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mf_newspaces • Show schema
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{'AL_dims': [[[[7, -1], [11, -1]], 10, 5], [[[7, -1], [11, 1]], 17, 3], [[[7, 1], [11, 1]], 13, 3], [[[7, 1], [11, -1]], 15, 5]], 'ALdims': [13, 15, 17, 10], 'Nk2': 3388, 'analytic_conductor': 6.763329051202448, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [847, 1, [122, 365], [1, 1]], 'conrey_index': 1, 'cusp_dim': 77, 'dim': 55, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 3], 'hecke_orbit_code': 33555279, 'hecke_orbit_dims': [1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 4, 4, 6, 6, 8, 8], 'label': '847.2.a', 'level': 847, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [7, 11], 'level_radical': 77, 'mf_dim': 100, 'mf_new_dim': 55, 'num_forms': 16, 'plus_dim': 23, 'prim_orbit_index': 1, 'relative_dim': 55, 'sturm_bound': 176, 'trace_bound': 3, 'trace_display': [-1, -4, 2, -1], 'traces': [55, 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100, -495, -12, 0, 4, 54, -104, 336, -200, 68, 114, 12, -72, -96, 0, -20, 36, 154, 16, -56, -120, 64, -184, -230, 120, 0, 6, -24, -124, -30, -154, 160, 0, 30, 124, -160, 0, 262, -50, -92, -268, -328, -18, -48, -28, -388, 72, 0, 200, -160, -132, -296, -288, -2, -70, 146, -124, -64, 0, -308, -34, -16, -161, -56, 84, -142, -80, -112, -28, 0, 488, 100, 12, 272, -68, 128, 64, 38, 442, 176, 0, 6, -10, -336, -92, 228, 0, 84, -64, -460, 16, 0, -8, -20, 344, -32, -152, -240, -14, 36, -260, 36], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 315247
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '847.2.a', 'level': 847, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 4, 'weight': 2}
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id: 315249
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '847.2.a', 'level': 847, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '77.2.a', 'sub_level': 77, 'sub_mult': 2, 'weight': 2}
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id: 315248
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '847.2.a', 'level': 847, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '121.2.a', 'sub_level': 121, 'sub_mult': 2, 'weight': 2}
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id: 315250
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '847.2.a', 'level': 847, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 55, 'sub_label': '847.2.a', 'sub_level': 847, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '847.2.a', 'level': 847, 'portrait': 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lXR7w9JohghJH6tzgWbPPZsHFILwFrB3Irlwi2WepAwt+pxal7hK/A8GPYl+3bEdIcRvpZ4ynBq3uf8qkfdt+zb1mdhSWMs1APJzk0Ru7e2adSHCAFhJFntNZhdDphuSpI44NSsx4nzgpMzMTOrIV59yFUXdvnBVxmGgymOn2txelYxM59wfjHizILlyILl6ksW+OW3LrF1coIT56eYXawzt+SxsCJZWo1ZWo1Y7iQsrBrmutJObt1mXveyi+7/qbde9jN+Y+9RSE4KMflcQ+Mvffy9B/j/ev9nMHGyszE5/hsnT5x5486xj/Hmly2w2tnKwvIYCyt1llYCFlc1i21YWk1YWo1YWEmYXYXj84LNG5f5xe9b4vqL65yemebUTJOZRc35BcvsYsyZ+YQzywmbNnT59ht6XLRN0QwCPFljYSVgfkkxvwL9IUSxRStLo5YwORYTWzg1C3UvpBZotExo1aHdD2jWhwigERiWVgOWO5JmXbDUFix2EhqBxQLNmmJlIJisD9FSUa+H+Fpy8rxHbDTTLUEzECgFcSzoDQTzK+5mWmhHeN6AWiPmwh1DXn19xJaJJufnJzg963N+AWYWY+aWYk7Nw/Ely3WXL/Cf3rbElskJTp6fcqvEksfCimBp1bDcjlhuxyx3LPMdwem2oreyzE99X5ef++cvJTIXfnxpsf8TnidPb937pucaIt/08fdWg8/NzzPWakycOHnuX733g5+/7r4vz77xoSdm2LHNY/8ezQ372kSRJkkkxkgSA8ZqrFFYC1gQIkEKy/GFSf7zH0l+4W3zXLMnYqI5xVhjjGYtYLzhMdmSbFmWnJqf4C9ua6D8IZfuGnDB1oROt88FG2Ne9eKEYaQRGG5/JGCpG9BIhpxdUKx2amzeEbDYg9l5uPgCydEZy/7tHhONkLPLii0TMYmRLHTqLHQMW6YillYVYw3Fhdt6HD8XcMmumLPzlpV2nX07Ei7YEnJqIWGsNWS1E3HHozVAEkaGF13Z5/oLLItdj4u2hVx8gcQXdfqDDTzyTMDckmR+KWFhJebcouH4vKATD3j+pSv8/Fu6bBqb4sTZCeaWa8yveCyuCpbbhpVOxGo3YbVnWe4J5vqSlU7EzVes8uZvmac7+xkW2pe+sZ/ss9v2vu6hXn/w7jjsrYxPTD/XkFn38feSwT//xTsIAj9YWVl9z2NPPPP2h584qY6c7rAYBcz1Eq7dPcv/+LE5rrqwwcziJEurTZZWayy1PZZWNcttWG4nLHdillZjFtpwaknQHO/zvItXeNOLh+zbVqfbG+fsfIP5ZY/FVcly27KwYphbMXQHCZ3QMBjGbJoYcskug7UCX1sOnw2Ikzp7Nkv27UyYnBgwtxzy1PEmV++FibFlvvH4JJsmQiaagsWOx74dIWEY8+DRccIoYf9Ww3JPMNUasGFc840nIyYaDa7cm/DUyYi5JY/pVsC+HZZdW0MMIUfOKjzPgrVcujtiw5ig1w/oDXy6fc3skmZhRbi/vZ2wsJpwelGwGsXsvaDNG29a5rp9ion6OGfnxlhYCVhY0Sy2BcurDtwrnYSVjmWxCzNdycxqwvX7ZvjvP7bA/p1NFlfGWVzx6Qw3I/0Lk83bL/5gozH+L6MoHF565U3PNXTWPP5eAXxhcQ6ttff5z33ea7Sm33PnXfd/7/ETZ/UwEnQGguWeZLYnme3EPG/vDP/9Rxe5+sIGs0uTLK02WG4HLLV9ltua5Y5gNQX5SidmuW05uyKY7RrGx3pcf3GbN7805uLtNXqDJvPLdZbaPu2upN0TdPuFJAljgTHgaUu9BlunDds3DkANefp0zIGjPjVV56XXRnj+Kg8/3WLrRsXDhxJ2bFT0hglj9YT5ZcNV+wXzy4ZmzaM/EOzYEvPQ0zW2b4SHjgzxRZ2brwa/1uPJ4wnPnKgj8dk2rdg2BfUaeFqQGEEUQxRDfwDdgaHTM7R7hqUuzK1a2lHCvt0dvudbV7h+v2Gy3mBpdYzzCw0WV32WVpUjg07CajdmtZOw0rUspeCeXTVcf/Es/+1H57h8V5355XGWO01WOjVW2pp2V9Ac3xbv2XfdR46fnP+XL7/l1VEcx9HmTX9/qhb/3gC8016i2ZrUZ04f++WvfOUrbz/w1NGNiyu9IIws/aGlMzC0+4KVdNmc6URct3uOX/+Xi1yzN2AuB3mNlY7PSkez0hGsdKxbcjsxK92E5S7MrsLS0CLUgO+8aZXLdsZcv98y0ayx2q0Rxx5xoohiSWIEYDHWEngxY60ejx6VDIYRtz3UQkQ19m73uenqLqFZ5sv3TXHVXp/5Tpsz55s875KIZ05qIms5fs7yz1834NhZQ2RaPHPa8Pz9gpNzPRaXJ7hqX8RXHuoTDZu86AqPvTtDrGjzpYcFw4Hg8SMBrbpHQwsnwwBjIEwsUWIZGljtGSbGB1x7SZ8rLhjwuhclKBp0uk3mlhsstd25WW5LVjuWlW5Muxu7c9S1LPYks13JfDvmBRfP8j/+xTyX7KyxsDLJSqfOardGu+vR6Wm6A0l/KIjiYDi1adf8S25++Qf379v7i0vLy/H01NRzDSng7wnAb7v1dzh78rHaDS95y0+fOH78Fx5+5HGx3Db0h4b+IKE/NPQGhs7A0unDSl8w35fMdGOu3zfHf//Rea660GdldYLFFccwq12fla5mtaNY7QraPUO7G9PpJXT6htWeZaknWO5bumHMJRcOGK/HmDjmdTf1uXpvwjBSaGkZRpZPfb3BobNNtk4aTp7z0dTZv11x1T5LrdHl/qd7zM63uHZfnampFe54xOd5e3wWuh36vSaTGyyPHJS87ZYBDx20bJoK6A47LK9McMW+Hnc+ApvHxrj2ki4zKyvc+8QkDa/J1RfBvgsGKN3l6Ixh81TIyXMRn/5GQD9SSAlhZLlm35DvePGQKNJM1OGK3YJuv0G7W2elE7DS9VjtKtpdyWoX2r2ETjeh3Uto9wyrfVjqCs53Jcu9ITfum+O//OgyV+6psbgyxkq3Qbsb0O75Dtx9RXfgAt5Oz9DtGy69/Cq798K9/+md7/rQr73oxmsGP/8z/+q5htZzD/BbP/XbKF1rhIOVf9/vrfzy8nKbTl/SHUh6fZsCPKE3yEBu6A6gPRDM9xXn24brLlrkzd+6wBtuShirNZlfHmO5XWe1G7Da9Wj3FO2epNODbt/SGyT0+sY9Dy29Iaz2Bb3QEiYG37foNPz2FATSYo0k8DQbxhQ7Nkl2b7Ps2tonEW0+e6/imaNjfNu1Pi+6dpn3fSZhwp/ilS/scdfjEeO1cbZt7fLVh+p8500Jtz2asGdDQHOswzceDfj2F3i0WrO871NTvOTyOi+/vs3jpwZ88R4PGzfYtdlnz1bBjs2GDRMhgR9hbIKnE5RyZSO+hpoviCJNb+DT7ml6A013oOj2Jd0+dAeWbt/Q7SV0++5Gb2eE0RXMrlrGxtq86eZ53vzSIZfvrrOw3GK1W6fTC+j0vQLcfUFvKOgNLL2+oduP6PQTms1xNk5P/uKmTRO/3u0Oej/70//mOcXXc5rouef2/8XkuKjF4eo72qtLv9DvrQohJNl9JxDutUjfESAFSGGRAnxpCbTkxGyDLz7YYHUYMl7vsXfbgPGmwdMWT1sCz1LzLfUA6jVBvaZo1BStumasqZhoKjZOCLZOCrZPKTaNKTY1FVsmNFsnPbZPe1y03eeS3Zpr9sG1l/TZe8EiDx4Z8Oe3eQx6E7z48oBrLulw76EBM7PjvOgKRSw6PPhUwPWXKDZMrHLsdMDOLZKHjiYkQ5/nXxJyYjZmYanOhds9lN/hsSOaYb/JxTsVN17RZqkfcvcBy9l5wfyiZG5JM7tYY7ldZ3m1wVK7wfJqk7mlJqdnmpyeq3N2PmB20WNuWTK/JJhfsSyuJKm/HbPUSVjqWBY7cHZVcnpZ0I4H3HT5PD/06kX+7ZsiJptjzC0VzN3p+nT62t0sA0lvIOgPLf2BYRDGDCNLFFva7R6DKH7pIJRJQu2eF970ivjur936nGHsObUJN08NdBi2f76TLP/7mhpK2fAZRlkhmyxgLhRCCKRMUAKUBKksWls8ZahrwXyvwYe/tJMv3b/Kq69b5jtvWuGqC7tMTzRYXG3Q6Qf0+h69oaY/VAyGimEoGEaSKIY4USQJGOtuJinB0xB4lmbdMDkWsWNTj9h2OXQ24hP3+Dx1dIypep3rLtbc/Lw2Xz+wypfvHueGiwM2Tff5/AMWk9SZGgtZbA/BggS2THRZXghQosYLr17ii9+ocXqmzmtu6BEni9z+yAaipMbzL93Ma29cZc+2Vb7xhOax03Xs8YAd05KppqBREwS+QCuBkuBiBafL48QSxYYwsgwjwzC0DELohW71Wx4Kljsg9YBrLlnhTTevcsu1ERvG6iymers38On0nUPT7Sv6A0l3IOinzD0IDf1hzGBoGAwNw8gyTCTL51blzKL56Suu2HDBf/q5H3r4V3/5X7/L954bLv07B/ib/90f84rrhsytqJ+cXX7s1ZvqczfVfXxaNfrDCCUVQuCOFORSCKSQKXuDUgKlEjwFvoJAG+raMjZQLLSn+OCXWtz+WIcbLl/l7a9c4dKdq2yYqBHFNfrDgE7fpz/QDCNFHEuiRGKMwFiR/j5LECQ0g5jAj5BqwNzqkE/fLzk543Ps9CQ2qrF/h8eluxXPu6SN8OZ45PAYF0zXuOJCy/TkCourNbZPK5CGz90bECCpB5bvuLHPhz+XcH4+YOMmxUJnyJNHA7ZvnOS6i+a567FV7j4wzmDoc8nuaa7d3ePK3W0On1vh5Kzl7icbHDvVIBCSQEuaAdQ8m4IcrIXEWOIEwgTCWNAdCtoDwWoIkYkRasBVe9t8/yva3HCZYecmj15/irmlBp2eT3fg0+s7idMfutr0/lDQH+CYe5gwDBMH7tAwSG+gQWQZRJrzK71gZnDsB3d89KMrP/q6gZo//oHf2LC7ixB/t5Ll7xTg8fLvoyeXGPv5sR/fNXnPf94y9kyrruvEcQspRSo9LEJapFDua+kCKakESim0kmidoJXA0wZfGwIPJ0H8hImapD30WFqZ4mNfG+frB/pMNPu89ZZV9m5eIY40+3ZYLtmjGAydW5KkdSwASiYEfsyRs3B8TtCPDX/85QYr3QkGPZ/pumLblGbXVs2F2wVXXLRKIhf5nU+36K6Oc8Olmr07Ozx2PKG9WmPnXmjWY9phjcCXYC2+57EygDOzkot3B1y2d8DBQyFPHKlzwxVT/PBrFvi9z3W4/2CLbl+zuNriwu01Lt/R50WXdviOGzus9hf5oy/X6UU+p2c9Hj/u42tHBAAGSAzExhCHsHVzyGWX9DBJxN6tQ/7Zy4aMNzRbJn3CqM6Z2Rq9vk9/6NEb6BTUiv5QpgcOxEPLYJgwCBOGoXFfRzYHeD+CXihoxx7nTi7zW7/7pYlNjfqv/JPXXZHAT77rv73v47zjR9/4jw/g1n4AuEHZ9hd/+LN3PPLrUe/JYMuUYTiU1GuaXHHnALdIoZESlJQoJRy4lUBrhdYSTyf4XoIfWoKhoeZZmpFhrAZTdUE3lLT7LU6ttvivH5qGJEISc8XFPS65IGQYCqxJsNbJIikFUkr8wOeJoz5HTtWo+x5NLdnQFOzdJtk0pdm2UbJrq+HiXctELPLbn2px6uQ41+/3uGinQeo2tz0UMNnwmJ6AybEBzXoNhfOv232fxa5hcdWy0mlyy3WrPHYo5OhZzfR4jedfNsEPv3aJ3/4kPHSkSXdgWelqZhbH2DpdZ+PUkG3jfX72n/Vp1No8c9rw+DFFEFikMkiR6ixrsQbCUHDJBTHX7E8QVhNFPthJBmHA+XmP3tCjP9QMhopB6Bh7EAoGQ0k/FAyGMAgNw9AwHLrnQegkySC0Tv5E0I+EA3coWAwhMoazCzF//JljraePBb++HH04OtV73e/+yC99Nnn/L73mHw/Af+8vPsEP/8oV3j//zq98vxcd+K0/+vQRrztosndnh0t29jFWpuA2SGlQyqClh5YWrTRaWQdo5ZIcvueOoScYhpLAMwz9hHponeaMnbU3ERnCGIaRYBBLhklAFNc4crzFgcOWxIJJDWUlnNzxlCDQ0Arg0k3QqsNEUzLZUkxPaDZOwq6tQ7ZtXGFol3jXJ8Y5emyCay/U7Nku2btzmQeODjk9M8mL9ksmxwy+7lOTHsrifHUDmAFL7Rrn5jU3XFHnsgvbPH4wYMO4pFFrcfX+hH/5hmXe9UnDgbMtVruG1bZiflmzYaLF1HidiVbMWCNmshHyqusjAi/CUzFKGaS0KbEIjJGEsWJpSRHHmjBWhJFiGKXPoXRHJBmEkmEkGIaCQQjD0Dpgp4w9jCxh5CTJMEpZPYJBJOhFgnYoWY6gG8aIYZdLdg34kdcPWVh5NPjKY7XfevX1Q/PP37brD/7Dm/8o2n/ZW/7hA/y3fv9WGozrXROP/9A7/3D2N48dX/LuO7CNuB9jjOZX/uUKl27vIqVFCOsAnh3KQ2mLVgqtlXNFQomvSwD3FWF6caLIEsaGMDJEsQuysmxfnNh0ybYY44LJLFki0sBVS2e3BR4EgaRRkzRrivGWZHIMNk0m7NraY6y1zMfuivjGgSlWFsa44gLF7m2ai3YOEWqFP79zjE0NxdS4ZMPEkLuekJydVVy8FaJEcOGmhBdfNeTgkQkWVwVLqy2+61vaPHhwwLFzkmZN4nvjXL4Xfun7FrjrqT6fvmMDCx3YtSlhua2ZaCnGWwGtuk+zXqcWGGp+gqeNIwRpQVhH5IAxbvVIjCSOBXEiiWJBGAuiSBJGgmHs2D6MYRi6ADWMDGFoGMYuUHXvOVkyjCiYO5K0I8FKBINhDGGHKy9Y4Vf+xSKvvSmi19PsmHrA27w5eff8CV9tnr7wd+dPfTLeeMHr/2EDvCYjMTN77l889vjhX/3yfbNeP9lB4sWgIj57n08/Urz+pg7f+4ou460E1a+jlEHpBK0MWid4WuOFGl9LfE8x9BygQ1+4CxMJwkgRxhBFDthxbIkTQ5zYHNxJYrEpa1vrgA2gpEBJgdYCXwsCX1IPJI26YKxhmWglbJwI2TTVAbnMn3xV8eEvTrOhVuPKXYILtnpcsNWwa8sKn3/YsLRc5+qdkokxyeRYyIk5j3ZPoxQkiaRVV2zbHHP344aVtmFmMeDyvQ1ecs0qt98bMNmEIPBRapwr9sIPvXIOT87xibsmefpsjS3tiA3jMeNNRasuadQV9UAT+JrAcx6+lqSkkV4I625qYwVJArERJLG74eLEkUBGEFFsiCKTkoUlSlfFDNzDCAbpytiPBN1I0I4FncgSDoeMex3e+oYF/slLurz0akt7tUUU+9x4mUene8Jbmpv4dd2se0IG70rvv3+YAP/wn3wWY8xP3PvAwV8+fvR0c8ekoh1Z2pGml2giqfnyQx73Hqiz0FnkJ7+rx/R4RLdfp6dqeCrBizx87eHrBN/T+JEh8CVhqAhjQZiyT85GsSCOlbtoiXXWn7EkxhasXWJuIXA2m8KtDD7UfWjUDK2GG+yzcWLA5ull7jkY8oHPNzlyapwLxj32bhHs2OyzY7Pgoh1dhLfMVx6aZDJQTI9LJpqWiVafsZbB9yRCOAtvGGpWOhHtXsJqVzG/4tHptbjl2lluvbfHkfMt6kGEVj5CjLN3u+R7X7bIDZfO8P7PjfPAgUm2dySbxyLGGoJmzd2QQSAJPImnU+tQCaQobmRrU8li0xveQJIYkjTVH+fEkAHdAdqtgpZhCuph7CRJPxa0I0EnhkEYYwYDxmptfvK7Fvl3b+7RCDxWu3WGYUAU+QxCj8HQp9M/3VS14FcmN12jnn781ndeetWr/o9h8P+YOfnf/sdv8st/cITdU72fO3rs9FXWGiQCLcCToBEgFYn2GcQeDx70efiQQKuQvduHjDUShLCOzVPPWyuDp6w70iSO71l8bfE9CHyX1Al856rUfOGSO4HzjJs1SbPujrGGYKwpmGi5Y2oMpsYtGyYSNk2FbJ4asnVjj93bljEs8ZufhD/44hRnZybYM6XYs0WwfVPAzi2CvdsHbJic5yO3Sx46MMmejYoLNnvs2pqweXqJew7CmXNNtk0ptmyQbJ4acnapz+NHAybqmvGGollX7N0W4vsdHjxcQxiBJwE0sfFQ0mf/dsONl3fYtrnD3U97nF7wiVI5kXnRvUGSHu51d2Bc1rafZhwHCd2+ywr3+u7n+v3YPQ8MvaFx2cmhpT+k9CzohqndGApWQslSKGiHhnAwYNxf5Q03zfPzb1/ie741xtd1VrtNBsMaw7BGP/QZDH36Q+fUrK4Og8FQJNe/+LE/et5Vb+Ojf/qZfzgA/7n/9JushOPq5kuTXzlz+tz39QehsimNZF62FhYtnHNhpKYX+Rw+VeMr9/kcOGbx/SG7toeM1RM8lQaeyqBVkoLbpDahxfcMvm8IfJNmLQ21wFIPLI3A0KhZGjVLs2Zo1Q1jDZNLj4mWYbIVMzkesWEiZPNUn83TPbZsWGWsuchdB4a893MtPnP3Zlqqxr5Ngh0bJVs3BmzfJNm5OeKS3Us8drzL+z49zZTvs3uzYtsmj4t2Djm/1OEjXwwQJmDHBsXGScX2jSG7tq/y+DGf9mrA9JigHmimxi1XX9ThyVOGp080aHoGIQTWapJYE0YBky3FCy4esnvrKp1wyFMnNXM9z1l5Ic62C21ev9MbOuD2Bwm9tOShPyzAnIN6aCtHf+jsvt7QOSPdUNAeyhzYK0NDOBwy5a3yqhvm+Y9vnedfvbHPpTs1xjbo9hsMw4BBGDAMPcfeoccw1AxDTX8gWG4PLzxyeHvtxc9v3Pm61367/YMPffZvHYt/qxIlnSZVm51d2PXf/tcH3nLs3MLP9Lo9obXAN2C9NJAUFiWEC+oSCKSgIz36sWIp9vmLrze47dEuL7i0w0++qctVe0MmxzVJ4tMf+AwjjyjyXB9joogSl7BJjCKJBbFxzoGxAmOKyjuLW66dv56tCAbfS2jUI+rBEK2GDOIBT540vOczEzxyZBKdBOyftmyesGyYUGya8tkyLdm2MWLPtg6zK23+8MtNbFRj6ybBeEsz3rSMNUL6SYKxCl8KhHQ6ODEKpRWxcbU17V7CSkdzfqHOpWMt3nrLCr82V+fYXAOtIydtrCY2NYaRpNPzefGlHV546SqPHz/Nez49xsFTLeaX6gRSUvcErcBS0677yFOutEHK0etFHnAbA3Hq8jh5B2EiCI2TIoMEepFlGMZoG7JhvMvV+zr8u+9a4bqLY1oNj3DYot0LCEOPMPYII106VHHEksRK4qjvRYOZn3n8qThuNDf96h23/vbgW1/1L/7+AvzJpw7RajYuefLpQ/cuLMx73W5XaK2QWDwNFpEC3AVASoJO0poSJegrQVcHDDyPpbDGFx50AzC//YWrvOFb+1yxu8sFG/qMNzVh7KUd8o4RolgRG0mSqBTYEmPc78zDmBTcvmfwdZIGsBGeCjm/HHP4nOHrT2gePT7GfQcmiKM6W8csm1qWqTHB9LhiesJj05Rk64aY7Rv7TE4s8ee3wj1PTnD1dsHkmGCsKWk1DK3GkE4S4nsKHTs9bK1zMBhKeoOEdloAtdq1LLU1c0tj3HRZl2+/cYnf+0xAc1GiROQAaTRR7DOMJL2Bx4aJGtfv7/C+n+xy39NtHj3uce/jLU4v1Ti4UCdQkroSaOkaNQLPoijqemwGcguJFSQGIgOREYQJ9EMXx0Q2xsYRLX/A/q19Ltvd45+8vMsrb4ho+R6DQYvOqk8Y+4SxduQTK6JIEcU6B3UYuRLkMJKYRCClYDjoipUl8QtJIpLm2OSv3/b53+69/NV/eyD/WwP42bPn2bZtS+1LX/7qP/nUp7/ohcOerNc01lgkAqFdRJ9lLJXE2Vmxq9jzYqgpSz1xjNFTAUPfYzWu8yd3jvGlh/vsnO7zmhd32DIZs3vLkOsv6SFQTE9JtJIkiU6762XK3GmxFunvFgYrXFNAf2iQOubupzVHz0u+cH+Dw+darKzU8YXn2HrKMN5wPvhESzM9oZmeEGyeitm6oc+2Tcvcc2DAp+7axPZxzYYWjDU1Yw3BeDNGypCnTipWe4odTZfKshaGkWTztOCSXUO+Nm9Z7Vs6fcfiCysBM4sTvOnFcxw4scgDT2zEUxZEhLUQJ5oo9lxCZqBZ7fpMtpp8y1VdXn5tj8Vb5jlyDm59oMbRcwEPHmwgPM38QDNYVEghEULkhWwO5DYFuSWxBps4F2tqbMi4iLjusj67Nw/YNhXx2heFbJkSTI0p+oNxllZ8olgTJZoo0oSxJo5VCeCSKFFEqR3pvhYkibMtrfVYXumSWP2Le/bdIC++/EW/trz4psHk9Oa/XwCv1wJ9+PCRnzt+4tj/Ew27slnXKTsITGKRRiDzDKUrDlLSoqTFSxzI/QSCxFJXgqYRDBLBQHsMPY/VQZ3HT8Y8dmIaYSJ2bhpw7Z4+482Em18wYNt0RBLFWJNeOFtIk7wKUVlCA/c9XufAsQZ+TfLw0QbnFuvUtGbMl+yaskzUDGM1S6suGWtIxluaiTHN9DhsnIzZPDVg5+Y2Cct8+LYJFhfHuHKnYbzleixbDcNYI8LaiPsP+CwueVw05bKL1sJwKNk0Ibnx8j5feyRx5cG9mHZXsdzxmF1scvnePm97+Sr3P13n+OIYShggSmtMvDRBI+gNJd2+x0o3YKzRYnJswPX7+tx0+YDziwOeON6mVk944pjm/scDEisRUpAP28xtRAvWgDEksWXLhpibXzBgsm64ao9hx0ZBnGiMaTCMPBaW3erpGkNSqRiVXscZmFPfPX0dxYI4cVZlktb/WKsZLHTk0WPHf6Y5vk2PT07/EhD/vQH4Iw/dxVe+cqu/2u685eDTB/1WQ6e6zpIklkQKpLHIxOlAlbjESxwLtHLLoJdYogTiJK1tTiyNRBAZpwWHviBMPELjERnL2dUxTt1vkCrhC49ENHSMscZdJOu61bNqRIR0h5QYoVjtesShJtCSVs1y0TQ0fUvLj6kH0KyJtJxWMdbQeaJneiJm0+SALRs6xGaZX/+zOo8cnuaCDZaJpkjBLWjWE5q1kGZjQK1ex1MCldp1Fndhw9ij3x+wMjBMBq5Wu9M3rHYUyw2fUzPjXHPhkHe8eZb//mea0yt1EAnGxhgDUaIJY5nWjii6A02377HaCajXGtRrEc16yEuvCvH8kOv3JXzXSwauIlMahDCpTVr4phk5JMZZjRMthZI+g4FmYUWnFZcOwHGsiI2LfeIke3agjpPsEOnXIk0uCaJEOh8+cZIoT0Allkceedyfmeu9pV5v/tfbbv9q/PKXfctzD/AjzzyAkiK4YOfG93z1qwcuaASSSEmXXEkMiUpBbgSJtChj3XOaOYyNxUuTDV5iidNSz9hkFXGC2NhUH7oAMjYQBpKkKYmNJooDFkKXAbe2yBsI4cpTdbpieOnv3NK01CctgTbUsnpxT1AP3NEIFI26ptVQjDUFk6nTsmFiyKapLts3L/K7nzN84o5NbB7XbGgZxhvuZmjWcQCvh5xfMhw+G1D33eqVloeQGMFgqNm3LWbL9JBON6A3MHT7Ce2eYqWraa3WGGtM8OZvmePwmRn+4DM7UNLDWoMxcepZa4ZhVj8i6Q0UjZqmHnjUfVc05vsJvhcTeAk1P0GLBCUTpDBpYZup+OTZ6pckkoUlSWKyqQVO9jmQS2IjMSmIk6QKancUwHb9oyL/Xp5oSkhfu3EYwzBm5eCRC15y87e+xw8aP/a1u+4b3vySv9kM878RwHudJerNycaTj3zlXccPP/R9WgxFvSZREWniwN2ZiTLpM6gkBboyJIlj80SBNjbVZUWpZ/Y6T0pkX6dRf5JKIGszcFc/nyw1SChp0RK0ckGtp9O6Fg2BJ6n5glrgEib1mqZZF4w1YLyZMNGKmRwL2TjZZdvGJR47NuAjd26nWQvYMmYYbwiaDUWjLmjWDY1aTLM+5JETgocO1tgz6X6/SCncWOgNNc+/xLJ/x4D7Hh+nF0I/9ajbXclKw2N+uU4tmOB7bl7kgafmeeL4Ftwta0hMQmxsmoxx9ST9oaRRE9QDRT0wBJ6XAtxZqp5y2WGlDEraNNOZMnnpvGUJIZcUErkbZdJUf2JkrqGTRKbOi9PVceK+5wDsiCsHtqGQJ+lq7cCdJpdCS2/Y11/7+v3f98IX3mDe8LpX/Pj8wlJv44b//f7OvxHAl5dm6LQXf+r82UM/sLp8Hl/7rmFAgIxd+jtJHAsnMmV0aUmUcEBXNgV2yvBpnUiSUAG1SbOQSamOJMtKmswCLIM7vWBSFPaYEqCUy1q6UlsHbt8TBJ4i8AU1X1GrSZo1QathGWskjDdjJloh0xM9tk4v8+ixHv/u/Zs5c36Ci6YNEw1o1SXNuqJZg0YtoVGL8bwh/dCipSZQ5Jo3kyhRLEkSj5YfM0gM3aF0HvTAafLVjqIeBNT8Fru2RPyPf7HCO94veOzwZrCSxCQkiSGOI8LIMAw1g6FkMJTUAwh8Sc23+L5yuYI0b6C1zQGu0piokColkANYkZ5nkdfLZ5KiqG0hB3mmqzOrMSesEsAzYDuwk+LD5uUBSQInTp4VzdbBH7jskouODsPwV/4mGP3fTvQcO/Bxarq745mnH/zh2Zkzl8axmxuCdW5BlgaXQuTPrhzV2WVKisp7Kj9IS2PTZ+1eay3wVVYvQn4EGpfFTI+aBzXfPdcDqPuCRiBcbUn63KwJmmnbWrOuaTYUrYZmrCkZb5Km2BMmWxGTY0M2TPTYsmGFh4/2+Onfm+bI6Q1cMAGbxmByTDDZ0kyOu0TN1FjEpqk+ie3wrk/VOHV+gq1jZY2eWYgxGycG1OtdvvZECxJNK7AEHm6smyfx0vMghGDX5oTrLl7hwEl45kwDgURiHACNTdPvbuWLY3K3wpUuCGfTpRZd5kcPI0UYusaPYeTs1mqVoUoTM9nPy/x7YSQZptZfGEuiyJVKuN+TOSYiDTYFUVbvkj9bx9xpUVwG8jixJFbQ7vQ4dXZudRD7d337d7yp/dlPfvTvjsGXlxZptKa2nzz8td/otmfeEA7bKOmjVcqkwiJSsMbSgTlRbnkyxpIoSWJMHoTaXHpYTGLzALV4dnNJMjurcEhswTZkFeXZjZXGlbljU9RneFrgpSAKPNf2VQvciLV6YGjVE5qNiPFmyGSrz8bJVR4+0uNnPjDFk8c3smdasqGZMF53hVPNuqJRYu9GPcSKkJmlMaRw25zIkgZwXrjAWI8tkxZtYrqxoJ9nIBM6PUk9UNR8D9+rofU4V+yK+dUfmuVnPgAPHdxIYhVRYohLdSNhaBgGipov8UP39/meTCVZVohlUcrmTpY7VzaXKqLyWcuSpVSZmJkuNgsWKTF79vXIalyqC3KrdvZc1MAkxkm5xeVVhJp5wwuef1Xymjff8m/e/PqFs9MbNvzdAHxu7jzBavvi8zPLbzo3s4KndVrqCloXAEvSMtRYOoAqRX4CkjQR4wBtCymSHWnFnykVSdn0vSxBQQby0hURue4WqXFSrA6uGygDuMiZ36X1DfUgoVFLaNZjxhpDxpsO3A8dHvDTvzvJEyc2snNSsbFpGK8Lmg1Jo6Zo1CXNmvt/NGoxgQ657xCcX/Rp+u68CCHStHumZyW9gWbrlOCKi7rce6BFb5i1g5k06FTUfIXv+amGnuDyXQm/9iOzvON9locObiK2isQkLiGTuPr3MLKEvsT3ZVo7L90NrYUDuHJZ5AzkGcCzwqz8bIqS9MtkIc5tya5JYkUKdHJgZ0di3fXNrm0uQUvATlIMxOl7ToJaAl/TbS/SbS++6cSJE+9qdzpn/04Y/OkDDxL4avvpU0/96tNPPQyJA42UoCl8bikgke6uVtIFhsoITH5HO9AbJQqmLrF2XtaaARx3dnNGKTgmZZ0Se6c+r8rkjyIvh3VNE+B7Tg4EvqHmO3DXawnNWkSrPqTV7DM93ubhwwP+3XunefrUJrZNaDY1DON1aNaz4q2MvQ2NWkI9iPC9IU8e1czP17lws9P/GYNbMjAI+kPNRTsFV+ztccdjhl4o6YdFrUi376oDfU/jaR+tGkhpuHznMv/zn8/yb99jeeiZTURGsyExDuARhIGr3Q4C4wCeSR4t8xgkk4DKuacFIZQmGIw+MlLJgG5s7spWUv7GpkCtxE62BPIC7G4Vz8yEIsaSUqCE5e577qcWBL+6f99Fb7r33gfO3njj9f/nAH7yyP382A+9hp/7pd/cNjtz+jqRLBMECpV2jyjp/kBp3OsscExy5raYEotX7nSTsRsVxnbp9oK5sSUrML0S5WXV6fr0oqUySav00OApV33opUVZgefAXQtiGql33Gr0mBrv8PDhIT/1O9M8fdrZgRsbLgHUTCsT6zXlXJfApA0HMTU/Qqoh3dBDKo2nLEqRsngBkMxxiGKPph8BMZ0wcK1ioWEQJvQGksBXaaDo4WmDUg2ktOzfbvl//8Us//bdhgef2UyUeGmDsSVMLEPPUouFk2CexfOM0/S6aP1TUiJVcZ4ykJfPZ57WHwnmC7lSko4mq7XPAJ2B3bG4Lb1e7zm7QWxKWkjJuZkl7nvw8evmFla2/fAP/ODZO++6n5e+5AX/ZwA+HC7z3t/92MTq8sxHz5846Y+3BEIkpTtcYCWobGmyoiRJirs8G89gDenPVFkgc0dy3WerBVP5i5JmLILa1DXJDlWUBXheCnDP4HuGwE+o+wk1P6Zei2jUhoy3+oy32jxwMObH37WJg6c3sqnlsbFuGK9ZWilzN9IgtV6z7ggM9SCmXgs5MWP4wy+3CGrglZyK7GNbW1hsnZ7P975ilY/c2WNuoUY/awMbGvp+QjBwMsPTEq29kr1nuXgH/Oa/nucnfivh7qc20Y9rbEwEYWJoeDCM3DyYIO2A8tIVTGuTAly4Zu48+BclOZWBXICwYEXpOmftcIVszCRlBuLsGo6uzHkC0KzP9tkKDRAJC1bx+FMn/b179//5+ZlTr9+yecPjZRj8rQK8u3hArCbRDf3eyqZGLcZYWQCQAojGCGcFGpvqzSIAMZaUxctLGqUTkv6/TKG1c+YufZbsdJcDI5l2sUhRBrdFK9LyWldm6wDuEh81P6YWhNRrIROtHoOoy60PwH/94y0cPL2BDS3twF0vwF2vKWo1lSaGXGBa82MCPybwQwwxvWGdcV+gpZNsIg+BKc6RkUSxptVUaDFkEBv6kUg71F0j9cA39D2F70l8rdBKo5Sf3jSWvVsFv/ajK/zPjybc9dQGznZaDBLFuGdp+YYwsQTaEsQWX2cWqS3pcFEwuBQliUdF+o0+imtiS4GozV2dDPT5tS1bvCW2LgBOBeAm+/9b14zxjQee3nP5Zfs/OL+w8gL+Gmn8vzLA20uHMUn06iNPfvx3k3Bmol5TGGNcoiXzSC2l1465beab2gLshSsi0jtfFMtT+nUlmFznls2ZmyJAkmmgK7M6F+XKRbUq1487cAcpIGt+SKM2ZMNEl/nVPr/2kQYf/MomQjvOppZiY90wUbeM5Sl816vZCNyMk3rgxlXUAnejeHrIbQ97JMZzbCmtA4ws/o6idcwVIknhccvzOrz3MxvoRB7jKYvXQkN/mOQM7imVMnjKrsJijeDSCyTvf8cqf3Rbn//yoc2cX5qkO6aZTBRjsaHuWYIobQzRLgZxfZui5Kak0q4McJGyeZlRyiDPyccWZFSRKiXiGpExZVCXwV78fHlVlzzx9Cne+8HPbPnxH3njKx87cPRzV1++928X4IP2Yaw1P67F3LZ6LcFam7KyzAPG0YRAngVLRH5Rjcn0NsVNkTF/3lImnpW5y6ydlb/m7J3WeStZqlbUrlHCAdyNmQi8GD8Hd596rcdtDxv+/GtjfPS2TRgxxqaWYEMtlSU1aNRECmpJLVDUUvau+SZfCQIvQvsDvvzgBCbxCBQ5aHJdW9Q0ubKDRKGk5hXX9XjfJ0J6se9YPLJ5R3t/aJx21m42jFLkDO7Oj2ByXPL9r2hT1+f5+Nd63PbIBmbjOj1fMR4bGl7K5Ap8bdO4xOYsnt04Kq32zCWfTKOc0WxniXUyFs9AP+p6VcHK+qw+epiC9BLrfP1T59vbnnj69I9LJT73t8rg/dUDCKF/cOHkR17gqxlUXec1CVmNQmIckycVRhe5XMmsJVOSMTb/WhR3P+QJo2cTWlnmzdWa2DT6TzNzyuZZugq4lavJ8L0E3w8JvJBWvY9f6/NHX9L81w9u5MTyFJ5XY3MdpgPDWM247GTa8lavOXDXU/Z28w4TaoFbEepByFLb0It9lFb40uQuRUWDQ576jmPFMPIJdJ+J8R6rwyaDSLqpUb7FD13turM2VREcCreZFmn9iDGCiZbkzS/r8NLnL/CrfzDkQ1/cyFLUoh94NCNBy3NNEIESOcg96VY4VVr58kBdlM51icVHybxMRNXrWGXwgt0zi7EqVa0VaflFYTsmKRGEiWDxzCp/cfsTL/jFf/NPfvDuR47+3ouu/ctZ/C8F+Mlz56lFWxnGv/XCmjy60dT6RHFAlCiStMmgYPFqJ80om9uM5cnYvqh5qJyUcpNCBdg2P8FCFF3jGXNL6cYlyLy9Le3KVwZPx/h+hK8j6rUhgd/n6ZMJH7+rzh/euoGzy5M06x5TNcukb2nVDI0AmmkBVi2QLpUfSJcpDSy1wAWqgefYu9Uc8KW7FEeONahnCRVZZHMzaGQ3dpIWKoWR5rK98NJrOnzszmk6dU0rFm7WX2gZaIP2TGHzSVm6cWwlMRMnkq3jXX7xB7rs3RbxsbvGeeLEBANdp5tomlrQVNZlgFVai586TVJmbYRFiUOeNCvZsGuYvAzw9A80tnjPmKJWqAJ6U5JrJZZPUvMhNq5WJTSCYSJYDQ2PHJ7d+IG/+PoL3/NzP/t7g95Zao3tf1OAL3NSnv4RVt7/9oumjtFqtOgPLSr2iJVCJQqTFFVnxpoK2G1ZmyPy7FfFIaHqlJCx+HrgLrN32v6WgdvNUnHPOi0s8nSM1gm+F1IPQnx/SDca8p4/q/H+z21gdnGCSNUZbyqmA8uY74KzMrgdY6u0GEuk7O3AXUur9mpBRJJEHDjh04sCpvx0+ZcZKETlbysHmnGsGFOay3eH/Lke0gk1fV9Qj1LtHBm80KSFUhIlBUK5KVwivYRO27tzHieSsYbHT3x3l7e8cpYPfK7N+z6xgaVei74O6HiKhhbUFQTKOKBL63IF6WfOQZ4D3FbtwxEar8RKFbKqgjrHg63q76xwLmPuOOssMoK+EfRiSxQlrCwcY9dk6+3WfuH+YWf+/X8jBn/ksUNcc9W+xg/8/Eeu/Ord8/6Pf4fiR76zT5205SzWKGlIpMr1uEm7aXJfu8TgWJGD26Rau4iWi2KkCj2UlsUC3FlvZ0l3q2xYkAO3G84Z4+mYWi0k0ENW+zH3Py743c9O8JWHJ1nsjVGrBWz0Ydw3tHxLMx2z3Cgzd6Bc8VIgCXwnTWpeAXLfi2nUQmaXYz77tSmGaHxdAnfWWJRp8Azc1hFDlCis9XjdzW3e9/ke8ysN+rFgGDmrz4/AC5M8QaOVShMhsvh/V24c193UqCu2TPX5iTcNuGbvWd732XEePTzGYrfJQAV4vqKmJXUJvrKuyjItKc4ynFWQl4BeLEiMXrJcXpau72hyqNDbopAktsTcFoZZ04uxmDgmMF2+95Vz/NAt9/vtM60ro4kfbyzNHe5Nbdr3vwfwx4+c4+TM8rfbqP9vjh7qcPBkjYhVAt/ZgwI3iSqRxjF43gspc3BnerxcflmtbciW7XIBRPXkCVfBtRbYwiBS5pYlcLsjJghCfC9kpRtz28OST3y1yefvn2B+tYWq19xscA/GfBeENXxL3SevC8/A7aSJctLEt65730/Sw02gDbwhjx2VLPQDAi3xpUvwqNJSn0nm8hKdJE6HR7Fmqi647qIun753kl7sMYgFtcjih86/19oFm2ro2NvdQEUncc6UqWRMrCCKNY2ax+tf0uelz1viC/d3+IuvNvnG4+PMdRqE2qfnKzwp8aUgkODLVJuLwnLNWFwKsaZeZU0AatcyeZ7mT697sg7AYwuxTZtcrCBMJ5FZE0E8oCH7XH1RRKs+Ry8c/JsgvPsOa3t/8b/F4EdPt7lwR2vjr/7O57/zC199GMwApUGoBC0jjHYNxLFRKKncSbUZuGVJdwssopAoJXlCBeBrKSEv4cyCyQzgsphCq2SSjntzhfy+5+RC4EXMr8Z86UHN5+5q8Yl7xllqNxF+jaDl0dKCCc8Bu+5Z6hm4fUEtEK4+3JfUPDdQp+aTs3eQj6iI8XWM70XU/CGfvzfg3HKd6ZZwS37uQqwTmOUSpdDhGyY033Fjl09+PXIAjwRDD4LYTZPyQuOsvVIZgmPVEsgpiCRJm7Cz/3+zNuQtL+/z6huX+PQ9XT57V4O7Hm0xt9ogVj59X7sxeVLgSYkWjtE9CSqdhCApOSzpHfvN5MqoVMkILqHU7GwFsbUO3BmTG4s1BmwMJoQkxIqExFgCf4jt34mndnynnv5nX7N2cV6I9bcxfHYGT84yHE7umawN3n7+6DkQiiQ2WGlRMkIr4YZlGo2Ryo1CMMKB28p86KMdZW9wNiAjssRWQ5c8iUZVloi0E0VmrC0NMgV2UIuIo5gz85YDJzV/eOsE9xxocX6uSRLU0C23gdOYhqZOaHhurnYt7ehxDJ2B21XkOXCLHOBuuJBxzO0l+J6rXXnyuOXpEzWE9PAVpYyjSIPMAuZrQJgmfOJEc9nuAVdc2OHg2To9T9KIEwduBWE6/CifWiWla+guzVIvJBB5HOTKAjRx7NEPPerBkLfeMuQVz1vhngMdPnRrk6dO1jkxVyfuBsR1zVBrhJCodC67ltLV1AvXmZ9Ll9LNuyatX1qQjS0CzTjT2iNAz9L8zo1IUnDHYCIwEcIalAeinlDnNEv95O3dwcK7FQvzfy0GD5f+hLmZ92CXJ9VlW8/yw9+zwuNHalx+ketZlCR4YoiINdIkGKNQRlXBnYO8aALOdHgF5OtuE2SrPnfG3tKkrVYO2FonKBUjVMzsEtx2l+bpE3Vuu6fB+XaNk3MN0AGq5dHQipayNLWlrlNQa0vNg8AX6YzxAtyB7+pAAk+6Gu0KeycEnkltx5h6fcjRGThxro6S2skTWV7aGdHKIwFW3gqmuXCb5eKtXZ48NkWv4Vg80ODFFi9Ks7PK5BlIVz+SuTQyP6cmvQZFY0LaapYootgjCH02jIX8k5cMueHSVWa6q3z57oCDJwK+9FCT2cUAKz0iqUEpQikh3WkjS+VLRFGcxTq6PMtIUpIoGaNbm/rnWfIj66fNjhhM4oCexJAk9I3hycOaex4OeOgpycGZh1jsraooXOB//eGt/NvvWzsC7lkY3LB5+6s3m+GT73/B/i+J5/0/IQ89PeR9f95k03SDK3aHNOuWndsjtIkRRmKMwuZBpkyXohKDl+QJOcCfBdx5MFOwtpIWkTbMWpVgrGF+Hg6dUfzpHQ0ePhxw8lSdzjCglwSgfWTTo6YEDQ0NZaipFNTlakJPuK9TcAdpmWmQgjxn7qx+xUtS5nbgDvwIScRqTxJa36XCpXHDL0XVAy8zrM2cpawNLJFEiUZYRasZAkP6kcdAC+qxTctg0+SMMs5JyWtvZKkUQBaAKv+OROYA9+J0jHLk4Xs+G8ZDtm6IuGLnkE7Y48TpVR497PMntzc4eDpgcd4ntppYKYxQeQM32X5KIq/EX6NXbOU/pWwQpkh7WlMA3CTp+wnKGJRN2Lk9otlIuGJPxAuviPnpd07w8JM1Iu+8+KG3XPv+G6593i1zC6uzf2UGjyb/qRDLd+8l7FykRESzDufnFHfeH/DpO+t4nmXPjpjXv2TI9ZeGPP/KkMTEtHzLRANIAY6VLvGTg1nkWcpn3eBNmLTdLOv6Ngxjy3LXggenzkrufMCnPVDcek+dwydrdBOf2HqgPNA+KlD4SlJXlkYGauWcgiADd9qu5nsQaNf0EPiuPNWxtyDwcXMOUxmTgTyrZcnck7MLCX9x2xhzq3UmxzPNWmXvvA4le84ZPOtvlAyHHhumFG982YA7HulxZrVBz5c0YoEfQZjOkdERqTSj0OKURkEgi9LWtDmhaCVzE3rjROHpAuiejvG8iJaOuHZfzDUXDfmeV/R55qTkC/cEtIeKOx6oceaMD1qy2NMMIpUCWmKzJerZ7JXCWinucmyFtYW1TDRimr6bz/L8Kx2+Xn/zgD07YnwPVnqST91RY3WoELFhaaV/0XSrvvdtr33R3L/7/rXZk3UBrgbdesTUh7qLxxqbJn1m5mL+5EsNzi354AkYwqOHfR57usHWTTE7tsaY2HL9ZSHfefPApfETmGpZ9l8YUQvSmzS/wpL1Hy5wDIeCxw8pekOJ1pInj3v8+VdqWCFZ7HicOh0QW4XxPKzS4HlIqZFSEkhBTaagliZNaLgaDD9NU3t5Lyb5rPEC3JksyRoinCxx7G0IdMreKSACb8hdjyvueLKJ8BWBykYXl9yTEWLLXaQ8HV10pg+HHjdfMeDFV3f4kzsm6MUBg9i15oUx6Djz17OMrUklgxzR+RmTi2pAm64WsZeOe0gUXqKJ45gw9tAqzl0opWKu3hNzzf4hCYbTr+6y1BZYIfiz22o8ccxDa0F/qHjikCYcqrTmZh2gV1jc1fkHgcPHZCtxFYjG8oZvGfL8S0NMAju2JGzZaBCRK2hEQHMy5nte0eX2h2vMLja499GTjZ946y0f6nZ61wC9vxLAA/kIgXfWt7WTPHBI8vufneAL97Rc86NMNbUC61nOrnicXQSs4cFDlvd91rg/ILZs35DwbdcPmWgaTJ7KehZspyiQEla6ks/cXWOpqxDSuTIkGoRybUE1BdJ9rYSL+gMFNWkJpMFPfV2vBGw3kTYFtAbPEwRauOe068VPq/ZcG5uTJr7vJtg6kCf5GAYvlSdhHHHgpE+7WyNoSQKZFljldma5jrC41nngZQprNTaKMPLYMCm5YnefwOu72pRYEKQTwHRkS904xtVv5zdRFvJlVqws6j3y5FuS16LHWpJ4kjhJXNIuznIIcZ5L0DJBKudQ7docc+G2BCENz9/fxVpX0LbSFXzmGz4rfZHOPxTPukBnQDcGJpqGW54fsm2DJYnd96RKsZAWoyU9nbrGrmxXGsOrbgz5xR9a5vc/LTl88hxfffCof2ahs+6vWwPwk+cWOXSu/QNf/spHp86c9fjMXeM8c6rGwPoun1vRWdaRsZdpqqxW2IBvObts+dDnmyVTdE3ZVBXgmYyREgIBnsRmmi9/dpG9TrNugbBOeqRJCj/d3cDL0tDK5l08WT2063IRpe1QHLgzaeJ7mUZ3s1PcLEOTjl9I0lnlbljnyQXDVx5ogPLxVWoPjgSYa43jcnZPpHMBZTpURxMnHq+4fsgf39rjqbkmHc+jHrtCKS8tksp+h8gtU1Mw+EhZgE3LmpPMuUlM2i7mHBwdK+JswwGVoLRCZ9arStItURLC0CCkQQk3cMnJSEPDN7z1lQahbJqzKOltSL8u//HpTWggjhThQLgVxwpMlJkQspInSQffuZHaOubt3x7x4ivm+PTXOrTsp6Zuuf6nfiAJ596t/E3fHOAf+dyDhGH01vd8kLHZ5Z1YI0EL5/4jWWt6QhErl7QVgDLgw7PTdgnkqZbLEZFREzLvvtek24xIiy8sXp55c6zmZbXfaZlq9trT5N0sGYt7WuB5Wc+iSnePEJU5475n3VjmTHNrV6zlpd63lBFPnZAcPV9HKJ0nSPI6kXLZafqnVusx0urKpKhLiRPH4ru3DLl0T4+Ds0P6sUdfC2oJeImTKVm9u0y1eLVhWKbLhCitFjIvU0105r+7Q2tDnMgU4BKdOIBLlaTPxbYyMnWyckdLOlD3B6awclOQC7I6GVu91jmRp2DOYrPSe3ncNgIdIUDEHkoZLttl2P9PI8L45Jgc3PPWQei/+5sy+PxSG2Os/1P/7WOyF3nIQJE6e+uzbvpRK8RchM0lxl4P4CM9UeX54aTd8OnrLKvmyWKueFbIpEsAV6oAeXGIfPMqnT5nXfW+J1OQF+AujqLzxy81SbhgzAE8shF3P1JncbmOHlP4WZp7NMW9zl9fAbktuSlGMhh6TE1KXnRNny8/MKQT1+knikZcrEw6senE2nLiy1QCTXfmRWFW5EVwJg88YyPwEplXXjqAp3UvUhGng4KkyJ6LHETZCJCVXEUG8CILPQIQyitM8Xr952fjxR4WYd1oadM9Kyd3/ogfh6uh9sfXB3i/HwL218c8e31LJ9SVIC5XiaUfME/YpCcwrzcov/fNSLuE60w1ZmBWWXo4G5AvbJpgSAOrNHWsRAFwJbNRCO7iu1pwUQG4azgWaWf5KMDFOsBO5Yk2eJ7bF97JkxhfR/g6ZGbJ8NDhOlb5afavVPxVUnJlDzwHd66Ty+OLRT77zyaa6/ZHTE/3aC806MV1GkrgpVpcZeXBIh1qikEINyul+FWyYMWy955lmnVaGKfcc6LcESvpJIqyTqLIbHOwDNy2YO+s4C0tm8hYuyiOKyOlOA9r1CqltkQr1ryX3iqlc+h+JostGnX/emPCXwcqO81WAP7YgWMAWw4dOi4bKkFIRWxKRTL5L7TFRKnShzWl/9d6o9TyzGT5SN/L60vS9zJQ5106ZbCXey6FA3YO9LRb3CsNEMr2rPG8rGVL5ofT4xT2oWcIsklQKXt7Gci9BM+L0TpCypA7H/b4xmMtRE3jpwDP/e/8KLV/VS5QVlmXFqZVpkUpen2fF1054Fuf1+MjXw4Jk4BeIqmljcVagoozHzzt8okNo0mlTK4YRJpYKRoJjJWuEVwLp8mVINEClbjZNcoYVCJzcKsM3PmNbCg27i2GeYoReVLc6M/OeusB2ZYTg5RkTamOyRhJElvChROyNnF0y+j/Nwf44tIKU5Pj+9/523+2Mwl7NAOwpM2hGdPk7DNSbzCSmi0+TPW9sh9cBnf2Ou/OKaeBRZb2Li39qVRxnS0F2ItxCNnsj9IckLSbvJgPUoA7Dyp10XGfz/MrMbenYzzlGLyfxPzOZ6YJRYCWCj+rRS/lQIq/sWzfVXV4BvSiO0qmSRmNtB4/9toOn7x9wHJSo5fUqCfgJQKdgIrd74wyqZLKBcGoECgxuU5ZXKdDmLQb1+DpdAKCcW1sSWLTbKlFKZk6QwapSuCWsvR7i2xzUV7BukD/yx6FRCkAX36vWsjnptWaKGJh9sTui6787suGg/ZTQW2sCnDf90iS5AeXlldf3O20qXuemzRVKko3qQ4xowDOGXztXzCSuc3vz7xgpwz0vGKNKtBFNl+wNGuwcogKe+dtWNkMkFSeaC1TkGdd5iVZkgLbK83x8z3H4p6X7Qbh2NsLQp46Jjm3WAPloaRw+nsd5s6wPTqOOwd71qeaanBXW5+NKPbYOhVx8c4e9x9pEGmfXiyoKeGCTelALtO+TxmPZIDLa6qVedmq88ZtpS3MdV4Zx9waEmlQich7W5PsdyRpebKQjrlzSzQFtCz/fkpy5a8D8BKb2+I5A3pecm2KI4oHyKXjm4RgtxDyqTUMfuzkeQLfo9cf4CmBVNnQlky/pU2jssRCa9j7mwvvnL1L2jSTJ8XJKJdmFuAuD9EsMngUkkWJnMUrsw1VadhNLk34JuAuGpRH2VsrF1yGccQffr7J+fk6IsjkSXmgZSmLSXXVWr+dS+SOSsbgxijCWLNto+Bt39Hmyd9p0Y0DBiqgn7jaFJ397TElJhVpYGdwrpTJr4whrejMgJKP6xCpX+4ki07H6znyMCiT/l1SOplSajLJr1U+HqNUajGixUev/18O8BHmRpSmamXFahnIIQ57ZvbsoyaJB/m/zwH+px//MkpJTpw8g+e5IhpjnTzIG0XNaGvZ+vLkmwJcjMiT/LlahlkGSQXg+fDO4uucxVVpipUqDpWNbFPSzUbJAK6L7Qi9su7OHZMC5F66n089CDl0Bm6/p0EkfJRUBLIAWwXcssri2U5zlNio0hRSqk2JE0kca4zxePkLh1zwiR5Pn6oz1J5L/Mg0zogZuanKlZgpyG2WoyjZh9k1telApnQKgk4HNOkknV+oJDIFuBKkc1SKYLq855JcB9zF56l2BH2zXBBprFCog2pz+ppzZp0zNAzjfbNnHnmZtckXKwB/+uAhLr1kPz/9i78RYCJqnvvt5WE9jr2LLunyXfVXAbjArgvw3EkRowxeZm+xlslLwJaq2K0409/ZLEKVMbdykkSPgNvPD+ecFOxt0oROAW5PRygd8tgxzexqAMpzGzylHfxSsKbBoeyDj7pl+azFLOFjSlo8yXZQ0GweG3Lt3j5PnxxiEp+eCpwnniWVSnahS9sXgzTJQJ7JFZuVNGfSCHT6Wqf6XBk3dk8bJ0kqgzpNaZUaBbosNHcWU1H6LM4+XLuSVxpcyrFdiQyKbrDy+Sq6x+JEkNgYHXSD33jHv+Ls6SNs33mRA3i/P+DgwUNv+cod3/jxI4cPUQ9kZeD8aLt/tWPDrnVLRsE98ketAXomVUaaXKsgL48YG5EpGXvLQnerlLk9JfOxbVqNMLdXevZsugdntn24ey5S165puTtI+MNbJ1gcBohAoYVAS+OCXlm9OUfHn5WwTapU3fnLCuvSEtfMDzdpaet4Q/O2V/X49D0DunGNSHn0pWPxoi6lHGiWgrs08HRFIgaLxGbP5WkGKpMtbl6KUdkKnkoYZdNhqiLV4zbfUKwY3VEwurvJxDqfZUSq5NFwhuwUDCWDotqUnt2YMl91ksR1LnV6Ec3pqR//fz9x9IHhcPBHOYOfO3eeIPCby0uLnhIJytNEiUUkDmhGrB3kkjF4+aKtZe0qyEefc/0tMiYXFYmSD4OUoNK5eVWJUh4/VpYpme6WlaSP56Uj3DKA568zKzCTJNmGswk6Tex4OsYLQj78uYAHDjRA+gilqSlbCS6FHF2R3B8nRhBecVHy+u2RnRSSLH3v8YLL+rzlZR3e/9k6Rvv0pU8tT3SVAvAysDL3AlKZ4sBddibKbYTGpmwuQVtHcCrNKyhTBregaErOGLywdCsShSKeyq9/CeQFJip+m8OWKJ0rCnli85HNaYVk7Pb+6fZiFhaWvMn5880oGpIDXGtXtef7Es/LmKVAsBAgM3GPRWaVjtUV91kBXmaygsFFZRkvl5YWLFiaz1Fh74y5ZZXB047zcqA5OnizornLkkSVPG+d+t3K2YJaucblhSXDV+5psdCtQeChhcAXthgPkfnRpVrtbxZQFaxdDvbKlqHrlAojzWRT8vIX9vjUNwbMtANCpeklIm8Szs9LrnvTYLNkGtpck4OxJq9RyT6HTh0VpZwEyIapGuUkSya/MherOgmrSDoVN1jVSam6KtWVbfQ02TXnyf1UseOEO19xKk+iSBBGLnbJKjUB9NzsOTZs2LjrzjvveF23vUwt0IQRGAlWCaywiDTZI0eWi8rHWFtukIJbVMCds/eoRMkAQTHGtzzSN+teyU9seWcIJdaRKVTZW7v97kdBnjO4l81RKY+cSBlcxfg65Pis4ODxGlg/rz3RWfA1GhxTOkoSLdOWa1wUUz6KWTNZAZZBc9mekD1bBsws1bGJY3E/KcoDssxmkS4XuVQoLlAmUzJWFyWgO/Y2JaBr6YJOx96ZLLQkIzdVRjrC2HRldpsgFAZC9XWVucWzEoEbmz1ibthsyFSxPUqcJsjOnJtnenPndTff/K1fOHv23EktpSUMBxcHnnldv7eEkgrXKVdkFIUr9CrdSYXwX/cxeleOgDkDfsUHLwG6rMOLk1gwdy5NJKl1NRJgjoDbjXBbC26d71tTSBIve9ZZXXSC54VAzF2PNDk4U4fA1Z77sph9MtqeJkrIfjYSt6UXuUSpSBWVy5Rw4LFvc8hNz+tx78EGJD6x0vSNJEjWujhlHZwVU4sSyIuM4IgzIVPJku7WYVJQm3SFMiVyKbLMoiRTUjaXApFkgWaZ0UVpFWedWpX1wVRN9FTrePKflIrT5xa46OL4dYPB4DeNsSd1kt4Z/dCy3I4ZDJUbmpldHymQTrZVAkpbuUIjH0eUvy6ssjX2oCi+n+vtFNSZflXpkl8EmdV9fbLAM/PBc3DnswmzNq91WDtl7Eye6EyeZKMndIRWEUEQ8vAJyR9/scUw9KFRlifrAYuCsdZZ1bILlV8wM3LRys0Jpabk8brmLbf0uePeHg8d9bHKYyB8+iINNpNycGcroGKNXCkFcZgieaJkvqpkN66R5OxtSlJM5tfHzYQfjZ9Efj3dbyomfNkS2WXDPUuyZT0iyFWDqMgq6+4ftLQ0aoaNEwmNegJpbKBPzUZMhSGPHA15/FjMjg2iwrQSl9whZWz7Te+2jJ2rr9fIkxKoBWtBXbgpIj+RIgd4OrRdFHJEZoGWKoKibPB8xtw5wFXWmZ4yejq7MJckKkHpJO1sifH9kDBO+MI3Gjxxsg6ehxCqKI0VNg3wbCGxyky+Dsgr4C6XQFS8XVkKNp0WHw49Lt8V8coX9XjqVIN+HGKkpm8UflKUMihRkiqVX53lku3a7rGUsZU1WJmCXUqsKqzDzFmR1pGe28XDVlbXfHaKyXpjbH79CkdFVLAxusr9ZXFLwerFz3ue6+DaubHPZXt6tGp9AtlH/6/f+STa08zNziOFIIwsnifc9muli/Sst1fp/bUfUlT+gMqFzzVZFdjlk1HZmU1Wvy5clFKkPwrubHxyCeS6NCdc6yS1Ak3luWBwl7k8cg4+e1eDKHLsLaVw8kRUS2OzDZUrcix3UdLzM+Lzlp2Bws149mCzVVO89iUD/uLOPgfPOhYfSkk/SVncWJTB7SqdgpwklQlJ5p+kTK6qn8NtImZd7GVdfsFaRyRWOpI1sqj/kTIFu3DaOzMDimZri0SQiALsOZlVgD2qy0t4+mbRZ4k0pXC5DO1plmcfJhmcIElidNSeJZESnfRp1ootLLJ/X2bzNb+vFECux9zVu1T8JSAXhUSRWWRe1t7FDgRKFVZhmbWzJgAtSfeDzLp7CqBrnU2IKtwTL+9miXNgax3hqYjYxnzyq3XufrIOdQ1C40mBJ0qdO6MZzDVa/NnoSFSSPbbSWjYScCYSoxTDvscLr+jxupf2OP7ROkPjYRJFX3h4ibNTVSZNkuwcF85KmcnLd1umuZUqfHFlTQ52YwXSOKBLWbB6xQSQIC2Y1JgQQrgY69kSXyXpum4CaB2QV+I6ayurgLGCXt/j/GzC0moHawx6y5RCKcVKW7JkXNScM6hcX0OPsvfoBytv57euNFkD8JGdBcQIY5c98BKoKgVXqlQ2Wxp8X2Xx0tTZ0qFUkdTJpIlWMZ6OODoj+OAXWqB9EB5CymK0Wan3Mr/QPFuTQ1UolK0vKnO0y+n7UtInZfHEaEykefsre3zqjibPzHggNVGi6EvpqgyzVQVbBdaalKGgvP+Rm1UiKl9LK7CpHSulS+lLK5xkSQEthXvOZEnG4iIrfzal612SKgWmxBocPZsurzpxolgBbLarsiY0Abpfx1qD9j2XzvbTirtc/2aaavR/NiJZig9VXWLyny0Du/zHlGRI+Y8v7xNTZm1ZXhpVEdipbAZgGlSqrF1NZ3OvS+DWpqS7k5TJk1x769QWzDKXVsd84s46h0/WQTsgaZkGl6L0eUQB6nIWNiPvNWCvFBOlhVCloaTFAPjRbh83HCiKPfZdMOA7v6XLb3y0RqQirPAYJBJPZCn27HynzF1qPCiD3FoBqrRDQ37zOakiLVhrnBTJtLe0WOkYvchTFNcoB3rJ5q2yd9lZWUuc1VXfVnFVYux876O0cMrVhwsS3BhBC+jldkitVhOD0P2RQkJ1AHoRAGZALi8bFdCLdTR39n4J4BUGL/+ODNAVFqcKcFVmcFtl8GyYe1l/Z0GlLvnceXtWune7TCiGdjoW94KQp08J/uDWFlE6c0VIF1zm/ndujZE7TpTOVTXKXIvxLMDMylfX0+SZRMnqUxLlfPG6r/j+V/f4/DcaPHnKAxm6RolEOvmUsXgGtkQU9UBlkNv1mDz7DO78WgXSWqSRKFlsMSOFY07H4EXgWThiZbCXAV5WBbYC9LWSZa2tmP28TbFCesNk7kyzZqg1jIjCIepP/+Qje6VQH3zsiYObBRaduhSVfVtkNdgrdhBea9eVN14t/7tsYGTxvsxdESWzaaki3XJPrNXXKqv3zsBbsgR14ZJkGcv1wO3ckmpBlTvSGeJpQZWvQ5QMef+nGnz2rnFiXXMj4KSmriz1dByFp9xICp127uftcVkmtZRVVVLmNepKl1yfXGZlu1Nkf68pbcdSjIjOu2gwTE1GzK8I7no8cF3pwk2eEsI1aK9NOFVjJhBr+m3LAqZYZeza4JiRrR0ZrRmhmO1TPszI1zzb9OGRHfcofr6YkpZ9wOyGcZWOnjLsv/TF1135vFfdqr/2jUcaJ06e2T8YDmg1/EpJasXVkKKylGR3Iuveee6HshkZo/JEjjB39l4RfZeWO1EK5EqsXWw0VdpwShYSRWnriqBSUDtmt1X21kkuUbx00I1SEZ4fcXJW8LHbmwyM5+SJUG4sRd4qV+0wymRKObJfE7uIkVLjCqOLPPmS7zaXypRyv6ZRKpcqdU/x3S/r8eEvNDk+o0FGWKHoG40qnXcXF6RBJwIxKleKqib3GZRFWfLsngOUK9FQtqTDpQv0rBB5cCmlyFm9kqGuMPg6wXhp0atipsrc2c9kq7z7mO4zaixWKobDASuLJ/cLkTQ0uPkWXql+uryJ6hpJUQH5iO4eAX05eBiVJKMavBKolUGTyxNbCS5lGdwVgJe1tylYXKWJHZlVCBp3A6g4nf1RBJhGxbz3M2McOuU6dpAaKRS+AE+4Dv/yaDZZvnAjymR06A8lLI2yW1GtWdbfGdjLMkWSGDctdv8FA37stR1+7v0BSRKCcDdAD4HKA05nEVbrKdZq8pyZqbo7EnfO869LbCzTLLexzu826XumBEIzAmY5Ct41kpY1ZJqDPv2eySoYrXOObKk6ywhJGEEUGXQtHzqZ7uKVS5PSpqBk7FRNAq1h8DUaXFS/V9JgWQBbHm9WAXcF4KVB7Cqbu20r2rsMcFVK5hR79RgH4uxZJTmwlYpRMkbJhKAR8cgRze33NRgk6Wb2Ujt/vbR6FGlqW7lpRy/e+tZTqiFLWpwSsPMRD5kGtyafo+3ecyCOY8fiL7uxz1Vf7vPIYQ9aERhNjMdAuNa2ShltaWUprx/5kq9IXR2Rg12l35fSpsFmyuYiZfMUaFa4oNZasQbY5fyGWY/FR4FdDl/WuSGyQfzWWmwaA2Q3YGQF/VBRDxVaiazT3B3FfomiZPdUg0XK4M1/sRi5C8sWoAsCKkxXKiut1IHnVWt2RJ7YUruaTYferM/gahTc5YAyf07fSwfna+2ylnNLhg99doynjhXsLYRzJzxRSu5UambKR7Vw6FlizGo2k5FNUHM3pVyXIiu2YZIoYuna2i7bM+Rtr+ly5kM+c12nxa2QDI3CE6XgL1vq17B4WtRUYnKVpfRtluHMFUyx6uTAToEuc0OjVLZr1wH7KPlVAb9WFVRBLoQLzl0Qm/5eAya1Ma0RrhHZCHT2C7QW+Frm5Z6j9l0lSBll8IqGqr6XMz8jf+BI3XQGmKJbJGNwm3rghUxRaWd33mmist3VbD7PIwNxcZTZvGhkUFliR7mBmrc96POHnxmjG/luloTQSJE1FQs3tqzULzpqgzEC9hxLVcIsUuSpBq4EbhbXHlhh8hLQE4WRbi57HGsa9Zjve22Pew8E/OltPqhUqghB30hUktbalxgxr+IbiQTc5xAlYJc1uAvishtSyVSayMxOtBjhmN4IkYM8czqyWM6Bs1xhWD1f3wzc5ffzf5eXDYg8drBp4KmzOSFBOngyc0iqv3DtL87PkxDf/JevCQyqr/Pn0rCcsgSo7PilcAArsXg10EwH4+csXjpKVmDVFozRMsLzQ04uW/7sS00W236atfRAShdcluu+czk1uhMZOTtWFErZes7wLaoMTkl/5w0QWQ1+KlNyy9AWKXxpNGHosXE84btf0eUbj9Q5vaxAhiAkEa4YS5VqZSgVYIkRJi8+YZXNU7s81eAOvM4qTPW6zJibER3uwJ4TpU0rCkdLGiiKsio4E9Ubs6waKjdAdh0Sd3LDGKIYl+ipBYp6TeH7aq3xnp2UshypMMHIL3sWkI/qrWKJHwU2+dbcqqK/szapErhTFs83f1UmlSlrM5X5IbPXca6/tY4RMuGrDwbc/kjd9bVJnQaXEl9Uu2ZU+bOWJFflglUjzXUfFfOCwnuuBJvZjnWmKlccuA3KKCdXQsW3XTvkJdf1+NOveJgkkyqKoVFFsIlFJCKtCC/k42htf7aleirJUTJj+AzQJQcj3X5ECleYJ1MZ47zq9FRkMVe2ytm1LG4YBW12E64Fd04lI3gUws3Q7w9hGIGup9tTN+uu87zMKOULI8ovLGsYuxpsUmlRWitPbAUc5WxYkTwpwJxJlTywLPvDJVkiyyCXpqK1vZFUvBtJlgaXKuLkPHzqzgbLq35ec4KU6dxRW+q5tBVwV0AuqrguP9ZgPJMp2cuKo7JOnbYtqgwTI13SJbUOlXQsPjGe8IaX9rj30RrHFtOUr1AYBAMhXeqeosrQli9o6Z0s1swArWSxwqgc3DaVKcLZg9YlXmxqG2bX2GY63LgGiHSw7Dr4WFtwVQ42K+dRVD99cUrdCQ0jQ69v6A8sOvChUbM0ag5g2ayMag3u+iS0bkCwjm6qBmLV7F9ZjpQZPXdPcu1dALyaAHHTlhw7F5vBFjIlKTF39joNLpUrqgqN4bf+eIyP39GE2gh7y2KgT1Va2YoDlLlDObmsA/R1ibxamF2x6Awib/jOEyGlUQlu4y+TAl4RDTRv+tYBp+dW+YX3evSSiGzsdGw8BjipUtSql9rI0k+Y1/znQXDqjcvcYEFa55ML4ahapsGUTWWLEVnR1ci+99n3JHm/QSV4LBEkGejXZdmR1SZ/dr+/P0gYhoYwStBZb2LNd8UvSbajRJpGHu29rNzzpeVhvQ8r1gF2tkyJdYCdAV4JW/p+ud/R5rMIZWnQTh5EprPz9IgcyXR3dpQ75bUf88RBzWfuapBIzzG3yIbrU2lqqJTGUv4bxfoMLkbP2ii2i9rs0QygzexCNQLsvFa8cFVkqsWTJEGZmNfd3OfDtw549BmFlSFpqodIaPom3QoQCjZPGTGTSeRypCRN0ptPieKeVCIFv3UOhhRixCq0OaBFegOQsnwZzKOyuGoTlqSEWHMCq+fPWIy1DMOEMDbEiUVngbynLW6Cfsbipc4Jnv0xytbFnbdWl5bv5iKpYyvfqwSVue4uMbcop63TyUuykCmFxi4xd5m9S963VhGdgeV9n2ly/FwNfA0ytQalKI1DtnntyZqy2NLfV4lJno2xRzmo5IHnRU75lnqFVFnbzpZZhwpjjNu5wSjiyGPP1iE/+roO73i3RzuWIFyTrRWSEJnvjiYpwF2WKBUasxmYU8jL0mfNSIjUhxYu2Cxrb6fHHdhtdrOUs+JpQ0SGGyD/GpG5PPZZz19xzsh3s4iTArRapB9eawecJHHj2oy12UCkkmdbPgmCcvv/s92Rufea38mjwWXxvbLuFqLK2rIiTdI6jQzQsiRR1njeyQioY5SMUDJG12I+8NEmf/6lFrFOpYlwujVvSSsXLo18zlGwu5W6vKyxxhevsM9ofUepyClvSM6BbEtbA9p0oL1rNTOJJBEKKbULPKOE735lj2dOebzzj9M9xa3rPTN4DIV0tdxZtDeiw8vX20q3L2Y2Ux+K1HgG8jzYFEULmU2vYVmm2FTWWFtNjtmR0lm7ZvRyQRajgbnrZ3WfOUlSgMeWDOPabWpqqPlp3koIpEmnygoxosernukog/MswC60a3XqUUV3V16XA8zRrwumlmWJUp5nrbKdj01Fh2uZIKULMP0g4uApxUe/3GSx40Gg0sBSI2RadirWH2hfkSkjkqSyklVMw2dnoDx7sgboRTCXT1M1aWNwOfkjnEwxxmASRSIVG5sJb/62Lp/7ep1nzigIIodSIUiMR5+sunB0vEQGelLGFfl1L6RJKg1EaZWXGcgdSDPLUMo001iSLwW4y6Mkit7MCqYq/y3C4LK1mu9ckeJ2GFmnwUOLbtRgELi52Ek60SdBpHefzZfHbza9quJ3l8sfs2g592AzeVIeGjOqwdeydkWaSJtuqZF97dwSx+hZ+WtJpqRbfes0Fa+lkyYGw613tzh8PHAlibJgcCXIt0cpD94f9bsriTBZ1o7PPgZhlJHWMniVxZ+9pU26nRqMRMpsypNECoVMNFGcsP/CiFe9sMeRj3skSfohjdPjMZqBcGl3YVK70KQgVwJb2sFApeCXpF64zJ4deHM2F6QSpXBQqowu1q7q6TkcnV1YVD6uD7yqnepAniRub/swciOlYyPRW3Ze3TNWHaqdOXRFf2BQVrk/MhGp3krv4VwKlWX/WmO+qr1HGBy7Jrhcb3hjlqms2oMFY8uSW5Jv6Z0WTznAJ4U8SUGd24IqxqvFfPJrAe/8yBhLfc9p7zSwLNLy2f7so0md0b+JCk8XWvxZAqMyE43ahGsAn3rg2UzIsicuRuvFUwaXaSFWZJiqGX7ye9scO+/x6Tsl1B24s08dCZUzOQiH2gzkmY+X83dKctLmf5dNWd6aFOgVQLtzlTG6TX3v4rpntSSZFCkqSzPslAm0AHbxXJCCzccMxrElqNXYd9GuQzdcf1VPveLFraVBd/aQteZtw2Gc6myxZukoJ2JGi6Iq36vYe6U6kqymRJWtPlLXg1xTj9aX5NnKciFVKaDUZXCXmhdUud4k1+IRnhdxflHwzj8Z567Hmm6em/RB+SA1Wgnq0hKUGhvKs0/K26ZUZ5MXcxJHBxKtN+Yi64ApOpPWq6K0lfOcF3fJKjEUX4/MJsSycSImtpZ7Dvh0eiO+ZslPkRQrjxiRBdVlZ4RT7dofsut8OysByDO2OUhF5Wan/H45V1Bh62pZg0kDTAtEscEPGpw5t/jWL99+74N6GHlECXYwdAUq2d0jJYg8mi8+3HoZjFyWZF9nzJyxeYmpKwPuy+N3R2ZOF6/LcmSUzUezkwnZTmBOg8epRImR0mUsQ2n4w8+2+NiXm4U0EQpkib1lMbEq30Zl1D0ZObLrP+qoUDonFRZaj4nIUvWMSJS0ZLbkpqyxDmXRwymFxEjX+SOjhO/+tj5PHPf4zQ8pBklJSyFc0Jk7+GuZPAdgBijpJIsVLvi0GZOL7Eh9cSNyJ8VmBoMtGD1LoOYrYkrV+Tm1xUoxuvNJmcVNyUUhTTy5nTus1Q0PfXbedyhMYpQYuix16mM6HSbSGMiuu9xWEztl/V0u0SzrraxJtwTsEd9bVoJLmwebKkvqrAfwLKiUZSuw7H1HIGK++ojPh77QYhhrl9QRKchxA9+z4FKlEqW6ao3Wnqxtov4mqmQtGZZozrFYSXuTxj7YfHeNDMhujmY2BtnVqFgjMTJtThYWYdwuaHGsCRqGt72yy0NPBNz2iJu34saVuWJuYzVDK5wWL4HcmiLAJE0SZcBSqYRxjkoZ4OlnL81DyWLotXaxqNiJ2BJ+MnCtD7v0HKU63BTsr5VgelwxPekRxwlaO78Ii0VjU2M/9RSlC0Lsswz8qXRGUwXz2sxlKYjMgV5eZkeYXNgCzOUAM7cI3YakOaBHwC1TYMu0U0frmNm+4J0fGePA0aDYLVlqx95pWr4Y5lOyBEsArvx9rD3KAF7D5FVMr1viVHYH1gacpV7N/Mj2v0y1uLAp0J11KIQmGiRcsTfiJ793lccPesz0qywOggTNIF21hU1jsLImJ9XYuHNTBrrFrgG4yNhckNetiFTa2xLZZefSZmRhS8G6rcZ4oyfL4sCdszju/xnFhmEYkyQGveeCCaTS9DuGbnsZUK49CgHGkm1ptN7vKCd2yo3JlYROibEF5VqU0bG75WCztJtXxUHJAspsW7sRcOfZyhKLS+d9h4nlDz7V4o5H666RMstaSo3bPZm0Y4d8+8JsDETF5mT0hq7Kktz3LsuWEeapXKSSNFlrFY5YhiWgOzZPA09RSBQjUrALhZEGYxWJ8ZCh5WVXh7z99R1+488kw6xA2+QfnMQoBtmnlmtBrkTpeyYLMEGlfnnmoth8qlUK5tRSlBn4bZEIWpvpXjsZLA9cWefcVWxCiGODoU7QmCaKYvR1N74GLxjj/ImvceTAccK4zjBUGJv+svLegCPgzvT6+r63HWHwTNvbCsirALcVYMsRYOeyRNqSzi6BeyQlL1PXRPoxjx4I+I0PjTEI020e0oROxTkp2YHrtaRVdXi1u2kUzOsS97Npl3LCJwf9qBYvWNum+tY9C6ws6fCslFZIZKIwwmCEIokVNd/wk29tc/vDAQ88qbB+Gt1akW8EEa8Hcjnij5cTQBmQMyk7wuZ5gqfkh4sS0IUYjW1SErHVFjU7cgqz1S6zCuPE+d/LnYTXXnstb/iOl7C03EZ6nkQpTasRsXGyQy1IcoumpPOLC1jWo5lbkoOxcEAKoBalrpkjUg0YS25JrqeLjGURNI6AO99D3e2j7mRJ8VrJGC2cPXjsjOa/f2iM+Z4PKgN3lb0L7W0pD5MvZy/XY2x3s1f34imMw2dBdaUEQjyLLMneE/lSnDVCGDJpMjqRVpb88pGBQVYTx4qNDct/eNsqF+4curpSE1cPa4gNDA0MjSCyEBlBZCC2gtiQ75KcGEpfZ4coXttsk1tyhnXJmOquIab077NtVRwrFz832sNaxmP2/iAUzLQFg0RRq/lo30PPLAkaDcljRxOWzvTZPOH2LY8TxwrryRFBGhWvy9hVx6RwS7KfWSeoFKR7n9t19XYRYDrdne2dnsuUsnOiMtckQQcxKz34pfeN86k7GsReVXeTjljwxKhrMmKJVlasAseV9zNrNTtXeaT0zai7mq7P8gyZwKwAPmPOchq/wuhOniRG4oqcLEK4unEhLCYxGDRaGl7/0gHdaJWf+G+KlV6qzbJibCNAamIrGZiyJHGfy+nwNMljSoFnSZ64VcVm48crurtwVopd4XK5kp4CWWJ3gduuW2Y6XlR5RKYvlHXp+Qt3trl8b4+JpoUkQa90NBMTrWceeLrx6dNHL3rdNbsitFZpt0ZZG5XBvRbY1aChYPRqkFkKKktNu8VuuaOgLn0t1wG3MihRBJSueThBCVcGa6XhE3c1+PJ9deJsyIpwjQCgnoW9U3Bnq1Wp93K0PLaSmi8dFanyTQLNStXnqN9bWoZHPWDXMZMCWxYMLvLEUPq1kU6iSOnqyK1EJBrfWF75gj6vvzngw5+XmCS9s03k/lADFo9YCoYlkNu0DtY6mySPGq1x567ipmSSJU/2lINLcn0uSkDPznMWHsjSqTJm/XpxKbJd8xStesyrXzrNiy83nxaq+cxkcwX13nf/Ty67+qaV6fFWa3mx/7qZ2VV8z6uI/fLFLtiYSjo9Y+p8V+KRZE5ZjqwnZSotaHm1YKmYqmQJypLuziVJ2kAspdtPxwjDx++s88vvn+DkfJAmdNKkjvTzisFAQk3ZdN5gOlSoNH8lb7AQpUH3stijMx+MJEYmEoi1w4/WjKLLEj6C9d+rHCO7QGfXRtrK6rK2LdCuuRktlsm64Yr9EecWFM+c0NVNfEuJICPSHsp10z8j/2bdR3GH29I/yVL75Wyuo/CCyu06v6mYY+nOu1Zux+pmXbF9o+Sqyy5i46aL/ufKwqHbxzdd5/bomWhYfN/SCAzdZcMwrA7bcWfKVE5cWWZUmbkqUcop+IKps9cmZ/ry3ueFfje5o1IEmoV7IkUpqBRxAXY/4dS85MOfbXL4WACNLKGTdeo49taC0pgzuw6oKJyf0jJauelLmd71WvsqF2g0YTHyel2bEJ7FLszS9247bSPcMJ6czY2b7y0yX1y4gDOxEmE0UWS5eE/MW1/b4YHHfI7PSydVMgo27o+0RhNLwSD13rGpP542H+esbty5UMKSb81ZYmorXR165llnQ/OzG08CSZJKlxTIkuomiBLyjqHsnMo0ixz4Eq2h09Msrmqi0LkjGmD3rm0EQa07N3s66rfPeXb0SjCiqddo6JIVWAJLLjsy6VL6upApNr9JXJlsGdCpZahMocMr4C7S83nmUsXMtgW/+UdjfPH+uqu/kKWETjrEW0kIMtYW1UlVo9uJ5wDOmLAE9uxMl2LLv4r0riA7z2zmk6RKoK9IlnXswlSLy8o8Q4EQEpNkcVKqz4XT4wlu9FvSM7z6+UOOvKXNr/2+YK5X+tAlVGUgJ5UrNiuxFUWxVVaU5nYjLupQsixmps1lKluEGXFaMnkC+b9HFpQhi9OzJtAkBX6caJQ/HY1PbOsOhsP831Gv17ji8ov/SNreu6Yn63k9dllHZkyWgbsqMQonpeiVNCMSxDiNW07WrGMFFjLEVr4uB5IFuJ1EkTJBpvXekTL83l80ec+ftwhttcY7S8mDm93nYXPPuzyLpTIOYiSxk41foAx2qs8V5hbr47wIKtdh8Qroq3ZYFmwW8/wK1yVzT4wt3JRieFCpQcIW49+0EPz4d3f5gTd0qGWuis2eY+e02ARrLJGFQequhMYN2ImteBYHReQOSvH94ucyt6TsnGSuS+GsjLgtI0md8vmKogSDz5lzq+/aumPfH3leUDD4ZZdezCc+/hGkkMNex6ff7ZWKh0pBYLnDfR1PuxJAluTIKFNXgspKet5Un0uyRIoM5FVw543DIkZ4hkee9vmLOxqEcToZs9SClvUn5il5WWXusjU4agmWg6MC7CNyJJMpI4HmX0LgVcCnYjQrJnLsnDF9aeJU+dlmA+rJRzTkoxoyCWMkAnJ3RQiNMdZl+4KYN76sxx33B9z/VD2vA89kSv4hjXJMTipNMs87y2YaN0YtkyxWOGbPmB5BvlNElt2UFGCVJdclr9/JVgtZnChhQWSDflKrEkAoj3qjOfzgB/+QHRfsKwAOcOHei/G84PbFhdPfFQ/FvsKbLo0sFqVS1tHCqBHQrtHcJeAXN4wpQD8C7EKuZO5JkoM8Cy4zO1DKBBUkPHzY4x3vnODBp4MU3CljywzoEiFERXurEnuPDvOpVudVpUpmBVbBXX3+KyGbLE9sK4yELRU55ayejZVwetYY1y1TdkyEFcg0fS+NzctqpZXpv3W63EkV5dAytFx/acSv/eQKP/U/BY8cqjk9DkWmMwOYUcRCpJag28qlYg2m4M9MCCdRRA7kbMqWzTY2K8mWspWYSRv3OzNJlDqZxlGASdz2KCItElTKO3z11VfdPhgM83ObA/ziSy6nVmvIxx/+quy1TTqIc225atXCc0DNtsyo2n3VmhNRZvBKqr4cWGavzQjYk4LFU/0ty7rbSwiN4AOfanLPo3WMp9yfliV0Svo7S8mXO3WKhoZSer4sMbJDjoxlG5Enpe/8lcBdCTJH3rPl90dsQlmSJbkmp9ggygE/ZXEjMEKSiFTFp9dAGIkQCmENwipkZHnxNUN+8HVd/v07PcJYpA2Nmfam5Nu5co5QloJMKDKspYYHVb4BcvDaCktnGU6y72XtcVk5ALiacykgAatIfXub7njpKKLRqMurr75a9vv9tQA3xmCxJ7Zu3zk37M/sFbbn5m1X6rfXSaXnfrdZl80dk5uKRBFpfUnF+xZFgFmVJBnYC887c0+kdDuiJcB7P97iL25rEOpSUFmRJo4psgmxGaAr8qQE6IrvnYO42OcxCz4zWfKsNdR/FSLPwF0CcxXUBQPmm6KWEj7CpvvnCFfeLNJ/4wqnJCIdu2bTfk6RuirCWITQCCDBoiPLm17e55lTmvd+rEWciGxAygjILaBJMkAjCESpFgVRzDZMVxlVYmYHdlsEoBSHTGugRHoz5VtYZjaUBFtqxiGtQ2k2GuzetXsOOGFMUV+S35PN5hinjj781J7dF5zYMOlR82MCz6QgL8ah5b50KaAs+iGLALE60qEcOKZzBEeYeTSgLNLwTp4o4QJJWcpWKhUTGvjtjzf5rx8Y49xiKRU/GlymerBcClvsDlz1kdcUVuXfr+42kMuRDOgVjf6Xt61lCM9lCaUalBGGz9AxGlhW29lKg+TTElpX9lwa+ZYHmyLtAsoCT02SKLZNJfzsD7b5sTd2CGSUendZwBkXQah1aX1jITQwMIKhTYNPg9tiO0/lp8FoGnTGlnxabmzWBqFxvk9oNYWfGNKmeJvuxwNhBP2BwYoaOy/YdeLrdz/4VKvVWsvgABu37AaY2bZ9hzl3ak5ml6+SdRzR3bnMqHjiBcvnEmX0e8KUWL7K3O51UgBfGidLMuYWaSODtnzsiw1+5XfHmVv13JYLa5jbBZZSkE+IrVqCmUOUrkRlUI8EmKOuUv4Qf33mXhfrJVQX3Syi4hoY0sy5dWyXzQPJLbSsACutIxflIws4LakOx0mV1EoUKOLQsmUi4ed/uM3CquSjX2hWI+o1cgUskojCCswkiyEd/WYyBs8GDxXBpMzYXBY3elaghSyY3pa8dTdcKJUy6Sq3a9dus++iPTOj57QCcK19rDX/3tfmxsDnhiQxpZx/yfteB8ByRGN/M+fEfW1KP1cCtihkiZCFcyJLFYJSJCjfcHhG8/HbGswtelAvW4GyCDCFROTgLjUyZNqbqkT5y8piZYmyR/X3euUn6wL/r2ixrEn2ZMv1iEzJ/HEH6EKyGFFIF2skBgotjkxJx0kYYZWrv7aWJLRsmUp408t73P+Iz5GZVNulW7znIC8B3yKIrBuTbBAuzsm9cPe+CzpFKkts0agsigGe2dyhrMAsvwHS35fnoIRbDdJSRaKEB3zf//diZNksp/sJauOcP3lP2BjfZrTW+cSofMClKKfUTSX4LNrGqhWBuce9Js1eFFGNau2CuZP1wR0Yjs5ofum943z8a3WolQGtqq+lKOpNsvR7xuBkoF1rDY5mM4vVbOSgXP9dRPqi9MNZeW0lTT1yFGxYBrao6vHs6/xnMq+7nASqSpZytWHxfVlqeytP/Z7oTAAALXdJREFUyVKpbNEkA8GbXjLgF/75KhduCSHMZElSyBUbVaoQSQueQgNDC6FNqxFTWRLbtCoxkzD5+84bjxORS49R3zwxhZwpy5U4Ac/z2bN7m/n8l+8JpybHnp3BAbbsfAFR1Pvw0szjV7SXT45l575Sr11i6SxxUxRUmZI3bvKgci2TjwSWomDt3BqUScriVeY+Nqv5j+8a58++0izZgFkBVSZPXIQoYWR4/dqkztr6jVE7sPS6zNQlJi65hRWiLr/6ZqRdnj9TQTtlcFfHvJnUE87aC126vuSNm8wLT59TmQJZpaH7H2S+svuMae2KsQgR8dZX9vAU/Oy7Jzg264MXF5/PZCyeRbvuGhicFk+kC3Z1yuaOxYtMZ74vU/o9abMOobSgrBycMhKcZi4mgp07trZvfuHVHx4ba6w5r3L0jXpzA9Fw8fe3XHD9UtYwXAka82CwtOtXqXY7H76TBpA5Q4tSi9lI0iZn7pLeFuuBO3Dg/tl3j/OxLzcwMqsQXM/zdoGlFqN9llU5UinzTS/wN2suzmtORkGe3wB/MzW+Jj1fCShZG1BSzmKm38/29bFrD1N5lsXeP3kgWgSeSaLACL7rFX3+879aZc/m0NFzmcltkmc7i8O4JgQDA+uOoXUSJlonCHWvRYXhM+bO6s3z99Jg1ZQI4ZaXXr80M7f8+1s2Ta85n3q9k9yauBAha6FU40ThqhvrViplVcpU2bzEyrkGZyTALNuEGXuPaG/3b5OS/i7ArbXh6FnFf3j3OJ+8o0G8BszVbCWUpEkpqSMZScmXZEiW5KkkdshswBF2LjF35Xslpv/rATvbSKn4utzCVhjjpT0ts6gz07DpFIR8ot96LJ7VjpuMrV2kJso2YuoNun3uY5RI+J5v6+EpyzvePcHx8z7omMpykxn0WGdUC6eNjRBEqW5OBGgc6ShpUVasmTujUr1eWLhOguVFXOnJzxTEpg3jXLp/Z7hn9/Z1z6tc700/GOsPB723jU1d0kuSxH2AfM5IaQZgaVxDeRaJLOvxXJeXOm5K7WZVzR0XdSXpqAcp3P8XHz78pSafu7NBbJ+NuQuA54GltNUey5FgcrQtbTSwrMiTCouvl+Ap3wF/PcZe7+ssHCy/zscbZ7iCkgYv24buNWVtbkY7f2TJThxhcetY3FqFSSSeMLz2pX3e+oqeo2CTjSGO17ER4xE2t8QWQpc0ZWAhNMId6fuxEUXnUAJxUtbrVCxFY500SeKE519zca/T7b1tYqzZX+/8rsvgxw7eZj1/7KgXNI5ora5SMi4N1ik3JRROSJmtMwswY3EHClNleopyWbFGfzuJkoHbaMHn7qrxx7c26CfKlQBWbMBSI8OIa7JGmqx3sI5cEesxeQHsMorLSZ6yFv/LzJJ1NbctMXL6XrVEVlSSQKPNyU5W23ymTWYRli1DY7NMZmYlSoRxtpv7NxZS+zDL9CSRpeEb/tmrujz8jObWuxskKvt2TJERKv8xMn3fjagwKTsnONmhRLrtOBCnMVKS5itkmpwyKdtnHfxZsRVYap5mbKx5ZDgMj37sU7fZ9c7xugwOsDzztVlhOz8yvWGH9XSE55V3SaiORxs9KsN48lay6qzAwucefa8K7kTD5++p8R9/Y4KnjwUlcBelrxWgp2DVktJkWJu7JmtGr63HzBUwi5GfWeumMOKS5I+/jMVHwL0mwWNLyoT1tPmzAz1/NiVWN1UXpTLQM61AtBmrW5UyedHTmYSSyy+M+K8/scq3v6iPzqwMa/6/9r48zI6iXvutqu4+y+yTmWQmmUxWsoeEJUYEwasggopXQYXniiJ+eu+jV8FPUK8bn1dEcQe3BwEV9YpeN1AUWaLAhRAWWUKAEJhkmASyTSazzzmnu6u+P6qqu6r6nGwkBPHW88ycc3o5S/fbb7+/tRwNHtsszlM215HHUMi6zwkuMxRLnGCCy7zzcqwzFtVfLB/DGAhjoBITjJc5Zs3qFoPD4++/4eY1O2od4qoMPnvB6zA22AMWNMXDO+/Bjk1rwVhg+7YTeSFfw9TbZs6D+Wctl/sTSN1tsTiRgI88gptX5/G57zRi3aZAJnCbjK2jlTC8Jpq5UYW9Lc9J6uuuZVRWAz726dFAdi2QC3udCeo0VyXN/U4vALs5kA1+HfjRvmUdslcaG6rOliiG53LSMaL6qsgGnFKby2RBAcIFBBXgnEnTphzhyFkhLv3wMCgB/rw6j0h7UpLBkTC68lNrFk+MHCH987EgSeE+VQa8R9ISQvlczp6mK+uoAEplgeNeeRTeeuqKeOeuYSxdOGPfAQ4A+bpWUK+5Nxfw6xoa688Ly6Pq9m8XI9jyhMtToPStCWo4AJf7asOSg5A4WUYphwjkwfv0FY1Y1xvIRoFVJYmtu3UqrJktWK38K9uKTVja283v3iNj782w3E+j09XlUNrbrvRRswoTc5mZkZhKFM6VkcwkU0vXIjf0ugwTEk4BKkDUlGkEVDajVbIlVmFUUo5x1JwKLrtgCEII3Ly6CO4rphDmwdLgZvKq0920VDlcsp1QnQKUFypS54aByDsxVLdfJV+ikKOxuQVlwa6b0t7cS1hNGNeWKMxvwWj/bf1erv33+cYlIKrIwGdROpmTp/9CeCy0Zi5L+wKamX9mzxItSyIjeSqSYPcJbrqngE9d0YjHq4K7utckYW8jHJ8ytANq4zxQA9zUxK1RjmbmwFo621QmxNx27yBOwKye1Az4GKDW1G8HfFT4mqfuRO5KFagiZdPYdFyOcn+aTpEizM61NDE8OafgZWDJzBCXXTiCN54wARLFjoFpShTT6NTbhLLImZtBI7le8Bgx56hwgYkYGOPAWEwwHqtcl5jjxGPnYXpny++vu+He/imTGmoe59rQB8CCqSg0Lr5leNdjVzJ/0keI2AHmQRX3covBiQoBS/+wYfsrcGkfgClRJOhi9TqW+b8+8Id78vj0t5rwRJ8PEVADxI5EIektj6rSMzvXxOlvgmzUMiNPgCxbJ2C2e1xLTKdotjIKibm8OrjNBYI46yypYmynjE3T+Ew3F7B95inIORcgTMoVbXBabkRBIKDdhASCSleiZHQCLlgymzARDBAALcdYOrOCyy4cAgDcdHcewjNoU6hIlMaG4AljJ2wgDEYgBt8qlhdENjHihCKmsnPVnM4WtNQFV77t5KNuWfPwM3skkj0CvNi0BOODj483d7xh3SgZqoSjzwe+JzUzUzrZAndyKkVyZs1mukQXLoMbIFeyxAMEI/jT6jw+fWUjHn/WzzI3NY1KQ88Rqfh89ZgN5ig2N0BsNQZFCmIz1G4tqwJVk61r6fH9G1JvCHUoE6nihPRTY9TxiVv1mlnvixnu18CWUkdW+4ByEFUsobMXk9cJ2IXxGqCVGEu6Q3zxI8OIOfDne/PgKq1VaSHjGzu+JUEsIkgbYBrbEgpQBkE8hIIhFMCSxbMq57/jxHX3PfzM+HFHH3HgAAcAL9eKbfd2Xt08/3srWNz0fiq2IfClx8NnMQgVSW9mbZGLamBAeiGYDE4gQDyAK3D/x7dqyBLqMrdyP5E0oGOyt25pkc7wq9gbVTwmrnGJVGNntgFsWeIA3bUv9+omdF4LZ10CYgfMupehWb9pNwmqweJUsriWKrJLrek/J8pFiCR7EQqwEtywS90h3SFLZ1bw5QuHQSDw59V55UKkMC9HOcxyEvcgiNSxr69wQlScQ5Yedk9tR0tr43WL5p10de/m+/YG370DPCh0ojL2GED8NZVow1u9+Nm2ShwjigXWP02xbRfF0QsjtDZx5KhAUADiihIpInt6ifKBQxdDBEBICW65J4/PftsFtyFDwNI/vUxV2NiZglkj0pIh1FwuqjC6DWbXgCQOkA+MqWug3HpuRzbTvBTNxE7hreFd4dqe0ykiFotLiQK1HCoDkSfPFatb/vO03C3N14UCPZM4VyC/9MMjgABuWZ1HFEOemOQHKIu4qmaTUaAgxxH4Aq1NMZYvDLG9n+GpXl/O81kOMGdaU/95Z6xYc84bbsXM6e17Pbz7fH7ikZ+DC/6ne9f8+rRf3TyCsTDAmicDbHqe4uRjy5jWEmFWdwWvP76MZTNDWW4Um79B3+RFevfxCbYOMPz14Rwu/0E9HtuoXIEwWJo6RiX1JMipvMV6FMgRIKfY21eF0kk4mOg5LtN55tNHo5OV0chHrjca9Oh9qKo1pGbzHhWYSJr76O3kDA/SPUmNfUj6GfozmfnZIv0+LE0Ms6uqjH6PTmOlzCNR2aBGx163mans4Kvac1CzRUeceMsYixMPl+5sYMYyEldvjmDtxgBfvroedzycw7ZdDMIniSMggzoB6bHhHMtmhTjl+BJmTQ8xrSXGKceG2Pg8w5onPIyWCVY/0o1jVr7jZkrZ6Re/7/R9wu1eGVwPWlyEUqnyna/8cubyW27b3hl6ebk3ifGHuwtAFKGuLsSf7izjoveO4NSVZfgeB1e3G6INDP1+AcHGrR4++/163HV/HlsGmMo5TnVX1i1o6m7lNQHgQRjAFdmoJbJG5Z6MS0N0G14U16NinCmLJoztalGJS8yi6s0uY3xWlSMZze16XjSjZ/uMi8TglKFvcAICCkG5wdw80emUiiTF1u7GI59TCvCywNJZFVx+0TDuuC+Hz32/Ab1bPSCIkTCbaTVzwKccpxxfwsXvHcWKORXUFQEeegjLAY6YSrGwW4CTEk5/Nd26rdz9HS5y+wrb/bvD3r56vbd7ZPyBy6764/LHerYDhCLmMURcBngZqFTAeIjO9hBvefUE/u97RjG7IwYP7U+kHsHGbQwfv6IBN/4lj4irDjyWAekAPGneIxmeqkZMusbS15FLxYqewc7mLGkWU1qMbbI4MVhbryPG9oqNic3Kabu2lMXlc2qwufPe1H0urOfpd8uyuD2lOZBO95KtoU1jF9VYXDjM7eTnGxmhlJqJcIrBSer2TbxjOZlb8rtVeXziygb0bvMUnRqQiwRmd8b46HtG8ZYTJjC1PQZChkolQBQHqIQB4tgDFwL54qShhs7g7awOtxNytdhXzLJ93RAArrvm26K+EKwujU+c1rOhtznPCDiYTH4SXJYqUYHhYYJHnvKwe5jiqEURWhpUDgUhoD7Bxu0Mn/5uA363Ko8IRMbVtc6mVcCdRC41+KVLMKBGnrcjR0xpwYgBYuIA2nie9ggkdmYhlUanXpfq+bSYIW0eaSwz1lNr29o56HYZnb3cWkfNuw6pejfK5rHromlh7acFpAzIGfvB2J+481o6HqbEKFfmMJfHff6sGB2TBB56wsPgME0RFwEz2mN87t9GcP4ZE2gpcogKRRT5Ctx5TJQKGCsVMF4qINf8+i0cr7pkfGh26fJvXL/PmKX7vCWAP9z6gJgxrX2tzyfOOml5Z2VyvoLmAGAalFpe+AQhCH52UwGXfLcez/YzUJ+A5oCN2xg+9e0G/OKWPCIohMlT5kgQ83VaOAzFwqZRaYI3cQ0mx1xkTlYtr4iZz215TwBLclhBTMfTko3S78dN0nGhWDanIzvMLldu91kzmpkapXbghztBIA47XyUJ7Aiq8sbtZfq5EAQcaXGzznOBEBCxnBbnnFMncNmHRzGzI5LphJHAjPYIn//3EZx7+gQ8zhGHek4i+fkxZyiV8+gfKGA8WlgZGiZnf//y1w6B7t2wNMd+Mfj1P7sat9+xBgvnzSAtjf6Juwd2dG3eNY7hEofgFcnihl3PAax72sPQEMXCuREe6/HwjZ/W4fpbCildwgGzVZ3j+r9l8bDJ3pqx0y5VqUyhBqvb7C1gGpU2g5OkXUT6SIxt0olf0+fEYXPF2gmz7zuD26/VtnDXkaznB9n9TC+QvPhsBk/YGum2ulImO9eScUGbxGGRhLDW6wQaQggWz4nR2sQxMESR8wU+/a9jePdpE2BcKNiQNEVXfaOhER9bd09Hy5RXPtA+ddG1C486b6Sje+WhAzgA/OTH1+CTF39oZN7s7p7pnTivwB7E9v5xDAwSyCYWhhWkblUbNnk4YnqMb/5XEX+8My8/NcPU1QxKN88b6Vw61J5qO9HWxPaGZBraG9rbArEBbuostyQAJcZXryFRqPu8OsBBbNlhSRy4MiRNI3CB7oLaen9Lkjh3L6JliwJ/TXmSXgiZBDQiqoBc2BeROt3LF8aY2x1jpEzw0X8ZR04pW21NCyEJL/BjbNoe4/rbi5jcdSq6uo86d/dg5bF5C5bvL1z3T6Lo0dHRgaa27g0nHF33mzeszCMgY0jCb+YIJQjf+9YJnHp8GeefMYGu9limhe31a2ldrv+QsLeVRAWzaEEk1wytohetTrGoxkrGa31eSdps0877ToP0lkRxhqF6rOEGdPa60pAacOSKLlq0pQhJ96lSspYtgUsLkQV3pkjhVOWxUOu9dKKWtQzE+HzjOFCgbwfFj24s4Nb/yeFHNxYRCQIaqJ+nIrGAvLDHSxU809+J50cm/2bOnOkbJk+ZfCBQPTCA1zVMAh35wfNBy84Lbnpk/g07SzMAT81apiMMQqC7M8bHzh3Dp943hlldMc44uYyTj6uoHrkWNGDrcJMmqDJwJPFL1s52pLKzBkUNxnPZBokEsFjKQqexXLOSsY5UQTVxXu2HCs/g3AKysVyLAN3D0EqZhdONFjagLWA7tZtpzjhqAJlaoIYJ7CS4R4DktdBpJbjt3hz+sCqHTVsYLru6Dl//WR2e3cqS4mPpjvQwUfIwf3o7Lji7+Ya/Po4LLv7GDc93TGk7oGO43xJFj0u/ehNWvO7SkUXzjjyip3fXa3u27JZ6IY6BSoSVC0v46sVDOPe0CbTWCYgQKAYCM7s4nu5j2LTFUwkiFBmD0vKkpMlUAQGCJIhjdKcy5YkTzLHkSY3nWk9n9TjSym/qSBVCqjyS1ONSbZ0rd0h6gdWSEK7OTt/bMYSdO5W+41T388OQGsK54AVMznG9MtZ+xj72rHoa7opocgSrHsjhC1fVo3enjHeMlijuezTAY+t9zJ0TYfqUGHHkIYwCVCoMfnEZ5sw757/efiL546knve5AYbrvgZ5qY9ncKejqnPSNhx9bMHvH4Nh5azc8Txgfx1GLJvCVCwfx6uUVQGVHymNKcNTcCt58UhlrHg8wXqH2JWaJPmqdNV3AYHpJzEKGTPtjpBq7KntX0bXZR4eLnW0yX9va+AAOqKPyiBHdNtdZ3hTiyBTVJIcIOTuyzndKOl+ZuSp6HlQKFeyBCus7SVpEZBibq56HsrCCQoBnZAmINKHGxgluvDOPR3v8NOuNAaMh8Of7CxgLCb564RCWzRaIYw9lMUf4/oofI7fkG4h2vhCIHjiDA8A3v/4VLFpxWtjSVPfnmR1N3SMDTy55x2u30o+dM4xXLoogKvIWCG3ICKli2loE1j4RYONznkRttcgltdlbFxAn7kFqRC81axvMbHlIDL+4y+KmNyRptplcW8Te1mDodHuTrR3mpqkXpSaDw2Bc94Jzt4dzYVZjfVQxPlFrO8dQzLC7YXMY3GMZqJnXZkGLAA2AO9bm8M2f1GP3sJfGPPQ59yj6tuXw6DM59A8BrU1taJ/+L2uY1/j20lhfqdC46AUB/AUxOAC8802vxDW/vKN88rK1H3zzMc0nNnl0VkMxh/KEB8YiEMJBYgod4eJlgbmdEc44eQIPPh1gcMJgcfMIIqu9dZs1XV+Z1FvCZunUB+6c0D2c6AyTwzjh5kmHbTi6/nFrh30cVRKN7bxwoh+TJxAJexqPSTqs7lXoNAuqxuLQ7SagkwZtra4Sr/TtwixgTlhcmB240l/CmMDuEYobV+Wxcaunkuioc6VQCM/D/U83Yv1zbRiMjyxddOSxd7JcrtzSWHih8DwwI9Md/+edr8GRyz5QmTHnvT8XuVMrQ6NFRLEvw6xqygzOPfWaAlzgTceXMG92aJxJE9zpIyGp5yQjQ8y2D6YP1lA3ppeFUFRlPQvEznIL6MLa9JANs1VEjQ2sx2zwxwWx2wAonRYk2xxIB4xIzeZBVfeRZyDzVdf3ePjT3fnUtsrkGHkAy8PLF/DO019dOfMNb/x6VMFnDwa4gYMEcAAoh+OR3zD/0kLT/C9Rr4VDRPBVwyDBKaLYQ8zVX0gxa3KMlnqeZvGbX0lnnpnsbVTIZ4xF47ZtNvHJBFCQNcj0ReTqar08zacyqVo9mFfBHhF54EPU+jNcgulnKx1e1WuSAtd1G/KMB8VdT63XpueFO71XLAuVArtHGXq3686/vvyjPqAbg8cAwhjTWuv4yuWzv3TcMXMuLUelaD8PU81x0ACer+vCwDOfKU0MPfaVfKH58xXejLU9MQbHBQRhiOIAURRIZucMggOvWFhBIQdYJUyGgalrLBlxKnUcY9IsQzNBbhqW1TwP2aCFrUP1g5Yk1S4EdZ/JGJ3GW2QAWxPJtZaZj2Zlj8XcKZDTOJtb/JCytxv2T0L0ie+bwKzrNMHP4dRyVvGPEwKMlwnufzJIvWIsAFgOoHmAe2ivK2PRzGF0dhRx0fteH688cubv7npgfWnujI6DBcsXrsHN0XbEFzHWd/F4cbp/+bd/sLB4w1+mfOKdr+nB21/DUAlzoCRG4FdACYdPI5z+qjKu/R3HxIhGha0htM7OsLdTKU9Idca2jbXsOjNqaAHa1NpIl5sbVgvqVNctzkInNTaDa1FtF6m9NWMT7V7RvSS0tiZIKn8AoubpIUlbYi5E2lMcrjdG2IwP7SuH1N5IZ40QXNZvJt6VpCe5/pNj9zjBzasDgOsp1AMQlgMlMj/+ja/qx7+fifJE4eRK14zjLp7ZkX/8YOIROMgAB4C67q+i97mB8tnvyD3uFe+fGNz628IzfYNoquco5EugVMBjIYSgCHwNFBN5Nnt7Dritft6kBns7F4HF3PqPpEB1fb3EQDsxRHhC7g7yHS/e3hG7j8NNtpJ5IiJ5TQhs0BuGpDZHU8NSvQ9JGV8bloAqLAZkXxSiq9FUeZu+SLhkb0IpuODJFClciGSeTlOqCA5UQn1QPYAFqPcZWgKO5jzDrI7ucPqU1q9NXrjoa0B+HEBEyIEdq1rjoEkUc3R1tGBiePdP3/224z65fMlrh7dsn4Th0RzC0EccM5WdBqzvZZgItVVthOWJbOeVhOWRBbTeupo/WzfrT6Q8cbZzjE0ga1Ra65J/KajMoS8YYr7Rfg5TV7vLk+dJ9Dfd3jY0SeLJcCOYmXk11ZvoEDzn6XJudsOqptUTzW70GddZh4ICKtpZ8IEFM6PkoHuEoo4JtORjzJnio7Vp4a1TFp3/mU0P/3aQEFI52OAGDhHAPUYwY0YXnlh715XNzYVLWts6hmXTRI0SedO9/rYCBsY8uI0zNXtncr3dJj5Oj2/LwMSepEsN37CrS/SoIlmAA8byXkcCXv3CWW4C29zE1dVpfkq2MSfnactlLsznRiotT0Hsgto2TNM2zGY/lUl1wNknlyCnNTamloTA1Kkdw13TZ99+4++fwuyjP3FoDiQOEcD1eMVxr8ekxsoV07rmfKZ50vQxRsugNEaQi7C2l2Hzdh/ZmRnSnt7WZFEukBW4zZkakgNoeE1qlqgZ2ttWHCTrrXSApA3LPQ0C1DYo9zZE+h5ACnbzTiI3s43IZNeqLG4amBqczmutp5N+hSk7p4anu95IyhIGyLnsaTh9SoSls8pAOUbMY4xWOObNnTm2cMG8zwyM8ivecsZphxKCB1+Du6OhjgtOp3yf1ZdCFg9dmceDfhRH+MWqOjzVV1Czoukpt6mRDitzvNMIpR2OZw5ozZC9xchwWTqbC1IV+MDelXMVef1CSb3W/rV0frpMBnVIYmRqF6KwjNSkv7i6kCX4BXQrOHNGYV1rSXTbCqq71xKpz1V7CWn0AoRw2aCHM9CYI4o9LOiu4OzXjWBDXx7lUYGlKxeHS5cecdGsaZOv2bxz5BA4Vu1xSBkcAKbM+mc0FfqiQsMR19Y3z/xQsXl2uGEzx53316EU5gCm/KKEgVBSfboRAquIIdtrECBEVFnm5naTDIBtAzQ1JtN1RlosybLooRyi2guRYi9t9mMzuMnsZhqtZN/UO5JkFSqXoCVPhNbigJs2y43KHavfuGJt+eghDH0EnoeTji1hfucIXrGoKzxmybQPzVw0/9oHNg9F//aeNxzyY3jIGRwAipPfBT78g5A0vOKH0YCgv7+3+Yq/9fTn4Oekb5T6IJTCp7L9g/aemFmDSeGtAdhazG0B3AQ3qrgOAZgCOwPgKlIFzuqDMaq+j0PZ2hVIqlB5Amj9mzSoISdi1TtKphaglKSt2SDdJlSvpxTgXPULR8rkFEjm8+OaElwWF4gJg74iSxMCR86o4D8/PKN894YFF0xbsPKHG9c/Ev+/D7390AHOGIecwZMPavwAejf0xP6kqVeN0OMuWrZ40WjgB4BgoJTCJ0BeV8fTtFLHmn6kCnPXchNWBbfrTTFdhEbkshZLJ4uqGHju2N97b9Xtyb5uiCSCaRmWavO0KaeRX8JhGIkwPCWp0aknjE1nhnD/JIvHBovHMUUcMcSxhyimCOMCBDty9DWvXHbRVz/57qta+KPxJS8SuGsdwkM6PvqVX6OYY4iFuGBwpPz53696rGnX4AiKPkv6QWv97atWCV61GspEughLipgZg3sFtzoCVD2pCn6dOZgsd6rnk1xyXYmfZhSypBrfWE/sxj9E3aUyv0H9dtd4Tu5YlqtTGBe0SOoqqcrtTtIUaJqznXicjDlNCUHSLMieRS/dhuke8cZ0kHLmaQGPpf0qKYngB7mxQn3XPUH94psJwbfiKEZdx/tfVLy9KBLFHN/8+FkAgHIluqISRlg8q+MLV/3stobt/cNglCW6WzO3p9Niq4C7mpuwluauBW6tumvlo+z30BGYGu+xJ9eimyawTyGiTCqiMgmJZGqisgk5AQiXkzdBRTkJgWrYo3qNU5E0CeK6kY+RZaiNUFlHqW/+SrsQnvQ15DwG81oqvtd+RRgFlzS1n3/Qckv2d7zoANcjF3gQQnznPW9ZOXDXPY8uroTxxTt2j9O6QDKdlCmiJrCry5UsuN2i3qyL0DY8M3ocyCKN2NvJbUQGvSqxFXu6bEiVR/1d9zq0tDY+z36iQJ58P91VVqSBKQCwNLnclipdngxqgDy5ACXI9R1Gz9dDvRYOv+NL5bjxy6Xw4CVOHch40SWKO+68bz1am+qW3PXQMw9+6Zpb/fLIKG3KAQVPwGc2uAmgJrFKXzPjNm+Cu1ZbBn1CEu+Iy+aJZJHvo5fr7wHjvXWlfFowYcoQs/tVKlGsFhRWsyGnIMORXvaMcCKpuIchX+wL1y5iSAxB42KX0z1qwhDp56huV4lEIfq4p9Xy1JAqHuMI/Aj5oIy6ugKI137JRDT9ax4dGu9a/LnDiq8XVNFzMMaPrv42Jrc1DgtC/nvO9Pb+tob8SVu2bCUB4wg8Ao+lVU6mt6RqfaVZQ+mwerpfWl1jJTDCZnm5gFQBCTG8KiRZRs27gfEZe63ocf8yHiL7Iq2WauA+mlayHRA1U1phPer1ptfINLaTMLqSQXYarbxwmyavFI2TX/2fZOxnlxfr2yba533hcMPr8EkUPdSBK23ZOvDEK84+8Yv3PdTpN+X5xx9Zu94fHR0Dpel0Hck+MFjIAjqpCmqz13f6ufb7mcMSFUb4slagRVfV2LLC0Q81D0C1TZxQ5l63d7ZNEquIpVuSBC0hj4nqpgdBpETRfbmVNIeu1ZQJWqngSjsiACICfD9fbqib2d84+ZTris0LLo0aVkZ+7sCq4A/2OOwA16OrsxWb+rZHT6zf8tmPffAsb/V9j772VzesWrZ5y7aAUYZYMUWtdNiqt34nHXaveiyzQRVdnV1krdOYFvtkIaafm2FiUoVfawDe+caZi1MYGya+ciGsix8Akib3PL0Q3PmBCJF3gTCS04k0NHVGnTNW/CIqPf9BP98elsa2R4X6g5fP/ULHYdfg1cYNN/0V+Xwut3v30PfWrtvwnic2bGbbdo7A9z3rlp301qayT7jZTDN119Uw2oR7+84yvNbqWpdrQNj6Xrd6szW3tAuI+h6kandZQuF0sHWMaFpNfxuuQEOTA9UvALM4AtV+n6mniepJTmU9pUc5KNOuQa3ZBeI4AifNKDTMiCd3zLsuX2z6YBSWy7Pmn3i4oZMZL0mAA8C27TtRX19senbz1g9d89Obj+7p3XHmtu398BgQ+OmUgR4FGCNgskBb+cvtqnfihv4EYM1tAwMAJnMaoLbuFs77J8A1/d4JmOXrDMBZ1sBMwZ52AdBduszntm4X1gVM0p9osa+bgSh/n1AXoGqUT5GCmwlr6nb5fSIwylGsnwSWm/qbrrlveqi+seO7YTg+1ND40pAk7njJAlyPK6++EeVK2DW1Y9IVO3buetuqv96P3YND8H0PjMlSP18DnBF1khQIaXX2TrLquEi7sRon35Q0rmHoMrkbwLHAnTx3ZnjQAHeBrQCcBH4MsJvs7T6vliNj54HDyvdOfqfhgdEg9iiH50mA+x6XdbWUAzxCrtCIrlkrUKxr/W1Y7r+AUH/LtLlnHm6I7HG85AEOAIPDo2CMdfdsen72gw+t+9Lq+x9fsaFnC/UYSD6gCDzA9wh8Jtk8o8ENB4AwgM25nNxUBzMSnne0MOBELpGC3pUlaUN8c2oTKl/TlOmZI6lSRhcOs5t5NibYsw01pc2gf4tKh+VE/kZuJFipjWyPVDo1iu8JBD5Hzo8ReBE8T4i6xi7eMvnIB6ZMXfgf9Y3TNnIR93l+/eGGxl7HS8bI3NNobqwHgL4HHn6ib+miOWft3DXSuWzp/P9+ZO36WX2btyDnUfiMwPOkFtcNeqjBtPrEcyGjeiIWacBC63EH5Ikzg+hkU5J4FfQQhpfBcqUlNZK100dMKaQX2Ea00/HVsSdso1Qk31slyybfhwsg4hrw+jemx4gSWbtJKCCY3JdRAfgxivWThjq7luwMw8o5TW1ztpbD6LlG7+C0dHgxxt8Fg5vj1jv+hlNOOhpbtw8c2bPpuR/99PqbpohodFq5NKJYkRpGpjlTg3QLcAFEkUAYCVQijiiWTM5NieKwfwqkWgamqbdNGaKXySlMNIMzl8FZmgpsG51ZxnaliWl06ow+IO1rEkZAOaIIQ4IoBmJOEucQcSLF8urlYAyY3FaPyW35bfkcedfcxaevEUKMx1FZTOpccbghsF/j7w7gADA+UUYhH5CNTz4sRuPi6X19my98av2TS3YN7Ors37UbQgC+xxLdq70ZAAHnHJWQo1ThKJU5KpFAHKvp9pBqXxPM+hFItXaaA2MkWRlyJQVzDYAzZIFuAdwwNGtJExP4VFjg54IgjgjKIcFEmWKiTFEOgZgjicwy43N1XL5QbEJLy6StCxYsWDelY9q3/PzkP/WuuwZHn3jR4T7tBzT+LgHujt7eXgB43/0PPHj8roGhs3p6ehvGx4bBGIXve4l8IUTeoifKMUbGIgyPxShVhJzPEQqwzEzsIpkm9HK7rASytLfal1ECyjTIiQK5AfAMyG2Ap9mEIlmWpA4k/n8jV96YdAoA4phgvMwwNMowNEoxUZY2ByWA5xEEHqAmL0FrayM6p84YyeUbf71w8VH3ALi2a/qMw31qX/D4u9DgexszZ84EgGsHB4d/MrB7cPVd/3P3EojoI0+u30AmxkdQzAeoy0uQCwEEPsPwaIyRCaBUAbTB5THABwHV+fokfUwjeJBdWzlRCUjC7iTF1Wum9xFO9ykjEmv82cycNSzN9enQb6jyR5iAz6QXhFIptj0PGB6jGBqNMV6SJTqMEfgegcgLtLU2Yur0uaKu4F15zIoT1tXVN11XKNSHeJmMlwXA9Whubgz7+nqvOe3Uf2rZsuX52zs6pp0ZeDhv87PrxPjIFhLQEPk8RTHHMRZVcNdTsq6wPgcUfCAP7Q8mNvoAKzCkF8jCFgJQkfYQIdJbQY1mmJmhDUfAMiLNrgCJz9vxpJjGr260CfU+jAr4PkcuiJH3IxQLFXAR4uGnG/H4xjzyfgSCGPXFAAvmzxCvWrmc5HP0x7l8029aJnXcMzpW2d3W/tL3jOzPeFkBHAC6u2cCwG7OxU2E4IHhod3fq0xsp63zpl1NxOgRldG1+d0j/ThlRYgdIxy/vbsFLXEObUVZZOGp9DOCVHqYIWsAiZEmlDTQ02En25F0glVrXwPrFrCpYTQm2ZJp9FDKpHR2Cd20R3AAlIAq/6csOuDIByGa6sfRUD+E39zt45aHCyj4MQRaccIx80ttLXVPQ5Tev2jxct7S0tIHYPuh6EnyUhgvO4DrQWXO63YA25995j7EPH5dU0N+jp879qePb3jWH9v5aPOFb3uiadvgEO5e144i48h7QE5lBHpM6lQCIOYCEZePgBHCB1QnKMXmkFFTXdRLhOwYpWUMDENWM7WVCpwYuEqHq6m8XS9JzAERE0ScgKicbY/pu0AM3wtRXxjHmvXAdbd048Qju4befOrSwWLDrHB0uHRuXBnroYztbG1tPdyn6ZCPly3AzTFj7kqIaHAnKOmPo3jZup4nK2ee+u5/peV7z3/jSb3R5M6WZdue7cshHEO5NIqCz+Axipwv3XwTFSCqSJdimrKqenAbASCLsbnZt5tYFcHEBLbVLTf1iDAjF5tSR4dHQDmkGC/J988HMnceIoIfFBDkG5BvXlIuNkePnnX6cu+c05b+cHT0nqvaOzuDKGIThHDR2d54uE/LizJenvelvYzR4e0A8RGP3IVK8JqgVI6+tvbJTZOfWL9x2tjo6AkBLWNwYBs8GoOgjOd2jmN9b4S6PEM+x6xaSSlriEwTYNlpvuVyCt+n8D0qI64eEPjqLsEMz4muQWUCPhPwPK6YOU2E8mgI3yvj8Y0B+ofq0NJcREtDgEktdH3nZEbbJnf3N7XO2FzfNHcHocFF3/35/ZVzzzgG5UqEaVMPbKayv+fxDwnwamN8vAQBsTDw/fOe37qV/2XVKsRxOTenu/4D63ufq/vrQxSl4X7sHuhHXYEijgFCGHI+QRAQBAq4Oiwvfc0S+L5HEPgMvkfltr4EeOAJeAyG/JBGrgyVC+SCGIEfI4o44pigkIvQ0tKMaVOLuP0BDyHvHgvoxA/aJzXER8xbsGr+wsWMc94H4DHPyx/uQ/qSGP8QEmVfRrGYB4AnAXwCAIYGNoFRPwjDsb/VtbYVST0LaVT+Z5+Kt+RzwHgpwm13PIqoPIqGIkUQAL5HUSmXMTZWkt4N5W/O+bKVGYScMs+jAJh0MTKlqwUHmJdHEATwPYFcwNFQDNHSnEdD2zGIYh+FXIzAFze2NOOG+Qt8v1g/a7xYLP4qisLKwkWzD/chfEmO/2XwfRy7BoYhgFmU4AjGCB8bL+Oyb/0SQwPb0VzPEPgEuYCRFcce9c2ejX0LopjHAJL03sCjCAIG3yPI+VAMLaWItF0pa2mbvv6Zpx79qMdikfM5murKmNLRghkL3wVBcmBUUErwNIBNfu4fQ0O/0PG/AD+IY1NvH6IonvPQI+sKURRDCBmlDJT+9jwCz6MIPCF1uNLYslKdYvrMxROUeT1t7dMO90952Yz/D19gmADRkU3MAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM2OjI4LTA1OjAwr57WZQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozNjoyOC0wNTowMN7DbtkAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 828000
{'hecke_orbit_code': 33555279, 'n': 1, 'trace_an': 55}
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id: 828001
{'hecke_orbit_code': 33555279, 'n': 2, 'trace_an': -1}
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id: 828002
{'hecke_orbit_code': 33555279, 'n': 3, 'trace_an': -4}
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id: 828003
{'hecke_orbit_code': 33555279, 'n': 4, 'trace_an': 59}
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id: 828004
{'hecke_orbit_code': 33555279, 'n': 5, 'trace_an': 2}
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id: 828005
{'hecke_orbit_code': 33555279, 'n': 6, 'trace_an': 8}
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id: 828006
{'hecke_orbit_code': 33555279, 'n': 7, 'trace_an': -1}
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id: 828007
{'hecke_orbit_code': 33555279, 'n': 8, 'trace_an': 3}
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id: 828008
{'hecke_orbit_code': 33555279, 'n': 9, 'trace_an': 47}
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id: 828009
{'hecke_orbit_code': 33555279, 'n': 10, 'trace_an': 2}
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id: 828010
{'hecke_orbit_code': 33555279, 'n': 11, 'trace_an': 0}
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id: 828011
{'hecke_orbit_code': 33555279, 'n': 12, 'trace_an': -16}
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id: 828012
{'hecke_orbit_code': 33555279, 'n': 13, 'trace_an': 2}
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id: 828013
{'hecke_orbit_code': 33555279, 'n': 14, 'trace_an': 1}
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id: 828014
{'hecke_orbit_code': 33555279, 'n': 15, 'trace_an': -8}
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id: 828015
{'hecke_orbit_code': 33555279, 'n': 16, 'trace_an': 55}
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id: 828016
{'hecke_orbit_code': 33555279, 'n': 17, 'trace_an': 2}
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id: 828017
{'hecke_orbit_code': 33555279, 'n': 18, 'trace_an': 19}
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id: 828018
{'hecke_orbit_code': 33555279, 'n': 19, 'trace_an': 0}
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id: 828019
{'hecke_orbit_code': 33555279, 'n': 20, 'trace_an': 6}
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id: 828020
{'hecke_orbit_code': 33555279, 'n': 21, 'trace_an': -4}
-
id: 828021
{'hecke_orbit_code': 33555279, 'n': 22, 'trace_an': 0}
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id: 828022
{'hecke_orbit_code': 33555279, 'n': 23, 'trace_an': 4}
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id: 828023
{'hecke_orbit_code': 33555279, 'n': 24, 'trace_an': 16}
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id: 828024
{'hecke_orbit_code': 33555279, 'n': 25, 'trace_an': 57}
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id: 828025
{'hecke_orbit_code': 33555279, 'n': 26, 'trace_an': -18}
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id: 828026
{'hecke_orbit_code': 33555279, 'n': 27, 'trace_an': -16}
-
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id: 828932
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id: 828935
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id: 828940
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id: 828941
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id: 828943
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id: 828944
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id: 828945
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id: 828946
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id: 828947
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id: 828999
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