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mf_newforms • Show schema
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{'Nk2': 1476, 'analytic_conductor': 6.575736612332206, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 41, 'char_degree': 2, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': 1, 'char_values': [41, 4, [6], [3]], 'cm_discs': [], 'conrey_index': 9, 'dim': 34, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137539616809, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 41, 3, 1, 4, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '41.6.c.a', 'level': 41, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'minimal_twist': '41.6.c.a', 'prim_orbit_index': 3, 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mf_hecke_cc • Show schema
Hide schema
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{'Nk2': 1476, 'analytic_conductor': 6.575736612332206, 'char_conductor': 41, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 4, 'char_parity': 1, 'char_values': [41, 4, [6], [3]], 'conrey_index': 9, 'cusp_dim': 34, 'dim': 34, 'eis_dim': 4, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 137539616809, 'hecke_orbit_dims': [34], 'label': '41.6.c', 'level': 41, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [41], 'level_radical': 41, 'mf_dim': 38, 'mf_new_dim': 38, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 17, 'sturm_bound': 21, 'trace_bound': 0, 'trace_display': [0, 20, 0, -2], 'traces': [34, 0, 20, -548, 0, -124, -2, 0, 0, 1660, 654, 98, 854, 2236, -998, 8828, 1730, 2068, 716, 0, 0, -7750, -8156, 5496, -28870, 11470, -26806, -5942, -19190, 21430, -6376, 0, 0, 4228, 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-26692174, 368911892, 0, -461318334, -45810664, 0, 0, -325986356, -17103530, -80550408, 160205590, 84334712, 136931352, -357273900], 'weight': 6, 'weight_parity': 1}
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mf_twists_cc • Show schema
Hide schema
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id: 1548867
{'conductor': 1, 'degree': 1, 'order': 1, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 34, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137539616809, 'source_is_minimal': True, 'source_label': '41.6.c.a.9.5', 'source_level': 41, 'target_conrey_index': 9, 'target_dim': 34, 'target_embedding_index': 5, 'target_hecke_orbit_code': 137539616809, 'target_is_minimal': True, 'target_label': '41.6.c.a.9.5', 'target_level': 41, 'twist_class_label': '41.6.c.a.9.5', 'twist_class_level': 41, 'twisting_char_label': '1.1', 'twisting_conrey_index': 1, 'weight': 6}
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id: 1548868
{'conductor': 41, 'degree': 2, 'order': 4, 'parity': 1, 'source_conrey_index': 9, 'source_dim': 34, 'source_embedding_index': 5, 'source_hecke_orbit_code': 137539616809, 'source_is_minimal': True, 'source_label': '41.6.c.a.9.5', 'source_level': 41, 'target_conrey_index': 32, 'target_dim': 34, 'target_embedding_index': 13, 'target_hecke_orbit_code': 137539616809, 'target_is_minimal': True, 'target_label': '41.6.c.a.32.13', 'target_level': 41, 'twist_class_label': '41.6.c.a.9.5', 'twist_class_level': 41, 'twisting_char_label': '41.32', 'twisting_conrey_index': 32, 'weight': 6}
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hecke_orbit_code 137539616809 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '41.6.c.a', 'level': 41, 'portrait': 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dNjGctrAWt9wSD1WOkJNo0ZltqGs3OK0PPZNAnbZmI2Tg3YMBWxaSpi20bLjk2Ka7Z71FSDU2dbPPK8z1NHU547k5CpDt/62jbvebWlpqY4emacUxc1F+YzZnNwH1+03HrdAv/yAytsnx7j4vw4cyshS22P5TVJu5uxtJqxsGp56ugiWdS55tTZxdc9fnRl11MnV+55wzu+O77vC3/4ckPiz/X4K83g1i7RWQ3xg/TnDh898eqf/Y+fkft2nn/1B16/oPtxE4RiabXGwkrA0qrH0hostzOW2wlLqxmzq3BiSTAzvcrPfP8Sr9pf59zcJBfnG1xc1MwtWWYXU84vZMx3UsYnB7zmhi63Xw2+rBGogLnlkEuLmtllQS+CNDWEvqERZkyMpRjgzGzKWhd2bvRo1CKsFSB8un3Djk0RS6sarJMiq12IUrBYltsxWzd4dPoKoSzCRLRCjx2bB6z2BGcuajKjmWpJmqEg8CBNBb1IMrssubRkmVtJCYIBeCl3XNvl1dcJZlo1llZanJsLuLgIc4spc8spF5bhxJLlldcu8q+/f4VN4y3Ozk4yu1RjYcVnsS1ZXs1YWUtYWUtZbMNCBzIrWOxF/NTfMukdV29+uLnpu8ymLbsfrinzz5Zij+0bWi83VF7y8Vc2yPzt3/sThJhide3Sz86f+8o/eOqRQ8HSwiqfPZfw1lvWuHFXwvzKGEmiSFLpGNxqrFW4xAoIkSGE5eTSBD/z+4Kf/eE5bt4d06xN0qg1adUDmnWP8ZZibkkxu6L5yjdCPv9Qyr7tPa7ek7K80uea7RHf83ZDkioElj99JGS+HVLLIk5fUnS7TW68KmN+LeXQEY/92yXHLsIdB6DdgdhoAh0z3YCjF2rUawmBShlrClY7cNs1HU6cD9i/03DqYsQLJ9zv87YPODFnGWtGLK/FfO4rdaxQZFnGG27qcefNltlVj5v3Dti7xSNNWvT6NQ6dDJldFCysZMyvpMwtG84uC+a6MTftX+L//JtdZloTnLk0ztxSjYVVj6W2ZKWd0e4ktLsZq11oD2A1Viyspbxi7wo374r00mL4+k/c+0mmd9x05w+87w1m+4bWTz3z6Ge46fZvf7khc8XHX0kG/9yffpZvvesq9Rsff/r/fOLF2Z8KvWfU2Qsxp85PcmZVsmPLAv/2x+a4aU+NueUJltp1ltshy22P5TXNSgdW2hkraynLHcdE51YEujbgzuuW+e7Xx+ze0GC122J+ucbCss9iW7DcdhJhpWNY6xvWIktvkDLVStix0QCCwLOcn/cQMmDnBsXuLZYtG3rMrUQ8e6zJLfss9doKzx+fpNmIiWOPqQlDfwDX7BjwB18b58D2lCiyTI9JkqxPMwx44fSAmtfgpv0pz52MmVvy2ToVsHsz7NgUo1TC+UXwPYsQlp0bUyaakk4/oNvzWOt5LK8plldhqW1YbmcstjNm27A0yNixtct3v2GRO6/WhF6LS4stFldCFlc1y2uClbZhtZOw0slY7VqWujDbkcytGl519Sw/98FldsxMcnGxxbELy8y1W7z5VTdm3WT3zz51Ztu/vmrjfPYt3/Lulxs6lz3+SgH88/cfAlmvifjoDtE5+b5nXlz4Nw88foZLq4JuJJAC2pHk3FrGzXvm+aUfW+TGPTXmVyZYWq2zshayvOaxsqZZWYN2x7DaSVnppCyvWebagotdC6LLe17b5p2vMuzZHBLHdVbaIatdn3ZHsdIVdHqCQWSJU0uWgZKWwINaYBlvWTZMJmhvwIlLMQePB5i0wdtvi9HeKk8eGmPXZvjCYymvvT5gvt0n1Io0S5icgDTx0F7K0lKd19y8xhe+0WT3ZnjiWIRHnbe9ypCKPgdPZJw6H6Klz8YJzURDUAsEvi9QAlIDcWIZxNDpWVa7hk7PsNozLHUt/Sxj57Ye77y9zXteHYNpsrQ6xvxyLdfbmpU2rHYy2t2U1Rzcyz24tKZYWMt45f45fuHHFrhmhzvP/YEPWLp9jzOXaqwOtpOoqX/xzjft+qP9V+84aweDvqzd/HJDafj4KwPwZw8e4cb9G/0//OLhHzp15uCvbQ2fEqsrgXzhhGVuOabds/RiQWcgmO9LLnUSXnXVPL/wwSVuvipkcXWcpdUGK2sBqx2flY5mtSNod6xbcjsp7a5hpWuZ7wgutQ0T4z3e8soOd1ydsnOjolXzWOuEBJ4EFHEqMUZgLPQGgDBMNAccu2AxNubeJxpEvRpXbfW584YeiVnl/qfGuWmfx7HZLu2VFrff0OMrTwZsnLQcOmP5iXevceh0wMZJyZefUtx5jWK5t8bJc5PctD/m/oN90qjOHdf67N0+oJ92+dKTCjLBifOaVl2jBfT6EmMFmbEkKSAN2je0u5ZGM2H75ohXX9PjLbekTDVC5pbHWFqtsbLmzs3KmqDdhXYnpd1NaXcz2j3Lck8y2xEsdlJuO7DAz35wgRt3hyysjNPu1uj2fXoDj9WOx8VFzcFjKcbLzN/7gWvs/r03/J3FwR2/44sz8aat+15uSAF/RTR4kmQySXrveujhz121cCH50Cc/9w115/WSXRvq1EPDeEMhRIZWFilAYBB4PH50I//8w4Kf++ACt+zN8HWKVk18z+B7PoGvCX1FGGrqoaJZT2nVM6aahi1jgoVuk7sfbPLp+yJu3Ndn02RGtzfgHbdH7NpkSDOJlpY4hQdeCDk7H7J5wvD8iRDMJFdvU9x8kyEIOzz0Yo+FxTGu21UnFStcmve4dR+cnk2YboTMTEIwq+kNAuaWNZ722LWlzYunJrn5moBTF9c4e3Gcb709Y769xGMvjvPC6QavPFDje98wANnl2VOGDZNd5hYS7n/WY5AotARtLLs2x7zl9phOV7FlwnDzPojjBsvtOs9fCljteqz1FO2uZK0La72MtW5Gp5ex1jOs9izLfcmFNUG7H3Hn/gV+5m+t8Io9NeaWx2h3anR6AZ2+x1pP0+5oen2J70u2bGrLubMPsbra+I+HTp+rf/d7v+V4lsSfU55vXm5svewAt3YZY5a/f/HiM7+8NHdscuXSKq+6qkUaKZbbAq0FtVBirEUIgxTWHdIipebxoxv5Z7+lefedy7z/jcvs3hozu9Qi8GvUAp964NGoaTo1SbPvMdbQ9AYZ3X7GxsjQjyydQcDyQsj5c5Y4NVyYTQkCCwh8ZdFS0OsrBB5pT/OKXYK9Wyw7tvaIsg5ffFxx+PgEb70l4OZrVvi9L1p8UWfX1h7PfUOxdVwx3eoRqhpx4jHfgUao2bZR8MzhmJv313j9TYv87t19fK/Jm2+zeEGPrz4W84VHG7x4qsaeLXV2bc6YmYjZPZ1w/a4MpQxaWcBSDwJmxgPixKPT83n+mEd3oOn1Fd2BpNuH7sDS7bnP3ulndPuWtb5ltQ8LPcXciqU+1ubvvn2Bb78z4sY9DS4ttmh3Qwfunsv4dPqK7kCQZDDZUjS8SZ47KphdfNbrxM1fbk5sWr7+ptv/wcFT0e/esDv4Xxfgy6t9VtviR+65756fG0vvnlQGtm1oUgs9ohiSTGCtpBYoLCAEOcANSlqUzPCl5LljMzx9tMGxi/O8+9VdXn3tgPFmi+V2ncZaSKvv0+3p/MJI+gNNL9IMIssgNsSJJUksaeaOOPWxBqQSeFoQ+oLxpmCiCZumDds29pieaHPPk/DA0x7SjPHWWzxecXWHh15MiAct7nyFoN3vM7/U4I79hunxHjUdMEgVC2sJyghesV9Tb0Y8dSTkdTePcfuNHZ46osCOccu1Pj/8rct85ZmYLz/e4NDZkB0zik2TNSaadcaaUAvA0xYlwVg4dEqQZYIkFcQpRAnuM0YZ/cgwiAy9gaEXGbp9WItgoSuZ70BkBrzppmXe9eo23/tmQ5q2mF1ssNYN6fR9un2Pbg7u3kDQjwRJaklSy/k5iGKXnj07f4mLnc9OvuLq1f/n+mvfqW3a+y2h6//rAXx+YRlB9sP3fvWhn/vlD9+34YPvusit+ybJTIBUgk5fMohgoARCKBAuyHTgBqUsWlk8Zah5gsVejY99bRtffXqN116/ygfetMr1u7tMjddZWq3T6Qf0+l4ObOWOWBAlkiQVpClkxg5TjEpatIbQh3rNMNlM2LqhR0qXYxcSPn5/yMlzDcaDGrdeq7njhjUeO9rm3kda3LYvZMfmHn/wNYESAa1mwmo3wlhQAmZaPdY6Piat8a7XzvOxL9TZOxfyztt6xMkS9x+cIslCXnXtBt556xr7trf56lM9njtX59lTPtsmJZMtQT0Q+J67CaUAISzGgjEOeGlmiRNLlLgbeRBDP4bOQLASCZY7IPSAmw6s8oG3rPLaazOmWjVW1upDSdIdeHT75UrQiyT9AfQiSxRlRLFhEBt6g4zlNct8RzMtLsHKFzcceWHs5/YcuNP2eyu/XatP/M8P8MW2RXuIf/g9N9kjzz/4A8urvQ899sjBaZEMaISSehDTrCckqUQKhZYSpSRSCISQKKmRMkMpkS/PBk9ZAm2pacHKQLHUnuAT9zV49Pkud964ygfevMpNe9tMZTXSNKA3COn2PfqRJs5z6GlW5NGFq4IKS+Ab6mFK4Mf4XsSFpYi7n5AcP+9z6vwEygTs3exzzW7FLVevoYIFDp5osnW8znV7YNPMCstrLa7fKkmN5Z7HA6KeZLyR8rZXDfjc/QlnZ5scuMrj0uqAF056bN84wY27F3jouQ7feEEQxT5X757k6u0BV2/rcOLSMscvwOOH6xw72aCuBYGWNAJL6IGULmtgrbtZ0wziFOLMZaHWBoK1BGKTYuyAV+5b4wNvWeO112dsngwYDMZYaod0ugHdgU+vr+kOFL2Boh8J+gNJP3J9o4MoYxBnDGJDf+BWhs5A0E0gTT0uXDScfvbBDU8+P/chpWrp5z5z9+8dm5vn73/wB/+HAvx/aBZlcXWA9oLXLc4+/9vnDn9scnG+PXN+3iPNDK+6donxlqXdCVnr+nQH2p3QOD+5kXCMHrul1p1g97ofW/qRpR9DNxZ0IslKH3omY2pswMaJHu97Q5urt6cM+prrdls2TiiixCPLFJmR2ALc0uDpjDNzllOzgtW+4bMP1bmwWMfGHhOhYsuUZucmzZ6tcN3eDkYu8lufr7M0P85tVwe85fY2972wxtcemeSuV9S4bn+b37knRcbj/MA7UxK5xEc+P8aNO5vcdWube57u8PBT07z1Fp/brou41F7kd74QINMG1+702L3FY/eWjC0zPcZaHeKsz8XlhM8+FLDUCzhzyePCrI+nBFJKBAJjLZmBxFiy1DAxlXDD7h5RlHD19oj3viFiw5hisumTJCFrvZBe36cXuVWuPwS2vML5d+c+ijMGkaUfW3oDS3sgWOkJxpsZt+1zMvPSkmHz9i2r11yz5cdv29b+6Gefb/GLP/nD/8Mw9z+Mwf/tr36M6fFAfOUrv71bZIf3h+IgV++aYmq8hbWC0NdkWYanM2phCoAQCilBSomSEq0EWuXPWuDpDF8LfM8QepZaYqnHlrEwY6Im6MWSTtzg1PkGv/DRSTApIk255YYeuzfFpCkYa7DWFXGkEEgl0J7PkbM+h46HNEJN05dM1wUzU5INk5otM4qdmzMO7FwlE0v8h0+1OHN2nNv2e1y9K6OfdnjkYMB4zWNqzDLejKnXnBQyRtIeKJa7lqV2Rrtb4zXXrfLEoR6HzyrGWyGvunacD75riV/9NDx1vEG3b1ntaOaWW2yarrNhYsDOqQH/6Lt6tOptnjsFR85JPM+ilAvGwbr/t5CmsGtTxp3Xp2SJR5IGWFtnEHvMLvr0I7eiDWI1lG/9WDCIBIPYsXYUWwZxRhQZJ0sSk3/PAbwfQ5KBpyCJJM+eyDAGLrTh+Oqh8aDR/s2Jxt70//kn3/WJH3l7aK+95W/+zwPwj/7hH7Nv57T6tf/8++/5+N0Lv/Glx+a4fm+Nn3z/Evt39un1A7JMkFmBEDYHt8uUKGlRSuV6W+Jppzl9TxF5kig2BHFGlFhqiSFKDHFsaaUQJYYohTgVDBJJlAUkWcjh4w2ePQyZtThoO23sSfCV83w0A7huM7RqMNaQTDQVU+OaDZOwY1PE5plVErvMf/jUGCdOjnHzHsWebZK921b4+gspc0tj3LJbMtEyhH6fQAZYJUgzibCWNItZ6YbMLXncfHWNV+zv8NBTIRsnBPWwyc37DX/3PUv8yqcNL1xosto1rHYUCyua6fEGE60aE60xWvWEmUbCzptjAi/F0ylKZcj8PFrcTZUkivkFTZIqklQRJ4ooyZ9jSZRIolg6u3EsXIAaC6LYEsXuvEZxRhznmj6xuf6GQSLoxzBIBVEKa1Yy14NuZNm9bZV/+r1z7N+8Uu9nrd+7/yt/alajPZ+694ufzt76jv/+lc//7gBPMiusSV7zzGOf2JNGc78xf+FM2NQt7n2yTmpm+b9+cIWrtmqiOGAQ+8SJh5JFlsQdnrJ4WuFpixdLfE+4i+AJIl8RJw7oSWKJ08xlRdLKkUGaWbLMkBly5yFDcAsBSoKW4HkQaEEYCOqBpFFXjNUlE2OCDZMpOzf1aDZW+dTDMfcfnGR1scUNOxQ7N3vs2z4gE6vc83idhqeZmVA06wMOnoAXT2qu327pRYob9yXcsNcyeyljYcWnP6jz9ls7PPhcn2MXFI2aJPBbXL/H8K9/YIn7XujzufumWVqz7NyQsdLWjLcUYw2PZt2jUbOEgSHwDYHO6wXS2XnBsbjJ3ZapkaSZIE0FSSqJU0GSSKLEZV7iRBAnljiGKMmIE0NcIY4oqR45uBPoJ4JuIulk0E8saRpz47YV/sXfXOSuG2ucuriJEyfmwgHNjwyE+cFeVvvjX/pPf5j9wx//nr/eAD916ow2WfRby4sXryY+y8bJgF4U04s19zyxiSSG73zdCu+9K2JyLKDbD9HKR+sMrT08neFpjZdoAq0YeDnbeJLYF8SJcBcnUSQpxIl0GYS0TPulmSHLXHYhs3mmZGjIEkgJSjrZ42tB4EvCQNKoCVp1y3jTsHEyYmaiQ2pX+cSDkt/5whQbwpAbdgh2bPbYtcWwc/MKn3rEsrwccvUmxUQLmvWEudOS+ZUAfzdEiWBmTDI+DsdOWVbWDLOLIft2hbzxlg53PxAy1YTA91FynOv3Cn70nfN4cp4/fWiCFy+EbFxL2DCeMtZQNGuKek1SCzSBD4EHWtthUazoOLMWDO7GzgxkmSDNyIEOSeYKWkmSOVJIDHHxnBjiBKK0yMrkKchUOGCngrVE0k0sUZTQCrp8/9sXee/rerz62pBzc5NcWqyxtBbw7JHj4czm/m/eev02XQ/1H+J45q8nwH/63/8uf3j3Vz7wmj1HNkTtJbZuaNDuSS4tCZq+Ybzu8eUnN/Ho8z5zq/P8xHu6TLZiBkGNtW6Gp1I87eFpDz/OiD2NnyiiRBJ7rpTuGEc4JspZKU2dHswyl0kwxgVcxtiihzMHtwO4UgKtBJ52AAkDqIeGZi1lvJkyM95nemKVhw/HfOTeGkdOjbNrzGPvJti2yWfbRjiwY41eusZjh1rUlMfMhGK8CePNiImxFN/XCOFurn7ks7yWsNqztLsp8ys+OzY1uf3qee59vMeRCy3qQYKnfIQYY+9Wxfe9eZFXHpjnI/c2eez5cZa6mg2tlPF6Sj2U1EJF4AkCT+J5LlZRijx96FBucT2sxjAEepqZfHXLU4upIc0cuNME4tSWR+KyMoPUkUovFXQS4Vi7n2LSAVO1NX78O5b4h+8fEOg6c4tNBgOPQaQ4P2dZXBOcmT/bakfJf/i///6k353/1d9pbPiJv34An1too7T6kZ/5lT/4uRfk4am7brA0Q48Lyy0W12oYA01t6Tc92v1JfumPFIdOrPCu13V5w00dNk5HrHVqDKIA30sJfI8o1gSJS+/FvgN4kkji1C27SZrntDPy1B85c0uMpQS3K1LmzA1auYKJ71lC31ALU5phykQrYvP0GnPtHr/2WY97nphkeaXBVTOCHRsEWzf4bNsg2L1lgPZX+dj9mpPnGuzfKJloSsYaGVJGXFiwBFoiBVgriBPNzg1rPE7GWk+xsmaZW66xf1vId7yhzR9/1ef0XICnE4TwMLZBkkpu2b3Czu9Z456nevzBPZM8ebrB1gnBdCOjEWaEviDwBL7nYhWtcIGzFMN0mcXdZMbiMi2ZA3wB8jRzks6BHeLMeV3ioniUCvopdFJJN4V+bEh7Mdum13j9LSt82+t6vP0Wi6LO0mqDOPGQ0jI93mctMjx9QqBrCTuiZ6dMcseHapv+N2WS7/st6Y3/9QG4tQuA+Vt/+vmHf+75505s+MLSFA+82GPbTMqjz8PsiiDQ4CsY98DisRZN8LGvB9z3XIebr17je97kXHBT4wH9QUA/8gk8jzj1iBM9DJTSVJFkkjSVJJkgTaULWI0otbYRDFWJLSqirlik8mKR7xkCP6MWpDRrEdPjXfpJn68etHz862M89vw4E77H9VstmyclG6d8tsxItm2M2bN1hedO9/nsgzOMKc3MmKDVELTqCe1exhceCWn6FiEcsPqR5l13Rnz+UUO7Z2l3DfMrmm0bmrz71V0eO9zh0DGfRpCipHAgN3UGsdP63/fGNvs3z/Ox+9b4xovjnF2psaklGAstdd8QaoPvgVYCJd2N7JgcisywyaWaMeUKl+ZAdwThKslJlgM7EwxSx9rdDBfzxDGNWo/vfusy73/zGrfsz9g46dHr1VnrBkSxT5pJpDRsmurxnru6bN1k2DJjuOUqydmT5zacW3z452Z2vMacvbTy4R2bJ/5qAzxLljh4JGV2Pvz+C6fv/cUHH/jalIgiQlPjsadDHrEgENR1bj91twNSCDpS0fManF8LuPhonUcPdvnjGzq894193nbngMlxnzgKiFKPOPFIUk2SAz3NFGmWF2yyEuDG5sxtynS/EDYPKp2PQ2uD72UEfkItiGnW+mT0+cpTko9+bZznT40hkoBdE5bN45bpccXMpM+macmWmYQdm9Y4t9Dhv3yuQRrV2LZNMN7UtBrQqicIL2at32C8aRFCYC0kqWQyUKQmpZP4dHoZK2uKCws1rt3T5Mf+xiof+sOAMwsNtEryG0OTpiGDWLJpKuCWq9a4YU+XF85c4ONfr3Hvk+NcbNdoBIqmDw3P4muLp0BLV84XYrTwYQBr3E2XGUFmIc2Ey59ngjhzRaJ+Juhn0E8taZpikoipsM/b37TK+97U4bXXJ4zVPOKkwcpqQJS4ZEGcuGtkjCDJFLs3hezaZLBG0Y9Czl9KOPfCVzfsXs5+8R1vfG1qk0v/dXYlZPOGvzyg/6UCPE16vOK68NueeuLxX/3Epx5vnb+YMDWmCXxLp5+3almbl9tcmk5Jl6LzJYRK0FM+vVQzH4X86aMN7n++x6u+3OV//84O1+xYY8O4olXXxIlPnHqkaQnyrAC4kRgrsdZJgrLDJy/1K4tWBq1TAj/FUzFr/YSFtYR//6mQU/MTPHVoHGt8pmqCDdOW6THBVEsxNe6xcUqyaSpl60yPqfEV7nna8OSL49ywTTDRlDTrklbd0KjFCC8iCDTauQ1clTGT9CNNf5CQGkGnb+h0LctrHrNLLe440OX2a1f52JdDassKLRMHSKtJM584cT2e0+Mhr9zb5ZVXdXn89Rc5syD5yL3jzK/WOb8U4CtJwxP4hQyThRuT4TUw1gHdGEitIDWQGEGUwSCF2FjIUkgTpIrYMtHnhp3uetx6TUarpknTBu2OA3aS6pyAFEmSXxcjsLGg1/exCKJY0elrOj2NzAYcO/jwlJbhrx645qaVKOp99i8Tk39pALfxM+BtU2cP/ZerLp0+36p5fTZN11nrpfg6I/AMUeK0XVZE8gY8KdDK4qeWIBPUlaCvBD0d0M88luIa9z45xsMv9mkEET/4jjbbplJ2belzx3UdtFA06xohnFxxVUnnlba2wtxYhLQo4XLmlhRkygunJE8c1tz9WJMXzjaJ0zpNrZipWSYblom6dXnwlmZyTDM1Ltg0mbJlps/mmRXufz7iN+7ewOZxzUwLWg1FqyFo1lNqQcTDRxWDWOM1HKisFcSpJNSKm/b3efTguDM+9TNW1zwWVwPmFif4sXfOcX5xiUefmcGTgEgwQJoDKIol3b5mohky3mpw+/4er7+hx/fctcDhc4bPPxby2OEaR082SIUmihS9RKGERAixLvDMawLWkBqLNQZPZIz5MSEJt9/cZffmAdumEz7wtoiaL2nUPOK4Trvj5yupzglHDXPtjnicDSLLBFnm4qUolnQHkrWeYq0Ls4urPHPyq62NT5y56t/8o+9XX3joaPbO1+z/qwPwZ545xLFTO/3l1Yd/qNcWv5RGS2zfWMPTaqj/lAIvdpF4keFwS6FFZ5BKgW8sQWYJlaCeCSIDg8yjn3n0spBOJ+MXPzaBTRM2zgy4dseAqbGU976xz44NMUmSd9YjocLc5PpTSoOQgj+5r8ZzJxoIrTlzsc6FuTphTTEWCMYbllZoaIXQrAnG6opWUzHR1EyNw/R4ysapAVs3rJHZVf7kwRb9boN92yytuqJZlzRrhmaY4nkx9zwaEvUk3gaQOZiSVNKoKd7+qj4PPG3oRpJuP2Otp1ntaGaX6lyzu8l7X7vGUy/UObPcREkDJLle9kgyl00axJLuQNPu+jRrdRq1iGu2DbjtwIBz821OX1pFexnPntT88dfrCKUcuNfPH7QGMGAtSZyxc2PK+97YZ7qVcWCnZeMUZKlHFDdJU4+VNY80USSZzuOgHNAFsIvAP19ViyRAlAgGkQP4asc1iS+uGhY7S9x4w+5fOvj8Y7133Hr975w9dSTesfvAXw2Ax70z1NT8/kOHz/7afY/cL//2uyPGGhuJ0wZxKsmMm04hRYZWIne6uUBGZ3YY3HiZ04CBtoSZJc0EsbHEmSAykiiTxMYjMbDQbfH15wyWjM885kY2YE1+FFW8PEUmnCNRCIlUijTRSKPxtKQZwO4ZS8Mz1ANDPYB6IGjUJM2ak0NjTclEC6bGUmYmIrbMdMhY4d9/MuShgxvYOwUT9Zy965JmLaVei2nU+9RqdQIlUTLX4Dg5kCQeg76gH2V0IkV3YOj0jWuZa/icnxvjNddG/N3vmuOX/1hzdjVACIO1CSazJKlHnEgGkbOxNvuaRuhTr4XUgzphkNCsxdyyL8b3Em7dl/KBN/XQKs2LQMZVjauiPJd0xkiEkASeAnwGkWZpRTvfTlbEPPmRyjIGyo1rLuB3sVCSlYUll86V9AeCTl+w1nN9s6dmYSUZEK9+WV447f3a6bPZg9je838Z2PxvBvi/+vef5CNfD2tXb3z+PXX7pEB0OXI+5uqtHZq1kBXPw9eKzHegk9LZXQuAZ9lo9J4VEX3x/eJnRpRfG0FsJKmVZEaTmIAsT3tVH8MqpQAthKtUKghrllBbQpUReBBoCH1LLRDUfEm9JqmH2gG8IRhvGiZbKVPjERsmu2zZsMRv3G34g3s3sn1cMd00tBqKZl3RqEO9ltGsJVxaMpy4FBD6LqiGwuknGMSa3ZsMm6YHrA18+gObs7hktaNp1kKa9XE+8KZ5Tl6a5Tc/uxUtNRZDZjJSY0lSTRSr3JAm6YWS+kBTCzxqQUa742IM33MeH8/L0NI1SkjpyvkiP5x1RQAiB7mgbXKXpXFxTZZJjJGkpox30kxUAnwnQ5Lh9xyw0zwbk+QgH8TCreSJs9muxikH9q4Q+H3++Iv3i3e9aek93/6ePScuHvtIf8u+73t5Ab5tQvlj+sI/PXR4/p92Oj359IkJnjhu+JZbBVsnnM6WErSSGC8HnHJFhYK9dQ70UpuPgr343rDMnjvlXC5XDAOlquYG8kqeC6y0NK69S7nMgqcEnrYub6wFYSAJfddcUQsVzZqkWbeMNTLGmymTrYjpiR47Ni7x2NGIj923hYkwYGPT0KoLB+6apBEaGmFKsx7x2BF49nCdq2ZsrnvLsnk/Utx6wLJvR5/Hnx+nF1n6g4xuX+cg96iHNWrhON/9umWePTrPo4c2gVUYk7lzlFrSxA79JP1IUx9YaqEi9A2B7xH4GYE2aJ3haWcxVspZIaR01mCERVDquTI4dxZiU2SkTJF+raRic2CnxgG5/LqolpYAd4UjVznNJ10z3pK89w1d3n5HjMBDsSZJlv/P5x6f9mu1xs8C8csG8G63L7u9/k//59/8yD9YmZ/1Z5enaCiIEstzhyHdJQjzjiWlBB7O112YqNLMoo3N9bhroDUZw9dZUXGzReXNYvJKXFGssNZSqbyPrLhFqboo6CiZVywVFdOWq/4FviIMFLVAUK8JmjVLq54x1kgZb0ZMjfXZMrPCo0f6/PTvbuTs+XH2TBvG69CqKRo1RSOERphRCxN8b0B7YFFS4SmLrExpzYxjuCT1adUSeqmhl/use4OMTk/SrinqnYAwaLJrU8K//qE2/+r3JI8c2ohFYawhywxplhKnhjhRDGJFP5DUIkXoSwLfEviKQBs8z+X7tbIO4Co3s+UyRQg76p3OS/s2JxGbe1myHPDFJDEHcvLsFcOAMq2+Tt2qW1SYU+OuVxhIpsYDrt87hk3rRIli10aPU+dWfe0t/5M3vOVbvGjQ/xdBWPsLl/P/wgDPklWsHfzsi8fv//syuRhumAxo1l13B9ZV09yS5XSwVmLYcpZJdyiVV9KUzQEtMMYOy8hmmKMFa6zrIs8toNWDdQDPZXceWDqJoqRAKZcu03krmqclgS/xPUUYuJEMtcDSCA3NekarnjDWjJls9dkys8qjh3v8q9+Z5sjZSXZOugxLsyZp1KVj75qlHmbUw4Qki/n9LzeRSuFJixJlmtDYYgn3+L63rvClJ2M6cUAvB3i3r+h0Fe1AE/oBgdfiwPaUf/PDS/zL3xF84/mNGCvJjCurJ6kzmkWxIQqd3TUIBKEnCHx3LXxthxVbrQxSuRSt62+tALwseQI5ieBqCS7bkgfyBYDzqQNmWFwjZ3eGgE8rK3RhnbDWkZ4UgrOzTeaXDdY6B2OnZ7n4+LlweXDf//H2t71RLCy1/9nM1F9sb6G/MMAfe+Yo1tjbH/nGQ7XN0wm+9un0ncvMGIsSzrykKvlfZSRZDmaTFeAu5If778zQK1G2XzmgC+ejKEBdnPh176sAeOHBKCp5BXtrXfhOJJ4nnX/DdytNLbDUg4xGzYG71YgZb/WZGW/z2OEeP/3hSV44M822CcFUoyJNQk0jdP6VWphSC2I8L+LC0gSeEihp8rRcGWRmmSRNFZsnLGmasJaEeaeMoT/I6AwktZ4i9D18L8TTY1y9LeXf/K0F/vlvw6MvbiAz0gE8syRpljO5IQoMYSwZ+GoowTwPPO0kmvOpWLQklykg8ucrYNzJFfKiEGJYHDJ5caioFmdZ5fuVVHA2BHh5Ta0FYSx96+SLEpLMODNXt58xv9yjOfb12qCz+Xb537DT8/9ngPdii5Q0eu3Twcc/+jHPJ6UeCqwxBF7e45iV/37EzTa0qgqMtGSa3AuxHtiFDLFDoNtCjhSvX+L9SVGaqFyzhBiCW0mZN0oU8gRCDwLfUAsttcDp53otoVWPGW/0mZ5o8+SxAf/ytyY4eGaGLeOKmYZhrCZohpJ6qKjXBLXQ3Ryu1B/z6CFBd+ATKvKbzK1gRRNCZgRJqmmEijuu6/DYCy16iZMp/Sij11d0AkXgK3zPz/XzONdsN/z8B+f5yV+HbxzaQGIkiTF5s3TZgxn5ksA3jr290kevVXGQy5RSxsm8ynslkBdFIVsAPAd8Nsy8cMWV1xTAzo8sB3jxi5PKypYaSxwbelFGnMDJM4Y/+MOv+Lfe9sb6H3/yc733fse7/vsDfBAlSOn9k9nZs/9k58YlHUduMyYlLJ7nkvhJ6u7gaiXR2PKDD+94A0aJK7N2BdBmCOyyKZhcew8vhnCGIiFzcOcmIzUEeB4HaMdkvofrBPJzg1WQUcvlRbMWMdbsM9Fc45njEf/ytyZ49vQGNo1rZuqGsRo0QkGjpqjXFPUhe2eEQUqzPuD+Z31W2yETE2WZvACMybVpkik2TCne9Iou9z9hXBdNbCogl4SeJPQ0nvbRuoaUhmu2W37ug/P85K9bvnFkA4nRJLkD0NleHZMHiRy6C30t0To3YUmB0sW5Yfj+ipuwkCqicKVRFoTWH6byPHp9i5U3B3YO8OJ6FgQG+deZq4m45gpnyT1zMaUbd183s/XMb//I93/n315aOrE6NbX3vy/AXzz0GEL6Ybx8d7h70zH60UTexOvhDxQDTxGnLj2UGeGkSJHpME7LlcsaQ/mRDWUIww8/EkiuZ25bdP6IIciL+oWseLyVKh2DWuH8Gdriea6xOPQNoe/a5OphQiOMaNYHTI61eepoxD/99WmeObmRDeMeG+oZY3Wbgztn71BSCxz7h0FKPYhJTUQnDhBK4hUMPmQqkbNbni9OPBr+wNkF4pCJAuSDjJ7vGDzwpfPE62IDWsv1uywf+ttz/OP/bPjG4Y0kRhNlgjgzOYsLwsQQeBbfE/ja5KuXa/lT+Yrmzk/elV88V4xZQoyc7qFhrQruIQlViKkK7svlph3+m8LGXKxAUQz92DKIBasDyZPnFmlsOPb+N5144kR/kPzz/64MfubMaTbO7Nz5ic/8P9e2l47SOLDG9g2GpXaTta5rVPC0IYrV0MKaZUVqb90yVmFyM1y2qydMVJiirEra6ppZsHY1qCyW27xDR+XBlNZ5Z1BuQircg6GX5bo5oRZGTLR6jDU6PHoo5Z/9xjRPn9zIzJhmppYxFlqaObhroUsnFuCuBRmhn9JqxBw6bbnvqQa+lHjK5EFcqSOL5TvJFKnRvOGWhKv2dDlxtsZMHQZ5r+MgyugNchbWCq29YZeTEJbrdsLP/+gi//zXDQ++MMMgqbliWGqp5x7uwMOBXBerlxn2tkqVDVc4JUUF4KICci7TKyXI7SjAhw7FUaauMnbpyx9NCSe537wfWzqRYLkvWewZNm3o4vM8jz0R3PD+9/2jncuL585MTm//ywf48tIsExPjux559NF/d+xE9G0f/tMmB/Yq/u8fWeSqjSlKjuXTpnw3UyRVTqrkeVDH0kWWRFy2pBX5YTvMaa/LklyWLcmZez24hUWqIi3owKBVztra4muD5xkCzxD4KaGfEgYx9TBicqzHSqfHA8/Dz390E88dn2Y6B/d4zdKsCRqhGObKXebFOPb2HcBrQUScZQz6IaFyN5kUlaWfQrOKPNDUTsvriCi29BNRAbjB9zN8T+N5Eq0USnpDgCPgxt2Cn//bK/ziH6Z84/AUF9stBg3JeGZpppbQswT54Q0lms3ThVQAXjL48P3mb7qK86FCzC9KsaqW4B6VlM7NWQV7ac+tFvXixDJIoBMJlvqS2XbG1dsW+ZkfXmH/Fs3hS9G3HXz2yWzT9uv/j7Pn5k/v2L7hLxfgFy6cYnGpdtvi/IvvOX/mPJtaYzzxYot//tuSf/398+za4Mq1xjjoFRIhzSR6JG9a9AcWy7XNT4ConJhRzVc+RlVhcRHcuIeCvW3+t21lOJCzxXra4A/tsQ7cgZ+De7LLwkqfn/v9Op99ZIbF7gQzY5KZMAd36HR3PQ8sa4GkHticwZ32DoMYiPnaMz4ric9UwIgfGzG6QmWZa35oBZo33tzj0SMxnSRgbNixbvAj51X3tQO4VhYlPYR0BRosXL1d8sv/+xqff7TPz354I+cXJ+iPa8Z9QTM11FMIEjd62VduoJFXBJpSDIPg4rkaqFdvTCGGvSLD6wPrJGQV2JX4qRpbjXYUuQaLKHUpwrVIsjiwXL9rgX/5fau8cm+LU5emOXb0Iiv9g+95pfR+f9AfnP5LZfD2WpdWs77vE5+/7+994k+fJLSWmaYhSQWPHJzhVz414Fd+okfg14iTDGMklnzcQ0bpzy4aEGzleShB7Ig0GWHtqizJT3TBLEW5ucgCqALgyqKlA7ZWDtyezvC9DN9LCf2EwE9o1vpo3eP+ZzN++wst7n5oA7FpsaElmA6dLHEpwCJPrvJD5MxdZe8ErSMefnGcXqzZXC/ez3oGL4JsSZIqQk9x+zV9UuMA3k+E61ovOtcj44JDLXIWdzeyyIvrFsH0uOD9d3VpBhf58Bf6PPDiFLNJjV4oaaWWhrYO5DqPQ5TN4xKbg7w4h6L0jkuQlCy+Pls3lCrFiApGdXk1jiqYPLOuplGkENOCwfOO/F4qMOmAn3jPKrdfU+fs7DgrawHN5oDp8Otsndzy92ZueNvTadI5pr3mfzvAB50z/PbHv8KmDWNbnnzmyOuPHOuxdSok9GHrhMUiuLDUwpoukDcS6AxrGQ7JNLKsgFVBPqK1KbV2CexK6qGavhJ2nTQpqnKl16WYfFUwt6ecFyPwEnw/IfRi6vUBvt/jo/dqfuG/buDEwiReELKpKZgMMlqBpRFAI++wrwWu2hnmBSHnX8nylcDJk8W1jG7s4yuFL+0wwKTyUYobO8s9G3HqUfMGbBrvs9pr0k9EPm7NxQqel+VpPpWnO5UD+Ejg6pyP3/baLrdeu8DPf2TAH9wzw3LaoBd4NDxJSzsPTtFNVTRD6KLok698cihVygJQlVRGxUoV6IyswKNgrzC4LdOJDuB5MSi//lJYNkyEnJ2d4tJig0Gk2DoTMOb3WZo7/vpB5G+x2eqx5w+d5fprdvy3ATwzGT/+Q3fuOn7k6G8ceuYUt+1v5u4894anJ2Dr9iYra5OkmQYEMmdOIUBai1GOwW0RbFqRm/7KANNSBbdYJ00KcNuSTfLqm6wCXFqUNMO/75g7y0Ge4msnSQI/IvD6nJ5L+c3PN/j0g1OcnJugVfeYDGEiyGgGNi+9F+CWObjlsCgU5to78N2N02pEfOphzbEzNUIlXMWwyKBQonw4xsHm5qRUc/VO+NZbO/z2F6fo1jWtfPZIEOdxgzJoLfOxdVRA7lUo1a0KO6Yl/+xv9rhh93l+/e5JTs6OsZzW6HmahhLUc6D70robJ88yDVe/4rwW6UOcPi8rnfbyPHmx0hbWiWHefDSlOGTyIntmc9NdXoyva4uqBzzy7AZ2bRojipXzMwnNyXQjDx08xx2vvek3du993TtMd+3PlCrfFOCDQUoQKA4efHTbpXPP7t29aZma36LbL8wyUA8su7YIFlfHCf0UcCBzOtyiTAFoMTRHFUGWXcfeBQuUrFDQth3RgQWwxcgoZfd3XdakYO8MT6euc0enBEGEryM6WcyvfcLnw5/fxIWlcYyqMTmmmPQtY76hnjN3fVi+l7lPJZcmee58CG7fVS+jJObY+YBuHDAR5FmcouhUZCWKKqyteFISTauh2b0tRgUDOnGTvi+oJZaoALjO8kKNcnlsWViArxS8KmbGevzYt/V4zxtm+fDn1/jNP5lisd+gr0NCrahrQU1ZgtQ6NpdOqmhZ2huKKudlTM4V5Mr6DAuMxFKlJhdlUoFqRs3dQDXPMOnBwaMhq6uWMLBDMu0NDGfnlpjY8uLeDRuCbTde/8rTJk2R+qVh/M0B3ruAJxszged/4iv3H/Ou2haycSJjUHdgVRJqgaEeZrmV0qXjAKTMKkWekr2trQA7Z/CSsQX2iu/EVtKBdgjsEXkic5ecyoYySasM30sI/Rjfi2kPYh5+TvLRe1v8yYNTDLImvu8z5QvGfUPDt9QDS90vwR0GkiCQBLk0cYWhPDORA9z3XOXz1CXLA0/WiROPoGEvCzCLR1nOdlbUOFF4nuZNt3b42Fe6HDnfoB+60QyRZ/FT8BKDFxuUki5vLQVSyHK4D+X5zIwkNZJ6oNk43ucff3ePa3ZE/MG9TZ44NMZCv8FA+XieJtSCmoSgGLBUpFel65UdGtZE5fznTL7enFVl9IKg1mfEDJXMGVUM5BPGpJNN/chyaTEh9FOkEljjbvbJlmLl4kEPbvvExfn2KwaD7sJfmMHHJ2fk8uwLt82d+9LYm29dYxCHCNK8a0YghcXzDLXAeY6dDdNUPMY5W8NlwHb+BlHxlYwy+Ijxx/XoOCYflpTN0O4p80lYWmUO4CobyhGtE9rdhIeeF/zuF1vc+9QYy+0mshbSrCnGPUvLN9Q9S9231Hxy1nbMXQuk2yXCF4Q+uUPP5OA2BJ7T30pHHD0PF9qhK6zk+na0cFL6Z1wfpAN5aiRxrNnYEuzb3ufg2ZRe4hHlM779GAc+VUzWLQo1INd15hQ3T5GGTDLnD3/fm/q87VUrfPXpDr93T4snDrVY6tRpS5+ur/GVwJeCQLr+WC0tWhRxTd6VJXLb7xUY/DL/ynomLwiNCptXWF5S2jriVNAZuElknnZFuyJvLnpw/GLCkv3a2DveeNdtV+858EW+yfCgbwrwo8fPBP1+9p8vXDrVeNX+Zbq9Or1Y52wtht3pvpc5OaCyvFtkVKMNzTo5kzP8nli3tK0/a1VpYqka9J0sMbnmNiiZuYH4RTZDJix0Uu5/UvOFh5p89oEx5tcaiDDEa3q0NIx5rpOn5pHLDqj5Ij9kbjnNdbcvCAr2LgCuU3w/JfRjrE342lMBZy7VmJ4UeNLkOlaUjb4VtrMjdlNFP/LYuVHwppt7fPqRmG7i0U8Eoef6Vf3U2ZDLVUoN89UIOSJT3CHLRgXj8u21IOJ9d/V5y61LfObBDp9/qM79zzWZb9fpC5++r9GeQguBJwWelHjC5lLLohAVaTiaPrwCmQ+vrak8W8Rl2txSaUzJ/f6pcTe3ykdCGwuJgW4sWRlkHJg70tg2/ar/rMWJa4D+Xwjg9z18mEHU4dChNv0k4h239IiSGoPYy1OBIgdbDrT8ddVbPNTXw5NfsHUV6JU0Sf5fVZdBUQF2sY2JkgaR/12tM3ydEIYJgyjjyAU4fVHx8S+P8cUnWsyvNMAL0S2PupI0PUtTG2qepeZB6Dlwh56bSehsprJyiPznNge5GYLc91x72omLhoOnAvC8fJkvMyhipCw4qkudpViQZm6c8/W7I67d1uXwhTr9UFBPBUFiiRR5as/k7F1kU4oUZKlVhnn2PBVpjMqnD3gMYo9aLeIH3h7xrjtW+dKTXf7oK3VOXww5fKFOvBqQBpqB1kjlpvoqcLPaKZl8KF0og//LmLyaTUFUJIoYrmLFvxH579bSojOBl5YWY2MFqYVBAv0s4e23rnD1dkvSOUzPfPNU4UsC/OLsWZHGg7/3yH0fnT4ftvj6Mx1u3NXmhr19ksRnkLhO7WEmtqKPR2LrgqmL10PNXZp4sKOnRghGfyeuqOEkicl3ecgIAjdJNc0yZpfgy1/XnDhf477HalxYqXHiYgOCAFXXhFrR0JaGNi6L4LnB+aHnxrU5EBeHzA+VA5xcc+fg9jICz7G3u7FiTi3AodN1PDmaHhxKFErX3DDoKjIpJu9rTD2u3dln34Yez59M6aUezUQQafBTZ0BSFYBLKRBSjjB5wZSjprbCf+76KJPMI/J8WrWY73trxGtvWOPCyhpfe9zn5LmALz1V5+JSSNb3MFKT+AohpVsp8q58JykKuSJGCGl9ZqVAxEgBb/jz8l+LPNvkurDy32ktaWzJEoMxMTfsW+att6wxN7eLj3z6wvTf+dH3/b3ZuTMf2rRx5xXDt5cE+O9+/GGMTd+/PH+y8coDK/zpQ4Z//KvjvO/tPQ5s67FhXLB3h0VZNz7NUmrsER6u6mtbeKJF5SxUA8uikGPXMXdFiqgML8hIMsvJc4KDJxVffqzO86d8XjxVYy0KiOIAPB/V8giUoK6grg21Sh440IVPo7DNOl94kMsS31f4vsxvAFtqby/Ld3FzOj/0E6yJmVuWRDZAa4kvLbqSZltH4EOQZ3a03zFOPQSamckYqQZ0E4+eFi7TkZSGMa3MSAVSFklqgGLYEQJrZMnklcFIXqaG4yd6kc+miZgdGxNu2RPRj/v84Kk2z5/2+fKjIQdPhZw8G5KkCgKFlQqEJJOVatCQvl9Cq1QrXJc9Vw9G9U1q0TZlz64BW8cj9m0f8D1v73Bu1uepU2vcec2hRrzy4PttR33o/xOD/8EnvkSWrKrlhefFHz4a8MmHplnuCJbagmfORIzpiO1b+tywr89bXhlx1ysisBbPg0azYGqBMM5VWOhtbAHmogY3ejIK9hfS+UYQBiEtSb6DgBBw+rzkD+8N6CWKZ14MOX4uYLHrE2U+aB+Uh2opfCmoKagrS6hw48xUbjxSjrV9Lx8hVwW357bGc19D4JNnTVzJ3NMG30vzimhCLYyZX8n48jeatDsBE2MCncchhenrSn59W3g0hlpcEkWK6SnF2+4Y8KUn+pxtN+h70skUDV5q8ZIiZ53n2GXm0oVUZ53I4d8wVlf+hgO6nykyrUg9N/YhSTyXSvUSGn7Ca69Puf2aiHe/fsDRc5JnD3n0Y8UffLnOqVkPhKTX12SxKuybWF0AfF3KqAB46XMugW0tIgVhbb4JgaVWd4UtMLzp9gFvuSXiun0Ju7ZATSpajYD9mzU37ekQJ3U+e/8Z8YbbblAnDt2T7r3m7X8+gCsJMhj/tSdfSG/0jaIf+dQlqDFBJ66x1Decasc88mLEJ74+YGY8wpqMm/dFvO/NfbLUNTLMjBtuuj6mETrQF1LNXn4KcIuTA3e7J3j2Oc3SmqQWSh475PG5B0MGiWKQKC7N+hihSayHER5ojQg0Wkp8JQilJcyBHShLoKzzgOs856tL5vaLvswhuFXeoymG7O17Bt8vDFrZkL19P0GpmK8/rfj0I02Ur126bUR/vzSDF7nwshtdMRh4vOvOPp99eI0/+NoY3TSkketwr9DhSVGUscNuISHkEGDuT8mK1q8A3OSjHbRjck8rUq3RaeaArjKUcoP0J8KUOw+k3HEgwYqI997VY5C4cW5/+mDA44d8aoFgcU3x7PM+az2ZqyRxxStcUrSz1jZCy02viJkez1zjS2b5rjcNuGlfislgekww2dKkWUBmfKLIZ2HJI808AunRTzT7NvZunGy1fi0z/Nifi8EPn+1QH2u0jjz+mQP7tgq1tipY7mR0o3zQuS/pJoK1NKSXBsx168y1YzAJR88lfO6+DGyGzSxjExm33RjTDE3exWF56YfIJ74KVruKJw76rLUVUks3E8Vqx0xCuylCUoPUSCnxpHBglpZAGnzpgOAr8FU5o8+BXJQND9o1AhSNx1VwO4bPbbVeweBZ5UgJdIK1MRcWfeIoJBiT+KocR1fkkYdVzKKjh7K8XoLczY+JE4+JpmL7dIwvBvTTgH4qqGk3BLPwkBQFLSWr9lY5/Fvub8i8+GPK6qkxuTeolEZpmuV1A+UKZColSTNU4moJWmVImbJt2uQrhuGaHQNi20dqQ7steOKgZrUnUUPFMhpUr/+OMdAIDbffmDA2brGpy/yEQiLQZEaRJB7dvk8U+wxijyjxiGKPQeTRG3jML2tOXFJKNXsH/sa3vrtl7cKaEDPfHOCry4t02qsf+vKjh++S0SL1IMQYx361GPqJIYyhlkjWEkFH+QwyD2NSUpPSNimQgTKsrRoufb2yJI18XEY/dmV5s0Jgii0XyD2nQpVBjpR5KqsAdV52luQbtxZ548qzzjvpFfnWewzB7dq6FH4Obl8ztJg6Bs9ZXBv8vDrqeQlBkHBu0fCRLzVA+3hSlAHmUJ6Iyxi8mh8uhoQ6sLnBOnHi8YG39fnM/X1enGvSzTzqqduU1rkAbdmJo4qaQDXYK6yLhRSSFYNXcZihF0ZrhZe5OoaXA13JsmjmfOP5a2HyVHCGFhZhM6brhm95jQGRDbegQRT7Z1zhehdJBSuwmUeWyGFaMzIO3EXWJ05c5mcQuQFE/dijHyn6kWIQS3qDJXz5/F3R4OYPZVn6438mgz//5FeRUvoLF9osLIS06pKxOnlgZfGigqEMSkh8AR0p6GUeqdEYa8AWU6YsmTaMBhF29MOO1H5l+b08eBFSDlvQlABPuLJyIJxb0JPuay3JPRV593hhJNJU5qA4kPu67KovAS6HsiXw7bClzfdNZXBOipezt68TpIw5MytYWAsRWhNIRuTJsDxfSaFVMwplB1M1EFTEqcdUK2Lnpj6HZyP6mWaQQZAJvMzipbkOTxlmlsrTqEY6FYoslZu0a4d25VIaGXRmyJRE6WL7cpWb1TJkXrwrDiENKge5KP42Zl0q1w6BXmTARsFNJSlRzF9xADdGOfYezmDUDKJ897eBR6+v6Q0kg9htDnzD7pDVuT5f/ML9/pUUwmUA3zJ2BiHgtqsTLk4FdAfCdXpHGf7AoKWhTPwZQCIEaAEDI4itIjUqT/8UPZTfRJ4I4ZbVYikfpqCKnKv73Z6weEWeNJcAxevh93KyL62gDBtsfSUc2EfALd2zXwC9CD7LG9rPmyQKieJpp099PyEl4fMP15hbqOGNKfyqh6OaQWGdIq2Wrisuy6LoM4jcBNt3vrrLw88NnBzUmlpqiPNyupKlIaownAlhKDuHikCz0hNrwZh8poqFLDfBaSNIlUBnMt/Fznl50hzoZTHNDAtsMq97VGsTIwAfGuMqdfjhCj6aLi4BLlzOPisArhnErh2y2/Po9D3WeopuX9KLBIPI0u1pVroR6NNXWC3WAfyXPvw1nlxqvubG6U/eunfbCjW/yfyKot1TdHsST2cgUjJjhnu6+Ma4jAkCLSCxgkRAhhjaQi1XFiZFbljmz6p4FhYNw1SbykvGbr5JqXFVAWzp9pMvRiFUgT2cg6Jw/YhXAngRcBa6WxeyxOZ6e9RL7nsJvhcz2zY8dbwG2kfn8kRXDEpFtU+sQ7hjr4rrbtiXKoc58STxuPmqiKnxPu2VOr1UUVfgpe6zqMy6I6kCHAfy4R+S65yaIu+bzMGkDJkReEaQKUmmDJkSpDnIq+a1wg5RVKplAerKhCyBY/XS0lzkykoX6PCtjRT/ipvQxSHFSI1ikGcUu63X213FalfS6UGnl9HtZcyvpMy1M+54Ze3Wn/+p17/m3/7UZx5qbvr2KwP8xp09pMy+ZfZC76bNGy8ixXYsdTytCLTC066MGsV2WKkrpLLJCzOetWSSbwru9QB3uwszwtzFyDVVAXnBWLrwRuQe8MLq6ZqLi04VJ0vUsHulBHbRfOvYO9fcmqHeLlKCjrFLcHtDd2KCIOHuBwMefr6JDDS+FG7+9tBBWLbRlY6/9dXM0j5shjMA3RLdH3jccV2fb31th9+8u0mcBXQzSZhZopR85aq6/kwu58y6G+qlmByMlnm3uxiCO1MSpYxjdCnz0RLFrnemAvAKsKW9IoOXsumlkwsjNo5KXSA1kiy/EVMjiGLJWk+y3M7B3U9Z62ZcXLJc6nYIao2bHn6Mb4kT9dAVGfzkqQs0Gs23fe3r9/7NJ5/t0tnRZO8WS7PmhjTWApeys1az3M5IstJjIIXTvxJblmGLsQ5XoO4R62tRsaQEw7AEXIC8MtqgYO5iJLMSxU1WTq4qxkQMWTzvhvHUKLjdOIV1zJ33bPp5e5uni4aDtHIkxCT80ddaZDZADauX1QCz7GssMhsjGpx17XpGuulQWRFsagQe73tjj9//fMSqSehnIf1M4KUMWVxKi0xFxSYh8wCv+pCV1KSogFyQ6Xysg8pBrp3FWWduSJPKTL6dukFJObQmlynKqruztDEPm1IqQL8y1ZXWDTN8fw7Y4P6Op9z2j0tty/xSQm+QuQ1oI4vWljuv1UyHXWzW+Zuve/Vb7muvXPjS2MTWUYCHfoav4qsClexNo4C5xRZTzYxm3fmdrS0G6aQ88IJlqeNap4amK1yio2p4v2K+ROQxhxiVJ0Ogr7NnDrX4Os1ZgL4620MpUWrx3HE3MuwmB7ZWosykDNOBruPeNSbbnLnLAFNX2DvwYp46Ljl2McQqDyUlvjTo9T6NigBfn0UpjnLagKjkqx3Ik9Rj75aEa/d0eeRojUT59FNBKMHLLDoVuXzLu3DSXIcjnVxYB6IR+/JQGpUDmYqZkFqZHNx5O5uyFXAXXiCb2wQKJme4eogKuBHlxKyqee5KTF5ldPKSve+5jilLjwefDTl+XqOUceRqYaIh2TY+xspCwqXZwd6lleiqwSD90mUMHqpLeCJgx8ZV7rzB4nlu8GQjTPIcqWFqPKKf9jjfHmd1bZzphruoVSCWntcKksv7tJQnleTJCNAr4FZDz3eZdisli3Dd86IEtwsyxbBbXA/BLUcAXh3+47rtGQJ7WK0cMneGr11hx3UFJVgS/vhrdZaWaohAu7x79SZc70Gp3uHVJgAzyqojuWmjSBLN9KTku97U4anjLaIspKd8apnT4oWdVUlycBdrhclz4kNLk5Mq6/S4yec9VpuA3SFRptyIt3jtAC7zz2mGbXNFl78QsmyOWM/g65pWXlq4lj+TwqJVynhzgPLWOL06zcELU2xoucSCn4/9O3Q6JUkybLPLpt0L9HuDyyXK3fd8FItEyxUO7FmjGfoYg0uL6YQwSBCix5HzkvnONMI6baSUHerlEeCuj6JZJ00q/374XAV0lcVHxouVjC2rDK5EhcULuSJRehTgvs4HAHnF1oF5hVM7b7tjbZO/zkYOrVznzotn4BP3Nomkj5Iqr16O3ojrK5jrmatquRjV4bkOzRRppgkyzXe9dcDvfrHHcydrJMqjJyV+ZvLskUBmtnKerGsvGzG9mfxvje5bVGXyzIAephDdaGuVWwJUZsthncO5LGJ4Q6fr9HjpI6o2SFSYnMt1+YjBDjGcGqBUhpQZ02MJB3Yu8/XnApYXa9Q9RU27SrWdB883TJ97hnvuPU2alhJNAzx/5ALX7d9S//UP/9ru0xeeYHpigZ2b3f7mSrpZcU+fgCePaX7pExvoD0Im6xZJGQiqPHVdBW35xi9nba6gvV9aooghcNaPQ5YVxi6CzGJqkxv+mQM8L/KMgLso33tFY7JxM0OGLWJFT2eaHwnKizl2QdOJfVA6lyd2nT12/Y07ivDRgUbrcuFFgGVKLd7wBAe2DnjuWExmAvrGJ8ycZ1vnGlwJN3PdFZYKtnRp3CrIXWpOlv2wBvRwsGneqWUgkw7wKt+dQppyQkAxXSsruvuHCYAyuBwGnuuudwHusthZ4gBRxF02r4i48xPFiolWwD/+rg7SnuPRYy1OnK3TjTy6QmGzjBs3LHP1tjpX7d6/+/3v/9/r/+af/ERP+lsdwDurszz1bOet2zaN/+R9j/f4pcNj7N8So6Vbdi4uh/zRAy0yamhVo1WTNCpb1OkK+Io2suEbrjyvB75g3U0xAuyyj1FVWFGNDNUsQE7pkVYVUKvRXYw9RZ4Ld+B2AC6HAnlVeVJlb5X3dfoxyx3Df/xkk6V+iAg8J08qGaVilamC/KUeQ/uoqTRhDxlcDit6rbrm73xHh68+1WIp8omlpi8lft5DWY58KM69KFdQYYY2WovJwW2wyHWZFZEzuB0G6QXYlRQ5gztJlA2zKAxlSqnDy3bCksVHg83Rtjf3PmXO6FJarMAVDCHPiXu0ezWaNfjpH+yDuMRnHvS5tOxAoaXlqi0JFxYSwsbMTy5cOvJQt9f7zJDBs+6z+JnPyuIZDp6o88zxab4oLMV4S6kkXigJpaShoVF0Zeui6FDqz5eSH1VQs47dSiYXJcjleokyOphmCGwpkKocP6YqoNZSonNJoocALzS3GQaVnjZDcHu68F+MsrenEnw/5uNf83jhRA2kh5SSoLDGVlKbw3gk/5Av6SassPlwp4qKTEmNzDd58rh+b49ve+0av/vFEKMD+tInkGJY9FFSkAxlwOVMLqpMvj41VwBdgbIOMMYKB+5iSpiBbDg/RZQArzyLwsctRwFeZMRGAL4O7MObwZSZM2fQyz9BHqME2sfzUt7zWhcbilx6SRlw/9OGJ0+cYW4lxGRRKVEuLbtZexcW3e28ZVqjZD6kJV/kihK5a0y1w+VeDydJ5Yvh+tzvCNhFRYOP9veN5IyHgaUo2XzIkH8WwGUJ8GGhpwC4s/QWUsRTZbbEqwwHKjW3Y29Pu6lVK23Dn369yWI7gDDPnohKMPYSEoXCI7JOgF8xbVekDI3EZEU2RTPRUvyNu3p89uEBS92AWGn6mczTkyLP3oiyGVsWq0epw60tu37MkM0Zpud0kVlR+WuZfy0hUwzPexXkQopK930xxDMHbf4s82s92qF1OcALUpAiHzVizaiNIVVE2kdJQ7uT5/tzclDKIkTCnm2WyRlJlro/oF88dIyNMxO7vvT1J/7uw090aak6ramMKClb+qs9c6qoLI4syRWJAuWHqSzRw+HqogT7CINX2XvkZBX6vgrs0dnf1Q4XN9ydUXAXOxsUzK0qzH0ZgxfjJsqRE1q5yuWp04KjZ0IMAULqYXNu6R6sxg+iktUol7GqF6VkclGRJ2KYyRi2m2UarObqnTF7Nw9YOlzDZr5j8czJFC3Wr6J25BznjaAMbbSQ+4VEJfgEI8u5kdXYRuV7LRlJrr3LuGuk91RahBEV1rYUYzMKSVKOhKsCv2R9KVygK6UgExap3BaESup8A62yQlrslhHHGpvBjLfK1qnw727e8bpnZi8cO62nxmM83dt07a74bbfuW+JEvcbiakJv4GbGZab0b48EgLJ6QdeBtRpcvaQ0EUPQjwytH5EnopKZEJTBZglox+Dko4CrefDqUaw4VXBXQJ7vV+/l1tCCvVX+tdYJSiV8/pEmxxZr4JfyxKukLi+XXPDNRPjoCGKxrpo3qsXjWLNnOuadd/R4/MU6GI80c1rcy/LqbjYqlcpVsriCpX/IjVUTZbBZvJb5a5mvKrI43LnP8hVDipzVTbHC2iExDQs+krwFrVjJLgd3VYuLys1ZHegkMzmM7YYTvXBT1dxGAq4BY35Z8/SxDm98s33bK8eiTZ1Odlp3e07mLLehP1CMNxS9QYq14GXl1nwlyMUI2KlcyCtpbtb9N1davosc+PoArQC0uAKwh2yuRKUJtwLufD5huW0HlwNblwOChiPetMlBnjp5ohJq9ZhHjig+8/UG/YEPdY2WAk+MSpP175915+MygLNOf69LGVbz4kmqGWtq3v2GAV98uMdjR3xsw6OfBfiC4Y2mhn+/ZMQS3CXIqyUXF3zmN5hybJ5Jp8dNhbWLoN7kwaU0oqK/RSXQzUnKCMqKZkFYZSqwGmSOYGQd2IeJi+ImGRKEO29pJukOFCsdST2AyZal5ltsaNGQkiQJrUbGtVf1ePqopT9QQ/ZbX3uqfrWemRm+6T+Dva8gT+QVXg+liChBLVVl9wYlcm9KCe4S5IVt1pVzixHKOt+ESatRoHtDtnaHUi7A9P2YJM744jfqvHi2Dp6HkCoHVT43pBJcCrnuJl5/rgq1ULBm7ri0lUqmGbGPlunCONZcsyPl7a/u8uzpGlHqk0mPvlH4GeveS5ELZx2Du2e77r2gipvNYJRAFRMQpMAqkLbU48MVVYI0lVmGplw15Pp4ZP3qPsRE/j5F9VxdzuyM4Gx0FQTXPJHYhBfOxNzejjFZRBRF6H/88x9DKUWn22FpVRAKaPmWUFeWlnW/7LKHGHmqsLe4DOgjmpsrgbpg7GqAWe5AUEqTSqpwyNgFwMvJqUOJkjO3Y2w7ZGo9fC5fe3lwqVVC4Mc8f0bwpYfr9Po+NDykKJyDVGKRK1QxK5+zeoYKL4pDVzlZd719tpxroobdPs1mzNvvjPjs/QOePRmA9hkYiZ9rcWVAZeUyLwSIrJQHZFWwl8C2Nie0QrpIx+bFqlIE+cY6sEtTFtqEqWZTcvIyJbOvr3FcRn6UN+MIiAWU4/vKt7yuowApwfdSbru2x+3XL7Nl091ky/dTyzL01laGpy2LRtJfqdEMBc1QEHglyKpVt9Lj/Wd0oLH+Lq18/VIsLitgr2ruIcid3q5WM5XKHYa5o9C1c+WvdXU++Dpw54dXTKHNDf5ape7QCZ6XkNqMux+q8cDzNQg1SNfQ7FUsvCPW2OpR/eIKj5GZ2hR21rIZObPFXJMS6NHA4/XX93jna3q8cCYkTT2sUPSFxssqRbesZPHyLVyZyatD7JUqmNuxuftaII0Y6vBhcqFg9GK1zRl8OLTzstisBDyV83UlgiwXGDFibxi2F1TOsZQWazWWBvUg4OChgG7koaRGe1ohhGC8odi3VV8GrNI/UWWZfJ5F/nxFS6z9M7R4AfBKW1d1Z4ERYI9IlWqZvnKodeBWlUOXm6AWgPYqoC4yJy5j4p6VSvC9hGdOSz7xtSbgg/QQQg27iFS+kapcx07Di1jy0zqAlRdptDG4osGtwGSudc9NoVXD8r21mve9sc+XvzHgiRNukkBiFL1M5IavHHRZztrrfEBU3ou11rF4FUD5T1UOeiPz/XyKa19ob5mzuXDPw2toinNhR+oZo1mddfJjHbzLGoEYIYFypmH5Xwkh6A9gtaOw1sP3JdrLmzk2T7m/aI1iMAgYxO6XFBQzWoyobOuXb/dXHV4/XD4q17HK4sVdKysgECOv85tLCHdiCm1XMEcRyFVBnufiy82m3M4O5QD8EtwjrF15LhprC6miVIrnpSRZyn2P1Th4vAaeB9IFl74ou4pGM0ujmziNkvcotGzlxbABouIRGXEXZhKj8oxKpolij+v2Dnj9bY7F+5lj8Uj4DAzoTJSBX1akC53OLSXKutW4Ahpr3bm0yiKtQFlc9dMKhBVYAdKKUqoUQeVQYlausane+HadPCkxsR7YjJCpoLqv00j2aQg6Z7zq9y21GoShM5PpRt2BWAlLqwadniRJR39JObC8siVcVtk9qwD4N7PIDuXJqPauZkxG94hZ5z8RDPfeGe5eXDTfjjQ8lFuXKLUO3JWh+MPsicpQugLwXKL4OuHYJcHvfbFJlHhQ93J5wrA1TVV3Ca5mTkai6pdce0eAXpUpw72KhhmV9Vpc0wgk3//2Hnc/0ODIBXfzZUbRy5RzGWZ58Yc8k5HlYznWrSRFjqwKcFmszNZJQmtdMGmlu0ZWCgdwU4mVCiY31Vhq9JCIkXP0EsrtMuyZYjPZyq5s2XAnvnIXiSQ1dDop49axaJZZ9Nve8d6Nafe5n1q59HVOnW+SpnVC364Dt9stLc03lMoylw9NjcVkZrgL8XptXg1QR+7YkcBSjH49BHnJ1utNVrLi/VBD9q4AWxbB5Si4i9l+pd7OX0tTau88uIxtyqe+1uCZYzXX7iN03mRdTF0dbS6uyhQqF/WbPkY0eJkqLEz/1hgH7BGQS4zRxAOPm/f1+Y43dvmVj/r0jQajSYSkb1yMIE2uwbMiRnBgL+SBkyi5FskDXqzN2dtdU2XB5rlva0vwF+CWNicjO7qKFZKlKt3MFQNMyjgvx80Qe8UuEFmxG5vbHTvNKjtjG1thckt7kHHwguG933LzT911+/4f1V977Mz4ynL/HedPCrbNaMaarqtFUOZl0wzS1I21TVJIEkikQGSQCTn0FY9s1Fp58/BSzD0K8uFSVwXOiA/cjmjvIdArkkRVtLca7vRQ2YhK2XWSpHAKZkNwezrh6EXJx75ax81fcew97Nwv/r6oyCZR8bRXiLvK7MMruU5/O8NV1RtSzhV0gWcObCsxmSJTuRbPNN/9ph6fvq/OofMeyBgrJIPMQ1OZ8SdAZMU6XhR+CuauSCdr83Zy5+YbjjbOASctSOtkSwFiad3fsCbPj5s8QL1S9gRGzHXrSbAgx/XMnWaWJDVu2/I0f53aiqpw59fXku0bPV5xoMcr9628oyZOjuvJWgJ9wbLfolFTTDRTAs+AsJicsZNUEicCLxUM4nxEWOJ4QACZEPn4LS7XKJQArr5eH2Wv128jFoC8mFDdR6bU4OVWgQWLq3XgdhNZTf7s0oFKGVSR71YpSqaonMEzlfK5hxocOlZqb5mPyPCGHTSXM1S1gll+XQSaI8RdeT3agDySE69MpNJGOG+KLEv4caK55qqId72my4mPBcSZAqHJhKYvBDpjxHpaSJSyea54B6Ky8jppomzO6DhpMmTz4hC2LPELMNIB3xQyZSQPLobsLczoubo8sT3aN5pmljQ1JIkhStwOznFqHMlmdihdHMAtSilC7TM7p4gSib5+T0p/Y8yeyS5hINHa+RPSTJKkbhewOJEMEkk/csN3qnuTF8UKYUSxwpXAzm/RAtylH0GsC0bWOwerzxUzlxhl7QLsBXMPga6qTF7qblUEkbIiTWQ5NF+pDM9LOHlJ8Z8+1WIgPYoJWmXXfOnHGXqgq5KkTBF8c3VSFFiGmQI7NA6VJfuqBhcj/pTMaDfCLEv58fd0+eR9dU5c1KCSXKp49IVAFfIk1+PDYHMdyIvcvAV0JTNmEchCtlCwdpETNyNsbvO/Y6QjvBF36PrEAgUWLr/7Swa3+S7IDtRRYugPDIPY7UAXp5BkkOSbWBlrubCcYk1KFhq2bjZopXr4fptm6zwGD60E02OKNA3oDXziRBPFmn6k0cJijSZJBNXNTaUQmPwTrr++xQcrXhcutysx4Ihpax1rF4WUUXCbUqLIUQbXI/ntQmdX9XflkI7FPR2zFht+87MtLswHoHSeGpS5PLEjee/h64oUGa3YjW4feEWgV6XKsPGg2qNZMJocHsNmCKnIUs3WmYgPfluHn/89n3biph5ZK4mMcmnDrPR/kFXThiXIRw0ZhSx3q7LK35uyJZu7Hl1bMritXLtcf9uK9r68qin+TJlSPdLMTXPoDtwxiKGfCvqJZC2G2GRMjceEImEQp3RtSh/Q9z9d5/ylMb7wwFYWupLxZoef/N5l3npLh16/TpwERIlmMPBp+yGpkaz11DAQqLL1aElVVC70FSLql2DuAtgla9tKsFlpmxJVQFeYXJuc0c1Qmjg5Yi6TKkqlw2etEnSQ8Cd3B/zGH7eIjOfkiVBDeTJsKl6XEhvR3cPPXr1qV4b4yMBVKhXNIeiLkr3FGDOsbg5L+MZtBR7qlB97b5ejZ3w+/DmnxUGRCcnAuN5NmTFk8NKAVVy0snRfTVc6cJeSxdqczUXJso50rEsfjhR+nIwpfOm2upLLdSxelXKi0P62QpDue72BZXENlntuPmY/FfRSSxQPeOetS/zD9/cYr9W5MBdQnxAEddD7tnvUlc/xmZCWlhydq/Fvftcn0Gd5y21L9LoBfqKpBRrPq7PYnqE38Inicm95GGXp4o1f0YvwzcC9DjxVcKtii+7qloGqNDspZSpSpQBxhcll6Q4cfU7zvHfC8gp88qt1VqIC3A7gnnTaW4tReTKy6hTpsgqeh7Cu4LuqtYdslf9gxNVnxLCoUu30GfrEpUQZhTGaNNOM+RnveXOPTz9UZ6mjQCZgFAlOjw+7fUQ1XVh9g1dmclcHKotChT+lCDZtzuJDQOd5cmNHr7Gp/H1r1zE5ZarV/aX8/2RxgyiMgdikzHZSliKIMshSS9aPeMfti/yL7zO0gk2cutji1DmB3w6pNTS6EWaMNSzbNnpMjEm2bTAcPae551EPFcY88KigO5BYqZzRKcmwaYqn863s5Pp0X4WJrwD09cAoSq3Fz0e2r6t6PKrsLS+XJOX3quDORli7ZO6CtUv29uopd3895LGDNUxFe7umhkKejPpNSmdcZQUb0eOVNPgVSTxnz0qqsLoNdrUZwlaDTitRtsyLp5mHNim3Xx/zra/q8ZHP+6BiFy8JQWQ0Sgg32qMINEUJ6vVyZVihts4SUTC7kqWMsrJiFJNuxkvJ3BWZUom1CskyBLQst30XiOF/Q6XULyWEUjDVgi2bMl5z6xKe10OplF4EDz0medudA/rJDM+8OMlq12NhOWGjNlidoZ86bFhruzTfnm2aybGYH3x3m2dOJPxfv7aBx4+Nkwof3/OYbggObLTs3hQz1tCuJIpEKHFlHV0F+8iHK4PH0X9jr8Dedgj64UalFXBLadH5iDEp84yJtLmuLsCdlRkTacrd2KTLngRewomzkt+7u8lsx3f7XUs36F0Jyh0brrD6XElXCq7M3i+lv0e8FhUWL8c7VPYarfjElSye3fYnGxsZP/CtXR46GHBiToJIAIVBMhCysokUVG20YuQurOSVi/8dVjPz61Blc+FeF2C2Nmfr/JrbIdArq4coi0NCuNTk8LziAlTXte88RoEPE03Ys02xd6vH5JggDDJQMU+8yvD7d7f4+Ocn2b3RMNFMGKtbrt4JGzeCDjyNrSn8jYZ9O/vs3brK6qDLlx4d44mTGwhaARsDwURgmKpZxuvkHlyLNmBVecFG03pXAHplLES1YULIcsMhMfRXV/afV8XXJVOXKUJTkSvF63JLw2FBR1Z0t8zQeVrQ9xOizPBfPt7igadqrrdNaqe9pXRdO6LsZho2ExQrSzXGuAKTj8Qo68A9WsEssxZlda5qn63aaF272XAaa2ZIpUalmtffEvOj71vjp/+LT5RK14hqJGmeVXEe7eK95YKgOsLBupY0Ku9PSQdCNZRYeXe9LdKDTqLZ4mvh2L8ILottANfLVDsEdb7SD1eFck2ReXVaSku7ozkzO8Zq16cRDqjXBtyws8M7bkt44LmIBw4FHNiUsXXa0ukJxiKF3rMtI+pH9FcX2byhz6W1Hr/0sQZfenqaVitgKrS0/HJr68BzG5FWsyWjWrRM6Q31tbRXliZVLTvszl4Hbkk+D+8K8kTaYbe32zbbVCSKGYK8kCU6n3E9DC5liuenfO0Jj08/UCeKPajpofYesre8fKjPZZbYiiypAroItq9E35UYs3TNjYDbEYitsrct54lL46RKAfQ01dTqKe95fZ97H+jz5SeUSxsiQUgSoelTKbpYgcSOyBUrixyLrbw3p8OHTC7z95k3RVS/lrkGt/n1NEOmrnT65OAu8FIUagqWFJUbv4B6lrnxEZ2eB5Y8fe2RpprX39jhp35wlg99NOH0WoPYZpy8FBGToB85nHL6fMwX70+o1RvE2STLbZ8tLcVYYKj7bkeyWr77b+CJof4u7a2lwV1VAb4+CyL+/MAWspKxKPTvcD/1PIsyLO4UQDYV5q4AvTLMfai9pZsSu9q13P1QnSOXQidNhLPEikJ7CyoTpOxl4JYVFiozKH8OfVKA2zIskV+eHhMluC8bDlSW76VUSJMhjSaJNPs3JXzra7s8dsinHeflV+P0eIyi2AdiFNwVDZ6/d4sr7gxvSJn7lgpQ4wJLSSFVCgbPPeT59bUVcBev8x1thv2+wy1SC/1ui4m7rpoZp4J+LJFSY4s+zETlKWyfV10V8Z//fpfMttFiQNjajfIb6Cj2MGlITUwQZBrfCsbH7LDz3C82acp3JAv8HOD5cJ3hjrsjJfTRvHWVsUdZfLRYctkoggqYpRrV4uXUU1MBuV0H7nxngspzAW5Ppxgy/uvna/zGp5pYoV3ee4S9KbW3vML7XhdQUsiTKsi/CXuPOPlYB+qKiWh9K5spyvbGYDKJkS4vrqQhyTykMvzYu3scv+jxG5/WJGkJcoMgEhJlikEStkRV6Y0eyhUKuSIr73Gow4f3pgN/7kmx+TW0Q6DbPPgsW9YK7W7znw+nWgzjtMLz5Io5MhXIWCBwKeokE0SJoq81nb6P1g2kcLHkIIupjzXwPQ+9YwoaSMy1HqlRtHsZUVwEFCJv+yqGVbpZ2p5XDrEsKnvFyGIlqYCxZObLgD3y/ZLFi6lJw13KKtpbilKSlON87WXMfaU961W+94zT4Amen3B8VvLp+xp0ux7U1OXsPfR8VwJgURZ4CnlW1d4l1v/sIk/J4BXQVyRLdW6JMYXfowJ0WQBdYqTT4lJqkiSj2Uh59xt6fPHBGscv5RfGDagmE4J+kYoTIEwObluC3Q5Bneticn+4dL4ZikxKhYlNvtJJRKmvq0DPh/qI9Sxe+R3Dc5LPV0yzSuCeDy1yu2BIIm3y7VZyYMeSdkey1k3Zf6DB5GSIvvGAodNOmfQTLi76nL4g6PYzzEgkK92U1mJ4vFJor5jYyrDRQI8UYyopvnXMJ0aW+iuwdjG+q8LixURTNwuxOpi9or8r223IiiyRMs+Y5EyudUqUGO59tMFXn87dgtJzAF/H3sNVQ4gRaSUKLbvOVFQgXPxZyB4l9FGgVw5jXBqukCk234rE6W5TyhQjyYREZRIjFEmkefNNMW++vc+5L3hExunw3AlFimYgcI7DXJA40eyqNzafja2Gy5AtwSfz+4ECpKKSLSkMWHnQWAV6EXjKdSyepxmLTI0armzFBICy8JQZSepZkswS5QQrpJtx3ulJTl1MOXkpIq1ZtiYSfcvtzdUzh2a/+PDT0bcfOu/hW00YyCEjVUeiFTP+ynHEJXMXO38Vla1R3X05Y6/X6OW/MSPMPRpoFhmU0cyJlJfrbZcmzCqvU6R0nTrST7n/CZ9f+J0xMqvLzIlUCCHdkKOCjYaMXRllMMz4XJm9/xxFzBLZxbJ/mUyxI3LFUEy9ys1YosyoDDW5dLlxYTRpavD9jH/6Q2scOa+5/3GJ8UUOWfcBEqPoU1YRqVhmUaIcAJ9/kDIXnq+2Q/Ytmblod7Oi3BRBCjH0qbjUYd4KKewwCC1Siqr4BZTNNMYWm1RBapw8cXgrAO5Os1KW/Ts7GM/Sx/9iV2xcVd1oZ/eZF7onTp4Pf/TsxYxWDUI/31LPdzuPeZ7C95QbGO/JfPs9N4K4ALmn7bCb3YFPMFJpHKb1Sini+ikvz2+XK8GoecodpvxeNWsi10mTSg68LOi4Xsvzy4Jf+L0xHnq64Tblka4dDemhpaAmIZDkm1yNNhdffuQxyHBIzugwIpW3exXTt4YN0xVdX34tKjf9uqpulQwqcwDFeqlX/ZmF6amUQFsee85ntS/XLTVyOEW8dBzmRSBbBX71bi2/V7VqVDMeI1LjsqC5/N5wY+DiZ1dY0SwWTN5NlmeW3DaILrOSGud4tQZCH7ZvNGyYqOHZ1R/woqNH9IGdAwIfGiGkkaQRKoJAjWRKyjkkZee6VqUcKYFbLdSYUWamfC0u094lO4qh3i7y46M7CoyweBXYlZ3AhtVKWeS90+HrzM/4vc+O8ZmvN7ChAqEcOoVGSDnSb6kvY++XTg+O7IXJ5bhYnwO3674e0eMwEmiOzi/Mg8xcd9qcua01pUdFSKRRZEIj+xnvuavPiyc9PvRbmjhIRxL11nhEuXdGFPX1LKdUSn948TksbvZKwdpQGq0QTodLy9B7UlQyBe562jx16Byl7t8WsqVwqUrpHIlGFs3Oxk3WyixpPjakxGY5Cx4EFxcCLq4YljoDN+xpdtkNpFzpCAJfMd7S+J7Miyuj6bBhELiu4aD6LCuAHc2c2DyZX9HiYhTYpZwZBXaZTTHIdXvGlEdWAXoV3Bly6DnJ+PLjAb/zhQaDLF+CRJEazKuWwo5o7yuW5qtAhxENPiJXxDqUX1Gl5CnCoorIOsajaCYpPSlWViqbspJZEcoZs2RuzpKGzGgCz/BD7+zyjWd9vvy0SxcWuXGkwFhNZJztYmgiGQF3juw8TWgFLouSB6OykmkUhTxZJ0fIpciwXC/s0KwlhMh7O/MVKR/On+V4y6TIR8fl27VIMUIwUrgVM4olWsF40/VkSgF6y1SAFDBRs2yaKMZy2Yqra7Q6N+rwG606quryWAkihVjH2oVltgrsdcGlEJXMyRX09zBFuJ7Fq+wtszLA1Am9CH72t8c4eSHA6nK35BHtXUilEWCvAzRXAHNliR7B8zcR5CON2lUNnr82V9Tjl3tTjMwdh7LK4gqRGYTQyNiwZ2vCv/jhNt/4JwGdQf5hTJmby9AMLBUkkm/1k4NdAka4go/EDamVThqQZ0SKym4B4irQi6DSjAToRRtbBS9GjBBlVqmxyHzoZ5mdKiVOkYVbXLEo30cqDdaij82OYZEI22PzWJvtMx5xCmma91/mDbAlUzlQi5EsRzX4WjcAsnjm8u9VgV2yfXmziHybDJcHNyOAVy+ZNanszpvnvLVOSDP41T9p8vTh0OW8ZcHcZebEE6OyRIlR1hZVsK9j7jyPRXXo5pX4+jImX6dTqWjVclSHyDXoOrehcAw+DDqNdCDPJEbkR5ZLFWO4+eqEv/Odbf7dx8eJs5zFYUi7GYrIlFocCV6RQsTlqq3Ju32GhR4H3KK8n8/zHAK8+lwdyZaxvhmiOKfVBEQB9jKjV+3MxzpHa5pZ0gySVLBpusdrXjHBpo0BcZyhf/h734PnN5m7+Czzpz/NpmlBP9KsrgV0B5okFUOmKX0ko8MR1xdxRufilW+ekSXejrL6OsDLETBficVLOSKrsmTkyAPLMOMrjwZ8+E+atPueywHmOW+EmwvjMidl1bL0yYzq8HI02xVmEI6EZWL4tVgP6HWsfRneR4BuKwFalbWLqbC2EoAVUsWlETOpkNY4v0qqaIWGH3lvjydfCLj3EQX1lKEoxtFqaiQDipgi1xCmIldEwdy2zKIUwM+v+QiwKT3iVdk2go1ck48A3rgbYqQCXnldrIBJCr3IstKDfmxZWJO87e1v4Pqbb2S13UGPtwxBCN32gOPxHO3ZkOmGTy2UxEmeNy1WrpGgcDT1t36afzWwGv0wV9jDpVgZCslSAXl1w6NiP8iCpUeYWzmgy4pLUMoUqVMOn9b8p0+0OL7ku+hYVLR37hj0xOhOFSMgv5I8GZEm6wfaXE7UIyqlUtgZgnyd7i5dhhVb6voceQXsQyOWNcNNZUUhVYR1UiWx7J1M+fHv6nB6VnPsgsDqqsASID2yHOSsA3khX5QpkFoWa4Yxdi7IRVVvGzfTVlwG8ur5qqzyjBLIqELINX/+99MMujGIMGXrpgH9fkSUZQwSRZRK9LGLAVPjHl9+qsm/+81tNGser7s+4fU3uPa1oQSpFFuq21YUm7gKUb7JKqirF7YqS0eBXi3Zl1vVSbmeyc0Ie1eLOdXgUqoMKVP8IGW2LfjZ32rx6a/VsZ4qy/HfhL1L3/flJfkquK9U1KkyevmBRwE/cmbWgb343uWelKoOLwBthxVOW+jwnMGlKF7nwadwXemedFmVdiT5yV9WzK0KCETJ5EJg0aRWMqho8BGQi4pckbiiUMHY1jG8LCSJHSWDkYxS9bxVzx8VqUKVwasTbMtay4YJyatvErz2BrfX6J5rLRPTsKFl0TVfoXU4u2ej/NJPfPv425aXe/SiMS4tCTZMZNT8cgpU0QcpL9PNDtxXIq6RMRKVO7awa1ZXBAee6j6MFYkinOZ2DJ6/lmWlUsoMmWdNCq9JjOFzDzf4yuP13GuihsAeZe9y1+DqvMErmqkqLCTF+pv28hNQ1YuXPapelCqgKZjbgcfKUbli8qE7rulA5IwtECIv/OSZFSkrnhUpEbnjMNCWt75qwLte3eP3v6iIU1GabnKPqzWCVIrLQG7zLIvFxWJuRxRRBpqyqsPF0Ao70kV0pZvdVn5UKqayajziLs23ZxcQ+oKpcU0yqPHZ+yOCcAvfMlP/0uad4ezKYIB+5Y37ePj+j5zeOh38R3PV2Nu+9tACStbdSi5Aa5PvE2mGxZZyV90ycBi9buJyQ5EV1aSTKyYU7F0w+UgmpZQlwy2kRXU76YoGr2ROZO7zToXhs/fV+NCHW5xf9MBXjrmHgaUbqj5StRxpulgXLBfMUbz3dcAWlSs3svSOXE9xGdCvhPuRibPr/eF5X2ThMrQSjHGbtBYZFWtsrsMtQiiMcDNECmZMIsP2qZSf/OE27YHkMw80SLKKcDbFW9WkUhBVQS6cTLGFbs+BTeHlzke1VXV4UTQqMnPrP3u1hW+UHUpycZgQw8JhYSWxFtLUYmyGUmvIxhYOnx/8x+dOfvX0D3/P+90ePU8dBt+HU6c9VtcC9m23tOqWepAR+hmBX+x6UA32zEjgaHMhNuqIE6O6svIhRjMshTQptbcYAXnJ3LLC3iXQRwNLz8s4tSj58KcaHDkRQEMNsyXDwo6UQ2ky7LOEilSqAvqljyIcQ4wGlOtv+mLFKv7FlYo97kyYdQWfdcEm5ddF+V6KHOTCDnPjItfnQpQ6XIqiK1+TRJar96T80Ls7PH7Q5/TCUNwypF0L1mqS4sY0RQ+mGFYYrXSpw4LJh15wGA4PGn7+qvWW0glQpj3XMfq61dJdJ1emz4wb2yYBrTOW25LN0yFX7xFs3RaRxDGQb0J1xytvRHs1dm20zG46Q+DHhL6lFqaEfrmVddka5ti02Kq5YOjCdONysfn4MVuZ0ESZchwJKsTlAHeBZQlwJUbBXWVvKTOUcEGlVinLHcGv/H6L+56uQVjIkQLYpTTxxfp2tLJLR1VAfFlakCt8r4Lul4ovX+pR7a7/f9v77jg7rvre7zln6u3bdyWterVkWbJccAXbGNMcmmmB5OVByAMnBPJ4tBACySO0PAIkocRgICEhFBucGBuMbYwbbrjJcpEtySq2pNWutt82M+ec98c5Z+bM3ZUsB4MN783nM7plr+6d8p3ffH/t+8tVFUr70VAWlWBJaQrR/ZC52DgFIRKcSBChLJ0JGxLC1GVEBHhD4Pmb2njnm2bwsa9VMdm0dkLTD4BAUobYBLBhRhQaSw4r64l0G00VYXqMOugYJJQkHbSClcaJsPbbLOrckDS77OhMesyV9Y65wGwzwuMHKIZXLsPQgo2YrTczgC9fMoBa98B1X77zx5+qevz9S4cakKAWqPNxZ0qE7niW1kmy0sicaZEaqbmhZdHzd6C5ocLOqAnNfnMO754nodOiEv90RQmXfr+EWa6LZQzAiaEmSmbYTdPxmda37cl3Zi9TS20FHfJgVnNFczt4jODOWWcro3nkfs1scCtNnU6kllsVOFEISE1fJDih2rFW2n7gEiU3xtteM4tD4wz/8G9lNM1OmX4zTVkkZcqSG9Cb+nEq9dgf20RD13nr82uF/7M7uo5hS6h6EgHEgiA2wJcml5pxeZfKtJTCJUQJO1ECpwkIwbFxDYMUT35qcOFF1+17ciQDeFfPIC758t80iGC7nXIIwsZQK8VwmaOuWJJZVKMMZaiFPq0QnGRd3glDwhkIZ1A1ZzSVZCZpaaXMWW/lSHTybwNuleg5Ei0xDiZcgYd3ePj2dQXMxI7m3bZTqZS5CDQ1SS33Ebi3BfZ8CMtylDs+a4Cd9zePjvQ0XW8sl+yw2tJMVpDWRZBFVoSErtmgoCnwCYjleKpaE6aiK4SCgIIShiSWKAUx3vDCOq69w8P9j1EIc9uSBujmQlMgiohd2wAAQaxJREFUV7NlSVZHPg/Is0Ohw33ShD4zpYBYg7rNlTPbFASxkJBCQAphXTBGbViNaVfzkfRdAhK+E6PsczBawv4n6rs//emPNd7//g9nAAeAzae8FKViiG9fdRP+979N4UUnz+Ddr5pBwacAUTNsKONIOEcihKpDSO87BKFLQShDHLloxx6i2M3SqfpeZW4/2W09D27SGe82ERXG5zqWVIAS7VTSBI4r8MAuFxd/qoZtO3wVEiR21ISl1tujWdzbsaz3kXsu56ckucQOgfUqM+3HRFc6HK98XHxuNZ6QUolckszpNJRFEGW9haS69UuVmxIhtWHWNMVYcSKBtsCGFTG++P4pvO3jROuh6603kRX9XIIhAgAN8rStB3mQG86d3ewy30NAUZJEELQ5MMOBZiIhkhhIIng0RpFx/UkJQF2QrYShyV20KQNhDBIMPX4bb79wAqevEaj1rcfQ4hciSRqYA/DuWjfCQohlvSW8YE2AU1ZxFMMphH4TAMfYjMDeUYKb7vaxbacP1xwAqIN45pY2Tj4uwmA5RhhwtSOCIRGayhCS64rSNmgecGcxcBUm5OruYQCf0hFtvUkCx+WYlQRf/o8i7n/YB2cmS2ml46kCuGPCgkTfW+ax3qn3bum15LKXZs9zYNeAJpYlfwqEzxdRyFL3c6163rLPUzMuiS5U0haPKGVaYQyJRAZ2A3Shvo1xiU1r23j7K+r4wOdczHK9M4aqmKEI1FhyzauFBjRV3JzrYAO1oms2RbH3g0ugLQhaXELELfQEMxjqa2LL+hbO3txW9y+ptsN1ga07Pdx8d4C9hzyMTPvg0kNTuLj7oW6wFsUZZwygq6sfrVYzPa4pwGsVD8VisHNosLSrd4Au7+mawGS9DY42fnR7gB/cXMJNWwuoNzy0miyrjwRAIPDvtyQY6mrjgi0zeOvLGjhuCUUUe/pEdjiZtqFLEz2dIUKRCwkqGiKsuLdyKl2Po8GBr/9HEZf9tIg2zVLwndab2mFBmiV0OrOWR6wUzPyszEhn/3RETuYGCZ/CeOfi35iHhwsglTK2LbpNWUzkxFh1IgmIoCBE0RQhqHLwBbPCvBKEC3hE4qJzG3hkr4OvX1FCPdYHTDXWWBtBIEARaRVZIrTeCdWaJtpiC6h0fi6h00HnYgnwZoxNy8fxtpeN44VbYvTVCIoF+/4oASrwO6c10HhNHbduY/jBzQF+fFsJpYKHsUkKyQpoxu6uKAl2tqIk/b1U1eTTn/4MXnD+6buKBb/vmjsOnX39XXUAAnsOSbzr8wtw/84etGUJxAnhFAI4gZeuLPABGWBytoA7HyqgLROcdXwbBAFabR+JdjqV3oUBA0G+5gRWplJaYM7XedvW23E46jHwtauK+PilVRyacK3uHDdbieqzdIlqZHAtipJvsLDn/2R1EOkFkMukZXXyuRlCxJ4rlFnSbJDt3MkVuUIuS5EgFUyinYVJ+SRbLhFl19t3XKA5gMH6rvTGKlEtc5y4LsZMg+KhXToJ1Bn/1Be1tKhYZxGaMX9p4RQ6DIg2fI2YoODP4C/eOIq3vlTCd4qI4wLqjRCNZohGM0Cj4aPRDCBFAN/1sH4p8MKTmnhsv8S6ZQyvf36ELRsHIPzjvnBwZOdXN23cMteCA8CZG2L4VfKj228PLxwJB09YMdDGZ38QoMWrqNVcBFSFaMzuZbZKnUghKZqJg+t+MYBLB8fx6jN9xJGLKKHZsdHxZlgRmJSL204msa24diSJoiSUKKeS+gL/eUMBn7i0jJFJR4nc0I6Yt7beJizoEDlHwD4X88aRYt8kB4zOCErKM59ujLDTgttJD4uqAJ2W2xLJFBLKMCvHkpIsnU9yVlymIUQi1QrB0nMAIRG3gcFagg+9dRrjMwTfuroEBBkHTxNBmsslUh0XpgU6KXQJgQGxdY7tO6NJJPZSjled08ALNgfYN1JEHLP0wslYe3aQKRFwHY5ysY43nBfh09/uxpJaCQ3Rd/8orfyIoZE7pjmAB72vxh3Xvf/nZ28kdz++f+KEn25leGBXDYNVBxVXKHCTrPDHhEMJsduugGYcYs/+IezeL1EK1P+x5R0INTdg64q3ubd2LrNYeAZ008jg+Bw797v416uLODjqKcEe6ljgNo/K+jnWasKCuW7/HE3JrJrNt21Lls5YtzF9bKyk87TN/3crQWZmU87p3YTFyXV8XOYiKNrx1AaoE+wqCiK1w6l0qwgkkkhisIfjTS9p4PatHnbtB+AjR1Fg7saSIQFBpCM5qktHNxFb2R1TNMV0KyAjQMEDFgTAiu4qxidraEdMlzpndJUQO7mlQcsEmi0f6xfP4JxNU7jncRdij7gbuPbnP7j0L48McADoHarBdQi+fs0sbrnHxdKah4In4Goyw7maYW8EIg24jbxE4AGVIsVQNcChcYm4nCD0OTyXQzoi5dtmp1Prba0p504zmFm0hLEEjsexa7+Lv/xSFT+7JwQC2sG3M6cShMCl2nqnDRpZMmfeqsHO6Amdx7Ijs9rEIpW5C6ODu6cnK7XOtqOpRfA7AJy9JpaFt8KDHeW08xVlEdP9Q6gmFqZm3YQRTTaZaasuQVoS52xu46/fMYUPf6mKxw9qPt4RVVHZTYZYauMhkU2CyPZMWXl9DjymmqkCD6gVGQ4cquF+h6JWihH62Yh1xnSAQqpu+jhRVZIA4DocgVfAS7Y0sXwhcM+eKigRnXCeC3C/+no4DotWLfpP1Md3oB0JOEwJ/HAu0WwLNNuqTNF0VzuMwHWUMFAhoKgUHbgORasNND27M0f12hln0yCCdDqYJEvypNRE0xTH5dgzyvCRL1dw2XUFRNRUCHbGuzujJvmkzvyNGR1OZs5iI4tv25ESkj0c1XDbf5yvHkUaXjrXksMqdTCxZPMiczSltuIms2lFUyyrLgnVCSGZjhOBXQilN44D8J0Er31hE1wSfPgLVewdQ1aUZaoPtZyskBSxBFxDUUyUx+w+yRtDzyEIPcD3CaKEYmKaQkoXUczhe2pOlOOoyBokECcUjTZDo8WQcJ3NdCRm6gX0DKzAB/7oFRHnHJ/7yLuODnDHW4BK1X/fSZsWrLtv+57nF1iM/i4PvkvQjiRGxiPEcaJsFzEd9Ur9KvAoCj5DGKimZQmpOp9197OjU/aG2qQBr9R6G+7N54QDVWdOgr2jDB/4xyq+f30REdVqVLnunCyhk4uakHz567xxb9gOXIclzj3PoiY5emKHB57mYtem5IqsLIue/k3mrbzJYFLLkguptbo1uCEJiKQa1JqLm3Q8gbbcJpWvtyiRcCDx+vObcBjwwX+oYu+YdWUboGuwJ4QgJgpUjszyHmZJj30qFKWOZJIINFqqr1IIpoZNuUom0GHKN0s4weQMw8HDCoe+S9BTE+juknBLi24cGhp+H0R7znGdA/DB/gDfuvwnM5DlR/vL4ZlDNcEGexOUQoF2zHHdLySmmgQFX/l0nqNk3TyPIvAZAp/Bd1XzJyV2E60dK9LgJjbXsq22qT8x1jsBdTgOTjJ86IsVBW7WEQakmdU2lYJ2zDs3ARh5653WHVudJ+aEzAkX6u3POZjpC5klf54OzjvS8QbInchPC9pgD43NMpy6PTIFtrHqQvNvmQsdZu8LQUHAAArNy835USP8XCS46LwmEk7w/n+o4eAkLL5F0li5kI6y4lIB3Ekv1HxQwj42UurxJLGE06b6a5W4kdoKAZ9KVEoJnhiLce9jFO02QSkk6KtRnHhclZ+yMnx01yM/mVmx7oI5h5ZinoVzAslnLz5lo/vAssXTWDg4ggWDTwLek3j4YBuTDbXRjGrr7VEEevU9Cs/VOil2x4+1b3PS9Ck94SktYcSq8WYJhCPx1SuLuOwnRUVL5lht23qr9inXzlTSY8hYprUPFiUxERRrB47Er4nFZ54mvvPZzDlJnfkzmimXR0flZgcHz57TrF5I6iSQtUqtUivSR6blmRmcBHjtixp464WzcBIO8ASQCSASQHK1CqFqSiRBohM5ouNuY1+0aT1KoqantSOJdpug1SZoRwRRrLRPCJGoFttYuXgUsTOOfdN17J5oYtdoCzsP0gcOT8xezOj8x9aZ783fe935+Mevf43zZEjecueT8J0QjdjFg08Ao2MBVvUoq+cwJQTk26tHFMCN0pUl42ZCgZnlzHNtO1JiWs8cloC4EtfeHuI71xZ0IqcD3LQD3Hase44j2cG9MQ9gc6C1DI9FVRTWbYIOzEfEjwZ0m5bkwG79Ld8IYWiLTC1jXjvFWO0sjU8ksuIrq45cEAqiOxOIBn/uR+f6a/AIx+vPb+AXjzj4ye0F1ejACIwcHKDqWNpCNSOkXUcWXbEFRbke7BpzAScmiCgBpQzZlGsK11HbHyUEG5YKfOT3D+PhvRU0WkWUwhgb1vdIxg7xpWsuOnaAA8BZzzsfrVbrO4/vGF3tirGidGdx+6NAyaUIHGGpzhJ4WgnL09bbc8yM+Gx+ZdaZY/oq7SxlZxJHR0zcBNQVuOrWEO/7hyoe3q0ljueAnKXgplT1FNv6JozINC2fgd1ukj5KQqTzb1Z4MFdo1bE+FbhzaO54L7N0JIuBW1HlfH24UYuSOYsvUqoiO3g4lJqVoOm2Cl3vkduotFzW2rQE2LAsxt+9awrvpcDVPy+qj6eOJwV0H2hbT1tWkRNY0+JMeayqNFVzMAki02NAaRrloURF5nyXKpnkVoBS2MbuJytwZRlDq/vqx607/zueHxzxENMj/eGEdcNSzD7896958bLDLzhpHGuWTKLsAtVAouADgU9SShJ4TD13Ad+V8FyZgtyEe1iu/NWe1GBnLC2pBxbDcTmuvCXEB/7xaOA2q6IRPsnAnU5Fs0FtgTYf9susec7pBDkmAOfAfCz8ZB5w291P9sfmlUCz/iY0aG2qgtRaWoJBkma1+Rr03FAXU8NvzeIUZg4QV3M5hXCQtB2sXZzgU38yhZefUVcjsHkCyDhdpRSIJRBJINHtdFxqrW9BwGU2e15NMVbTixVN4WhFakxgKyJotgkabYZ6y8Fs00ez7eGx/Q38+J4GpviKwz/+2WN/T7ylR0wrHNGCA0CpZzkmp6dx+W0l7N7ngsQ+emsSpQJQCpXMWxAwBD5F4CmZP88FPFfCdXQ80zGTzvJC9aoDXk8/ozx9pDQBcxIwV+DKW0L8+ReqePDxIJubYyy2TsGnlptoy01lzqm0LfYRgX6E0CBsK209xxE+Z5GWNBF0LEDPOZcW2C13LwsT5qIpOnau9Imz6KGJoqT83VATmapiwURZhKorAdUzAOdwLLVzudRXRLB+aYKPXzwFCeCqW0vqfUdLNBOKBC5aRFlxlyjRTGZWrvy3mEtduiBBE3VeQLj+Yab3RdfvMxeH3QADPWW88RyO8QZw9plDKBYrRz28RwW4cPvbs83W2zetWvu9xbVfFO94iMCFj2qRolx0UQgYAp+ktMTX4PYcqUGuhPSz4avWxOF0Tk5+lLbLYjCX4+rbA3zgCzU8ZCw3s622AbcKe3R259jUJJ1z30E15lWqsqn0PDw8/0jSv2dgwPymfB6gy47H7IPZO3bG2PxdAVZY9IWknByak6eND9LIN5DUmhM7lJhmJaHFS2ApyipKY1Pz7IIkQJtgw9IYn/rjKQhB8KPbitYBUnw8NiPFCdKJyyoPQeborqvjLCBBISWHlBKcm7uJ6vT3XR+tKMLNWxlOPH59vRA6b+/p6ZkbGzxWgC/picSGxSvvWrmITn/yCw8UIV0M9TqoVRyUCtqhdCQcrSrrOBrcnoDnCniOgOsK3fKWnzrMHDNpWIvS60nDxE3w4zsCvPfva3h4T6BuCUfk3Dg6uEnWsJpZajkXwESm0ZE54po2+Dtf20C3rfc8GJ8P3J3vdVKRzr/NcSY73hfp1uhSCJmBXl0PGdCha0ikFpUXMCAXqcMI3SGfXrn6wmCmejEC1i2J8bfvnISUwLV3FsGznK9yOMEyR19ATZYwlttq5jYOv4TSdUm4mp7XjihaEUU7phDCxeIBD8ML21i94ezpBCvuenzfzDzu8DECvNrVAyAY2z8mLtq45rSflXGf213zUC0CYaCoh7E0ZhqW54h0dbXchKIrHK5jJIyTHLAdFitwOwluuMfH//x8F7bv7aAlqUA9TZM4DrUKqHKUpIOOdNCQzuaFFIeGfqDjvSO9tr5nDjnv/H9HWXJNxjao7b/J+f9m/Tn7nMl+5tL4JikkwaRyMgUVqfWmNAO5JKb5WVU/pqCmGc9n6W8RrF0c47PvnsSffAb42d0ATw8MRQKCJqdZQ7c5N4mqvsw6w/SFqe9ASWKa1DkYI5j1KepNB4cnPZx1xpa4pxxdNNhXGptteUc9tkcFOCEhJg/vwemblz05WEl23ch3rin606iWJAKfQ0qC2YaLRksVqjhMW25XWW7P5fDcRIM7Wx1H6Za4TqzA7Uagbozr7grw7s924dF9xnLracMp91aJAKNlkvZUAnMah+etMzEp6SMA3TDQOQmdI9CXTvSqrCxN0+7qPdL5sQzYRwK8jWJiU5Cs7QvI2tdsq2+adOx6FdLRkW9YCE1pCgChIlBK9kSDjZgpxgrU1KxEy8YhUYBvE6xcFOMf3zOJd30WuP4uAm5d6RFxQQgF47Dsu2mIMLMzswYJc1waLYnZlvJBQk+g4EcYHqqCBOt2UX/Fk488tgfrVi89KsApnmJxHYrb7rhjT6OVvK1/4VK0+SSWDI1j8dAIDtcncWCSgwuAUB0adLQVN+C2QO4wDW4zG57FCII2mJvgp3f7ePfnuvDoEyGk7wHUB6gHMCVOTwiFQ1VdVUGvvqYnWUInn8whVpKpE7xZOHBuLNycmzmFVfOEUPLGW/97ZOo9F8zGchPkOHca57Y+lyV27ITO3M/krDqsRNCcpFFHEsgMt9LSbyqiovprOWfg3EGSOODC0b23rlq5h7jlYeVCic+9ewrnnDQLGkdAFAGiBfAEEZdoCIKW7sFsc4KIA1GSrXGiapyURjgw0JOg2lXHzsMxdowBgjWxaeMyUCRv23rv7XusdoYjLs5TfaBYHcb0TB3lUuHA4yPk5r2Ht501MLYX9+wArrvLw+JeB6eto+gqK90Uz+XwPAXqzIIn8FxFTTwnhusoSlII23hiUuC2BwJ89Cs1PLq3COkbi+0hk3jQfZRW8sa+5RHrdcajO2XX5BzH0Y55myX7ux0RyT40x8GcY9KR/7Jjhbqc/2Mp6K0ICebVTkkNe+YIpkDOR1jSDLvUxluL9QjdtWOog0w1a2CN69bhRkrBKNcXCE3py6pFET7/7kl89KsCd2wtYu+4BAKll9JMXKSOsrlYzc6lupeKmRZ8hpOPE1i6sIVr7q3j5w+VcPKGCl58zsqbB4bPPJDEdbhe6SkP61NfAgA+8YmP46Uvu2C8v7s4A7Re969XH8Ct9/ZiYbWAlQtc1EpAKRQIgwShJ+B7CQIvge8l8LxEW3LzGClwF9rYeVDg418t4/PfrWHvaEFZbubr1QGlDB4jCKiSN/G1bIBj6WMw2pF+75hlmYn5dKTnrfp1c2DNc/WapO9nUr7mc5nwOjXOKDEdPrY4e7bS3Hvz0KP5HFs6j+9wlOdmbmn2/Z3JLJm/sOdeiTBjRbI2Q5reAYyTKaz7ln13AFS8vb9L4JyTWhgcTPDIDobxCc0jQZCAIgGFlPnr2ZgTRlQhVuhRgBRQKRZw1gaOoa5ZLFpyCvr6Vv6vgwd23TIwtPJYoPvUFtwsXnkQtVr5Lv74uiv6e6ZfWcQTWDToor8bqJYSFMMEoZ8g8DWw3Ti13oprJ3DdGC6LEBba2HVQ4q++UsHl15fRkr4qDqY+wDxNRwh8qkFN8rLGhk/TDgvcyZOzRM7cYNx8q/mOTsOsnsscn86V0toQIRmH7cTO0ZZcFw+xnttRk5zjmP2ATVHSjKax2rCdUmInRzOLrx+INIViOqokZfpaHU+pMo1GbJ8KpX9I1ZAoMwkOIOirtPHmCxrwXYG/+jKw8wCAUHkTbelBMIoEShdFWFEhc6wdxuFORCCPu5iY6sLG9WuwYfOKK8o9/XcBs8cK22MH+OZ1y7Fv75N73vCys941c3AHG61MXTjQ1cZAd4RqMYLvKwfScxP4KbhjK3ISw2ERwiDGroMSH72kistvKKNFfcDTfJt6oJTCp0BAZU7egXVSjk7EzgNgdDx2AjON+Hb+f5OOz31Hhx44mft9823DvFYSGaVIHUqCHE3J0u6Z5J20viurKOxIACH/mP6qTXP0tkv7d9PwokY+yXOm9CIXpoZIRWEYFZAa4KrWX9WHS0Hh+21cdE4LkOP46D9J7BqRgC8AKRBLF1wyxIIiEhKxEQHiEq2EoBEBjXaCZpOD0hLGZhdcWe554bsOjx7a29u/5pkHOAAML16IBx+4c+/zzzpx2/7HD18YYCv6umIldpl4EILBcRIEfgTfVU6kmZPjsBheEGHPKMVHLqnisusraNMAcI3lduFSRUdCKtMZ8Y5VBWin1XN4kR1WrAO4OWhZ583css1n5yR1yHwA7rTO2WSyfNXhEXh552JZ7Fxo0OLTBpi5GPl8YcUjZEOlfVewfpOYY6e7ZqS1f1J07nhe7loNCKMQTIBTASaVII8qddUWXaqGhtee2wIwjg9/UWLPIQH4HKAuBHfQoi4ipmYEJRKIKEHckkhEAkopymMc3UPdGF56/LY77rxr7/NOPeXpQPbpARwAlgwPolgd/tS2R7Yv37l79+tn6gewdVcFv3MKxzmbBQK/jVJYh+u3AMpBiIADiUQI3LbNwZd+UMH3rq8gYj7gBADzQKkDnxGEVMKngMcyrt05DIpY1ic7eVm89+jO3jH8jcy9MGxL3emEknm+Y15s2zR3HofSjnfDohYpYI3gpQW3uXTF+o7UCh9hsX4nTfqk22JHaMgco2FmK3EiwAQFY2pWp2QK3I5WUFClsioh+NpzI0BM4ovfT3DvowVEcQzPxLeoi5YTQkgfXQ5w7omzePHzZnH/rhjV0hBOOWHBd3oHT/jU9NTepwvXpw/wUm0xvvqtq6Z6u1e9ZccTdy/ctn3wzOUDATwqIMQYAq+On97LcctDJThMwiUR3nBeA7c+EOLDl9QwWfcRMx9wA4AGYIwhZMpq+0zTEpa33tkYwgx8djeLMPkKSF2WmaHHXATH0mjTycVzj7DBjRz6O/l69j7JfceRcCY7QJ3SFmQWOxcFmQfYnSHDPKGZu6Od22Sst5BIubRdmJXROWsiB6XgVMIRApxSCMHhpDXoZvvUD/kSeN25bbz4eW38xSUxbn3Awxte2AQDgUMpbnqwgGvu7Qf1QvBmCVG9jFecOokWyC2bj1/5lpnp/2ysX/vKpwvXpw9wAPjD330Zrrv57sbrX/H6aPD6H2Jh1xSWL2ihEM7gql8wfOwbC7F/pIiYRwgxgUPjBHc87OHwlAvhmUiJAneBAUUDbpYJLJpBsZ3lrWkjiT6AXBBwokFuydnZHFTq27B1vDvP97wvMpCTOYC1IyD5sCM5ypd3gMq68OxaD0MhTNIlJ52MvGVXq21/84DNE4+M4qX0jGRXlwAAU2Woa0A4p1Y9eravlEpwPSCMM91upv+vaU1MMwxSJXM8CHRXIrzj1XWctC7Ca1/Uhp9UECc+Xvq8NvxvjuH6e/qx86AH716CGMvxmle/JAIhjSVrnj64/8sAB4DTNq+FlOLOmrv/tJEnrw6XLNiP6+8HPvmtRRBxiBOWADOJi9OPj/EXb63jo18heHAH08kbHw5lKDKJIgMCJjNaYqw304U5HeG7lJpqy02IBDjJcUybj5qza1vBpwL5fM9tQKcOJ0gGasviE8vsP+W8NYtvZ9toqgTz1t1OxWeUJg/uzIpb71serwkdGj5tbwSRSO+AghMknCIxxU4yuyDN/6VmnLrut01HigvDwzOqQ4wECDjufMjDX1/ShWY7wemrq2i2S+ipNfHB10+ByMO44b4u9HYHKHSf0HTCdXdS+pT5yGce4MVSEXFU/9CaDafLB3c98Gc33P948JnvDsPnIdYNS/TWXKwcprjgtAC10NN9ew7APDDmoOBIlJhE4AC+BrfrWNREW2/zmE43M+dVqHpiwlVIjOuJA2bcs6nA0SxPJYStAqWjRT5yWUxrtd9PwZw+WiC3/mY+Nx/C0zBeR0TFfn9OHXhHBWFuQNWRrqT0OHS0CqYS2PrKF1R3wysLHnOmpRo0XTHfQzKAO1yCMQrOVaWoEAJCcNhZUkD7UYmEyyMQUEzMVvEPlxex+0QHKxd56OsKsWyBj/e+dgxxcgjnnXpq64LzzvwcpfQvyuXirx/gAOB6RfHg3Vd8dMngoviHN23+gJPMeOuGCQa6PSzop1g13IbvOpBalxrUB6UeCoygzCRCB/Adbb2Zzb2zkeH2yGaaAkWd6IQDsMZzcKmL6EVqk9IYOFEfzcWGO62f+e7O8F4aJbEvhBT0WWLGJHnmoznzLp1hQW1B00ImQ1Psi9MAPzX7+Rj6nCXdaAkzMsZu8DbHJwWifuSCII4J2jFDwhXAzWIPAuZMggkBRk1Tgxl+wLPKW+gLgghI7iplWlBEkYNH90okXGC64aLRqmD1Yok3X1CNZvnyT1/5k3v/5i1vOv+o1YJPtfxSAAeAe3Y0olqt+5OL+pdEp6/f/dclP6EL+ikW9MdY1D+LgZ4p3HQvwe0PVyC9EKFDUXYkCo5A4Kg6cleX26pHwKEEjFmZSpZpAqaFQFJ1fBOiahiEAKJE1ThwDVwCdYHAlGVaDpptKecJWuedxw76kXtE/v9mziaxEj5zUZ4yk4649BxnEtq3YLYln2u150RS7N1K5yAhB26jvW54uJAK8HFCwQVBK2JotjOAm4shG98ukTAJhxE4TOi7p0idVJnSFOjEnESzFeKUdU2ctXkCN24NsDdw4DoR4sRBs8UQ8QGxZPmSv14xWP67Rn08+mXxeUyp+qMtP7jscrz1D96SLFowND7YV347SZ6ga5e2sHbJJCIxgctuTvB/vteLR/Z3I/Bd1Fyg5AqELhC4UvV2OjJtVHYdJSLkOeq55xL16BC4DoXnqkZnz6VwHWU9Z5rAwRmKqZiizglaXLVFSRjJ5ix9nU9rZ+n6zJm1R0dnVjkTzcxeZ82xZgqvLbiZXQRZ+j67E+SupXnoTCc1ypUAUHTQJ/WeGYFO0gnUurIybRfUrYJMahoo0iYUVeFp6vYJZuoBxqZ8zDQp2hFBnFDEXAGfcyvKAi0bh3zExX6dWgsN+r4asHl1A67bxiMHPew95IHHAkQKnLDpJDE4tOLd9Tr2n/38C39ZeP7yFhwAhoeHwfy+x4b6Chf3dtW/tHv39bTOJ/G9m4v48V0D4LGPWkgRMImiIxG6inu7Tt5qO1o/02EKMI5DNF0hYIzq5zSn0IqKRLHcRhLOYOsjDmalUphllCKQUHNsTRZUKitOkVlxAPlbe6eHafi/9RbtaHzIHE8VHacdln5OzBuZL2Esd9pck+PgmbOZlsECeett0Sw5D0UhFjVJh+uSbHiuQ0Van+86CbjkuOuRMnbsLWNmmurtIpmuINOzcpgS5eFcgjtKTJ87etKbBr9wSPra5uQxZxjsFviziyKsXzaC79xYQi0McNLJZ4qhBSsu3rxx5WO79hx8JqD5zAB8zZq1mBrbHlWWbLn0xzc/WPj5vYs+e/sDDBQlrO52EHPg0IwKAxZcqSS7NLgNBXEM0LUMnDqABA6j6qDq18yhcBmB6yrBoUpRYO3SCLXqIdz2cIzPXl7D4wfKiN0AQo9gyerD5Ry1pTmAsIGL/OMcS6wfO9vh5jij1oVjIhE2uGE9z0WIKPI13h3JHXt63ZH3KX8x2qMZHcZ1rVCE0G9j98EEn/9+GT/bVkWfz3DcgjZKRQe+S+G65nxow8O0MXIIXCHAHUVxpNBDyBzFxxMqkHCaOqmUKFm3A6NFJJzhrPVTOGX1OKbbq1GskPewDVsu3br9Mb5l09rnDsABoNq7BlMTB/jF/+0VOzetXzDTuOSacjzbwsYVDsJSC9+/k6M+4SN0gaIv4emDZOiCsQ6uQ3KPDqPqIDoK6K5L4GnhxmIoUCsn8F2KnnIRv//iMaxefBDv+DuOnQe7wAlBizgq/Ci10pK0HTUL1cjAmb49p2XNoh0UOSpitMHzWc6UkOd+B5gLSCNur2LR+uMSlvQDYLdi2mC3l3n9TDv2TTJpalWfHyP0W9h3KMY7P1fDz7cNoFguortH4PCMAJcSoU/he0xTRAqHK8En7hC4AhCOUqJSnFvqrhyJhKvRhVEikHC184UgwshkC1fdUkXJK+G4ZQxdXd0I+y6cWbTyjJ3R9Bgf3rT6mYLlMwdwAKhUQtyxtXHlqlWn/PF/v4h8bsdDN3Uv7h/DqqUjeHikgPumfZQCiVJBceo0uQCjkkVS6+ymlprCYTTj5q7q3g98gWIoUAjUiJN25KDVDHHqhim88Zwp/O2/BWhzBk4YIqEqE5UuRz5pMt/SabmNFcxE5okVLtPUhHZYdJpJuGX4zhxkYsfkTXJKd9dIoaiVsdymgTiTUM7Hye01Vy6IPLfvlMhjlMNlCcAifPsGH7c/UEUShCi46iuabdU0bu4o3FWUxHUoOCdwOSBcdGQu9QWrk1Rq+BhF22WQkqBajLB9L3DlHW0s62EA68FrNj1/fN36E98NdujKJw4OPJOQfGYBTlgNANCsz3zz5S8609k6yD911z1X9X3rBoE7HihicUWgu8JQKSprHMUSjZYKJ6UW3FVCL66jV1epG6WOpyvhuxKhLxD6HL7LwZiqrEsSB0Xu4nXnNPHVq1s4OOlDMBexcJBoVYSj3MnTkF9nBCUFspnoYABsHNH0feMAko4LJINaWk8i82BPgZi2kGXANIEOIaF1v2XaDG8Ab31zfqdIFgoEzLZneuu+G2NsUuK7Py2hQQP4jCkqJ4AoBlqRuhgAqFGEQo8kFESPilR6J7aoqqFsQhA0mgStSBmnKCbw3BCnr5/B3rFxNNoVnHjy80YXrzzj/RMz8Te7u5Y9o+B+xgFulrBYxvY9418vD55KWTjyiYcen+yreQxDXQQD3S56agyBL/HQnhjTTYmCB1BNQTx9G3RdBs/RMnCOWZUche8K+Lpz33VEqjduhGpCHwhdrZsnBASzdPIMIDru7VlIrZOHkxy/thsK7IiJGU+S0hfbdGNuGE9agCQyi58bxdeUfwuzPWr+jbHi6m5E9DRha9pDR99mun9zdCCNRk2CdgK02qqp2+QalCiPaiVzYgkCgbQDX0i4goIbvm3FWwlT54lSiZIfo9kW2L3fg+9RNGoOJEKEQQXHL51CT/9xo+eef/IHgamvl4rPrOU2y389B/oUy5ol3Sg0b7j0vBOL71s2tHL8+GGG4QEfiwYcrF3Cccr6CTTEDJ4YVweTEhMWVHwv8AhCHwh8IPQlAl8g8CQCVyj1LN2xb1Sx7DBUdxl46fOa6oshtF71EWLGyDuBGbhJPqOZzuPJaIk9iyeN7DDruRWOTC25VSQmBVK+mllHTQf0Yyp5JvLAlhYtyPdy6uMwzzlR15CpQ1F8nDGBq2/3MD7r5LJSXCrJ6ySRiGIgSqRSnooF2pFAK+JotxO0ogSttkArUp+LE7WNDpNY2F+HH4zhjkebeGxvhCdGEuw5wLD1sTJ6utaOP7y3731//5XbLiXkVwNu4Fdkwc2yaPWr8Pkvffdflg2viMZC58ueGCsvXSCwangMu0an8cRYl9bdUN54Cm5fTYrwHAnX1RlOR+kcuo5Rzcpk4WiaclYnulwATl4TpxVY8zqW5qR3RExyoEYWPVElojRnvdV4aYLOYVSddeXm4soJUApjaa1MK9FRkY6OICNUb5ItVHZy72w68hyx/LkI189Nul7groddzDQYoBUYhM4IcyGRaEtOE7WtSjRTNSYkDkEiFC+XkoFAhXADT1l0SiQW9bdQqU3h4f01SEh4bozjj+uZ6epa9s6z+9rf3njKG36VEPzVAhwARuvTYrZFvzPU25+s6PX+uepvDb55fYQr7+xCu1XE0qqaDOF7FKHPUAgICgEQeFJTEF2XYicpjAwck9qCZxrjCjNqzMqRlpRnz5e5xJFCgHkqkq5pjDg/gc2uEiTCttgK3ELIjE5Apr8ppQ7Ym8pFIHVohf6TyFly7TgLAkllSsPMj2eNyvMcA724TvZagqTOuOLX6s6ScOWfCKmqCCknYIlE7BAkDjQPBwhlalhCTDA962NRn49PvG0aP7yD44c3lrFx/erW4uHgD084fvzyQyPkl0rDH8vyKwf4x/7XH+Jn11/OF/YMX/7Y/gf4bQ8t/9ftu/YHS/t8PDEClAKJQshQDJVaVimUKIQSgafEgxxtoc1ZMZk5loJa33ZTUQT75OXjflmWcB7ZZPs5yUBlO5r5kGBmsZnOZNqVj2agrEncJJp2SOSdtdTJJArkUk9NkGaDpb5AKCwpZJkNVqAZ6LO4eD6xkiWNjhYvz+6A5iKx1WCFkIhBQAUQ62NOKcBiidhRIUF1V5JwmAPfY5hpuqi2POwdcbG6n+JP3zTQavOuN2/fveGKB3bs47/3ptf+quH3qwc4ALzgvNfgs1/7Bt9Kgu+f1rPi9199nveNm+/bWZie8tFVdlArOeiqUFRLEqWQoxAI+B6H5ygrDSCXIra7w+35Oua2K/Xn08gIyeuiAB3Ahm21O8Gu49sdqfkU3DrrampncoVh2s8TAgBXt3aluacKjLhRh0/vDFJbcD12EcpZ5bBoCsmsdxryPAJdSbGcA3W+ax5SZSaJNvdmqptd2GWolbLqmTKscahdB/BjjihWQIcEGGUoBC4qRQ97DzVB/RNx/JKFbzv7nC98/55fvFFuOfntvw7o/XoADgB/9pY/wDVXfU9e8PYffO8zHzzHKRb4l9YPj1bLIUN3laG/S6JSTFAIOEI/ge+pJmY1lAqIYgdTdQ9xRNMqOyM90BkdODQBfOenQYoylT7PRB4zCiGPbMEN4HM1K3l6Yiy3ycIyClBmTXLTLrwQAEmIcsCERJQIxLHIFKb0b5oLRdpmlmTxZEGsldrWtnMCWx7w+VQ5AFMEBVX3/frzWrjq9gT7p4VFf9Kft3wOoJ1ITDYIIk7Su6lLlWx2yxdoRQJRbOQqKFrtMtavGhhbc8L5E5Xu9bsnp18pt5zsHRtofpMADgAXvOy1+OvPXII3nL/03/eODLjjEzN/t23bYz2DXeNYsaiZFjdVii0EfgRAgjGOOOHYP1bCdD1AnDjwXSUyJLV0u8nQET12sBkD2/e5MKMEcyNL0EE5rNe55zbQ7XBgCm5kK9MWnCkhUsasqcnaL4gSgiQhGI8F6k2OOJEpuNX3SQhGdARCgJgAFyc5mqSAbebtWFWHdhh0nhEmc6IvUJ3vXDCsHo5RcDkguLLSmvCpuLbaF6UgrPIUEwnHyIQyOi5VW1pwJLoKGtgTMeotjv7eXlQHVh8eqRfec97wa/6lGT9CGHV/nZD79QIcAP7yPX+Ev3wPcGBk8l+WU8dZMHTbJ0ee+I++AxPj6K+WUClK7BmdwaFJgZNWJ1gy1MZXrg5x0z0+1g45WNDH0FUGPFek/NUI/jA9oa3NAWJphzNitAs7RIHmgFldYLCeZxeHPZZbg5Llwa1qaPLTLZRDbMbiSWzbJTE2qaooGSU56+9IQKb1nSoYTohQsWZClOXWfFwIKDUpPeW4sylC1YQQ6yIwhU+W2L2WbJOcwHM4AA4pBRLJUpqi7ixqkket5GCoj+I1y8Zw07ZZfOXqbgwPEJy0poHRCQ+HRwsoFylq5Tq43411x58x+vKXnP6BJI7/5XexHaF7tC7o3xKAm2VooAYpJ7/W33syuaHR+MSPrr2976z1k1iyaAx/9c0CmvUC/uq/T2O6neCff9ILNAvoDyUqRaAYmPpkIDfym3EIwnHT3R4mp13AYSB6VqbRCs+oisxRkJxziY6LgHZwb5K34CqMadR1dRjTVVEg3xUIPI6+ribcoI7dkyWMHipgsGri+USHPq3YtQlXCgGqB7UKani3Abk1/yZnve2JD/Y0NgvkBuiSIkkYqlWJs7e0sOPKBJHgiISDRGQRGSWnRlAIGXqqDGsW+Fg6OIG7Hp7BUFcFH3xNjOloBh+8hGC4EuJ1L+rFwPKzRpetPOOD+w7Jry0erD1bMPvVJXqOZSGkhv0j/qWrVpz73re96cUT61ZVcMP9DuozNZy5roJKUMUVN9cwPeVjsAa4LlKHKZ31o8X1lQxzgnYscPPWAI2GoiiMEC3OiaxDv1PujXRSk87sJTIHkyAHbmN9XROjdyU8T0WBQo+jEMQoF1voqtRRKkyhHrUxVqeYalI02gStSI3QixOJxFrNgCYTphM8n/iZT0BzzqrBzE2fZPraWHElrFkIKc7a2ELgRoBIEAupdEqs31LnS2U2R8YDdJUCvPR0jonpIm69bxHKbjfO2dyE9LsxuPTlE6ef+oL3Dg/g0sWD//V2s2diedYsuFkWDoaQMvnmosFN49sfeGRFWF796RMW3++uWAD0dLXRThiKDkW1AIQ+hetaNEBLNBt5ON+N8PBOijsfCJWIJ3HgEKJm9lCZk3/Lr9Y47jTZY2kLWjXedi0603zbUBEFcmW1PZcj8BOEQYJCECH0W3BZBMoTzEYS0xFJ+XnaDAzk+DalBFRIUCHBdYKHpnw6XxmZf05UKNLo2VvAzlRjzcoQtxycsiHCqqUt3PNoG5y5aCQeSglBnBAkOrETxwLNFsPkrItWu4DAaWJ8qo3te3wEXgWvf/Fx8Y/uCt63fPWmnXESXuW6v16+Pd/yrAMcAAhxxM9+vuNKx3+D97zNjzXWDpe+yNp3k4OTLbrvQIj+CkNvzUGlxFAIlHVUAp8xAq8N32vBd9tIaIwvXlHF3tEQCBwQSlUzM82cPoeaDpcOsU0rlNgpjGmHC6ntXOrvtSdcmNlEvqsKwQI3hu/FcN0EhKp5ki0uUY8pAu2spr6BFWKkFArcXP2OoDqZY1OROdbciltTDWyqwc3VxSl0gZSw5ZETF4t7I/zxK6Zx8f8J0EpcNCjDVEwROASFWKAdA822wNSswKEJB721Epb2R+jtamJspiR6FmyW3b0r/uTP37n0G7y+P3LCdc82rAA8RwAOAC84fSX27nk08hf2f3N/Sf6M8oOvvf4u+bHDhyexrN/BkiGGropQHr0nUAxj1MoNVEuzCP0GqN/Czfc7uOYXRSSOGneiZJd1IzORKSjTxmarBc3Obh4xXJhTn0U61cJYcVNC4JrRLVpV13XUDCKVWhSA4GhyihYncBOpwo3clLHq7+ZIk0hcSDCdGBKCpBnRtGwWdgwcKfcWAnqQqhrhTbkEpwKcqXHZjhn0Khhk4uL8LRFO2zCLm+5j4EJggocgUjU8lEKJdiRwaDxClLgoeAEW9Pu46LxuHJxc8pdDQ0u+x9nAvgcfmog2rH9ugBt4DgEcABYvWQ0AzXvv+cajG08uffLHd270zjrp8IcqzkG2esk49o5QJHEZC/o4yoU6xqZnsPdwG2EgsOegh49+rYqRw4HKPBj+TaQSEzIdKCZqwewyV8DumjeLeW2aGTqdS0YyS57RFDO6hcMzUy1YAsq4SkVCEek2B1oJ4DECh0s4ifVdlIBTNbhJMNMGJtMUukjj2fPIRRigC6X0xQkB4eYOREEpBeNSURWejQ6MuYPBnlhpe39NYPdIHa7rYapdxmS9hK6IoFJiqIsEW3c34HtlLFt+In/hqsrfnP+BwidXLNnJzzzr9GcbQnOW5xTAzbL5xD/A3335B/z9f/KqjxwaHXcmDtzwnh/deLN/w90Czz+eo1Zu4d5dLfztd7vx5KEiTl0/jpGxOh7dE0I6HsBcKOF8rSVOkevcV1OYTaNwlgVFJ8TTv3U4nqaplxkuLi0uLrTKLoejx7WYIbeqSkoAMkYkPDQ5QcABN1Ggdrja1oRJsLSKUMe8RTZ7/qg6KHoREnqYVF6amFKGmEs4nIKnne8UCXcQxR7WDLfxvjfP4sBoGSevIdg7OopPfYdj394qhJR42akCD+730dd/Wvv055/1mXK15yO7Hvw+lq//vWcbNvMuz0mAA8D/fPurMDs7i2Jx5kO9PS+gT04vPu3QoWvpiiX10w6O73a++B8hWvVuXLiF4i2/wzBeb+Mdn+nG/tmC0uHlHDLMsm0qhKe6gUxTM9H1HaoKD/kxIshS5Xbrmh11MTUxDjXOpjUXVEtJe3pcCzUUBRIQCYTgaAgXQSLhUYKYS7gcSBjgcIAzUzIrdans3BS63TidlS1kbwpJILhqkjDxcLXdAtxRet4gEr6bgFKJJAlweJrgI1+vYXR8CP/jxR5O3TCDd1x4GJ/4pkRLLEk4Sre9483nishZe9uew/JDszMzKJXLzzZcjrg8ZwEOAKVSOqLig9vu/T7+8Hc3lQ+Nj11y9a3J6wRv0lNXEJyzWWJxP+BNU5RKIZZ4HrpL05htR9gz3gVCCDymuoF8R1Uuug70YCVTey2VzIRQBU+2YI3Ny23JCWP9KdVSwmmlo5kop6fKaZ10x4/V5KxYqlgbb6NNGepUW3GuKvY4l+AMaSGWHftWFlxaCZx0E7PIjubxqW6jtviMEnCuCncZdeC5Sn3KZQn2HEow2yygElQQ8VnsGwtx6LCDG+8hkKKCE48D/uR3K2K2teayNu37ox/f/OTMf3vjqc82PI5peU4D3F42bH41rrhh+0whXP/OBYtX7zj7pG0btiyffOXo2H2451EB0BD9JYZVAwQvPQN4eP8MPvavZbjUhcvUkNrQJyrU6Jj6Dol2JBXehBpQSqAsspCWVBl0u1oa5ciPBkkzqWmnOoen5xGFfgth2MLhSYlDEwx9PQm6u5qYahBwydAgAUJK4DECj0t4VmREpLUlJG2KyJXDAlbW1VxcEpRJcE4QxWrGpGko8Vw9ApACvqti4L6b4BvXVvDYrgG87JQAK4YdLO6NsaDaBHUijLdPQKEaXvGqs1dtY/7Q54H2DCFbnm04HPPyGwNwAHjlOWsAYGx8dP+HyYtOWEKin+Oam0uv3L13J36xfT8qHsX6ZQ6WDFCM1lUXeOhI+A4QuATFgKIQMngOBaG6BDThmG6ovtDAVbl/x1HAstvV7DBevkvdgNuECoUeuhWhELYgZBPfvM7BdbeWQbnEG18zizcmdVx/axGX3yIwG1HMMh8hJwh0r6Oy3nZIUGaOozAdQCSXgGFa21GNkFHp/dkGw9QsBZca4I6y6I4jEPoM7dhBlHgYnfSw74CDB3c56KkW8PKTR3FgbAFO3LwKwjvuiuHVG9+9d//MnuXLFz3bEHjay28UwM3S3bcAUu7eA6x+76aNlW9u3nD8uybFw2cn0zsR+rOYbCT4yS8KWNat4rhcqi6TSslBrezAYRRcSBR8YNFghNH7I+w94KGvJLV1y37LJHfSCkFjua0csHblUikG10kQ+m3EvInPfa+AS6/swYHRACetnMGfLmrixOUS52ycxbLFCf72OxStyEGDURRcAm51IJnFgFxY7W2GpqSZXarqXYpBgu5aHbsPcNy/owsEBQS+umgcBiRCdU31VIB25GLfwR5csGUKu/YkmJyZxd5DXTj3zI0Ya2+8qatW+Hyld9HWg9PNPWt+A8EN/IYCHAAIWQoAO4SUOwiw7YSdydCGFev+6cGHt68UuJHNzBRw7kaKUrmO+x6lcJwCemsOFg8K+H4T23cHKBcpNq9poyGncd/jXQhcFwXflLFafZdWURWjemCp1bxs5B8oUZ1GnpuAsRY++a0A/3TlEBq8gmKNwq9QzBwGDlckQhbhj39nBoyO4mP/6qPBS0o01K6Utfo1FKeWOpatRC+NFTcc3HFUfqBUnMHND7m4ZZvE5uUJAs/BY09GCF2Acw89FYrJeoR7HwNKXgUrFgt4PsH552ziC4eP31Hrjv/HCatPPwDg0dxArd/A5TcW4Gah6gQ8Kvnoo3HCL4i4t7Bc2HjZhU/cWlm74PEiFzPYd6gIDw4W9glsWHEYV9xOcOCQg/5uN+3AbyUcEffSJAqBttxMa7UY9VsdGhRSOYQJzRw56AiF70XYcYDjWzf2oykrWFQl6C0ILO0qYu/+EgKnhVq5gb4ugtedPYPv3jCNRw+EiDnVeiK6S4ipuTeUamstJAgXaru44tlcNziYa0FFbyLUEx+NNgMksGQwgfSmcPUtIRghGO5naEvghq0SfSUfy5ZvqX/qA2dOe050UaW27ElJ2J7fdGCb5Tce4GYhrA9S8j3r1w/sOzTaWP+6V7efVwo3X3LfA0+WFgztqVWcw1i9ZBaH6zO495EyFlYJPB3SM9lAk7gxtSmMkky6wtUCoY6u744JWokCtuvq6kYogBfCNr73sxCHJ6voKxEMFAX6q0Ct6GJi2sHBw2pqgutw9NYivOH5s/joP/cgKvqAbs5wGeA7qldV+QpKLloKgECAEoKISQQ8q03hQjUwAOoiSYRS3uWC4aRVEW7cKvHYfgcL+ilO3jQ885bXrRrv7lnl1Ip420knrLodtDgFKQX5JQTnn2vLb8+eQNWAE0JEf9/eiaGFvdeEzk+XbjzxFe/507e/9cFXvmTdvSuWFu47NNvXinkveqsSPdU2yoUGGANKLkEllPDdbNaN4xAdeQECVzVCl4scxTDBdF1ifBqYbRK0I6X0JAF4Lsf4tMCugwW4roueQKJSyNS8ooRgpuFguu5juh6i0SxgySBHudpAK1H7wZhS1S2GDLWKi3KRot4SmG0o2YYoVrINrbZAnGRFWu2IYabho932wBOJqbrA6GSMg2MCfbUerFvV3aKlvvtqC0588LQzfu9vLvvRv6/oqpVXl2oD19z98OgEIeS3CtzAb5EFtxdC1gGAmG0kcAn9mudGX3ccimmxiW04rvLF33fJ6iLdd+bC7kdYvU1RbxVRdDkWdRMMDwCPHxSIYgrfo+irqcrAmQaD5wr01dqYajVx80MFLKo6WNjnohAQJELNhww8jq2PE9z5QAVVj6ASCBQDpRjAGEXCCRotBfKC76FSDHH6hlmsX9LC/Y9mERHfoygXHSwaAIZ6p3HJDx206w5crcs4OcPRaAkUQg++K0BojEf2eVjUCFAquqgGLnq7gMQJUelZwisDi2552XneoxsP1C9u1zl3vQD/9DdfkAsWLm482+frV7n8VgLcLKVCunvGdUumpmb+aNXasIvw/R/f9Ujk3bOtxAUrnHjaJrbluMEprFp0CNtHOJJmBaVQYNFAHU+ORdg/1o3B3gT9XU3wyRkcmhJwRQnVEkNXzCC46YARYC7AfAclIlEpAOUC0QAn4BxotCg8x0Hoe6g2A7g8AE+ykAijivaUCgRDPW0M9E1gKu7C1JSDapFgzVKKx0eaeGKEoFqiCIMEzfggrr2rB2cdX8Oa1cfhxLXx3YzSe5zKYvby33lJtGpx758va7QnKtUqAOC9Fz/bZ+fXs/xWA3y+pVotA8AEgHcAwBe/fSMGi+TsdWviF61dMHlRqzW7Zsumaex+7EksHpQQZBo/ujNBX7GAWmkWe0ckqiUfp22I8OB2VSdtHEzHUWFGUAe+y1BxJKpFgmrJRanogFGlx6i66wk810W15KMkPR3jViI76utUO1uxEOOWbS5E28HwEMfIjEDocpxxwhj+7doKJutlOK6H49echDc6CxCGpe09g+Flxx0vfnLBObipOvgS/NWfPdtH/dlb/p8DeOdy8RueDwA3NRujNxHg5olpueKllVFx2fh/iFUru5bFbN0Hunr2YfPqKsZbD+GWu2K86GSCUqmJREoEHsC5ACUJxmc4SpM+hIhQ8AhqBYLuqouF/Qy9NYGJGYI9BzgmZwR6agyUMlRLHhjzQQlHb4WjXOSIuQNCJBotAcET7DlEwCRw2toIeyaK6F+wAsevqsGprcFjO1qfJGzs8RWrX0xXrR+kzcjZCeCacl/3s31onxPL//MAN0tY6AOAa8zr+vRhFApB7eEde27buNbFiqXFeCZZ+mfnnueev2ZpAtLfxtTkQxjoq2N0kmJdIPHEYRf1ZhXFwjRCGqGn7KCrDBSCJg5OtsFjBodJVEstTEyHYMSH70g4DoHkEpuXUQz2ERwc87B8mGFknCLCEC580Qtx0qYiNi6XoKx17ZMj7LOVWsU9b/EmXPCC5TdJ2Zys9fY924fwObn8f4AfYSlWegBgEsB/AsAt9x5CADwy1JUMDHQlwqlE+MWde1EIW2iOKpH+yekoPvOUsz7abA2//AWnFuOVC0NwIVEpCZCpBAWXYhkDAj/C6ISLaglIEg/VnjrOOV24lcLQDw+P3PTRw27B7aoSHBynAK1i/ZrNWLYkQG8XaHe3GNkE8jghw8/2IfqNWH47ovnPkWX60HUghA48eXBX9frbA7l8oY/JWY5yEZiclSh4BL4HhH6CyWmGainBxHSApQtauGO7ILXaiikp5cibX33Ws70rvzXL/wVQFCqQkNE1jwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxNjo0NjowOCswMDowMPAiVpAAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTY6NDY6MDgrMDA6MDCBf+4sAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 6}
-
mf_hecke_traces • Show schema
Hide schema
-
id: 6027943
{'hecke_orbit_code': 137539616809, 'n': 1, 'trace_an': 34}
-
id: 6027944
{'hecke_orbit_code': 137539616809, 'n': 2, 'trace_an': 0}
-
id: 6027945
{'hecke_orbit_code': 137539616809, 'n': 3, 'trace_an': 20}
-
id: 6027946
{'hecke_orbit_code': 137539616809, 'n': 4, 'trace_an': -548}
-
id: 6027947
{'hecke_orbit_code': 137539616809, 'n': 5, 'trace_an': 0}
-
id: 6027948
{'hecke_orbit_code': 137539616809, 'n': 6, 'trace_an': -124}
-
id: 6027949
{'hecke_orbit_code': 137539616809, 'n': 7, 'trace_an': -2}
-
id: 6027950
{'hecke_orbit_code': 137539616809, 'n': 8, 'trace_an': 0}
-
id: 6027951
{'hecke_orbit_code': 137539616809, 'n': 9, 'trace_an': 0}
-
id: 6027952
{'hecke_orbit_code': 137539616809, 'n': 10, 'trace_an': 1660}
-
id: 6027953
{'hecke_orbit_code': 137539616809, 'n': 11, 'trace_an': 654}
-
id: 6027954
{'hecke_orbit_code': 137539616809, 'n': 12, 'trace_an': 98}
-
id: 6027955
{'hecke_orbit_code': 137539616809, 'n': 13, 'trace_an': 854}
-
id: 6027956
{'hecke_orbit_code': 137539616809, 'n': 14, 'trace_an': 2236}
-
id: 6027957
{'hecke_orbit_code': 137539616809, 'n': 15, 'trace_an': -998}
-
id: 6027958
{'hecke_orbit_code': 137539616809, 'n': 16, 'trace_an': 8828}
-
id: 6027959
{'hecke_orbit_code': 137539616809, 'n': 17, 'trace_an': 1730}
-
id: 6027960
{'hecke_orbit_code': 137539616809, 'n': 18, 'trace_an': 2068}
-
id: 6027961
{'hecke_orbit_code': 137539616809, 'n': 19, 'trace_an': 716}
-
id: 6027962
{'hecke_orbit_code': 137539616809, 'n': 20, 'trace_an': 0}
-
id: 6027963
{'hecke_orbit_code': 137539616809, 'n': 21, 'trace_an': 0}
-
id: 6027964
{'hecke_orbit_code': 137539616809, 'n': 22, 'trace_an': -7750}
-
id: 6027965
{'hecke_orbit_code': 137539616809, 'n': 23, 'trace_an': -8156}
-
id: 6027966
{'hecke_orbit_code': 137539616809, 'n': 24, 'trace_an': 5496}
-
id: 6027967
{'hecke_orbit_code': 137539616809, 'n': 25, 'trace_an': -28870}
-
id: 6027968
{'hecke_orbit_code': 137539616809, 'n': 26, 'trace_an': 11470}
-
id: 6027969
{'hecke_orbit_code': 137539616809, 'n': 27, 'trace_an': -26806}
-
id: 6027970
{'hecke_orbit_code': 137539616809, 'n': 28, 'trace_an': -5942}
-
id: 6027971
{'hecke_orbit_code': 137539616809, 'n': 29, 'trace_an': -19190}
-
id: 6027972
{'hecke_orbit_code': 137539616809, 'n': 30, 'trace_an': 21430}
-
id: 6027973
{'hecke_orbit_code': 137539616809, 'n': 31, 'trace_an': -6376}
-
id: 6027974
{'hecke_orbit_code': 137539616809, 'n': 32, 'trace_an': 0}
-
id: 6027975
{'hecke_orbit_code': 137539616809, 'n': 33, 'trace_an': 0}
-
id: 6027976
{'hecke_orbit_code': 137539616809, 'n': 34, 'trace_an': 4228}
-
id: 6027977
{'hecke_orbit_code': 137539616809, 'n': 35, 'trace_an': 20934}
-
id: 6027978
{'hecke_orbit_code': 137539616809, 'n': 36, 'trace_an': 0}
-
id: 6027979
{'hecke_orbit_code': 137539616809, 'n': 37, 'trace_an': 768}
-
id: 6027980
{'hecke_orbit_code': 137539616809, 'n': 38, 'trace_an': -6552}
-
id: 6027981
{'hecke_orbit_code': 137539616809, 'n': 39, 'trace_an': 0}
-
id: 6027982
{'hecke_orbit_code': 137539616809, 'n': 40, 'trace_an': -47024}
-
id: 6027983
{'hecke_orbit_code': 137539616809, 'n': 41, 'trace_an': -9618}
-
id: 6027984
{'hecke_orbit_code': 137539616809, 'n': 42, 'trace_an': 126236}
-
id: 6027985
{'hecke_orbit_code': 137539616809, 'n': 43, 'trace_an': 0}
-
id: 6027986
{'hecke_orbit_code': 137539616809, 'n': 44, 'trace_an': -57632}
-
id: 6027987
{'hecke_orbit_code': 137539616809, 'n': 45, 'trace_an': 81112}
-
id: 6027988
{'hecke_orbit_code': 137539616809, 'n': 46, 'trace_an': 0}
-
id: 6027989
{'hecke_orbit_code': 137539616809, 'n': 47, 'trace_an': 2372}
-
id: 6027990
{'hecke_orbit_code': 137539616809, 'n': 48, 'trace_an': 88202}
-
id: 6027991
{'hecke_orbit_code': 137539616809, 'n': 49, 'trace_an': 0}
-
id: 6027992
{'hecke_orbit_code': 137539616809, 'n': 50, 'trace_an': 0}
-
id: 6027993
{'hecke_orbit_code': 137539616809, 'n': 51, 'trace_an': 24936}
-
id: 6027994
{'hecke_orbit_code': 137539616809, 'n': 52, 'trace_an': 151982}
-
id: 6027995
{'hecke_orbit_code': 137539616809, 'n': 53, 'trace_an': -94170}
-
id: 6027996
{'hecke_orbit_code': 137539616809, 'n': 54, 'trace_an': -153650}
-
id: 6027997
{'hecke_orbit_code': 137539616809, 'n': 55, 'trace_an': -105662}
-
id: 6027998
{'hecke_orbit_code': 137539616809, 'n': 56, 'trace_an': 8144}
-
id: 6027999
{'hecke_orbit_code': 137539616809, 'n': 57, 'trace_an': -69412}
-
id: 6028000
{'hecke_orbit_code': 137539616809, 'n': 58, 'trace_an': -63094}
-
id: 6028001
{'hecke_orbit_code': 137539616809, 'n': 59, 'trace_an': 87684}
-
id: 6028002
{'hecke_orbit_code': 137539616809, 'n': 60, 'trace_an': 58746}
-
id: 6028003
{'hecke_orbit_code': 137539616809, 'n': 61, 'trace_an': 0}
-
id: 6028004
{'hecke_orbit_code': 137539616809, 'n': 62, 'trace_an': 0}
-
id: 6028005
{'hecke_orbit_code': 137539616809, 'n': 63, 'trace_an': -76328}
-
id: 6028006
{'hecke_orbit_code': 137539616809, 'n': 64, 'trace_an': -109780}
-
id: 6028007
{'hecke_orbit_code': 137539616809, 'n': 65, 'trace_an': 88904}
-
id: 6028008
{'hecke_orbit_code': 137539616809, 'n': 66, 'trace_an': -427468}
-
id: 6028009
{'hecke_orbit_code': 137539616809, 'n': 67, 'trace_an': 212150}
-
id: 6028010
{'hecke_orbit_code': 137539616809, 'n': 68, 'trace_an': -199904}
-
id: 6028011
{'hecke_orbit_code': 137539616809, 'n': 69, 'trace_an': 125672}
-
id: 6028012
{'hecke_orbit_code': 137539616809, 'n': 70, 'trace_an': 113566}
-
id: 6028013
{'hecke_orbit_code': 137539616809, 'n': 71, 'trace_an': 189392}
-
id: 6028014
{'hecke_orbit_code': 137539616809, 'n': 72, 'trace_an': 579216}
-
id: 6028015
{'hecke_orbit_code': 137539616809, 'n': 73, 'trace_an': 0}
-
id: 6028016
{'hecke_orbit_code': 137539616809, 'n': 74, 'trace_an': 0}
-
id: 6028017
{'hecke_orbit_code': 137539616809, 'n': 75, 'trace_an': 199072}
-
id: 6028018
{'hecke_orbit_code': 137539616809, 'n': 76, 'trace_an': 128522}
-
id: 6028019
{'hecke_orbit_code': 137539616809, 'n': 77, 'trace_an': 0}
-
id: 6028020
{'hecke_orbit_code': 137539616809, 'n': 78, 'trace_an': -327232}
-
id: 6028021
{'hecke_orbit_code': 137539616809, 'n': 79, 'trace_an': -28880}
-
id: 6028022
{'hecke_orbit_code': 137539616809, 'n': 80, 'trace_an': 0}
-
id: 6028023
{'hecke_orbit_code': 137539616809, 'n': 81, 'trace_an': -557850}
-
id: 6028024
{'hecke_orbit_code': 137539616809, 'n': 82, 'trace_an': -241122}
-
id: 6028025
{'hecke_orbit_code': 137539616809, 'n': 83, 'trace_an': 384572}
-
id: 6028026
{'hecke_orbit_code': 137539616809, 'n': 84, 'trace_an': 0}
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