH6RGK0FVWoJSY0N59kl52ZTh2eTFnMTRgUTrjbnIOmCKzqT1jqVd59inE1xLBFC8H5lNiGV2Iia2lvsP+LS7I75myU+RlO885ZH9o7edkd4au/aX7Do/ykoA8oxtfiGLNRe7+x9GPrfFnSIjgXI1JggGCaz2Yjw/4Nz5xXd9+asPPqIvLFcQUtpo4OGLCptnBNXApmvMl772kA5iJCCwQ5+vp7fLn+dMOHKilCj0dzF/2gyxdsHmI8Fl5pTkP8sSOU53S+kylqE0/OEdDT7yxXohTYQCWWJvWUysypdRGQkoR7fs/I86KpSOVX7uhnzmYQYvr54xVEprht2UNdahLHo4pZAY6Tp/ZJTw7a/t8fRxj1/9oKKfyNIXFC7ozB38YSbPS2dTiGZaW+EcE0Wp+Cr1tm16/qwRqUxJ2Txl8IzRM/aWQ9gRL4Cp9MKzZclSuugs2Nji+4JtU7B1GsYaxiZjGr3S7iClpDsYECcJBsXODTbvrs5AXZzAkXqBXIfbIeDLdQPMUpJHlm/5JVCXhqmXve9s2YzhALPkd2dBpSxbgWXvOwIR85XHfT74uQaDWLukjkhBjhv4ngWXKpUoQ3exNbUna+e7fA1VspYMS/RmM9ayRaeMyYNMgcHmQHZzNLMxyK5GxRqJkWlzsrAI41ZBi2NNUDO8+/UdHn064M7H3bwVl51xqDRWM7DCafH15Er6jVUWfKYZTPeVbSpTMoCnl0nqqmTuiU3/ZJaizy3E8jG0w7FeYRm+UAxY3BG0smzdEDIz0WN2MqTRCEkSg65oHyEkwjNIL2a85mpRhi2/F3BNyvOexfBVN8zi6yV0SsAWdgjww/63GQF7FlC6BUnLzF0Gt0yBLdNOHa1jLvQEv/xHYxw4GhSrJUvt2DtNyxfDfEqWYAnA5TtTwYOsuaXnGvJraHD7Qp+tSdvbNcFmsWXrX6ZaXNgU6M46FEIT9ROu3BPx3nc2eeqgx1xvmMVBkKDpSxBWIKzFzUoeBrkVqaMiiruPStP2ObgFQ4FlHmwKimxlDu4yZkbIwo6S6Xol2sURjBNYbWt8XaVarSBk1QH83W8eR0qPsH+WLz90gUeObOD63R6z48MyI/sHBSNALwWPo4GlYC2whyXK6BIYmTQxeXpeDDkoJmdxKdcBd56tLLG4dN53mFh+/xMN7nqi6hops6yl1LjVk0k7dsiXL8zGQAzdhcqwGJUpJVYvx5hljA/Zr3ZYmgxZhevWphRAd2yeBp6ikChGpGAXCiMNxioS4yFDy6uvCfmeb27zKx+WDLICbZN/cRKj6GffWq4FuRKlnxly5lapX54DPC2Fzlg9S/KUW9nKiaAMF1lsWwZ7YdXboeNOKnOc9BVMjcHVe1d58FDCgye3sXPLRqIoQm/Y9e2MjY2x/557OHX2M1y1XTHVMCg1Mry8xNxrnJM17+0wKIY+G5knLYbT8sPrvwwDO5clWQ2KHAH3SEpepq6J9GOeOBDwKx8cox+myzykCZ0h56RkB67Xkjasw8XQxT8K5nWJ+4W0Sznhk4N+VIsXrG2NY0T3LLCypMOzUlohkYnCCIMRiiRWVHzDe9/V4suPBTz8jML6Ik0CiXwhiHg9kMsRf7yUAMp22iJyDZ5Z+xmQs+pCmQJdUnZQhkkic1sKts/0dwl7I+xuBay0Jc8en2LrxIDvePO1XHPdLXQ7LbTWPlL6VKuKHVsjdmwI0bJKGFeyb16yZdbLWJZlytcGdmYHDrH4EHubdV4PL0JaFFglJeBnsqR4rWSMFs4ePHZG8wsfHGOh67uVtTJwl9i70N6W8jD5cvZyPcZ2B3l4LZ7CxHoBVJeYmzSRsp4syVP42Gx+vbMIZUmaDKXwJVaatCm4qFNJhEFIhYgNs7WYf/vuJj/x64qj5wWIeEiqIAWxkQxIvRRph6xDa5zTlX2WF2HlGryQLFIWsistSEQYdxE4GVK2BktkkoG7zNwZoaR6nuwCSVdFa4eGpRg21kNebgzVwCOONLoXWoKK5fS85f6nPZa3B+zbYRmvu/XLMz1VZvBhbVSAuszscl2AZ1OgShaXWCewTOVLvvBo5qSkujtbOz2XKWXnRGWuSYIOYla78DPvH+cTd9WIvbLuznxv4cBddk2GAkvWLnWYwmHo85K1Jsq/+DWpezhdj81+dx3AA2vS+EOM7uRJYiSuyMkihKsbF8JiErdwiZaGb76tTydq8qP/TbHaTbVZVoxtBEhNbCV9U5YkGXBLdeCItHw2zW5mgDZpXUrJEx+qTclfZ79T3A3tkPQtkYkdcVUy9k4zmOMNyb6dsGU6YfNMglKWim+QjYok8BvP37CPT77u5hrtuMfZpZiuu08N1YAUwV+5Jpsh+25ojkdphdyiA6fIRg7XlpQcElX43FkKfl1wp753FlC65uEEJVwZrJWGj+2v8MUHq8TZkBXhGgFAvQB7D0uRcu/laHnsUGq+tA1JFfE18F3S42tnjKyX4SyG01uGZ4mUC7GGhwZlbC9JrFtgVhvJ62/s8c23dpEmhiQGm4CJwMZgYqyxxBYGBgZGEFmIjCC2ENts6XGI88WzGNmyJmnS5RGHn7PXiSVdwjDdSvuY2OJ38y37fet+Hyy1qmDLhghPL3NsYZonj9Q+6fn15zs9jdy4aStPPv65kxG1T3aizczNS1ZbFaLYMUGeph4CuSklYUrLO5cG1AxlHMvp9gy4YlRb26HXowxdtgTzz0VSyBNV6G6tYwyGv7izyn/9vXHON71Ud6dtaCJ1TlJwe7LcTGyHvO/8LpSxdqoLyxneNQFl/n5EoK/FdQ7goZ/lSY3hIfWm/N6snUab24XpZlNgZx1AJtEYo4kixZYxy09+f5NvfW0XjQO121KQWwfyyEI/BXloUpAb0q0AdmxHQG5LQC/9nhm5EEzpdx2IHXDX/OwFwG4teEowUdNMNzTXXraZLZvqn7zz7jtPbtmyJV0nU0iiRLJ7q2DHRIftm5ZpdaZod2t5QLgm2BwqlElfSzv03oHBUF6YaGhV3NwCJNfawzah83KHA83CPZGiFFSKuNDffsKpBcmH7qhz+FgAtUxvl3xvkdqCwq5J5owWVK1XHlu4K+VVCwoUj9aiiFFkrwf0dRi7eD9qF2bpe5n3PcoSkwvj5nuLzBcXLuBMrEQYTRRZLtkV8643t3n4SZ/jC9JJlcwKMW4nrdHEUtBPvXdh0uRP2nxsjZMwToOn9eL5e7fjebo+T/QMy5XcWbHlO2QWaJaCzFyXMxSknlmIOXAuYqLm8ZqXKbbuSIgTNyFZA7TtBmqq0nnqzHT07FPj3sWbLft2+MxMJEP0s9YmXF9v546KLMC81v8uB5g2v1uIIUA7/S1VZhuaPMB04C5kSp65VDEXWoJf/eMxPv9Q1dVfyDKwU2kiIZBp1lIMT6oaXU68rAVHg+zs8Awz918pvYeBniPbneVyqnsI6KxjF6YMLofmGQqEkJgkOxepPhdOjyeurZmka3jjSwcceUeLn/+fgvlu6UtLKNaRdSB377NCLIeyrNgqK0qzgDIFmLNgU2bfH/edss6fsiYXJeAWAWeZWIfn7mTHafOMxy07FLu2hLz0+iDac8lEJ4pKq6wNkgqHf+HKP77u7b9yw0W14F+vdjtUqh2U1Ag88v2hDOKUsVkL7CxIFENgKSd2zNDnOZDlKIsXkqRwU8rgdhJFylSiqJhIGX7vo2P8xl80CK0edk3SlDy42X0eNve8y7NYhgdIjgyHRAxJkzXB5yioxfo4z4PKEXlSBvVQ3+aIZ+5AndmIpRneqbsiU4dFWIEwEiONe85AbgwisWgd8yPf3mFuWfKrH5qgn+1INpoqfbZGEWVZ1MwpSRuPMYWHZ1NXzcrUZaFwWArGdpaixA6x9lClpi0BPz/cpeUH0z+LFHTimLPzIRdWJ1joi1//8Rtf8sc2ebgA+JtfdSWf/+yvoaQcHD0V8Zn7LRvHa7zqasGOTXYkDV8AM7sVlwFeyJEULBTALjN3URxU9r3NWrCXAF4ElKaUrUwbh0WM8AyPP+fz0btqhHE6GbPUglZmb+ecjMwYXKO91zn4pYMuR5k6kylDJ+WvYO91AZ+CI2fnDOCliVP5c8HkMk36uEE76aiGTMIYmeLWMboQ2mndxKCDmG99dZe7Hgp46NlqXgeeyZT8SxrlmJxUmmQZTFlYmUqslSyU2HzIGxeiqDK15ZqVYTYfypaX7qZY2DELr7jWMDnW4+mzDWTNH/zS+38LoW4oAA5wtn0jSle+PAiXv+2tN53bW6t20VqgZIAxxSpahcYuZTlHWDpnbsoyZdgSdA6FGfHCC92tVCZXUvck87hl4ZxkdqCUCSpIeOywx0/88gSPPBek4E4ZW2ZAlwghhrS3KrH3kHvCMNhz0h5yUYriINZ5/rqQnd66c7bL2bpU5FT+LBt+mdamuE52UnY2zlvOWNzYvKxW5r650+VOqqTd5QPLDZdF/Px7V/k3vyR4/FDF6XEoMp3Z1ZyCPNPffgnMZV0u02PrJIrI2VqKwk4sWLpYBiVL6csSiNfIl5RcEiNoRyF3PqYI1BS337qPt7/tdURRzI/9IMMA/563Xw6MyY8M/lLe+UAPaSWbJjWz4xJPG9Zbd3y9RE6+XEapUrAM7mEwpyAWdkSemLUsvo4syXW3lxAawe9+os79T1QxnnK7JjJgr5PUKXXqqHWdE0p3qEy2jIxlG2GWIV3ydYB7KMgc+cyWPx+xCWUO9lLASbFAVA58kQabqQYXZP64RRiJEAphDcIqZGR5xbUD3vOWDj/+yx5hLFxwgsiXuS+DPBGCMEv4pMDGFNlMlR4YW74ARJr0MbZg8fx+hZNTKV6yC2BUl2dBphVuKZsdmzQbp2PiqMNS1zJgJ6EN8+OaA9zEBqnNCasvmx+v9vfMNPps2ZAQBH08JfPy2bJLwmiASQFsQVmLF3JE5DUo5cSOKcCevy/r7yKRUwa3lG5FtAT4rb9s8NE7a4S6FFQOSRPHEkUzQ0l7ZxsFmNftns9avEoXQCZLiva0v96jSPCsBfOaUlqAoebkVP7adP2cjM1TaeMKpyQi1+PSzSdJXRX3WiOABIuOLG9/TY/nT2l+6yMN4kQUjZijIEeRGMEgza7atBHCkAWTNgWzu/srWyrGEiJvhlhTm2IzxyUlyFL8J0tXQ2TcGkLHzyh6XcWe7RNctmv6XoT4PWMKgBdf15vi8acef3bvvktOXL5XIPQ8f3in4SvPeOmw+WKCVF6/LUc0c5bIEVm3TeF3r/XFU3dkyP4rlcCO/iz1uuVInUlo4Df/ss5//d0xzi2VUvFyJLhM9aBL6hQVg1mnfAbiQqasV5YwsjRJmblz2ZJ9/le3rWUIL3vhRf31sCeeoWOYuWG4na00LCj1xJ1nXhr5Vk4AGVV0A1lNkii2TCX85Hta/NC3tglkBEmS++K5V569txZjXDKobwSDEY88zn3sdMa5Jd9iW/qsnPwZep8mi9bxz2MjePlVEd/9+mVCVjm7qtmw6eLTxw4/dGh2enwtgwOMT+0EmDu1fIk5fbInb71UcNXuEKVirFV5+38hTdazB8vp+GFpUjQ3mBJbZ7KlYOoyi0uZpAMvC99bZo0M2vKRz9f4z78zznzTc0surGFuF1gW7G1HLEHyu0020nlUaw/PHcw+L2uVvz5zr4v1squSOyil5U1ShpSZVCEFdNYyZksFWJRclJKbIoVNNbtLdAkjcytRoIhDy6aJhJ/6gRaLTcmffq4+HFGvw+QWSZTVokhXu65xg4tc4JnONpRFYCzEMJuTHffsZxSsXV5UNzMak8Ty1BGfJKly+TbLy2/eaS69dPvc6DEdAriQAdbaH7/t2uRlx8Z7N51bjElsl3avjpY+WiVDxVKZkyJHwF4GtJDlYNMMe+BlcA9JkewCyALMlL1FGliKBOUbDs9p/vLOGvNLHlTLVqAsAkwhi4ylKDUyDGnvQqL8VWWxchjXa4Ff/iEvAPyvw15Zaw2mhUWizN5r68RFSbIYUUgXayQGSETmqMv0HDkJI6xydeDWkoSWTVMJb39Nl4ce9zkyJ9KgM2FdTZ7+i3H6s8xVKf9Mpi6LTAGtyvso0vFvpQB/qNrQloN/gVbg1wzCj+knhgee84iqlYdveIX341IOH9ghgO/ZNsFdd38qjNloHn1ec+RUheXlSa7Zl7B9Y4hSZihZUwSb6xdWFd73KJubAuTlgFIUQBe5Bk+G2VskqMBwdE7zM781zl9+EBlLPgAAM21JREFUtQqVMqCz8Q8Z2EvSJKudyRicEnuLtUAu6/D8vyO/l0uRkoVSLgrKnZYS+odrvdem6odKZvOqwtJ7soDTAVpmrWUj8wxF6Tnb3O9kXrlI7UObkpUi83SSfsTbX9mn223yM781zrE5AX7pi6ZVfOkXIJsoHlk3HtmkmUuVxqo63X+XAHIaW2WeOendCNIlUcp6vMToNp1lKCybxz2uujjg8l095lqaK66eMfvvfzi87ZY3vjDAAbbtfAWDQe9DV+87fOVL9h4e83SLQRyTGJ9qoEpDW0YBvhbco0HlGtbOGb3knuSAzwJKMyxNfMOxC5r/59fH+fCX6iUbMCugGgksYWR4/fq24Av63WVdXXZWRpi4FHMOEXX51dci7XKx1RDaGQb3UNBZSvxYk6XrS4kfk3nh6XMqUyCrNHQAFRaEyb5pmjk0FiEi3vX6Lp6Cn3zfBMcu+OAlxfdLM52uEtGmcY+rO8nkipfuSCavlHWtb84qdOdHlkGdViu6TKcdki0i3WfPB11p8fgxj2eOe9xy/e7Wy2647kO1WnXNcZWjH+zbPc3Wybn/efPLrlx+7MiALzxY4fiZceLYw9fF3JECkCO1I+sVX4kRAI/UlWRae+02Au7Agfsn3zfOR75Yw8isQrBoHC7A7kr/tBjtsxx1TEZmtrB+UmeUtdcUW+UXwN9Mja8rTTJmpmDnIuAs0vVFgDlSmDX0u+XnojgryQPRIvBMEgVG8G2v6/Gz/6LJro0hhImrPLRZBWJSBJ4mcu/TEdChKVUjZgFoGmCWC7Wy5VnWFGtllYrpPsVGECZu9bpdG2u87kbJSy7rsveya5Yfe2r1fwqxYc3x1OsdZFm5GOHXw/HKNvZsaDI2NiChhdYWm1SwZq0P7rKYJTZnWGs72VHW58Mp+FyWCAdsMQJu7RmOnlX82/eN8/G7asRDCZxR5pbruCap9mYkJV+SIVlwXAa7Y+y1YxSGkj/ln5UtxL8WsAv5kb0vt7CVq7GGKhCHiq/cTENBuTG5KL7K2NwKiTEZW8v/r70vj5Ojus797q2q3tfZ912a0WgZ7RsSQkJiC4uJAYOfSXhxEn7PTjB2nNiJn/0wtnFsvyQYgx0vOMaATZxA2MIqQCAkhNCC9g3NaCSNRrNvvXdV3fdHbbeqawZJiM1+9/fr6a5b1TXdXd899Z3vnHsuwBgIo1oQSTWoiuHQyRCIghsuTkESGL5yXxTHTnsKkWNYc0B/P9WcT+6jq9DW+5FgkSEKjY9rlbB0621IjLYEK20gp1RAlfLo6qMYGvVg1rRSzG1vzBWXVLj+rtStM+uPpGP+iZuvXFeR6h0bwZObVPxufRzdvRGNs5n8lOlasmHVjQef/qrqgGU2Ky7wqgkHbkIN/s3LgSogAQ+9GMQzrwYgM8Nyc04ltasmzlRYW7YgCsPyTivullwFN6s+GWLPEOQ2sDq2DXeQf+2kKGaxfENR0bm4Cpj54s4UW1WXD41UWkNOVMw0W0HPIRe014oAiTBcuSqNz6xLaSK0yltyzpoz46HqD80aZ/WHzIzcck1OVHg5kXGyoqpJiCoztHVNFGgpI/j0KoqrV6QRiQ5hgtSmunqSN3u8wbTb7+tqwfdteobFosHOQ8ejR0/1xWbPqRfRXJtHLJyFue4KB1orbO8Myat6UhYXkicqlyarqyU2oBtT0XS1RFChigTPvO7Db58LIK0IWgqgTQacBNxu1IR3Hl0A7wbggodDKuGDPDwXfzexxJVz69bK4NtW4Mey0gXBIO4YVbWmg6mMmc6lyvFwlRmRTHsAiFLo+3i3T7PmSl5FwKPipsuS2HlYxHNvBKAIxm7b7YT7IpqdZoyCEYK8HqJXmDaLioGZvFzLOGTmHGcK/fsQvTAUNHozkpTx6k4JzZU+tFTmMWN28GgokOzctv1F5vYbC26dn7rpZqTH3kmGg94d0+vJZ1OZ46TrdB7pDENxWETQb1hZe3k1Wx0TW2SSzwy055xYEUpjto5iKieCoEIRgee2+PEPP4xi/zGvVm6KOHk3n+utURMv1RxLySx/bNUZtBaV5aanuVXyMvuJWYlKW27c6jf79DC++UyMPqIbBG6Jcv39Bi2yrRjBzyAisC+LTUz2Zb0G31c48duWMwTHhA0jIm0MWs6PIM4Rqjue5SUKZrXJOHZSQNcJURNTjKSRSZt1MpU7UoU24PjjzE/E+RxgWtAnGiSYM11Fc20Kp4bSyJNmpijBa3bu6j48u60YP/7Jg2dmwa+47HIcP9GJeCyqvLzxTazfegTVJWHUlypI5iYQZhkEPNptT/t+vGyowpkxSAhvse3bVKclxmtTFqQqZJHg2c0+fOPeCPZ2eTTUOlNfTbBTm2oiwsV6c9zbyJDk6Qi419YFJzYq4rzmtsto8nJuz2QmnNn32XJPzD4r97sgbdYwlsQuKwIwcz+MMD7RLTkD0Yv+MN2qU83nYDon17MOQaFbcT3oTrWZNoQCyMqY05jDt28bB6XAc5t9kAlg1ix0fm/m7CRQjHuDHr4X9dC+UTlR0C23IeNmVQqfV4bPq4LkvSgJSmjpGMXM+e2obViuZNNjqK5pcv2ZXQEOAP5ACUKh8LGQ1/vAdWuKb8nmhuD1ZfDMVorZjSLWzJO1pdp4gOsUBI7cEwvYTAewaqcrDnALVIXq0X68r/0wgr3HvHp5YzdwW04lIVoSlcfpWBbQEzeJ0CVNlgezC/DBDYop21k6nU5tHLBm3luTIogLRWFmFSmjzoopFwIggsa7CQMYUzlNXNP1iGrMTNBArz1D17w1d41RABkZ85pzuOsLY2CM4dnNAaiSeYjWVNh/QN19BATNIutauAotfKRCK6pvRj3170egUZOFbXl0NGSwtzODLQdExCM1mDYr+EBxUdExNe+Z9LecFOClxRG8unnDYDgeelL2193y7MY++KUIyuIelEWSEIQx8yLwIKYOsJMCy61y3JuZagkPbkgET2/y4X/fE8G+Yw7LDR7YoiUJwkqmssDNy34OUHOgNa05t0/7Xo4CNA682ng6f4s/A0C73dAnDfjwsqEZ1LFqF5qcnJvNbmQWWjnkRlIUzOq04ANAKtEoA9FBb1p0ANRQWbScEMOSz2rI467bJ0Cpdr2Y6AC59U0scMMYLFrhT0XfqzI9IAR96URdHFABqArD+LAHvgYvLl+UBxEmEC8rR1GR98l9e18anDV77dkDHABSahFqmmY/n9x6+J6O5rrbKuPDqK0aR+dpGTITMLOBQBJlWzSSuAFct9S8ZGhZcl4SVAEP8OQmH752dxT7j0tgHuoAtdNy69SEFoLbyha0qlQ5o5ZmMWEOxDZrzYOaA7wrHeEDOtybnXgv8Ct5uuHEBX88N12NHxSmumJMhGCWwkKMickqAxEIl1loDwZp/5yaAR9Qplt0BqiC+Sko1XRqQAXJKpjdkMNdt48BAJ5+3Q8mwZ7PwIxop8BtG2DXfn2VcdacadcRehaiVwA62nKoKc7huW0eVMUlLJrZiNbWyD0t0zueh7J/Kgi7y4RGu3zFHEhjnakbrrp472WrS3MT8gh+9wrBxh1x9PSVQGXUmg8pqCZgKa+MUJ1jE13jJlwQx+FQMongvzf7NcvdLYGZaonOzgrAbaXBitzDybuNSlW8hTZBzuneZp0TN7nQBahOajIVPz+zRkwMGJs2C613FobzORXFRVmxl3+zgG2WnTCyDm1ZidaMfGtb4GbrC5qMmANm1eXxndvGcfnyFKis6BmIamFAiLk8VM3tZLpEmGdAxnio2srSjXERq2f7cf3FWfhDoxhnNbnaxkv2vnO0L0XExVP+olNacACIx6MIRxp+/q0f/euizq6GvygPJTGtXUF99SgoHYUoElCq8zUt08cK7Oj0BGA2asLTEsMpVUXgmTd8+Pu7dVrimcyhFCwLoKOPEqOuoBY0sFlvA8yYwno7gKyBl+PY/H7Hcc4wvtO/fFeZ0LHNW3JmSIaGR+ooqVzghBpABr9tgVzV16okXDifMQrGVJ2bqybgCRhUaLIOMUV3mFPYDMcUAKBb8n+8fQIEBM+94YcCANTgM/wX5m9NunVXDauuLU+rQK+JQhTINI0DpwRkcl40VUZxxVIv5nQID/Rsqfp5zQWD72oy3hXg4UgJjnd3QhDELVs3DV2L/Nsl699W8ew2L1bMLMYfXzSGeCSHXJ7LleY5NrFr3RpNMcCtQPAAeUrw/GYfvv6jqcBNuUdhtFIAV9vExbEsyDeBU1YzgO3O0wuyA8/NRE+NchdNnFdXzMCPqahwabLMyuBjqsYqdGXPzOHgtXQjWQsmjdFTAFQKYpR/UymYrpXDcEBNbi5YeSjUAvm3/3ocAPD8Jh9kSqEno2g/mJGzUjBviW+65JgniIWATyylWDYrg56BJF7aGoAv0jQ4b/nlW4rnHUNlRcm7/rzCux4B4F/u/iGu/MS6nZ5gbPUbb5+YdrjLi1l1AbTWAzmWQjSYgkfUVHwt+KNMkuetmPybEAXUA/SOiPjvTT7c+eMIdh+dSgp0OJa63uwhXFVYYxqa+WzVFhSMgAG/n1jbvO5tZP8Z/aa0yGvcxvuIU/eGPrWN2ybEPI6Yx3ODidpnExnn4/ttDrHzOE4Jcp7fUJYNzdzwI6Bn8tlqS4IbzC4D2twP7gXhdioMlWUKZrXKGBklGBojSCapgwgzh0TKA17/0CpDzJdES2UOctYPHwmiuYqipsaLZcvmvZpM9X159swlZ2Q/3tWCGy2NZihMvjfoa5h75ZLOykBoFJsOKEgki3DDag86WtIQhLzDUqs2C06I5VhSL9B1WsTXfxLGa1t9ODksTg5ucA9eEiRar8jREWf5NVttQZv1dpEETStObNeP6H9sAND3Op1Rw+0skA75bYdaAl3ac8DAkvx4bDjpiE1Nsdcu1Cb1Et1wOicvWxOYCdNkOjAKwhTOkmuTlKmqKx1GMRNG7ZmE/HNGs+Tf+/I4NrzpxTd+EtZyVzzGF9AthjPBxviWhEAUCObWUXxylYJEehTbDvlx5JQXl66o7l0wt+peSTpj2J6ZBQeA3/zbvfjLT81/JxbK7T4+nLj6idfyvmw6jOnVAbTVySgtSmilik0r7ZI5qFt26gG6+kT83T0RPPZSAKNJ4V04t3Myg2axPUSL2gvQrDdfQNMqOadPr3NabMIKLLc2CcKy0ILNghMzYkgN685bT8Nq2yw1Z8GpuwWfLEXXLmnydwJrPxzvt6ys06rDYcULlaLCfBtmnRAE/PJ+Vj/sJzB2qQyxsIr2Zhk1ZSq27RMxOk4dwSDectu7PQyI+iSUBgNorZWwYEYS4eJSTJ913dGB4aKv1la2qTjDduZDAUB/tpoFwi1bi0trB6ZXbI4ualdQHB/EcztVPLXVi89/Iod4WJftiZ2HaxFLDdydfSK+9uMInngloM0CmQrc4Le1K2SoIgIBRBSWXitc3c2unLiVYrPfft15twGewjaVO3luZN2mcXOnsJKtDGeRV0qYOV2twMHU877tVlxzMA15UdXvAkSlusVW9QgoM7VxAKBUNSOedgvObJxcFBmuXZ2GLBN87b4IjvWJgGSA2hEV0oqxIBZmuO2aMWQyPmw/6Ed3vx8LW+O4+OKFxyqayv7UFy1RcBaNns3B4VAZ1kQvGpvdmLnxqrXh3L6Tg/jpUx4cPFKMuqIyZHISUkoOopDlFoAyKk8xUC9B52kJ/3BvBI+8EIBM9IQQV1piSIPGMzHBba3EwDira+exlnpSGLUECi2Y0/rZgO2gIaaKwtMYOOnLOUCbcXduDtA84PlMQuO/mNs6mG0TJcw+nZYY2YY21YXY8sltcqFqBH6sKrWGVGjtM/oF7lkAkwGRqbjpkhTu+usxNFTktSRxlc821PLJiZpFXEohLBL09JRhTm0Uf3F1DvW1/egeL829sSd/XUVx6e5879vsTH5Ko52VBb9i3QL097yIJRWh3ufWizv2d6WXNpfmsWSWAsGTwh2/jqCsWMIdN/fBJ3F53wJDnhG8sduDXzwWxL+vD+hJUoRTRYyyahywuUCOwW01zs0FdKjdelMHoKmLNbbdtt24OOC483K3Xw69bk7ZuTTbFTMmIcLOvW1BIDittPZBChaPJbCpJvwCV2afUYqZ6n2qxrWpMRtfX4uEglrhfRiDhYIxRaPUTJvz6eTkRFFAGcOnLk4jJxPc/1gAbx7wIGfmjxMAFF6Pii9/Oo2imIynN8XxxOsBLJgew2WLADncumNYbu99/KXNKK2dd1a/7RlzcKP94J8fxA2f+tJESUnT0XnTpFt89AB6hifw4nYvRoeLUVPqxUVzR+ER82BQIYgMWUbxy6eC+MIPoti812uqIK7gJg6LzqXAGuvoGHKgaBTO5LIABds24xQVe+CH2Pq4j2Pya34/4bL7LC5OaCHf1ri687U7Bwc3AI3BYpvpT4mNQpmz/s3j7I7vZHcoV8faGKTEcO7caFth+jA36q2RDuddz/oHhGgDlBKGOdNkXLIii/EkwZ4jIhQF2odTCUD8WN4WxoyqCFpqskjkktjXRdDQfAkWz1twc8yb37Ni8fyzNh5nZcGNVltTjXAkepjIhx99eUvoky+8zjCjNoJrL8mjvnoCT70ZxsrZeVSVZZFXCX72WADfuT+M/hFRz+V2aNqTgttSTOyLRGnpr/wM+MK6gvZFpMyLDpeLbj5ztUwcvhOIcQ8xL2lh7reLFedvAHwzlDLX+y2/k79l6Lq3bVYPz88dIX8ruqnP8uGTsmCE8/X1LBk4RYVqpt14VqkWtFEJCKVa9JHq7JZz9yjh5HLOklMKqIoKCoaaEhl33joBSQR++mgYcpagvEzFkplZPL81jENdfqya68PaecPorA0hFAs9Wl5Zd1j0DJ8LVM/eggPAd//xH9HY1joxklA39Q+ITdMr0bZq7hi6BhN4douEE6eLMLNBQTafxU+fCOKffh1G35h0DuDWnUpYOrdoTB6mnDxICte0FKidptiUE95qu1lqmyZObBbernWjwDIbSoppYfWaLPx+N8XEaSndgk3O9wDGT0QcVp7Yj3GzzuZrVmCh7bXf7YYALts8d7NvOpwcPRoaDjLMm5EHIQzH+nyIhGK4caUPS2dmMZLN4PVdEgLeUiyYWft4U6P/tp4Tu041Ni/64AAOAI8/+iju/v4dEwvnzpjWVH54zd7OLjyzOYqYL4x1C4FENo07fh7Ew8+HMJzSecIZgdvOvSlgThzmgzkix7vNZcGJPZJpyYTOdFkOKA4psHDCAzGPs4OTA6y5j3tNHcdMBfBJQOwOflIwYOwUhDiAbF8tjx8Mrmt+2gBvX/QA5ns5SmLQJA7dDszbAQ/tphDyMSybI2NWq4rD3SGcOh1BY4Ufc1pkdPZOIEdacOm6ax5O54r+u6Nj1bnC9NwoitEqq8oAWvTPRzrbmg6fyNwyr2GcLJuTAZVG8LOnI+gf96C4eAypflkLHgCwhdpt4HY6l9oPZZsVT9mk08+MZPkCC2hePDYpgMzLYl5l68KA3+RARhz7ncrL2TYb5eBjH8SSCw1Cy7h9ZtCHWMsOGtKiyjgp0aAoxJ4zbikzzN4Hi7IA0CsMQ5cHVT3bj0I18mcp00L7VIUKLczvpCuU+7aqzHCqP4xiTxn+52Uy7n96FE9uCmNJWxjXr6lixdXNv6ppqP/ngf7R9wLRc7fgAPDNO7+PBResy6fzoedmTyuvKwkdmLX10Ch9Y48fXhLDZ9bloCKBg90eyAqghYf53BJH8hTlVRM7uN3WjufD8Rbomd0Ku1hvZ1h+MnpihuFNOqOHzzlH0RnYodxrm2WfzIIDk1tsV4s8Fd3gt8nkx3ARWMuyw2Gt9WeergCmU2pSFGNQc2bb6je27TV0KKXIyB48sTmKR16oQWNJALOas/D7x3GoJ4a1q6/eMqdVuj6TOJGprml9TwA/Kx3crV19yQpURNSsoh7+3ASrPrFpVxxF/iiuWJ7D0dNpvP1OFPNbQ7hpXQohnwJXvs2DW/95+NXPRJcsQb6+iXWL5yRCyl0UTAIMcCDiLxp/kbirWCAe8M9w7D/HZkuJtTocTde2jVu+cXc0w/i8ZSY2vdu2zyWNFnBo5Ixai1zxM/L1Yp6MUe68RmFPawEsZtRa0WMZyQzDwy9G8OaeWsxv8qC5ZgBPbwGGh+O4cHYQl65pytQ0tr+aEZZky6pXvuff8z1RFKMtWbYSh7uGctGi4d987sbNf+tjmz2HTmXw4jYvppcFcf3qDPzhPJ5/ywfkJTst4R86sng5kHckKTdvj5+8YKolcNISC/iuFtDBE20vHYPBAJApyUEbGM73Ak6gF6J+SuXE/tKZqWF/iw5EQvi8FcJlGRqz84ldAyccgI0ZQFxkFCDmMZpgQsGIalEZfUCpKoU2Q4JCW/RVk1RUUF09UaFCy2XRpqYRpLPAw+vjCAgVuOEiGesWjmAsPYoXtodQ17Qqd/1ly/4pFJfvICR6PqD53i240cpiirxgXsu3Vy2v+G4ir6rr3/SitTKMa1aqSMopfP+3JcjJMQDGIqzWglAmPInhQDqKZDp4tzYenBFK96VHrNujA/RuQLaBkzieSOGggH2fE9DEBc7MgdSCxNHJ0mfhnMhgpc/aq2DZ88ILK2TxEU2uD9zCsm4Px5qc9vMY/dTWzy9hqKgCGKMQSAx/86ksPP4xPP6ahHeOlWD1HIrmRqqSQM13Q/Hmb/f0KPL5wuV5A3gsXoYTx3dnvOHG/6qsvz4/t7lUvXRJBkwawyOviPCRGK5dDNSVpAFzcSguDK8DQl+bwZIDid1aE86SW6B0UQMAV6vtFK/NFYq5fQXSmA23xDzG1l1w3CSWeoo2KfiZNVQMYBYepP9zxz4DgMY+20CABXy4gFqdbHBMUg7OfA37tqyIIExAzxDB05tKIWfKceOaDLJ0HE9tUtA/VIlF7WXf/M8NL3//q3d9M1NTU3a+YPnenExn+9ZdP0EoXDwmq0UP18UPp0az4yseWS/DhzAuXUSxbM4Euvooxsd9AFORVxjgSH/16A6lkQprW0eHuGQGco4jX/Pbzal077dn6Dk1cZszaZMAHX2mxGjPGZ/MyZwymxAOhcc24Jh5fh3ShX6E+druW1g+BikwAHBsWw6lnbvZnFEw+53L4dwC2kIIsiwimY5gV6cXDzwXxOBQCLWlXrTWJ9E75mPj6fJv3XRJ2/c8qpj+2y/8zfmE5Pnh4EYLBwgAZPqHh49Ur7j1wP4nXu0u9r9csqhVCTbUjuG/NlPIqQj+9CIF+3rH8PJuP7KqHxC5SKWhlsBBS0zrbb9YzpJr5oWCw7K7gcgZjeQAwF9UOMHEX+3JGg9Ol+Oc/Nn1GOM0LpFN53tsueO85eX36fkpMCKZhC9Iz1EaPbnPWOzKoHKG02oEMpnukBo0wOLkWoqCKAAgMl7f58eRrjLMm57DpcuSeOo1Ebm8FxcuqMjfem3oBxesbbozKR9TfnX3F88nHAGcR4rCN9Ebh+gLPLxl9PLmGy6v21BVkcBjmxR0Hgtj1WwRlyzNor1BQcwvwCtakUqJMnOutWU97cV6nPUFCWHuVtDFkbTxbK6TdxxtcrgrN9ff5kZRpgL8uTRmPU3KueGgNsxSWFwr1BYoLRYfh5O6qByfVl3oCdwoiqagAEBOphhLhLCv24tn31KxcWcQ7VUBXLlyAqcTOXQPVL9wwdrrvnZ0x5H3BdzAebbgRisKEgBQug48CUWpW//Lx/tWdnWPRtZ0SJg7I4lNB7N4c08MVy4kOD4xhtd2RxAU9GWgGU8jpp5baeahYBLrjamstwP8DpDbwOoGZs6CTgb+s2p8UIfwVtdxPqc1N4I8LiqJFhfisgqJNUiMgJEJZMrReC4H3bDooBb4oZ9Ps/DWx2EAoMuEkpjHq3skDA6W44IZWYynJvDmfkBRQ1g5V0HDNaHxsVzj+l881Inm+V99P2AI4DxzcGf74X2/Rbzl+je93tLEBe30wqbKk54dXVm8si2EWTUB3Lg2iYlMGp3dfgQErQ40Tz34+ZUCb8lhBXgKBgAt3Mfza4v3GjklLjTI4M98gIfArEtovOaDMW45KXwAyDXQgykG4BTc3HKYnWF/Q81xBHl0UPIO9btzcY6WweDj9vcA1h0U+rkZCHJ5L2RFxAvbKZ5+LYrySACLZuSQkNPYdgAoL5uevHJ1w9cWt+d+tHjZde8nBN8fC863m9aGmOQp/YmcI/m39ozc8+ymfmleYwCXLs2icyCLPUfCWNoiAKKMN44QqHkB1mrJhnW2W2oz5RWFF92mrhgX1mm5UdgHx0W2KLY96mdsw3zPFOb63Uy5YzeDnTOaRpqhcKYOgbmQKnM8G7zdtOz6sYbIYnBxwlt1xnNrPeQPI+QPgFFQopr8XYWRhajliRuLAefyCrYd9EKkccxvGsWR4+N49q0YgCgumzeA4uLyvBBq+PKezupfDIyOnq3QdNbtfeHgfGubcyl6hw/JzdOl+3No//yVK2fkL5qfRN/EGB5Z70NEDOLSRQRXr5xAaUSGCIacopXYdQZzTKsGdwfTpC2TWD0npng+7qQrNurCvcM1mjnZfu4YJ70xnpij30an+W1mnc+mDJpcgljvsc0MIhpNMXm2W01DK3Jq59g6fYFRV8VNG9eukSSoUFURg+MC/muziuffFJBOxfDptSpiRWN47i0ZY9mO/Nql0z/vLYven2Q98o3XXfZ+w+/9pShG++X9j+KClX+ubj28btdnLh/oOzGcXPfQMwkxKoWwaq6A0tJxPL4JkOQgls7MYTibRzIlwi9yNQaJ5VS68XK3bZ5+2Gf4EBtlsWcXutMTewYfLyO6lYYwKBAn17lQFNc5olPQEutuRAoHrnmsO03Rezhfwz77n6cZtnMSfnDak8y0MUTgkWScGMxjw444AlIQVeUJbDtMMDbmRVWxhI5pCfiitVlVnHnbtVdfdX9moEdet/qKDwJ6HwzAAeChhx7E4/cvYfWtr21fsGbhaFAQLmyvS3lmTx/BQy/l0NsbxYUdHly+fAynhhUMD3ohueRuG5bbxrnNbWYDO3G8lxI7wInjOBM8fG0UHmwFOeAG/zb6CmfZ23m4g4O7cWsYQCYFwHbOzDGwVgDkSfbbaFdBP7G9tr2X+wwaZyJWzgwTICsith9R8dv1AYgsiPnTGGorRvDsFhFM9WHmtKbEugvqv3Lx2s/95F8fnM/++Kp1HxTsPjiAA8AP7n4Ed9z9FVy3Ira1qqosNXdmbFn/8Du+17f7sGBaEItnJrFhdwY79gfRXuuBIGUxlqTwCvrPzeygtYEc7pbcaS15kNkGDrHng/OOqDFVjZ8EwVtyJ4gpZ7k1YFDu/7gAfCrA2/pJIYgLKJoD2CY4SeF5OS3f1mcMAk6JAqzfxUiqEgUFJ/oZuk7GMb1OBRWT2H7AC4EEUVWioj/hQ1vbsrHS0rpv7O2M/ag2sgoXrrr2g4Tc++9kOtsdt1+LOwAwNvHDvCyja7D4W7ObN4cXtQ4hhwnsOepFU5kfVyxTsPfkBEbG44h4CQYS2rouXqHwAmqvHWXY+H3g31NYrIc/xsmrCSnsMw87Az3wTCVDXpoz+/QHH1C0gj9E2yL2Y3U32EyKYoRZpR90cBIwW1DIAK1G0Q3bbM9n0b4HgygoyCsUI+MBBP0M244kcPAoxRVLY5jTNIS3DiaxcQ9BNFKavfmq6odnLbhqJ6HiveVF3vcNU1O1993JnKwREoYkxu69cPmqzy+bV/y9tKqov1lP4aVhrOwgqKsewbFeD1oqRKxeQFBVkUUqZy+/ZtEW+8rE4J8dltvYZ+OWvGU1t2EDNo89Jw/l+23dOuKmwrjz87pmDcLpOHLHMkPX1s/CBXMAu9NpTWaw0mYBIxfFLShkJVdpa9tT+L0yuvtzePEtCZ0nI2iokNDZn8TGtwXkMnH88ao0qqtVNLRdnq5vvOKrPd1HPjRwAx8iwAGAEKL09B56cOmqyx/yl38iL+cr1fktFDUVE/j3DQQT42HMnS5hxbwEGqtSiPkJgl59pgnRp6oZOuwUt3vAHWSFTpT9WNszP0iI+/GF/2Dy7z5VGiwm63cDreNgXmExVRPnaYyoJXjQw0y4Agwaoq28xpi26FgiLWI8EUBnL8PGPTnsOCQi6ovik2sS6BpIY8cBES2VFerf3npZfvGSjq+2TGse7ZjbcV6wcq7tA6cozlZU3oFYFO/Eijzzv/TnoeuR2/9/fvHoRvLO8QCWt3vQWp/GtiN5HDkWxtp5AqRAFk+/QREWtfmZOaUwC8/detsf4I7hB4fFSUmhJXcBNu+0OduZ0hhnm4yGuB1oRi6hUwlY5ZYZMQsvw6g+a0s61PtMimIsSqUL8owBuZwARSDwSCm88raAkCeG9maGuW1JHDwhorzIj6WzUyiJDCKlrmPxqrY7m+oq/0PwxzoBJS8KHy7EPnSAV8YIAGTU/Oh+ItZ/Z/P2iFRZxf4u7O2WOlqSCIeHsekFH0qDfixpl9GbSCLkDaG6RAKDindOMW0tTM5dLlActF7zr+k4TcqtJ/mwOlq0t54puQbO9FC3t9qSpwiXoAXYKRHHswl/Au49WhfRgzXa4DHmblLjn+jHCYSBijKOn/aAMQ8aqtM4NZzF8JCCyqIILpozgB+9k8TbhykqSsqyyxfEB8tb5j/wztH53zk1PCLX1Zzjlz7P7UMHuNGoFMOGbd3yRZ9+/esDmz8tnuzev2a494mO371EPSwfxuK5FNHoBB7ZSFEWFrFohgDiSWHPKQ9CEkFeBZjKtOQtaqWaArDTF2Mb/IMfApZk5ty2t6mRezaG27CqZ3SgDeTW4lQMhrPIvYa1ejLj8ctZcGMtHhBtyRBRUKGoBJm8gJAniY37KDwIIxQIYc38AfzsiRS27g9jxdwoLlsygkM9tXJJ7bJHQI99LhYpyi+cd0QmZPoHhpt3ax8qB3e2ixbWA4c/xxIjm77aUp9YGSxZ+pA3sERZ0BZBe+MYugYySKf9aK31oLEmg8On0oh4CGY3i2AiQzIHSIL24HVzW+N5+SRO5GTtjLi2OTLOzoLxvFjrcD+D68yfKY6z9GpLFXE2VSXIyxR5WYDfm4eiJrDrsBeptB8t9Ql0nc7i0DEvgp4waitT2HYkic7eOC67YKFywzWLfz2Qi96661RripDG/EcJ3MBHyILzrXHaH6G3tz/b2ur/0l8VDRztPvzCfEpSn9y2MYuigIRZTSrS8gR2HvajrcqDFXNz6BxOIZv2ozQmIZFRkUyr8OjfzpiZ4tTGAUs9KbDysO/nNWd9j95nBEi4COI5fm9TEoRFR/RT2/cT67VBSSwOruWgGPXAjX0GJwesMWiE4j2SgkSKYnhcQjwCjCRTeG23gnAghAUtSbyxK4X9xySUxf2Y35xFVo5CEWserW6+dMf8ivL7Uql0Nhgu/rBh49o+Uhacb5WVZYjHw2Nxz/a7LloSvj1QcvljyxZfg8WzYigvHsWru1X44EdHC4GCFPJ5gupiCbNbBMCTx0SGIejTQpI5WUseco0aujUXZ9Tod+6bSqU518aczzbpj9j3OyvKFpyjcBY9IYBHUsAYkEiLCAWykNkwdr8DnOwLQhQ9oGISu44IUHMRrJybxLG+FLr7I7ho5TX4q1vWPTaQrbj9V0/uvYsIgbGPKriBj6gF51tpw/U43Z8+2dxMvxiLnvqRnPR+NzmeW3Soa5i214mkvjKLbV0yUqkg5kyXMLc1gaPDaYyNRjGnRcD2Y1mcHgWq4hSCPpyNaKNbK1BY+H3vwWF8L22qf2nNgtccRyuIbu1n0JxIxghkBSCUoDScxnCPjF1HSlESlXByJImdR3MoiXqwaFYAbY1p7D4QwN6jfrQ1+VhDc7U6fea8typqZ/99R3lF54ql6klCAh/8j3GW7SNrwflWUeZHWYn3eEVxekNtXf11kBqX3njVpUeXz4+P5dQJbD9IUBz0orWeAcIERkYpmislzGyREY+mAQKURAV4vRTZPIOoT6fSkvaZjQoQWPkngANck4U73+dm07Yn2+cI8ABWbo4sE8gKhdejIJNlGBiRwBgwlMxgT5eMoz1+lEVE5JHG4eMMw6NBzGtRwGgCI9lK1DVdfWzxnPqljY2N13X3pDcQ4jv+cQA38DEBuNHipe3YeSDXk6PLt9fXdcxta1Y+2Z+qPu2TyjGjTkBj9TgOnshjZCSM6bVAMJAAYSoq4xp1CURyGEoyxMIC6ioAKqjIy3bFhZ8U4dYK9fTzk9I8ecCHC8S4fR7ArAyrGstn63s8EoPCZHT2ASPjFEWRFMbTw9h9REXvYAAMIhLZNA51E5SEg2irT+NQTxb7OkVUFFfiyovKetauu3RHw7Q1n/jULX+yrbki37NkwYwP+Kq/t/aRpyjOtvrCBQDAXl//jaQS+9JLy5b1frautud2mj0wi3r3Vz61MYT6UoKGqjx2dcnY3+XHvAYRrfUZDGSTONQVR12FiEWzRvG7Vygy/SEQCkykVYR9BKJHS5pSVKsuMM9MCnFPbMeYjue7GHmeQhjbrnIhP4VtknMxAIqsZTV6JIawP4fxpADGgOFUEi/ukLB8eggzmgScGFFx6GQeLTUezGkVcKAlhWO9fhw94cUVi4GhCS+8oYbe4qpZe29cWHV3rER+BogRpPII1c37sC//WbePHcCNtmLtnQDuBIBnkqNdzwDNn/3P5wMXrF4qXxeXToUDgW7s2qrAL/rQVEXg8SbRNwBUFwmorZAxmMhheNyPqhIJ9bUJbNqtgiGAWFjEREpGKsvg81DIMgGgQhQJBFvGoJ068PzcmvljhL11fkwmvzvYBpHDAWZ6RNNQSigBtIXGCPIKg9+jYiLFMDYuIORnkEkCO96R0FQRRmmxgrJYHsf7/Ogd9KGmZAKb5Ry6TkloawiivWkIe48k0TtahYULWye++CfkP8NFl23KAffHSxv4j/exbB9bgPMtGGsEgPvHJxK/Hh8b23y6e8Msjyd+m7DxKCmLAA2VGRAhiX1dJVjRSlFTnsCWQ8DoRABLphPMaExi52ERfkFAfRXD5n0pDI9LmNkgIRxM4tAxAYIgwSNRPZlJKyCpMgZFUTWHVbCCRdRYvoFrxlIibiqOseQfFSwkGVRJUbT9okCgqICsAl6JwefN4UA3Q8jnQ21LCoI4jr1HS1AcFcEEGQeOMxAVaKn1oa4igW178jjV78WSOSIeRgZHTkpoP0VQVFyO5ctnseJQ+J66aav2xmLxBwKBQP7Dvqbnq/1eANxokXAoz/L7f1FdPSc8OOjP/K9b0l/JJE6zMv9GPPBMHwkKDNWlDDkli6MnRZRGRNSUyzh4kqCz14eL5xDUVqRBDstQ4UNdBcXCmcPY2xWH1+NFLExxvC8HiVJUlFLIsoKT/SoiAQEiIVAUrU65KGgJSjlZ0ZcqIVD1JYcJJRqQVSulIJfXBoAkEIhUW8aaEIZoSMGJPiCfF1BdyiBJWRzrFeEVBUQjKby4Q8HCZhFzWoCsIqN7QEZVqYSLmwmaa2Wc7FMwOOJFS3UCbx/K4nifB23jEi5ZNIr9J9rZjHnzSFmx8qviutij3kD9psMnMyMXVX08nMczbb9XAAcAIrWDMTZRUoLvlZTg0Wy6kg107xPEyOU/v3IdmdZcfNh38EQeR44H0dFAUVGcwFg+h4ivCKVxoLwogbIog5yWUBaXcfSUiok0xYxairKSDLYczqAkEERNqQoijWPLQT/mRCiaa3M4NZDDRCqA8iIB8cgEDnQRMBJALAD0D8sQRQGxMIFHVNE3DERDFFSQcexkHvGghFhYRDKbxck+YFqtF9VlSby0m8Cr+jGtTkVJfABbD4QhClE01aloqU5hcDSMkXEP+ke96B/NY3DEh/FkEBPpcZweyaNvyIs5rSJaG9JIZktRUjkz87llqSPffjDwFy3T56sV5UXHpwN95N2cho9p+70DOGDmfY8AeAsA7vvNq6goUy9ePS/eXF2+7EG6o0tq694Tqysfjap0BK/s8KMswlBWpOBQj4qD3V40l1HEwln85tUAMlkR8QhQHMuCCIAgUBRFZBBPElk5gLCfYvHMEby8XcbAqB/xiIzTI2PY0+XH4lY/ptWnsf+ECr/oxYxGwOtNYOMeDzqafFjSNorxdAqnTpdjupegd2wM24+IqCr2QBIVDCQYgqoERSHIKRT944BPYgh4BKyaL+M/XmAYGBExs55hV10Wp4YC6O2XsGaugl/2qBhJehCOto594c9mj2ZYS94npm8uqzpx9J6/pwPE89EN0Jyv9nsJcGf7/KdXQcmNDVBKBhWVdew8tCf3D7f/j1uH+/b8mZfulztmhDvkRJ+3rHgYOzvzSCTDiIdUxMIphIIUIb+ISFBFUSSDaMALv1dAwJ/DRCaLgAQURRl6hoD93SI8hCDgU9A/DgyMCfB5GCLhLEZyFEwB/F4F3kAKw0kR2RxDWVxGSUzB0W4GShlmNuRw6JiKoXGGbFZAUEogPe5DOiOBJD0YTDDE/Somkh4MTXgxMC5jaJSirdGLUCiN/rSIPGKYO6M9u3RA2bWgvVGc3jHnlwH2yk8TQqVHUUm6P9HEyksiH/Zl+UDaHwTAAUDwRAHNh0sNDAyAUvG+8SHxvtrmP/PcWi//395Tx8vy6X3V4ZGGFWuWiaiJDiLPEkhOpBGQZHgkFYMjGah5LyJFBCpT8bsNHvg9BLGwiiMnRew/JmB+E+CVVEiStsSHIGh1XDQnU5uRJFAVCmNQVAZZpsjkRGTzgKoyzKhX0VyrYHgIyOZF3LQmgX97MoLxFEVxMUF5JIHRCQmDIwTFIRWVJRSqEAeVYgf/aEWGDiZnDy6YPeNEU1ND/9fnil9+ecOWnCgFkJQvRWlx5LyVJf64tD8YgPOttLSU38wBuG1kPAOGGTNaO6Rbhgb61Hf2v4ShCclb31D6lyEhGayqYXj8dRHHT6cwuy4PStI4PuBFUxwIeBV4ZQWiKEAUAI+kQhB1gOuru2nNkvtUvSSaqlJkFYqcwpDLMaQyAsZTBOMpGRNJgppKholUDv1DIua3ybh2dQgHjk9DtJhiTruYTMijP/NItUp54+yXZs9uEwD1OIA9H5dI4/vd/iAB7tbiER8AHADwFQDYe6AT1YLoaW7NbB8ePB2oKVfzi9Itn1g6n17TXCkgHk2gqmo3qiMyiosUJJFDUcyHSEiERxyHqqSRyfqhyBRgOWTzIrJKHorCIMt5JDN55HIimJpDMpfDyEQOeTkMKkXh9QNE9COdB4KhJtxy04WoLPKhtkpGg5B9IlJe/HhtmSDFyitTn/2M7z8URcnFi+s/7J/wI9n+P8AnabNmNAGadX8YAIZGErimCq+KlP1YkqCms1nE4/0oCg8hGFDgS8mIRQPkmj9a/i8x36G2mdmEklGjmN7mQXnVBC5YICBAfKhtAATPGFYuCaK92ouSyjG0z8gjz2LCrHkNByXp1S8GAwrzef1ghCAej+LauRdAFHwQBVBBYEfqW9Dl9f1hcOj32n4/taEPqY0OnwRUuTkxss2/+2gKh7pDmNciobYyhVd2UXjhxexmBiIlsWGnH40lEha0TWD3SRmHOqO4ZOWstEcSj7Y01X3YX+X3pv0/MrqUTrmcAD8AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjM6NTk6NTYtMDU6MDCMhoCkAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIzOjU5OjU2LTA1OjAw/ds4GAAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 8}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 99708000
{'hecke_orbit_code': 687328985472, 'n': 1, 'trace_an': 216}
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id: 99708001
{'hecke_orbit_code': 687328985472, 'n': 2, 'trace_an': 0}
-
id: 99708002
{'hecke_orbit_code': 687328985472, 'n': 3, 'trace_an': 0}
-
id: 99708003
{'hecke_orbit_code': 687328985472, 'n': 4, 'trace_an': 0}
-
id: 99708004
{'hecke_orbit_code': 687328985472, 'n': 5, 'trace_an': 0}
-
id: 99708005
{'hecke_orbit_code': 687328985472, 'n': 6, 'trace_an': 0}
-
id: 99708006
{'hecke_orbit_code': 687328985472, 'n': 7, 'trace_an': 0}
-
id: 99708007
{'hecke_orbit_code': 687328985472, 'n': 8, 'trace_an': 0}
-
id: 99708008
{'hecke_orbit_code': 687328985472, 'n': 9, 'trace_an': 0}
-
id: 99708009
{'hecke_orbit_code': 687328985472, 'n': 10, 'trace_an': 0}
-
id: 99708010
{'hecke_orbit_code': 687328985472, 'n': 11, 'trace_an': 0}
-
id: 99708011
{'hecke_orbit_code': 687328985472, 'n': 12, 'trace_an': 0}
-
id: 99708012
{'hecke_orbit_code': 687328985472, 'n': 13, 'trace_an': 8}
-
id: 99708013
{'hecke_orbit_code': 687328985472, 'n': 14, 'trace_an': 0}
-
id: 99708014
{'hecke_orbit_code': 687328985472, 'n': 15, 'trace_an': 0}
-
id: 99708015
{'hecke_orbit_code': 687328985472, 'n': 16, 'trace_an': 0}
-
id: 99708016
{'hecke_orbit_code': 687328985472, 'n': 17, 'trace_an': 0}
-
id: 99708017
{'hecke_orbit_code': 687328985472, 'n': 18, 'trace_an': 0}
-
id: 99708018
{'hecke_orbit_code': 687328985472, 'n': 19, 'trace_an': 0}
-
id: 99708019
{'hecke_orbit_code': 687328985472, 'n': 20, 'trace_an': 0}
-
id: 99708020
{'hecke_orbit_code': 687328985472, 'n': 21, 'trace_an': 8752}
-
id: 99708021
{'hecke_orbit_code': 687328985472, 'n': 22, 'trace_an': 0}
-
id: 99708022
{'hecke_orbit_code': 687328985472, 'n': 23, 'trace_an': 0}
-
id: 99708023
{'hecke_orbit_code': 687328985472, 'n': 24, 'trace_an': 0}
-
id: 99708024
{'hecke_orbit_code': 687328985472, 'n': 25, 'trace_an': 0}
-
id: 99708025
{'hecke_orbit_code': 687328985472, 'n': 26, 'trace_an': 0}
-
id: 99708026
{'hecke_orbit_code': 687328985472, 'n': 27, 'trace_an': 0}
-
id: 99708027
{'hecke_orbit_code': 687328985472, 'n': 28, 'trace_an': 0}
-
id: 99708028
{'hecke_orbit_code': 687328985472, 'n': 29, 'trace_an': 0}
-
id: 99708029
{'hecke_orbit_code': 687328985472, 'n': 30, 'trace_an': 0}
-
id: 99708030
{'hecke_orbit_code': 687328985472, 'n': 31, 'trace_an': 0}
-
id: 99708031
{'hecke_orbit_code': 687328985472, 'n': 32, 'trace_an': 0}
-
id: 99708032
{'hecke_orbit_code': 687328985472, 'n': 33, 'trace_an': -8}
-
id: 99708033
{'hecke_orbit_code': 687328985472, 'n': 34, 'trace_an': 0}
-
id: 99708034
{'hecke_orbit_code': 687328985472, 'n': 35, 'trace_an': 0}
-
id: 99708035
{'hecke_orbit_code': 687328985472, 'n': 36, 'trace_an': 0}
-
id: 99708036
{'hecke_orbit_code': 687328985472, 'n': 37, 'trace_an': 8}
-
id: 99708037
{'hecke_orbit_code': 687328985472, 'n': 38, 'trace_an': 0}
-
id: 99708038
{'hecke_orbit_code': 687328985472, 'n': 39, 'trace_an': 0}
-
id: 99708039
{'hecke_orbit_code': 687328985472, 'n': 40, 'trace_an': 0}
-
id: 99708040
{'hecke_orbit_code': 687328985472, 'n': 41, 'trace_an': 0}
-
id: 99708041
{'hecke_orbit_code': 687328985472, 'n': 42, 'trace_an': 0}
-
id: 99708042
{'hecke_orbit_code': 687328985472, 'n': 43, 'trace_an': 0}
-
id: 99708043
{'hecke_orbit_code': 687328985472, 'n': 44, 'trace_an': 0}
-
id: 99708044
{'hecke_orbit_code': 687328985472, 'n': 45, 'trace_an': 312504}
-
id: 99708045
{'hecke_orbit_code': 687328985472, 'n': 46, 'trace_an': 0}
-
id: 99708046
{'hecke_orbit_code': 687328985472, 'n': 47, 'trace_an': 0}
-
id: 99708047
{'hecke_orbit_code': 687328985472, 'n': 48, 'trace_an': 0}
-
id: 99708048
{'hecke_orbit_code': 687328985472, 'n': 49, 'trace_an': 19765016}
-
id: 99708049
{'hecke_orbit_code': 687328985472, 'n': 50, 'trace_an': 0}
-
id: 99708050
{'hecke_orbit_code': 687328985472, 'n': 51, 'trace_an': 0}
-
id: 99708051
{'hecke_orbit_code': 687328985472, 'n': 52, 'trace_an': 0}
-
id: 99708052
{'hecke_orbit_code': 687328985472, 'n': 53, 'trace_an': 0}
-
id: 99708053
{'hecke_orbit_code': 687328985472, 'n': 54, 'trace_an': 0}
-
id: 99708054
{'hecke_orbit_code': 687328985472, 'n': 55, 'trace_an': 0}
-
id: 99708055
{'hecke_orbit_code': 687328985472, 'n': 56, 'trace_an': 0}
-
id: 99708056
{'hecke_orbit_code': 687328985472, 'n': 57, 'trace_an': 0}
-
id: 99708057
{'hecke_orbit_code': 687328985472, 'n': 58, 'trace_an': 0}
-
id: 99708058
{'hecke_orbit_code': 687328985472, 'n': 59, 'trace_an': 0}
-
id: 99708059
{'hecke_orbit_code': 687328985472, 'n': 60, 'trace_an': 0}
-
id: 99708060
{'hecke_orbit_code': 687328985472, 'n': 61, 'trace_an': 4559784}
-
id: 99708061
{'hecke_orbit_code': 687328985472, 'n': 62, 'trace_an': 0}
-
id: 99708062
{'hecke_orbit_code': 687328985472, 'n': 63, 'trace_an': 0}
-
id: 99708063
{'hecke_orbit_code': 687328985472, 'n': 64, 'trace_an': 0}
-
id: 99708064
{'hecke_orbit_code': 687328985472, 'n': 65, 'trace_an': 0}
-
id: 99708065
{'hecke_orbit_code': 687328985472, 'n': 66, 'trace_an': 0}
-
id: 99708066
{'hecke_orbit_code': 687328985472, 'n': 67, 'trace_an': 0}
-
id: 99708067
{'hecke_orbit_code': 687328985472, 'n': 68, 'trace_an': 0}
-
id: 99708068
{'hecke_orbit_code': 687328985472, 'n': 69, 'trace_an': -8744}
-
id: 99708069
{'hecke_orbit_code': 687328985472, 'n': 70, 'trace_an': 0}
-
id: 99708070
{'hecke_orbit_code': 687328985472, 'n': 71, 'trace_an': 0}
-
id: 99708071
{'hecke_orbit_code': 687328985472, 'n': 72, 'trace_an': 0}
-
id: 99708072
{'hecke_orbit_code': 687328985472, 'n': 73, 'trace_an': 0}
-
id: 99708073
{'hecke_orbit_code': 687328985472, 'n': 74, 'trace_an': 0}
-
id: 99708074
{'hecke_orbit_code': 687328985472, 'n': 75, 'trace_an': 0}
-
id: 99708075
{'hecke_orbit_code': 687328985472, 'n': 76, 'trace_an': 0}
-
id: 99708076
{'hecke_orbit_code': 687328985472, 'n': 77, 'trace_an': 0}
-
id: 99708077
{'hecke_orbit_code': 687328985472, 'n': 78, 'trace_an': 0}
-
id: 99708078
{'hecke_orbit_code': 687328985472, 'n': 79, 'trace_an': 0}
-
id: 99708079
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