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mf_newspaces • Show schema
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{'Nk2': 1600, 'analytic_conductor': 5.900191000574061, 'char_conductor': 100, 'char_degree': 8, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 20, 'char_parity': 1, 'char_values': [100, 20, [51, 77], [10, 7]], 'conrey_index': 3, 'cusp_dim': 344, 'dim': 344, 'eis_dim': 32, 'eis_new_dim': 32, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 755981353060, 'hecke_orbit_dims': [8, 336], 'label': '100.4.l', 'level': 100, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 5], 'level_radical': 10, 'mf_dim': 376, 'mf_new_dim': 376, 'num_forms': 2, 'prim_orbit_index': 12, 'relative_dim': 43, 'sturm_bound': 60, 'trace_bound': 1, 'trace_display': [-8, 0, -16, 0], 'traces': [344, -8, 0, -10, -16, -6, 0, 34, -20, 64, 0, 70, -62, -10, 0, -6, 114, -316, 0, -326, -12, -370, 0, 0, -126, -16, 0, 870, -20, 1230, 0, 622, -100, -10, 0, -262, -346, 880, 0, 204, -12, -470, 0, -1340, -606, -6, 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88460, -394740, -648230, 0, -1038250, 70422, -846766, 0, -1123810, -152898, 64902, 0, -1076602, 0, -1078762, 0, -1363880, -227992, -1125920, 0, 64554, 226704, -1098370, 0, -666240, 50756, -611130, 0, -573620, -1472, 17834, 0, -261070, 9900, -107260, 0, -1246, -249502, 0, 0, -45640, -81166, 262960, 0, 140380, -12, 532892, 0, 573360, -319140, -57366, 0, 940990, -631220, 924908, 0, 1225020, -274260, 1422150, 0, -167306, -838000, 1192008, 0, 1664234, 89668, 1225300, 0, 1275790, -659852, -177590, 0, 975730, -273480, 917190, 0, 791840, -356740, 541810, 0, -50422, -50580, 408060, 0, 303070, -12, 208514, 0, 0, 57538, -39416, 0, -155872, -24380, -372480, 0, -305066, 157500, -439110, 0, -51226, 268544, -760430, 0, -982840, -105622, -1475420, 0, -1189450, 197780, -97710, 0, -1665930, 0, -1414900, 0, -1427110, 375698, -1776400, 0, -6720, -129500, -1103230, 0, -999180, -90646, -531692, 0, -443060, -283312, -2594, 0, -261936, 153720, -109582, 0, -186870, -167460, 0, 0, 159408, 36094, 198780, 0, 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mf_subspaces • Show schema
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{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 3, 'conrey_indexes': [3, 23, 27, 47, 63, 67, 83, 87], 'label': '100.4.l', 'level': 100, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 3, 'sub_conrey_indexes': [3, 23, 27, 47, 63, 67, 83, 87], 'sub_dim': 344, 'sub_label': '100.4.l', 'sub_level': 100, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 12, 'label': '100.4.l', 'level': 100, 'portrait': 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TM+x84Yjp/XpAyZaqWcbisGgxFpnCCEJKjV2b7eZ+fciFoIxgjOrxh2bTTUw5TzbZ/j84pAge/DaCC5aGtCbxQTeBJfaY7PB5xp+9QDw0WbBywseWgD9VCybX3Mjk0dGvURQkAUS9r9BueWQ2abkjQJOX7O5+gZwbGzCWfbEX59xFW7evzkqzWj4QxHTrc4cU5xdj7lzGLMyQXDwQXD1Zcs8KtvX2LT9BRHz8xwbrHO+SWfhRXJUjthqROz3EmZX9Es9KVZt3W7fs1L9tzzL3/44n8XNi88BMkxISaeaWh8x9v3PMDf88HPoON4W3N27r1Hj59505b6x/jBl8zT621gYaXFwkqdpZWQxbbHYgeWcpCvpJxrw5F5wYa5Zf7jjy5x/cV1Tpyd5fjZJmcXPc4sGM4tJpycTzm5nLJ+XY9X3dDnws2KZhjiyxoLKyHzS4r5FRiMIE4MnjI0ainTEwmJgePnoO5H1EIPT6a06tAZhDTrIwTQCDVL7ZDlrqRZFyx1BIvdlEZoMECzplgZCqbrIzypqNcjAk9y7IxPoj1mW4JmKFAKkkTQHwrmV+zFtNCJ8f0htUbCrq0jXnN9zMapJmfmpzhxLuDMApxdTDi/lHB8Ho4sGa67fIH//I4lNk5PcezMjF0llnwWVgRLbc1yJ2a5k7DcNcx3BSc7kn6nw798x4B/91MvJWHHX7dX2r/geerEpt1vfqYh8rS371kNfvbcPK1WY+rIsdP//Pc+/IXrHrzloTfdt2+eTRs9Lt4luOHCNnGiSFKJ1pJUgzYeRiuMAQwIkSKF4cjCNL/2p5Jfecc81+yMmWrOMNGYoFkLmWz4TLckG5clx+en+MQtDVQw4tILhmzflNLtDdg+l/DqF6SMYg+B5usPhiz1QhrpiFMLina3xoatIYt9ODcPF2+XHDpr2LPFZ6oRcWpZsXEqIdWShW6dha5m40zMUlsx0VDs2tznyOmQSy5IODVvWOnUuWhryvaNEccXUiZaI9rdmFsfqgGSKNY8/8oB1283LPZ8LtwccfF2SSDqDIbrePCJkPNLkvmllIWVhNOLmiPzgm4y5NmXrvDLb+uxfmKGo6emOL9cY37FZ7EtWO5oVrox7V5Ku29Y7gvmB4rlXsxNly/zgzcu0T37GRb7e96Uyp1m867X3z8aDt6fxP2V5sS6Zxoya96+Jxn8S1/5BvVaGC4srfzOfQ/u/7EH9x1TR051WElCzvY01+44x7t/5jxX7mpydnGapXaDpXaNpY7PUttjuQPLnZTlbsJSO2GhA8eXBM3JAc+6eIU3v2DERZvr9PqTnJpvML/ss9iWLHcMCyua8yua3jClG2mGo4T1UyMuuUBjjCDwDAdOhSRpnZ0bJBdtS5meGnJ+OeKxI02u3g1TE8vc/sg066cippqCxa7PRVsjoijhvkOTRHHKnk2a5b5gpjVk3aTH7XtjphoNrtyd8tixmPNLPrOtkIu2Gi7YFKGJOHhK4fsGjOHSHTHrJgT9QUh/GNAbeJxb8lhYEfa7d1IW2iknFgXtOGH39g5vunGZ6y5STNUnOXV+goWVkIUVj8WOYLltwb3STVnpGhZ7cLYnOddOefZFZ/mvP7PARVtbLK1Mstz2GCbrkbVd6cz6Sz8c1qd+NolHo8uvuvGZhs6q2/cUwBfmz+N5nv+FL37Rn5ya/Z1v3nb3j+w/eNIbxZLeSLAyEJzrKc51E561+yz/7acXuXpXg3NLFuTLnZClTsByx2O5K2hnIF/pJix3DKdWBOd6msmJPtdf3OGtL064eEuN/rDJ/HKdpU5Apyfp9AW9QSlJokSgNfieoV6DTbOaLXNDUCMeP5Gw71BATdV58bUxftDmgcdbbJpTPPBkytY5RX+UMlFPmV/WXLVHML+sadZ8BkPB1o0J9z9eY8sc3H9wRCDq3HQ1BLU+e4+kPHG0jiRg86xi8wzUa+B7glQL4gTiBAZD6A013b6m09cs9eB829CJUy7a0eWHXrLC9Xs00/UGS+0Jziw0WGwHLLWVJYNuSruX0O6mrPQMSwW4NddffI7/+tPnueyCOgvLUyx3G7R7Ie2uR7sn8Gtbk50XXfcnJ07O/+wrXvGqOEmTeG5u/TMNpeL2PQPw9soyE5NT3vFjh3/1lltu+bEnnjw8t7TSCwcjTX9o6A40nSGs9CXnB5Kz3Zjrdpzn3T+7yDW7Q84XIK+x0g1Y6XqsdAUrXWOX3G7CSi9luQfn2rA0Mgg15PtvbHPZtoTr9ximmjXavRpJ4pOkijiRpFoABm0MoZ8w0erz0CHJcBRzy/0tRFxj95aAG6/uEellvnr3DFftDpjvdjh5psmzLol54phHbAxHThv+6euHHD6liXWLJ05onr1HcOx8n8XlKa66KOZr9w+IR02ef4XP7m0RRnT4ygOC0VDwyMGQVt2n4QkrwwCtIUoNcWoYaWj3NVOTQ669ZMAV24e8/vkpigbdXpPzyw2WOvbYLHck7a5hpZfQ6SX2GPUMi33JuZ5kvpPwnIvP8X//s3ku2VZjYWWadrdOu1ej0/Pp9D26A0m3L4nTYLRh0475F734pR/evXv3f1xZWUmmp6efaUgB3yMA/8rnfo9Txx6qPeeFb/+3hw8f+ZWHHnpEdPspw0gzGKb0h5r+UNMdGroDWBkI5geSs72E6y86z3/76Xmu2hWw0p5icaXJSrdGuxew0vNodxXtnqDT13R6Cd1+SnegafcNS33B8sDQixIu2TVksp6gk4TX3zjg6t0po1jhScMoNnz62w2ePNVk07Tm2OkAjzp7tiiuushQa/S45/E+5+ZbXHtRnZmZFW59MOBZOwMWel0G/SbT6wwP7pe84+Yh9+83rJ8J6Y26LK9MccVFfb7xIGyYmODaS3qcXVnhrkenafhNrr4QLto+RHk9Dp3VbJiJOHY65jO3hwxihZQQxYZrLhrx2heMiGOPqTpcsUPQGzTo9OqsdENWej7tnqLTk7R70OmndHspnX5Kp69pD2CpJzjTkyz3Rzz3ovP8l59e5sqdNRZXJljpNej0Qjr9gG7fozdQ9AaC3lDQG2hGkeHyK64yO3bu+tWdOy742O5dFxwChs90EdczDvDbvvrbNOpBY3Gx968Xlzq/urDYZTCS9EeCwdAwGKVjINf0htAZ2gDoTEdz3YWLvPUlC7zxxpSJWpP55QmWO3W7lPZ8On1Fpy/p9qE3MPSHKf2Bto8jQ38E7YGgHxmiVBMEBi8Lv30FoTQYLQl9j3UTiq3rJTs2Gy7YNCAVHT53l+KJQxO8/NqA51+7zAc+mzIVzPDK5/W57ZGYydokmzf1+Ob9db7/xpRbHkrZuS6kOdHl9odCXvUcn1brHB/49AwvvLzOy67v8MjxIV++08ckDS7YELBzk2DrBs26qYgwiNEmxfdSlLJlI4EHtUAQxx79YUCn79EfevSGit5A0htAb2joDTS9fkpvYC/0Tk4YPcG5tmFiosObb5rnrS8ecfmOOgvLLdq9Ot1+SHfgV8DdHwr6I8NgpOkPEgajlCBs6dd/3yvjSy6+8Ppet/fotVdf+v9dgD9427sJAr/W7Q3+7eLi8i8vrwykrRnJAD4O8pFmUAAduiPB0lByvgNROuAdrz7HDzyvz3UXeaRpi6V2k+VujW7fpzvITsxQ0h8KBkMYjgzD2LJPnGiSxJBqSDVgQCqB7wlqPrQaksmWYNOsZuuGAVOTbb7xiOGWewICOcl1FwVcc0mH+w/3eHT/FC+71idsLPH5b9d4zQ0h01MLfO62aV58neCTd0VsrDd41fM7fO5OQ0NN8eJnD7n/UJdHn5zkut01rr1kSBAu8uX7FLc91GCmEbJt1mPjrGCyKWk1oBaA7xuUtMczTQWJhjgRxLFgFBuGIxhEhuFQMxhlRDGyJNEdwvmeZL4LsRhy4yVLfN/zO7zjFSmjaIKFlSadfo1uP6DX98uLJT+GI8NgqBlGKYPs3HT7MUHY1DPr1v/axOTkb45Go+H7/9s7nzGMPaM24UQr9pK4/8smWvjXyoxkqx4iRVbIJiRC2CYcIRRCCKRMUQKUBKkMnmfwlabuCeb7DT76lW185Z42r7lume+/cYWrdvWYnWqw2G7QHYT0Bz79kcdgpBiOFKNIMIolcQJJqkhT0MZe9VKC70HoG5p1zfREzNb1fRLT48lTMZ+8M+CxQxPM1Otcd7HHTc/q8O19bb56xyQ3XByyfnbAF+416LTOzETEYmdkLxpg41SP5YUQJWo87+olvnx7jRNn67zuhj5JusjXH1xHnNZ49qUb+L7nttm5uc3tj3o8fKKOORKydVYy0xQ0aoIwEHhKZCA3aGN1eZLaizaKDaPsIh5G0I/s6rc8Eix3QXpDrrlkhTff1Obma2PWTdRZXJlmpVunPwzoDqxD0xsoBkNJb2iJpz8yDEeawSixRDGyrXSJViwtdOVSj397zdVz29/9n37ygff+l3/xPs9/ZpLmf+cAN73fZnF+E34QvbO/8vhrVvqnb/RkEjTrIVImGAwIDyFAIpGAFAIpJFJg0+xKoFSKryBQEHqaumeYGCoWOjN8+Cstvv5wlxsub/Njr1zh0m1t1k3ViJMag1FIdxAwGHqMYkWSSOJUorVAG2HBLQxhmNIME8IgRqoh59sjPnOP5NjZgMMnpjFxjT1bfS7doXjWJR2Ef54HD0ywfbbGFbsMs9MrLLZrbJlVIDWfvyskRFIPDa997oCPfj7lzHzI3HrFQnfE3kMhW+amue7CeW57uM0d+yYZjgIu2THLtTv6XLmjw4HTKxw7Z7hjb4PDxxuEQhJ6kmYINYfJjYFUG5IUohSiRNAbCTpDQTuCWCcINeSq3R1+/BUdbrhMs229T38ww/mlhmXsYUB/YCXOYGRr0+2KimXuUcooShmONMNIM4wMg2y1iLXHwkI/7D1w+Cd/+bc/s9KYaKh3fegr7z15cp73//IP/8MF+H/7wF9C44fwa+/5OTnc+2siPt8KPI9GvYaQEoSlTyFACoUUBiltICWVQCmFpySel+Ipge9pAk8T+lALDPUgZaom6Yx8llZm+KtvTfLtfQOmmgPefnOb3RtWSGKPi7YaLtmpGI6sW5JqiTFWrSmZEgYJB0/BkfOCQaL5s682WOlNMewHzNYVm2c8LtjksWuL4IoL26Rykd/7TItee5IbLvXYva3Lw0dSOu0a23ZDs57QiWqEgQRjCHyflSGcPCe5eEfIZbuH7H8y4tGDdW64YoZ//LoFPvT5Lvfsb9EbeCy2W+zaUuPyrQOef2mX1z63S3uwyJ9+tU4/DjhxzueRIwGBZ4kAQGOlVqI1SQSbNkRcdkkfncbs3jTih186YrLhsXE6IIrrnDxXoz8IGIx8+kMvA7ViMJLZHYaRcdg6ZRTpTOYZC/AIe48Fw9Tj1Mk2D/35N6eu3LXu11/+gp3p+3+59754+Y/wp3/8Hx7A//MHPse1L3mV+he/9tF/PCnvfPdbXrg3vGR7CKaFkCCEQWAycJvs7iElKClRSlhwK4HnKTxP4nspgZ8SRIZwpKn5hmasmajBTF3QiySdQYvj7Rbv+sgspDGShCsu7nPJ9ohRJDA6xRgri6QUSCkJwoBHDwUcPF6jHvg0Pcm6pmD3Zsn6GY/Nc5ILNmkuvmCZmEX+56dbHD82yfV7fC7cppFeh1vuD5lu+MxOwfTEkGa9hsL6151BwGJPs9g2rHSb3Hxdm4efjDh0ymN2ssazL5viH3/fEv/zU3D/wSa9oWGl53F2cYJNs3XmZkZsnhzwSz88oFHr8MQJzSOHFWFokEojM6LAGIyGKBJcsj3hmj0pwnjEcQBmmmEUcmbepz/yGYw8hiPFMLKMPYwEw5FkEAmGIxhGmlGkGY3s4zDSVuNHhlFkGMQwjAT9WNCNBcuRoJNq0n6fYft46yWXn3z3b/SujDujN/z+cP7P0trc3w2T/50A/Dc/+EUu3bnJ/+InP/Xj9+09+tt33HXef2jfFO/62Q57tnaRfV2AWkmd3X08afCUh6eMBbSySY7At/eRLxhFktDXjIKUemSs5kystTcVa6IERrFgmEhGaUic1Dh4pMW+A4bU2OpDACWs3PGVIPSgFcKl66FVh6mmZLqlmJ3ymJuGCzaN2Dy3wsgs8b5PTnLo8BTX7vLYuUWye9sy9x4aceLsNM/fI5me0ATegJr0UQbrq2tAD1nq1Dg973HDFXUu29Xhkf0h6yYljVqLq/ek/Owbl3nfpzT7TrVo9zTtjmJ+2WPdVIuZyTpTrYSJRsJ0I+LV18eEfoyvEpTSSGm/lzECrSVRolhaUiSJR5QoolgxirPHSNp7LG1zSCwYRYJhBKPIWGBnjD2KDVFsJckozlg9hmGcgTuSLMfQjVMYDLhq+xLv+tkFXnbFqbB3Pvht4/+VHvnX/NHKqY/HU1ve8vcf4O/7wy+yad2E98hjh37q4UcP/9bde0/5TMzwubsDpJL8+j9d4dItXTypkUIjZYrMQa58lGfwlMLzFL5n8CNJ4DkADxRRdnLi2BAlmijWxIkNsvJsX5KabMk2aG2DyTxZIrLA1ZPWbgt9CENJoyZp1hSTLcn0BKyfTrlgU5+J1jJ/dVvM7ftmWFmY4Irtih2bPS7cNkKoFT7+jQnWNxQzk5J1UyNue1Ry6pzi4k0Qp4Jd61NecNWI/QenWGwLltot3vKiDvftH3L4tKRZkwT+JJfvhv/0owvc9tiAz9y6joUuXLA+ZbnjMdVSTLZCWvWAZr1OLdTUghTf05YQpAFhLJEDWtvVI9WSJBEkqSROBFEiiGNJFAtGiWX7KIFRZAPUKNZEkWaU2EDVvmdlySiGYWwlySCWtGNBO4bBKIGox5Xbl/kv/3SRV12v6fWmGAwP+wSt93uNulLhtt+fP/apZO6CN/z9BrgiFkdPnvlnDz1y4Dce33/Mn254dBKPCMnn7pIMIsUbbuzwI6/oMtlKUP06ntR4nsZTGs9L8T0PP/IIPEngK0a+BXQUCHtiYkEUK6IE4ri0/JJUk6SmAHeaGkzG2sZYYAMoKVBS4HmCwBOEgaQeShp1wUTDMNVKmZuKWD/TBbnMX3xT8dEvz7KuVuPKCwTbN/ls36S5YOMKX3hAs7Rc5+ptkqkJyfRExNHzNvOnFKSppFVXbN6QcMcjmpWO5uxiyOW7G7zwmjZfvytkuglhGKDUJFfshp965Xl8eZ5P3jbN46dqbOzErJtMmGwqWnVJo66ohx5h4BH61sP3JEhpiu+IsRe1NoI0hUQL0sRecElqSSAniDjRxLHOyMIQZ6tiDu5RDMNsZRzEgl4s6CSCbgLRcMik3+Xtb1zgB27s86KrBd1ui1EUMooDht0jvhrU3l2b8H0hw/dl19/fT4D/4Z98Dq31L9zxyP5fffLAieZUTRIkBiUEbeEzEhN89X6Pu/bVWOgu8s639JmdSugNErxhgq8C/Ngn8HwCLyXwPYJYEwaSKFJEiSDK2Kdgo0SQJMqetNRY608bUm1K1naYWwiszaawK0MA9QAaNU2rYQf7zE0N2TC7zJ37I/7gC00OHp9k+6TP7o2CrRsCtm4QXLi1h/CX+dr900yHitlJyVTTMNUaMNHSBL61PbWGUeSx0o3p9FPaPcX8ik+33+Lma8/xxbv6HDzToh7GeCpAiEl2b5H8yEsXueHSs3zw85Pcu2+aLV3JhomYiYagWbMXZBhKQl/ie5l1qARSlBeyMZlkMaXfn6aaNEv1JwUx5EC3gLaroGGUgXqUWEkySASd2AJ7GKXo0ZCJWpt3vmWRf/XWPvUgpN2rM4xCothnFAWMYo9R71gz6Hu/Pjl3rTq47/PvufDy1/79A3i70yXw/X/+gT/65K8eO3ZyshFArG0wKQUoIegKj75s0ok8/vvHfO57YoW3vazLK67vMDMZ0RvUCOKAwA8IA59R5BHFtvslChRRIokTSRxnj2kG8DRjqVTYMtrMAjRGWGwbG8gKmUkTZQupAl9TCzSNWkKzljDZGrF+pktn0OP//rjHLQ/O0u002b1OsH29YMucBfeOTUNajSU++rWAU2eaXLZJMN1STE+kaDOiOxB40oJNG8vik40EqRKWez4rHTi3VGfP9jo/cvMKf/G1gOPnfXwvRkkfY1rEqeKKbUv8x3d0+PrDPT746XWcOdlg0yRM11OaYUo9LOMT35N4Kgucs3yC/erlhW4vfNCpJslWOAt0Sw5JClFiAR4lglGasXYCvURaYMeaNBoxWevy6ucv849e1uOmqzQSW+E5inNw+9m5s+2DvYWzk1F64OYbLj//nm9+6X286FU/9/cH4P/5Xb/Fr/yHX5Gbd1x+7SP7Dk56yiCEQCUZuCUoafClwJeCnqzRiTw+d1eN2x5o8vLr2vzQy/u86FkxU62AKAoZRgEj3x6kOPEzSaJIEpWBW5KkgiSRpGmuN0WmtwV6jLmtn65RCnyl8X2rYZu1mGY9otUYoFSXb+01fOL2CW69fx0bm4rLN8HGGcnGdQGb10u2zEXs3rrM/QeHfPq29cwGitkJyURTMjc95MmThtseCJHGfu80FQgUL7425rZHIuZXanR6KQvLHlvmWrzxBT0eOtTmkcfX0QgSlBKAj04bjEaKLRtC/tFNy2yaOssnb69zx8PTnOrUmAkFEzVDM9DUAgi8FE9lOYPs+7p5a5NLFm0985zRkwzYSQqxzlbGzEsfJIJ+IuglMIg1OomYDXu8+AUr/KOXt3npdQkNL2AUN+j0Q0ZRQJR4xLHHKC7JKc7k5OD86Vd+/d5N/yWWm37lq5/7n+nNr/tn39sAz6ZJ1ebnFy54z29/6G2PPb7/pzrtHvVAEqcW3ELmDA6egEBCTQq60qefKJaSgE98u8EtD/V4zqVd3vnmHlftjpie9EjTgMEwYBT7RLFPHCtb9ZfahE2qFWkiSLR1DrQRaF1W3pkC3AYpbU+krzSBn9Kox9TDEZ4aMUyG7D2m+Z3PTvHgwWm8NGTPrGHDlGHdlGL9TMDGWcnmuZidm7ucW+nwx19tYuIam9YLJlsek03DRCNikKZoowikQMiMwbVCeYpE29qaTj9lpetxZqHOpRMt3n7zCr95vs7h8w08L7bSxngkusYolnT7AS+4tMvzLm3zyJET/M5nJth/vMX8Up1QSuq+oBUaap7tPvKVPeZSjp8vioBba0gyl8fKO4hSQaQFw0QwSKEfG0ZRgmci1k32uPqiLv/qLStcd3FCq+ETjVp0+iFR5BMlfvaoiGPr3MSJIspX20QSRSO/P1z4d7WmSFSw4Tc++4nfG37fD/zM9y7An3jiAM1W45L9+w/ctbS04I+GfVGvKeLEZEulsb52/ijBS8GXhlAJ6krQ80KGvs9SVONL99kBmK96Xps3vmTAFTt6bF83YLLpEcU+SeoTJx6jyLPdPVqSpioDtkRrMIgyjMnAHfjaMpyX4nsxvoo4s5xw4LTm2496PHRkgrv3TZHEdTZNGNa3DDMTgtlJxeyUz/oZyaZ1CVvmBkxPLfHxL8Kde6e4eotgekIw0ZS0GppWY0Q3jQh8hZdYqWCMdTAYSfrDlE5WANXuGZY6HueXJrjxsh6veu4SH/psSHNRokRsAak94iRgFEv6Q591UzWu39PlA+/scffjHR464nPXIy1OLNXYv1AnVJK6svIo8Ayhb1BkRJ4dlpzJU2PlXKwtc0epTdrEqSE2CSaJaQVD9mwacNmOPj/wsh6vvCGmFfgMhy267YAoyRk7B7YiTjzr0mQrbZRImz1OrIszGvRFb7j0K/WmTMP6zLs//hcf6L/lrT/9vQfwM2fOsHHjxtq3vvXtH/jyl7/qR6O+bNQ84iRL3kiDFKKQJyrB+typrdjzEwiVoZ5mS6EKGQU+7aTOX3xjgq88MGDb7IDXvaDLxumEHRtHXH9JD4HH7IzEU5I09dBaYozMmDtfl/MEksYI2xQwGGmkl3DH4x6Hzki+dE+DA6dbrKzUCYRv2XpGM9mwPvhUy2N2ymN2SrBhJmHTugGb1y9z5z4rTbZMeqxrwUTTY6IhmGwmSBnx2DFFu6/Y2syG2xoYxZINs4JLLhjxrXlDe2DoDiyLL6yEnF2c4s0vOM++o4vc++gcvjIgYoyBJLUSbRgpBkOPdi9gutXkRVf1eNm1fRZvnufgafjivTUOnQ65b38D4XvMDz2GiwopJEKITJOLDOQmA7khNRqTapSXMjMxYlLEXHfZgB0bhmyeifm+50dsnBHMTCgGw0mWVgIL4tTLmNojSTL5GCvitGTs2AF2nMnJOFF0+j2Gkf8fn3vZc+S1z3reby7c/MbhunUbvrcAXqvVvEOHDv+HI0cP//+Gw56shT5JamxQKY0FtTRWh0uRsbfBSw1+BvIghTA11JWgqQXDVDD0fEa+T3tY55FjCQ8fnUXomG3rh1y7c8BkM+Wm5wzZPBuTxglGZyfOlNKETINKZYg03P1InX2HGwQ1yQOHGpxerFPzPCYCyQUzhqmaZqJmaNUlEw3JZMtjasJjdhLmphM2zAzZtqFDyjIfvWWKxcUJrtymmWzZHstWQzPRiDEm5p59AYtLPhfO2OyiMTAaSdZPSZ57+YBvPZjSHUh6/YROT7Hc9Tm32OTy3QPe8bI29zxe58jiBEpoIM5qTPwsQSPojyS9gc9KL2Si0WJ6Ysj1Fw248fIhZxaHPHqkQ62e8uhhj3seCUmNREhBUadd2IgGjAatSRPDxnUJNz1nyHRdc9VOzdY5QZJ6aN1gFPssLNvV0zaGZFIxdp5nYE5S67vnQE+S0giwIIdUeywvd+SRw4f/3ezsJm96ZvY/Acn3DMDvues2vvzlLwTdbu9tTzzxZOB7EilBSI2QFPovf1SZheclAk/Z535qiLPgJvCglhoaqSDWVguOAkGU+kTaJ9aGU+0Jjt+jkSrlSw/GNLwEbbQ9ScZ2q4v8DApp71KihaLd80kij9CTtGqGC2ehGRhaQUI9hGZN0KgpWnXFRMMrEj2zUwnrp4dsXNcl0cu8+2N1Hjwwy/Z1hqmmyMAtaNZTmrWIZmNIrV7HzwI9kcmCVAuixGcwGLIy1EyHtla7O9C0u4rlRsDxs5Ncs2vEL771HP/tYx4nVuogUrRJ0Bri1CNKZFY7ougNPXoDn3Y3pF5rUM+C5RdfFeEHEddflPKWFw5tRabUCKEzm7SMvnNySLW1GqdaCiUDhkOPhRUvq7i0AE4SRaJt7JOk+aMDaifoTxx3y/4O2XOyn9nz/vDDjwTL7f7bmo3mu775rW8lL7rppmce4A8/eD9CiHDzxrnf+eb+fds9aZC+Ikl1VgFoSIVBphmDp4ZU2sq3VNrMop99WT811q7SFuyWrQRJFuXH2gaQiYYolKRNSaI94iRkIbIZcGPKvIGtSAQvk0Z+lq3c2DTUpw2hp6ll2rTmC+qhvTdCRaPu0WooJpqC6ZZmupWwbmrE+pkeWzYs8vuf13zy1vVsmPRY19JMNuzF0KxjAV6POLOkOXAqpB4Im3Qhr/QTDEceF21O2Dg7otsL6Q81vUFKp69Y6Xm02jUmGlO89UXnOXDyLH/02a2ZZajROsk8a49RlNePSPpDRaPmUQ996oEtGguClMBPCP2UWpDiiRQlU5s1FsaSkOOT56tfmkoWliSpzqcWWNlnQS5JtERnIE5T62KlOagzIFuAZ+esAHgJ7DQjtPx1kqQcOnR4+wtvevHvTE60fub+++8bXXfds585gK+sLDE5Od2449tff9/eRx/8UUwkgkCSpCCEtLpbGhJpUMpmFpUUFuBKk6aWzVMFnjaZvVeWeqZjFlbxOre3ssycMTm4q58vL6+1NS4GL/O8A2nwvayuxYPQl9QCQS20CZN6zaNZF0w0YLKZMtVKmJ6ImJvusXluiYcPD/mTb2yhWQvZOKGZbAiaDUWjLmjWMx+9PuLBo4L799fYOW3/vsgoXBvojzyefYlhz9Yhdz8yST+CwTClN9B0epKVhs/8cp1aOMUP3bTIvY/N8+iRjdhLVpPqlESbLBlj60kGI0mjJqiHinqoCX0/A7jG9zS+SvGUtvZodm4KJneOW54QskkhUbhROkv1p9qxYlPbt5okInNgZNZ4IexjDl4nN5Gf2yQle89k2VXDcDT07rv3/h+94Ybn6Je//GU/t7y03J+emX5mAL60eI5ue+n/OnXiwE+sLJ/F9zyktjIkkQKVWjBLadDaOiepNKQq+5kyGbBN5lvbOpE0pQJqnWUhU6eOpEhW5BagC+7shElR2mNKgFI2a+llnTqBB4EvCH1FGAhqgaJWkzRrglbDMNFImWwmTLUiZqf6bJpd5qHDff7VBzdw8swUF85qphrQqkuadUWzBo1aSqOW4PsjBpHBkx6hotC8uUSJE0ma+rSChGGq6Y2kbZ8bWk3e7irqYUgtaHHBxpj/+5+t8IsfFDx8YAMYSapT0lSTJDFRrBlFHsORZDiS1EMIA0ktMASBIvAMgWdB7nmmALiStsCtlCoOyAGy/IHJAW5EUdNS1rZQgNyeN1FYjQVh5QB3QV2c5+z8p6Z4fuzEKdFo7v+JnTt3HYqi6Nf/dzD6vwzw++76LIPOya37Dh949srSSeqhzEBoP7gSVoKkWlhga4GUFtSpNmj3SylTJBxsdk2UWTbHqzUZa5uslsTkz6vYLgEuKZwbKQWetIkPy94yq0yUGRiklSg1Q7OmaTVSJhoxk82ImckBG2ZXeOBgn3/3h7McOjnDzmnDdINMcyuadUmzbmiEKa16RLuf8Knb65jUI1A2sBai9J7jRKKEx+tv7HLbvojOsJa1gKX0B4ruQNLoedSDkDCYYPfGhN/4x4v80ockD+xfbz1/nVpbL0mz8RaSUawYjux3CkNB6AtC32Tf1/rinrIrqpTGxgZZzYqgCvSSyfMUPw6bW2uxAHxBSiWoi9dplbQSB9h5GUWBhez8Hzx8jE98+ovPvuSSS7f+2V98+uQPv/X7/+4A3mkv0JqY3bJ/723v7XfOvTGN29QCv9DKqRQZuDOwS1G+r11QW6AX2TSTvTYla9tHe0BzO6t0SEzJNpTp6DxTKRyAK1nWZ/ieTWX7vrQACAS10I5Yq4eaVj2lmYF7ujVgbrptwf0HM+w9MsfOWcm6Zspk3RZONeuKhsPejXqEERFnlyaQwm5zIitZRMto2vhsnDZ4OqGXCAZR1sA7TOn2JfVQUQt8Ar+G501yxQUJv/FT5/h3fwD3758jNYo41SRO3UgUaUahohZIgsh+v8CX2UWdF2JZgOeWrVwFcvezjgGdrDIxN11MXg6Bw+yU77mrsVMXlN+1C+wC8DC/0AZ59o1XXXll+vofev3P3/yyxVPr18/+3QB8Zek0w8HKxf3uwpuH/QVqoSLVBpnraGF1dZpCqkT2xSBRbtlmJjdSUxT/6IzBLahNUS+hXbY2ZYKiKCxxzogodLfIjBNRVgsqieflABcEvi2NrYWGeqiphymNWkqznjDRGDHZtOC+/8CQf/v70zx6dI5t04q5pmayLmg2JI2aolGXNGv232jUEkIv4u4n4cxiQDOw0kwIa80Vy72W9Icem2YEV1zY4659LfqjvB1MZ0GnohYoAj/INPQUl1+Q8pv/5By/+AHD/fvXk5iMyVNDnNr69yg2RIEkCGRWmyKLFcvzMpkmKUDuZpgrelw40i+XhVi3JT8nqREZ0EtQ5/fUkAHYBXZ5ntcCdg54g+LU6fOcOTf/5ieePPy+Trd36u+EwU8euZswVFvmz+z7jdPH7iHwM4DmOlpSsLeWVmvp7LUy1aVMa9BKlEztsHZR1poDHHt0C0YpOSZjHYe9M59XSSuLlKIoh7VNExD4xtZ9B7bAqh6m1Gu2FqVVH9FqDpid7PDAgSH/6ndnefz4ejZPeaxvaCbr0KzbKr6SvTWNWko9jAn8EXsPeczP19m1gbIWJLsmdeakDEYeF24TXLG7z60Pa/qRZBDpokO9N7DVgYHv4XsBnmogpebybcv89396jn/5O4b7n1hPrD3WpdoCPIYotLXbYagtwLPVyhZgieye1anIUsrllm4u88ZvOankQM9l43jKX5uMvCqxUwnq8jkVokuNG4NZJ+3Lt9yFkP5vXHH5RW/+2jfuPvXyF//Ndob7GwH8xJG7+fD/uInXv+MPN68sHLsujZcJA98GO1Kgsoo0K0UsU6nUWDbPdLUuWHzsStc5u1FhbJtuL5kb41iB2Zlwl1UprOaXBXtb58RT4HngK0PgGXzfUAs0oW/BXQsTGkWhVZ+ZyS4PHBjxf/3eLI+fsHbgXMMmgJq1rES1pqzrEuqs4SChFsRINaIX+Ujl4SuDUmQsXgIkLTxhn2YQAwndKLStYpEdxdAfSsJAZYGij+9plGogpWHPFsP/88/O8S/fr7nviQ3EqZ8VRRmi1DDyDbXE0eC+xlf2Is9b/5SUSFUepxzk7vEs0vpjwXwpVxzpqPNa+xzEOdgtmI3zvAC/I1GL1/lqYCTn5le44+5Hrltc7mz+lz/79lO3fPMeXvai5/y/A/B4tMyP/sLXpnqdM3/e7xwPgkCitbY6N5ceuc5Os6hbVTWZ/RJu0JjrayrgdrW2m5UsmDvL5OQnI78Xrkl+z5ZhTxl8PwO4rwl8TRik1IOUWpBQr8U0aiMmWwMmWx3u3Z/wc+9bz/4Tc6xv+czVNZM1Qytj7kZN0agp6jVj76GmHibUaxFHz2r++Kstwpqts8mdivxjG1NabN1+wI+8os2ffKPP+YVa1tuYjWQIUsKhLMtfPd+x9wwXb4Xf+hfz/MJvp9zx2HoGSY25VBClmoYPo9hQCwyhl5fQ2hXMNpNkK5wqV7qcHKycykEubDO4KSk9JxhXNuoi8DfOCrx6ZS7fy4mtZPu0QngW9AjFEwdPBNdefenHT58594ZNG9c94sLgbxXgg+VHRTeNbxj02+t9L80+rMiCSAfkqUCrfPkRlQBEGzIWH3NIigOS1UfoUmsXzO18lvxwu4GRlHnNiwtuk9V7a9vy5ukM4DbxUQsSamFEvRYx1eozjHt88V54159tZP+JdaxreRbc9RLc9ZqiVlNZYsgGprUgIQwSwiBCk9Af1ZkMBF5WgyOKEDi/mK2nHCcerabCEyOGibYd6ZFt5g1HmmGgGfiKwJcEnsJTHkoF2UVj2L1J8Js/vcJ///OU2x5bx6lui2GqmPQNrUATpYbQM4SJIfByi9Q4OlyUDJ45PfmjK/3Gb+U5qTpalrhK0Lu15+U5L1naOM91ToTGVAgxTuD2ex/fedUVez48v9B+Dn+DNP53DfDuypNoHb/m2OMf//00OjMV+B7apOiMqYsIOhWkSmZXpZMgMCXYS1dEZFe+KMBusteVYHKNS7ZgbsoAKa9WlHlBlyptMT/zgQPPgjvMAFkLIhq1Eeumesy3B/zmnzT48NfWE5lJ1rcUc3XNVN0wUaTwba9mI7QzTuqhHVdRC+2F4nsjbnnAJ9W+ZUuZWYSy/B5l65gkThVS+Nz8rC6/+9l1dGOfyYzFa5GdRpUzuK9UxuAZuwqD0YJLt0s++Itt/vSWAf/lIxs4szRNb8JjOlVMJJq6bwhjk/nhNgaxfZvCcVOEU04hnFVRPK0mN9mTgowqUsUhrjEZo90VPV/N3SSeQ4CpkTzy+HHe96HPbXznP33TKx/ce+jz116x+28X4IP2AYzRPyfS+c2Bry24M0mitUTmmlvmLVFOciB1PdRcb5eNCDmgy5Yy8ZTM7bJ2Xv5asHelsCs7iVlvpwW4HTMR+glBAe4B9VqfWx7QfPxbE/z5LevRYoL1LcG6WiZLatCoiQzUklqoqGXsXQt0sRKEfowXDPnqfVPo1CdUZQ1OoWvLmiabwk4VSnq84ro+H/hkRD8JLIvHpuhoH4y01c6enQ2jFAWD2+MjmJ6U/PgrOtS9M/z1t/rc8uA6ziV1+oFiMtE0/IzJFQSeyeISU7B4fuGorKy5kHwyi3LGs50O6+QsnoN+3PUqWbyapEu1KXIb7mqeFj576c7EqeTkufbmR/cf/zkl5ef/Vhm8t/w4Qno/ee7wnz6HdIHAV9mSI62GTk2FxQtg54kAJQprqUitOyAvtXapUdcCdgXgObAxWfSfZeZUWblYAbeyNRmBnxIEEaEf0aoPCGoD/vQrHu/68BxHl2fw/Rob6jAbaiZq2mYnQzsmrV6z4K5n7F0LTBag2hWhHkYsdTT9JEB5ikDqwqWoaHDK1S1JFKM4IPQGTE32aY+aDGNpp0YFhiCytevW2lRlcCjsZlpk9SNaC6Zakre+tMuLn73Ab/zRiI98eY6luMUg9GnGgpZvmyBCJQqQ+zJL/DgrXxGoC+dYOyw+TuYuEVXPY5XBS3bPAV4CPpen2nk/f0wy6Xv8bJsvf/OR5/zSz/3AT9770MEPXX/Nhf/7AE9Gp3jks1vYcf0Hn0dycs73EydQ0EgtMUo7Kdyyk8ZN7+rMLzVGZHUjpUwZlySVJoUKsE1xgPMac7dDR0o7LkGqrCM/78pXGt9LCIKYwIup10aEwYDHj6X89W11/viL6zi1PE2z7jNTM0wHhlZN0wihmRVg1UJpU/mhpBZY77wW2kA19C17t5pDvnKb4uDhBvU8oZK7Ew5C8gs7zQqVotjjst3w4mu6/NU3ZunWPVqJHZ45igxDT+P5urT5pHQuHFNJzCSpZNNkj//4Ez12b475q9smefToFEOvTi/1aHqCpjKEXj4HJitCU/Z4eqKMY/ILU4qqDbuKyV2AZ18wbxHMnZa8VqgCeqedMJcqpbNmk0mp83yUGB47ujD34c/e87z//m9+8UMHT8xz4ba5/z2Ap/EiV7724D9pn/7Yj0lzlsD30TopgJxXmWktUUZgjCbVGWPnYDdZcgBRZL8qDglVp4ScxdcCt8ve+QQsmUsTnWlKjZcVFvleguelBH5EPYwIghG9eMTvfKzGBz+/jnOLU8SqzmRTMRsaJgIbnLngtoytsmIskbG3BXctq9qrhTFpGrPvaEA/DpkJsuVf5qAQle/mBppJophQHpfviPi4N6IbeQwCQT3OtHOs8SOdFUpJlBQIZadwiewUWm1vj3mSSiYaPr/wgz3e9spz/MHnO3zgk+tY6rcYeCFdX9HwBHUFodIW6NLYXEH2mQuQFwA3VftwjMYrsVKFrKqgNqZMEmnj6uzVYE+zytHUCBIDsVE8eWqZy8+1f+zB/d+459S5lQ/+bzG4MQ8AVzRWTr73yri/L/BUgqHMxGljQa112UFT7YWsMjim7G7XmdbW+QExZTFShR6cZbEEtym68wvdrfJhQRbcdjhngu8l1GoRoTeiPUi45xHB739uiq89MM1if4JaLWQugMlA0woMzcBQD60sKZg7VLZeJZSEgZUmNb8EeeAnNGoR55YTPvetGUZ4BJ4D7ryxKNfgObiNrcyLU4UxPq+/qcMHvtBnfqXBIBGMYmv1BTH4UVokaDylrPORTeDNj1F54djupkZdsXFmwC+8ecg1u0/xgc9N8tCBCRZ7TYYqxA8UNU9SlxAoY6sss5LiPMNZBbkD9HJBYvyUFfLSOb/jyaFSmowxeJb6Tw0kGbCT7Hlk7DDR2x88HLz3T7515Yd+9R81Pv2tg/3vv+mppcpTAnx+xbA4YCLtPflLKun8fCBPooMQY6KiPthkJ8jqa5nJkCrAjQPq8rlb25Av26J6lJyXApMN5RwDttCIjLmlA257TwjDiMCPWOkl3PKA5JPfbPKFe6aYb7dQ9RoTTcWUDxOBDcIagaEeUNSF5+C20kRZaRIYwgzYYZC7MTGhP+LhQ5KFQUjoSQJpEzzKWepzyVzpaE9FNhnAY6YuuO7CHp+5a5p+4jNMBLXYEETWv/c8G2yqkWVvewGVncQFU+qsus8I4sSjUfN5wwsHvPhZS3zpni6f+GaT2x+Z5Hy3QeQF9AOFLyWBFITSNoL70uCJ0nLNWVwKsapeZVUAalYzeZHmz8576rB4moE8NSVbW8bOGdy205kslXrsxFmIt/78V26/69Zhd/iJ/yUGD1RE4AeXnO6t/Jtk/i52ru8zGJms31GitZ3Kqox0mDsHu7C/lwHe+tqZRHHkCRWAr6aEorItDyZF2QJni/WNLd6XGiVtIX/gW7kQ+jHz7YSv3Ofx+dtafPLOSZY6TURQI2z5tDzBlG+BXfcN9RzcgaAWClsfHkhqvh2oUwso2NsCXFs3xksI/JhaMOILd4WcXq4z2xJ2yS9ciDUCs0KilDp83ZTHa5/b41Pfji3AY8HIhzCx06T8SFtrzylDsKzqgJySSNKsCTv/95u1EW972YDXPHeJz9zZ43O3NbjtoRbn2w0SFTAIPDsmTwp8KfGEZXQ/axRXQmTnodTmY6VAzrksNbmpAL2s3y+anTOGTg3EUDB4nhW1wVta3qM+ex+9i/YLN3//D772+7+1uNyZn51ee1PapwT4yvIhjFhHIB5j/aYTSBkQ6AFaexlLK8vaGbC1VtmBlQ57SwfQGfDB2oCMyRJTDV3csldXloisE0XmrC3tPMPATwhrMUmccHLesO+Yxx9/cYo797U4c75JGtbwWnYDpwkPml5Kw7dztWtZR49l6BzctiLPglsUAA8DQ+hry9x+SuDb2pW9RwyPH60hpE+gcDKOIgsyS5ivAmGW8ElSj8t2DLliV5f9p+r0fUkjSS24FUSeyYLnbGqVlEjypIy0/7pryWVS0pYFeCSJzyDyqYcj3n7ziFc8a4U793X5yBebPHasztHzdZJeSFL3GHkeQkhUNpfdk9LW1AvbmV9IF+fiXZXWdxZkbcpAM2fsJHsvKdjcoIuCI10CW6dgkux1AqTcc/88nXb8Y0aff/+gvzT/N2Lwz3zpK/zcr/0xk605NdM8xJ7NLV50VcqVu2KMScBIjLa9eTmb65zJjSxkSm5fGYe5GQf5mruomKrPnbN3PqBTWGB7XopSCUIlnFuCW27zePxonVvubHCmU+PY+QZ4Iarl0/AULWVoeoa6l4HaM9R8CAORzRgvwR0Gtg4k9CWhD0GFvVNCX2e2Y0K9PuLQWTh6uo6SnpUn0l3aGdPKYwFW0QrmsWuz4eJNPfYenqHfsCweeuAnBj/OsrNKFxlIWz+SuzSyOKbaIRtbvZm1mqWKOPEJo4B1ExE/8MIRN1za5myvzVfvCNl/NOQr9zc5txhipE8sPVCKSErIdtrIU/kSURZnsYYuzwAMjkSpMLou64ryqi2TAjoDdQZoW2aIVfQpV14Y8YJLe1w49wWSpYdVKznH3ke+zBVXvfK7A7inUv7zP3/Dhq/e+fgH//Nv3yHMaI5dOxK2bEj4idf1uWRbTLOh2bY5xtcSUbC4LMc2jDO4C/KCvZ8C3EUwU7K2kgaRNcwalaKNZn4enjyp+MtbGzxwIOTY8TrdUUg/DcELkE2fmhI0PGgoTU1loHarCX1hX2fgDrMy0zADecHcef2Kn2bMbcEdBjGSmHZfEpnApsKltsMvRdUDdxnW5M5S3gaWSuLUQxhFqxkBIwaxz9AT1BOTlcFmyRllW//K2hvplALIElDu3yh6JhV+ko1Rjn0CP2DdZMSmdTFXbBvRjfocPdHmoQMBf/H1BvtPhCzOByTGI1EKLVTRwG3Ts/bqLRu8xdjZdP/jZIPQJVOjS8bW5XOlNcqkbNsS02ykXHpBzI+/ps+WDQm7LohIh/vEwZM3fLCXvv5mTyyc+64Z/NUvf5V46NG7d6PnL4x1Sj+t89BhzcOHNLc92EBJzc6tMW944ZDrLxnx7CtjUq1pBTBVN5ABHGMTQTnA7fol1tTbxU3orN0s7/rWjBLDcs+AD8dPSb5xb0BnqPjinXUOHKvRSwMS44PywQtQoSJQkroyNHJQK+sUhDm4s3a1wIfQs00PYWDLUy17C8IAwqCUMTnI81qW3D05tZDyiVsmON+uMz2Za9Yqexd1KPljweB5f6NkNPJZN6N400uH3Ppgn5PtBv1A0kgEQQyRMngJeDGZNKPU4jijIJBlaasWheWW90wGvl19fa8Euu8l+H5My4u59qKEay4c8UOvGPDEMcmX7gzpjBS33lvj5MkAPMli32MYqwzQEpMvUU9lr5TWSnmV40gRNMIYphopTV+TGs2zr4q4/pIRb3jhkJ1bE5Swc9uNEQgC5qOE+eXFC9dvNrsv2fOq887hfXqAL6/06t3R7Efe8xfnG309C6G94oxJ6ST2wzx0IOThxxtsmkvYuilBp5rrL434/puGGGObSGdahj27Ymph9h2KMyxZ+2YDx2gkeORJRX8k8TzJ3iM+H/9aDSMki12f4ydCEqPQvo9RHvg+UnpIKQmloCYzUEudJTRsDUaQpan9oheTYtZ4Ce5cluQNEVaWWPbWhF7G3hkgQn/EbY8obt3bRASKUOWjix33ZIzYChcpz+5mDJukFuQ3XTHkBVd3+Ytbp+gnIcMEQg+iBLwk99fzjK3OJIMc0/k5k4tqQJutFomfjXtIFX7qkSQJUeLjqaRwoZRKuHpnwjV7RqRoTrymx1JHYITgY7fUePSwj+cJBiPFo096RCOV1dysAfQKi9s6/zC0+JhupbYCURve+KIRz740QiewdWPKxvUGIoHRVg5Ho1ItNELBFRv3Nuob3/CRaNS/Buh/VwC/4+HDHDw2H8yvjCBsOnooBWmfG6kxvuZU23BqyS4t9z1h+MDnUvsFEtiyLuHl14+Yamp0kcp6CmxnKJASVnqSz95RY6mnENJKHlIPhLKdwzUF0r5Wwkb9oYKaNIRSE2S+ru8A21cZsLNmY98XhJ6wj1nXS5BV7dk2NitNgsBYxg8y1s58bz+TJ1ESs+9YQKdXI2xJQpkVWBV2pltHWJ7rIvDKcwpakmhFFPusm5ZcsWNA6A9sbUoiCBMbaHqxcbpxdLb9C46bYkFuLyLplKPm+Yu0qEVPPEnqS5I0JVEKleQ5hKTIJXgyRSrrUF2wIWHX5hQhNc/e08MYW9C20hN89vaAlYHI5h+Kp1yg8ytca5hqam5+dsTmdZo0sdlrqSwWjJGkiU/cc2I7J76zLp4iTnp4w0OBZ4Zr/qlVAD9yapHlTv8nfv0DX5pJsfvjaCEyBtZOMJBpJ2nAT4v3cq+SQHNqGT7yhZazHBWXco7qKsBzGSMlhAJ8ick1X/FoI3svy7qFwljpkSUpgmx3Az9PQytTdPHk9dC2y0U426FYcOfSJPBzjW5np9hZhjobv5Bms8rtsM5jC5qv3dsAFRCozB4cCzBXG8dudk9kcwFlNlTHI0l9XnH9iD/7Yp/Hzjfp+j71xBZK+VmRVP43RGGZ6pLBx8oCbCyUuxfCzgTXunBwvESReGnm0KQoT+Hl1qtKsy1RUqJII6RGCTtwycpITSPQvP2VGqFMlrMw1fPsduwXbpnFVBIroqGflWcIdCwqMRwVB66ac9FaAobB0jdm1u342Z/Q0bn3y6A68m0VwP/6y/cyipK3Hzl2dqIuDRphPUoBqVFoVOZNZmA1rqbK9VT2ngKCsS+7mrodgMsSETk1IbPiH5uU9qSdaxIIg19k3iyr+Xntd1ammj/3PYpulpzFfU/g+3nPosp2j8hkSWDBHfiGIOv6Cfw087xTW9fix0gZ89hRyaEzdYTyigRJUSfilp1mX7Vaj5FVV6ZlXUqSWhbfsXHEpTv77D83YpD4DDxBLbVc4iWmqHeXmRavNgzL7BQIZ7WQRZlq6pV1+2kq8DxNksoM4BIvtQCXKs0e832TrDVrE2z5ljMW1IOhLq3cDOT5pmJrkZrrpOXDhshiNe08d23mMlGY516ypFH/9ERv6e63C+m//2kZfHG5g9Ym+OX//nHppRENZawxkwVEiYE0+wCpAY0o7J+8+L1aR+k6oU8F7Ow/GcPl3qoU2VxrLFj9LOngCVsQlBcyeQ7AlSpBXt5FsXmVlz3mXfWBLzOQl+Au72XnT+A0SdhgzAI8NjF3PFhncbmON6EI8jT3eIp7jW9fAblx3BQtGY58ZqYlz79mwFfvHdFN6gxSRSMpVyYvG30nK4kvXQk07ZEXpa1cFMFpp9ZD4Key3DJGSbw0q3uRiiQbFCRF/ljmIFwjQFZyFTnAyyz0mrdCsTruGmUB3mqQU9jRBeC1wCSGbvusXL/rx4J41I78cHJtgA8GEWDe7UuuV0YjlSh2BChqBvLXOLUEUFYIZh+4AP7T8baTKMjBrIodILLKNmGyBEMWWOXdOqIEuJL5KAR78m0tuKgA3DYci6yzfBzgYg1gZ/LE0/i+3RfeypOEwIsJvIizS5r7D9QxKsiyf07xlxNYuh54Ae5CJ7vji0Ux+8+kHtftiZmd7dNZaNBP6jSUwM+0uMrLg4UdCyfRdpoY2vlTsmRK13vP/HHt2cI4rexjquw9UdJKFGWsRJEmS6rl4DYlexdbPtqyiZy1y+K4KslVx8S5x6RMgo3nSvTYQNXclbOWdCHDrjc6ereBn39KBn9g72GAjY8+fkQqoZFSFiejGONQnKAsQqd83zX2XVN/nLArd5FPocrqS7L3clAXXTou2N2eS2GBXQA96xb3s0J+r2BvG1Dali1Z3K0ep7QPfU2YT4LK2NvPQe6n+H6C58VIGfGNB3xuf7iFqHkEGcAL/7u4O+1fqxi8ZO/SE7dJmf4g4PlXDnnJs/r8yVcjojSkn0pqWWOxJ0EluQ+edfkkmvGkUi5XNPm5KruntJG2rdATVpMrQerljeLS+tCpLMCtcnAXF7IuSiakM8xTjMmT8kJfg/IqRLhGprtCBuM5ldyN0nRXDslW5+DG8X++APj84grrZib3vOu9H9s26PcJPYpJTMW+Ls6Jsc/NquzU2GcvvsB4HbEL7qK+uyiDddLAIk97O0t/JlVsZ0sJ9nIcQj77w5kDknWTl/NBSnAXQaVXdtwX8/wc5va9BF9ZBh+kCb/32VkiEeJJRZDXojs5kPI7uvZdVYfnxzOvpc9tvDT1kMbnZ76vy6e+PmQ5rdFPa9RT8FOBl4JK7N+Mc6mSyYW8qKvkFYfJvYzFvWx6mGdHOfhePpTJtrGlqcmypQalZOYMaaRywC2lc87KbHNZXsGaQH+qm5sfcfsC3JLqnO1z+5Ms+NTDId3lQzu2XvTDl8WjzmN+OFEFuB3/kP5ku91+Qa/bJfS8yriGosR1DWC7V+J46n08wSGcpUo4IHbLYfPlvcKEspQvla55mW8DWLJ30YaVzwDJ5InnyQzkeZe5I0syYPvOHL/Atyzu+/luEJa9/TDiscOS04s1UD5KCqu/12DuHNvj47gLsOd9qpkG16ndisWOJPbZNBNz8bY+9xxsEHsB/URQU8IGm5Js3nq2g0YylgEu1lPAZExeFDyZsgk8//tKW+b2IJUalYqitzXN/0aaj3yTlrmLqQHOhKzi7+PIle8M8CrQS+Zm7NGtRC20eTRkeeHI+q172CGEemwVgx84csbuZDYaEvoUTbLlhqmmwtLjTcEliJ9aeRcGkaNNc3lSHgy3NHON2eIFwEU5VLPoK6QoRCrArpxhN4U04WnAXTYoj7O3p2xwGSUxf/yFJmfm64gwlyfuQEsni+l+77HjZhzA5Y5KzuBaK6LEY/Oc4B2v7bD391r0kpChChmktjbFy797gsPgIgvsNNaV0sVZ0WQVnTlhFeM6RNmCqLOBqEpm5KFROvteUlqZ4jSZFOfKAbrblOJq8fHz/x0BPsboFo+ObMkIwup0yWg00J2Fe3QSl554AfA/+dhXkUpy4NDJogm1KkccEDuFM0/XO7kmwMWYPCkejQPuapF9BeDZtnhlD2E5e1ApZ4qVKu8qH9mmpJ2NkgPcM9koCYe5fdcxKUHuZ/v51MOIJ0/C1+9sEIsAJRWhLMFWAbessrhxGjNdt6DS4pd3+aSSJPHQ2udlzxux/ZN9Hj9eZ+T5NvEjszgjYeyicisxM5BnMziMcexDU3bYpDrvqQUvG6vnpdn8QiWRGcCVIJujUgbTBRGNTaqt6nFKV8W52p8a52ZVA0yVwfPnTquj1qRJfNG5kw+91Bj95QrAH37kSa6+ag//6pfeE6Ij/KwbPO+Mdhm78scqzP2dwG3WBHjhpFTY2wF51tMo1wB6Me5AlbsV5/o7n0WocubOpsp6Y+AOirt1Tkr21llCpwS378UoL+Lhwx7n2iEo327wlHXw57vHjfvSawWZZMe2kvBx+lrTNN9BwWPDxIhrdw94/NgInQb0VWg98Typ5NiFNm1fDtIkB3kuV5xa/bz/0cuee5k+V9qO3/O0lSSVQZ3aWaXGgO7GUflznM9i7UO+KyZfpQwKB1pUSdYpRdC9BOEPwnf/Xz/PwrknWbdhjwV4rz/goUeeeNsXvnL7zz386BMESmDE+FIxxuLOqICnZGtWB5gusMcBMN7kWgW5O2JsTKbk7C1L3a0y5vaVLMa2eWqMuX3n0Td4Ktvr3Ssfy9S1bVruDVP++ItTLI5CRKjwhLBbjwtnkKVzoborl3vCMqVq45w8OZylpHM/XGelrZMNj3e8us9n7hzSS2rEymcgLYuXdSluoOkEd1ngaTWnttnA/NGdZqBy2WLnpWiVgV1m4FGGVFBsYFDoflEyt8voFvBijc8yJlWK4Mw8BYLGwO4Gnw7gtYZ4OGImnP653/nCk/cm8fBPCwY/fOwUtVrYPHV23o+ihFroP6UsGb+qnuIzrXo53qxa0d8iZ3JRlSeyfFTZ3LyqRHHHj7kyJdfdspL08f1shFsO8OJ5bgXmkkRnYE/xssSO7yX4YcRHPx9y774GyAChPGrKVIJLIasrUp4+F2MIr7goRf322E4KaZ6+93nOZQPe9tIuH/xcHe0FDGRArUh0OQG4C6zcvYBMplhw4+hw15HQJmNzCZ7JBqZmeQWlXXALpyk5Z/DS0q1IFMp4qjj/wqyBjadiS7Eae5XAs0wWpWnEoDfvd1ZONdNkRAFwmXWdKGdY/HjIuMqY/18AeFWaiMp749JECGeQZqZnlcPklrlllcGzjnM30BwfvFnR3K4kUY7n7WV+t7K2oKds4/LCkuZrd7ZY6NUg9PGEIBCmHA+R+9FOrfZ3WoYrXeaOF24DPltQFMUe003Jy57X59O3DznbCYmURz8VRZNwcVwK3ZsFm7jnMtfkoI0ualTyz+FljopSVjJZ9raj9lInwM9drOokrDLpVF5gVSel6qpUVzaHr8espqoWd7FYYjATY8Z+aykkOnNJvCPHTrJl8/oLPv7Jr7x+fn6eMPTw1NgyUIU1xriHbQ1QOx+wmKfBGHuPS5QcEJRjfN2Rvnn3SnFg89HIY/KklClU2dszeBXWdu+Wve0cFXfkRMbgKiHwIo6cE+w/UgMTFLUnXh58jd2d2HJVPfiaLoo7NKnY+EkUBVgaj8t2RuzcOOTsUh2TWhYP0rI8IM9slulyUUiF8mzlMoWM1YUDdMve2gG6lw1TVdmmBipj73TsospJR2iTrczGXug4csV5Dg5zFw0ThlUsaVjFEkUtVAa2UkL7LC0tMrmu//o9V7z8S8uLp495GOj3RxcbrV8/v7BALQzWsP7KK+U7BZRrXpVjYM6BX/HBHUC7Orw8iCVzF9JEkllXYwHmGLjtCLfV4PaKfWtKSeLnj15eF53i+xGQcNuDTfafrUNoa88DWc4+GW9PEw6yn4rE3WNbSJSKVFGFTImGPhdtiLjxWX3u2t+ANCBRHgMtCdPVLo6rg62+Fc7Zy4FdzQhqI9AykywquwAzUOtshdIOuZRZZuHIlIzNpUCkeaDpMrpwVnEqtSri6Q5Wdpwc7q9cABazkuXlJbZp/fo0Gf4WgmOe7fq2e7iEvgXHUwN81dNVn0eMPcm/0Jr2oCh/XujtDNS5flXZkl8GmaLC3nngmfvgBbiL2YR5m9carJ0xdi5PvFye5KMnvBhPxYRhxANHJX/25RajKICGK0/WAhYlY611kKgG7mWQiVN45exoljUlT9Y93nbzgFvv6nP/oQCjfIYiYCCyYDN1gztTARWr5IojP9HlvBoli1Ulv3C1pGBv7UgxWZwfkHrM3pXlcZCZJCknfBmH7PLhnmbNYyXWOGarcSmKn8dJNsoke+2NRjHDUUySpOS7Iqz1D/5Nbu6KUi3jXA1q+7MqqEs3RRQHUhQAz4a2i1KOyDzQUmVQlA+ez5m7ALjKO9MzRs9mFxaSRKUoL806WxKCICJKUr50e4NHj9XB9xFClaWxwmQBnikllsvka4C8Am63vqcy8k46wabV4qORz+UXxLzy+X0eO95gkERo6THQiiAtSxmUcKRK5U9bkBvM6u6xjNiU0RiZgV1KjCqtw9xZkUbY3fSE3TXPXV2L2SnZzyk+i+vuiAo2xon7u814FvguQJ5NJtYpOonRSYz34T/5FJ7vMz8/j+eprCNj/F9wD893D+zy6lytt0tNVgW2ezDyOvBCmgiXvXHYm8pjAe58fLIDcs+ZE+55aWYF6spjyeA2c3nwNHzutgZxbNlbSmHliaiWxuYbKlfkWOGiZMfOCZAqtT0VN+Opg81WTfF9LxzyiW8M2H/KsvhISgZpxuLaoLRtvMpBTprJhDQXmRmTq+rn8FTmzSv7eWRmHSopMNIqHS3L+h8pM7ALq71zM6BstjZIbC9BDvaCzCrAHtflGYbGiGEVuFcRsEBIxenjD9HvnCBNE7yV5QWklIwGfXwvY/Ds+393CZy1P9C4HcgqQI+DXJQSReaRuau9yx0IlCqtQpe18yYAT5LtB5l395RA97x8QlTpnvhFN0tSANvzYnwVk5iET32zzh1761D3QHj4UuALp3NnPIO5Sos/1RkSlWSPGZupXgk4U4lWitHA53lX9Hn9i/sc+fM6I+2jU8VA+PiptVNVLk3S/BiXzkqVqsqrLdfcuUQ1KmNzVV58UlugS1myesUEkLbBSwuD0Nm5xJEr7vkvr/3ViR+xBq6emndXHdPllT6DEWit8Rp1hZJ2zkkUiVXLw1pOoHGer/oQouDtsaByjeW7APjYzgJijLFdD9wBVaXgSjlls87g+yqLO1NnnbtSZVInlyaeSvC9mENnBR/+Ugu8AISPkLIcbeb0XhYnmqdqcqgKBTflTGWOtpu+d5I+GYun2kPHHj/2yj6fvrXJE2d9kB5xqhhIaasM81UFUwVWZQ125EqRFTRlaWr2WhqByexYKW1KXxq7H5POAC2FfcxlSc7iIi9/1s75dqRKubKLtYHOd7A1KkRs/yetBUR2vIXRAg9jFZkgZ0ZZFFetBfS1ribXCqxcfeOBpPtlXOfE+fLuPjEua0t3aVRlYKfyGYBZUKnydjUvn3vtgNvTju5OMyZPC+3tZbZgnrk0XsInv1HnwLE6eBZInsyCS+F8HlGC2s3C5uS96pitysyVE3ers7LHu33scKA48blo+5Dvf1GP9/55jVjFGOEzTCW+yFPs+fHOmLvSeFCC3BgBytmhobj4rFSRBozRVork2lsajLSMXuYpynNUAN2xeavsbSXTeJ5gPPProMohzzxIFmsaH1oL/NzGFnZQKbXQF0k0wlPlbryM/QNPdQWVYBarrsC1kzpj22O48iQHdIXFqQJcuQxuqgyeD3N39XceVHqOz120Z2V7t8uUcminZXE/jHj8uOCPvtgizmauCGmDy8L/ltUCMSHLi7dyANZyUSgDzLx8dS1NnkuUvD4lVdYXrweKH39Nny/c3mDvcR9kZBslUmnlU87iOdhSUdYDuSA3azF5/hns8TUKpDFILbMiPMvyUhhEpsHdwLN0xFywr3bOUuFehA6enoLNn5piSz2eaogSgUyUiKIY7yd+4id2P/Lo3v9xy9duwVPl2fhuHJS1rj5W+Zz2Rel35yAQqxi8DE7EKmBXpYmpypRxcFf25ykBbd0Ss4ZMyUYk5NJExQiT8ImvNzl6smZz/NJDCgsez+kyyvXueA1KxSZcixgcQl0z6WOo6PDUmceeph5x5LFr65AfeEmPxz5aQ6cKhEcsAgbaNkRIQcbk7l6iVSa3QWZ+cZVrvltKII3JAk1tg8/sPSkEwthjoE1ZFCdMtSZHV8A9Fp9QHqvVAF/bOnw6gGsjSZOIq6+5+n/s2XPZ93v79j7aOHv61J40ifAD3+6QBX9D9q5eWzmIpagCvny/Cur8vRLgznInnEBuFbhzeVIGlAXAPWOLoApQZ7/jsreXFhLFzwbdKBXjBzHHzgn+6utNhtq38kQoO5aiaJWrdhjlMsUNssf9/3xRLJjSPUEIcGVK3sZWjJWwWU2tVCFV6r7iB1/a56NfanLkrAcyxgjFQHso57jbuCALOhGIcbni1mMYgVEGZSCvuLO63CANKOPocAnCGIwQRXAppShYfbz0Yk2Qr3GscHEE3xXIXeu10x1y7NiJPaNR2vBmJw2DrqDZUHZnhvyKfop0fC45xpl7nLGF+9xh7/Fgo/C43UBNsIY8qbK2dMFdAbirvauM7SuNJ/MKQW0vAJVksz9KBtcq4Xc/O8GTx23HjmVvRSAoGNwdzTbe3FDV30+zpI4xZbl5k6g0QViwuzJFkmo7LXbP9iE/831d/sMHQ9I0AmEvgD4CVQSc1iKsRlKrNXnJ5lV3R2KPecnopesjpb0OdMboOntPF8dFVBnciVdWJQAdLK3pqDwdyJ3j2Okbzi/aGXfeibMxZ+dj+sOUWqBsE8iYofTdA3zc93ZeVyJoUczNdsebVcBdAbgziF3lc7dNRZ64AFdOMqfcq0dbEOePKi2ArVSCkglKpoSNmAcPenz97gbDNNvMXnrWX3dWjzJNbSoX7fjJq54tKsfN9aBxgF2MeCjmrutsjnb+ngVxklgWf+lzB1z11QEPHvChFYP2SPAZCtvaVimjddjSRUcxs12RuTqiALvKfi6lyYLNjM1FxuYiA30m14wRq4Dt5jf0GlLlu9Hg3ykBlF+2rTps3aDZvFnjDSLJYARRbKiFIIWswFqu+lfE2DKSP5bLSZ7gKIPKatQsoFJWWqkDL6rWzJg8MU67msmG3qzN4EqtpbWzgLJ4zN7LBud7ns1anl/SfORzEzx2uGRvIaw74QsnuVOpmXHvVav1qXR4JZuJy97uth5uXYqs2IZpqkikbWu7bOeId7yux8mPBJzvSRAKIyQjrfCFE/yJUo+Pr89mjMmVU1hnM5yFgilXnQLYGdAzUtJ5AJpnU1eBfZz81mB0h7ErJDqG6PH3hLCtiLVAUgsk3gWbFJ72OH/a+uFCrPlPjZ00UW1kqFxxYtWHHve/1yyNlbneHtvhq9i/sZQpKuvsLjpNVL67minmeeQgLu8um5eNDCpP7Cg7UPOW+wL++LMT9OLAzpIQHlLkTcXCji1z+kXHbTDGwL7mmXFT5JkGdqVhPva4yuQO0FOFlik6Y/FGPeFHv6/PXftC/vKWAFQmVYRgoCUqzWrtK8AZL8AqYe7ObFEVDZ61MuI0Q5iskjCzFrWwTK+FKEAus7+XO00apwiL1cdrlQu3BgYrgfrY76x0BSfOCUYIvDTNaoGVRHll6eFaOB9fIlxZMv6h1gqy1q75doDsgH1812IpMv9b6AqLVwPNbDB+weLO3bECq7Zggidj/CDi2LLhY19pstgJsqylD1La4NKt+y7k1PhOZBTsWFEoYzUOefzmMnipIcvxZbmbYjKZUliGpkzhS+0RRT5zkyk/+Ioetz9Y58SyAhmBkMTYYizl1MrgFGCJMSYvP2GVzTO7PNPgFrwmc06MMRiZMzdjOtyCvZCoxv5NPV7SQFmU5erx3KSowHEN5nY1dZIAwk5Q8PIh5q6jUQV1db0V7r83FhQ8FchX3XGX+HFgU2zNrSr62zhsnoE7Y/Fi81elM5myOlNZ3GX+PCn0t+clCJnyzftCvv5g3fa1Sa+wBgNR7ZpR7md1JFf1wnbW2qfQjhXzgtJ7rgSbWlQcFa1dcGuUVlauRIqXXzvihdf1+cuv+eg0lyqKkVZlsIlBpCKrCC/l43jWJN9SPZPkKJkzfA7ozJAQ+TAhe2xMdlxM9s+a/BjlMVdOegbywqwcM7qCnUwJUDJuVZeXB3WNj18QhpfbghZga0gTF8ii+p77B1eB2z3hzu/k8gPMKnmSg7cAvsvexV6Y7mzsqiyRLsilrmhtfywVb0eSZcGlijk2D5/+RoPldlDUnCAlniArrDKFTHLBXQG5qOJ6LYKpnAXHLhwfBLSqTtuUVYapljbpklmHSloWn5pMeeOL+9z1UI3Di1nKVyg0gqGQNnVPWWVYprirtSl5rJkDWskSMKoAt8lkirD2oAGTs7kQBUmZXIdr2wCRb+yRQ60IOGVZK17BWuVROHgcm8DjYDPLXSGkwHNH3ebOxloAX7U8uLpzLZCvAWz7vBrRu05EIU3y59I4FmEJcOkCXNppS5ady81gS5mSOsydP8+CS2WLqiKt+e0/m+Cvb21CbYy9ZTnQpyqtTMUBKmKNYklbDfQ1idw1xA24Fp1GFPu3u8Mm8zR+qhUqG4MstSIeerz5JUNOnG/zK7/r009j8rHTifYZYqVKmYQyFRKy75jC1QGy7hlbZJWzuTTWJxfCUrXM3AKTyRYt8qKr6r73Iv9ZZi1WcGTGYrqixMCRfaL0ritKwgGoyD6zyCYde6PIkCZZvbRy6murymSNJWJtQOe/VyRwAFw7DTc4MxWpUrC4MM7P3X7HHNg48/JMGURms/O8MTmS6+787nbKe0HCo/s9Pntbg1T6lrlFPlyfSlNDpTQW9wIeC5acY/Z08C666nFlisPimrKaz60wdPZDysEttUeapiid8PqbBnz0i0MeekJhZESW6iEWHgOdbQWY8aHb0lZkMws54kiT7OJTorwmlcjAb0Bn7XJVq9AUgC4aHzKWdwmxkC1PiylT/NJqqeJ6+mC0xlN2UzFvz3bNZGBYWYBRTLHH+LiQX8uEX2XUFx/MVE+4qIJYFAB3gC1cW7AqS9YGeR5sWqAX01ALje0wt8vejvftqZju0PCBzzY5croGgQcyswalcMYhm6L2ZFVZrLt6jcs0nvpm3CcFQ5faV+detFsjvpajohVaa7tzg1Yksc/OTSN++vVdfvH9Pp1EgohBS4yQRMhidzRJCe4qUBzgZBeekti6cul81pyEsIGnETbYdLW31eMW7Ca/WKSb3bYySEgB5NuxZIE5ZY6B7HdL9h7T6NlNG1jpJBw+lTA0Cd4wThlGKXFiSsYdY+NxgK/yLnFAPRZsFd6ro7WrweWYPHF1eA7owlEpZUnpomjHQSllSel5p2OgTlAyRskEr5bwB3/e5ONfaZF4mTQRVrcWLWlu4dLY5xwHu12pXSZglS/uItztDh8vcipqUwogG2drQJMNtLetZjqVpEIhpWcDzzjlB1/Z54njPu/5s2xPcWN7zzQ+IyFtLXfhtVVBXnr0AiNNpsctaBVZYEkJ8iLYFKIMLrNz6MoUC3QcBnfmpphqq12JtTJmWCVXDGMrpX3iK6iHKfVagvfgE4KFeTi/BLNTpTuwlmNSANoBbYWx1mS2sYo7UQ0ix5+rfHhMEWBW3ZN8wmkuR1x7sJhnrfKdj3VFh3syRUobYAZhzP7jij//apPFrg+hygJLDyGzslOx9kD7ikwZkySVi75iGq7N4PmE1BxV4xWF7nz2fMSylmPJH2FlitYanSpSqZhrprz15T0+/+06T5xUEMaQ7aCRap8BeXXh+HiJgj4zxhV5g1sBZitTSkAXQBcmY25RWIZS2vdkptFdz1u6YHaAXGKsrJup/J5TS15AW+TNzpK5GZ/Ld3ls3y7xtszV8NKQ7nxe1F6evCqDVwH91MA21dfZe9Jl9srQmHENvpq1y9e5c6KdoNO6JdZByctfHZmSbfXtZal4T1ppotF88Y4WB46EtldLlgyuBMX2KO7g/XG/u8JCcvzE8LQ398ernZSxTp81W9qk3alBS6QsKw2lUMjUI05S9uyKefXz+hz8a580zT6ktno8wWMobNpd6AxIOgO5EhhdLv0qA78k88Jl/mjBW7C5IJMopYNSZXQ34ZdNaRElOHGPaYa5/HiW5OH8nhNZClOOae4PDeeXfYJmiPesa6/sHzkkn+wsHrhiOEqpZpfcf8wB9apAwAF1BfDVfc0F5mmCy3IEWJ6prNqD2pEopVtSbOmdFU9ZwKelPMlAXdiCKsGvJXzqWyHv+ZMJlga+1d5ZYFmm5fP92ceTOuPfiQpPl1pcrEbyOIOP24SrAJ954Nkg1IonLsbrxTMGl1khVqyZqWne+SMdDp/x+cw3JNQtuPNPHQtVMDkIUBbshaVRWWuyJKAsfWmTs7rOgF4BtD1WOaOb3PeWVWLI3xfjuCs+hr24xiUxuaefXZNWtwvSNAXhMTm9+ckLL7qyry7etW5paXHhyTTV70iSeGxiUTWhsaoIytWi0r2bsfecIqUs81gtlsrfX11fUmQr3UIqJ6D0XHA7zQvKrTcptHiM78ecWRS85y8mue3hZlbrHYAKQHp4SlCXhtBpbHBnn7jbplRnk5dzEscHEq015iLvgCk7k9aqojSrj23mMLlTXcvXY7MJMcxNJSTGcOe+gG5/zNd0/BSZX6IOM666NkUuWdbQWs4vFVnaVauUKDO2xUUtKhd48Xs5AbgJHGeabGljlp/UYPswW60mS8tLb7/r7nvu8xLtkY6MSdKy37HqR5bfrSL212Brxl5LcOZjOLOkiwvGGb87NnO6fO7KkXE2H89OpuQ7gVkNnmQSJUFKm7GMpOaPP9fir77aLKWJUCAd9pblxCol3Ll/Y9LLxQrV4zFugLuSpeozVxm8snuGW4Clq27KKutQlo0RUki0tJ0/Mk75wZcPePSIz299RDFMHS2FsEFn4eA7WrywDssmsVxrK6yetgFnWXpg79kWtDlDZ3dZ1I5n7G2qK7g9dvkMHdefd+fquMxu/6h9LId7YoqtbEy95uPNTWuUhF5P0+7abJOkBOu4DegGmOMXgsw/wBiQ13wu3SXfOCuCuweMA2yRAVs9BcDzoFK6VqDrfccgEr75YMBHvtRilHg2qSMykGMHvufBZQFsp2pwde3J6ibqp1Elq8nQoTfLSo72ptwDyW70ZQogG419NGWNitESLbPmZGEQ2u6CliQeYUPzjlf2uP/RkFsetPNWEDKPDNHGY2SE1eKOXLHD5UuJovLgM8tg2o9sxgCefXZnHkoeQ+fHkQIPokzl57gyzrHM5YujmIqMpgv4ApdgjKbTS4l1jNYp3mBoN/SMEl3UfKyyBDFVsFfAP6a/pSmtxkorlztit7qk2mV2jMmFKcHsBpg5uJXdkLQA9Bi4ZQZsmXXqeF7CuYHgPX8ywb5DYblbsvQse2dp+XKYTzXLWurGse87dncBvIrJVy3ZT/HeqrS9WRVs5p0+stj/MtPiwmRAt9ahEB7xMOWK3THv/JE2j+z3OTuosjgIUjyG0upYYYxtmFRO4EmmsbHHxgW6wawCuMjZXJANEqIAe/noHsvxgaVj06/WIFgXo/nvYOzCHPp21fPCxnqk9NAskCZ9PJu6qiypVVmylj047pw4Y3PHgslqoOlahu5QdWc3r4qDkgeUuRc+Bu4iW+mwuLTed5Qa/ujTLW59qG739s6zltLD7p5M1rFDsX2hOwZCut9rTI64sqRcZh2guyAeE6auNFltFY7XpjhAz2aU6DzgzCSKFhnYhUJLjTaKVPvIyPDSqyN+7A1d3vsxySgv0NbFByfVimH+qeVqkCvh/EznASaozC/PXRRTTLXK5El2AUhKoFcC9fzYGkoJk0mRColSHmM3Xe8mfIwxTE212LJ5PXGU4N38itcQ1locfPwOHrrvJIiwPAkFS5XSwwV2sdTgRL4ZKIQD3lXAdlLxroNSkSiOTCl22JVlYkeOyxJZlSSq8LwTZJDw0L6Q935kgmGUbfOQJXQqzoljB67VklbV4e4M7tVgXpO4n0q7uAmfAvTjWrxkbqOzDQq0sKwqHR2el9IKiUwVWmi0UKSJohZo3vn2Dl9/IOTevQoTiCwJJIqNIJK1QC7H/HE3AZQDOQsux9lciKyMNvPJi2FAY4xeHFdjf+iyegXs+c9dEi5GLBsGw4RLL7uKV7z8RtrtLp7v+QS+j+8rPGXKonvnHyj/sWoNQZWtSyZ3M5TjW1uU+yqWEsYNKMs6cJfJXVBnj05AKWUuS8rnSiZ4wtqDh096/LePTDDfD0Dl4K6yd6m9De4wedcxWoux7XGo7sWT/+ApFbnD3OSJlDVkSZHCx+Tz661FKPP92s1YCl9ipM6agss6lVQYhPQQiWaukfBv3tHmF9+nOHRGgEgqUgUpSLRkZBf9vGrKfkZp/XElKVjd5NeIpvTERcnmuSmZ/1w41uFaQM/BXFELjoVYJdj86JaxQZoYhFAEfojnjfCE1Nm/mJLv45K3k1Ui1zFJUgJ8bZCvBnb+3lrSxN3QaCy4zDS4yvdMF+Xe6YVMcZ0TlbsmKV6YsNKH//SBST59a4PEr+puy97CgttxTcY75WXlu5dwqLyf++D5iXCTB08Tdq49zH0NwAOr0vgVRrfyJNUSW+RkEMLWjQth0KlG4+FJzRtePKQXt/mF/6pY6WfaLC/G1gKkR2IkQ+1KkhzQ2WeRNghVuVxx5IldVUwB6kJXj+lvUxzT1QNLpQvmsXxMUStuyt/JH1MDsbZfJwWk76UEofdE4OvP1JuzJKm7TVwuC9yGAydtXkgGqnUha9xLMJbFUqXHrSnrS1xnpLQApVwD3JnvnQeUtnk4RQlbBmuk5pO31fnq3XWSfIhhLk1QT8HeGbizA1ZxUcZtZOECurxXpMq4CF9DmuRAr0qUtTKc5XB6QwbsNeaKV4cG5WwvSY0dN+FpySufM+ANN/WROoE0AZOCjsEkoBOMNiQGRhpGWhAbiLUgMZAYsvHO5X739rl7F87vVO/55leptoC0QbIp3tcm+z1T/m71Z/nvm/J4GDBas3HTHDHqM3i1J4aJQNZbO3j0oTuPpWbmM43WBpRIKk2+tky0mkUsarDzem05FhS6e0bK8USNU0NS0dZuTbcpQe2CfJy5RVrKk8w5yf1ujebjt9R514cmOdP2M92d3/3M96bQ3mUzca7Dq9ZmwdrCYRBHg1aeFq/HBPpqXBcAZtV7YuxejnfLg8zxabSFXZjdTQbsvANIp3a2YRwrNk8Yfumn2rzp5X08LKjtPQO5sSCPDQxzkOsM5Jrsbp9boK4N5nLnuO8C6A5wU+f9tcC++v+BUZSwfdMc2+aan/nmrbceu3z3ZrtHTz78PQzyrTxMobfLpWFtWZLbgatNe8cOdNLwVS3uaG5RyhHpXkiiDC6lC26VIoUTVIqkfO6nHF+QfPRzTQ4cDqChHHBn8iS3BUUV0GsVVK1VHlswvJtidlAsxlhbjCN7LaA7UqXC5GvahXn6XhZ9j9JhcqHtfG+Ra3BhA05hJFp7xLHh4h0Jb39dl3sfDjgyL61UyaNDbb+k0R6JFAy1tfswmT+eNR+brLvBOifWKzeOJs+dFCOt/ShFKVsQ1RXRrIEvYUr7z9XnbiVhjrcoNgwiTRSnRFEKZJtQTU1txPPD3sTETLzkez5oxueEj2ttxkA8/nM3gVNo7yKwdDR3Af581p8L6Lx6UGdWYS5NcnBXZYqUCcqLOdcV/NafTvDle+pQV6XmzoLKXJqEMstaiuqkqlWj2JwDzxjYcQ7yqvKTp5beFWQXmc1iklSV3UvJstouzLW4rMwzFAgh0fnYtlyfC6vHU2zHSzrQvOb6EQff1uE3/1Bwvu+sQ/nMNSkwWpHITKdnQWQugvPAMi9KM9jJs0WgmUm7/AIwZLahcYYDSSvzCwIx5UfI7UOLt9WjJtzCeuX5bJhbF1+wbUuvPxgAWSzp+SE/8vJL/jSOlt9Xq4clk1YSLE5SRoxJDyc5Ml5Dkv87OUBzqeFmKKsety7Bnb8WOgNwBmZRet1SljLFUwmxMnzoE01+5+MtIlMGk8VdKkDgAT6m8LzdWSzVAZLVxE4+fgFRPdCrioFcYlgb12syugvqohkCZ24KpWXo9m2WEsbKEjPmrpSaXGXeeKbHheDnfrDHT7yxS02nVqZkOhwTZ4/pmnIlMYIklyYVXU42pKiUGK4sSYvJubnMcKRIocupyBSda/X8rh3pYiBODGGtzvxi+33XXHXxnzbqtZLB5zZdwu1f/yMQauT75yHtYl1OURz6ypXjJHLEGAjKbexc5i6ZvPj5Gt63yOpOxLgsKV7nAaV2spVJMZlK+JoHHw/4xK0NokTZhI7Tgpb3JxYpeVllbtcaHLcEx52A3EWpyJFcpowFmt+BwKuAz5yU3K7V2bBLy/TOxCn30eQD6ilGNBSjGnIJoyUCCndFCM9q3VTjhQlvemmfW+8JueexelEHXmySnH/InMmhSOP7mfzIKwqVKCWLEZbZEau98bxGPM94FjJlLBEkzGoSyWWxuwImiSEMAuZmW6P/+v/8PtdcdUnJ4AA7d+1h10VXfH1uJjkQ+LoCSLebpvCJnWSMkrkD4TJ/nlI3uGWtq3spq++PW3/lawfcjiSROaMHKQ8e8PnF90xx3+NhBu6MsWUOdIkQoqK9lcPe48N8qtV5ValS+LMVcK+WK98R2SV9VBgcUx12vIqpGSvAylnaZXFnxrgpWD0vrc23RvFIR4rrL435zXeucM3FQ4jSItDEZXWTQu6uGMvkkSkDzjRj5MRxVpKM6fOfFexsXNYutxWvvl8y9Pj/n/9+vtqNEsP0xq28/nWv4DWvfllxbAuAz268lvWbnyVHyaSMYmf+86rUeTX5opRe8+euK7JK6uQyRFQB7Tom7mupxpjbqTVRMkH5KZEW/MGnm9z5UB3tKbs45QkdUervPCXvduqoMedEOvissIkcG8s2zizlT74rcFeCzLH3jPv+mE1YTd+XJaR59707R8U445fTYnCQW0Ou0MaDWPKCa0b85Ot7BDKFJLWANo7D4oA81VWQR5mNGGegTh3Q5wNEXevQdULSihNUThKoAN0FvANunTG8J2HddJ0Ld21l944txXH1ygOsAY42p/acX1pc3q3Tfib0x2QIT/+6kCBOQFkmdwxuJlMKnf1MUyZ88gumZHEh9BhzpyWjeykp8Lt/3eITtzSIPOn0VrrSxDbaBmuxd353AF3xvQsQl7M7ql1P5bjS70aWrMJ6Dm4HzFVQ2wpP+7tuc3J2gk22f46wzcoi+3+EkXaJz8aumayfU2SuijAGofPAU+PFhje/bMATxz1+969aJKmgaMjU45RopxFHWXbVyLyOppxQrKCYIaGhGNBpRNa+Jt33HHfKVHdKLrKcrnyhlIkGw7qZFptnW7crKT6k02Q1g9cbE5w+fv9jM3M7jyqvYWfRjdWFVKRJpaRVVzzu6tySXKI4ryuOSM7ya2cnK7agWyWYae9Iw//86ybv+oMJTi86qXjpgtuDTA9WSmFFOViodH/WKKwqfl6tasNl7lUa/Tu3reUId73wEiDjDL9649bV7Wzl3XriuWcuKxKmHDmhSjY3Hmmq2DyT8ks/2eFn3tQllDGkrlwZY3KTMXkWeEZF8JkHoKVkcdna3jM2dwJKPR5UOsGoK1dW3bVhcqLO5ZdeeOKb377/ycnJ1moGB5id2wFwdt367Xr+9DlpW8eyK0HmgWY1wBxn7Op7JWML3La00gIUazC3FGOaXVidnfveMm9k8Ax/9eUGv/77k5xv+7adehVzl+ztV9i72l9ZBMIuqMcCzHHAFzfxN2fuNbHuoLpgcbK6lOxiyJlQm7I6r2gZM04BVlZHLtx7HnAa7KSpIvhU2QWtSCLDxqmUX/7HHRbakj//UrMaUVeY3GAnF0oibclaOwGnZep8pRRZ03JZN1L0bWa4MfnxNU/B6Fm9OKIsJdHYbqqLLtypL75ox9nxY1oBuOcFGKP/dRAMnjvZim5IEqvXckDnkgXWBnbV79Zj8qYsqFrtf+dSxE32pKVMERl7ixQpkiyo1Bw46/HXtzQ4v+hbv7uwAmUZYApZZizXYG9FVaJ8V2WxGarHwb5W+cmawP8uLZbVyR7KAixHpuT+uAV0KVm0EEgtrSetpa3PELmjLrPzIq1UMVayYAxpZNg4k/Lmlw2458GAg2czbUdaoqoAeX7tSZLsAjDSNmh4OP49JvPHRVknTu5521FvOehzsMsxoGOy+Zl5Z1DG/P1EMUi5Nwi8fy1ENYFTeRXUJrn73m9Fy8PNehQHgKCSWcw9bTkmVZzWsmrVn+NlO/52xTkpvGw95pLkv1+Cu9DdoebQWY//9LuT/PW3GlBzAZ1XCuZgz10TiumwBYNTWpvj1uB4NrP477iFiFv/LapJiOyX8vLaHNTVWu9qqr6a3BFVPZ6/Ln6nXMLLJFBVslSKsor7mC/uSpbsng4lb37hgF/5p212bYwyZyUt5UmR2s/f1xgzVr+iKYLO3FlJXHlSCSazrVqcINJ1VIrf1e4QJHu8ZqcDbrx+k354313R7MzkUzM4wNYLXkia9D96dvjkFengyEQlOFwzc5kv7aW/PZ61zJm56otrR67oikwRlYBSV6VJoDl8zuPfv2+Sj32tmVVGuQVUVc/blSbVgqrx9rMxOVKxA6vsPa7DXaZ2iVmMPXs60h5vpsV5bhypYpzftQFmxug6T9c73rjOwl+RsXUmU4rsZj4yAlV+t7LlFyEMb39lH1/BL71/ksPnQvCdz+fqJWFAehgsSPP0fB5w5urLBsMmm61imV5lTC6zJTGvMpROC5vL7kWAKWw148U7NnZe8OyrPzo50Vh1XOX4G7t3zDDTmP/DC3Y/e8kYUSzlT8vYomRkN2vpvp+DfDyALO5FPffTgDu04P6l90/yV19toGVeIejWmORgt4LaIxvgI1YndSr1M8WBWzvRM87aq4qtigvgf0+Nr0rPVyQJqwNK3CxmbhPmHvl4UFqtPCyKsYxjIWaZTm0UaSpBC97yigG/9s/b7NywFpOPZT+1DT61sew9MhA5AahbgZizueuhuwVWBas77O0yfD7W+aYXXL+094mVPxRq3arj6a11kOuTF2JEI/LDFp5YLNi4tA3XymS6LD8WYIrSS7fBpq4EmhXmztLyYgzcnq85dErxb94/yadubZBUEjhj6fislb8shS1tQUkZMI/Xm+RJnkpASW4DjrGzw9yVn1V0+t8E2E4wmb12W9hKY7zMchpDUcdtsiIonV2A8YRXUgAAKYhJREFUbkpf5A3Fwj4aIdGagsmtlrePOvcebe88kKBEyg+9fICv4BffP8WRM8Fq5ORZzyzwBIlG2trsTLbnWlxnv6G00xxhRNGVn++tmevwylyVvHHCQKING+YmuWzPtmiX4327N7nWm6LRHHhy6R27dm/ph37fqR1x/Wo3sePeq0yvCtCaIngsZUk6Bu50TXArpcGHj36lyee/0SAxY7XdrkwRY4GlLKXJeDBZGb6/llMyLk8qLL6Gm1I5iN8tsNfW4MXzSpbTGW/s4KrQ4DgsXrC6cOzCsdoUZ0qtdhJBxmT2oVH2earwheH7Xjzg7a/oZx0FY0yes7kpNbnV5ZZ1oyz7GZmypnw8A5qaPOspVtWl5N+nqHcxgpV+yrbde/qnF/rvaDabg7WO75oMPjj5OeMHE4c00wcTXbvKk1ZjrZnoKRg9S+ZQ1pnkzF0O2NS4mrtwWgqQm1J/iyQrotJoT/D522r82RcbDFJlSwBXsfZqcAdrSJPxGSfjgF8tR9a4j1klbpLH1eJPewHkQB7X3MZh5Oy9aomsqCSBqvfcGrR6u6xdKUto87mBInNXyoSQySSLQWhDZkKSZ3rSWNMIND/86h4PPOHxxTsapIoyEbRWerb4noJU2G1LTHZ0tLF1MR7W2lTCZJWG2XcW+QALU9an5MfVCMDQqntsmGkeXOmNDn3wz29Z4y8/BYMbI1k49e1zOu39k5nZLUapaDVz57JDVANEOabJRZHscXW1KRyTshun3HEhrzFRSpN68IU7a/z7907x+OFwDNzZiCgX4BlYV0kTxzV5ygKqtQAtxNjvrHZTGHNJvqubWf16VYLHOMqEtW3Dte/fORlUdP/kXT86r0K0OtwYR4trRWo80khy+a6Yd/1Cm1c9b4CX6iwRNJYMKp7n1YhWMJvMVRlm2jwxtlOocFlM1kxhxnU4q5I9/UizY9cFZqk7/Cef/NI955Rc+zCvyeBz21/LoP0kfjiVLpy6k+WFw4ShBTUFi6+dkq9o8IKpS9ALh7ldmSKK52nxXuIJvnB7jV953ySPHg5tAXelvsRN7FjxXLgm4z2WIp+/4rA1VLT407kn4+z89I8O0v8GUqVEMo7fXe64UMgUZzhQBfxF4odiTmCF0bHaG6ERmUQRWTezyJI/GtuvJ7QjiqTNFgoJjBKu3hnx6z/fRkr44u01EgHFzEIcV0WosW8pM1VfZms9Y3tideaTS2H3BSrcFcrvldeG25VY87qXXstrb35OOr/Y5rrLd3z3AAcwcjMqaB4ZJeGHa/WpH/flgi3K4TsHl2vZg2WCJ3XkiV4T3EpqdGAP3i+9d5JHj7jgznW357C3LPxmL2tMUaweuyaz9+WYTBlv1lgT1E/H2N8psPwbBp0FiztSaFXnPWJNiZIP3smH6IvCLgQhy+xmLlnshSAKqZJfLfZ5ljnUUMyYzUB+7YUR7/qFFYwxfOH2BtrnKfSA+60kheQpZEqWjURkwWcmVbKgU5qy1FZk4yGGiWb7xmlaofjw9o3TR2Ya6in/6lN+pEarxR13f3P+xPK6T6/oPcRp5DTdVm3ACmOP34UFr8ibFormBRtMusFlDm58wWe/Xeffv3eSvUeCKrhRDrC90hKkdE2K5ouCuddI5jiglQ64pYtbISqgHvezV+nsyu9+ZxBXwPx0CR8H1HlCey1pkpfPllWHjkRxEkHju7YVAWj2vtvXaaWLKuzEvPpQjwRX7ox51zs7vO6FA0SSZt5dusbdrV/JAlBtV6EkC0Dzstui5zN7ne/wnGYrVqrBqJTvf9UuXnDd5KcfeOib8xOTk095nJ+SwQEWBltYNhd9abe857e6o20/X0+XqIV5U8LajC2EzoCiHQbXYyn6zArMmd0FdwCf/naNX3rPFPuO+ZhAPo0VmAPdDg71Mt1dNBDnKXncKVVVoK+SJ6zB1gWYDeMDfyp9mO4FINz31wa3+0ZGTqulyth71Zkp9nX564aqZ+6AXBt01hc5nvEUxc5QlHuSZSxubUOJQKKzpF6q7V8Uo4Srdka8650rAHz2tjrGp5z5UHzozOUq3jLZQbGSJc0kS0qeR7JNHipP32MZHWkIZcJlO6aYaNR+a9fuG74Ee5+WSJ4W4K9/yR6OHD7Ql+r1j66c1pEafev/396Xh9lR1Wm/51TV3Xvf0+l0Z+8kEGgwBhBERRQGBWRV+UZ01HHhGZTvYRxcEGFEx+9xFBB0UGCEmXFHYHCEj0WRxUBCkEASstFJOkunO93pve9SVed8f1SdqnNO1e1sHRLwO8+T3Lq13dt13/rV+3t/y0lYpqtGvQg8Sww5sSq05mKZkJCqyEEcrzuW51Byk+D3f07ha7dVYt12y+tfHARtyqkmoVMpWq+p3DteGVHbDEt0JMbZDJOpVKjK1rocHz+4QTxnjPuLkPNPdPlQ/AKSJq7Ua6rqi8hTkYsmSAByj4vLgOegfsoJBygL6Qvz7YqfZktLLo6bZePmq0fhMo5HV6TBZHWFM+93CnRyQKjiQi/31pBgrdjC/TRhEc20HQJuEnQtmVf6yHnvXdu9tXty7pzjpryiU7ImALCSdXjx/878CbHMe0dKFixz0p9RQaMhQQNNGcBMlQapKx3j55UQx5cCgf9ZkcJ1t1Ri7dZECO4yUqAHejWgEwRyiFRnCcnJ9LdHgK6t88BLNOtdXv9WaInmX04pE8a859q2MH2WaLRFtdSKnKjlpYTWWuRxyHksYf2m2M/lUmotNyC3n2DcAGeh2sKYAVYEju8o4V++OIZzTy3AEOoKk2mJ0Mqd6PugNCfUzEscKDHA5gQ2J8i7BCOOiwULk6hrTt/b2DT/J8311fs1GfsFeOuMGix+1wYkqt77/N6JWQODYxYAuTJelKmFiogRB2opWUqAmxAXRpLDSRA88nwa1//A59w6uGmMHOjPdiVyvE1o/bzlzlQyMOWG/kIVImWUFB+lehWPDORYAB+qXKgsE/UGENY7CNFLgksAbMHFw/URLq6AO5qg5QV6RDUQDecFkiqB5BB/ENr3Qf7NfxjFOafmYdqupwlyiZezOLAzaRsLRBiHw2s25IMeHGiudHDm8VUDn7xw2fN9vS8iW1mH/Y39AhwAOud3YlN3zz00855VY4U2X7Lxg68S95YjmwrISZgtKIObJoDdQyZ+9XgaX7mlEmu2xIFb59wic1DO8Y4pHoaQL0MwK4UNUC0yYqxzJMFK4t2R46DeCDrS92vJJdOtJF5p2rdMzOXaTYbQenv8RrLkQLAsLLZe4xk4mHrGoYh4cqnczY9ysqBgIgT5ifNK+NYXRnHp2ZNoqbVBApALoDtRoGvRTyGJuhLQOedY2l6NC85ctmrXju57mloWH5D9MA9oLwCnLJ0L8NLt43tSJ4JNtJimBdcNZUO5UQ8hrpT7LTuZbrCOJoGte0xc/6MKPL0yhZ37zBgpUFJOIIHcr400EDqWhpAGY7IE9VK0iBwYWSdNKR0AWZuDR1JVVPTqc/XEIFxTS2Qnsyz4y9ERqc+b3uJNFA4ILVyx9goX924AxigIccE48RxL6ueoiCcC9YDGmG8XKUJuLV4LLo7vKOE7147iqReS+PqPKrzclYT4Q30pjsP/gqp8GF4cT4/nABzGQEkeDp3Ri8SC262khQMdB2TBAaC+aRYKjvsYr7q8r2doIcAJHMeAN42EyC4Mi4OpVD8Z1FH6AKcJD9xfuq0Sv3osg52DZjT8TmO4twC5D+wE8e7QgJpQlYMHBQxyWZoAMqK6t27F9fwUFcbyeoIpKUs55PL4VUpEU2je/tkjnFz8U8CvZxLCb/NQrrzNt9QgQTV+WIEfWvDQshsKJw8suP/KS0BbrYMPv38S37l6FB3NJZ+u6PTEUd8HJXEu4BdMZA0gyRjOP6VypKoSV3759kcf6VzYfkCXGDgICw4A2foF7rbt/VfuHj/loZF9Ix3zW20Y6bxfuOCVkYVSYWi5PTXFD9sngO4+E1/9YSUe+mMGDkh5WhJYbpmLe8AL02C1Vsc+eOXayrCwIcq3RQW9Cv54xzGw7hLKw2NJ1GofHOSjfNy3wBFnVKczIhMvOEwtSPa6SHHfUiPCx70byd8vsNy+dZcTuHzLTak3bUrUgvPwfdGFaXJ86N15OA7BV++oxLY+E7DElyd+JiSkk4hHGQcIBYWBSoOhc56Nqy5ftnfRvMaV+4bz/JEfH/glPWALDgBPPvVnnl3V9UqK0ktS6YUlx3WQStjIpopIJUowDRtiwieDak6lwUGTBN17LHzl9kr84rEMHCJmvSpjuan8L3QqQzmQK4XEymwMUK1zAOQyFEXJ546x2rGO5n7weyhSoUazFVDruSjeehJDXaJURM0fJxrvlht7IrDcQi0JrbwaAOJ6MEjj5NwBTM7wkfdN4lv/MIKOZtuTRuRMRLkqiNkAtwG7CBQLcB0Xjutg8dz20uAg+XDTzM+NtDRVH9T1PCgLfsk578CubSvQRWt7DQcvpeyXThkYGsWrW4H5M2001IiOiwh0bwIOYnDYnGLFKwnc9dssfvlExgctUdURuVghkvbkASsoPwsqc0Jnspz1lhs9Ku3YJBTqFlzOQ1EbbIYgly15WYpyAChXKQlB0IxPTo9VLHmod4tql+A84kTEs4ShPo6gpURQoOzzc2H+PZ7u3xBSLgs4AYU38Syh3o1A/AxFKkL9jKoW3H8lrgvKOS4/K4+SQ3D3bzN44bUESq4BGJLyzT1zTsDRUuNgzkyO7t4UYDRi9oIlLy2Yv6D3sT/8EtUNyw8K4IdiZMALTwHJinf1bHn2j1/+7qN48NlKfOidI7jtC4OozngXKWhabgBFRvHvD2fwzbty6B02vTSaOHAHAZ1oxiCRrHeChMlUauN6aZlqMxQH81FKTqg0J2U46ZQXFVVkRl+x8dYTZT/D306oqH5Sl8U2IziH2IbIXJnBMuXBPqIfOyX+/KJE7s8u3qs926N1s0DY/i4mnz+otpLkX6WMkGvKmJYxGmSVsiD1WVbOPNEB4JRg97CBf/5JDj/9XRYl17+AwqBxoCZr47ZrhnHB6Q5+9UcL/fbf4vglZ7w7nx996rJzTj5orB6UBQ9Gcg6AGZv6xrff72DBxRR5DI7ZcJwhEOI5CCAATQC2S/HjBzO4+a4K9A8ZfmsHkdSig1vTu6kX0JHBHQR0YmiJOjOD5kQijCDHBm00eiJWKR1NY3JRuLROVl5kGxJnRfhU1iVisb3ziGQqhYqQ8Bh5nZqMxf0KIU8jJ4Y2TTgA0RTIK5nxayepvN2z0pR6k616C95HUyo/gYKAZ7AgjqHgmFnv4KbPjsEygTvvz8IpUcByffGAwDQpqnMJjI1msbCtEXOzNfe3zp63qTCx95CgahzKQTfe+H186sqWsUVzi88N9qfnLJrJOj9xziDmtk564XcKEErQ02/hzgey+Nf7cugblgsVaBlwGxFwy7w7IagJ1WZkIACVLTmVbgAJ+KSM9dYtdRAMoj7ApffUlyj113DOeq+ogMrrCNGWNf+ARG86qt+EunPs301UOyeF9hmInieS+y5oW8zNH97x4QFhUyPtFtV2lRyb0G9xgYoM0LXYAQHQ00cxOiFkR4qCncT6nnpYaAM3Fzy4bpd59dbu1bsveN/phwTwQ7PgANrmfA5796zZdekFydWje35+YZINI28D1CCwksDzaxO48Y4KPPNqAhMl6uWxBpZbavMQB24SglsopGrylJemE6TAxoTglR+LSj8+4n94kCm2yT+2tE3+YbWFgyN/MeY8oiLKyVV+9Yt4gsj5KKLpjx7dFBO2hjkp/meQmH39xCxw+L28/drJwFHlUjs5Eioq/hemDAhEFkld8XrOu2A2R3OVg+s/PYYzTynhxttzWLkuASPFkUxwbOoh+MvOTpx93gdWzy2Udi3rOrCgzrQCHADqmxoAtHxv1dpFc/7z4bGP58c3kZv/fh+G8gT/9P1KPPtyElxIHJHqGzmfJC5L0LtAIlJpIdp2zT9DYN3k5CqqAVUOy+vA9fCtcRPpNepYhhvkmymC6wMBuZ5YRWK2aetDRzLeqZTbTIh9hEJCBKDFrG3ci4ISHtIKMQ+lR4lk+TCUBynzCyHgTSAslBYfxTEgB8B4AHI4HDmT4dzlBWQTHNf9awWG8gQ3fLKAhtoFPFvX+tPKhrnfM0YHDgeih5j0Jo17H3wSDufJ5pz5xx2v33Hq8HgfHns+gz+sTHr6doAq3xYroff4angQb4q5IJijOZNyvrceuaSSuqJz8sC5k2iKuPcoITHUxY+Y0pDCEOr1wA4rg0jofPrLhBDNGSWSoyo7rIgsh5/FpfVc2k8Uc4dUTHn1ez+KeUhlZ5P49E6f3U6eOoZo20TPdqXNnlhWettwP++fK04oEQ6n1i2BEm92P0IISJLg8ZVJPPpcAjZpdD57+RX/tWA2+Yzropiq/sBh4fOwLDgAXHnhWRifzBcLxeKfnlh5RtcLq59JnX/aINZtS6Jvn+nNlCvuJT2fpAy4CaDo24bCqdU+3iqXjelQBYSyYIyTKXPKcpw1MAURjhmuPxhzwfezTaEnsWF8uaCYh7RFohpEWG/J2SQQDqfkjHL4lhc+JdG1di/7EPBytD2/0V8OEsKo73gaoHB9i+05oZR4ltz/cH9OWeZ/R89Q9PYRPL4igw+extHUOnuH6278/LZdy4rzO888XHgePsABIJdJY9VrI9efd9YH3Hceb/5jjjyQqKtJo2/AAFDwuUQ5YJcHt0lCqU+Umsl53jKnjuR9QwMrtAQrRAGtYSh4CUCuUYWgAFldXUZN8U/BpfNBBbJPqlU6Iq2WlQplXy6dV4p+BjWdUAEt+pAwwZkDGsPD4+Dp5kGDT5CAalBQcC7oCvOjhcQr1CGGH+kMSLdHV+AdKwouxNMJxMKegQRWrK3E4oXvLp36nnf9LJmuLxHSNB3QnB6AA8DbOicdYPY3B/vbnX/7j1nXj0xY9POX7sPs5iHc8pscdg1aU6S9hqZSzhA0/bYCgRQoLSu8WwJZpNYSkvWeQk0A9JuDKMiNWHlxjPg/xtGcUgrURpxVD0HrWWglfC8BVTiQCogDx1DaTw7Vi/P5Hx4Am4RAFym7nAGMUlDC/HMIJxMSyCk48dNdGQWl3C9w9og4EVVAxIBJHOzYa+KW31SioyGHs0+iOOf0WuamFn/bJYv/ZfXafc7+rteBjmkDOCEt2LTl1UJlxcIHupZ+5LqPDjxpXXzmCO2c4+LnT7rYNUDhFQpbIbD9CaEECgwip79GuXUg1SFMnoqUoUlgjZPa9AimWKFbdj1cT3QAx9ASErP5YAZXrC+UMrbwn+Y8Shaci7AmkcragsikBnbfGjP/3gnO5zufXt96X3khnhDCfW2cgYJyFt4fjIL5XiX1kAzGDVAwr+QN6tMOJsWeYYo7Hm7CwsYcErQS81uzNz7+6jPf7d35dOH6a26YLlhOH8ABoLn5OGSz2DirrX7pZe9/5qNt9eTru/cyMlmyACMJ0KSkoMikVgW3EpEkEqCl5YgsSDTLDukjZPBCPoZEQTwFuOPC++EgkXVE+g6xYNboSrgxPEamHoLHCm5NfNMbVJyLCvQghO9FlFXr7vN2AWwuARgevwYX4CYBJRI3GJOkQ2WOKhn88DgJ85t+cuZ9H5FbbjoMGctBW3URDpmJ1b0zvnPXhdnvOHaxeMXHPjedkJxegFfmCAAUBrd8dVPtuwZuWv9SZ+utDxqf2roHoIksiGGASRdNAElwbmG5TQ3cCu9WnErVgYxSj+i2WNBLzmRATyDvp5ppmZaUtdTK+aYe+wW6IhcKky107HjLL7+KfYO+hlB1bxnAgdQoIpkItzP4gU5KfKBL6wkJwM9AJIPil4f4rSc4AMYMzKwbx42fGp8YMU4ZuOicc9Z3FwrFKz5WNZ1wBDDNABejbt7NeH3nGEs3J17+XxfcObpq4yuVvf1eEeuEC+RZKN0KOdCE5EQiDPDIc+XIOd1K0Ea30IjurzGSUA3Rnck4YGr0BygD2sOgJ8GQrbe0KrDKCFUOEuwXgl5kX3EShvYJJ/4NImZSCLcxHlpv7t/MIaUhAVf3hZTg5oCgMuC+xO1zcmHBtb+JcwKXUdiOhQlGsWcojc17Zj/19S+df4EBwHYTRwKKB5cuezBj7swKzMzcd8fbFqVuOOuE9tGuNoasyQO5isrgJp5aYkKOWiLIEvQALRcz+ACWJ27VLbUoEYhYdZWeyPsAIfBjUUrU7XHHhyc5wMG1V0iAhpDqYvYXb3n4GvBtf7+44mTd2fQOlguVxfnCAE+0eFlr6hnZLh/j3xD+dSqULLy6pQqjxRNGrcxJT9z8g1+4hBA3YR6WWSg7jhjAASBR82k88nTrrWcsW/y1j1/UMJHLFuEwGy7jATUR1lpU5ug1lHFN6uXciYj0B422IEYlIYBoJqo7iVHqEk2WUrCscQv17YH/aCrglBcNxNI/yQuVLXuoT6vnUmeIUEEt55ozGciRfUlwQwTzbyKuUsh7xgoebxguLLOIweEi1u1qm0hkT/zaOSfX3XrD1R85khA8MhRFHhed08eRtn7Uu63V/twYbrvndxus1d31SKSNAEiGxK3l3JJy7R5iNW+CIHqn0JIYzu2tJgqQFUkwZjmivujLiIGzRnmCIYfntWNlaVEO0QuHMThI49xElhIDDi44t6i7DPO9ZQdV8HMG+DkjXGI7vibOwqxBBm9aQkF7PFkw6KLivRKpFwshSCVsvLDRxqbe422anX3to2vIXRlzZKqY17SMI2rBAYBk/g77eqqdlo633b144eyrlsxfbFdbHBkaNpAUlljJMxEZfJDaqiEEsFISIfFtoAwlgQzWEG5x/B3y/sofo9Eaad9gpb5uip8w1r6XoSBik26JBdJVC44AucF63frL6wU14d4ViLXukOkNiRyrtJsQBRS+k+84FoZHU6iu6bJrGhZctXPk7Ltbayudm6657EjD79DSZQ92/J9bfo6WhR9kHUuWrBkboH2LZzpnTxT6zZ37PL005WfSypbcQMjBDcm6R3p7i/dyzgZkix49hoj8EX29yCMJlsN8FDXVVVsXpNGSMvvRmHPEPIG0J4USoIrZD4g5h1B3gvMQZVvoaxDtJiWBXxHkvfsCuaowQfU/tN9a7EspR8J0YdAi1nSnMJjvKs6fvejqhScsuPuUOa847z/r3DcCekfegovx2Y+ehw2rdriXvvfqO89Y3nbt4vkt4zPrJmEQB0kDSFJVQVHL0NRMQTXPRFqGBg5MARKo63XqIf/QQMz5tB8U6uHBkGnIlIPri/FermypAYmf6+vFeSLRSlUiDCyytI3JFhuqpZdrN8OniVTrySgcx4DjmHCZi74RgkzFjHE3Mfva1gX/eOfY7r1u29yL3gjIlb2KR3Q8/MjP0Vpfi0LJ/sLoZP+NN/3b5qrRgVG4MFCwvW8kB3dkmdCQVRVpvZfqoioqupVXrLd0rLpPaNll600la04VK08kRScsdAisvsgcJFT6PDWbUPl8pfgCkQINoRwp/c5J+OQiQXlamDFIlH1FlqBkQJRZ9OT3wqBwdR959g5lJg8OUaZYsi2UbIJEEhOPrGl/bmFH1yOOY9ySzY3i3Pd99A3F2xF3MvXxwXM9r3lwlN1qO457Zte9XZs2rr/iudfySWImkQw616qPXwrJeVTWh4qKwp+lfSFvExt4nGISnkCx7sFK6VyyFdc+Nxg8bqU6ym3iCB+vsg4eiXIidCaJ712GASAv2ikKIGQNnCDMVRFPBqK89+eXJ1D2CeR2aE8M4h1vmS5Mo4ie/rZSY0PjrecvN29YtPyCacstOdjxhlEUfdRVUuzc+urtn/rwGdddecUH8jNmpFBwiwDCnO2p/lENhHERS5mnys6lDNCQnoTb4nilHN6PKiNkCgyX38L3s57r/EZEHbmmj/P4YwMA+n93OL+PBFZJgmQR7VqW/zRHM3Aww+ZBXpBoEjY3mEuz3/7Tmvp/XrEWRw3cwFGw4PJY2nUSLIKRqrqmy0588s+nZRPj3xjaOw6b0UCm8i9zJEQf8mTVOsc3nCh/o0RuBLE/iGrVAZSz2uUGmWKjFoWPPZEoRwuSoSCijf52Hr5XgkMQN7MoM+MKNw+j/d7B3Dfvor0bEfKipNSEUiEPJogSuS8G4WCcYnzShJFoYVbNhfaCExf/ZsHxY4VFnVO3Nz7S46gCPOGVuZeu+sotjz//4pZnvvHFT5Cebd1f//PLz5PXtpkgjCoZgUGqLGQHk2uqASIUI07SI9JNEryXjo/VuLl8TBn06tzoAIcAZzzQZYoiJUtBC8fDAx8BV8APX4v2iUhQigZwWTr3sxcFhZGdXb8qH363LAZwGt51hZKDjTsszJlzBp/R3n7TBG//dbZmVjez3ygklR9HFeBi3PGtL6K/f7CQqa795uRAq1lVO/6l/O+3W/17C8jbFKbBI04lfHBHQvXQMBpYYaKCXOHgKj2JtoeIg7REhpUTk7j7Y8ohW3O5mU/kHvFzRELQQlnmQNDYR+bISjq5xN/FZ4OIOYBCMAv+Lb6dKH6AX2tpEMA0OMbzJkquVbRyrQO5hjPubW6fe3N+csTJZA/uBj9S46hxcH00NtYhw/c6DS37rj/7PR/73v/+9IWr3r28slRw83BdDtMI6xU9YIb2RXcq5chkxGJHnEcE55nqvX4+CH1Y4ubT9ZPqvQcRvg0QGqHgXF0WjqE4X1zo3nuVeHlM7koYMCLBRKwO8/IIHTaCbUNNTrb+4l8kUxULUpnab2x6vc/JZKun6Uoc/jgmLLgYNNkIAHx87wPXtZ+WSna2L/1hTV33lU89O2zkJ0cBYkb0XwFqKoE2wr816KmWXVofo6ToFEcJwMScezqHrlaI7x0s+8AT8pxi9Yl8Dl9dkSx1oLuQkJ+Lz2LwpExvPQvOLZzMQp6DkGoMOR3uiHHSfc9srf68RbqK58+uPWLX4lDHsfEciRmc7QJIuqqvr/+qO+954qQN3X0Xb+jei0yCwGUmODhMg8OkquoCyIqHqn1H9HHR2EffJunbkWOp2tQn1MqJtr/0Pu58UiV9rH6vaORcXUe5tj9XdXEaHkOC2S4krVw6RmjYaiDMP5/BYBkMhsHBuYFiiSGVKKHEZ4BYbfc3zD7rJTPVdAdz8iOdcxqPNmRixzELcDF++ev/hgFnZsGovnXH7n0XbV63GpnELqzYkEOCUKQsHgBc/oPCkDFAIXWnioCJhEEYRAFOiXysHtiJAv1wAR4HdqK1xpDfKykKlEvnUAM6RL4BRPAG8jEh6REgNwyOVMIFpQU8/TLF3JnNOO3UJaBWw283b3W/kM1g58nL35iQ+6GOY4qixI3LLz0fuwbHdhrUuGZ7z+4fnLYk/W1WfGbZsxtHaMJgJGkJjqhx0eBxTTTu7I04Ll4u2BM9phzlISD6Bx3gEN9dOJuqZKnuRwJlA8HsDF7hsVBKtICOn/SkfqDveWqfFYTnGfFmNeMcyaTDXx9awJZ2nbyqumnulzMVzd3N7WwnIcceJdHHMQ9wAGitqwCAnn39m3rQMueSzZt3t1z5obpf9fZsmr1uY49XvS2cpVDfioxIolKZB9hUDmg5/JKpTrC/weNOonJwGfiRDlhiZ1lZCVcpCk2wXrmBBYf3riHjBK7LUXI4mDkbc2e3bVuyp3hZdV1H7/otfNeyk6oP+bd8o8cxT1H08T9PvIS/OasLQ0NDS9dt2fXvd973u6YMH2vd3TeEkgNQaqDk+AUVhtfCOOwjruZ1BHQBKviD7lMKPydBB6yAD4tgULBeyyLEAVIU6fNDWqLTFk0qJVz5ewJKIk/XItewKl2w1HbLpsFAAJRsCsYZbAeAUY/WZrKro/P8vmS24xOjyepXqsdXovIg+3Mf7fGmAzgAuE4J1LAIhtbyDf2pv9m5c9sXt2xZcdxrm/It/YPjWLfdRl3OQCqht1mTea+Wtooy/Luscwm/k6y8r/oeOACA+79CHBeXv7fKpSVHUObhinMZk30pgVvwcIN6PLsiM461r2eRztXCRq63c+Hytc3Nbbc882Lt7y++sIYw2+aZ9JGpmzyS400JcH2UJl4BgE8+9oeN7+jpH7rk3oe2VCSdUaST3iSmlumpLWEvQG067nIAjwEmjYA63IZpADiJAbqilMjWnfKIBReWPlRFeHB+GeCmwZEwOUo2RzJRQkcbsLnvuDFGWn4zY/aS5wDcvWxp59H+aQ97vCUALsbugVGrr3/4yp898KfjKhP21YWx9WRD9z7k80kkLK+2w6Bi5gUoXF0GZthMEwotUa06CfuHA36XMq0QAgcG8EiODCAa7EaUEn0i2/Cm5SpV8f8u8SdSyr0GpoaXe0KJi9HJMYwVGnD62xfwhjp2W9Oss9Zaqdp7Ca05BoLs0zPeUgAHgGdXd4OaiZqJ4f53zKzffXHvXvLxda+s48//pYfs3WcjmzaRSRkwKGA7HK7f4SDUjwHTIFBzw6P531E50LucMvcOnwIq8NWKIURkyohPoINc4+Lh95Y7yXp/l+t6aohhAOmEA8soYXTSRInM4osWd5K+Ifz01BPq75/RXv8cK9hDRvrNb7Xl8ZYDuBicOwBI0/DQ8KyXV/2Obtmd/MnewYn56zdsSVUkCyg4HINDDpJWqC4YBoFlAKbpz60D1arrHFvm5cpFVY6hGoDVwBLV9PDoeeTtKsA9Sx0GdyyTeXTM8OQUlwNJy8HeIcB2EpjfkURjy9wCQ27zyrWFT19y4Xksmanp4Zz31VQeM1kb0zresgCXx+N/WAHXcRvSuezcimz2P1hhp/XwUy9Wr9/QX5WAjbFJB6USQzZFkUkZSFhEkeMM6k0iJXN20fdbrPfSSYWu7E9QRQkopRr9iAe4HKxi2lPFkAAu1huG1zOdEH/WBgIkLYZ00kU6acNxDeQLBnI5BodWj9Q1nzl84nEz7FJx4m8LhcLrlBp7Z815+9H+aY74+KsAOAAM7BsBCCGcIV0aeLpUSJ7wme2vr/27v2zY42SSxRNefrUn6RRKsO1J5DIWXBcYn3RhmhTpJIVpeMTW9QsWDYPAMglM02t/wRiH7XjNJikhME0C06DKkwAywP2rb1DANADT9DL0GAdsB3CYx89NE0hYHpg5CFzXOy5hciQtr8n82ASB7VLkMi5qqpLI5iiMzOxizrLXuEaH2XXiknt+9uCaOz/zsXcmOOd5zsETyaqj/ZO8IeOvBuDy2NXbB8MwsWXjS3jH6V0J27a/u2799sbeXd2tfXvzpycMhpHhTVi51gGzHRiUobbSgmFSDI4wMJcjnaLIpEykfT5fLDGMjtuwXQ7ToEinKBKWESQtCUCHFet+WRoBkhaQSQGWyWE7BMPjBMWiC8MgyKQIsmkgk2JgDNi9l4FxhtpKjsqsgcoKgrXbksimcxtaGlO0pr5toG1W24501dx+kMS1u7e8UFq+/GQ4joPKqoajfenf8PGmiGRO92htUZqrlwBc7Tp5LD1u6SKOxMfz47vZSO8AJhwj2VjX/Pc7e/dl25stFPM78OQLfRgdS6K+ykA6SVGZBXIZF5t6XOwecMFBUFMBZDMGcmkClwH5Ig9mXxP9ASkF8gUOlzFYpoFsmqE658BxGSYLDrbtJsilTFimCXAXuVQJA+NFjDlNmN3ajJlNDMlU7YTj7PnxGDLu8q63P3n2mUsNx2U9AF7NpFNH+zIfE+OvEuBxwzDTAPAagH8CgKGBbbjqk0ZieCS/+tUNvZnmOmK7zowLmzv4BSOjCSRMjtc3r8PMhnE0Nw7hL9sIjFQSNbkR7NhlormWo7HGwYbtDgaHk2hvNpFKuti+hyGdMNHeAjCWx4btgEXTqGnPY7Tgoq2pAsyw8fzGNCwrhcaGGpzUdRxyWY7BCQczhsyHqrO5B1vqYRGreZIh/et5i5zSkkVzjvYlPCbH/wd4mVFT3wF41v2/AGB0dBTg+FOnxX7oOJQVizaGBntRWWmjvpbASibQUJchp5667PtrXhnoPGFhwk2nJ7FliGNhcxqLOgy0NAzhoWdMtNTksKgDqK4aQsMrFtJWBRYtGjfMbN2Gnu5N11RU2JzRJAwrhdraWiw+/hQYlolWBzRh0M0A35rNVhztS/SmGH+VHPxIjSdf2AzHcedufG19+oQ5JibtAlauB+a1JDFvJkX7zD7c92gKHfVVmNdGMK9tEC+sMzGZr8LJi8YxY86CPKHG64SccLT/lLfM+H9qOit2NA9czQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTozNToxMi0wNTowMG5WNcsAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MzU6MTItMDU6MDAfC413AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 104250000
{'hecke_orbit_code': 755981353060, 'n': 1, 'trace_an': 344}
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id: 104250001
{'hecke_orbit_code': 755981353060, 'n': 2, 'trace_an': -8}
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id: 104250002
{'hecke_orbit_code': 755981353060, 'n': 3, 'trace_an': 0}
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id: 104250003
{'hecke_orbit_code': 755981353060, 'n': 4, 'trace_an': -10}
-
id: 104250004
{'hecke_orbit_code': 755981353060, 'n': 5, 'trace_an': -16}
-
id: 104250005
{'hecke_orbit_code': 755981353060, 'n': 6, 'trace_an': -6}
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id: 104250006
{'hecke_orbit_code': 755981353060, 'n': 7, 'trace_an': 0}
-
id: 104250007
{'hecke_orbit_code': 755981353060, 'n': 8, 'trace_an': 34}
-
id: 104250008
{'hecke_orbit_code': 755981353060, 'n': 9, 'trace_an': -20}
-
id: 104250009
{'hecke_orbit_code': 755981353060, 'n': 10, 'trace_an': 64}
-
id: 104250010
{'hecke_orbit_code': 755981353060, 'n': 11, 'trace_an': 0}
-
id: 104250011
{'hecke_orbit_code': 755981353060, 'n': 12, 'trace_an': 70}
-
id: 104250012
{'hecke_orbit_code': 755981353060, 'n': 13, 'trace_an': -62}
-
id: 104250013
{'hecke_orbit_code': 755981353060, 'n': 14, 'trace_an': -10}
-
id: 104250014
{'hecke_orbit_code': 755981353060, 'n': 15, 'trace_an': 0}
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id: 104250015
{'hecke_orbit_code': 755981353060, 'n': 16, 'trace_an': -6}
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id: 104250016
{'hecke_orbit_code': 755981353060, 'n': 17, 'trace_an': 114}
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id: 104250017
{'hecke_orbit_code': 755981353060, 'n': 18, 'trace_an': -316}
-
id: 104250018
{'hecke_orbit_code': 755981353060, 'n': 19, 'trace_an': 0}
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id: 104250019
{'hecke_orbit_code': 755981353060, 'n': 20, 'trace_an': -326}
-
id: 104250020
{'hecke_orbit_code': 755981353060, 'n': 21, 'trace_an': -12}
-
id: 104250021
{'hecke_orbit_code': 755981353060, 'n': 22, 'trace_an': -370}
-
id: 104250022
{'hecke_orbit_code': 755981353060, 'n': 23, 'trace_an': 0}
-
id: 104250023
{'hecke_orbit_code': 755981353060, 'n': 24, 'trace_an': 0}
-
id: 104250024
{'hecke_orbit_code': 755981353060, 'n': 25, 'trace_an': -126}
-
id: 104250025
{'hecke_orbit_code': 755981353060, 'n': 26, 'trace_an': -16}
-
id: 104250026
{'hecke_orbit_code': 755981353060, 'n': 27, 'trace_an': 0}
-
id: 104250027
{'hecke_orbit_code': 755981353060, 'n': 28, 'trace_an': 870}
-
id: 104250028
{'hecke_orbit_code': 755981353060, 'n': 29, 'trace_an': -20}
-
id: 104250029
{'hecke_orbit_code': 755981353060, 'n': 30, 'trace_an': 1230}
-
id: 104250030
{'hecke_orbit_code': 755981353060, 'n': 31, 'trace_an': 0}
-
id: 104250031
{'hecke_orbit_code': 755981353060, 'n': 32, 'trace_an': 622}
-
id: 104250032
{'hecke_orbit_code': 755981353060, 'n': 33, 'trace_an': -100}
-
id: 104250033
{'hecke_orbit_code': 755981353060, 'n': 34, 'trace_an': -10}
-
id: 104250034
{'hecke_orbit_code': 755981353060, 'n': 35, 'trace_an': 0}
-
id: 104250035
{'hecke_orbit_code': 755981353060, 'n': 36, 'trace_an': -262}
-
id: 104250036
{'hecke_orbit_code': 755981353060, 'n': 37, 'trace_an': -346}
-
id: 104250037
{'hecke_orbit_code': 755981353060, 'n': 38, 'trace_an': 880}
-
id: 104250038
{'hecke_orbit_code': 755981353060, 'n': 39, 'trace_an': 0}
-
id: 104250039
{'hecke_orbit_code': 755981353060, 'n': 40, 'trace_an': 204}
-
id: 104250040
{'hecke_orbit_code': 755981353060, 'n': 41, 'trace_an': -12}
-
id: 104250041
{'hecke_orbit_code': 755981353060, 'n': 42, 'trace_an': -470}
-
id: 104250042
{'hecke_orbit_code': 755981353060, 'n': 43, 'trace_an': 0}
-
id: 104250043
{'hecke_orbit_code': 755981353060, 'n': 44, 'trace_an': -1340}
-
id: 104250044
{'hecke_orbit_code': 755981353060, 'n': 45, 'trace_an': -606}
-
id: 104250045
{'hecke_orbit_code': 755981353060, 'n': 46, 'trace_an': -6}
-
id: 104250046
{'hecke_orbit_code': 755981353060, 'n': 47, 'trace_an': 0}
-
id: 104250047
{'hecke_orbit_code': 755981353060, 'n': 48, 'trace_an': -3400}
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id: 104250048
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