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mf_newspaces • Show schema
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{'Nk2': 1960, 'analytic_conductor': 3.912669699042739, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [490, 2, [197, 101], [1, 2]], 'conrey_index': 99, 'cusp_dim': 68, 'dim': 20, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 11, 19], 'hecke_orbit_code': 137472508394, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4], 'label': '490.2.c', 'level': 490, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 7], 'level_radical': 70, 'mf_dim': 100, 'mf_new_dim': 20, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 20, 'sturm_bound': 168, 'trace_bound': 9, 'trace_display': [0, 0, -4, 0], 'traces': [20, 0, 0, -20, -4, 0, 0, 0, -8, -4, -4, 0, 0, 0, -8, 20, 0, 0, 16, 4, 0, 0, 0, 0, 0, 8, 0, 0, 4, -12, -16, 0, 0, -8, 0, 8, 0, 0, -24, 4, 24, 0, 0, 4, 12, 0, 0, 0, 0, -12, -8, 0, 0, 0, 24, 0, 0, 0, -16, 8, -24, 0, 0, -20, -24, 48, 0, 0, -48, 0, 32, 0, 0, 36, 0, -16, 0, 0, 16, -4, 52, 0, 0, 0, -20, 12, 0, 0, -40, 12, 0, 0, 0, -16, 16, 0, 0, 0, -12, 0, -24, 0, 0, -8, 0, -36, 0, 0, 20, -24, 0, 0, 0, -24, 32, -4, 0, 0, 0, 12, -24, 0, 0, 16, -28, 0, 0, 0, 48, -12, 16, 0, 0, 36, 88, 8, 0, 0, 16, 0, -128, 0, 0, -8, 32, -8, 0, 0, 44, -48, 0, 0, 0, 0, 40, 24, 0, 0, 48, -4, 0, 0, 0, -24, 48, 0, 0, 0, -40, -36, -48, 0, 0, 48, 0, -4, 0, 0, 4, -12, -8, 0, 0, 0, 8, -24, 0, 0, 0, 36, -160, 0, 0, -24, -48, 0, 0, 0, 48, 12, 0, 0, 0, 8, 40, 32, 0, 0, 48, 0, -28, 0, 0, 12, -40, 0, 0, 0, -24, -24, -96, 0, 0, 0, 76, 48, 0, 0, -8, 16, 0, 0, 0, -24, -92, 16, 0, 0, 152, -8, -24, 0, 0, 24, 0, 36, 0, 0, -44, 28, 16, 0, 0, -60, 24, 20, 0, 0, 0, 24, 72, 0, 0, -48, 0, 0, 0, 0, 8, -12, -48, 0, 0, 24, 4, 48, 0, 0, 48, 0, 172, 0, 0, -32, 72, -48, 0, 0, 92, -16, -96, 0, 0, 0, -104, -36, 0, 0, 32, 0, 0, 0, 0, 16, -128, 24, 0, 0, -132, -72, -48, 0, 0, -24, 0, -16, 0, 0, 80, 4, 0, 0, 0, -52, 8, 48, 0, 0, 0, -48, -4, 0, 0, 0, -32, 0, 0, 0, -96, 20, 96, 0, 0, -12, 84, 24, 0, 0, -24, 0, -24, 0, 0, 24, 0, 40, 0, 0, -40, -12, 24, 0, 0, 0, -36, 108, 0, 0, -72, -8, 0, 0, 0, 0, 40, 16, 0, 0, 44, -16, -48, 0, 0, 0, 0, -24, 0, 0, 176, 0, 16, 0, 0, 132, 32, 12, 0, 0, 0, 0, 16, 0, 0, 24, 36, 0, 0, 0, 40, 24, -96, 0, 0, -60, -224, 8, 0, 0, -16, 0, 4, 0, 0, 36, -8, -48, 0, 0, -96, -8, 136, 0, 0, 0, -24, -20, 0, 0, 32, 24, 0, 0, 0, 0, 72, -16, 0, 0, -184, 108, 96, 0, 0, 0, 0, 24, 0, 0, -200, -32, -40, 0, 0, 4, 0, -144, 0, 0, 0, -24, 144, 0, 0, 48, -48, 0, 0, 0, 96, -12, -16, 0, 0, 24, 12, 0, 0, 0, -48, 0, 104, 0, 0, -84, -72, -16, 0, 0, 0, 28, 236, 0, 0, 0, 32, 12, 0, 0, -136, -24, 0, 0, 0, -24, 120, -48, 0, 0, 112, 12, -72, 0, 0, -16, 0, 84, 0, 0, 4, -48, 48, 0, 0, -84, -32, -36, 0, 0, 0, -88, -212, 0, 0, -8, 32, 0, 0, 0, 72, -96, 16, 0, 0, -96, 0, -16, 0, 0, -16, 0, 96, 0, 0, 128, 8, 64, 0, 0, -28, 24, 168, 0, 0, 0, -192, 8, 0, 0, 192, -32, 0, 0, 0, 8, 72, 24, 0, 0, 8, -48, 48, 0, 0, 0, 0, -44, 0, 0, -64, 48, 40, 0, 0, 0, -52, 84, 0, 0, 0, 60, 204, 0, 0, 32, 120, 0, 0, 0, -176, -40, 0, 0, 0, -24, 92, -8, 0, 0, 16, 0, -296, 0, 0, -96, -16, -48, 0, 0, -24, 4, -256, 0, 0, 0, 204, 24, 0, 0, -48, 48, 0, 0, 0, 48, 120, 24, 0, 0, -56, -48, 56, 0, 0, 0, 0, -180, 0, 0, -192, 32, -48, 0, 0, 120, 0, 40, 0, 0, 0, 36, -304, 0, 0, 48, 80, 0, 0, 0, -96, 120, -16, 0, 0, 108, 64, -48, 0, 0, -96, 0, 52, 0, 0, 4, 96, 72, 0, 0, 36, 48, -344, 0, 0, 0, 204, -4, 0, 0, 80, 12, 0, 0, 0, 8, -220, 0, 0, 0, 316, 132, -32, 0, 0, -128, 0, 0, 0, 0, 36, -8, 48, 0, 0, 24, -24, 120, 0, 0, 0, 132, 128, 0, 0, -64, -96, 0, 0, 0, -96, -36, 104, 0, 0, 160, -188, -48, 0, 0, -104, 0, 80, 0, 0, -144, -96, 24, 0, 0, 356, 48, -296, 0, 0, 0, 0, -336, 0, 0, -96, -16, 0, 0, 0, 40, -264, -48, 0, 0, 40, -12, 120, 0, 0, 0, 0, 120, 0, 0, 8, 36, 48, 0, 0, -108, 72, -8, 0, 0, 0, -40, 40, 0, 0, -32, 48, 0, 0, 0, -8, 204, -48, 0, 0, 0, 212, -48, 0, 0, 128, 0, -192, 0, 0, 28, 36, 48, 0, 0, -96, 0, 132, 0, 0, 0, -72, -12, 0, 0, 48, 40, 0, 0, 0, 0, 64, -40, 0, 0, -72, -12, 64, 0, 0, 80, 0, 24, 0, 0, 416, 24, -72, 0, 0, 96, -72, -36, 0, 0, 0, -60, -36, 0, 0, -96, 64, 0, 0, 0, 128, -76, 48, 0, 0, -48, -232, -192, 0, 0, 72, 0, -376, 0, 0, -24, -96, 8, 0, 0, -280, -16, 324, 0, 0, 0, 120, -96, 0, 0, 24, -96, 0, 0, 0, -32, 72, 24, 0, 0, 0, 92, 88, 0, 0, -16, 0, 120, 0, 0, -216, -16, -240, 0, 0, 12, -64, -152, 0, 0, 0, 8, 372, 0, 0, 24, -88, 0, 0, 0, 48, -36, 48, 0, 0, -144, 72, -24, 0, 0, 0, 0, 272, 0, 0, -36, 32, 16, 0, 0, -84, 72, 248, 0, 0, 0, -160, 44, 0, 0, 0, -28], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 227443
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '490.2.c', 'level': 490, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 2, 'sub_label': '35.2.b', 'sub_level': 35, 'sub_mult': 4, 'weight': 2}
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id: 227445
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '490.2.c', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 29, 'sub_conrey_indexes': [29], 'sub_dim': 4, 'sub_label': '70.2.c', 'sub_level': 70, 'sub_mult': 2, 'weight': 2}
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id: 227442
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '490.2.c', 'level': 490, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 16, 'sub_label': '245.2.b', 'sub_level': 245, 'sub_mult': 2, 'weight': 2}
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id: 227444
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 99, 'conrey_indexes': [99], 'label': '490.2.c', 'level': 490, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 99, 'sub_conrey_indexes': [99], 'sub_dim': 20, 'sub_label': '490.2.c', 'sub_level': 490, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '490.2.c', 'level': 490, 'portrait': 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D1tODavSRky1Uo51VYMBiPSOEEISVCrc9Ymn90bR9RCMEYwv2o4Z4uhHqbMt32OLSgCBb4Po4Fk746E3igm8CS+0hxbCDjd9qkHhr3bBiwue2gD9VCyc1PM2Vs7NOojhIAolrT7Dc6shMw2JWkScuyMz5HTgqNzCXPtCL8+4rJzerzjVZrRcIbDp1ocP6OYW0g5vRRzYtFwYNFw+QWL/Ie3LrN1eoojp2c4s1RnftlncVWwnB3H5U7KfFuz3JNm666z9KtefP49P/uWC36l1jrnIKRHhWg929D4trfveoC/+/c/SxzHO2c2bHz34aNn3rgp/Bg/8JIF+v2NLK1OsLRaY2k1ZLHtsdyhODmLqyln2nB4QbB54wr/7seWufb8OsfnZjk212RuyeP0ouHMUsKJhZQTKymbNvT4nuv6nLtN0QxDfFljcTVkYVmxsAqDEcSJwVOGRi1leiIhMXDsDNT9iFro4cmUVh06g5BmfYQAGqFmuR2y0pU064LljmCpm9IIDQZo1hSrQ8F0fYQnFfV6ROBJjp72SbTHbEvQDAVKQZII+kPBwqq9mBY7Mb4/pNZIOGfHiFdfG7NlqsnphSmOnwk4vQhzSwnzywnHFuDwsuHqixf5f9+2zJbpKY6enrGrRAFuzUonZqWTsNw1LHYFJzuSXrfLz791xC//+EtJxK5P9LorP6+Ud3zbnjc+2xD5lrfvWg1+em6BiYnG1MHDp/7F+/74i1c/cfODb7z/iUU2bVJcuMdw3bkdkkSRpIJUS1INxngYrTAGMCBEihSGw4vT/MZHJL/+tgWu2B0z1ZxhojFBsxYy2fCZbkm2rEiOLUzxyZsbqGDEhbuGnLU1pdsbcNbGhFc9P2UUewg0X3swZLkX0khHnFxUtLs1Nu8IWerDmQU4/yzJwTnDedt9phoRJ1cUW6YSUi1Z7NZZ7Gq2zMQstxUTDcU52/ocPhVywa6EkwuG1U6dvTtSztoScWwxZaI1ot2NueWhGiCJYs3zLh1w7VmGpZ7Pudsizj9LEog6g+EGHnwqZH5ZsrCcsriacGpJc3hB0E2GXHPhKr/2Iz02Tcxw5OQU8ys1Fld9ltqClY5mtRvT7qW0+4bVvmB+oFjuxbzwohV+8IZlumc+y+rg3DfK4Cyzeffr7x8NB+9Nk/5qo7Xh2YbMurfvSgb/66/cSr0ehguLq++76/59b3/g0aPq2FyXrg6Y62mu2HWG3/mpeS49p8Hc0jTL7SbL7RrLHZ/ltsdKF1baqWWhTsJiB44tC5qTA646f5U3PX/E3m11ev1JTi40WFjxWWpLVjqGxVXN/KqmN0zpRprhKGHT1IgLdmmMEQSeYf/JkCSts3uzZO/OlOmpIfMrEU8cbnL5HpiaWOGOR6bZNBUx1RQsdX327oiIooT7Dk4SxSnnbdWs9AUzrSEbJj3ueCxmqtHg0j0pTxyNmV/2mW2F7N1h2LU1QhNx4KTC9w0Yw4Vnx2yYEPQHIf1hQG/gcWbZY3FVsNJJWemkLLZTji8J2nHCnrM6vPGGFa7eq5iqT3JyfoLFfOVrW+Ze7casdlNWu4alHsz1JHPtlGv3zvGff2qRvTtaLK1O0ukqYr0REe5JWzMX/0kQTv1MmoxGl1zx/GcbOmtu31UAn5ubx/M8/ytf+ZI/M7Phfbfeds+PPr7vuDeIBL1I0h4K5nuSM92Eq/bM8V9+conLz2lwZnma5XaDlU7IcidgpeOx0hW0Oykr3YTVbsJKx3ByVXCmp5mc6HPt+R3e8uKE87fX6A+bLKzUWe4EdHqSTl/QG5SSJEoEWoPvGeo12Dqr2b5xCGrEk8cTHj8YUFN1XnxljB+0eeDJFls3Kh54OmXHRkV/lDJRT1lY0Vx2nmBhRdOs+QyGgh1bEu5/ssb2jXD/gRGBqPPCyyGo9XnscMpTR+pIArbNKrbNQL0GvidItSBOIE5gMITeUNPtazp9zXIP5tuGTpyy9+wuP/iSVa49TzNdb7DcnuD0YoOldsByW7HShdVOymo3od1LWe0ZljNwn2lrrj3/DP/5J+e5aFedxZUpVroNuv2Qds9jtSPA35HsPvfqPzs1N/8zr3rVq+MkSeLZ2e+eqsXvGoCvrKwwNTXlHTx46D98/dab337w0OGNyyu9sDdI6Q6MvQ9hdSCYH0jmujFXnz3P7/zMElfsCZkvQF5jtRuw2vVY7QpWu8Yuud2E1V7KSg/OtGF5ZBBqyPfd0OainQnXnmeYatZo92okiU+SKuJEkmoBGLQxhH7CRKvPQwclw1HMzfe3EHGNPdsDbri8R6RX+MrdM1y2J2Ch2+HE6SZXXRDz1FGP2BgOnzL89OuGHDqpiXWLp45rrjlPcHS+z9LKFJftjfnq/QPiUZPnXeKzZ2eEER1uekAwGgoeORDSqvs0PGFlGKA1RKkhTg0jDe2+ZmpyyJUXDLjkrCGve16KokG312R+pcFyxx6blY6k3TWs9hI6PQvuds+w1Jec6UkWOgnPOf8M//WfL3DBzhqLq9O0u3XavRqdvk+379HpSVa7klEajHbsPHvhpS992Z+cffY5/67dbidTU1PPNqSA7xKAf/mzv8ep4w/Xrn3+j/7y0/sP//pDDz8solgzijT9QUp/qOkNNb2hoTOA9kCwMJDM9RKu3TvPf/nJBS47J2C1PcXSapPVbo12L2C159HuKto9Qaev6fQSuv2U7kDT7huW+4KVgaEXJVxwzpDJeoJOEl53w4DL96SMYoUnDaPY8JnbGzx9ssnWac3RUwEedc7brrhsr6HW6HHPk33OLLS4cm+dmZlVbnkw4KrdAYu9LoN+k+kNhgf3Sd5245D79xk2zYT0Rl1WVqe4ZG+fWx+EzRMTXHlBj7nVVe56dJqG3+Tyc2HvWUOU1+PgnGbzTMTRUzGfvSNkECukhCg2XLF3xPc+f0Qce0zV4ZKzBb1Bg06vzmo3ZLXn0+4pOj1Juwedfkq3l9Lpp3T6mvYAlnuC0z3JSn/Ec/fO859+coVLd9dYWp2g3WvQ6YV0+gHdgUenr+gNBN2BYDDUaC24+NLLzM6du//Drl1nfWzPObsOAsNnu4jrWQf4/d/4H0xO+I0Tpwa/ePpM/z+cWegxjIS9jwyDUcpg6IJc0xtCZyhYGChOdzRXn7vEW16yyBtuSJmoNVlYmWClU6fdC2n3fDp9Racv6fahNzD0hyn9gbaPI0N/ZC+afmSIUk0QGLws/PYVhNJgtCT0PTZMKHZskpy9zbBr64BUdPj8XYqnDk7w8isDnnflCh/4XMpUMMMrr+9z2yMxk7VJtm3t8fX763zfDSk3P5Sye0NIc6LLHQ+FfM9zfFqtM3zgMzO84OI6L7u2wyPHhvz1nT4mabBrc8DurYIdmzUbpiLCIEabFN9LUcqWjQQe1AJBHHv0hwGdvkd/6NEbKnoDSW8AvaGhN9D0+il2ZdR0BnZVXOgJzrQNExMd3vTCBd7y4hEXn11ncaVFu1en2w/pDixz9wYW3L2hoD8yjEaaYZQyHKaooKm/99WvjM8/79xre73eo9dceeH/dwH+1L2/RRD4tV5v8MsLi+1fm18Yye4wpD8UDEbZfeiAfKQZDDX9oaY7hO5IsDyUzHcgSge87VVn+P7r+1y91yNNWyy3m6x0a3T7Pt1BdmKG0v7+IQxHhmGsGUWGONEkiSHVkGrAgFQC3xPUfGg1JJMtwdZZzY7NA6Ym29z6iOHmewICOcnVewOuuKDD/Yd6PLpvipdd6RM2lvnC7TVefV3I9NQin79tmhdfLfjUXRFb6g2+53kdPn+noaGmePE1Q+4/2OXRpye5ek+NKy8YEoRL/PV9itseajDTCNk567FlVjDZlLQaUAvA9w1K2uOZpoJEQ5wI4lgwig3DEQwiw3CoGYwsUfRHliS6Q5jvSRa6EIshN1ywzGuf1+Ftr0gZRRMsrjbp9Gt0+zaItXdZHsORYTDMwD3SDEaa1U6M8Zp6ambTb7QmJn87ikbDP373O581jD2rNqGQ0huN+r8WD8/8otAj2azXMaQIJEJIhLBNOEIohBBImaIEKAlSGTzP4CtN3RMs9Bt8+Kad3HRPm1dfvcL33bDKZef0mJ1qsNRu0B2E9Ac+/ZHHYKQYjhSjSDCKJXECSapIU9DGXvVSgu9B6Buadc30RMyOTX0S0+PpkzGfujPgiYMTzNTrXH2+xwuv6nD7422+8s1Jrjs/ZNPsgC/ea9BpnZmJiKXOyF40wJapHiuLIUrUuP7yZf76jhrH5+q85ro+SbrE1x7cQJzWuObCzbz2uW12b2tzx6MeDx+vYw6H7JiVzDQFjZogDASeEhnIDdpYXZ6k9qKNYsMou4iHEfQju/qtjAQrXZDekCsuWOVNL2xz45UxGybqLK1Os9qt0x8GdAc5uBWDoaSXkU9/ZDJQJ5YoRimDkSHSipWlnlzp88vXXbXhrHf9vz/xwO//t599j+c9O1D7e/+rpv1+jp7cTr02emdvZd+r+70TN5h0GAR+SKoTUmMXFSFAIpGAFAIpJFJg0+xKoFSKryBQEHqaumeYGCoWOzP8yU0tvvZwl+subvP2V65y4c42G6ZqxEmNwSikOwgYDD1GsSJJJHEq0VqgjbDgFoYwTGmGCWEQI9WQ+faIz94jOToXcOj4NCaucd4OnwvPVlx1QQfhz/Pg/gnOmq1xyTmG2elVlto1ts8qkJov3BUSIqmHhu997oAPfyHl9ELIxk2Kxe6Ixw6GbN84zdXnLnDbw22++fgkw1HABWfPcuXZfS49u8P+U6scPWP45mMNDh1rEApJ6EmaIdQcJjcGUm1IUohSiBJBbyToDAXtCGKdINSQy/Z0+PFXdLjuIs3OTT79wQzzyw3L2MOA/sBKnMHI1qbbFRXL3KOUUcbcw0gzjIxdKSIwKJZW++F9jxx6x3/9X59ZnZhoqt//8Jfeff/RHu/7N2/6xwvw//LBj8HEDzAz+Z6fTXr7fkMk8y1fGUQYgIgx1uJFYBBCIYVBShtISSVQSuEpieeleErge5rA04Q+1AJDPUiZqkk6I5/l1Rk+/o1Jbn98wFRzwFtvbLNn8ypJ7LF3h+GC3YrhyLolqZaY7MJSMiUMEg6chMPzgkGi+fOvNFjtTTHsB8zWFdtmPHZt9Thnu+CSc9ukconf+2yLXnuS6y702LOzy8OHUzrtGjv3QLOe0IlqhIEEYwh8n9UhnDgjOf/skIv2DNn3dMSjB+pcd8kM//Q1i/zhF7rcs69Fb+Cx1G5xzvYaF+8Y8LwLu3zvc7u0B0t85Ct1+nHA8TM+jxwOCDxLBAAaK7USrUki2Lo54qIL+ug0Zs/WET/80hGTDY8t0wFRXOfEmRr9QcBg5NMfehmoFYORzO4wjEzB1sMoZRRp+zqy90EMw1gwjAWx9nj6RJvHPnr71N7dW//jS67fnb7v30y+J1r+E4KZt//jA/hv/8FNvOyVN6qf+08f/act7vidNz3/ofD8nTW6/TqjSCNFiBCAMJa9hUFKDylBSYlSwoJbCTxP4XkS30sJ/JQgMoQjTc03NGPNRA1m6tY77wxaHGu3+M0PzUIaI0m45Pw+F5wVMYoERqcYYwM1KQVSSoIw4NGDAQeO1agHPk1PsqEp2LNNsmnGY9tGya6tmvN3rRCzxP/6TItjRye59jyfc3dqpNfh5vtDphs+s1MwPTGkWa+hsP51ZxCw1NMstQ2r3SY3Xt3m4acjDp70mJ2scc1FU/zT1y7zvz4N9x9o0hsaVnsec0sTbJ2ts3FmxLbJAb/6wwMatQ5PHdc8ckgRhgapNFJkOssYjIYoElxwVsIV56UI4xHHAZhphlHI6QWf/shnMPIYjhTDyDK2DfIlg0gwHMEwsq7WaGQfh5G2Gj8Hd2TB3c/u7VjQiQXRIGL78gOtl1xw7Hd+u31pfGLpp3+/faqVTm77+2HyvxeAf+BDX+SKc6f9z338kz/+yBPH/uctd674Dz8xwW/+dJu92xN6gwZKGqTUSKFR0qCkj1IGT3p4ylhAK5vkCHx7H/mCUSQJfc0oSKlHxmrOxFp7U7EmSmAUC4aJZJSGxEmNA4dbPL7fkBrQmaGshJU7vhKEHrRCuHATtOow1ZRMtxSzUx4bp2HX1hHbNq4yMsu851OTHDw0xZXneOzeLtmzc4V7D444PjfN886TTE9oAm9ATfoog/XVNaCHLHdqnFrwuO6SOhed0+GRfSEbJiWNWovLz0v5mTes8J5Pax4/2aLd07Q7ioUVjw1TLWYm60y1EiYaCdONiFddGxP6Mb5KUEojpf1exgi0lkSJYnlZkSQeUaKIYsUozh4jae+xtM0hsWAUCYYRjCJjgZ0x9ig2RLGVJKM4Y/WMufuRoBsLVmNBN9aY4ZDLzlrmN396gRdfeCpcONX4n8r7iF4dXfHHJw9+Lt6+57X/8AH+gQ99idmZCe+2h479k8cf3/+7Dz95xPdaU3z+bomU8J9+epULtqf4KkVKe1dS27vKQK4UnqfwPYMfSQLPAXigiLKTE8eGKNFEsSZObJCVZ/uS1GRLtkFrG0zmyRKRBa6etHZb6EMYSho1SbOmmGxJpidg03TKrq19JlorfPy2mDsen2F1cYJLzlKcvc3j3J0jhFrlr26dYFNDMTMp2TA14rZHJSfPKM7fCnEqOGdTyvMvG7HvwBRLbcFyu8WbX9Thvn1DDp2SNGuSwJ/k4j3w739skdueGPDZWzaw2IVdm1JWOh5TLcVkK6RVD2jW69RCTS1I8T1tCUEauxoCBtDarh6pliSJIEklcSKIEkEcS6JYMEos20cJjCIboEaxJoo0o8QGqvY9wzDOAB7DIBb0Y0knFrRjGIwSiPpcetYK/+mnlnjlNbDamaLdPeyn3sR7G1OBClrbfv/Uoc8l2875Pwvy/+MA7wwSMb8y988feuTp33roscP+ROgTC0m33uLzd8EgUrz+hg4/+oouk60E1a/jSY3yUjyl8bwU3/PwI4/AkwS+YuRbQEeBsCcmFkSxIkogjkvLL0k1SWoKcKepwWSsbYwFNoCSAiUFnicIPEEYSOqhpFEXTDQMU62UjVMRm2a6IFf4i68rPvzXs2yo1bh0l+CsrT5nbdXs2rLKFx/QLK/UuXynZGpCMj0RcWTep9P3UArSVNKqK7ZtTvjmI5rVjmZuKeTiPQ1ecEWbr90VMt2EMAxQapJL9sA/eeU8vpznU7dN8+TJGls6MRsmEyabilZd0qgr6qFHGHiEvvXwPQlSmuI7YuxFrY0gTSHRgjSxF1ySWhLICSJONHGsM7IwxNmqmIN7FMMwWxkHsaAXCzqJoJtANBwx6Xd46xsW+f4b+rzwckGn12QYhaQ6ZNDe72P4HV8lvucF78muv3+YAP/dP/gCWuufv+u+p/7D0weONZXnEaSGCc+gjUefFl+5X3HX4zUWu0u88819ZqcSeoMEbxjiqxQ/9gk8n8BLCXyPINaEgSSKFFEiiDL2KdgoEVmVIcSpsdafNqTalKztMLcQWJtNYVeGAOoBNGqaVsMO9tk4NWTz7Ap37ov4gy82OXBskrMmffZsEezYHLBjs+DcHT2Ev8JX759mOlTMTkqmmoap1oCJlibwre2pNYwij9VuTKef0u4pFlZ9uv0WN155hi/d1efA6Rb1MMZTAUJMsme75EdfusR1F87xwS9Mcu/j02zvSjZPxEw0BM2avSDDUBL6Et/LrEMlkKK8kG0QL9Cm9PvTVJNmqf6kIIYc6BbQdhU0jDJQjxIrSQaJ1dndBIZRih4Nmah1eOebF/mFt/SpByHtXp3BqEYU+ySpBKHodw40lYr/48SGq9Tc4U++a8vu7/+HB/DV1S5B4P+Ld33gU//h2NHjkzUfjDBIYRdNa8d59GWTTuTx3z7mc99Tq/zIy7q84toOM5MRvUGNIA4I/IAw8BlFHlFsu1+iQBElkjiRxHH2mGYATzOWSgWpprAAjREW28YGsUJm0kTZQqrA19QCTaOW0KwlTLZGbJrp0hn0+K9/5XHzg7N0O032bBCctUmwfaMF99lbh7Qay3z4qwEnTze5aKtguqWYnkjRZkR3IPCkBZs2lsUnGwlSJaz0fFY7cGa5znln1fnRG1f5i68GHJv38b0YJX2MaRGnikt2LvPv3tbhaw/3+OBnNnD6RIOtkzBdT2mGKfWwjE98T+KpLHDO8gn2q5cXur3wQaeaJFvhLNAtOSQpRIkFeJQIRmnG2gn0EmmBHWvSaMRkrcurnrfCD72sxwsv00gaLLdrjKKQKA4YxR5x7JGkEm0UK0tnJuN0/40XPufBd919y7u47iXv/IcD8P/3N9/N+9/172VUv+DKBx89ONkINAgLtkQY62VLg5ICXwp6skYn8vj8XTVue6DJy69u84Mv7/Oiq2KmWgFRFDKMAka+TxR7xImfSRJFkqgM3JIkFSSJJE1zvSkyvS3QY8xt/XSNUuArje9bDdusxTTrEa3GAKW6fOMxwyfvmOCW+zewpam4eCtsmZFs2RCwbZNk+8aIPTtWuP/AkM/ctonZQDE7IZloSjZOD3n6hOG2B0KksRdTmgoEihdfGXPbIxELqzU6vZTFFY/tG1u84fk9HjrY5pEnN9AIEpQSgI9OG4xGiu2bQ37ohStsnZrjU3fU+ebD05zs1JgJBRM1QzPQ1AIIvBRPZTmD7Pu6eWuTSxZtPfOc0ZMM2EkKsbaEEacwSixj9xNBL4FBrNFJxGzY48XPX+WHXt7mpVcnNLyAUdyg0w8ZRUFGSD5xoogTRZJK0lSSakO3f+aVi1+59j8dX9z76zd97v3pK17709/9AH/X776XrZunak88Ff3K4aef+ifDXo/JhigkQ6JAJfZkKwG+hFAKutJnkCiWk4BP3t7g5od6POfCLu98U4/L9kRMT3qkacBgGDCKfeLYgjxJFXFqEzapVqSJINHWOdBGoHVZeWcKcBuktD2RvtIEfkqjHlMPR3hqxDAZ8thRzfs+N8WDB6bx0pDzZg2bpwwbphSbZgK2zEq2bYzZva3LmdUOf/qVJiausXWTYLLlMdk0TDQiBmmKNopACoTMGFwrlKdItKY71HT6Katdj9OLdS6caPHWG1f57fk6h+YbeF5spY3xSHSNUSzp9gOef2GX6y9s88jh47zvsxPsO9ZiYblOKCV1X9AKDTXPdh/5ypKKlNVzZTKAF9nPzOWx5wqiVBBpC+xhCv3YMIoSPBOxYbLH5Xu7/MKbV7n6/IRWwycatej0Q6LIJ0p8C+xYESVetspagMcZyEdR4uv28q/UwgPJUnfzb/3VRz8wfPMP/eR3L8B/7/d+j4lWs3Hi5PwvdjvLv57GAyYaqljmvNQQpxl7JzYQ8hIIpCFUgoES9LyQoe+zHNX48n12AOb3XN/mDS8ZcMnZPc7aMGCy6RElftYh7zGKPHvwtCRNVQZsidaZGMrDmAzcga8tw3kpvhfjq4jTKwn7T2luf9TjocMT3P34FElcZ+uEYVPLMDMhmJ1UzE75bJqRbN2QsH3jgOmpZf7qS3DnY1Ncvl0wPSGYaEpaDU2rMaKbRgS+wkusVDDGOhiMJP1hSicrgGr3DMsdj/nlCW64qMf3PHeZP/xcSHNJokRsAak94iRgFEv6Q58NUzWuPa/LB97Z4+4nOzx02OeuR1ocX66xb7FOqCR1ZeVR4BlC36DIiDw7LDmTp8ausLG2zB2lMIgsKcUmwSQxrWDIeVsHXHR2n+9/WY9XXhfTCnyGwxbddkCUBBmYLWNHsSJOPLvC5ittLiVjSRRLesOBQC7/eliXqVeb/Z0//ZMP9n/s7f/suw/gC/NzbNi4uXb33Xf+6wMHD/7aaNSnWfcYRZYtldTEicg0r7HgTo3Vvyn4CdSUoZ5mS6EKGQU+7aTOX9w6wU0PDNg5O+A1z++yZTrh7C0jrr2gj0AxOyPxlCRNPbSWGCMz5s7X5Tx5pDHCNgUMRhrpJXzzSY+DpyVfvqfB/lMtVlfrBMK3bD2jmWxYH3yq5TE75TE7Jdg8k7B1w4Btm1a483ErTbZPemxowUTTY6IhmGwmSBnxxFFFu6/Y0cyG2xoYxZLNs4ILdo34xoKhPTB0B5bFF1dD5pameNPz53n8yBL3ProRX5ki05ukVqINI8Vg6NHuBUy3mrzosh4vu7LP0o0LHDgFX7q3xsFTIfftayB8j4Whx3BJIYVECJFpclFMIrAgN6RGY1LrYs1MjJgUMVdfNODszUO2zcS89nkRW2YEMxOKwXCS5dXAgji1GjtKvEw2qiqoE5lZk5k9GWcGQSLo9nr4fe/fveBF18rnPvf63/6eV71+uGXL5u8ugDcaoXfq5KF/e/rkwf9nOOjKMPAAjUFbcEmJkjaIUWkG9KyB109tWWqQQpAY6krQ1IJhKhh6PiPfpz2s88jRhIePzCJ0zM5NQ67cPWCymfLC5wzZNhuTxglGZyfOlNKETINKZYg03P1InccPNQhqkgcONji1VKfmeUwEkl0zhqmaZqJmaNUlEw3JZMtjasJjdhI2Tidsnhmyc3OHlBU+fPMUS0sTXLpTM9myPZathmaiEWNMzD2PBywt+5w7Y7OLxsBoJNk0JXnuxQO+8WBKdyDp9RM6PcVK1+fMUpOL9wx428va3PNkncNLEyihgTirMfGzBI2gP5L0Bj6rvZCJRovpiSHX7h1ww8VDTi8NefRwh1o95dFDHvc8EpIaiZCCok67sBENGA1akyaGLRsSXvicIdN1zWW7NTs2CpLUQ+sGo9hnccWunrYxJJOKGVvncVFe55Mkgjjz3ZMM4HGagTwSaKNYWm7LJ/ft/5WZmU3ehg0b/j2QfNcAvD8YEEXRb3z963e8c//TjwZC2Fl6vmfASAQ6S7mDTHMNbvCkwNN2GfQz+RIou0zWUkMjFcTaasFRIIhSn0j7xNpwsj3BsXs0UqV8+cGYhpegjbYnydhudZGfQSHtXUq0ULR7PknkEXqSVs1w7iw0A0MrSKiH0KwJGjVFq66YaHhFomd2KmHT9JAtG7okeoXf+VidB/fPctYGw1RTZOAWNOspzVpEszGkVq/jZ4GeyGRBqgVR4jMYDFkdaqZDW6vdHWjaXcVKI+DY3CRXnDPil95yhv/yMY/jq3UQKdokaA1x6hElMqsdUfSGHr2BT7sbUq81qGfB8osvi/CDiGv3prz5BcMikSaEzmzSMvrOySHV1mqcaimUDBgOPRZXvazi0oI5SRSJtrFPkuaPOaDt8zzoTxx3Ky5eZ2W9SVaeLODRRx8O0MMfmZxo/eaD99+eXHn1Dc8+wO+7716efOLxsNcfvviRx/bVTKqR0mYpPSXBaISQSGmKuydtpG6tPIOnbGDj6zyCN9a20sYepCzKj7UNIBMNUShJm5JEe8RJyGJkM+DGlHkDW5EInrArhp9lK7c0DfVpQ+hpapk2rfmCemjvjVDRqHu0GoqJpmC6pZluJWyYGrFppsf2zUv8/hc0n7plE5snPTa0NJMNezE061iA1yNOL2v2nwypB8ImXcgr/QTDkcfebQlbZkd0e6Ft6BikdPqK1Z5Hq11jojHFW140z/4Tc/zx53ZklqFG6yTzrD1GUV4/IukPFY2aRz30qQe2aCwIUgI/IfRTakGKJ1KUTJFCZ1aprvjk+eqXppLFZUmqJVrnjyIDuSTREp2BOE1zQGegToUD8OycZQC3j06CKcOBFLbkYn7u6FkXXvDi90mv+VMPPfTA6Ior/naTtP5WAF9eXmZ6erpxyy03v+euu++5Po6G+FlCQ0kBZDXdDriVNKTSoJQmTUGl4OVWVeZb56We6ZiFVbzO7a0sM2dMDu7q58vLa6Uw2YphPe9AGnwvq2vxIPQltUBQC23CpF7zaNYFEw2YbKZMtRKmJyI2TvfYtnGZhw8N+bNbt9OshWyZ0Ew2BM2GolEXNOuZj14f8eARwf37auyetn9fZBSuDfRHHtdcYDhvx5C7H5mkH8FgmNIbaNvr2PBZWKlTC6f4wRcuce8TCzx6eAv2ktWkOiXRJkvG2HqSwUjSqAnqoaIeakLfzwCu8T2Nr2x2WCmd1f6Yksmd45YnhGxSSBRulNb5iA7Hik1l5ryIrOHC/qx4neUj3NxEbkPmJJcn4aSQ9PqRd+99D/zYZZdfq1/0opf87Orqav9v09/5twL44uIZ2u3lf3XsyIGf6LUXaNY9uwxbZYLM7DqZgVpKQ6oMaabDU2XwtH1tfWtbJ5KmVECtswOQOnUkRbIitwBdcGcnTIrSHlMClLJZSy/r1Ak8CHxB6CvCQFALFLWapFkTtBqGiUbKZDNhqhUxO9Vn6+wKDx3q8wsf3MyJ01OcO6uZakCrLmnWFc0aNGopjVqC748YRLZYLFQUmjeXKHEiSVOfVpAwTDW9kbTtc0OrydtdRT0MqQUtdm2J+a//fJVf+qDg4f2bwUhSnZKmmiSJsf2rHsORZDiS1EMIA0ktMASBIvAMgWdB7nmmALiSxrJ4IVUckANk+QOTA9yIoqalrG2hALk9b6KwGgvCKlg999rdc2zQ2pZOJMa6bYcOnxJ+8NRPnLVr98E4iv/j3waj/9sAv/3rX6C9cnrH4YNPX7O6fJJWQ9kgSufFPaC0tZ9kmpei2pR5qgw6zYGdvXa+rD2AWZbN8WpNxtomqyUx+fMqtkuAS9ssoaT9+560iQ/L3jKrTJQZGKSVKDVDs6ZpNVImGjGTzYiZyQGbZ1d54ECfX/mjWQ6emGH3tGG6Qaa5Fc26pFk3NMKUVj2i3U/49B11TOoRKIOUorj4tYY4kSjh8bobutz2eERnWMtawFL6A0V3IGn0POpBSBhMsGdLwm/90yV+9Q8lD+zbZD1/nVpbL0mz8RaSUawYjux3CkNB6AtC32Tf1wb1njIola2o2Qqbs7gL9JLJ8xQ/Dpvbc1sAvgBsCeridVolrSTNV2x7vnVRRmH/dpoaDhw8SvT5L19zwfnn7/jEJz974o3f/7q/P4B320s0J2a2P/Ho7e8e9s+8Qeg2zbpPqg1GCydDljGwtLpZS5FJjhzU+Zck+3/LmhFdebQHNLezSofElGxDmY7OM5XCAbiSZX2G79lUtu9LC4BAUAvtiLV6qGnVU5oZuKdbAzZOty24/2CGxw5vZPesZEMzZbJuC6eadUXDYe9GPcKIiLnlCaSw25zIShbRMpo2PlumDZ5O6CWCQWQYjGwzdLcvqYeKWuAT+DU8b5JLdiX81j85w6/8Ady/byOpUcSpJnHqRqJIMwoVtUASRPb7Bb7MLuq8EMsC3B4Xkx0rF+TuZx0DOlllYm66mLwcAofZnfPvrsZOXVBOZjo1RW1MXgSntWG1s0xqvDdccOHF6fe/4bU/d2Z+8eTmTX/z6Vn/ewBfPUE0Wj4/Gc6/ieQMEy2PJNH2qjWmckXnX1hpSJVbtpnJjXQM1MUVXX5Z7bK1KRMURWGJc0ZEobtFZpyIslpQSTwvB7gg8G1pbC001ENNPUxp1FKa9YSJxojJpgX3/fuH/PLvT/PokY3snFZsbGom64JmQ9KoKRp1SbNmf0ejlhB6EXc/DaeXApqBQUorUYQQ5XKvJf2hx9YZwSXn9rjr8Rb9Ud4OprOgU1ELFIEfZBp6iot3pfz2PzvDL33AcP++TSQmY/LUEKe2/j2KDVEgCQKZ1abIYsXyvEymSQqQ5wDPC7OKoykc6ZfLQihIzGQJIqPzDG222rqvs0rOouCtslLn57t8z9bqGOJUcfDIPEdPzL/piX0H39Pp9k7+vTD44qk7CGtsX5p/+LeWTn+TZi0lSiSREmVwoUErCsAXy5epLmVag1aiCu7seVHWmgMce3QLRik5JmMdh70zn1dJYQGuKMphbdMEBL6xdd+BLbCqhyn1mq1FadVHtJoDZic7PLB/yC+8f5Ynj21i25THpoZmsg7Nuq3iK9lb06il1MOYwB/x2EGPhYU652ymrAXJrkmdOSmDkce5OwWX7Olzy8OafiQZRDYJNRhqegNbHRj4Hr4X4KkGUmou3rnCf/vpM/zL9xnuf2oTsfbYkGoL8Bii0NZuh6G2AM9WK1uAJbJ7VqciSykncrBn4B6/5aSSAz2XjeMpf20y8qrETuOgdoFdfczLOgaR4bNfvotYh791+SV73/S5m+45+dpXPOf/HMCXTt3BLR99Ps959R9t6y4fvlroJeq1OjJKkdLaQiopC51ShQW0otDVWlFZxgo3ROfsRoWxbbq9ZG4crZafCXdZlULYE1awt3VOPAWeB74yBJ7B9w21QBP6Fty1MKFRFFr1mZns8sD+Ef/q92Z58ri1Azc2bAKoWctKVGvKui6hzhoOEmpBjFQjepGPVB6+MihFxuIlQNI0bzrwaQYxkNCNwmwmjB3F0B9KwkBlgaKP72mUaiCl4bzthv/+z8/wL9+rue+pzcSpnzUYG6LUMPINtcTR4L7GV/Yiz1v/lJRIVR6nHOTu8SzS+mPBfClXHOlYyIwSwNqYIp4yzvOCzPJafV0+5vXpiZYsnlnla3c8cvXcYmfbv//Ft538wk338r2vuPb/DMB1vMhLf+jmqWHv5EdH/aNB4Ptok2KM1W8qY00bWGTBhxKlFs+XrtQNGnN9TQXcrtZ2s5IFc2eZnPxk5PfCNcnv2TLsKYPvZwD3NYGvCYOUepBSCxLqtZhGbcRka8Bkq8O9+xJ+9j2b2Hd8I5taPhvrmsmaoZUxd6OmaNQU9Zqx91BTDxPqtYgjc5o//UqLsAa+41TkH9uY0mLr9gN+9BVt/uzWPvOLNdu4G2UjGYKUcCjL8lfPd+w9w/k74Hf/fwv8/P9M+eYTmxgkNTamgijVNHwYxYZaYAi9vITWrmCepzOAC9vMna10OTlYOZWDXIAwYEpKzwnGlY26CPyNswKvXZnL93Jiy50zUwlC49QQJSCEx2NPnQiuvvKivzp2cu71O7fNPuLC4O8U4KtLjwvB8DrSxU1C6KIiz5gcaBKppQ0spCmCDjcA0YaMxccckhzUWlhPW5dau2Bu57Pkh9sNjGTWxSKFC+6s3sXTtuXN0xnAbeKjFiTUwoh6LWKq1WcY9/jSvfCbf76Ffcc3sKHlWXDXS3DXa4paTWWJIRuY1oKEMEgIgwhNQn9UZzIQeNLWwIsiBM4vZuspx4lHq6nwxIhhohnEomjkDUeaYaAZ+IrAlwSewlMeSgXZRWPYs1Xw2z+5yn/7aMptT2zgZLfFMFVM+oZWoIlSQ+gZwsQQeLlFahwdLkoGz5ye/NGVfuO38pw4jpbjhuSgd2vPy3NuHM1ePs+D0FiT1aSLLNcBX71z3+5rrjzvT+YW28/hb5DG/44BPmg/hdbxq088/Re/P+ovTkGAlJYJCqDlNqAc90sdeyk7uZa1RRlMOk6JG7GvYW4H4MVJyEBty2BzBjdZP2dW75L5wIFnwR1mgKwFEY3aiA1TPRbaA377zxr8yVc3EZlJNrUUG+uaqbphokjh217NRmhnnNRDO66iFtoLxfdG3PyAT6p9y5Yyswhl+T3K1jFJnCqk8Lnxqi7v/9wGurHPZMbitchOo8oZ3FcqY3CKCQRGCy48S/LBX2rzkZsH/KcPbeb08jS9CY/pVDGRaOq+IYxN5ofbGMQWvAnHTcmknQtwkbG5yyguyAvyMSUZVaSKU3eey80Kk1Mk7bR2GFxnLXXZBSGlYP+Bo7zvDz+35f/5mTe+8r5HD3/hmkt3/90CvNc+gDH6Z6PR6rYk8Yq66nw2nsicCxfgeU12patGu5G3cKSI21ImnpG5XdbOy18L9hZltrSoWvS0rfv2dDFmIvQTggLcA+q1Pjc/oPmrb0zw0Zs3ocUEm1qCDbVMltSgURMZqCW1UFHL2LsW6GIlCP0YLxjylfum0KlPqChAU+jasqbJprBThZIer7i6zwc+FdFPAsvisSk62gcjbbWzZ2fDKEXB4Pb4CKYnJT/+ig517zSf+Eafmx/cwJmkTj9QTCaahp8xuYLAM1lcYgoWzy8cJYWT/Mlih0wLVrKdDuvkLJ6Dftz1Klm8TNLl+tw4IE8z+ZqX7ia6nDRW82BpeXXbE08d/Vmp5Bf+Thl8/vQBkN47Tjz1l89J+qt4nkBgQWRTvQapTaa/pcPeZizV66TWtZtAEOXVj31vPWBXAJ4DG5NF/1lmTpkiS1cBt7I1GYGfEgQRoR/Rqg8IagM+cpPHb/7JRo6szOD7NTbXYTbUTNS0zU6GdkxavWbBXc/YuxaYLEC1K0I9jFjuaPpJgPIUgdSFS1HR4OSrmO0fHcUBoTdgarJPe9RkGEs7NSowBJGtXbfWpiqDQ2E30yKrH9FaMNWSvOWlXV58zSK/9ccjPvTXG1mOWwxCn2YsaPm2CSJUogC5L7PEj7PyFYG6cI61w+LjZO4SUfU8Vhm8ZPeqPC3lipUkqcnMCacUQwrJ0tIq993/8HP+1U9//zsef3L/H1584d6/PcCH/TP82f+4ihe97r9dP+rPb5SIkj0wCGM1nNVYAmVMAfDSFbHAN1kDQpn+LWseqpLEKXWtANsUB9iyizskqCzkksoCu+jKVxrfSwiCmMCLqddGhMGAJ4+mfOK2On/6pQ2cXJmmWfeZqRmmA0OrpmmE0MwKsGqhtKn8UFILrHdeC22gGvqWvVvNITfdpjhwqEE9T6jk7oSDkFySpVmhUhR7XLQHXnxFl4/fOku37tFK7PDMUWQYehrP16XNJ6Vz4ZhKYiZJJVsne/y7n+ixZ1vMx2+b5NEjUwy9Or3Uo+kJmsoQevkcmKwITdnj6YkyjskvTCmqNuwaJncBnn3BvEWwALgL/hzQplzFK965+372B6QAYQzHTsxv/OyX77r+X/7ML/zh8VML7Nz2rYftf1uAJ6Mlfvjn7vhnpw9+5u2+PI3vCZTUxQSqoignB7TRTt2CLHS3MbpM92oH1EYUrO2C2pgqTxTgdtlbmAq47SwV++hlhUW+l+B5KYEfUQ8jgmBELx7xvo/V+OAXNnBmaYpY1ZlsKmZDw0RggzMX3JaxVVaMJTL2tuCuZVV7tTAmTWMePxLQj0Nmgmz5lzkoROW7uYFmkigmlMfFZ0f8lTeiG3kMAkE9zrRzrPEjnRVKSZQUCGWncInsFFptb495kkomGj4//wM9fuSVZ/iDL3T4wKc2sNxvMfBCur6i4QnqCkKlLdCzHtn8MxcgLwBuqvbhGI1XYiWXwdcweblap88E9uJnGSaEbc3QUrH/2Arnnu68/cn9d95z+szKB/9WDN5dfpLm9AWNU0994NJ0+ETQqEW2FFaYzDqyjOxWnhmnKMe48sSIrHjHZWzhXOllMVKFHpxlsQS3vUuHvW0Bka2U81SaDedM8L2EWi0i9Ea0Bwn3PCL4/c9P8dUHplnqT1CrhWwMYDLQtAJDMzDUQytLCuYOla1XCSVhYKVJzS9BHvgJjVrEmZWEz39jhhEegeeAO28syjV4Dm5jK/PiVGGMz+te2OEDX+yzsNpgkAhGsbX6ghj8KC0SNJ5S1vnIJvDmx6i8cGx3U6Ou2DIz4OffNOSKPSf5wOcneWj/BEu9JkMV4geKmiepSwiUsVWWWUlxnuGsgtwBerkgMX7KCnlpRJW5Ke1hbdaCugi+x1g/R4CSkCaC2+8/FAS1r1/6n3/lhxt3PXCw/9yr9vxvMnhylMHywvf4XufnfHGSoObZL5gDO/8yRqARmCyodBndVEDt6u0S5GsY2wG2/Wo20lgDbKERGXNLB9z2nhCGEYEfsdpLuPkByae+3uSL90yx0G6h6jUmmoopHyYCG4Q1AkM9oKgLz8FtpYmy0iQwhBmwwyB3Y2JCf8TDByWLg5DQkwTSJniUs9TnkrnS0Z6KrAPGY6YuuPrcHp+9a5p+4jNMBLXYEETWv/c8G2yqkcg6pKw167JoAXAtSI0gTjwaNZ/Xv2DAi69a5sv3dPnk15vc8cgk890GkRfQDxS+lARSEEoIZKbNRWm55iwuRTWxlrPPmnLbAhvOd3YuwhzEebrfZe4UR4ubcUh4PH58lUs7o5/7xFcevKXdHXzyf4vBdbKIULMb45WPfF9obkc0Bmg8a/iPMfd6AHcZ3ZAxe+X/ofg9+UEZp4Sisi0PJnOA58kTaWzxvtQoaQv5A9/KhdCPWWgn3HSfxxdua/GpOydZ7jQRQY2w5dPyBFO+BXbdN9RzcAeCWihsfXggqfl2oE4toGBvC3Bt3RgvIfBjasGIL94VcmqlzmxL2CW/cCHWCcwKiVLq8A1THt/73B6fvj22AI8FIx/CxE6T8iNtrT2nDMGyqgNyymOfZk3Y+e9v1kb8yMsGvPq5y3z2zh6fv63BbQ+1mG83SFTAIPDsmDwp8KXEE5bRfQlKGJQQ2XkotflYKZBzLktNXgF5DnCqjJ0aQYIFdeIwumtD5leMSVK++I0HuWTvpu/7hXe85huvWVpZ2Dw7/TcDuFCngGi3Xx+93WsdIvImiOO8qVdgyB61LA+qFrbhtwCxrF4ExeCdUnfnB2LcMnHLXl1ZIrJOFJmzttTIDNhhLSaJE04sGB4/6vGnX5rizsdbnJ5vkoY1vJbdwGnCg6aX0vDtXO1a1tFjGToHt63Is+AWBcDDwBD62jK3nxL4tnblscOGJ4/UENInUDgZR5EFmSXM14AwS/gkqcdFZw+55Jwu+07W6fuSRpJacCuIPJMFz9nUKimR5EkZaX+7a8llVq0tC/BIEp9B5FMPR7z1xhGvuGqVOx/v8qEvNXniaJ0j83WSXkhS9xh5HkJIVDaX3ZPS1tQL25lfSBfWVSq4p7Tw/qkydpK9lxiX4U2WKc20TF7sYieWZv5qwumnTjPsjN7+1NHF987NLy/8jRj8v//R5/n4p3+flI1q0D9Ke7nFiy5PuWR3ZDsZjEBrVUwpMrkcQRSvddbRrnMGz0DOOMjXPTylLSWFyeaF2/Yq22plge15KUolCJVwZhluvs3jySN1br6zwelOjaPzDfBCVMun4SlaytD0DHUvA7VnqPkQBiKbMV6COwxsHUjoS0Ifggp7p4S+zmzHhHp9xME5OHKqjpKelSfSXdoZ08pVqywtWsE8ztlmOH9rj8cOzdBvWBYPPfATgx9n2VmliwykrR/JXRpZHFOrbUvLNtVZq1mqiBOfMArYMBHx/S8Ycd2FbeZ6bb7yzZB9R0Juur/JmaUQI31i6YFSRNKOXcurIq1FK8riLBfoRcrWwhKcSsQKo+uyrigHM7rMFhkNJqvOMxqBBpNw6Z4hN1zUpa5u4uEHnlAn5paJV/4Cf/ot3xnANdDhzZsffOSpD374Lx4RcbqNc86K2L4p4ide0+OCnQmNeszObRpPS4SRhTzRWmXsVGXvCsgLgD8DuItgpmRtJQ0ia5g1KkUbzcICPH1C8Ze3NHhgf8jRY3W6o5B+GoIXIJs+NSVoeNBQmprKQO1WE/rCvs7AHWZlpmEG8oK58/oVP82Y24I7DGIkMe2+JDKBTYVLbYdfiqoH7jKsPYdOG1gqiVMPYRStZgSMGMQ+Q09QT0xWBpslZ5S2TkpReyOdUgBZAsr9G9mwnSRV+Ek2Rjn2CfyADZMRWzfEXLJzRDfqc+R4m4f2B/zF1xrsOx6ytBCQGI9EKbRQRQO3Tc/aq7ds8BZjZ9P9j5MNcoFcPE8r4FZao4xm5/aIZj3lwrMifvx7+2zblHLOjhSdPiwa0+d/MKhfd6NOl898xwz+Cz/+veLTNz+0Z35Vn7s0msD48NCRiIcPxdz2UBMlUnbviHj9C4Zcc0HEtZdGpDqlFcBUHYetpc1aFmAWRZbyGRc2obN2s7zrWzNKDCs9Az4cOym59d6AzlDxpTvr7D9ao5cGJMYH5YMXoEJFoCR1ZWjkoFbWKQhzcGftaoEPoWebHsLAlqda9haEAYRBKWNykOe1LLl7cnIx5ZM3TzDfrjM9mWvWKns7pFZl8aK/UTIa+WyYUbzxpUNuebDPiXaDfiBpJIIghkgZvAS8mEyaUWpxnFEQyLK0NU+eFK1kdkJvkip8rwS67yX4fkzLi7lyb8IV5474wVcMeOqo5Mt3hnRGilvurXHiRACeZKnvMYxVBmiJyZeoZ7JXSmulvMpdGYJBGM1UI6Xpa1KjueayEc+5IOL7XjBk97YEJQTNUGZyq2b3IRqOzjX+5J769Cvm4S1rsifrAnx5pVvfMt340EOPHW74rQaxBqN8jI7opAnolIcOhDz8ZJOtGxN2bI3QqeHaCyO+74VDjLFTXWdahvPOiamF2XcozrBk/ZsNHKOR4JGnFf2RxPMkjx32+auv1jBCstT1OXY8JDEK7fsY5YHvZ7tBSEIpqMkM1FJnCQ1bgxFkaWq/6MWkmDVegjuXJXlDhJUllr01oZexdwaI0B9x2yOKWx5rIgJFqPLRxY57MkZshYvk1Obknemjkc8LLxny/Mu7/MUtU/STkGECoQdRks2SyWttMgfJSgY5pvNzJhfVgDZbLRI/G/eQKvzUI0kSosTHU0nhQimVcPnuhCvOG5GiOf7qHssdgRGCj91c49FDPp4nGIwUjz7tEY1UVnOzDtArLG7r/MPQ4mO6ldoKRG14w4tGXHNhhE5g+5aUrRsNJlKkaYDWiv7QywDu2Tks/UONTVNv+FAS964A+t8RwB987DCHj88H/XabqUDQTQQjHaC1BzoBk2BMivFTTnZSTi7XwBjue0rzgc/bJccksH1DwsuvHTHV1OjCEH0GbGcokBJWe5LPfbPGck8hpJ1UReqBULZzuKZA2tdK2Kg/VFCThlBqgszX9R1g+yoDdtZs7PuC0BP2Met6CbKqPdvGZqVJEBjL+EHG2pnv7WfyJEpiHj8a0OnVCFuSUGYFVoWd6dYRlue6CLzymh0tSbQiin02TEsuOXtA6A9sbUoiCBMbaHqxcbpxtK3fLi6iPOTLrVhZVvEVlZ1pUYueeJLUlyRpSqIUKslzCEmRS/BkilTWodq1OeGcbSlCaq45r4cxtqBttSf43B0BqwORzT8Uzxx5Zle41jDV1Nx4TcS2DZo0sZ9ZSYGR2eqf+EQ9hdYqiycUSepls1ns+L4o6jPoHAnSZLTun1oD8LkzS6x2+j/x/j/94owvNQ1lo3OVCoZCkQqJ0V5Gyamd5OOVy4zJo95Ac3IFPvTFlrMcFZdyjuoqwHMZIyWEAnyJyTVf8Wgjey/LuoXCWOmRJSmCbHcDP09DK1N08eT10LbLRTjboVhw59Ik8HONbmen2FmGOhu/kGazyu2wzqOLmq/e2wAVEKjMHhwLMNcax252T2TFRbI4cUnq84prR/z5l/o8Md+k6/vUE1so5WdFUvnfEIVlqksGHysLsG5W7l4IOxNc68LB8RJFkm84oFKUp+wmBNKC3G6JkhJFGiE1StiBS1ZGahqB5q2v1AiVZUecYUL23Lop6jIkNRqSWBEN/SJGiwsXTpJvv2LBbQ2NNBs+FOcMnkgWT949s+PCd/zEoL/83npj5lsD/Nbb7yGKkrcuzp+eCJUpKsIEVldGQhALRYrCGK8a8eaayi6OoIBg7MuupW4H4LJERE5NyKz4xyalPWnnmgTC4BeZN8tqfl77nZWp5s99j6KbJWdx3xP4ft6zqLLdIzJZElhwB74hyLp+Aj/NPO/U1rX4MVLGPHFEcvB0HaG8IkFS1Im4ZafZV3XrMfISYZ2WdSlJaln87C0jLtzdZ9+ZEYPEZ+AJaqmd4+glpqh3l5kWrzYMy2yZEM5qIYuS1dRzmlJSgedpklRmAJd4qQW4VGn2qIttZfJ9lApHS1pQD4a6tHIzkAvyOhlTPdf5O7mjRtVhswZFaVJUQK5LaWWPlaK9sDghjj76ViG9935LBj+12MEYE/zpn/ylTJPYpoYLq8cgEfjCEAtIjCBBZKwgKyWTa/qb1gX4WE9Uxjy5typFNteaMqvmS/CELQjKC5k8B+BKlSAv76LYvMrLHvOu+sCXGchLcJf3svMncJokbDBmAR6bmG8+WGdppY43oQjyNPd4inudb18BuXHcFC0ZjnxmpiXPu2LAV+4d0U3qDFJFIylXJi812cRaN/GlK4GmPfKi5KCiqlMXgWeiBX4qi8pLC/Cs7kUqkmxQkBT5Y5mDcI0AWclV5AAvs9DONy/PfaFYS3etzHA7AM/yLfmErXLgkH0vihJWlk7La573+kAnK5H0ptcHeH8QAeZ3TnfEte2+LZqSWHMfKRDCoDT4QpBiilRqmmUyS5ktyizUGMQrnqmTKMjBrPL0cAZkKUyWYMgCq7xbR5QAVzIfhWBPvq0FFxWA24ZjkXWWjwNcrAPsTJ54Gt+3+8JbeZIQeDGBFzG3rLl/fx2jgiz75xR/OYGl64HjHCO3CCkt2tgsM5nU4+rzYmZn+3QWG/STOg0l8DMtrvLyYGHnzUiyEXlo50/Jkikr9R5ZEZyns7ZCnfXQ2nuipJUoyliJku2AV+yEJ03J3nnBW1Y2IRyb1373kuTcuHO8WjSfBOxWk5YJRFmta8qAbrSVaI3akE0z/WuNiX7HGH7uGRn84ccPAWy595Gjsj+ygRhkKVlpS2OVKFuRbHbKNitUDHz3Pia53bqjooCKcsSazN7LQV106bhgd3suhQV2AfSsW9zPCvm9gr1tQGlbtmRxt3qc0j70NWE+CSpjbz8HuZ/i+wmeFyNlxK0P+NzxcAtR8wgygBf+d3F32r/WMLhTmFaZFqXoDwKed+mQl1zV58++EhGlIf1UUssaiz1ph5jKvLxVgkj0mqRSLlc0Iltl3fJUu9OC9oTV5EqQegKVGlIlrQ+dygLcKgd3cSHromRCOsM8xZg8KS/09aWqW1BV1CetUw5SOV7Fxr0GTyYkg6dkf/XAlvHfXQB8ZbXN1OTEee9+/8d2EvUQsixVzFlWCrOmaMZQBff4YuQ2Lrh+sAvu/HnRneOmgUWe9naW/kyq2M6WEuzlOIR89oczByTrJi/ng5TgLoJKr+y4L+b5Ocztewm+sgw+SBN+73OzRCLEk4ogr0V3ciDld3Ttu6oOz4GeOsxkkzIe0vj81Gu7fPprQ1bSGv20Rj0FPxV4KajE/s04lyqZXMiLukrCdJjcy4jJy6aHebbN0PfyoUy2jS1NTZYtNSglM2dII5UD7qyyVLrArgCddYH+TDc3P1ICPas4LVa8apl1Xmff7SaYUyfOPveyN180HHafqNVaVYB7nofW6TsOn155/smFLmHg2+AyL6oR5UHTGXIroC7Ye6xgagzwRViRF+y4QC8q1qgCXeTzBZ1Zg5W7qLB30YaVzwDJ5InnyQzkeZe5I0syYPvOHL/Atyzu+/luEJa9/TDiiUOSU0s1UD5KCqu/12HuIrwQ6x8Pk3c6ZRpcp3YrFjuS2GfrTMz5O/vcc6BB7AX0E0FNCRtsSgtymfV9ymQsA1wkyslKLNyabOP0yGZ/X2nL3B6kUmdz3K0VmOZ/I81HvslyqKqozjgsWRxHrnx7gD8To+eoKXW6gy9hsr7RFYge26T1m89GqCfWMPgj+09TD30Ozsd0Y0XgU7SCuaWeLjtUGhTWeTZ+K9jb0aa5PCkPhluaWYLbHaJZZvAoJYsSBYsrVQ62Kbb/zgBuGZxvAe6yQXmcvT1lg8soifnTLzY5vVBHhLk8cQdaOllMqqvWMzUB5I5KzuBa271ttm0UvO17Ozz2ey16SchQhQxSW5vi5d89wWFSkQV2GutK6eKs2DipBEvZBJx3ZFnJ4ulMokibMVU6+15SWpniNJkU56oYj2GqDO5o8fHz/8wIHyfOcvWr4ijbrU9q6mHEVOu0Tjp3ap2W+Z4C4B/4s6/iKcWRI6eoee7Y4bVtShWU/w1ueZDh2sIluKtlmC5IKgDPtsUrewjL2YNKOVOsVHlX+cg2Je1slBzgnslGSTjM7buOSQlyP9vPpx5GPH0CvnZng1gEKKkIZQm2CrhllcWN05iZg6waPJVuSpJKksRDa5+XXT/irE/1efJYnZHn28SPzOKMhLGLyjjHOQN5NoPDGMc+LOqxszF6WaOvl43V89JsfqGSWb9tVv6bNygL4wSZOE5OKUtcJqfyub4DkENZiDXeDGpKAkSCNII4UfT6Yq9euO+lxqR/XQH4N+9/iuddfT5v/bnfDVU6KvoJi5Tz3+BDrUV0/tRk3dnVjpCKTKkwuMveYi2TO8CWqtytONff+SxClTN3NlXWGwN3UNytc1Kyt84SOiW4fS9GeREPH/I40w5B+XaDp6yDXwrWNDi4Pvi4W+ZOydW5i1KUuOY7KHhsnhhx5Z4BTx4dodOAvgqtJ54nlRy70KbtjUNKGchzuWLKkuZ8spiXPfcyfa40pNKCXaZjgzq1s0qNA70CbgqP3C17do2G8oA8A1uutc/tS2GxZGQeAYIxHmagweuGn/3dX6a/+jiNqYstwNvdIbff99SPfPxz3/zZ+/tPEfois6IcgDtLDN8B0EXlA5UhlluXMQ4At3Yj17BVYIuSJV2ZkrO3LHW3ypjbV7IY2+apMeb2nUff4Klsr3evfCxT17ZpuTdM+dMvTbE0ChGhwhMCT2ob9MrqxTk+/sw9b5lStkF6XkyX5RRyP1xnpa2TDY+3varPZ+8c0ktqxMpnIC2Ll3UpbqDpBHdZ4GmLRLT1l/NHd5qBymWLnZeiVQZ2mUkYZUiFPdb5rHdZ/E3jyFk36BTrfJYxqWIo2f07JctcmhiDLEjCh9EQb8PUz/7T//7YvWnS/0jB4E8dPEW9HjaPnVz0kySmWfMLbVt8YJ75hK37OUT1vfFm1Yr+zr58Xrw/Lk2EtGPhxBqJ4o4fc2VKrrtlJenj+9kItxzgxfPcCswlic7AnuJliR3fS/DDiA9/IeTexxsgA4TyqClTCS6FHF+R7JcTYwivuChF/fbYTgppnr73ec5FA37kpV0++Pk62gsYyIBakehyAnAXWLl7AZlMseB2gza3jVCbjM0leMaWYassr6C0C27hNCXnDF5auhUdjiMncqJb09dpWAc2Y6ydPzFZ5SRIbS3KNFutjY6Ih2f8Ue9YM01tbYoH0AwE9UDQCqHuU3Sk5PIh30BUiHX+4LcBuHu1VjWYqCzjbmlpyYLOfI4Ke+fMLasMnnWcu4Hm+ODNiuZ2JYlyPG8v87uVtQU9ZRuXF5c1X72zxWKvBqGPJwSBMOV4iNyPlmINi693cwfLl8GeaxkqUq2IYo/ppuRl1/f5zB1D5johkfLop6JoEi6OS6F7s2DTCZhMoclBG13UqOSfw8scFaWsZLLsnU0KdgL8YkOxyiSsMulUXmDGOb9jUoUqHnAynusdsir2ygtIanvcjTakwmc4ComSgDS1f8M7ePgEO7dv2vVnH7vpdUuLZ5hs2J0AxkEnsr8i1tFL44zuvi7maVTAvY5GLd5zRoiJcqRv3r1SHNh8NPKYPCllClX29gxehbXdu2VvO0fFHTmRMbhKCLyIw2cE+w7XwARF7YmXB1/jwTHO3QnSK10troui3XuelhZFAZbG46LdEbu3DJlbrmNSy+JBWpYH5JnNMl2eP3ddgVym5KwuHKBb9tYO0L1s0wLL3rksNKRjF1VOOkKbImcipCgAXcQGLiYKh6X8fOtiKf/sorxox8eHWDIOWVpaJpwavG7X3u/5cmf15FFPAP3+6HyBft3K0iLNelgJAAXjV9ra62ucpdZ4vmLsRIuSwceX8/FhM+VBLJm7kCaSzLoaCzDHwG1HuK0Ft1fsW1NKEj9/9PK66BTfj4CE2x5ssm+uDqGtPQ9kOftkvD1NOF/4mUjctcIKiVKRKqqQKdHQZ+/miBuu6nPXvgakAYnyGGhJmK51cVwdbKv5XHLKgV2dT6ONQMtMsqjsAsxArbMVSjvkUmaZhSNTMjaXApFSMHtxwVVw4KbvRZWlK0fJ/Vl+cUA1p2IQIqS3tMqmneZ1aTL4XWM46uUlxIFvx5OF/nrrw7eJK8d+XmFw58Oty9z51SiroM4Br7IlvwwyRYW988Az98ELcBezCfM2r3VYO2PsXJ54uTzJR094MZ6KCcOIB45I/vyvW4yiABquPFkPWNkFvA4jFafNqUcrg0ycwitnR7OsKXmy7vEjNw645a4+9x8MMMpnKAIGIgs20zG2LGRCEc1RyhUnn4Eux30oWawq+YWrJQV7a0eKyeL8gNRVizc/n4hMNjmsW2Ihp8xSvqyVKevrlrWH1F4sdidoVVy8XhrHxFGEQFMPbZavUgP4bfxuISr1YWsBvkZ7O6B2mXtdFhfFgRQFwLOh7aKUIzIPtFQZFOWD53PmLgCu8s70jNGz2YWFJFEpykuzzpaEIIiIkpQv39Hg0aN18H2EUGVprDBZgJcH42PfbR2QV8BdlD641X5uw3A2+kErRiOfi3fFvPJ5fZ441mCQRGjpMdCKIC1LGZTDmqLyp/NcslnbPZYxtjIaIzOwS4lRpXWYOyvSCKt9hR2T7a6uBWPr6ioyTm5VbDiryzhZfktmXZv1jGPFKDIkcUwcJXif+PTn8H2PuTm7DSAiX7Kc8tf8BHzLK2i9IFSsBfc4wzkBpS0BF2NBpiiliXDZG4e9qTwW4M7HJzsg95w54Z6XZlagrjyWDG4zlwdOwedvaxDHlr2lFFaeiGppbL6hsvu9couoAFoOblwtPu5mPHOw2aopXvuCIZ+8dcC+k5bFR1IySDMW17biU6alXCDN5EGaL+sZk6vq5/BUdt6V/Twysw5tl41VOlqW9T8yS7JIYbW3dM6fC3bI2dwUP68AHIM7+/DbgttQIWG3RiVJPPY9+RgnTp5Gpwne0uIiUkqGgz6hL8tSV+deIfJvwejjzL32Kv1WIBelRJF5ZO5q73IHAqVKq9Bl7bwJwJNk+0Hm3T0l0D0vnxBVuid+0c2SFMD2vBhfxSQm4dNfr/PNx+pQ90B4+NLWxRfaezyDuUaLP9OJEpVkj6m0lo0FnKlEK8Vo4HP9JX1e9+I+hz9aZ6R9dKoYCB8/zXbZyJkzzY9x6ay4TO5ebbnmVqr0xZXRBdi1EUhtgS5lyeoVE8BWVaOFQejsXELZVjd+/scYe9xKfmbaHqtWdSok01TS7vQYjjTGaDzfkygpiT2J7+dZrrys0pSebfZbnwnf1YDSCQQqQBfPAPCxnQXEGGO7HrgDqkrBlbKNDuXzsbtn5Yi3zl2pMqmTSxNPJfhezME5wZ98uQVeAMJHSFmONnN6L4sTzTM1OVSFQkkeAipztN30vZP0yVg81R469nj7K/t85pYmT835ID3iVDGQ0lYZ5qsKpgqsiph05EpROmDKOvXstTQCk9mxUtqUvjTCShZJAWqZlb/klm5RowIZ2MvzXNHi2fmvSJNvF5gb57HiRNmdIYQn8LCxhFcLld1AKlEMvbywvDzYWufAFt8e4Ou5Jy6w3S/jShPXVSk0eJW1pbs0qjKwU/kMwCyoVHm7Wr7pafE8DyhNydpF1jKXJJa988yl8RI+dWud/Ufr4FkgeTILLoXzeUQJaumeSMr72rOUPc2OaRHk5SdMVx2VNJcqqUec+Ow9a8j3vajHuz9aI1YxRvgMU4kv8hR7frzLEokqe9vnxghQY/X8ppQq0oAx2kqRXHtLg5GW0d1kXPFcO8dhrNSjuNAcKVrAxcXPegh3pYmjMNwRzHFiIAIjssSVEJogCMQoG9GQgzqfvq+FsyQUV846XrjzSdeVJw7AKwzuypMc0BUWpwpw5TK4qTC4yoe5u/pbGcff1oU88VTpdyuZUg7ttCzuhxFPHhP88ZdaxNnMFSFtcFn433IsXyDLi7dyAMS656oIMPPy1fU0eS5R8vqUVFlfvB4ofvzVfb54R4PHjvkgI9sokUorn3IWz8GWZlLFBbkB1HpMnn8Ge3yNytLiWqJkucWMFNl8eFENPEtHzAX7WucsFe5F6DD3+sZJRS67SbJiQzNtd2eTCrxAimgU4731bT++54nHH/8ft956i013ZoGE1sJqKZMtoYxVd61bCCPWfNB8+4vS785BINYweBmciDXArkoTU5Up4+Cu7M9TAtq6JWYdmZKNSMiliYoRJuGTX2ty5ETN5vilhxQWPJ7TZZTr3fEalIpNuM5y5xLqukkfQ0WHp8V2MLYZIo48ztkx5Ptf0uOJD9fQqQLhEYuAgbYNEVKQMbmbYKkyuZ2lmp/fks1chpTGZIGmnfEus/ekEAhD1uVVFsVlHY7F8dDjrpIbn1Aeq/UdlPJiXBtYOjtF6HLlG0URz73+8v9x0UUXf5/36COPNE6fPnVeFA3xfT/bTlsUJ2084Px2GryyE0DupIzJk3FQ5++VAHeLvJxAbg24c3lSBpQFwD1ji6AKUGf/xmVvLy0kip8NulEqxg9ijp4RfPxrTYbat/JEKDuWomiVq3YY5TKlYo+K8qTlzytSoMLooki+FJsEZDLF7dfUShVSpe4rfuClfT785SaH5zyQMUYoBtpDOcfdxgVZ0Iko9G+FyYt1X2CUQbksjsj0OHYHj1yHSxDGYIQFvc4TPEZUWHstg6//vLj410VWlcmrO/NVt0EZRUNOnjhxntGm4cls7l++j2Kq7bKSpmRlOU4ignXVSXlCnbWleF35EmLssVo1KBygrJUnVdaWLrgrAM/3nDEOuDMGVxpP5hWC2l4AKslmf5QMrlXC+z83wdPHbMeOZW9FICgY3B3NNt7cUNXf64dLxaiYMQavZBWLklanqzxVpEqSajst9ryzhvzUa7v82w+GpGkEwl4AfQSqCDitRVhddtdqcvuR8kDTgjxnTiVdRi9dHylzvWsZXWfv6eK4iCqDO/HKegTgqrtxmLvMXdkOxZRbEKYaolgzilNGcYIXhoJ6TdCs2V8apaLYhVCIbCdbORa9rsfeDsDXXXoqZr8o5mZXS2RZV5q4e19Klc/dNhV54gJcOcmccq8ebUGcP6q0ALZSCUomKJkSNmIePODxtbsbDNNsM3vpWX/dWT3KNLWpXLTjJ6+S2RgjhKrVVQK7GPFQzATRlsWL9yyIk8Sy+EufO+Cyrwx4cL8PrRi0R4LPUNjWtkoZrbOyuOtHMbNdkbk6ogC7yn4upcmCzYzNRcbmIgN9JteMEWuALZ3zr59RqozjaR1icHCYj4lOs41kk9SQpJrBIGU40kSRwZtupaSDhKmWZhhlLCIpl648qHAJYB2EV6zB7EkZVFajZgGVstJK/UlRtWbG5Ilx2tVMNvRmfQZXaj2tnQWUxWP2XjY43/Ns1nJ+WfOhz0/wxKGSvYWw7oQvnOROpWbGva+tqVj3RLnZTKpSsNzWozoqwbUN01SRSNvWdtHuEW97TY8THwqY70kQCiMkI63wRRb8FZ8lDzRdFs9sYIfJVdFIkGc4CwVTsmcB7AzoGSnpPADNs6lrwD5OflUe+HZ+eH7sqpvMGlKtiWJNp5+w2k2Y6Cd4U82IZBDTaqQkmqxxNfsDUhQepu2wX5+JiquOMRuwAHzV/16vbjoHTNktkjO4yTzwUqaorLO76DRR+e5qppjnkYO4vLtsXjYyqDyxo+xAzZvvC/jTz03QiwM7S0J4SJE3FQs7tszpFx23wRgDe+XguDRU8cEdeVAs/+NM7gA9VWiZ2ll9iUejnvBjr+1z1+Mhf3lzACqTKkIw0BKVlrX2JXtbQIuxSMB+DuEAu5QsVneb4oJUMpMmMrcTDVpYptdCFCCX2d/LnSZNXj47nvwTFVwJ59iJscOXH7Oir5RMoqSG3kCz2tNM9gxeGNq2LDIdk+qqUpOCtX9hDN3jV9944LBesDGuX91hOa4EqOz4pbAAc1i8KlOywfgFizt3xwqs2oIJnozxg4ijK4aP3dRkqRNkWUsfpLTBpVv3Xcip8Z3IKNixolBM9fhlybcKg5d6PN9IoHRTTCZTCsvQlCl8qT2iyGfjZMoPvKLHHQ/WOb6iQEYgJDG2GKtsHhfwDAVYFYp0dt9QGDK7PNPg9veZzDkxxmBkztyM6XAL9kKiGvu39XhJA/Z3FrByjuW3YvP8n1i5a8sKAKJEMEwE3uJKwNxSwJllxSDKxLqTol+zV7kbCDivxwOG/Gfrpq9xl/hxYFNsza0q+jtvk3LALUrNne+05sm14K4wucyfJ4X+9rwEIVO+fl/I1x6s27426RXWYCCqXTPVVr5SclVO2LfM9DhM5IB8fMdnt/jK3b2uBLdGaTuMMokUL79yxAuu7vOXX/XRaS5VFCOtMtcn22MnFVlFeAZ2MQZyiaO/MyaXOcPngM66goQpPrcQVt7KbMUXItfl5fEpOnsMhXyxh8sUTdn2eObPTfHvn4loBbZMOi+d3jTjs3lasnFC4N37pOD0KcOBIwnTk15ZjloAVqxdLtZh6/XYez0rKJcfYCqBZi5HKsCXrmQxZWBZzMbOdzbWFRb3ZL5XZqm1/bFUvB1JlgWXKuboAnzm1gYr7aCoOUFKPEFWWGUKmeSCW67zHdfD9Jrz4jgUa92Bdeq0C0a3GlxqicqsQyUti09NprzhxX3ueqjGoaUs5SsUGsFQSAtuyirDXKSs7fyxsWYOaCXLFUYV4DaZTLH5Epmxee6m5MRkch2ubQNENqGtLGd4BqyQVs2KAndm7P9DFLUuvrSNLltmPK68SLBlq8FbWDWcWdbML8cEvkctVHhKIlQWBIwVyqzV12ulyHpAL5m8GtG7csRl9MI9KbR3CXDpAtzV3M5msKVMSR3mzp9nwaWyRVWR1vzPP5/gE7c07aboLnvLcqBPVVqZigNUHOyCgtYCfV0idw1xQ8mQJptjosdqVIpyWjviTWVjkKVWxEOPN71kyPH5Nr/+fp9+GpOPnU60zxCBclkTQ1xZlcuMZlGHlXvjsjBYbOLHZMAzNkYyQmAyoOeBaKnDs+NjMtmSWYvrrvzj0nYdfLlHMn8vn0vZqMHGyYQtGyI2TUd4oW8HwxtjrRatTWELlmnzManB2g8i1/ug+ZLk2mm4wVkV2PnvUdI4P3f7HXNg48zLM2UQmc3O88bkSK6787vbKe8FCY/u8/jcbQ1S6VvmFvlwfSpNDZXSWNzvKtZn8Aqi18K76KqvyBSHxTVlNZ9bYeiMEs7BLbVHmqYonfC6Fw748JeGPPSUwsiILNVDLDwGOpMpOHo8o8Yim1nIEUeaZBefEuU1qYRFszDYEQ5CjFmFpgC0yMCOKOXMt8KTqxrcC8RtfSPLxOZHN1/dEZAkklEi8SbrMFmHZs02D4w3A7uyYl35se4SXR3iUz53vlgRrDl9dY5F6MqScebOt+22EkZnAxhzUOeAd5jbZW/H+/ZUTHdo+MDnmhw+VYPAA5lZg1I445BNUXuypizWPTnjzMMz34z7pGDorMgpq+R0pcradrbcOlRore3ODVqRxD67t474ydd1+aX3+nQSCSIGLTFCEiGL3dEkOZuvF2yKQkNZMGeQl1m3j8n1tsmY3TK4kVXtbfW4BaWRQKa118dSXhiWY8jtvXRwaWxAma8w7viLVAt6A8Vq18erB3hTTY/uhMdk0yPwVdG4WzYZsL7mXANws+Y9OfazalLHnZ8x7pzk7+Vz8EwhWdwpp/k2Hq6DYuWJ63mnY6BOUDJGyQSvlvAHH23yVze1SLxMmgirW4uWNLdwaexzjoNdOnqxkCljvriL8ErxEK7+LstnSyAbZ2tAkw20t61mOpWkQiGlZwPPOOUHXtnnqWM+7/rzbE9xY3vPND4jIW0tdxG9lYo8Z2ty0MoMwDLX5ZnFl1uJxWqfMXgeXGbn0JUpJmNgI8wzEKQ7tKh8vtasEKDzWYf292stSFIYRTCKFEsdD1X38MJQUq8pGnUP35fF/otqDNyVssgKc63/YV3NPa7BxzWs+1w5U5LcEWEFiwtdAFtKswbcrs6u7l1vrUIpbYAZhDH7jik++pUmS10fQpUFlh5CZmWnYv2B9hWZMiZJKpqxYhquz+B5wX6OqhLs+e50pkj65COWtRxL/ggrU7TW6FSRSsXGZspbXt7jC7fXeeqEgjAmD6hS7TMgry4cZ/Ac9GXCz2AKcLtsngM6B7rOyEAIUViGUlqLUTryJQdpTnC44KbEGKYkCDNGkuRa3tjt0MFAYv9uHENvAK0ReIGvCLP9aTxPVuw6t8ipYotlrFyWiY7Ll3wo4jqBJRQAXj+4dOdPV7V3EWwqXZEqnsoZPS9/1aUcybb69rJUvCetNNFovvTNFvsPh7ZXS5YMrgTF9iju4P1xv7vQ3+OakWdg7WdQ5GudlLFOn3Vb2qTdqUFLpCwrDaVQyNQjTlLOOyfmVdf3OfAJ34JAWBYHSYLHUNi0u8iK64raaCUwupQrKmd2KKSJKnR3mRjK4638fK9l9GrDgy6IcIy588KtceIs7EiDkbKMX4rPYAsF45ii3c+75NJL+54nnz54aP8lSZw4oxnWtmPl6fMqeL+V7h57D7MmuBwf3mgTOmYN4F3Gdpm72NI7K56ygE9LeZKBurAFVYJfS/j0N0Le9WcTLA98q72zwLJMy+f7s48ndca/Uw7s8UyhWIvkcQYftwkdVs9ZXOtsBp+h6omL8XrxjMFlVogVa2Zqmnf+aIdDp30+e6uEugV3/qljoQomB2FRm4O8yPCVBrTJSjfy72Uyljc6A3oF0LlsyWSJKYnNJYb8/YreLjx0l9WzIDXX33kjjsm+EuXv8vyQrVt3PH3RRRf11ZbNG5YXFhaf1lq/LU0iOyh+vB1svODJBb8z9L24MET1Pcu61efFUHvlBJBqzOdWpvS33UIqJ6D0ChmiSwuwCCg1biODUjG+H3N6SfCuv5jktoebWa13ACoA6eEpQV0aQqexYfx4VF+XY5vdjVndQUTrjbkQ7nEUrC8J3bIFp8hLyCoxlK/HZhNi2DiVkBjDnY8HdPtjrOT4KRJ35XmGWnaRS5Z1tJbzj8zYj8pHUWZsiwtZrF3BnL9cyrXq2rf2M5TFPc1mg9WV5bc++MD993kgieLUaF2mxl0QCyegKjVQdV5hdWQuhbZyA0ocJnRdk+J1FkwKOS5VdIW1SzYfCy5zp6T4WZ7IsbpbSpuxjKTmTz/f4uNfaZbSRCiQDnvLcmKVqrD3M7tI+aEfd1TyH7iSpeozVxk8L2yrSpSsZNZxU9ZYh7JsjJBCoqXt/JFxyg+8fMCjh31+90OKYeqIWIQNOgsHv8rkRelshqJcaytsoKhyeZAHm8JmNqW0tTRWpriuSsnoOUtXnLX8AhNZ6VdmL+bYymVQkS0VeU1MWRDolH6YIPDwPM/+Uq0EaJsJqmYQq+nz9QDsanLyQHTMVSkmj45LE+d9dxxvNbgst82oBpiO350HldK1Al3vOwaR8PUHAz705RajxLNJHZGBHDvwPQ8ulXBWojUyxdWOY9H9M6uStWToMJAlIUd7kwWWZO4JpgCynaOZN4jbGhWjJVpmzcnCILTdBS1JPMKG5m2v7HH/oyE3P2jnrdjsjEWlNh4jI6wWX0+uZJ9Y5cFnlsG0HznLm+gc4NllktuBgnWBLovXooKh/LlBOOn88vjmWVPtzEI0WfOFwb6fppokNejU4DVrthpsKAxDY1CeqJ5YaSrMXbX/xj+A8/PKz9ZL6DjAdpnbAXbB1mLsdc7cosrcLrhlBmyZdep4XsKZgeBdfzbB4wfDcrdk6Vn2ztLy5TAfxxJ0DnDl+7L27gJ4DZOPrarmmd5bk7Y3a4LN8p7vf5lpcWEyoFvrUAiPeJhyyZ6Yd/5om0f2+cwNqiwOghSPobSBnDDGNkyOgdyIzFER5eqjsrR9Ae5CV5dWoRHCAXT1sWoLrh/TjQ/z1Nnvs2DPC79szyhC0x8kGGK01nibN82iPMXK8jJJ1LOD3F3953yQcrD72EnOf/aMgK++VzD3+BYYxd8sA0pR+OCONFH5tnZj4C6ylQ6LS+t9R6nhjz/T4paH6nZ8bp61lB5292Syjh2K7QttMmRs1XJhMS5TnJPhxpguxisdUaYqTSpW4bq1KSXQLZvnvbOlRNEiA7tQaKnt7sDaR0aGl14e8fbXd3n3xySjvEBbFx+cVCuG+aeWa0GuhPOzvBFGg8r88gLgWSm00Tl7O9JkjNHLzvq1UqXMjlfBXgavZQWjNAIpNUZrwrDBzMwG4iTBe94LXk290eLRh+9iafEmPC8LgtyTLEu/svij+cyLTDPlQXfVFqzqcOGAufz91bR8df+XKrALWZLXoMgxcI+l5GXmmsgg4aHHQ979oQmGUbbNQ5bQqTgnjh24Xkta9YJ3Z3CvBfO6xP1M2sVN+DiBVlWLl6xtdNYsrIVlVeno8LyUVkhkqtBCo4UiTRS1QPPOt3b42gMh9z6mMIHIkkCi2AgiWQ/kcswfdxJA+Zc2WdrciNK6y5laFo8lo5dSxInjTBXsOj/O+b/JCFQL92LJygHyEt005aqrruBFL3w+nU4Hz/d97F3arTxUprflWuatsJbD1lCC2r3i1jC3E+2XF4LD3MUmo+5zg6yAOtfiqQP8XJaUz5VM8IS1Bw+d8PgvH5pgoR+AcsDtsHepvQ3uMHk3e7keY9vvXt2LJ//BMypyh7nJEinryZIihY/J59dbi1A60qSSwpcYqbOm4LJOJRUaIRUi0WxsJPzrt7X5pfcoDp4WIJKqyJKCREtGZF6KLANOpPXHlaRg9aIIq9DgpWTJ58oby4EOa5fJHpNdNzm4S897jNmd42wPsVvbJOxKbyBJjB3vEQT4foCXg1TJcts8twkhP1+VfV/cZaN4bf99DvaCuanaWBUdnmctx9k7ky/FxqO5k5Lp7nzv9EKmuM6Jyl2TFC9MWO3Dv//AJJ+5pUHiu7o7972FBbfrmlQCS9ZudZjBofK+Y60J9x9+S+qupuvtfzLNOw54YE0av8LoVp6kWmYsZxDC1o0LYQMujbVVX//iIb24zc//Z8VqP9NmmlKySI/ESIbalSQZoIVTB47Iymez7GYW6NnPk33OQgGsBXpFzpq1AzpdbK2VMfZNC3A7Ki6VgjhKiZM0C86N3eHB88KnlJKfnZmdfl00XEVJWfkD4/uO51eT/YM5qMeZvezJeyZglzJFZ21p+XO3BiXfXXcdcCuNEmVAaZuHU5SwZbBGaj51W4Ov3F0nyYcYCtsIAOoZ2LsqRdzey/HkVuXgO/eKVBkX4etIkxzoleTPeBIotwtN3jGTAVuWDC6KxFD2WksrUaS0deRGIlKPQBte+ZwBr39hyIe/KNFpdmXr2H5RDQafRApGDsiNzh7zC1Hb2nClLUaKrGLO5JmbZnR22eb2Xk4Qplg0CsJ08eUCvHiscEeV3bVJ2LhhA0LIz9brtadWVzt4sxu38+SjXznaajU+u2HD7OsWTi/geQHjGwNV7H3hgr0qU6qSZswxEVb+uO+5DF7WoWTAFu720dqRJBlz5+BWKTJzTnK/W6P55M11fvMPJzndzvYOFFkbmvAz35tCe5fNxKbifVfkGaU96B74NQFl8XpMoK/FdQHgys9yDV5h8XIeSV5Kq0V1Gq0Q0jYA6/K45sVZqVAIbHo8jjXbJhJ+9Z+06UeST329SaKd6EFapBrtEWe2JJn3XUiqDMQqfy4FSlcDTStbSq2c7WZYZfTs34/L3/FtB/MSiPGbqyjiOGXDho00Gq3Pfvbztxx94+tfYRncNtLascGhr1Gepth2Ls/JOiegWC7WfAB3CTGVZWhcd4uscEq4mluMBZlSO47KGLhVihROUCmS8rmfcmxR8uHPN9l/KIRGrrfzTh3L3p7AGXNW9bjdgqr1ymNLd8UNgsoTIMQ6J2LMF1wD9HUYe70qw4pU0ZK871E6elxoO99b5L64sAFnaiRCe8Sx4fzdCW99bZd7Hw44vCCtVMkRqu2XNNojkYJh5r1jTLZymEKOWHbPAC+qgWYZZOaJn4zR3eNp1gP4WMAuikurSEmNH+FRbIhiQ5JoksT+Cw9gYmoLyq/3uiuH4kFH+IK4TKvmNQjFUprT09h2cIwvM2Ys4eOw+JjWrmjvCqCtZJHKZXMX3GV6Pmdv5cWc6Qp+9yMT/PU9dVt/IZ2ETjbEW0kIZZa1FNVJVWtGsbkHfwzsuCfDYfJx1v5WtyKz6YzJc9m9lCvr2IUZg+fM7rK5zse25fpcWD2eYhBo0r7m1deMOPAjHX77jwTz/fxDi0KquCBnjMkRZbFVXpRmyDKduuqNFxlIU60qrORUsi+9niRxM7+MHR8ArTXgsWHDhnj32dt7vf4AyMpUPL/GH/7C+R/xxOJ7Jlo+gR8T+O6QSl1Oiyoyh07bmCjT6GUhVFVeVEpbHR1dgtvR1a4sKRI6aRFIluDOgV1OpoqV4Q8/2eR9f9UiMtUa7zwlDwIP8DGF5+3OYqmUBY8ldgqezi/ksaBonLndE7WGvceyPeMMXjRDjAPdSdevrTa0etuMuStlYZbKvHE7/s0Tgp/9gR4/8YYuNZ2CTsAkVo+bBHQKJsVoQ2xgqGGkBbGGxAgSY6eh2bt9nmiyIUXZ1Kn8ru2jO3ex/H+z0WvZv80H+mjnZ4n7PC3vUQKDyKCCBsfn2u+5/NLzP9Ko10oG37jlAg4+9D6EUKM49BA6yZhBVmogckYfP1FrA9CqPl8bXBpHl7u+t64+FhdBfoHkAaV2spVZ47BIEL7mwScDPnlLgyhRNqHjtKDl/YlFSl5Wmdu1BsfZes17OTu4TJ3LFIeRvh2JVwqSCsBbyjIFO5c6vLANi8eSyWWW9LEp7aw7K5cwWmZZQMvoQnjZHBGNFya88aV9brkn5J4n6uXgJ53r8exDamWZnMwpweBn+ju3MpUQZSLIlSWFVHHGuhko51Maxxosj515huNVjve2z6NYMKlCmq3m6F/++ge54rILSgYHmNx4KVObr/ra1AT7G7WEwHer8PJqPTfR4vZIVtPr7vtKjYFVOitAxubSSeS4/6767x1wO5KkYPAw5cH9Pr/0rinuezLMwJ0xtsyBLhFCVLS3cti74p5QBXtx0B2QU/Fl1z5+R8imJI0qg1eHHZdMndeo5AVYYyztsrgzY7zYvtvkpbWyGKifjhTXXhjz2+9c5YrzhxCllr1zBs9Z3diZIomBkbFMHhnLrIkWJAZ714LEZWcjSgZ3WdlUh2a624vnrJ+PR3b//yS1w0hdBu+MYNvOnbzjh1/J237w5cWx9Yonk1fh+S258PQnZCgiPE9l1VllQsFetY4OH1+NC8vQTQqVbC0cJi9rUTRVH9yVLmUiRzp1JwWocwb3UyIt+IPPNLnzoTraV/arCVWy93hSx+nUUes6J/l3chhcjo1lG5Mnzk++I3BXgsyx94z7/phNKB2wF5qccoMore2cdS2yYDPT4ILcHzcILRGockWNDc+/YsQ7XtfjF9/lEyXCBieI0m/I6VDbqVmjLPHkBpw5W6vcZXEC0KKfmdKVyutWimRplqZfLyB3x925wI+1IEGzY5vkovO2MRxFawGOSfGVPrIcXzI/rVf2hGqAktr6/1kBji1ozw+o466I0kbMQQ1umeyYNCmaGxyQuwAXYywu9BhzpyWjeykp8P5PtPjkzQ0izwkqK9LELoW+qDonFXmC43m7AWYBYnc7PPe7l1t1f4dxZRXrbgBVsQbXeuJUmpPtSRYm2z9HiOw1hS8ujERkBCWMtPNJMldFGIPQeeCp8WLDm1424KljHu//eIskFWUj5jjIUaRaEI2DPC8xIEvlV36WfZciP0KRtSwymhm4hXt88o9gykc32WW04ewtTa4+v34HqD/ElAAvPu705DRLp+574tK9FxwJwgmMyZyLsaCyHNegGa8ZGX8tnACzUs/teN1540IOYikz18TJUhbM7VYJZnUmkYb/9Ykmv/kHE5xaclLxleDS7h63XlInLwsu7D+xTnBZ/Hxsa5JxJ6USeH77trX8DFbYyck4uJ54bkdUmXtMtrjDgrISWuuZy4qEKUdOqHIEhfFIU8W2mZRffUeHn3pjl1DGdtRZIVeSqlwx2bhiDZEWlkkzeWED0FxauHIlv2fTcnXJxoVcMetIFGcGeKqrMkgbzUS9yaaNFx+/5bb7nq7Xp9dhcGB2426AubizS3cWT0mRG0pC2qXOdpbarmjjXF0Og1csQlea4EqTMpgs2XxtYClEzt7WOcl9b5k3MniGj/91g//4+5PMt307+WUNc6/P3m4xlSAv9hoD73iAmX9dAZWRduJvztzrYt11VQoHxdneJCNSmUuVPBnkpMaLAiyMw+LZPQ84DQWTa1eqoEgiw5aplF/7px0W25KPfrlZjagrTG5NQY1klG13Y6sarTuVyxJPOKPeci/blBlPgSkb6YTV4O7xdlex3IHJNbl9X3Heebv1eXvPmRs/phWACxliML+I4Lm+x3WCxKZ4RfaNsqmKRVrZ9X3HMk8WoOPJnXGAuzrcCTSFG2Bm4FY5yBML9ECzf87jEzc3mF/yoe5agbIMMIUsM5bCaWSoaO9Sony7slhZxfVa4Ls/5BmA/x3YK2utQZsZRLjsvbZOXDiSRYtSuhgt0UAqciEhs/NjJYwwVrJgDGlk2DKT8qaXDbjnwYADc8ImgUhZV5MDBkkMZTMG5UUJbpYzm4DloFcIK2MyM6VwT9YFeB7M5lalhkBJDOLeWuj/opTVAyvdF0Ftis78rVGjtU03GzETjT6BnxRyxA0UK+WubgInA6yQBjkuUSogfgZwSzc7mWlu5bJ3igo1B+c8/v37J/nENxpQcwGdj3/IwZ67JhTTYQsGx2HvdWxBV4cX/11jF7r136Lijef/qGB8UTL1+H19YIuqLneSbpX2NdwkkOuJV5sjyp9Lp+1NViVLdk+Hkje9YMCv/3Sbc7ZEmbOSlvKkkCv5+xqTuSiRhsiRKEkmWUovXJRyw/XF889KVba4HU75e4mGfiJYGsBQSs7ZvVV/7At3RbPTE8/M4ABTm69nMOh++K6Hbr7kmnP2TdSFIE7Kf1akSwVZyOXUooxlLSt+t6y6JhUHRVQDyop7IsekSaA5dMbj37x3ko99pZmV/mVg5lsHlpWCqvWmVK3nd7u62nVWxpjYiTkrRO0++1ak7RZbVdCOC+51xryRMbjOTYByIpbNaGataKKUKUV2M4tIhQGhnXOYf2pheOsr+/gKfvW9kxw6E4LvfL6CyXOuVhmTW21thB1874mSvZXI0CvKueEGnF7/PGjPP4QpXTvn2Ggj6EUGX67yY6/e1Hntyy7+cL02wT8fO65y7DV+uIWb7m7/0dzwtcu/9/lZ2n0vu7LLZxnlXQAAKyVJREFUs7mmvgQHxG5NiRN8VgGdt6LlILaAFs8A7iINH1pw/+p7J/n4TQ20zCsEnRqTAuy2oscjG+AjxpI6uKuQE0iyflJnnLXXFFsVF8DfTo2vK01ySUKZxaTC1owFmIwxdpXZ3XY348w4dDOd2ijSVIKGN79iwG/8iza7N7tMnlaZXKeZPtFF8DnS1i+PjSDOmDwdu7usbFzGNs4Wiy62s3PoScNsI+WnX9Pn//mx5y/v3Xbyj3ZunV1zPL31DvKLr9nLkeOt6JH7z+fwyXk2TSeZ9Vdt6K8GXa58sV5ALlHWsrkDZkemCBfYUhfgVjLF8zUHTyr+9Xsn+fQtDRKZy5DxgDIviXVdkzKpIxlLyTsyxK12dGXyelsCjmfc1rgpf2NgZ00O7tF1WtjcaizXdcmbIrQxhZ0rcBuTy+KrnM2NkDaQo9TgxsisYjFDma0oAUCJlB98+QBfwS+9d4rDp4MqcrKaFespq+LAagNx/jMnL2nDWRtDIG2wXKr1Mr4T42nM7FcJaStAZyfgorP24IWXR1puX/e4yvXe3DDbGtRU/22vefEF/dFQEcXKska+gBXP87ObLXWFV1wFt6vV1Xrgzu7eGnCXTQz48OGbmnzh1gaJyZnbCSplFeDjpbCVakHWpuXHWXy94ipXqqyxCcdv3yHIK2Ade+1SSsVjdkBealRRedRkjorL4Lq0CU2R1axOqrU/y+xDozDGtrv5wvDaFw946yv6FrU60+PkTO7WsWTaHAqQR451WNqAwrECMyanqrth/eMfegZlUgbmov7JucHbpFcffMcAP/DE10wzjA5u2xQe2DCd2kBTaHt4KwxSasv8NJR6WzOexXR7K+WarGSyDrhty5n2BJ+9rc6ff6nBIFU2DZk3LqzD3q5rskaauMHjmFxZU1glqgztgt9FsVhzHNZh9mcA97o1s4iKJh/3vXkG+VGMXHakS2WGivu+dguypBN8yrFNrzKQx5KG0vzwq3q85gV9VJLvNekGmk4gWgSheg3I4xzgVEFu8pkT7mEZc61siTAME+hGHgn1A/NLg4Of/OzNZr1jvC7AhYCm+dyZjZOn/9nu3dNmotHF8+zm5+v+FlymM6xNz4/Xc6eOBs8bFzKJIpwiKpWSevDFO2v8m3dP8eSh0Na3upWB4wCHIrAsJ8OawjVZM3ptPb2dfR/JWvbI0b2W2deB8rdj8TFwm3V+XrHFnYzm2kDTvRCcJFAOeERRu1LWpTgDPXVehWh1uDGOFteK1CjSSHLxOTG/+fNtvuf6AV6qnUSQw+QVsOsC5FGmyV0md9PutguhHAU6ThS5fBlpwVwHmlvONo+dGP6z//qRu8880yFeV4Ofe9HLGHQew/Nn0u7S1xj1HsI3PnHikWqZeZdld3x+CioaXFZlyRqXpHisgrucRKVJPMEX76jx6++Z5NFDoS3gHk/kOIVUFdfE6dIpdyQutbd0vW5Hh68H3IrXPXbwK4+FLh+jnWcCt6i+xAFqdkQLr3tN2Wz+78SYrUieKBFFF5DI9HkOcuucWFALacBIq3e19ceRIJzhmyJLgQgJjBIu3x3xH39uFSnhS3fUSARO4odSk6/5ypI4/z2O7vZyN87xwI1DOHmDDFkia5QKeumA1994EW9+1fPSM4srXH3xud85wAEG+hwC6iz099AfNZkIEoajVrbxp02xCyf6Kd0UvYa5hZOV/E7AraRGB/bg/eq7J3n0sAtutyO+GlQKYdWLL2wJhZvUqd7XswjN+u6JA941jO0g/FsGln/DoHNclxfmbH7mjSk1d+WeJX5Elcm1zoJkZeWIMGCMLtjcZHPGhZE2vjT8/9v78ng7qjrP7zmnqu7y9iV5eXnJy04ISSDBkV0UW1CgW0XcZqa7Rbvb9qOt4ozjx43pjxu4TLeA4GDToDQ23W2PoI6ALH5QpwFlFRLWkJD9ZU/uW+67S9U588dZ6pxTdV9eQiBBPZ/P/dy6td6q+tavvr9dOn24ecygVUOhQL5qUROXX1qBEAJ3PlAGDz1Q6zbZ1D83mlE8pWCRD6LO2RRCqXa6hqWKzw+FwO6xGCcuLmDJ0ORNQzN7N87sasUrWlAUAOCihLYCnqslM77+9Pazcd+jndhXKaLWkFKcWxGFJoXNq3fCMqa/fHDrhGENboQEP72/hM9e1YmnNhZU7W4vaYFY5kC4VhPfHW8qVMFTJg1VyZbEgL7oNqg9vGYUTWvd6YA4FQ8wXNsHeSbwCllwG57O0/m+6TB1BMGiJZYDiFM41Wu5dgZJZZMrmiI4AxcBeI1g+bwmLr90DBecNQkS2/TEDq/Npys2J9cmQ/O/4ZoGqRJcpVCgpx14wwqOS9+zAisWD/zk2Wfv2RMV+w8d4P3dBA8+/sLY7PmLvjgxOXD1eG0uKuMUzVjG4upSBvp+SgC5iQy27ZtNAW5KY5Olgwj4yQNFfO7KLjy1MYKI8hRJW3K7Dp3AAbeuTiUy0tuA235I82iKDWoL8Hl0xIkoJMTdNgfc9gzhL7PucDqPOBQG+iEwtqtUcsPzXtq2cW4B3gY610qmUTatTCBtMxc6SItB1AlWzm/giksruPDMGohtXZkS5MKAvGmUTSAByVpQNL6o7CXVFnEcP38GZnb1XD0873V3Dc+eM6UgoVMtPOPkJRgf2VC94Nyz1y5bOq9BWXrklL963Nu2c5PUFEiIrUTmgJtxiJDg9gdK+PzVnXhqUwgR6hQzG8w54Kap1SSNN5mCjsD6bUUT2kplxlyYA9TMA5DzfWiDuJKceBJazXSdQbY0J8g6TNy0NtvLmVpbKBxTopLiwoA8TZKQ1hdZg5xzBl4nWDHcxOUfG8X5Z1RBY91NmE8NciiQK0eQHz1oO7f09dTn1TdzXmPp8rPXrl+/odrWdcLhAxwAurq6cP03Xnd9b0/bTX097QiDWHVUSF3uxDYLWvZt4mfmkMQ4c5gqaazBzQPg9geL+PSVSqGM7HxKitYOHRhqwjzpnVpOrLeMJ719iW3TE9sNn2dt0QsdWuKB/qBmQu+3bzXRgLbBnwdux5wIy5QIC9zc3sYFt05Wlsut0FptNjQSnmVAnihJ/tVLx3D+6TUwY13hWWluKIz082vrigY59x5SrubHnKDW4Ci3d6NU6rhpaOi06zs6uw4qMoKDrdDd04/K3udBafDrDWLjRROVnf1RkJYu9mubuO56LckTYwqkVtICJQmCiKNJgbseLOGyb3mcG4pjZxRK6oIbkpoElinQr06ViTcBzJsHgPOdx9Nt0NoTuQA+FPEtWk2nsSdA6rrWNEgCV6T1uYWOEkKqaEIpmCzN7yTG9AIZdWhLdyLpCCgHEVTWXgEAqtqK6D+hvJaUAglXEKonWDm/gS9/dBQAcNcDJcQJgMg6KZ3jaablAxWDgHJlGGAyK4kpGpNoi1BTIKEEXT39e84485Rf/3btfRiY2Zp763FQCQ4AXX3HYbyy7saZs1c83NVVRhQ2EASel9KUYXMDptJMnCy4WcSxfR/DD+4t47NXdeGJ9UVXoaR51hIdZwJTEdaONXGzc/zIxxyzIKYAM3GBb/NuvT68/bRC+kElueN6T93Vzm8l1m2JDZHl3+5HKZ+Gc1Mz3+35oxRN2zZuxarIdewECV+SB0hqBKsW1nH5xyp415smMNgXS14u/KQJyxmkzkdTFZ0wkVjSu5kA1QZQau/B6aee+PDjazbcuGrF4mnJj4NKcD06uhdCiMY1ohqtGt3fHIyTyMna0aGwqdUkBTWhHCQH3C/uDHDZdZ341UNFbN0fZk2BuZxbxjq43srUQmL3sszUFsyRzI5DxwCbWGDWQHZB7cDWQW/eet60Zy2Bkrh5yLecexaobX4tcmiKTmWDlMqASjn0nUHaTg5lI4fJ5TSlqYhsVKUlOzhL404cSQ5jQlw5v4Gv/fcKfvFQHf/zuk4ZuxJ556a3FxKGHBQNIaW37KSsGmSpk59oCJC2zpGli4evKRZCTHdMS4IDQHv3EojKzXcGAXsfCQYrSSKvvLGcOCloVrKCU87YAveuAJ/6Vid+cHcZW/eFrocSBwd3YGzdwu3IAEu5NEAWGYltbPet6IsHUuLh2VU8CaakLHnDJtzeLOEvNgqXPGIeqxEKM1lJroGfjRV32oMLIr2IliSXaW/KVj4NSc61CbFBMbc3wXvPq+JrH61g/kBDmkzseHI7rlwpnoni49p0aMyE4Fi9bA4+/dcX7kxIcPeq5QumDfBpS3AAGEvOFqzY9lChc/vu8fG7u0JwU4ItTS3jDqh9yR0UODbsCvC5b6uoQMJkt6c8MLcCN6RA0A4dX3ITiNbSO09ZJHAphm9JSWcjL1VNfkhWah8a5LN8XEtk4s02pkE7owfqda8rT1kUJuME0ttIJ4+wHiIOCqJqIcs0ONmuEJRKAQ4oSU5bSnJQAdQTBAHHRedMIk4IPndNJzbuDIGCdY5mW3mjhCBogqDBpQAL1fUIGcGbTl+68aQls943e1ZfciiYnbYEBwAW9uK3d7y+Inj9vW0dcxpCNKFLq5lOCyx2JHZA0y4LQUlm4nz2W53417vLiOHFc2fyKfMld0R0yTUvDBZeNnyO9G5Vb9C3gdvYzOXm08Dv4ZgKbT7u4N13+BgRTyxHEclQlWyMii3FU+eQnbTMleNHcKqyb2gOJ/e/mRWgFSARAZKYgXGB/3xuFZf/TQXzZzWAWuIlMusKWvIjBJdx5FxWzao3YixZNNQYm6i9c2hw1pP33veIOJTreUgSfNbwadg38h8Iwq6R6mjbY+O7d55GyV6rVV8MyqTFJI0pScCCGE0O/PqJAv7xtjb828/blLrsSWrH5t0a3AFk7ojMivfTy/IzdVz+bQxvWRe8xaFTqZ7yD8c8aCM5h8pMF+UOJdH1E6DBqxBtc3FHertWE/MRxDRuIBAuX7ekuC4LYqS84uLSvEJAVVF9gTxJDkeCy0pWMmRKCGUlEQmYSPCeP6qiEQM33NaO3zxbQCMWsj0K1eah9N8nNECdU9Amx4IZXXjdqSseO2XVopET77of577xtYcC2UOT4ADQO3gWKK1t7+xf+ZmeWacjDJoIgwbCoIEgaCKgTTCmPjQGC2I0OMGNP23Df/lML/75rjYJZAfgVjy3KU4ftAa3dt5YTaIcp44BaJZ7u8B1aYiR5LY0t7/hr+hiON+72RrkLs/25ltodezjtkIJn2PDs39by5BKcVhSHABsXm57OTPWmBxJLgSV7cN1Pqfh5GqeKkcBDvzZeVXc8tV9uORPxhHROA235U1ANAHeABL5acYJqjFw4Xmn4nWnLf/MRC3Z/rY3n3qocD00Ca5HoTwMGs18Ho3nfhg02y8myWZQFhgvpcx+56CFBDGn+Ifb2vCVGzqw64Aq7UCnUCKt4CkTQKXArZVKmbI0dcF6uyOFay0RB+fkFigdXm654m3uPQWGPbi7IG65TUZia+BKS4gTk09c6e/013T4tm1FUduJVNJDyFqUFNxwfG6ks4owlAxdzbckORGgHIab61YrlEgJLrPsKRiNMdQX44sfHEXIBL7zw3bEDSZt5Zyrey/pi2hUsWDBbAwO9vzwNSsXPL9l+/7DgerhATwsDiDee+32kHV/POroY0h2vR2kIs1NsQIRBTbvDHHL3SVcfUsHdlVCpUz61V4pAN2rkrQEt5bcNrhdPu2mmrUKrMrSD1fyZpVLvy+ML7YzeHYfjKmhnFklo1S2UDTth8ABMNJ5qZlRwHZ960g9QZTzRiiLne0dVW8oE1TIKSgFhCI9mq4YeiH7+kEQLimPujmEEmn31p7YeoKBLllcqK0o8C93l7Fljw53ToCYAAlBX08HFs7p/NH4ZPXjn/q7f9v+jU++95UDOAAEfR/B1i2/2RZFyx+9876b377m2UdwygkCbzm9ho424NdrI3zh2k78vzUFTDSZVZTHK+tgpHcaFaidONpLGSIFdKBrjlsgphCOgkmnkN5oBfIc0DpmQmsFP1XNzvBxoDwdLdMBqgV0uJLWtn3LdiFpBr2uwpTSlxyOrnYqQZ1S3hTQlgLLBThVXk71bziIJckFqOLkglJpJ4e6tkS285Nx5/LeCCXJwaRkRyPGQGeCy/5yFK8/tY4vXNuJh56K0F4WOP91NaxcUMWcufNw6hlvfTSO69tOOuGCw4Xp4QMcAMabi7B0Tt/fbzywceHP7m9ecsOPNpEzV9fw7j+q4cbbyvjlY0WIkMq2fS0ThC1KAsWr4aWbwQW33eYvN7YEOSC2OXcex/anjdLpcmybkLjOIf/qTN+GkpHxAhbwdfdha7G93Eh4U9BDBdTa0h2maZSpKKVBTjyXP+S+9AMjWYrUIjXIqa5ZCVnrEESAcN1ZTUAkqmclAYTg8iWtBATVrfiaMdrCBOefUkMxAG78cQnveWMNZ66sodQ5X4jSiu+Vu5f/PbATL2Wwl7LxNVd9HaV55zcJ6/jZWa+d/6bnn3t+7qkr9+Hp9SHufrCIJqWyVqDTPsT/uMkKAZFMxpQ4hgI6TYFul36gGc+llbVDkVFAdQ9Q/UyZVuUqKtE8LFR69YizH6Ls/iRlUjQt7EOt6TSWnDi/9blS6yHKWnzcddKHz+8GbP3fDAWz9uE9uK1omv9GM7TMzBHWEkVBBEkXKeUUJA0QS9+1SHmWPpCQIdYDAxzVSYrNIwQnLC7GXX0Xfb/QPfQhYF2NkNUvCeAvSYIDwKc/cBq276nVG83GL3uLj65+52nPFJ/ZRrFmXQGPPhcBAUuBTawIQVDnZmvPpC7OQ9VvQqzYbnjudyqyNwyu691XIoHsbz3PvtH+fN8MSJx5rrT2abozWlFyPT+Hpjjueg0cIdSBXHriUB1PumeiECGlNyFwlFL9FuCQZkJOOSgEtG/dJOtwioQIUNW6UEfFiETqKoIIUKqoFJX8XBjQS6U1YBxPP8dw5ffasW6kDTMHl25ZemDvh09Z0VkPut79UuH50gEOALP7ixBi12XDb3tzQiZG/0chvDdqL3EY5ZEGAIlg98jRwGZQkhuWVQSWVQSuMmkkEvXmw1I0iSNn8s2EwpOYQK50s6Vaxiyooe09LHqdaaiXUw7hgd4xH+bQEz0NWLQDBCY9TQOYWPZwbWqExdU1ySEitc6o+fbTJ7tIcPVtF1qV30JVpSJUKblUg1tetwQCQILxSYpGPcCF557VGFx4/i09swcaQVfnkYDmkQE4APDmREzDVV9GtD7eX1l7WaWaUElPQoBGkK37ZIcFRqwIQFjtswHvtepZSqCn02qk1KA3a/5LFcRUuQRyXteAjdrc7/QhSPm3sx7c5VlrSj6AM9KTpMuowVIqqW2gC2tdf9s0LzPl12hxHAH9P1K2b5sjATc2yhUcqninpl9QIdP6zUK4DPTSRYg4hWDpQ8WTBOUwxsIlvfz1p55wxZtPX/zV517cHh8pXB6yo6fVYNEC7Bh5opbQVbftif8q2VedIb1UtADQCIQxBJSgSGXjsxIVKFBhOp2FVElyVT9cV37VycN2EFUeQPM+mqqYEyU5wEzppKecZrPpzZiKgmRXywW5m1RszbeWOdPG4ZOCQztx7H3arvl0ATH7g9D9liwnDmxnjvX/PBe/7tckuE5+SNPZbNd9kjAkid0mhSFOGOIkQMwZ4jhAHEeIkxCNGnD8cBcueWv5Cx/72ravv/XDl9eOXzh0pGD5kt6gmbFtr8DsXgRbdox94Na77v/WFd+5M9o5zhFFgYrbdimI0wfHAoKRzGroIo1+aGuqXLmKJrGmdbkI97f9TaC7qjG9LQUYJY7ziColVCuSzCicWukkznpaaaVG+SSOMpv9H+430aWdlTJrgsmoOh/bi2syz+3EE33edlMCwE5MMY0KrHWIFiJW2Y+0JU36LYWCMA+w3b5G3kOhFGid7QW4Jf0SMNZEqRSIcnvPl4JZ/VdgfLxGOq47kpA8chQFAIb6CIQQ8dxZHddfcvHrA7DiN6763j3l0coYQkYtmuEqh06BHWiQu/3cMhLb+m2bBwFXGsNc8HQ/9gxHafT/h5nOkea2MuopsPZZTMfHo79tu7djzvNojKNQknQHLq9WiRHK5Gc6FmiFVVk/tJKpbeKAgGVaty6UMFxc30OjLAr7VIkBPyHSPEnMQnXfVf2VIGxvMj7wjc5Z+77YGKknhdlHFtzAEQa4vMEEQgixbWTft//iHacHe3fu+tItt93fyQWXy/TddKSxgEddc/abLneB7tsXst8kbx9wgeook5pPe9uZde0H0frhPJB6wrn57jzz0+Hb2W19ZdNfUfjzzfbEVTa1pTzz8BCF95QbSQ4ulUdjAlQS3K6oYA7pZGyI1KQJZSdXV0VoAJAAtLjo7p/+6rTPXSB+hYHjv3xoQJvmOOIAB9Kbfu13f3r1zJ4SPXHp4BeeWbe1kxBqsqZtgFMf1TYHtW94jgQ38y3F0v721yU2uglx9q2Xkyl+25I/Y1rMap7qRFpL8gxePVC7ILSaOcGS1ISAQ5gMHmlCtN4Onrs/3a6FI0ltTIj9FrDuBEl3ZgSWtZ25JpZVBeocZPNXgXLH8GjYtvLe886ZxMDilwfcwBFUMvPGR97/xxCcXHX6ycd9/jXL505ENDaOFh1TohXLkArVgcHikD6nRhYnjjT2ps0MPWlPC0uC2w8CXFC7jV2t0CqfkpCcQ4rsspYjo1j6sLPWE+42elpY2zvKor1/PzfOVmJ9pRXWMn0MARlz4hQPSivTJpwi5hRxQpEkar6ggFJIqzWKoLRkoty1/PME4qqhxW87LGxNd7wsEtwe5RIVQ7Nm/u9iKJoguPrehzeFbYUQxUC1E7GcNaaeB1FBQApQvsUhpShaXGSPOxWmjETO4xQeHXFWbSGxcx8ui7/nDVsS69X8174DWJuHWxLY5t4p7/BNhCrLxybXFuUxPiP/D6ptiebfOlPIrOMnO8OreCbAhABhHJQlCIMqaOHEZrFz2SfD8sA/NmqjLWxJR268rBIcAP7yTy9EZbQSv+XU4RuGF83/yOLj5jcnGwkYEQiZQMRkIn2oPgGzJXeqpacXrcWBDiIl/X34HJu0+m7Fvx3WkQ2yItMS23LYgU76tz1hpCesOG/oWBHNO+xyZzbBJ7nHm/L/iOwF1UC292uDmwsipXdC0YhlTflmzBDHFAknoKSBnv55zYHBoY+MxytvmJw4EA8vuXDa1+hwx0uKRZnu+PGtt6D7xLfzuSuXPdFN+M4i4+dW9u8PCiFQUCHiTPMPdeFMcdMWjpOpAGl/jNmNuJRHx5DY8SeOZzMvFoWm8SZu/IpezzUHZuNSgEw8if3xzkvrCLnnaFl2nPOFuz/dB16fi7svkvUr6GviWbpg3Q4p/NMnXUDSlJhTxLGyecc6IULy+LauhfX2nqUf6x2ef0Nv9FzcP/yuVwJ6L78E1+NLH74QjU2bk4d/cM13zli98JPLl84ZL4VAMRQoF4BipIpZ+dVIW7AQ+xVue9zskStDPa5s0w990x2TYEaB1MuIu4+pXJathsif5dRB8eZlci2ta+BcB0viGzLX4ni5F6oFuPOuLFE3SnCgGVNM1hmqtQATkwyNuIBi27zxqO2ET9503S++s3fbaFLo+9NDv1aHOQ7jrry08c3rbkV7W4A4ER+P65NfePKJJ7sqlQoSQTFWFRirCdSauoOtpfC04uF29GDeRztBLOnEjDTOOliYcejASONWDhwttW2JnUp4N6IwjQxMHUtOqK/1/9xp4axPLYeP1l+Y49RBqqir9U2HadMQDKq0B5y2jqYZLsk6ebINc2yPquw6XG8EGKsWUBkP0WgIlMuFicHBgftnz1lwpxD0SkpqmL/slZHcerzsSqY/PvGhdwAA4mZ8VTOOk+tvGF+9Zcv6/1qrVQsbRhJMVOTF0opPK8FoKzrEV35aDD9S0J6nX/u2lpg335fuzn48pVP/yD0FrfP5s53YEJhAKu1MsRVFxwlkFFDtZicZUGbMri2urLFdW+DWOmn22qlSfYyAUoG9lRAbtwuUyx2Nrt6+qyYmo79dsOxtRyy25FDHK0ZR/BGEAW6++cZrOIKPrF4+46vnnMJ5e/cBbBplqNQp6okswkiQ8koBZJuEwjKLWa9tYArAKwW2xRvXNRPa/FjbzQ2NIc5DmNIdq099C0RlbNTWOej5znLkfROPphDXXGiORRzq4l0KKDN1lqNDS3NYrnu5lf5/sqxxgnKxjpk9Y9hR2YknN4GP1nuuELTrS5t24KiBO+fWvvKjWnkcpc62FWueXPfIx7/+s/CXa+q0GEToKTB0hBwRk0Dkwu3rohUoHTvhl4/Qv5lFUSi1limKYs+nlJjtCCWpYtmCpvjxJbZCaWgLUoXW4fjEpSgOTbEpiZm2Y1Fg0ZF0OqUh+prYlIWDMZvGcOvbjU2RieNQRZyE84a0i+MDQBgkKBYaKBUmEIWTWL9zJt8r/rxZaF/+n3gytvbNZy07qvh6xSmKP0qdJwKgL1R5dPKnPxi86y3PrP3bv/vec6TeKKBbVVEWAmgmAjxR9AXyxgsVaiu1eGGkrj2mY2i1pbWekSfRjPdTS2+9ulroKK0ZT1B2+MLdSG3NQoirRNsUJM2E92iKR1f0cWyJnp63cKbTpAX1htN8XIFcCCBRUYTNWDf8EghZjGYSY8PYOaJnYPUXVy9a9O+8OLRBHFXZLcdRBziRndFqQmx+GjjvK+0dQ+Hj69o+tWbNhrDEJ9BekJVGD0xQTMay2hGBUB5QIgN3aPbmZ+IzLPDqL2MlsAGrwepJ1xTY1jY277bXsV/x1ifPFOSATpvgcnwyIG7hHtjrOHEpaRlls6I5HpEhzNbxNNd2dAxTNZgr6Z8YkHMmw14nayESTpAUgI72Un3GwMI9vZ0X3PQ33z3pK+9vVOI3vuaokwMAxwDA9SBkGI8+PRJfecu+y775qXcHD/xm7Rtvv+PnJ40d2BUFYYAGEmwaB+pJgFJAUIaUOpSq5kXqZjoeP83LM5olMsofsebZtubMPIt7a5BTkiqk5gAZdLvDCe0wM1OzXZrw6zgoVTw2wNV5p1zcBb+T3CAEcrm39xfT+BH9nRZUDYMYhbCJOBHYsTfAlp0RhBAYnjsQF/tO+lcaPPXhtu6ZzX/6xOaYkHlHG06Z8zymxu0/uw9RFBXGxsa+vXXzhveReBvraN+AxzdW8U/39mO01o6eAlBmQno/dTdj6pZz06EATMW8aM7KdLy35rCeeVAv0xyb0dTx45gPCTFc3XXsWLZxS6LDfjjgUaBWfNwzGzJFHWz9wplWPJwxldvK1G8qwJgAY5JfB4xb3JybWHLJ0+U8SmXOZBjEKBfrqMdVfP+eCA+tmYElc4bw2pOGk2XHL76po6Pjw/V6o750+VlHGzqZccxIcHtc+JZzsHvXnnoYlf5bpbJ0/fb1d5481DN+8TknP45frw3wm/Vl6DRYPbQVQRBheKlZcBBHkJHUFuXQNIUakPqWkzSz3vB328SY85Yw/1X/P5FlEc75AKrnfMqzrbKBpmODrEGYRgU60YImcCvtFmFCjC0fQvoGEt6bRUryKIzx1KYmvvGDfiyZPQ/Lj5v5w1NOP++xOUOD105MVOtd3b1HGza545gEOADMkO0pKi8+c9vlvb0Dc7pmLSDN+nHvCIJHgaSJAo2k8wYpiDgAwgkE9cqX5aDMVhAznNmXur4FRK9jFEutVlqlI/S2/gHVyMR4eyA3VAUwvSslXbHoCDx64ptLTe3B7BPkOMoApM3DrIcEssRynFDEcYL+nk589M8vxNDA8K0Y333pz+5bs/VD719wtKEy5ThmAa7HgmUXQYjKViD4RGX/7G+96Q2zrggKz79217ZttNqQMkdLICFkSzooycZFvqHfpw6EuJI4NfX59EOtQ0mGkmi64j8c5phGHgrz28adQJrUa4q2WmW406pTUqLr36aTgwVqLoRRUIX/mrMM4oZv09RSYiwyqjYE5wLVWlGU2ufwhYtPePii3td8Zmhw0QbO462z+spHGx4HHcc8wAGAkC4A2HznA89ufu2qZe9sVmuDM15/3A9uu++5BVs2bUUQyO4E2gPqeALT97Tcl9ln1griBEIB2WnYoJ8a3PZ+8xKMXakqN9KOLS6g6gAiNRFqYBNLaiM9R0eqw6IpsCS7uQLCvH1M017VmQMgaMYU9ZiC0hg9vbNQIKdtTOjou6O2k0aWt01uizoivFrGMalkTjXuf+BRnHH6ydi6Y++JT63b9t0bb759oDYxNrR9dwUj4wRcMLQHAoUAiJhsHhoaZVSG4zJGjNIZMGIpnyR1AFmOHhNz4s8jxK12ZYEeSPUANzNepDqBIcXuQ+HGnqRKpk4WSZ03VgyNUqapVjCVYhkw65txBIFQiiNHyDiCIEEYJChEMQphA42mwN5KB1jYj46O0rb5x//xzrA0/P6oOOPJLS8+geGFq442BA5pvOoADgCjEzV0lAvkqd8+Iqpov2D9+i2Xbt2ydsU9v90y+KvH65hRIugsERlnHgCh6pKrAR4wokCgpqnlxVQgZoykmfTEzqj3LCk0BbmR6OrKGoudQyFs/mzdCOetYWX606xFJc+byXwLirYeMWkZCRhHwASCgKcADxL1HaMQ1tDVPoaNe/uxdc+qkVNWr1zb3Tfnyl27wjuWLFtIICYFocc+JfHHq4Ki+KOzrQik8u+OpPriHcCSv0i+e8+Zff3inRvXberYt28/KAgClrJwh0cDaWwJPMpBiUNRfDe8Yya0wO0XAwXckFZuUwguHJAbpVUVGOWQ1V11XLzm4VyfOZe6gH5gUi5O5L4tBZU6SqjWunU2fQLBExDWh0LXiWMzC+3/h/RedP/IBG6Yv3SuvnTTcQgfk+NVKcFbjX37R8Mduw687/u3/nJFrdb42EOPP0/27TuAzjJFuUClFFf0hLFUejOqJXoqqSmxJLpjF7dt4i5lMRRCAVyjgnP5STiQcAFuPoBZS++bwNmvk7Dh0RX5prFs4ZbkZg41kdlTUnoLBCxBFDRRKtRQKneho3eZoCy6un/o3LVhofemqNjRPNr38kiN3ymAA8BjazagVCz0rH9x25k7dlcuJuCX/Obhx8WLL24hSRKjWAgQBUQCnSlqwqTb33byaGCbAkDUBSDx6AujLoWwJbgGd5wAcSwQJwIJ5+BcUhZpcXELBaXx6iSzX5ubM5Y6uGwuLmmJ/haSbzMOShsIggA9fUNieMFKEjB8j0W9Pyx3zLk/iev727un12D11TJ+5wCuh7JSDOzctXf4xu//hJbL5esnxieWPPPsuuL4xLhJk2NMg92VyBrczOLedkKDzcEZheH0NtABFdbLZbfeRhNoxgLNJkeccCRcOBSFOcelCrxuKWUf5ObYJqJQAj5gskoBpUAYCEQhR1tbOwZmL6gVi23rGvXJv1p64p/wYrl3M4Cdh5WR9CoYv5tn5Y077n4QSZLM6O5qW9TZWb5548at4UMPP9q9c+furlq9oV7b2nJCAQXcINBg8/IqtTdT0xujvMpa/9rCQYiS3glBownUGkCtIVBvxGg0OZIk9bpKSqSOyTTA7TeI6zyylUt9TGmSlC6aQgEoRQBlEXp6Z1SWLF11oLd/qBk3Jv6MJxPrKWW7B+eddrRvzcs+fi8ADgD7DlRAZGmt0v+9/ReNN5x98l8/8tiaD2zatC0uFdlJ27dtLUxOTqJSGQMXQBhSRCFDFDIEAU3t2bZSqCIambbWBEAUSIuNjOnQob5ArU4xPgmMVxNMTMaoNzjiRBi3PaMEYUAQhhQhowgCC+A0vVGpux2GY0cBEIVAnAgEYRnFYgnDw3PqpULyRHvnYDB3wYobD4w8/p3h486OADEpBESpfGTKEx/r4/cG4PbYuWsXgiDAAw8+irPPOiVqxvH/2rhx08xNmzYO7ds/etbY+CR279oBIhIQNMBogjjRXciotGQgpTihAnghEihGQCHiiEKOQNUsaDYJxicp9o1R7D0QozLeRHWSo5kAEJJiRAFBFBEUI/lghQEBY9TY6bWnNk446vUYMedoK0Xo7S6ho72A9nLwLGFl2jtjeM/QnLlbhobm7QrD4JMvPPtIY/6Sk8GTGL29/Uf70r/i4/cS4HmjXq9DCLEsCIJLtm0f4ffc83PU65OFocHuD9ar+9om6xTbRvbgwP59aDSlia9UDCUQKVCIgHJBoK0s0F4SKBcTRGGCgAlwTlEZD7Ftd4AXtjQxsqeJ0arMQmdMSt9SRFCMgFKRolRgiCIqKQuVkX9CSHrT09ODjs5eVCdjDM7qnyB84h+6uzuSRYuX/nzRkpWM82QzgDWFQvFoX9JjYvwB4C3GyLaNoDSIms3auw7s31Gu1kRzdHTy7YTgbY0mRxzHeOGFZ1CdmIAAUIwIOtsEStEkOopj6O2soViQDXFrDY5GM8LaF7rx0NMCazc3UE2AZp0iIpIr97YDQzPL6O8poa0coBBRcC7Q3taGk1evBKUM9aYAo/THQVj8Ua2RhHPnzK6Wy6V/j+O4sWjhsR30dLTGHwA+zTE+NgYAC0CwhHPwZrOBO27/EXbv2o1EEBQjgu4OQk46aeU3eW398X1dY0kUCuw8EOP+p4CZPQw7dnVioEdgy4FJzOqt44E17di1v4goEJjdSdjJK4effWrNE59oK1JRKFA0mhx9ff24+OJ3IApDJAkoIVgH4MX2jo6jfUleFeMPAD+CY//eLeA8XjS657elno4xhAx4YYTj1v9gWDCbYHKijDeujrG/UcVxs6v40a+6sW57GxgD5nQSvOHMlZNhyNYvWjB8tE/ld2b8f1vDmyJvfdqzAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjMyOjE4LTA1OjAwKPpx/AAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozMjoxOC0wNTowMFmnyUAAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 26992000
{'hecke_orbit_code': 137472508394, 'n': 1, 'trace_an': 20}
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id: 26992001
{'hecke_orbit_code': 137472508394, 'n': 2, 'trace_an': 0}
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id: 26992002
{'hecke_orbit_code': 137472508394, 'n': 3, 'trace_an': 0}
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id: 26992003
{'hecke_orbit_code': 137472508394, 'n': 4, 'trace_an': -20}
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id: 26992004
{'hecke_orbit_code': 137472508394, 'n': 5, 'trace_an': -4}
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id: 26992005
{'hecke_orbit_code': 137472508394, 'n': 6, 'trace_an': 0}
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id: 26992006
{'hecke_orbit_code': 137472508394, 'n': 7, 'trace_an': 0}
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id: 26992007
{'hecke_orbit_code': 137472508394, 'n': 8, 'trace_an': 0}
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id: 26992008
{'hecke_orbit_code': 137472508394, 'n': 9, 'trace_an': -8}
-
id: 26992009
{'hecke_orbit_code': 137472508394, 'n': 10, 'trace_an': -4}
-
id: 26992010
{'hecke_orbit_code': 137472508394, 'n': 11, 'trace_an': -4}
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id: 26992011
{'hecke_orbit_code': 137472508394, 'n': 12, 'trace_an': 0}
-
id: 26992012
{'hecke_orbit_code': 137472508394, 'n': 13, 'trace_an': 0}
-
id: 26992013
{'hecke_orbit_code': 137472508394, 'n': 14, 'trace_an': 0}
-
id: 26992014
{'hecke_orbit_code': 137472508394, 'n': 15, 'trace_an': -8}
-
id: 26992015
{'hecke_orbit_code': 137472508394, 'n': 16, 'trace_an': 20}
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id: 26992016
{'hecke_orbit_code': 137472508394, 'n': 17, 'trace_an': 0}
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id: 26992017
{'hecke_orbit_code': 137472508394, 'n': 18, 'trace_an': 0}
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id: 26992018
{'hecke_orbit_code': 137472508394, 'n': 19, 'trace_an': 16}
-
id: 26992019
{'hecke_orbit_code': 137472508394, 'n': 20, 'trace_an': 4}
-
id: 26992020
{'hecke_orbit_code': 137472508394, 'n': 21, 'trace_an': 0}
-
id: 26992021
{'hecke_orbit_code': 137472508394, 'n': 22, 'trace_an': 0}
-
id: 26992022
{'hecke_orbit_code': 137472508394, 'n': 23, 'trace_an': 0}
-
id: 26992023
{'hecke_orbit_code': 137472508394, 'n': 24, 'trace_an': 0}
-
id: 26992024
{'hecke_orbit_code': 137472508394, 'n': 25, 'trace_an': 0}
-
id: 26992025
{'hecke_orbit_code': 137472508394, 'n': 26, 'trace_an': 8}
-
id: 26992026
{'hecke_orbit_code': 137472508394, 'n': 27, 'trace_an': 0}
-
id: 26992027
{'hecke_orbit_code': 137472508394, 'n': 28, 'trace_an': 0}
-
id: 26992028
{'hecke_orbit_code': 137472508394, 'n': 29, 'trace_an': 4}
-
id: 26992029
{'hecke_orbit_code': 137472508394, 'n': 30, 'trace_an': -12}
-
id: 26992030
{'hecke_orbit_code': 137472508394, 'n': 31, 'trace_an': -16}
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id: 26992031
{'hecke_orbit_code': 137472508394, 'n': 32, 'trace_an': 0}
-
id: 26992032
{'hecke_orbit_code': 137472508394, 'n': 33, 'trace_an': 0}
-
id: 26992033
{'hecke_orbit_code': 137472508394, 'n': 34, 'trace_an': -8}
-
id: 26992034
{'hecke_orbit_code': 137472508394, 'n': 35, 'trace_an': 0}
-
id: 26992035
{'hecke_orbit_code': 137472508394, 'n': 36, 'trace_an': 8}
-
id: 26992036
{'hecke_orbit_code': 137472508394, 'n': 37, 'trace_an': 0}
-
id: 26992037
{'hecke_orbit_code': 137472508394, 'n': 38, 'trace_an': 0}
-
id: 26992038
{'hecke_orbit_code': 137472508394, 'n': 39, 'trace_an': -24}
-
id: 26992039
{'hecke_orbit_code': 137472508394, 'n': 40, 'trace_an': 4}
-
id: 26992040
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