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mf_newspaces • Show schema
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{'Nk2': 4536, 'analytic_conductor': 9.055035589213196, 'char_conductor': 63, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 3, 'char_parity': 1, 'char_values': [1134, 3, [407, 325], [2, 2]], 'conrey_index': 865, 'cusp_dim': 384, 'dim': 64, 'eis_dim': 96, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 17, 23], 'hecke_orbit_code': 274911462510, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 2, 4, 4, 4, 4, 8, 8], 'label': '1134.2.e', 'level': 1134, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 480, 'mf_new_dim': 64, 'num_forms': 22, 'prim_orbit_index': 8, 'relative_dim': 32, 'sturm_bound': 432, 'trace_bound': 7, 'trace_display': [0, 0, 0, 10], 'traces': [64, 0, 0, 64, 0, 0, 10, 0, 0, 0, 0, 0, -10, 0, 0, 64, 0, 0, 20, 0, 0, 0, 0, 0, -32, 0, 0, 10, 0, 0, 20, 0, 0, 0, 0, 0, -10, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 383050
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 121], 'sub_dim': 16, 'sub_label': '126.2.e', 'sub_level': 126, 'sub_mult': 3, 'weight': 2}
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id: 383051
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 46], 'sub_dim': 12, 'sub_label': '189.2.h', 'sub_level': 189, 'sub_mult': 4, 'weight': 2}
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id: 383054
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 58], 'sub_dim': 12, 'sub_label': '63.2.h', 'sub_level': 63, 'sub_mult': 6, 'weight': 2}
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id: 383052
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 37, 'sub_conrey_indexes': [37, 235], 'sub_dim': 16, 'sub_label': '378.2.e', 'sub_level': 378, 'sub_mult': 2, 'weight': 2}
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id: 383053
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 8, 'sub_char_orbit_label': 'h', 'sub_conrey_index': 298, 'sub_conrey_indexes': [298, 352], 'sub_dim': 60, 'sub_label': '567.2.h', 'sub_level': 567, 'sub_mult': 2, 'weight': 2}
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id: 383049
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 865, 'conrey_indexes': [865, 919], 'label': '1134.2.e', 'level': 1134, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 865, 'sub_conrey_indexes': [865, 919], 'sub_dim': 64, 'sub_label': '1134.2.e', 'sub_level': 1134, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '1134.2.e', 'level': 1134, 'portrait': 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uDUfMbJhZSDZwwDPeIHvm2RK3eFNIMOZxfbHD4VcuSU4ehZTc6ImU7OyVXFcDgmTzOEkESNJuduDjl/05hGDMYIzq4YLthqaMY5Z1dDjs4rIgVhCOOhZM+OjP44JQokodIcnY84tRrSjAx7tg9ZWArQBpqxZOfmlPO2dWk1xwgBSSpZHbQ4sxyzoS3Js5ijZ0IOnxIcOZ1xejUhbI656oI+P/QazXg0x6GTHY6dUZyezzm1mHJ8wbB/wXD1JQv8h7ctsW12hsOn5jiz2GR+KWR+RbC4mrO0mrLcy1lc1ZztKzO7bbt+/csvvPffvO3Sn49aFx6A/IgQM881NL7u7R88wP/buz+OzrKdrdnZ3zly+OSbdk59kO9+xQLd7lYWlqdYXGmyuBqzsBKw1IUld3IWVnLOrMKhecGWTcv88vctcf3FTY6d3sDR021OLwacWjCcWcw4Pp9zfDln88Y+33LDgAu3K9pxTCgbLKzEzC8p5ldgOIY0MwTK0GrkzE5lZAaOnoFmmNCIAwKZ02lCdxjTbo4RQCvWLK3GLPck7aZgqStY7OW0YoMB2g3Fykgw2xwTSEWzmRAFkiOnQjIdsKEjaMcCpSDLBIORYH7FXkwL3ZQwHNFoZVywY8xrr0/ZOtPm1PwMx85EnFqA04sZZ5cyjs7DoSXDdZcv8B/fvsTW2RmOnJqzq8RSyMKKYGlVs9xNWe5mLPUMCz3Bsa5isLLEv/m+Ib/wYy8jNRf8zfJi/6fCUB7btvs7n2uIfM3bP1gNfubsPFOd1szhoyf/5R+899PX3fv5B990/+Nn2LEt5KLzFTfs6ZKmAVkuybUkz8GYAKMVxgAGhMiRwnBoYZZf/XPJL719nmvOT5lpzzHVmqLdiJluhcx2JFuXJUfnZ/jwrS1UNObSXSPO3ZbT6w85d1PGa16SM04DBJovPhSz1I9p5WNOLChWew227IhZHMCZebj4XMmB04aLzgmZaSWcWFZsncnItWSh12Shp9k6l7K0qphqKS7YPuDQyZhLdmWcmDesdJvs2ZFz7taEows5U50xq72U2x5uAJIk1bz4yiHXn2tY7IdcuD3h4nMlkWgyHG3koadjzi5J5pdyFlYyTi5qDs0LetmI51+6wi++tc/mqTkOn5jh7HKDhZWQxVXBclez0ktZ7eesDgwrA8HZoWKln3LTlV2++5sW6J/5BAvdS9400nvM9t2vf2A4GL0zSwcrUzMbnmvIrHv7B8ngn/7MbTTiOF5aWXnXI489/f0PPX5E7T/eZSmJOTPQXHveGX7rx85y5QUtTi/OsrTaxkqVkKXVgOUeLK/mloW6GQtdOLokaE8Ped7FK7z5JWP2bG/SH0xzYr7F/HLI4qpkuWtYWNGcXdH0Rzm9RDMaZ2yeGXPJLo0xgigwPHMiJsubnL9FsmdnzuzMiLPLCU8eanP1bpiZWuaOR2fZPJMw0xYs9kL27EhIkoz7D0yTpDkXbdMsDwRznREbpwPueDxlptXiyt05Tx5JObsUsqETs2eHYde2BE3C/hOKMDRgDJeel7JxSjAYxgxGEf1hwJmlgIUVwXI3Z7mbs7Cac2xRsJpm7D63y5tuXOa6PYqZ5jQnzk6xsBKzsBqwtGqZe6WXstLLWekZFvtwui85vZpz/Z7T/N8/tsDFO9ssrkyzuBLRH29BNi7It2y/+L2t1vRPpGkyvuSKG59r6Ky5/YMC+MLCWYIgCD/9qU+HrakN7/rSV+753oOHTwTjVNIfC5YHktMDydlexvN2n+Y//+giV1/Q4szSLEurLZa7MUvdiOVuwHJPsNrNWe5lrPQylruGEyuCM33N9NSA6y/u8paXZVx8ToPBqM38cpOlbkS3L+kOBP1hJUmSTKA1hIGh2YBtGzTnbBqBGrP3WMYTByIaqsnLrk0Jo1Ue3Nth2ybFg/tydmxSDMY5U82c+WXNVRcJ5pc17UbIcCTYsTXjgb0NztkED+wfE4kmN10NUWPA44dynj7cRBKxfYNi+xw0GxAGglwL0gzSDIYj6I80vYGmO9As9eHsqqGb5uw5r8d3f/MK11+kmW22WFqd4tRCi8XViKVVxXIPVro5K72M1X7OSt+w5MB9ZlVz/cVn+L9/9CyX72oyvzLNcrfNaq/BSi+g2xe0prdn51/4/D87dOTsT7zy5temWZalmzf/w6la/AcD8F53iXZnNjh+9OB/+MIXvvD9j+89sGlpZRCPU8NwbOgPNd2RcMum5HQv5brzzvJbP7HINbtjzpYgb7DSi1jpBaz0BCs9Y5fcXsZKP2e5D2dWYWlsEGrEt9+4ymU7M66/yDDTbrDab5BlIVmuSDNJrgVg0MYQhxlTnQEPH5CMxim3PtBBpA12nxNx49V9Er3M5++Z46rdEfO9LsdPtXneJSlPHwlIjeHQScOPv37EwROaVHd4+pjm+RcJjpwdsLg8w1V7Ur7wwJB03ObFV4Ts3plgRJfPPSgYjwSP7o/pNENagbAyDNAaktyQ5oaxhtWBZmZ6xLWXDLni3BGvf3GOokWv3+bscoulrj02y13Jas+w0s/o9i24V/uGxYHkTF8y3814wcVn+H/+xTyX7GywsDLLaq/Jar/Baj+kNwwYDCWDsSDN4vHc5l3zN930ivfu2bP7l5eWl7MNc3PPNaSAfyAAv/XTf8Dxo480brjxrT935PChX3rwoUfFclczHGuGo5zBOGcwMvRHhu4QVoeC+aHkdD/j+j1n+c8/Os9VF0SsrM6wuNJmpddgtR+x0g9Y7SlW+4LuQNPtZ/QGOb2hZnVgWBoIloeGfpJxyQUjppsZOst4/Y1Drt6dM04VgTSMU8PHvtpi34k222Y1R05GBDS56BzFVXsMjVafe/cOODPf4do9TebmVrjtoYjnnR+x0O8xHLSZ3Wh46CnJ228e8cBThs1zMf1xj+WVGa7YM+BLD8GWqSmuvaTP6ZUV7n5sllbY5uoLYc+5I1TQ58BpzZa5hCMnUz5+R8wwVUgJSWq4Zs+Yb33JmDQNmGnCFecJ+sMW3X6TlV7MSj9kta/o9iWrfegOcnr9nO4gpzvQrA5hqS841ZcsD8a8cM9Z/tOPLnPl+Q0WV6ZY7bfo9mO6g5DuMKQ/UPRHNuDtDTT9oeayy68yF1yw+z/svmDXBy7cvesAMHqui7iec4B/9hPvIggbrfFw5d8Neiv/YWm5R38o6Y8k/aFhMMoZjnOGo5z+yNAfafoj6I4E80PFqa7mugsXecs3L/DGG3OmGm3ml6dY7jZZ7ces9kO6A0V3IOkNKP/NwVDbx7FhMLYXzSAxJLkmigyBC79DBbE0GC2Jw4CNU4odmyXnbTfs2jYkF10+ebfi6QNTvPLaiBdfu8wffiJnJprj1S8acPujKdONabZv6/PlB5p8+405tz6cc/7GmPZUjzsejvmWF4R0Omf4w4/N8dLLm7zi+i6PHh3x2btCTNZi15aI87cJdmzRbJxJiKMUbXLCIEcpWzYSBdCIBGkaMBhFdAcBg1FAf6Ts8Rxij99Q0x/k9If2Qu8OYWUomO8Lzqwapqa6vPmmed7ysjGXn9dkYbnDar9JbxDTG4b0BgH9YQXuwcgwGGr6w5TeMKfZ7Og3veE16aWX7L6+1xs8dtWVl/x/F+B33vrbxFHY6PaGP7e0uPSLg35fZjpgOJb0h4Lh2B7AAuCDsWY40gxGmt4IemPB0khytgtJPuTtrznDd7xowHV7AvK8w9Jqm+Veg97ALqn2xEgGI8FwBKOxYZRqxokhzTRZZsg15BowIJUgDASNEDotyXRHsG2DZseWITPTq3zpUcOt90ZEcprr9kRcc0mXBw72eeypGV5xbUjcWuJTX23w2htiZmcW+OTts7zsOsFH7k7Y2mzxLS/u8sm7DC01w8ueP+KBAz0e2zfNdbsbXHvJiChe5LP3K25/uMVcK2bnhoCtGwTTbUmnBY0IwtCgpD2eeS7INKSZIE0F49QwGsMwMYxGmuE4ZzDSDMaWJHojONuXzPcgFSNuvGSJ1724y9tflTNOplhYadMdNOgNbBBr77I6hmNjz8c4s/++C8rbrY7esHHTr3Y607+ZJOPRb/2nn37OMPac2oRbNwyDJFn9xX6+/O8iOZaiFTJONMaAMRK7ugmEUAghkDJHCVASpDIEgSFUmmYgmB+0eP/ndvK5e1d57XXLfPuNK1x1QZ8NMy0WV1v0hjGDYchgHDAcK0ZjxTgRjFNJmkGWK/IctLFXvZQQBhCHhnZTMzuVsmPzgMz02Xci5SN3RTx5YIq5ZpPrLg646XldvvrEKp+/c5obLo7ZvGHIp+8z6LzJ3FTCYndsLxpg60yf5YUYJRq86OolPntHg2Onm3zbDQOyfJEvPrSRNG/w/Eu38LoXrnL+9lXueCzgkWNNzKGYHRskc21BqyGII0GghAO5QRury7PcXrRJahi7i3iUwCCxq9/yWLDcAxmMuOaSFd580yo3X5uycarJ4sosK70mg1FEb1iAWzEcSfqjinhGiWY4yhglmlHiiCJXnDzblQtd83OXXbHp3F/79z/04G/+yr96RxA+N0nz/+0Af8vP/Bl/+V/nGc5HP531n37t2dNLN7YiItGJGY4FUijbWCZACAtyKQRSSKTAptmVQKmcUEGkIA40zcAwNVIsdOd47+c6fPGRHjdcvsr3v3qFS3eusnGmQZo1GI5jesOI4ShgnCqyTJLmEq0F2ggLbmGI45x2nBFHKVKNOLs65uP3So6cjjh4bBaTNrhoR8il5ymed0kXEZ7loWemOHdDgysuMGyYXWFxtcE5GxRIzafujomRNGPDt75wyPs/lXNqPmbTZsVCb8zjB2LO2TTLdRfOc/sjq9z5xDSjccQl523g2vMGXHlel2dOrnDkjOHOx1scPNoiFpI4kLRjaHhMbgzk2pDlkOSQZIL+WNAdCVYTSHWGUCOu2t3lB17V5YbLNDs3hwyGc5xdalnGHkUMhlbiDMe2Nn04tivfcGxX1VGSMxpX4B4lMEoNozTg1MogPjk8+EM/918/uLJ1DvWmn/jw73zonYcQ4mf+6QJcr7wXOfMU7eaFP3n9+V/91e98yYFOu9EiyzpIKRyADUIapFBIUTxauaCUIlCSIMgJlCAMNFGgiUNoRIZmlDPTkHTHIUsrc3zoK9N89YkhM+0hb7t5ld1bVsjSgD07DJecrxiNrVuSa1vHAqBkThxl7D8Bh84KhpnmLz7fYqU/w2gQsaGp2D4XsGtbwAXnCK64cJVcLvIHH+/QX53mhksDdu/s8cihnO5qg527od3M6CYN4kiCMURhyMoIjp+RXHxezGW7Rzy1L+Gx/U1uuGKOH/m2Bf74Uz3ufapDfxiwuNrhgnMaXL5jyIsv7fGtL+yxOlzkzz/fZJBGHDsT8uihiCiwRACgsVIr05osgW1bEi67ZIDOU3ZvG/PPXj5muhWwdTYiSZscP9NgMIwYjkMGo8CBWjEcS3eHUWKsrHPgHifayTxj30tgmMIgEXSzgFNHVjhx4rMzP//jjV97329dnMO/fcd/+v2P8gs//oZ/egA/deQ9PHTmGpXML//IZ++447eS4WNxuwlJEtBsjCnCASENUhoH7gApQUmJUsKCWwmCQBEEkjDIicKcKDHEY00jNLRTzVQD5pqCfiLpDjscXe3w6+/bAHmKJOOKiwdccm7COBEYnWOMDdSkFEgpieKIxw5E7D/aoBmFtAPJxrZg93bJ5rmA7Zsku7ZpLt61TMoiv/exDkePTHP9RSEX7tTIoMutD8TMtkI2zMDs1Ih2s4HC+tfdYcRiX7O4aljptbn5ulUe2Zdw4ETAhukGz79shh953RK/91F4YH+b/siw0g84vTjFtg1NNs2N2T495Bf+2ZBWo8vTxzSPHlTEsUEqjRROZxmD0ZAkgkvOzbjmohxhAtI0AjPLKIk5NR8yGIcMxwGjsWKUWMYeJYLRWDJMBKMxjqU147F9HCXaavzEME4MwxRGqbDgTgSLiSDRGauDhM99+UTn7EL4W7n60/Q3f+aCP9o6+1f5j3zPW/7pAPxX3vVxfuUDF4eXzt7+Aw+Ip/77Z+/YHyZphwt39rhkxxCtJQKDEBoli3tIIA2BCgiUsYBWNskRhfY+DgXjRBKHmnGU00yM1ZyZtfZmUk2SwTgVjDLJOI9Jswb7D3V44hlDbkA7Q1kJK3dCJYgD6MRw6WboNGGmLZntKDbMBGyahV3bxmzftMLYLPGOj0xz4OAM114QcP45kt07l7nvwJhjp2d58UWS2SlNFAxpyBBlsL66BvSIpW6Dk/MBN1zR5LILujz6VMzGaUmr0eHqi3J+4o3LvOOjmidOdFjta1a7ivnlgI0zHeamm8x0MqZaGbOthNdcnxKHKaHKUEojpf1exgi0liSZYmlJkWUBSaZIUsU4dY+JtPdUMkok41QwTgSjBMaJscB2jD1ODUmqLbBTx+oFuFNBN5Esp9BPcsR4yMW7hvzI60f0Bg/GA23++zNPr+offssVf/L2V70vjTe+/R8/wH/njz/Djs3TQbb/iR/+y8+d/t277umGqO2QpeR5wK/9xAqXbu8hlUYIg5QeyFWICgyBUgSBIgwMYSKJAg/gkSJxJydNDUmmSVJNmtkgq8j2ZblxS7ZBaxtMFskS4QLXQFq7LQ4hjiWthqTdUEx3JLNTsHk2Z9e2AVOdZT50e8odT8yxsjDFFecqztsecOHOMUKt8MEvTbG5pZiblmycGXP7Y5ITZxQXb4M0F1ywOeclV415av8Mi6uCpdUO3/lNXe5/asTBk5J2QxKF01y+G37l+xa4/ckhH79tIws92LU5Z7kbMNNRTHdiOs2IdrNJI9Y0opww0JYQpAFhLJEDWtvVI9eSLBNkuSTNBEkmSFNJkgrGmWX7JINxYgPUJNUkiWacWZ1tX7OyZJzCKIVhKhikkm4qWElhNM4g6XPlucv82k8s8roXpWRpQJ4/FCZCvnPp2LQywQV/tHj8I9mGHW/8xw3wVpCI4ydO/IsnHtv/G3v3nQgbcxtIshydJ3zynpBhqnjDjT2+91V9pjs5athEKY0KcgKlCYKcMAgIk4AokEShYhxaQCeRsCcmFSSpIskgTSvLL8s1WW5KcOe5wTjWNgaKHISSAiUFQSCIAkEcSZqxpNUUTLUMM52cTTMJm+d6IJf5qy8r3v/ZDWxsNLhyl+DcbSHnbtPs2rrCpx/ULC03uXqnZGZKMjuVcPhsSHcQoBTkuaTTVGzfknHno5qVrub0Yszlu1u89JpVvnh3zGwb4jhCqWmu2A0//OqzhPIsH7l9lr0nGmztpmyczphuKzpNSaupaMYBcRQQh9bDDyRIacrviLEXtTaCPIdMC/LMXnBZbkmgIIg006SpdmRhSN2qWIB7nMLIrYzDVNBPBd1M0EsNyXjMdNjjbW9c4Dte2udlV0O31yFJY5I0ZDQ+Eepg/2+pZitExu9w198/ToD/5Qc/idb6p+594Kn/cPjgsfY5HUU3NfSkop83SWXI5x8IufuJJgu9RX76OwdsmE7pD5sMVINQ5YRpSBSEREFOFAZEqSaOJEmiSDJB4tinZKNMkGXKnrTcWOtPG3JtKtb2mFsIrM2msCtDBM0IWg1Np2UH+2yaGbFlwzJ3PZXwnk+32X90mnOnQ3ZvFezYErFji+DCHX1EuMwXHphlNlZsmJbMtA0znSFTHU0UWkdIaxgnASu9lO4gZ7WvmF8J6Q063HztGW65e8D+Ux2acUqgIoSYZvc5ku99+SI3XHqad39qmvuemOWcnmTLVMpUS9Bu2AsyjiVxKAkDZx0qG7gXILf2q0Cbyu/Pc03uUv1ZSQwF0C2g7SpoGDtQjzMrSYaZoJsKehmMkgw9GjHV6PLT37nIv33LgGYU0R00GScRaRoySiJG44je8HhbhM1fm950jXrsgc/89pXXfcs/PoD/6m/8Dn/9sUe44sLGzadOnpruNEAlBikgkhBngp4MGUpFNwn5Lx8Iuf/pFd76ih6vur7H3HRKf9ggSiOiMCKOQsZJQJLa7pckUiSZJM0kaeoecwfw3LFULsg1pQVojLDYNoVb46SJsoVUUahpRJpWI6PdyJjujNk816M77PP/fDDg1oc20Ou22b1RcO5mwTmbLLjP2zai01ri/V+IOHGqzWXbBLMdxexUjjZjekNB4FwibSyLT7cypMpY7oesdOHMUpOLzm3yvTev8FdfiDh6NiQMUpQMMaZDmiuu2LnEL7+9yxcf6fPuj23k1PEW26ZhtpnTjnOacRWfhIEkUJTulHBBvKG60O2FDzrXZG6Fs0C35JDlkGQW4EkmGOeOtTPoZ9ICO9XkyZjpRo/XvHyZ73lFn5uu0kjRYmm1QZJGJGnEOLXnb+QC2sHK6elBsv/my8/t//anP/p7vPYN/+IfD8B/5dd+l6gxq664MP2PR44df7XROXEkMBhP7xpCKYikoC8bdJOAT94dc/uDbV553SpveeWAm56XMNOJSZKYURIxDkOSNCDNQidJFFmmHLglWS7IMkmeF3pTOL0t0BPMbf10jVIQKk0YWg3bbqS0mwmd1hClenzlccOH75jitgc2srWtuHwbbJ2TbN0YsX2z5JxNCbt3LPPA/hEfu30zGyLFhinJVFuyaXbEvuOG2x+MkcZ+7zwXCBQvuzbl9kcT5lcadPs5C8sB52zq8MaX9Hn4wCqP7t1IK8pQSgAhOm8xHivO2RLzPTcts23mNB+5o8mdj8xyottgLhZMNQztSNOIIApyAuVyBu77+nlrU0gWbT3zgtEzB+wsh1RbwkhzGGeWsQeZoJ/BMNXoLGFD1OdlL1nhe165ysuvy2gFEUli61aSNGSchqRpyDhVjJOAcRKQpgFpaliYP/HqB5Jt/+nC86Z+6Yuf/r385a/9+wf53yvA3TSpxqnTC7v+y+++560L8ws/3+8PRaAswExonFtirOYt2Fw6Ns8US1nMh7/a4taH+7zg0h4//eY+V+1OmJ0OyPOI4SgqD1qSKlv1l9uETa4VeSbItHUOtBFoXVXemRLc1ooMlCZUmijMaTVTmvGYQI0ZZSMeP6J51ydmeGj/LEEec9EGw5YZw8YZxea5iK0bJNs3pZy/vceZlS5/+vk2Jm2wbbNguhMw3TZMtRKGeY42ikgKhHQMrhUqUGRa0xtpuoOclV7AqYUml051eNvNK/zm2SYHz7YIgtRKGxOQ6QbjVNIbRLzk0h4vunSVRw8d410fn+Kpox3ml5rEUtIMBZ3Y0Ahs91Go7Mop5eT5ogy4tYbMuTxW3kGSCxJtgT3KYZAaxklGYBI2Tve5ek+Pf/udK1x3cUanFZKMOnQHMUkSkmShW23tPU0VY+fepJldUdNkGA57Z37+2Ik82zC38Te+8tl3jW569U/8wwX4o0/sY6rTuuTxJ/bdffr0fDgY9kWgFAhDCNiF0lhvOzMoAUEGkTTESjBUgn4QMwpDlpIGn7nfDsD8lhet8sZvHnLFeX3O3Thkuh2QZKHrkHeskCkyLclz5YAt0RoMogpjHLijUFuGC3LCICVUCaeWM545qfnqYwEPH5rinidmyNIm26YMmzuGuSnBhmnFhpmQzXOSbRszztk0ZHZmiQ/eAnc9PsPV5whmpwRTbUmnpem0xvTyhChUBJmVCsZYB4OxZDDK6boCqNW+YakbcHZpihsv6/MtL1zijz8R016UKJFaQOqANIsYp5LBKGTjTIPrL+rxhz/d5569XR4+FHL3ox2OLTV4aqFJrCRNZeVRFBji0KBwRO4OS8HkubFyLtWWuZMchomVKqnJMFlKJxpx0bYhl5034Dte0efVN6R0opDRqENvNSLJIpIsIE1D0hLMgY2T3EpbyMo8FwghGQ37oqvELwnIW52537rtlt8bfPNr/v6Y/O8N4CdOnmb7ti2Nz33hK9/xsU98NkzGA9mMA4wxNtWOQeLS7tIyipLG6t8cwgwaytDM3VKoYsZRyGrW5K++NMXnHhyyc8OQb3tJj62zGedtHXP9JQMEig1zkkBJ8jxAa4kx0jF3sS4bx9waI2xTwHCskUHGnXsDDpySfObeFs+c7LCy0iQSoWXrOc10y/rgM52ADTMBG2YEW+Yytm0csn3zMnc9YaXJOdMBGzsw1Q6Yagmm2xlSJjx5RLE6UOxou8vbwDiVbNkguGTXmK/MG1aHht7QsvjCSszpxRne/JKzPHF4kfse20SoDIgUYyDLrUQbJYrhKGC1HzHbafNNV/V5xbUDFm+eZ/9JuOW+BgdOxtz/VAsRBsyPAkaLCikkQginyYUDuXEgN+RGY3LrYs1NjZkWKdddNuS8LSO2z6W87sUJW+cEc1OK4WiapZWINAtIcys9kixwsrG4y/JegDtzcZIloIDllT5ZHvzyzt0vlJdc/uLfXFp682hubss/LIC3GlGwf//+f3/k8MH/Q2d9OdUOrR2nBVobMumALQ1S2uKgIDcEubEAVxDlEOeGphK0tWCUC0ZByDgMWR01efRIxiOHNyB0ys7NI649f8h0O+emF4zYviElTzOMdifOVNIEp0GlMiQa7nm0yRMHW0QNyYMHWpxcbNIIAqYiya45w0xDM9UwdJqSqZZkuhMwMxWwYRo2zWZsmRuxc0uXnGXef+sMi4tTXLlTM92xPZadlmaqlWJMyr1PRCwuhVw4Z7OLxsB4LNk8I3nh5UO+8lBObyjpDzK6fcVyL+TMYpvLdw95+ytWuXdvk0OLUyihgdTVmIQuQSMYjCX9YchKP2aq1WF2asT1e4bcePmIU4sjHjvUpdHMeexgwL2PxuRGIqSgrNMubUQDRoPW5Jlh68aMm14wYrapuep8zY5NgiwP0LrFOA1ZWLarp20McVIxDSyAXbNIUeeTZYI0r4M708JuDGCsXBnM9+X+/Yd+vj21PZiZ3fArQPYPBuAP3Hc7n/vcLVG323vr3r1PR+1m4KJz4wIYgdSGXFodaNPvhkAKAmWXwdAFN2nuaptzQysXpNpqwXEkSPKQRIek2nBidYqj92qkyvnMQymtIEMbbU+Ssd3qojiDQtq7lGihWO2HZElAHEg6DcOFG6AdGTpRRjOGdkPQaig6TcVUKygTPRtmMjbPjti6sUeml/mtDzR56JkNnLvRMNMWDtyCdjOn3Uhot0Y0mk1CF+gJJwtyLUiykOFwxMpIMxvbWu3eULPaUyy3Io6enuaaC8b87FvO8J8/EHBspQkiR5sMrSHNA5JMutoRRX8U0B+GrPZimo0WTRcsv+yqhDBKuH5Pzne+dGQrMqVGCO1s0ir6Lsgh19ZqnOkolIwYjQIWVgJXcWnBnGWKTNvYJ8uLRwfivLgL93rlbvl3XVqVkiw3PPTQo9HZhcFbm632r3/xti9nL//mb3ruAb5v731IKeKd52x615e/8sS5jUgQyMAlV6zHmucW5Lk0KGVZO8txVp4hUML9bAiLSF4XFXGCzEX5qbZXfqYhiSV5W5LpgDSLWUhsBtyYKm8ghC1PDYRdMUKXrdzaNjRnDXGgaTht2ggFzdjeW7Gi1QzotBRTbcFsRzPbydg4M2bzXJ9ztizyR5/SfOS2zWyZDtjY0Uy37MXQbmIB3kw4taR55kRMM7KrlysPIdeC0Thgz/aMrRvG9Poxg5GmP8zpDhQr/YDOaoOp1gxv+aazPHP8NH/yiR3OMtRonTnPOmCcFPUjksFI0WoENOOQZmSLxqIoJwoz4jCnEeUEIkfJHCm0s0p1zScvVr88lyws2YkFWhePwoFckmmJdiDO8wlQ58IDuDtnpX1rz19h5eYaZ0sKkiTnqX0Hzr3pppe9K2q0fuz2O+8Zv/TFf7cZ5n8ngA/6SzRbs63HHvzCOw4+8+D3BSIRrYYkSZ2PmllQ58oBXYHMC6Br8hxUDkFhVTnfuij1zCcsrPLnwt5ymTljCnDXP19RXiuFcSuG9bwjaQgDV9cSQBxKGpGgEduESbMR0G4Kplow3c6Z6WTMTiVsmu2zfdMSjxwc8WdfOod2I2brlGa6JWi3FK2moN10PnpzzEOHBQ881eD8Wfv3haNwbWAwDnj+JYaLdoy459FpBgm2a2mo6fYlK62Q+eUmjXiG775pkfuenOexQ1uxl6wm1zmZNi4ZY+tJhmNJqyFoxopmrInD0AFcEwaaUNnssFIa5eRiyeTecSsSQsbJh8KN0i7Vb8d0OCs2l855KcBr3yt/dvmIIidRAttZkRbg1n9PUs1oPAy+8tV7v++FL7xBv+F1r/rJ+fmlwaZN//P9nX8ngHeXTzHoLf6b+dNP/+Cge5LYDWcUAmRm0995blk4l4Y8twc2V/bL58oQaI/hXZ1InlMDtXZZyNyrIymTFYUF6IPbnTBbkegkkQClbNYycJ06UQBRKIhDRRwJGpGi0ZC0G4JOyzDVypluZ8x0EjbMDNi2YZmHDw74t+/ewvFTM1y4QTPTgk5T0m4q2g1oNXJajYwwHDNMDIEMiBWl5i0kinUSQjpRxijX9MfSts+NrCZf7SmacUwj6rBra8r/8y9W+Nl3Cx55ZgsYSa5z8lyTZSlJql0SRTIaS5oxxJGkERmiSBEFhiiwIA8CUwJcuarNSqp4IAdw+QNTANyIsqalqm2hBLk9b6K0GkvC8gBeA7ZbtYvmjKLE4uDhEyJu7v3Bi/fsPjBO0l/7u2D0f7rN4qmHP4owwx0H9t37I/Nnj1+aZrm15BzCijS4FKJqWpCizKwpKWqvqfKOK411j4F9HgSCSBX1IpT3OIAodAVSITRC28rVCKEZQzMStGJha0vcY7shaDcUrYai3QxotxSdVsBUWzLdxqXYc2Y7KbNTYzbODNi6cYUHDwz4uT/ewP5jGzl3BjZPweyUYLYTMDsdMDdtmJtK2Tw3JDc93vGxBkdPzbBtytfohYWYsWlmRLPZ5yuPdSAP6MSGOMSOdQsloTsOQgh2bcm57uIVnjgCTx9vIZBItAWgNi797pI0GfXMbiZInIthSxu8asLENn6M08Bliv0qwyI5U/y+LN9LUsk4c/9WJklTWyph/45w2WXhHBSbLEozqkdXEpC5orgC5LZUAFa7A46dnF+VQeP213zbm7sf+/Bf/k/h9H+KwVeWF2hPbTjnwN6v/M7y0pk3DgddpIwIVMGolVOSSQvmXOECC0OuJLnW9nluymya8WpGdO3RWUrGlIxiipw7vs3twkonTYS0F5Zyn6GozwgDm8oOQ0kc2ravRmxHrDVjTaeZ026lTLcTZjtDNs2u8uD+AT//njkeP7SJ8zdINrZzppu2cKrdVLQ89m41E4xIOL00hRR2mxNZyyK6IMuEbJ01BDqjnwmGiWE4ts3QvYGkGSsaUUgUNgiCaa7YlfEbP3yGn38PPPDUJnKjSHNN5tWNJIlmHCsakSRK7PeLQukkWVGIZWMh5YJ9e6xMKVXERMbTeMe8rEwsTBdTlEPgMTteAOmtxl5dUJ57j15RXJZbKbey0uXkqTNvfNELrsrf8h3f/q+/49sWTmzcuPF/D8AXF07R73cvXlxcevPC4jJKhq6P0fragtK0sOlpab+0UpQHIHeJmMJpKcFc3F3Fn/aKpIx7rUhQlIUl3hkRpe4W7jNUq4PtBioALkrmb8SGZqxpxjmtRk67mTHVGjPdtuB+4JkRP/dHszx2eBM7ZxWb2prppqDdkrQailZT0m7Yf6PVyIiDhHv2wanFiHZkE1tCWGuuXO61ZDAK2DYnuOLCPnc/0WEwLtrBtAs6FY1IEYWR09AzXL4r5zf/+Rl+9g8NDzy1mcwocp3bhExu69+T1JBEkiiSrjZF2gs6EBbgShBISpAXAC8Ks8qjKTzpV8hCrNtSnJPcCAd0SmBr/2dXyVkWvJXxlnEkV5QyF2Rnz3EcBSwvzbO0uPDmAwcOvaPb65/438Lg+/beTxCE55w4svc3Dux7gEKOSGEIsFpOCoHUkBfgVvZLKud95uXVDtql8StgU35J66M7gGOPbskoFcc41vHY2/m8qpA/irIc1jZNQBRaORBHtsCqGec0G7YWpdMc02kP2TDd5cFnRvzb39/A3qOb2T4TsLmlmW5Cu2mr+Cr21rQaOc04JQrHPH4gYH6+yQVbqGpB3DWpnZMyHAdcuFNwxe4Btz2iGSSSYVLMg9H0h7Y6MAoDwiAiUC2k1Fy+c5n/8uNn+Jl3GR54ejOpDtiYawvwFJLY1m7HsbYALyRPIMsYpKxTKazbghBElemcvBWkUgBdm9KVraX8tXGxUi12Mh7I3WPumwjF6/bfQAiEEXzlq/cQx9FvXHbJnjffcee9J17y4hf8rwP4/qfu59//zKv5l//H729fOHv0uixZIYoUtozKdbtrV8ikjY22pSmXr1wbtMfixdVuXZGC3agxts12VcyN8azAouueisStri/8dlFWC1odD6EyRIEhDA2NSBOHFtyNOKNVFloNmJvu8eAzY/7NH2xg7zFrB25q2QSQ1fCSZkNZ1yXWruEgoxGlSDWmn4RIFRAqg1I4Fq8AkudF00FIO0qBjF4S21axRDNKcgYjSRwpFyiGhIFGqRZSGi46x/Bf/8UZfuadmvuf3kKah67B2JDkhnFoaGTCSrDQEIbaavqgav1TUiJVdZwKkPvHs0zrTwTzlVzxpKMuau0LQBdgt8A1xgfx2keLBeM1okjOzq/wwIOPXbe62tv+Qz/w9hNfves+bnzR9f9rAD4eL/Or//UTM6vLp//yeO9Y1GwKpNDlxa5Npb0tqPUaTWZPbnX156W+pgZuX2v7WcmSuV0mpzgZVVBbSSPlLcOBMoShA3ioiUJNHOU0o5xGlNFspLQaY6Y7Q6Y7Xe57KuMn37GZp45tYnMnZFNTM90wdBxzt1yQ2mwYe481zTij2Ug4fFrzp5/vEDcg9JyK4mMbU1lsvUHE975qlT/70oCzCw3b25gYRmPNMMqJR7Iqfw1Cz94zXLwDfvdfzfNT/z3nzic3M8wabMoFSa5phTBODY3IEAdFCa1dwYJAO4AL28xdBv/Ck1MFyAUIA6ai9IJgfNlYSMoCxFW1opmIp6gx9STbW0KrTrJAsfeZo9Ell17ywdNnTr5hy+aNj/ow+HsF+GjlcdHL0hv6/dXNrWbq1Ri7x6I0tQg2jHHPqwBEGxyL+0uaB2otrKetK61dMrf3WUq/xgO5dF0sUvjgdvUugbYtb4F2ALeJj0aU0YgTmo2Emc6AUdrnlvvg1/9iK08d28jGTmDB3azA3WwoGg3lEkM2MG1EGXGUEUcJmozBuMl0JAiklWyiPFrFxWw95TQL6LQVgRgzyjTDVLgOddtIPYo0w1ARhZIoUAQqQKnIXTSG3dsEv/mjK/yXv8y5/cmNnOh1GOWK6dDQiTRJbogDQ5wZoqCwSI2nw0XF4FJ4Eo+a9Ju8VefEVLKxjJcq0Pu159U5N6VGN97zauWu275aG+6498nzL754z3vPLqy8gL9FGv8bBnhvZR86T1/7zGMf/iOyUzOdpiqTLBUofb/0WcDuTq5lbVEFk55T4kfsa5jbA3h5EhyobRlsVQqglC0XDZRxALdjJqIwd2DMaEQJrcaYjTN95leH/OaftXjvFzaTmGk2dxSbmpqZpmGqTOHbXs1WbGecNGM7rqIR2wslDMbc+mBIrkPLlq72Rsjqe1StY5I0V0gRcvPzevz+JzbSS0OmHYs3EjuNqmDwUCnH4I5dha31ufRcybt/dpU/v3XIf3rfFk4tzdKfCpjNFVOZphka4tQ4P9zGILZvU3huipN2PsCFY3OfUXyQl+RjKjKqSRWv7tz4OQxTlL24Iq/q/6mv4MVd8siTR/n9P/nE1p/8kTe9+uHHD3zqmit2//0CfNzdh0H/ZCzPbO80Uys/jGUhU2ssmAS5ROeiPKmFLCnZvpQgfkuZeFbm9lm7KH8t2dvVedskhjuJgbZ134Eux0zEYUZUgntIszHg1gc1H/zKFH9562a0mGJzR7Cx4WRJA1oN4UAtacSKhmPvRqTLlSAOU4JoxOfvn0HnIbGiBE2pa6uaJpvCzhVKBrzqugF/+JGEQRZZFk9N2dE+HGurnQM7G0YpSga3x0cwOy35gVd1aQan+JuvDLj1oY2cyZoMIsV0pmmFjskVRIFxcYkpWby4cGx+wlSST7ooZzLb6bFOweIF6Cddr4rF60k6P3FXXQhUJOj9P0kmOXiiu/2hJ4/9pFLyU3+vDD7uPo4Q4Q8tHXvvC2J1EpoRWR64DJYsWdoytXA2UgFym7ksrKUyta4rfV2uBCVri3WBXQN4AWyMi/5dZk6ZMktXA7eyNRlRmBNFCXGY0GkOiRpD/vxzAb/+3k0cXp4jDBtsacKGWDPV0DY7Gdsxac2GBXfTsXcjMi5AtStCM05Y6moGWYQKFJHUpUtR0+BQHq8sU4zTiDgYMjM9YHXcZpRKxknOKDJEia1dt9amqoJDYTfTwtWPaC2Y6Uje8vIeL3v+Ar/xJ2Pe99lNLKUdhnFIOxV0QtsEEStRgjyUdoVT3spXBurCO9Yei0+SuU9E9fNYZ/CK3QuA+4B2sYkH8rLLSNsk0qnjXT546+Mv+I8//cYf+sqDB/74pud9fRb/ugA/duoUUbKNJP/dF4Xi0KZGPEYqSFNdFt7YYpwC0LImTXxGN64BoUr/VjUPdUkiahqsArYpD7BlF1NalEUpbiDt8JuguAe5bUkLMqIoJQpSmo0xcTRk75Gcv7m9yZ/espETy7O0myFzDcNsZOg0NK0Y2q4AqxFLm8qPpc2UxoZGbAPVOLTs3WmP+Nztiv0HWzSLhIqssrkFNApJlrtCpSQNuGw3vOyaHh/60gZ6zYBOZodnjhPDKNAEoa5sPim9C8fUEjNZLtk23eeXf7DP7u0pH7p9mscOzzAKmvTzgHYgaCtjM8DKlimHzmmS0hCIKo4pLkwp6jbsGib3Ae6+YNEiWALcB7/x4y9RyZSixkhXDRiZhkQLBrlgJdE8efDUpj/58O0v+r1f/Nk/Hg5O0mxt/7sB/PCJJQ6LI//crLz7+y+cO0Kz0UEmAiVsYqFicXc3mlw7xi7AXiveqSzB0iGh7pRQsPh64PbZW5gauO0sFfsYuMKiMMgIgpwoTGjGCVE0pp+OedcHGrz7Uxs5szhDqppMtxUbYsNUZIMzH9yWsZUrxhKOvS24G65qrxGn5HnKE4cjBmnMXOSWf1mAQtS+mx9oZpliSgVcfl7CB4MxvSRgGAmaqdPOqSZMtCuUkigpEMpO4RLuFFptb495lkumWiE/9V193vrqM7znU13+8CMbWRp0GAYxvVDRCgRNBbHSFujStRG6z1yCvAS4qduHEzRei5V8Bl/D5GLi53rhXMHcmbHMnTpw93NIc83iwhHO2zD1/cZ84d6kf+bdfycG/+LdT/CS513a+q6f+aMrjx85Gv23f5lzze4xRgub0MkUmVJoN9/PMnUlWcyEJqeUIwVjC+9Kr4qRavTgLYsVuI1LKHm6WxXDgiy47XDOjDDIaDQS4mDM6jDj3kcFf/TJGb7w4CyLgykajZhNEUxHmk5kaEeGZoyrW3HMHStbvBRL4shKk0ZYgTwKM1qNhDPLGZ/8yhxjAqLAA3fRWFRo8ALcxpJDmiuMCXn9TV3+8NMD5ldaDDPBOLVWX5RCmORlgiZQyjofbjhpcYyqC8d2N7Waiq1zQ37qzSOu2X2CP/zkNA8/M8Viv81IxYSRohFImhIiZWyVpSspLjKcdZB7QK8WJCZPWSkvjagzN5U9rD3Al5LEeK1zxjL3WNt+0EznMB5x8fmrvPGGOyO65krZ+flWNnxoEDSv/Z8D+NOHT3F6cfVbTDL816dOLRBEEKiEMBQIqZEiRGlNLvUEwGWlrf2RDTW9XYF8DWN7wLbH0biJsxPAFhrhmFt64Lb3jDhOiMKElX7GrQ9KPvLlNp++d4b51Q6q2WCqrZgJYSqyQVgrMjQjyrrwAtxWmigrTSJD7IAdR4UbkxKHYx45IFkYxsSBJJI2waO8pb6QzLWO9ly4Fq+Auabgugv7fPzuWQZZyCgTNFJDlFj/PghssKnGlr3tBVR1EpfM6CRjbgRpFtBqhLzhpUNe9rwlPnNvjw9/uc0dj05zttciCSIGkSKUkkgKYmkbwUNpCERluRYsLkU9sVawz5py2wLoHotr7yLMnwXgqXFNLkaQuElkRueQjyEfI4xB5KcgG/5rel+6zZjeh/+nGPzgiR7nb29v+s13f/bbv3LPXmYatntAqZQwkOXVLHOFkqoqijdVT2QBcIMDOqKmuakBfC0llCWcRTBZALxInkhji/elRklbyB+FVi7EYcr8asbn7g/41O0dPnLXNEvdNiJqEHdCOoFgJrTAboaGZgHuSNCIha0PjySN0A7UaUSU7G0Brq0bE2REYUojGvPpu2NOLjfZ0BF2yS9diHUCs1KiVDp840zAt76wz0e/mlqAp4JxCHFmp0mFibbWnleGUIyZrrihIpLcNWEX/367Meatrxjy2hcu8fG7+nzy9ha3P9zh7GqLTEUMo8COyZOCUEoCYRk9lKCEQbneWj+pNlEK5J3LSpPXQF4AHK/Z2QgyY+wFaazuthlNDToDnYJOwKSW/oUg7T+Ibl/57fHcd3/FmKV5IdavGX9WgOvkFMPRzPnTcfL9Zw4uMnuZs4qkRqnUHkqhUVKRa4XWytaaFAA3AuOYvMbe4NmAniyZCCrLJBp1WSJcJ4osWFtqpAN23EjJ0ozj84YnjgT86S0z3PVEh1Nn2+Rxg6BjN3CaCqAd5LRCO1e74Tp6LEMX4LYVeRbcogR4HBniUFvmDnOi0NauPH7IsPdwAyFDIoWXcRQuyKxgvgaELuGT5QGXnTfiigt6PHWiySCUtLLcgltBEhgXPLupVVIii9JkpP3XfUvOxUG2LCAgy0KGSUgzHvO2m8e86nkr3PVEj/fd0ubJI00On22S9WOyZsA4CBBCotxc9kBKW1MvbGd+KV1YV6ngn9KydsWBPPMCSx/oRZrfuhE5mMwC3BQgz+2/GkrC6BQLQ/P9Z9OVd0qzMP+3YvDh/N9w4vh7SMSsumjjMX7wLQssDyS5AUJDoFOU1GR5jtYBSisXUHrgNrKsnMM7ofggpwL55KGp+dwFe0vtWq0ssIMgR6kMoTLOLMGttwfsPdzk1rtanOo2OHK2BUGM6oS0AkVHGdqBoRk4UAeGRghxJNyM8QrccWTrQOJQ2hrtGnvnxKF2tmNGsznmwGk4fLKJkoGVJ9Jf2pnQyhMBVtkKFnDBdsPF2/o8fnCOQcuyeBxAmBnC1GVnlS4zkLZ+pHBpZHlM7dIvvcYE12qWK9IsJE4iNk4lfMdLx9xw6Sqn+6t8/s6Ypw7HfO6BNmcWY4wMSWUASpFICW6njSKVLxFVcZYP9DJla0Htg7wKOo3zz4vkR9VPa8HtAdyWJUJud/h47JmQW++NePL0oyyMEpWOF/lv77uVn3n7K75RBtfs2HXzFj164t03XPyIeME1Az57V4Nf/6MO33PzmMt3pbSbmp3npAQ6Q2iJ1grjQF64JwXIrVNSMTklwJ8F3GUwU7G2kgbhGmaNytFGMz8P+44r/vq2Fg8+E3PkaJPeOGaQxxBEyHZIQwlaAbSUpqEcqP1qwlDYnx24Y1dmGjuQl8xd1K+EuWNuC+44SpGkrA4kiYlsKlxqO/xS1D1wn2HLDHDRBpZL0jxAGEWnnQBjhmnIKBA0M+PKYF1yRmnrpJS1N9IrBZAVoPy/kcsS4GHmxiinIVEYsXE6YdvGlCt2juklAw4fW+XhZyL+6ostnjoWszgfkZnAGgpCVbXQwvG3KCvx1+iVykY01U8loAu21hXAdV6CXOkcZSzO2s2cy89PecsrR/z5J1p87o4WSXxc/PA/u/LdL3zJS24+u7h65htm8MbGN4us9+XdUp69MGp1eeJYzHs+1OKzd1l2VMpw/o6UN7x0zPWXJTz/ioRcZ3Qiw0wLcADHSJv4KcEsSnnyrAubK96SZde3ZpwZlvsGQjh6QvKl+yK6I8UtdzV55kiDfh6RmRBUCEGEihWRkjSVoVWAWlmnIC7A7drVohDiwDY9xJEtT7XsLYgjiKNKxhQgL2pZCvfkxELOh2+d4uxqk9npQrPW2dsjtTqLl/2NkvE4ZOOc4k0vH3HbQwOOr7YYRJJWJohSSJQhyCBIcdKMSovjjYJAVqWtrjmhaiWzE3qzXBEGFdDDICMMUzpByrV7Mq65cMx3v2rI00ckn7krpjtW3HZfg+PHIwgki4OAUaocoCWmWKKezV6prJXqKscDuNEIY5hpZbQjO5/l+VeOuf7ShDfcNOL8czICZZhq2uK2J4/EPL6vx8LCwoXtxsW73/b2V579N9+3Nje4LsB1ttKUavp9Onug9eihkJ9/5wyfvbsFgaSbScgMDz8T8sjeFts2Z+zYlqEzw/WXJXz7TSOMsVNd5zqGiy5IacTuIi3PsGT9mw0ck7Hg0X2KwVgSBJLHD4V88AsNjJAs9kKOHovJjEKHIUYFEIZIGSClJJaChnSgltolNGwNRuTS1GHZi0k5a7wCdyFLioYIK0sse2viwLG3A0Qcjrn9UcVtj7cRkSJWxehizz2ZILbSRfJqc4rO9PE45KYrRrzk6h5/ddsMgyxmlNnWvCSDICv89SJjq51kkBM6v2ByUQ9o3WqRhW7cQ64I84Asy0iykEBlpQulVMbV52dcc9GYHM2x1/ZZ6gqMEHzg1gaPHQwJAsFwrHhsX0AyVq7mZh2g++DG1vnHscXHbCe3FYja8MZvGvP8SxN0Dju25mzdpBFpteLnKbzmhhH6p5b4+f8+x5fueKL142991fsWVwbXAINvCOAyeASTH4seP7DMz79rA7fc2bHokKo6gApMaDixEnFi0V6R9+/T/OEn7R58JjOcszHnldePmWnbzo2JToUJ5rYokBJW+pJP3Nlgqa8Q0up68gCEsm1BDQXS/qyEjfpjBQ1piKUmcr5u6AE7VA7YrqczDAVxIOyj63qJXNWebWOz0iSKjGX8yLG2871DJ0+SLOWJIxHdfoO4I4ndYNGy4Vn4dYTVuS6LroqEmJZkWpGkIRtnJVecNyQOh7Y2JRPEmQ00g9R43Tja1m+XF1ER8hVWrKyq+MpyirysRc8CSR5KsjwnUwqVFTmErMwlBDJHKutQ7dqSccH2HCE1z7+ojzG2oG2lL/jEHRErQ+HmH4qvE3nazzTT1tz8/ITtGw15Zt+zELMrfZ4rskGAr/IFGp1rvvVFI2CZX3pnwJ0P7o+Ozw/W/XNrAH705CLPHOn+4Kc/94G5T9w6x2fvnYJG4GkuWRm6GFD+cuOsHQxEhhPLhvd9ul03ReuorgO8kDFSQiwglJhC85WPNrIPXNYtFsZKD5ekiNzuBmGRhlam7OIp6qFtl4vwtkOx4C6kSRQWGt3OTrGzDLUbv5C7WeV2WOeRBc0X7muBioiUswcnAsy1xrGf3RMuuSHdUJ2ALA951fVj/uKWAU+ebdMLQ5qZLZQKXZFU8TdEaZnqisEnygJsLFQ4FcLOBNe6dHCCTJEVGw6oHBUogsJ6VbnbEiUnSbR10YQduGRlpKYVad72ao1QxuUsPL0N7mf/y7uLUEOWKpKRcCuOQKfVyL1S2poqNVLEZHke8JrrM/SPL3Bi5VNzr3vxv/nBLDn7ziDa/LUB/v5P3U+SpG9713vN1OmlrdiSOFEFFKW8MNWjmdBVxXtKQzTxu5PALlOV7t8uT5IsXyu67wPcNiPSEAlDWGbeLKuFRe23K1MtnocBZTdLweJhIAjDomdRud0jnCyJLLij0BC5rp8ozJ3nndu6ljBFypQnD0sOnGoiVFAmSMo6Eb/s1H3Vej2Gq7jMq7qULLcsft7WMZeeP+CpM2OGWcgwEDRyO8cxyExZ7y6dFq83DEt3GoS3WsiyZDUPCv/d3oNAk+XSAVwS5BbgUuXusdpWRjonq3S0pAX1cKQrK9eBXGAmruvq/PtOWhmbFWAuTYn6hVrApAB5kmlecW3OODs0pZI735ak0Tu/JoPPL3XR2kQ/8Rsfkr1xiGhUFkCRwfKhWj03Exj2o2X/i63D3iXbCMoZgu7vKfe8yKqFEgJhC4KKQqbAA7hSFciruyg3rwrcY9FVH4XSgbwCd3WvOn8ir0nCBmMW4KlJufOhJovLTYIpRVSkuSdT3Ot8+xrIjeemaMloHDI3K3nxNUM+f9+YXtZkmCtaWbUyBblxE2v9xJeuBZr2yIvKrCiL4HQZeGZaEOayrLy0AHd1L1KRuUFBUhSPVQ7CNwJkLVdRALzKQq/FwdoEX1muMfFYe14+uOw2LtcwPCY7238sypKVJIhm1gf4YJgA5remQq6PlC3R9P5E7SNqnx3clVfFkaIcyPNst9Lnds8LMKsiPeyALIVxCQYXWLnUsRIVwIuB+sqdfFsLLmoAtw3HwnWWTwJcrANsJ08CTRjafeGtPMmIgpQoSDi9pHngmSZGRS775xV/eYGl74GX4C51sj++WJSz/0wecN1FKRs2DOgutBhkTVpKEDotrory4GJaLxoh7KyU6k/JWmKtqv9wmebAFsZpZR9zZe+ZklaiKGMliiw2ByvAbSr2LgreXNlEwdpVcZzxUFEdh7XVol5bYgnsisVNoVFK1p+4aJrh9VonvwX8a//dGsAffvwgwNb9+w7J6SBHKlWdBA/Y9p+dGOFA9TvF8/Ukt193VBZQUY1Yk+61AtRll44Pdr/nUlhgl0B33eKhN0Co2LMmDIuWLVnerR6nsg9DTVxMgnLsHRYgD3PCMCMIUqRM+NKDIXc80kE0AiIH8NL/Lu9e+5d/WtxSXA7pr02LUgyGES++csQ3P2/An30+IcljBrmk4RqLAwkqK3xw1+WTaSaTSoVc0a41vKrotEDPtUEHwmpyJcgDgcrt7BqlNSqXJbhVAe7yQtZUG/dqTz748sR4F/qzs16FlQrAppYYrNct+cDX2pDoozKaPrB18t8tAb64tMLc7PRF//VdH9gp0j7TDcr9XMqOCyci16sx8K6l6vmEaeL7wT64i+dld46fBhZF2ttb+p1UUS48ULLO2uWINunNAXHd5NV8kArcZVAZVB335Tw/j7nDICNUlsGHecYffGIDiYgJpCIqatG9HEj1HX37rq7DC6DnRVrd2Xh5HiBNyI+9rsdHvzhiOW8wyBs0cwhzQZDbTQQCaUgLqeLkgi8li+RPyeSBY/HANaMEdoRDGIhyErBSdkaJzZYalJLOGdJI5YFbSu/vVkk5v6R5PaB/vVslUew30GVysFr5/AK+PAeT5Kgzh8+74PLvvmw86j4ZN6bqAI+ikDzPf2h1dfUlo0GXdhyWMyvKOl5cL53PQh6y9Tpqs8Za3vVZFuz4QC8r1qgDXRTzBb1Zg7W7qLF32YZVzABx8iQIpAN50WXuyRIH7NCb4xeFlsXDsNgNwrJ3GCc8eVBycrEBKkRJYfX3Osxdhhdi/eNRtvs5Da5zuxWLHUkcsm0u5eKdA+7d3yINIgaZoKGEDTbdThnFzHWZTWSA/TXVOCYvweH3yLq/r7Rl7gByqVG5KHtb8+Jv5K48WciJXalNncG9+vFiRPM3DnCPzQvmLsnUq071vP00HWPmD2/eLThPCPnkGgY/fPQUURSSjEc0QgGiGMjixnQVPZPya7H31xbeJXt72rSQJ9XB8EszK3D7QzSrDB6VZFGiZPHabEPlDbsppQlfA9xVg/IkewfKBpdJlvKnn25zar6JiAt54g+09LKY1FetZ2sCKByVgsG1ViRZwPZNgrd/a5fH/6BDP4sZqZhhbmtTguK7Z3hMKlwAprGulC7PjMZVdBZAKcd1COeXW8kSuPF6ljw0SrvvJaWVKV6TSXmuyvEYps7gnhafPP9fH+B1NjdUey6VozfKYjJQw7E+fexhnWXj8v8vAf6Rj38eJSXHjp0gjuySluVugE8hU3Q1qpivIU++JsBrdpYP7noZpg+SGsDL4Z3VzyWLK2+KlaruqhjZpqSdjVIAPDBulITH3KHvmFQgD91+Ps04Yd9x+OJdLVIRoaQilhXYauCWdRY3XmNmAbJaU4hXm5LlkiwL0DrkFS8ac+5HBuw92mQchDbxI12ckTFxURnvODuQuxkcpmSnKui0QDHljMHADWgKcje/UEmkA7gSuDkqVTBdElHp5FSyxGdyap/r64HclJ1eZc9pYR9OxC7VACWDkdmeo4cffbkx+rM1gD+9bx8XX3QRv/obvxtLUuLQRvVCWN9UuZYiI6suaf+q+kYAbp1N4dlHlEt3KVNqDO6zt1jL5B6wpap2Ky70dzGLUBXMrawkCSbAHZV365xU7K1dQqcCdxikqCDhkYMBZ1ZjUKHd4Ml18EvBmgYH3weftITLWYtFwkd7WjwvdlAI2DI15trdQ/YeGaPziIGKrSdeJJU8u9Cm7atBmhQgL+SKK4IrPXgNgXseOH2u3Ni9QFtJUhvUqb1VahLoNXBTeuR+2bNvNJTBwjpgXzNVYbL1sZyWZskgSQzjPEMs9+P/44d+nCNHDrBr124L8OFwxNP79r31ti/d+ZN79+4jCiVZboOjXBhyAdJUU4f8wSz+yID1GNuAd7CrL1+87wPAr92oxi77wBYVS/oypWBvWelu5Zg7VLIc2xaoCeYOvcfQECi313tQPVapa9u03B/l/OktMyyOY0SsCIQgkNoGvbJ+cU6OP/OwjVPKZVxTMZMs/XDtSlunWwFvf82Aj981op81SFXIUFoWr+pS/EDTC+5c4GkTdRqDxBSP/jQDVcgWOy9Fu0nBdkqZQCuLAyWF0+NOk4uKuQuJUgWdYp3PMiFVSoA/m0c+aat6s3Vy6UZv2D2ARoMxs5tmfvLj9x64L01Gf14y+NFjJ2nEcfvM2YUwzVICFbo6XVzBvhvKUq1237A0WU93F4+l/nZfvijen5QmQoJyc/PqEsUfP+bLlEJ3y1rSJwzdCLcC4OXzwgosJIl2YM8JXGInDDLCOOH9n4q574kWyAihAhrK1IJLISdXJPvlxATCay5KWb89sZNCXqTvQ15w2ZC3vrzHuz/ZRAcRQxnRKBNdXgDuA6twL8CdOAvuItSfbCPUxrG5hMBQTgRW0rJ6Be5qp7yKwStLt6bDqeKp8vyv0ePr0XgVWJYgN5WDon1bNXfN1llGr7sYLi+ebGep1eGBLyCM90elpCzbFRKEEQhjir/7DQHc/8i1Jdu9UBu7tq5E8eZz1Ni7YG5ZZ3DXce4HmpODN2ua25ckyvO8A+d3K2sLBso2Li8sab5wV4eFfgPikEAIImGq8RCFHy3FGhZf7+YzUhXs+Zah7ZZK0oDZtuQVLxrwsTtGnO7GJCpgkIuySbg8LqXudcGmZxqaUpODNrqsUSk+R+BWaaUsiIoZk1pZyVLIr8LFqk/CqpJO1QVWd1Lqrkp9ZXu2w+TLlJLJvalppaxzX1W5pF4xSzE4dvwEW7ds3vWpWz7/+vmz8wQqwGDBZWSFYmFA1iJa+4ZvE05+aItjUXt9jS4VE3e8EWLeSN+ie6U8sP7OEEqsI1Oos3dgCGqs7d8te9s5Kv7ICcfgKiMKEg6dETx1qAEmKmtPgiL4mgyOWZvMKg7Vui6K9u/VrJmiAEsTcNn5CedvHXF6qYnJLYtHeVUeUGQ2q3S5KKWCl4N2MqVgdeEB3bK39oAeSBt0WvYuZKHbMc+7qArSEdq4ldnYCx1frkyOuq7c+q9NBM5gNhX2imZ2f6ahFIrl5QX6/f7rr33+yz8zf/bUkUAIGI1GF0thXr+8vEQQBKSZKRkUt9xMdkpXzL8Oa09elWvYG6/tqb6cTw6bqQ5ixdylNJE462oiwJwAtx3hthbcQblvTSVJwuIxKOqic8IwATJuf6jNU6ebENva80hWs08m29OE94W/Jju5J6VEqUkVVcqUZBSyZ0vCjc8bcPdTLcgjMhUw1JI4X+vi+DrYVvMJ72wVwBZrnQnpJItyF6ADtXYrlPbIpcoyC0+mODaXApFTMnt5wdVwsM7ELLH2IPmdX7W4gSLb6f5/qViYXyJJzOuT8fh3jeFIULFo1c5fAFk4UE0GkuZr6BIx8UR4V+e6zO3eL4evO1AXn0m5Jb8KMuv7+hSBZ+GDl+AuZxMWbV7rsLZj7EKeBIU8KUZPBCmBSonjhAcPS/7isx3GSQQtX56sB6zCj36Wk+Ydw6oQipq+zL3iq6IpeboZ8Nabh9x294AHDkQYFTISEUPhgs18gi1LaeBHc1XGoqoS0WXyRCtZrirFhaslJXtrT4rJ8vzYufC+xVucT4STTYi6PCnjkwmwTxwv4etwjxWqgVEVtqSTiqWMBoKVXoJQY+aXExZWc9pNVX0AU7Dv16Ch9UAu6s/XyBNEjekmQV2xuCgPpCgB7oa2i0qOyCLQUlVQVAyeL5i7BLgqOtMdo7vZhaUkUTkqyF1nS0YUJSRZzmfuaPHYkSaEIUKoqjRWGBfgOfdg8rutA/IauI0/1swfeSe9YNNq8fE45PJdKa9+8YAnj7YYZglaBgy1IsqrUgblsaao/ekil+xJy2JFdoytjMZIB3YpMaqyDgtnRRpRbnSQl5ahKANMKQRC11eRSXLzCW+SGL9RqPmAl8LOpdw0lzLXGaPkmCgYE7zjjz5KEAacPTNPlsuyBqH4Y+s1lz2rXvI+nHBndV3t7TOcF1DaEnAxEWSKSpoIn73x2JvaYwnuYnyyB/LAmxMeBLmzAnXtsWJwm7ncfxI+eXuLNLXsLaWw8kTUS2OLDZX971VYRCXQvOC80uKTbsazB5udhuJ1Lx3x4S8NeeqEZfGxlAxzx+LaoDTIvJIL5E4e5IWodEyu6p8jUM6bV/bzSGcdKikw0hKellX9j5QO7MJqb+mdPx/sFoCFD143Fyr2FuvgZw28ngVzdrVSyk5JWF24n4OPHyTPcoKVxbNIJUmGQwJV0X75ISYH16y54kTt5zV2INWJ/togF5VEkUVk7mvvagcCpSqr0GftogkgkLj9IIvungroQVBMiKrck7DsZslKYAdBSqhSMpPx0S83ufPxJjQDEAGhFITC69yZzGCu0eLPRkGiluwxtdayiYAzl2ilGA9DXnTFgNe/bMChv2wy1iE6VwxFSJhbO1UVzJkXx7hyVnwm96+2QnMrVfniyugS7NoIpLZAl7Ji9ZoJYOxzLQxCu3NZYOhZTQUXH0zgpsRUDW9mzUUg3ZNCkmkjWVkZMRotoY0maMQSKSVZIhiP60trlXiZGNclnh3wPnPXg0r7RK4L8ImdBcQEY/seuAeqWsGVso0O1fOJe2DlSLDOXakqqVNIk0BlhEHKgdOC936mA0EEIkRIWY0283ovyxNdsNXX4J96ssxG8H7qvEpFe0kfx+K5DtBpwPe/esDHbmvz9OkQZECaK4ZS2irDYlXBTLCl7zd7cqUM2EyVUHE/SyMwzo6V0qb0pRFWskhKUEtX/lJYumWNCjiwV+fZz7T6U2vrxGjWeb363RJbxpUHOILIEaSZQqgArTVBGWyUS62XFnc2j5TFH1kL9BpLT0gSyg8yGWiu3Si2BHmpweusLf2lUVWBnSpmALqgUhXtaoEDdvm8CChNxdpl1rKQJJa9i8ylCTI+8qUmzxxpQmCBFEgXXArv84gK1NL/flBf/XyEF08dmMogr7AOdd1RyQupkgekWciec0d8+zf1+Z2/bJCqFCNCRrkkFEWKvTgvVYlEnb3tc2MEKG+HhvLis1JFGjBGWylSaG9pMNIyup+MK59r7zjI6tjUgt7JOMXHR8HKEyCfBLeQBiPsZxTlXVRMLwzBeJzRbDZEIUsmdyhbw+ATIF8D6ImrrLwwal9SrHmsrvwJqeJ/JlHJkXKbEo/BVTHM3dffynj+ti7lSaAqv1vJnGpop2XxME7Ye1TwJ7d0SN3MFSFtcFn636U15r6XrE5c7WytI1EKIGmq8tX1NHk5lroINpX1xZuR4gdeO+DTd7R4/GgIMrGNErm08qkgrAJsuZMqPsgNtml8DZMXn8EeX6NAGoPUEiWrLWakMAinwf3As3LEfLCvH3vhJ4DWwdIk+P3fl0ZgfC+dajUNAyHSJEP99V//2e5Aqfc+/vjTW5S0WaDCU54M6GqJFjG5O5cdCvmsVl7hekjp3pOlK6JkMS21+rtr9LUq6r0L8HqWYFC5JEXGcj1wW7ekXlBl726GuCuoioIEJRPe/bEWn7x9mixo2BFwMqCpDE03jiJUdiRF4Dr3y/a4IpPqZVWVlGWNugo816eUWcXuFMX31d52LNWI6LKLBs3cbMr8iuD2R2PblS7s5CkhbIP22oRTPV5CCH/ztGoFri8yZdlGeWFC7YKoV0dOSLDJsgQ98XMtwK7v9qFNnQiqefJe14/HIAVhBkpz4SUvue7ya197S3D3PQ+1Dh8+flGejWm0wjIbWG1hIerL7qRWEhOyhMnfndixa0KWSEH5WhV9e8ud8AI5j7Wrjaa8DadkJVFUYGwRlAO1ZXZTZ+8gLyVK6AbdKJUSRilHzgg+9MU2Ix1aeSKUHUtRtsrVO4wKmYJ3fIoAs1r9qEuBGqOLMvlSbhJQZOu8fk2tVClVmqHiu14+4P2faXPodAAyxQjFUAco77jbuMAFnQgvg+gxeamXBEYZNw3EsTjC6XFQxtPhEoSpZIIuEjymHmutCb7XSI0JmeI5KtUxNGtUgBZFSYmNFQq/s9cbc+b0sYvSTLeCKDB2n/aG7XKpNO9aYE9q6TVyRUx+uImgYI00qVcNCg8oa+WJqQWX0gd3DeDFnjPGA7djcKUJZFEhqO0FoDI3+6MKMLXK+P1PTLHvqO3YQQZIoYgEhMJ2+Puj2SabG+r6ex19wvrspj1W85sgLNh9mSLJtZ0We9G5I37sdT3+/btj8jwBYS+AAQJVBpzWIqyQLLznlSYvmdkBWhWfEXvMi88pPTaW0pZ9aGMtQe1e06IiSD0BcDkJXlM/bjVwr4M14QHeBrmirHa1+29KegNB2BQEkZvsFEe226UC2kTw5/7SZFRbd0qEx+IT7D5xoRRzs+slsms19+Tel1IVc7dNTXv7AFdeMqfaq0dbEBePKi+BrVSGkhlK5sStlIf2B3zxnhaj3G1mLwPrr3urR5WmNvXjNHHy6lG5JwaEt9yXYPf2MvI1uNHlHG37mgVxllkWf/kLh1z1+SEPPRNCJwUdkBEyEra1rVZG660s/vpRNvIqnKsjSrAr976UxgWbjs2FY3MHNOMCO2PEGmBL7/zXAP9swH7W4LPClsQ2HEtZaH1bL5NlknEqSTNBILAnJXAjFdZzNmqR7aQ0mbzC1lxxVR1Cjem8stJa/UlZtWYm5Inx2tWMG3qzPoOrSXD7AWX56F5zg/ODwGYtzy5p3vfJKZ48WLG3ENadCIWX3KnVzKxdpUogT2LJZ3BPrugak1c70lV1KbJmG+a5IpO2re2y88e8/dv6HH9fxNm+1eJGSMZaEQoX/JWfpQg0fRYvyuYqJldFSt8UGc5SwVSrTglsB3RHSroIQEt/Wlhv3CcBIdYF9loJvP7vCIoLRZQ2ZFH0lWdVO15QfFflxilMnqS6AyLqf9yze8qTKarXiotncnlZr266AEzVLVIwuHEeeCVTlOvsLjtNVLG7minneRQgru4+m1eNDKpI7Cg7UPPW+yP+9BNT9NPIzpIQAVIUTcXCji3z+kUnbTAmwF4emDphekVrogrS8JM+k0zuAT1XaJmjHYu3mhnf97oBdz8R89e3RqCcVBGCoZaonGpQfnnFTRZgVTD3Z7YoU0kWq7tNeUEqWW3fLp21qIVlei1EHeRO+wtpG+nKFD5rj9fXAvd6bF7hyH7HgjRswCn9cQqyLj2eDcj+eVtXh08sh3jAntCtVXOD103vSYDajl8KCzCPxesyxQ3GL1ncu3tWYN0WzAhkShglHFk2fOBzbRa7kctahiClDS79uu9STk3uREbJjjWF4lvPBb5FncErPS6qBghX52ycTKl2sqtS+FIHJEnIpumc73pVnzseanJsWYFMQEhSbDFWKaWc6F2vAKu2vHibgikMzi53Gtz+e8bpX2MMRhbMzYQOn6hFMQ7skyUNxQUwgSVfGdQtxPWBX/z9LLd6PLDzQexGS2Eg1/xPNW/bY6Pa89rJXR/ka4KM8rk3C6VMGniau3xetEl54BaV5i5stECuBXeNyWXxPCv1dxBkCJnz5ftjvvhQ0/a1ycAFl5JI1LtmlP9ZPclVO2H1SHPdW828oHItasFmsWOdrssVC26N0srKlUTxymvHvPS6AX/9hRCdF1JFMdbKuT5uj51cuIpwB3YxAXKJp78dk8uC4QtAu7IOYcrPLQQ2lS+qcg8j8BqRfaCvZfG17Cwoi2Un8FVSiS8H3e9kud0sIM0EQRTaiaqNWJS1KLXb5Crry5Fnu5ocYNcDuw/gtcGl8bRtBebqvar5tfSHlb8/pgdyqWtaO5xIxduRZC64VClH5uFjX2qxvBqVNSdISSBwhVWmlEk+uGsgF3Vcr3MYJ2h8bQOE7w2vdVSqnk2pJcpZh0paFp+Zznnjywbc/XCDg4su5SsUGsFISAtujykLkbK288fGmgWglaxWGFWC2ziZYvV14WYUbkoRQxkhHGvjldCuhw+zrhpYD8T+Zy3f84CblNugG4JyK4/IaSqqA/8sWK8OjgfuNUw+ocMrBq9n/0onQk4s+7W6Yy/ZUQScZQLE09zeZrCVTMk95i6eu+BS2aKqRGv++19M8Te3td2oaI+9ZTXQpy6tTM0BKm1U7+qfBPq6RF4vzK4Y0rg5JnqiRsXbQTrXym7jqCVSK9JRwJu/ecSxs6v80u+HDPKUYux0pkNG2A18q1p1Q1pjR6/2vwyCnTcuS4MF6SxE4QSvkBbIxgHdrJEplJZe4aDoSZBP4AYH+prNWpKrWYtP7/OOEzvqOcs0QZHejgJceeTaCH89oBcAL//uJJOxFtQ1wK8D7AJASlZd2j6oK2DjzcszVRDpZucFE3Kk0N3F3e+UD6KMx54K+MTtLXIZWuYWxXB9ak0NtdJY/O8o1mdwMXnUJs9JVZs9mQE0hV2oJoDt7UVauCrSafE8z1E64/U3DXn/LSMeflphZIJL9ZCKgKF2MgVPjzspUMgkSjniSRN38SlRXZNKWDQLgx0pIkRpFVptbp8bV1tkSjfNomo9u7Bk5fI4FlrnWRjCmDVSL800WW5H0gXFP1ikvrWjbz+SfrabL1vqH7BakuryxAP6GmCbmkXoy5JJ5i627bYSxgI9KLR1CXiPuX329rzvQKX0RoY//ESbQycb2KvcWYNSeOOQTVl7sqYs1vt+tZXs2Ri7Tjieo1Ic72JApqlJlbXtbIV1qNBa250btCJLQ87fNuZHX9/jZ98Z2i1nRApaYoQkQZa7o8lCF68bbIpiSXFgdpCXrtvHFHrbOGa3ADbS096i0ONuxo4oAO9LEevCFLipjl9xUP3E/PrHr6jjwXn3Wa5LPyjA2D+mlJ0NUmyz7C9V1RXiHQRf9BePxZXnMTWiAnw9qePPz5h0TorXijl4pvLCvSmnxTYevoNi5YnveecToM5QMkXJjKCR8Z6/bPPBz3XIAidNhNWtZUuaX7g08TknwW7tqnqQMumLUzsxNYzXipzKhuQSyMbbGtC4gfa21UznklwopAxs4JnmfNerBzx9NOS3/8LtKW5s75kmZCykreUu0ogTjoo/xthIB2BZ6HIcA7sLUtr/UwrH4AXhunNY2YXValcEpMWxMm5ag78iFkdl0mn12bpibQtS7Sg8zys8BgVQotCWlRpTjNatN3dS/EOTDO6fz0ktVdQPlJ63qQNcrn2uvClJ/oiw6mddAltKswbcvs6u711vrUIpbYAZxSlPHVX85efbLPZCu5OFCBx7u7JTsf5A+5pMmZAktZWsZhquz0Cm8AxNFeBVjkoVzJXbomvXGOwnf4SVKVprdK7IpWJTO+ctr+zzqa82efq4gjgFt4NGrkOGFNWFkwxegN6Ct1C8yvvcBZsXgC6Arh0ZCCFKy1BKazFWyUP7s7UKXbDrDl494PSBPVkEVrXcGQds4z1PM0OWGbIcgnYTkpah07S0XgzcLO0q7c0EX0euTAJ6Tcap1GT1iNlnwppduA5rVz8XzomuSZWgqLwry191JUfcVt+BS8UH0koTjeaWOzs8cyi2+kxWDK4E5fYo/uD9Sb/bTy7Uj8PXHoPgM9JaBq+z+LO3tEm7U4O2DSvFrslSKGQekGY5F12Q8poXDdj/NyF57phGWz2eETASNu0utMs2awdyJTDeDgaqYHYopYkqdXclZ6UoriF7vtcyun+sjLMKLfgR1c9Fg0JlPdeBZ2Di+FBtz6JhONKMEkgzCHbtvmoQx2LfyvzeKwajnCyXSGeSCyNcOtY8qx5/tuxSfdBLwXh+8LgOsEXVW1e5Kb7m9jW4Vz5aMLUsEj15JU8cqEtbUGWEjYyPfiXmt/9siqVhaLW3CyyrtLwbri+qWMGPGarvVHzvyUzhxNq6HoNP2oQeqxcsrrWoZkL6nriYrBd3DC5dIVaqmWtofvp7uxw8FfLxL0loWnAXnzoVqmRyEBa1BcgLi8Mr0DIGa4W472UcyxvtgF4DdCFbCllSEVtJDO53NaZOFkDRTi++1rErgF2oDm1IUgMq5txd5+57wfOvGqjXvLS1NOqf3WdM/vY0LSLuSh/5f7gY7F6bblTq0nphVH1QprGd8N7zcqi98gLIdepLSn/bL6TyAsqglCG6sgDLgFLjNzIolRKGKacWBb/9V9Pc/kjbznOTEagIZECgBE1piL3GBn/2ib9tSn02eTUncXIg0XpjLsTEMfy6x9Ir8hIeSxalDNVWIh5DYtg0k5EZw11PRPQGE76m56dI/JXHH9k/uexMhHzrJE68efUTq5TwMra+Qyqqi917LHX+mnt9Y4bcgM6t+khSTdxocfzk4ts+e+vd9weGkCw3xhRVYe4qKz6sNtVyUH65Qqq5j75ezcCk3i7MfX/ut/DH7wpT09/V/GldY+2KzSeCy8IpKd8rEjlWd0tpM5aJ1PzpJzt86PPtSpoIuwdoyd6ymlhVbqMy6Z5M3IvzP+moFG/4kqXuM0+eWLH+Eqzrbsoa61BWPZxSSLS0nT8yzfmuVw557FDI775PMcql9wGFDTpLB7/O5GXprDvPhdZWWMdEUYUPxpXNGteHaYRwMoWyI99n9HpWu3BPRClRirT+mlXQP24+g3vP7fu5iSJFkOUSYeyYsMLbVsJbijwLq4ywJwBdgtx7fc1S7g2i8bOZ5URSWcmU2mNpz1VJnUqueH53EVRK3wr0ve8URMaXH4p432c6jLPAJnWEAzl24HsRXConUXy3ZG3tydr5Ll9DlawlQ++klTZXAWyqXTW0EWhMCWQ7R7MYg2xrVIyWaOmak4VBaLsLWpYFxC3N21/d54HHYm59yM5bsdkZi0ptAsZGWC2+nlxxn1gVwafLYNqPbJxMKQBe5EhsEOpyQRbsDuhVsk+UdmJZp+JJ3lJJmAkTs9beV8SJ9rgJ7AobKsgFBJmbbp/n9n+Xrg5BapeZ8pIR9hdq37nmGkhM6X3jg7mcHV2VwfpLql1m69NKa9pbmLVaXNkNSX3m9sEtHbCl69QJgowzQ8Fv/9kUTxyIq92Spc1wCZeWr4b5eJagB+DJpNXk3QfwGiZfs2Q/y2u15dgPOL1ezfJe7H/ptLgwDujWOhQiIB3lXLE75ae/d5VHnwo5PayzOAhyAkaSashqvhbkRjhHpZAgDugGU4HbAdpmN12wKZ0GL6S9I4jifT8wL1dA4zkqz3LTE+Cuply5vwsErc5GpAoZ9efJsx7l3Gj3IXRRsTB59vCA7DN47ee1wWQ90JzcAoNSltRALiakiSq2tZsAd5mt9FhcWu87yQ1/8rEOtz3cdNuSh6UtaHdPxnXsUG5fWIyBqK1CPiwmZYrH6jX71AfxhDD1pUnNKlwD8jrQLZu7wFNUEkULB3ah0FKjjSLXITIxvPzqhO9/Q4/f+YBk7OfMnYbKtWJUfGq5FuRKeO9pSuZWzi8vAS5Beowu3QUg8YJQUX8UnosisAdegDddbR0yMPVjlRvItGFqaopztm0iSTOCa1/wOqK4w9EDX2XfY8fIjUJ7S1VxIievIx/UxZLiOyf+zOg1wBb+80KumDXsLSeAXcqSogZFToB7IiUvnWsio4yHn4j5nfdNMUrcNg8uoVNzTjw7cL2WtLoOr5cUT4J5XeJ+Nu3iJ3xK0E9q8Yq1jbYEZB8FRno6vCilFRKZK7TQaKHIM0Uj0vz027p88cGY+x5XmMhFt0aUG0Fk64FcTvjjXgKo+NLGBZdGmlKuFAAuPPHCKpRQgtlMHONCwqA9VjeUgWvxJ9dzobSG4SjnBddfw+u+5aUsr3SRjVgRxSFTbU2nlVjt5A6wfwaKqFwKM6FNPZdDUC9f9YCrSuekckZq9SXKUJW01vW1v09jVWCVezZhIUuq50pmBMLagwePB/zn900xP4hAeeD22LvS3gZ/mLyfvVyPse3FXd+Lp3jjWRW5n0DzAvc6YxevOaAX3ejabiSli21Iail86fnl/sAgSW4UWabY1DL8n29f5YKdY9A56Kx+N5pMw1jDWAtSA6kWZBoyYx+LXZJzDZkpfqbMoRTPq+DP/x3j9gTCs/dY+//oImisOyaThYA+qRgN3SGMsoAgjBEqIhhnOUblDJOEUZKRZoo0t4FMjXx8poYyC7W2mOpZ9moRPnv7OwLU93kpLgrh6e3SSXG6W9aAr0ugqxLoGVLmBHHGygB+5Q+n+dhtLbLQ192F7y0suH3XpBZYsnarQ3dQa6971prwf/FrUnc9XV8kOIqzWAN8wZx+Gr/G6Fae5Fq6ug+DELZuXAiDzu3GJYHUvOFlI/rpKj/1fytWBk6baSrJIgMyIxlpX5IUWturA0e48lmX3SyDTVFjcukRQvFoytim8sOFa2yualjqyqDUKsb791wcIFzbXBBqwiir5t8sdQVzYePpp482P37g9K7XRwxs87Gsg7aSIWstQF9319wTzwYshrJL//VSpugqyPR201XCeD+vA26lUcKTJcragkrYMlgjNR+5vcXn72mSFUNWhG0EAPUs7F2XIn7v5WR5bC3I9u41qfI1Ak2fitbOGFkvw1mxm5QO2LJicFEmhtzPWlqJIqWtIzcSkQdE2vDqFwx5w00x7/+0ROfuytZpEXhhCMikZOyB3Gj3WFyI2hZOKW01hwU+VXbTAdmXK4V1WMkTbyqvrnihBHpxnDxBXpOF7t8KpCQODVdevJXLdomPT3fCp3Wmkeefex733HnPkWa86eNRfA7LPUOSCZeur07CZJFUKVXW0c6l3FiTeSyyj37R1GRNSf095d8nmVtYt0TKHKkq3R0EGRrNB29t8ut/PM2p1dDpbteGJpxz4sAdSr+Z2NS871psQWUP+lbpmoCy/HlCOK7FtZfUqDO5TX/Xh9T7u/sWHT5V6l5UdqG7WxuxKKtV6DxA64A0VWyfMvzCD6/yplcOCPBlSgomA5NjtCE1MHJyJdGeXNGQeXIkM8KTKZOSRVQyZB1ZUkgXXd59/78udaqcTOHKWQYPA0EzNpy3cwdT7c0fv+eue47Mze2y5bLthiaMNM3YsCrqrFGm3vGZ2/Owpe9rTlQIClMFkHKCxYVBlBZgIVcmNhmVunRUfGAXGlz67C2ySn9HOUfnJe//ZJtnDsbQKvS253sLZwsKsyaZM1lQtV55bOWu+INGKxRP1qKISWSvB/R1GLv6edIuLNL3djttLewwnpLNtZ3vLQpfXNiAMzcSoQPS1HDx+Rlve12P+x6JODQvrVQpKFjbL2l0QCYFI+e9C+2SP6752LhSAuWkiZoINCmdFVuHbnLKNraiaACqQLJKDHrJoMljVo6mqI61FPYi6Q8zun3NeGxLCgOALVu3EkVxf/HskXR1KQjXq7/1a0xKEEsfxL48KX5H1wK0SrL4eyvWVwFRA7SzDAvt7bknFtxVel6WrknKma7gd/98is/e27T1F162suhwURJi6bKWoj6panI78SrWmLj7x6bG3GtZ+2vdypXSWYXF0a+7Kj6r+84K5aQpvwNfCInOC+no7ENh9XiOHf2WDzSvff6Y/W/t8pv/Q3B24H0oCdU+sgGpSzAh7VaDhQD25UjRca9cDqW0CT1tbh05U9qIhWSp1fXgfseVEBQ7feIO0WQTN+D2EVJMTc+lW7Zu7Y9Go/JrEMcxL7pwz5/n6eo7Ou0Y4e86X540u3WRn7jxt3Muge5X/KnJBI1eI0sqxvZ0ta+7lf//VGAuvO5CohSTqVJl+OMPt3nXBzskpl7jXYIcO7svxJSetz+LpTYOYiKxU/K0FzTVgs9JUIv1cV4GlRPypLZ6eq5BndG9/donEkCFLKn3clad+PZ5Nf4tEIKf/K4+P/jGHg2dW2fFOHfFZN7PhszJlaSQK0ZMSBPvubv46g5LIU2E99x7rEkRWzxV7LKtJ4+Bd+gMkOeaMGpwdmH5HZdcvOfP4ziuGPzcXXv4/Kffh5RyHAQRYwb++ZlgLq82eyKIrCVuSkZmDVMLX7r4AC9/T9dAX4Jb6DXgLhuHRYYINQ/tjfjwbS2SzE3G9FrQ7KOXkpd15vatwUm2Xm++nvQPUgnmSp9/rfiyBvQ1gLdWgSnZuTi53sSp8rFicumSPnbQjn0UhYTRkpxKJgoRWADlmiDOeNPLB9x2b8y9TzbLOvBCppQfUiuyopveJX8K+VFsaFvszudLFkQ90ymd7jOOOI07lkZXmc6S1ctZFPaXhAN8OQ7ZuzUbMXMz0+N3/v7/4NJLLqoYHGDHuZew6/wrvyhV9Ey5T7j7nmVhlDdlqlYoNdkE7DshUtfeW9tLWU/iSOkkiaoDu8bcniQpGTzOeeiZkJ/97Rnu3xs7cDvGlhW4hRA17a089q65J9TBvt7FXupEn6kn5MrXRTZVzqHO4PVhx74/rt35sQVYEyzts7g3Y7zcvtsUpbXF1igB+Vhx/aUpv/nTK1xz8QiS3AWaWeWVu8ATbav2xgZGWpAYSIvg0/geufPJiwC0eG+C1au9QSf8cF1n8iotT81CLQ61lIJGI3rm+udf/cVrrrqsPLYlwM+/8AouvPhqKWRbJpllhMr+8xMflYXnt4+tKZCaaEoogC3LhgVduyCU1N7rutLYfjpeTciSgsHDnEQL3vOxNnc93EQHyi5OJWuvk9TxOnWqhoY6e8MEg8t1LCrv0XvnGwJ3LciceM34r0/YhPX0fTWyuOi+9+eoGK/zp3RYTCVVbMJIQSp5yTVjfuj1fSKZ2+EixgG9TAI5kBtXmmq8ZFCZEJpwWUzdTaklgvRaoPuuSS354yeHPHAD5eSz2ZmOfP5118rnX3d1+V5QPNFaA+bwpi3nnl1aOrPbmEHpA/v9kH5tSAVqF1CWTFhJEAsOXb1eJHFqDoubee1LE+Fpb1E8OnCLvGL0ICcHfv9vOnz41hZJ4AWVwtfftnyzambwtHdxx/O8JwKfqsZ6IkVfeLjPnrf8+lgvwD0B5jWltAC15uRiuXb75whHTI7lbeGURBjjfpZ2o1bnqtjnAQLIMQSp4c2vGPL00YDf/1CHLBdVI2aR+CuN6cBayS7IjAsZIou8tyun1aI8zpVMqYJQKeuaWpb+use+hTzRRe7XHm3tGpiNNszMtdmz+/yzwOE8r7KU5b/Rbk+x98mHnzxn567DzWYTiZeC97vaJ1Lx/iwSP0CclCE+0wc1KVMBuF7b7elvlduEjqoCyqLOJNHwe3/T5tffM8XJRS8VPxlcOj1okzpVxWDRKV/af2Kd4LJ8f2JrkkknpRZ4fv22tQLhvhdeH+5evF+hox5YTgaY3rAgx9jWM5c1CWMZXZRSRWuFNgF5rtg+l/MLP9Tlx97UI5ap7eAt5UrB5MVrGm0g0VaujE3hlVMyeW5cit+TKVbK2Gm52bN453oy5e89LwJPP/3faDY5/4LzDt//wINPdjqdtQwOsH37LoDT5+7coU8cmZe2S4Y6iH2Z4oDqp92FqEsV4QeW69iB6zG3fZ67381LyVIyt3CNDIHhQ59t8Wt/NM3Z1dAWAa9hbmsLVuxtJizBwuuuSnontXZ97mDxuq9V/vbMvS7WJ62BMuFjSobTuMy5qarzypYxV6tSlLVWLO7uRcBpQGib6BJallaiQJElhq0zOb/4I10WViV/+Zl2PaKuMXnxUSUplRWIswuLwUXKNbzYoLOYeFWQSTVuopYLcLu0FVuUmOIzuMlUeXHE3fK2Y8e5+vzzzjs9eUxrAA/DCIz+d61G/sJ209wghK4z90RnjS89fAlSA7YvVUopUkkTISaALSpWFyXLe/XdMrNAjzTPnA74m1tbnF0MoelbgdLzvWWVsRReI0NNe1cS5euVxco6rtcC33+TZwH+N2CvrLUG7UlH+Oy9tk5ceJJFi0q6GC3RQC4KR1060rESRhhlnQljyBPD1rmcN79iwL0PRew/LWwSiLwOcg/4BkFq7ExwjbDzHIWdhVJOvXLPi1pw42pPbC+n8bqCrIGjSt/V1Nvg3AExRpBrgzGS4djcFwTBv5NS1o5j7ad2Z4pTx+5ONm7aolstWe4AHHh9kYH0ZYSXgq/1UHpOiTBUtdoTXnj53qTWrnvea8Adaw6cDviV35/mb77ShIYPaFV/Lj1p4qRWyeB47L2OLejr8PK/a+xCv/5b1Lzx4pdKxvdJZ+K+PrBFxeQlm1f/RumQsDa17+95o2sSpnJUjPG88SKdrxVaB+QjwZtfOuKXfnyVC7YmnrPiBZ4m9WSL/WC5kyxjA4mxzooNQkVZjZgZL7Vv/J/d+7mbEDvhr2deYGp/z5BmYETI9u3b9S1fuDuZnp56dgYHOGfX80nTwfvnTz12xerS0akiA1mrKZHaCxDNGnkyydC118vunYnAUmj3vO55ixLoFXMfPBPwf71jmg98oe3ZgEUBVSFPbGWUhInh9evbgs/qd/u62ndWJpjYizlrRO0/+1qk7Rdb+WivgsyJndhqjzbQsun6aiKWzWi6VjRRyRTbXCDJXUQqjB/AubYxbRAi5W2vHhAq+IV3znDwTARhVn0+XTBEoZnsOdBYLZ67KVihcAFhweC66M+s+oArj7yodS+6gXC/L9yWKi4PAyWrOnGH6wAAKuZJREFUn3PO1u6LX3j1+6c6rTXHVU6+0GxvZNhf+h/bzr1+yQe3P5K42EGhNo5YVmMbKn97cuSDB14PzBVjVxahWA/csQX3L7xzmg99voWWRYXgpOddBZaBqPdZFjKkckxMTWO7HMQ6AWadtdcUW5UXwN9Nja8rTTwrsGBlamztD2oqrLbJYq31djMrrEMv4DRV4JnnCrTgO1815Ff/5Srnb0ksPftMbvzsZ2EtaoyxLDs2MHJsnhhK33zSTszWsRgzLco53zXrMa8Kt4SAm1/2gqWF+eX/sXXzhjXHM1jvIM9suAAVNJIwnsJkKw7U9eq/GnuX7KzXlMdWWrzS30Joquymdu8Vmczc098VuINAc+CE4v985zQfva1FVkvgrBNYMuma1BsYJjt1SmAX2Vcfu0Kskc215I//nm8h/q2AbRna/9lvYfMjsFo639Vx+zMNBaIM+NZjca2lx9ZWCFsdbsfCCecN2n3uM5TI+e5XDgiV4WffOcOhUxEEGbXlRhvX+WMAN8VVSHLhWusM5I5wlIAAg3a1JtIYr4tKlMRT/FxsiVIGok7TK2PYNDfNRRfuTM7fdc66x1Wu92Lc6AyzZPD2jVv2DASJN19kctcEb4KUN+xSTtaLeOMc/CaFYuqUKhk880pfs4q5lYYI3v+5Np/6UovMfD3m9gJLWZcmlsX9koK1TonP2DV5sh6rPxtiv0GQ+xbh5M+Ftvaf+9IEio1kK31eaHFbu2E/dK3EtiirLbOajsXLDiAvAaQVxih0LgmF5nUvG/K2Vw0sBWvtbJOMNTZiaSXautei7HZsbKdQ4tWzFDUtqRGkWjh2hywXLkNaMXeaC9LcvZYLxknO1VdcPFjtDt4+NdUernd812Xwo8983gTR1IFGo7k/jsVVdni8DRzLEldPd0/q7Mnn9d/RJYtXjF+5JtLVeYsioaM0OhB86vYGf3FLi2GubAlgzQb0GhnWcU3k17tT1aGsB+A19wmrxE/y+Fr865kl62luW6BR6e0q8VOx9JpkkPc7WrvvULC51whRMrgxpRb3E0B2GxLL5jj7sMj05KmhFWn+2Wv6PPh0wC13tshV8XZGlRGa/IZumpaRaCFIhP3tANusHAj7fyppHRe7PYojIfc89xi93FpRaqIgoNVu7+8Pxwf+6sO3mvWO8boAB+jNf/mMCmf++dzGHXcm/WdEEMgSnJPALgFNVaNSdfhoG8jUQO8HmLoCvae/C3DnAdxyV4P/63dm2HsotuOmaqCeALsDayCtNAnwJAoTHUfrBJQ1BmctexfoXhuErgPlr8fixvsdQ90KK17zse9X0pl1HmsJIFMGn3ZJtyC3c7vtPJUa+J1taAqZIqu6D1zHDknG5Rek/PpPrWIQfPbOJhnPgu0S3Mq7ci3YNVaLS2EdlkCAykVl3+KCypKATPWzcVnR1HDJnvPMwsrgn3/gE3efufmlV6x7iNcF+K6LXsVg9RmCcDbvzn+F+SOPomRkNZk3EsIHNzVQGyguhtr/o2tMLqW2Zbgy91g9dyl5TRYIPn1Hg196xzSPHYxsAXet9DWYAHuVjrfA9kaiiXo5rPS97kmHZAK4Na+b+vManktd7r3zbCA39fdqtSfla1Xt95qy2UKDiwlbkSrhUqTxhWNyg3BDf0ypxQU27tAupW+72Y2zul3SXVKCnnHG1Rek/Nq/WkUKuOWOBlnhpPjfxkgrG427OIT7kGUDprMvhQ0WpQN1saIGDtjl3kLCfi7pLtLROOOmG5/Hm197fX5mvss1l5/3jQMcIG5uRAazh8LQvLfTaf+ATldtdUEJhALQHqjdz/Z9XSvWEu5LFswthPZWBO29ZvW6juzB+4XfmeaxQ9EEc0/cqaRJUQrrVwuulSXrWYTrlMn6YF6Psb2L4mve/pZB56Q3TlFUaiMsq2sLzV27u8SPcPq7CDy1C5KVcEAGY7TnrNiOBKElSBtsUgSdjsEFttzWOJA/78KEX/+pFYwxfPqOFjrE60rQ9rwUzO8kir1CXDanWH3dhZkLUboiUDC3qIJPXJ0KkOU5m+fmSFHv3bZ57lAQhM96LOWzvaHCOUZLt8xHjY0f68xdRhiOy/0kw2L7D/dzoLKyNqTaOdjrl6wla/LSKSnGPFhQ25puJTWEgk98tcn/9TvT/297XxpuR1Wm+65VVXs8+0w5OUOGk5MJEpKQBAhEcGpoZeim0QtoI3rbbtrmqk8D94pyu9X24nUAW2xA1AuIqK203aKirQwqDkiYQoRACBDIPJPh5Ex7qqq17o+1Vq1h105OJoK063nO2bWrak9Vb331fu83LDzXFNwOVYFhvY0kKi37OaA2QJtYc2ObAK7dMda13C6VMfNRDgjiJsA2tzcAGICeatu4ENQy0+v1vD5IUm85s+s53QCQSL81sw2NxyQFVzqlNWD+QIjPXTWCP3tjBURFZxKp0MhGNJ+buSwsbNiPMwYuW0uEjKPOgEoMlGNgjAGjMVCuc5x28ixM6uv4ye0/fGT3xM5S0+Pc1IIDgJ/tg19Y+EA0tvzmINtxRVQfFFloRPNsSHAgsdym34+UfU2Z0LTkMSgFEAA/WZbDx29sw+pNAXiGGiCmKSCX1ESWnpm5JrpKnhvOpG2pk2bC5nPTWqvt4sekbLPEw5SlRryn+ZUJ3XA3mPtzh7KYEU7INsQyXK8zDSk4Z4JieMTILDTALp1PDpqUoxFKwWTii3BMPVAGMCrC+uAArcVYMFDH564aAgD89OE8eKC4tvrOKi1QFZ4RaCtOkBRuWrSOKgsjaJfxiIhhSncr8rng5ne9bfEDv13x0n4NyX4BHhQXoT62spztvGBVHFXqcbgso6Q9BVLzVCmgE2iKSSzq0qikJNTEA7hHcO8jOXzi5lY8tzFotNzUdCo1uInk3FZAx1JHIGce0BbXqpg36UiKs2lW6JjDpSaWhT8YMTzh44pW6HNugVm+u+4VaXe/spp3OuqKDhbJogmpqjAQrZhQAUiRbiu4DpG9D5GAnRvPAVqPMb8/xGevGELMgPsfzYF5Jsa5sOyE6h/KmQ1u4pgDE1ZEXhBJuw/g1EUz6le9562rHlrxcvmtpxx36AAHAOp3YcNvJt/ePf+rS7yg6wOUb0c2I6gFIDqeJgqAOjFcKQ1aA7A5u1BWKCTQfYBJcP/DjU1oCU1RTmA7lgHhwm9X3NtsD4cm1juFd4vvbnDs/eyXFsY3Ab8/mPOU565qAqKKujT4GyOdxkWgqrEauLmUEKmw4sp6q8aYXFp6bqgqSkCBBD+RXaYSY6ySrmoxFgyEuO6qYRBw3P9oHrG6YHRBmgR2cs/URydV4DMlI+mwUh/9fd3ondj+rcVzz7z95U2PHAi+Bwa4n52M2ugqgASPIXz5nRm+oasWCa4UeEAhLzhhVCc6sJByU9adrpgEvEyzDYDQI3hgWQ6f/LILblcC1A6lSqTSvNusr3TKzxxw6vxvnmLRHSfT4dUWsA8A4HENvv9lU11JAj8JuI00WaNGk0kfL6lfhNbQ9SOSkD+xlqXaoiREacVF03lqg5tCX101hgUDdXzm70cATvDAI1lE6uQktySjwDOx3ubv5eI540I/5Bz5vMAZ5x4q9QxmTunY/f4LTn3sknMfwKz+iQc8vOM+P/HIXeCc3fvo43ef+717R1Gte+jpjPCGk2s4fmqIgUkxfA6wyAS6+gB95ghhmgpkgO17ffz6qSyuv60Fz65TUiDVQE4st5p92I5W+hTIEjGfZdICQkUvVTs2Kvm4MZuCmXDlqdkWCHTbNjkTAzVeQ+UFJWZqUNvsmR1osp+Y4UG8FzXeT+2vP9Pz1GcaM18kVVTye1I984VZ9O3OIWrXx6q+kHZ6hdvMVFRpmQXeZnsO3QuSqPx84ooFsYxfcNAs8My6DK67vQW/eSqLHXt88MCSn5rDjnMg4gjAMDApwuypIU4/uYaezhjlCvDwU/04Zem77qPUO++jl503Ltwe0IKrQQtzUa6Gt3zh7jmL7v/59r6QMeQyNfT+vIZZU+t462kVvP+cCiZ3xcKShE1+h5KBMgTrtvv45Nda8NATOWzZ48ucY+VMmuA2qQlNzKtHgAwaAzkN0UukWe8m1hpaPVFfVwV4TE7upsc2/MAm/Ny53jXNcPbnzp9a2UBH0pzOxMGE7O4qaQngcHLlcIocbiTWmmn5kLBEM6eUCadU1ZklVlyeUx6DSUt+/dXD+M3jWfzT10rYsF2dW9L4Q9XBCcUXnjwxwvvPqeAtp1Uwa0qEvk4g5/uo1QjOWVrYvjPuv4UhO17YHtwd9lePv+zvGykv//ytP1v05PMbwKMKUKsDPEQxF2HRzDouPruCc06v4ripMRDpNlv60whoQLBuh4eP3VTCj3+VQ8Q8cSszKYnFuc2OsALkKpEqK7m3ilwq66yaaVLXehvr0uYaUgk+ppUlptW2lg1Lrqy2acWptuDamsu7gOfeHVyrbSwTvWxaaWJadavKykxxVhaag3rNrLiui1XrSTJ1TJwkxSmBQWeBxkn02aN6mRAOmgFCTvGjB3O45uYSNuzwxe3VSsOUV2MEHDc1wjlnVHHx2RUsnhmimBVTItarWVRqOUToH2rvLl0cFOkvSf4GPl7MeuPdEQC+eftNvJD1Hxkcrpz7+DOb2mMwmazLEUYEW3Z6eHhFFqs2BDhheowJnRx+IKU0aSppRoD7418p4UcP5hARKnhGgzrirHOoiUcEVVd53r5DR0zw6Op5+5Ea2yyNXIJU3SxUP0IFUG35ScMjtdYZ66m9r+Xspi3D+U7ONkLN6cNJ6h3JThTjDX6FvlPxxCexgldOXWpipOR+BNzCqyURM3HxHT89Ru8Ejt+v9rFvmEImdYu3ioEsZVh4fB3/fMUI/vodZczsjRAQjjj0EIU+wjiDWj2HoO3sLbG35FPVSl/1uhu+N27M0nHvCeD79z7JB6b0PrN7pHLRvFm9ddTq8teL7D4eeBiNPDz4RA5//pEOXHNzK55+MYOIEFCPgGYFuP/xlhK+90AOEQwTSczHNCfTpia6/MxOf3XzvZP0AQqHhjT7swuLAecEwz3Z6sGe2SG5YR3MTZI7j3CoiqOeqE9pVFJS5EG1rLINnSAQgxHsgcwVT/5kFmKinesMRGs/ppfBRfzGB8clZ1fwub8fxUBvJJJQYo6AMyycU8N1Vw7jpzcM4m2nVlGkDLxOEEWiskg0b6sjW+yvU5T/cuyZs4a8oHP8xxMHacG/f9ft+OY9D+OU+dNIxudvXrN2y5Sx0aoqnktQxgnB6BjBEysDPL4qwHEDMTraOZ5YHeBL/1rEvz2Q1yY04dtmQMegJlYZmsgf9qmabkTfts2Jo0wnUln1RA9X0iFV+d/6ujIpRGK9qQF6alhyRWVSrLVtzclBWXDdMi7dZ0g+z7xIoe4sXFp+knohu1bcvkDFP1VzaqlHzveA9b7cMhwg+m5ApNxDCDBvZozOdoa9gxRDowSnLwxxyz8O44K3VFEKmGjZHItUXc49cBDRSSHoQFA6c3mmZckdhb6LRwqdf3L0AA4A93zvDlz4nr8bmXtc/9qukvf+Z59/QU5Np0PmiQnyOXbupFi13kc9JLjmyyUsW5kR22gaFUlxKi0uLix3RlISc6pts9Yy4dkmBTG4LG1YZyoopkJig96iKBRJIyBCiV4+BIDbz80p9kgjuNEIdPe9LABK8OuENxf4RoDOpciG3dJvKm/7SeRabTOS6oxHFRwhBDhxdow/XRqiHgP/69IyFs+JgBpkLEi3r+AQsuTQGIDihSh0vPF94OVng9a3HixcD46iqHHCrGmYOXXmmnedV/zBRecVxf2QZgGa0Rl+IECdwAuA0xaE6O6JUa4Q8AiaP8A5kiZpTKy6umg0eH2iJooyVBNlNRIr2Jhf0qCg6HNmEEmbVFh8VpEO/QLolj/615h8Zn8BTSuwwy1m4sgn+rkbxEk2NQSAzBwT/dzunwKrfK1pmRvTVMV6D1A5zbt+btIgJRcDom8h8TkKOYZdOz089myAKCSgGfV7xAzNcRwgjgPU6gy/Wz0ND78w7QfIzFvj5WYeClTHLxOaY85ABzj/4jb0eFe2tM/yurp2v2P3UE2kTMZy7hcA/X0RLjm7givfW0ZbG8OWLWX887eLGCrLqtEGAmxEuVTuiQQ9McDtmVYYyqKZWYO8icVLcbSQDnZ9OzZAT8QkSibwFQat27dzvNJAzlP2czdaeSkyoqk/0+kXTnSBBDiReSkw5pLnOiGLqvI2gKjZ0hTYZYtkqBRb1QfR7J4JU04U1pZAAVpkJoqWyvJ9ABCPY9+whxvuKuLuX+bwiyczGC4TXPL2Cvo7YwHwOEA9ysjgZzu6u6bfc9XXyZV3PfDdbd/9wnsPCeCHZMHFSbsa9y87Z+sFZ717xSnzZiBLgZwvp8WOgNOOr+Fr/7QPn/jbEfS2RigQjvecX8FpJ4RA3bTeCTzkomG1E/oijrkqXjArcFSCvAq9pzatN8HsAtqkBkgHvfW7DwTeBtTux4SnYZunW/bEsZQ6spEE4TigZmsJNwdFg5WrwmXztcx2SFVzzwP9WVmJSDQZ/ds5QDLAY88F+Lf/zKPCCXYM+fjs7a344Kfb8cQaH37AEcUBqrU8RssZcH8e3rD00hWP3da39VDBDRwGwAFg3sxevOXkGV867w2z7jxzQTeflGfIE44lc0Zx/RWDOOfkKooeAw85EDO0FxhmTw+BwL0fSyCY0S6DmqgEeBXQUZRE8+tG621bbsN6NwG+BVbnUQPett6NY3zUpBHVTVY3Cd1z8zUWlbGr79OpCwxQOlODu+CFo7akVOcrVQUyiKOpiXFUCICQYM16X9y9pbc/Gvq4f3kRH7u5E8tf9BExD4PDRYxFczlyJ9/pF074Es32Hw5ED97JNMe/3HA9Fi89N+xoLdw/Y3J7/9jeTfPPW7qbfvCdw1g6l4HVPXHLk+SxUODgHsHPH8mhXJFeoJIZqaN3Uy0Nas1bV+mYQR2lPKiMwUQ5UUEaQzWxnEtjOXH+qLler0ucSccRJEQHdtKUlDRN3L3AzBbNafnq+mIl6fRKXnwNy1B3Jp56l1K9uPV2hcjGDEvLPQIafoPWzM3eODItOgBeGfJwwzdbRGWWqqn1fSDIYNMrLXh2Qwt27c0hF/RGfdPe+p1iS9f/KI9uqra0zzksgB+WBQeAd5y7FGFttEaifR/6i7Nmb3774lbM6GnH8EgJ9TALxgJZnU2AGJg2Mcbx0yLL6mjy6maaiRPiSRriVsVbTmZycBuDJan0xFiGBY50q25a9waLrzfZln08VtyhJI3b9W3eSriSH6CsK2BbayRW16AnjkZu9VKxrDK1eo8nWrhDW1jieCKx3pCWH8b3AgFe3Ohj4y5fa7NUzjbt5UHyJby4qQsPPdmF3eXjNr/w8tCHhoZrtQl9bzxceB6ak+mOC//iTIyO7KuXR3ff9cpm/6Mj5V9nfC9E7Ieg3AMBEw5JxDFvWoQzFtax7Kmc8y4Gkgy9iibg1txbWeqk/QMMaqKoewLY5tREfaxrlcz11ldr8nXddSlPxj0SeqGcxmb7SQeSyBdxqTdDvTZJXXboSvJoOKgwaYwqe5P9SLiu7UzSa0EMx9VQUJQbzJ0D4wHLngmweqOvb7lJRmiAwPPQnmM484zF9aWnv+muvp4J9QkTDi6g02wctgXXb1SOJvbO/Ezf5GmfLxYLjNK6PODiZAuuBhDKsWR+iKl9kegfkOBB2T+jkAFaEtQhdT35lds/MK2n9/6kQffWbn4Vl29bWDcs/9Ec6t1dum32J4ShNtu54ERFzNMLIBS/Ni2y6VSmLSfRTi0Zmr1XzCQwNTwf2LjNx/JnMzAmprd+XRhGKJZKbNbsWZ+fN3fWZ0ZG6xGO0DhiAC+UJmHHC/+nWh569guFYunaTLYIn1bheaIwQmikQhE5YWaIKZ0saVZqkTwDTqIDktO0x3EwlfU2c7+1hNikRQT0x7l0xAW6BTfHkjc4pamvG+fg+1/dUBzB7UdY1plowDtt35Q8mGQdQvXfbmzWKbbpanxmgNxWUDTgXZUHHrBlL8XqdQHAqCb+4EJOrlbR1VrAB//72fGiBTN+9LsnX6oOTOs9UrA8MhRFjb6512Lf+mvKQM/1BGFhaLRyTQt2Ixf4gteBw4sZcj5DS1sMu9WAbb0TekJgpcK6DXpcYKcpJJZVR7r1TgO6xakNp80dyX77FbcPfiRvZ9AN8zO4A2oxMZMtLSZauKWVEzlbsrEvMVsxy3WM6GZAkPWbIKLNBKMgnvgymt5QiAnDqbbiDBgdpqiGRm6ErMnM0Bp6+4LaR/72rPq7z1vy0a62/HNHEo/AEbTgarRPvx4juctqldJ1q9cOvWfjSLk0BqiSKQ9R3cOMSTHOfXMVbQUmy57c25bNve0CYvePp4KcGlHNVCvuglo9GvQE1jo0rNOvI4qJ2fugcaUbsWww3KnSoEFD0t7D0solVYCtees8cceiG9p3MmOy6XQa8/0wJwHLbMdsW3Z5Dj2OfRWCex/KYcM2367UioH507vwkb+a/+0Fc06c2tWWvxNARA7p9td8HHGAAwCjE8BI4bsvVy+Z+crY8b8ZLmcQxz4iFiCKfQAEGY9rAKTo3x5c7q2Ba2UN0kbrnfB0mgJokm69TWezUSlJRW6yvP/k5HGnLu//lQ0cxaECpsMIV01JzyzUkzpRK5zPmQY/s15LjIuEyIxCYl0okHq4nnIFCCMKcKmakAwAH50lgndfcNLwpRddvXLujLYhQkj9SIMbOEoAn9ZDMGkCifes/U7869VLfjkazh6uVHOoh1lEcYCkTSjkAUlMrVElT4zADlT3UTOKaYfkk7A9Upabgjz5BumOZBNu3WDNYV4ch6Oe2BFM89Ha0dzHsNZqnWvF01ox2/kp2rIr3s0Mq60lRBiNOxub6lv5LMIDMs6xJ6LcXh6el8eSxdOHL/sz9im/8s2v9HUVjwYMARwlgKvx0cvfh8vPJzdNmHjqJyJv/lilEiAKM+DwRHNYk5MpDg6ic04cC279qTZscLk4bw7iZD2xQew+OsM04pYT2rjXERm8mdE3QvG82euc0L7WqG1+bXFnMzqpOtByw4onPcTTmgWlJGnBpjBxDAAe4GdBqYczFs8cW3jC4k98+Z6+m9p7P3A0oJeMI+pkpo16VOB+0Pc1v5AJa8y/mbHfB2OjBBu2+6jG6W2PrZkYHAXFrJpP9HD1SJ22ECY3VwUPcHJOkA7NhgsAGtxH2JdMHWnvr5zGRN9WCVhcS8+JYyncwmQfcN1+Imnoo1IhZCs4JmdsUM4nMxQaXWEP7WwS3UBIzMisgkQcMRFFCzmPYdqkENkiRy0Ezjp1evimk2dePWNaz9d37xk+dP42znFULTgAdE65CJXKaFTFwjvypdkfbmmfGb60ieGhxwuo1LOAF0DNQmwqJ6YFN4FOqFGs4Fh018pbjieQhMlNibBRLiQWqC2AuafjaKM8+eD9f6ZpkcFTHFLXwUw0b71s5qW4zqZqFKQoSNwkf0W3ehPLYRQg43t486lVHN83iqUnTAlPOXHah99+0sAdQ4ND0VV/c/ZRP3RH3YIDQM/AO1HZ9Z0w13X+N8I9I/Q/n/BvenLtniwyLsBJ0v3fnpFBy4MubfGcoA9JAbiVA2JgJFUKbMKzG8erhe7xDVNJJAlNEWvMJFsxq0KKJZfz5jBKjLkKxXFjEFyQSMWLgICBgsn0YSZ7jev5gYTTGnGgUuFY1F/Dpz88qbZsTf+VMxa/4xsPPnd//PHL//xVOS5H3YKrkZ/4Xmx86WdxpuuEW4fJ0qsXzp83ms0UhHctHUwK3fbYDejoSnMXxNxSS9JLwRpLuKwSrATo0oY34y3GOAoOf9NxwJC9wb3F/sTYZvBp+V5NLbmpkjCaqCjKkscJD6cN1tua/0dy9jimqNVbwOii0TNPX3D1F/73ZbcGe+9+1cANHAMzdNX130dXawvqcXzl7qHytT984Om2HXtHAN8DJUCeAgWPI0s5Mp4oTQuS9ghw2j/wJCGxwYJTm5a44FZ0CDApilOPKYm4zfOJ8RlqWbeI0PsQ+d1UQyBdv9nYksJ+TFrOUTQ61cYdSzvNuoU1obqkTP9OmaFNhWIv2aDhkHPDfzGnZ9eNgajVVMiebExMb6P+Itl2IgKhxTGSmbXMLyy4L479Gwu5fch3X/6q4u1VoSjmuPGaiwEAtXp0Uy2MMHPqxP97/a33lV4ZKgMZX9OQpL+JBrJdY6l7hjQAXAHFSNhSVtpcTsANrYsnQ97zm6sm9hBt1EjKPo7W0uRNGiRL0vQt3K/YsJLLi5VzRU4IZHefpFoHEHSFyNp1Jnt5EyVNyeglYRS6CaH6flTsq6ZBIQSM6mAXQQjPL9VJZspNIORT7ZMvPWK5JQc7XnWAq5HN+OCc33LZO0+LPMK++Ln/d39u93AVJEulgsKTHic+dXk3d/K2bZCDaGtqyYPGsj5Z9ro059IdyfYDyCkykN2w0ziwe4hDcm7FVVS2m5GURRg37mqiLA1ENOXknIBSruaOSpoecEahJufWgyIGAyGCi3M5dSB4CD9bYl6m5/PEL1zHWfWYgRs4hgCXI25ryd92yXlLIhDy5eu+/guvMjJGleX2Daute/k1gjux3ooywAGyA3DABrTWT/RIJEFuLDv7mLIdMXYwXzPuQdJX7e99rE3ScsP8bBUs0j4mkosAIhVW+pcgTFASMHkno5A6oTygcpYH7kxWL74jhxcTcA/wM53wMu3X+tn2L7KoWm0duOGIAuZgx6vmZKYNGZoNuztL31q6cMaiT15+zqffdfZi7lExX25AOQIP8D0YbcvSwU0psVpGmHTFfN6YNptusscr0PKD2Hd8B6XJ8kGOxup6LRsmAR0VxUymFzQcSWbIhdY2iihWfx7CmCKKCGLuId/+Jl7ovuRaXn3yC3EUlkvTvngkj8whjWNtwRXIq1u271192l+++bPLZvcFxYB/7KmnXwjGxsbgeySx2qaTqJQV5dTZenej9QYcOdDIfTXXJyMJnth224wiaksp+XeaSR0HSBt34c52u6dJ6r7EXkPkd9UKITG28eTuI+gKt5ZFcEi9zLbiXO7HOQdjHJxzUK9Qy7ZM313qftu38q0nfCYsnRZlsl1HEzbjHscc4GpM6evESxt3Ro+u3vzJj19xof/bR545899/+MuFW7ftyHieJ5vXaIB7huW2VRMDCMajfjCkQGOk+JfWkJmoAOFQMUDVLsFKX20A4YH0RmMxzWdo+P6GjNlMznRSapMXJzqiBLsEtiouaah24gSgTFwOSlGSnD2OAc4Z2jr6oolTT/keq2/7UJDtDuuV7VG2kD7r8LEYr7pMOJ7xg5/8GrlcNjs4OPTVp59d81cvr9vs7R0cRhAEyQkQlIVYjTQbrRyx+ej+FIz9AA0gjr5ODD1eLdu9wcV3lB2tqOw661yQad1tzcCWvkNxXcpoJJghkfXM782dH3bgE67vcEaevVKuPCULqs5XHCyOEGRaUWqfGk/sPe5buULbh6KwVuuf9ZZjDZ1x/d7XxNi+YxdaioW2jZu3f/i7/3HfSZu27Lxw6/bdIIQg8KmgLlTzc2tGNPMHcse/MhabcWfT+luBokSKNO4axABu0vpNA5xQtxk+ScBrgtwFuOeAPelZSLlBxbgBdJOENJ7ihK5Y6Yh6F03ThCtJKYfnAR5l8D0O3+MgRAgi2XwXCi29P5g175zft7T2fiUMy0MtpdcGJUk9l6/lced3fox6GE7p7ppw0/ade/7bA796AkNDQyjmfAQ+ge/rft0uzdif95fULqrnHI10gGjt3GzAaYI8Ceg0WGhhtVWg50AAN4M9SWqC2yjU8EWsTl1pltuQBpum3lrHQ0tF6nN8yuH7DBmfwffqKBRK6Os/DdnChB+Ojuy90vODLXMXnn+sIbLf8ZoHOACMjIzB82j/ug3bZjyyfNXnl694bsm2rVtpNgOSDYQ1N6U8N3SdDM4tQFsppe6BcXi82WXWteJJJJPaAFd05UAAt6ZK8VLAbQLcoSoJuB3ur4oPGDcBblhzc1/o46VC+pQIqx34MfJZxru7e1nP5HnLJ/TM+4eWtsnrGI83ZTJHL4/7SI0/CICr8fiK1WCMTX740af7Otry/7HmxRenb9++DZmAiqQflTXHeFPgalBzq/gWsB2yxIeTC5bVNqy4Z/JvIq22Wj7QHD0SyA1z9JjLBlVJLi4zLdgAt6ndJ7WXVnFD8zxyzgliqZLEjACcwfcYJk3qw7Tps9ZTPvauvv5F20Ho1gndc481FMY9/qAADgAPLVuBN51+Enbu2nvi1q3b7vzZz+7rCevlyYOD+1CPmEzyEYWyLsAJ0SefMXEhqLIt7px9N4dFgZwSkgDcbrWcMglVAuhxTEKVdDQzp1ZJAbgDblc1AuwUWa1rawttz2+qE7KimKBWZ4gignyxFZ3txa1nvPntO7sm9v11odjxzLZNT2HytJOONQQOavzBARwAqrUaspkM2bdjDd87Rs/bsmXLVc88+9z8HTt39+14ZQ/qIQeldgxLOYuQYI4ZEDOOSF0MMkCX+GISwG4OS4MSYqonCf2wwe41AbjnUBRrRjXCDcvOLcrigptKdcMcKhMwigmiWAVpzGOhrL+owYxZjDAk8LMdKJYmbJ8+c86qvr4pN65ZP3bvuX96IomikAdB5lif+oMef5AAd8eGDRsA4LLly588Y+eufRc9/8K60vDIEAAxJbWXUAiIE8o5woijHnFEkQA5t6y3G/EkNsAbVBNzakFigJgkFtwzAG4C2pNdzMzsyGTKQAvgXDeFsrIJ7T7oanAJ7jAiqIUUYSg5OOHWZ0exmBu+ra0VHV0DI9Rvu/uEBYuXAbhjypRpx/rUHvZ4zQR6DmcMDAwAwB379g1/e/fefY/4wW/nszi64omnXiTDQ/vQWvTheT48T3BkLqfrrYccYQxEojdRQ4BF/akMDJHoL4fqny0DP2YFTUP8vokTmyzLf4SkXVz2dCt2zSm31BRzWUUco8hDFBFUQ8HBxYXGwWmMIFvHhI4SWifM4blscPP8hW9cVSy2fSubL4XH+pweqfG6sODm2LBhPfK5TMfL67efsWnb4IXZgL9/9apn+JatW4hHOAr5DDyPYKwSY9uuOobHGDj0RK/mpFYNkUVHPbGtsktBSLJeTSNoWnDFu32HnqhtnhVocSmKabWNzgLORLCcA0OjATbtDDBWEfsHXoxC3kNP7yS+YP48Usizb8aY8INCafKyOK4N9vf/4Vttc7wuLLg5BgamA8BgzPhPTydYvmfP3q8O7tlBZ0yfdnscVWfv2rkx52EEhMRYvSXE1kEP7XmCfMAR+BzEIzIvw1ZXTKsJSkAYRA8ng9ebPfms6UWMRpdqmFH2tNpQHcjR4FZzY+o5cGAoKKJlse8xBD5DLhOhVKwi5gwvbe4AJQH6ultx/NxZ1Y72wkuVSvUDU6efzFrb2jcB2Hk0epK8FsbrDuBqeCJ+vRPAzmWPPIY4Zmd1drTMbGk5/V/LQ1sCUnmwvUpfafvaPe0YrlAQxInyAVnAa0Y7VYW5qDjXF4LqyGrGEVVOip6F2AZPOqBdycdMDRCatA6XI4X2qFnWGHwaoSVfRxCM4XersxiK+4bed8HSfcfPnhLWapX3gVXWep63q62941ifpqM+XrcAN8cZpy/F2NjwLoDs5iALn177Sv2MP7n08mH/8b9Zv68cBSxYuHXThmxYK6NWLYP6FIxzxFwqKUbAhDA5b62sfmkMJiEBoNunxByuzo6G7TwJMAmHU1hnSpC0eBCprxyMCTmQkhhBPo9cMYuOnkk1TkZWLlnS758/6Y3fiPY8f2tvb0+Gc1Q457ytre1Yn5ZXZfyXADgAFIutgMBZmfP1APyveF7wlU9fcUmmVq9/cfUL67ufX7Nh6rq1G7o4q7KR0dqc0XINtWoF5WodYQhQz0PgU3BP5ZogSfLQJW9cN7rkqsc2T6y4xefd1nLyu6o2EIqi+B5EuNxnIIgRxwwxo2DIIJfLgdA8IpZ7obPdpxO7+3e3TRjY3NY5/RXPC65eufkX9VKpAFY4EaVS6zGtrjkW4/VJvA5hVCpVAFhAPdr/5IqV8e8eXXXW4L5hr7e79e82b91TrEUEG7fswtbte5DPEBRzQKngI5elyPgEvi/zTmTABzAcUU+kEwQ+ReATBL6YvcNXEx0kyoey2gLU2YAhl2HIZeooFkJk/RDZ/ERkCt0oVz34mYljPB68LZcrxW0TT3xwYOZ8jzO2CcCzfpA7jKPx+hl/BHiTsealdQh8LzNWrl68dsO2QjVEuG+4/I445hcEHuDTCCt+vxJhrYx8lsLzhRWvVqsoV2oCrJLTC2BTBAFFNhAAzwRA4CPh1RxAEOTgB1mAC4DnsjE62wuYPms+CjmR+MQZ/TH1i/fU6l6Qb5lS9oPc9xmL6z19ry/140iNPwJ8nGP34DAATAfHbEIIC+s13PaNf8fQ4C7kc75I+KKEnLR48b9s2Lh5ThTFsQr3J+m9HkE2oPA8Ae7A15o259Sb2D35hReef+Z/xozxwANymQg9PV049YwLZS48pxx4CcD6IPNfg0Mf7vgjwI/g2LR5M6Ionrly5ap8PYxFXjiQgNujQBCIsH0gc6yhysS4h+kz5lao56/t6Z18rH/K62b8fwiZqKBVi37vAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjQwOjE4LTA1OjAwBTS0QgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTo0MDoxOC0wNTowMHRpDP4AAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45989000
{'hecke_orbit_code': 274911462510, 'n': 1, 'trace_an': 64}
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id: 45989001
{'hecke_orbit_code': 274911462510, 'n': 2, 'trace_an': 0}
-
id: 45989002
{'hecke_orbit_code': 274911462510, 'n': 3, 'trace_an': 0}
-
id: 45989003
{'hecke_orbit_code': 274911462510, 'n': 4, 'trace_an': 64}
-
id: 45989004
{'hecke_orbit_code': 274911462510, 'n': 5, 'trace_an': 0}
-
id: 45989005
{'hecke_orbit_code': 274911462510, 'n': 6, 'trace_an': 0}
-
id: 45989006
{'hecke_orbit_code': 274911462510, 'n': 7, 'trace_an': 10}
-
id: 45989007
{'hecke_orbit_code': 274911462510, 'n': 8, 'trace_an': 0}
-
id: 45989008
{'hecke_orbit_code': 274911462510, 'n': 9, 'trace_an': 0}
-
id: 45989009
{'hecke_orbit_code': 274911462510, 'n': 10, 'trace_an': 0}
-
id: 45989010
{'hecke_orbit_code': 274911462510, 'n': 11, 'trace_an': 0}
-
id: 45989011
{'hecke_orbit_code': 274911462510, 'n': 12, 'trace_an': 0}
-
id: 45989012
{'hecke_orbit_code': 274911462510, 'n': 13, 'trace_an': -10}
-
id: 45989013
{'hecke_orbit_code': 274911462510, 'n': 14, 'trace_an': 0}
-
id: 45989014
{'hecke_orbit_code': 274911462510, 'n': 15, 'trace_an': 0}
-
id: 45989015
{'hecke_orbit_code': 274911462510, 'n': 16, 'trace_an': 64}
-
id: 45989016
{'hecke_orbit_code': 274911462510, 'n': 17, 'trace_an': 0}
-
id: 45989017
{'hecke_orbit_code': 274911462510, 'n': 18, 'trace_an': 0}
-
id: 45989018
{'hecke_orbit_code': 274911462510, 'n': 19, 'trace_an': 20}
-
id: 45989019
{'hecke_orbit_code': 274911462510, 'n': 20, 'trace_an': 0}
-
id: 45989020
{'hecke_orbit_code': 274911462510, 'n': 21, 'trace_an': 0}
-
id: 45989021
{'hecke_orbit_code': 274911462510, 'n': 22, 'trace_an': 0}
-
id: 45989022
{'hecke_orbit_code': 274911462510, 'n': 23, 'trace_an': 0}
-
id: 45989023
{'hecke_orbit_code': 274911462510, 'n': 24, 'trace_an': 0}
-
id: 45989024
{'hecke_orbit_code': 274911462510, 'n': 25, 'trace_an': -32}
-
id: 45989025
{'hecke_orbit_code': 274911462510, 'n': 26, 'trace_an': 0}
-
id: 45989026
{'hecke_orbit_code': 274911462510, 'n': 27, 'trace_an': 0}
-
id: 45989027
{'hecke_orbit_code': 274911462510, 'n': 28, 'trace_an': 10}
-
id: 45989028
{'hecke_orbit_code': 274911462510, 'n': 29, 'trace_an': 0}
-
id: 45989029
{'hecke_orbit_code': 274911462510, 'n': 30, 'trace_an': 0}
-
id: 45989030
{'hecke_orbit_code': 274911462510, 'n': 31, 'trace_an': 20}
-
id: 45989031
{'hecke_orbit_code': 274911462510, 'n': 32, 'trace_an': 0}
-
id: 45989032
{'hecke_orbit_code': 274911462510, 'n': 33, 'trace_an': 0}
-
id: 45989033
{'hecke_orbit_code': 274911462510, 'n': 34, 'trace_an': 0}
-
id: 45989034
{'hecke_orbit_code': 274911462510, 'n': 35, 'trace_an': 0}
-
id: 45989035
{'hecke_orbit_code': 274911462510, 'n': 36, 'trace_an': 0}
-
id: 45989036
{'hecke_orbit_code': 274911462510, 'n': 37, 'trace_an': -10}
-
id: 45989037
{'hecke_orbit_code': 274911462510, 'n': 38, 'trace_an': 0}
-
id: 45989038
{'hecke_orbit_code': 274911462510, 'n': 39, 'trace_an': 0}
-
id: 45989039
{'hecke_orbit_code': 274911462510, 'n': 40, 'trace_an': 0}
-
id: 45989040
{'hecke_orbit_code': 274911462510, 'n': 41, 'trace_an': 0}
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