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mf_newspaces • Show schema
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{'Nk2': 3072, 'analytic_conductor': 11.328366721102197, 'char_conductor': 12, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [192, 2, [127, 133, 65], [1, 2, 1]], 'conrey_index': 191, 'cusp_dim': 84, 'dim': 22, 'eis_dim': 24, 'eis_new_dim': 4, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 137506062528, 'hecke_orbit_dims': [2, 4, 4, 12], 'label': '192.4.c', 'level': 192, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 108, 'mf_new_dim': 26, 'num_forms': 4, 'prim_orbit_index': 2, 'relative_dim': 22, 'sturm_bound': 128, 'trace_bound': 9, 'trace_display': [0, 0, 0, 0], 'traces': [22, 0, 0, 0, 0, 0, 0, 0, -2, 0, 0, 0, -68, 0, 0, 0, 0, 0, 0, 0, -52, 0, 0, 0, -354, 0, 0, 0, 0, 0, 0, 0, 176, 0, 0, 0, -500, 0, 0, 0, 0, 0, 0, 0, 736, 0, 0, 0, -494, 0, 0, 0, 0, 0, 0, 0, 396, 0, 0, 0, -164, 0, 0, 0, 0, 0, 0, 0, 800, 0, 0, 0, -4, 0, 0, 0, 0, 0, 0, 0, 2150, 0, 0, 0, -256, 0, 0, 0, 0, 0, 0, 0, 284, 0, 0, 0, -1492, 0, 0, 0, 0, 0, 0, 0, 800, 0, 0, 0, -4484, 0, 0, 0, 0, 0, 0, 0, 1868, 0, 0, 0, 574, 0, 0, 0, 0, 0, 0, 0, 124, 0, 0, 0, 3288, 0, 0, 0, 0, 0, 0, 0, 5312, 0, 0, 0, -4832, 0, 0, 0, 0, 0, 0, 0, -768, 0, 0, 0, 2716, 0, 0, 0, 0, 0, 0, 0, -8416, 0, 0, 0, 1866, 0, 0, 0, 0, 0, 0, 0, -208, 0, 0, 0, -3476, 0, 0, 0, 0, 0, 0, 0, -7748, 0, 0, 0, 2924, 0, 0, 0, 0, 0, 0, 0, -8276, 0, 0, 0, -10432, 0, 0, 0, 0, 0, 0, 0, -32, 0, 0, 0, 3768, 0, 0, 0, 0, 0, 0, 0, 5862, 0, 0, 0, 13324, 0, 0, 0, 0, 0, 0, 0, 18364, 0, 0, 0, 6860, 0, 0, 0, 0, 0, 0, 0, -9776, 0, 0, 0, 24000, 0, 0, 0, 0, 0, 0, 0, -13792, 0, 0, 0, 8800, 0, 0, 0, 0, 0, 0, 0, 2488, 0, 0, 0, 4396, 0, 0, 0, 0, 0, 0, 0, -29088, 0, 0, 0, -13770, 0, 0, 0, 0, 0, 0, 0, -5936, 0, 0, 0, -31560, 0, 0, 0, 0, 0, 0, 0, 1036, 0, 0, 0, 19100, 0, 0, 0, 0, 0, 0, 0, -2448, 0, 0, 0, 17292, 0, 0, 0, 0, 0, 0, 0, 52572, 0, 0, 0, -3892, 0, 0, 0, 0, 0, 0, 0, -6976, 0, 0, 0, 38044, 0, 0, 0, 0, 0, 0, 0, -25344, 0, 0, 0, 4426, 0, 0, 0, 0, 0, 0, 0, -704, 0, 0, 0, -14228, 0, 0, 0, 0, 0, 0, 0, -56100, 0, 0, 0, -3648, 0, 0, 0, 0, 0, 0, 0, 10448, 0, 0, 0, -108740, 0, 0, 0, 0, 0, 0, 0, 29120, 0, 0, 0, -9892, 0, 0, 0, 0, 0, 0, 0, 24572, 0, 0, 0, 49804, 0, 0, 0, 0, 0, 0, 0, 87520, 0, 0, 0, -26932, 0, 0, 0, 0, 0, 0, 0, -7926, 0, 0, 0, 86336, 0, 0, 0, 0, 0, 0, 0, -38996, 0, 0, 0, -4420, 0, 0, 0, 0, 0, 0, 0, 16160, 0, 0, 0, -68712, 0, 0, 0, 0, 0, 0, 0, -86688, 0, 0, 0, -13256, 0, 0, 0, 0, 0, 0, 0, -23508, 0, 0, 0, -93952, 0, 0, 0, 0, 0, 0, 0, 63712, 0, 0, 0, -10784, 0, 0, 0, 0, 0, 0, 0, -1284, 0, 0, 0, 42624, 0, 0, 0, 0, 0, 0, 0, 158556, 0, 0, 0, 2278, 0, 0, 0, 0, 0, 0, 0, 26640, 0, 0, 0, 128668, 0, 0, 0, 0, 0, 0, 0, -75412, 0, 0, 0, 28152, 0, 0, 0, 0, 0, 0, 0, 28416, 0, 0, 0, -73600, 0, 0, 0, 0, 0, 0, 0, -160384, 0, 0, 0, 2732, 0, 0, 0, 0, 0, 0, 0, 25280, 0, 0, 0, -160392, 0, 0, 0, 0, 0, 0, 0, 85964, 0, 0, 0, 7196, 0, 0, 0, 0, 0, 0, 0, 15328, 0, 0, 0, 71692, 0, 0, 0, 0, 0, 0, 0, 191968, 0, 0, 0, 17126, 0, 0, 0, 0, 0, 0, 0, -7604, 0, 0, 0, 205396, 0, 0, 0, 0, 0, 0, 0, -82208, 0, 0, 0, -83040, 0, 0, 0, 0, 0, 0, 0, -8820, 0, 0, 0, -68180, 0, 0, 0, 0, 0, 0, 0, -248548, 0, 0, 0, 1964, 0, 0, 0, 0, 0, 0, 0, -49648, 0, 0, 0, -313024, 0, 0, 0, 0, 0, 0, 0, 92096, 0, 0, 0, 20992, 0, 0, 0, 0, 0, 0, 0, -79744, 0, 0, 0, 143308, 0, 0, 0, 0, 0, 0, 0, 261824, 0, 0, 0, -44520, 0, 0, 0, 0, 0, 0, 0, 7630, 0, 0, 0, 342172, 0, 0, 0, 0, 0, 0, 0, -111816, 0, 0, 0, 92512, 0, 0, 0, 0, 0, 0, 0, -43536, 0, 0, 0, -123668, 0, 0, 0, 0, 0, 0, 0, -367872, 0, 0, 0, 91628, 0, 0, 0, 0, 0, 0, 0, 91992, 0, 0, 0, -265152, 0, 0, 0, 0, 0, 0, 0, 102880, 0, 0, 0, -44456, 0, 0, 0, 0, 0, 0, 0, 38208, 0, 0, 0, 104064, 0, 0, 0, 0, 0, 0, 0, 323388, 0, 0, 0, 22200, 0, 0, 0, 0, 0, 0, 0, -44688, 0, 0, 0, 368476, 0, 0, 0, 0, 0, 0, 0, -130484, 0, 0, 0, -30258, 0, 0, 0, 0, 0, 0, 0, -28516, 0, 0, 0, -167252, 0, 0, 0, 0, 0, 0, 0, -410944, 0, 0, 0, -98912, 0, 0, 0, 0, 0, 0, 0, -82052, 0, 0, 0, -360836, 0, 0, 0, 0, 0, 0, 0, 204320, 0, 0, 0, 70968, 0, 0, 0, 0, 0, 0, 0, -71360, 0, 0, 0, 131840, 0, 0, 0, 0, 0, 0, 0, 377056, 0, 0, 0, 118368, 0, 0, 0, 0, 0, 0, 0, 70284, 0, 0, 0, 498588, 0, 0, 0, 0, 0, 0, 0, -182752, 0, 0, 0, 16700, 0, 0, 0, 0, 0, 0, 0, -32288, 0, 0, 0, -194920, 0, 0, 0, 0, 0, 0, 0, -463904, 0, 0, 0, 165250, 0, 0, 0, 0, 0, 0, 0, 66816, 0, 0, 0, -474312, 0, 0, 0, 0, 0, 0, 0, 239628, 0, 0, 0, -159008, 0, 0, 0, 0, 0, 0, 0, 96764, 0, 0, 0, 287884, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 150283
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 191, 'conrey_indexes': [191], 'label': '192.4.c', 'level': 192, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 11, 'sub_conrey_indexes': [11], 'sub_dim': 4, 'sub_label': '12.4.b', 'sub_level': 12, 'sub_mult': 5, 'weight': 4}
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id: 150285
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 191, 'conrey_indexes': [191], 'label': '192.4.c', 'level': 192, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 47, 'sub_conrey_indexes': [47], 'sub_dim': 6, 'sub_label': '48.4.c', 'sub_level': 48, 'sub_mult': 3, 'weight': 4}
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id: 150286
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 191, 'conrey_indexes': [191], 'label': '192.4.c', 'level': 192, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 95, 'sub_conrey_indexes': [95], 'sub_dim': 12, 'sub_label': '96.4.c', 'sub_level': 96, 'sub_mult': 2, 'weight': 4}
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id: 150284
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 191, 'conrey_indexes': [191], 'label': '192.4.c', 'level': 192, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 191, 'sub_conrey_indexes': [191], 'sub_dim': 22, 'sub_label': '192.4.c', 'sub_level': 192, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '192.4.c', 'level': 192, 'portrait': 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VYMBiOSKEYIiV+rc95Gj11zI2oBWCuYX7VcsNlSDxLm2x7HFxS+As+D0UCyZ3tMbxTha4mnDMcXfM60Peq+Zc/WAYvLGmOhHkh2bIw4f0uHRn2EEBBGkna/wbmVgNmmJIkDjp/zOHpGcOxszNl2iFcfceUFPd7xasNoOMOR0y1OnFOcXUg4sxRxctHy9KLlqosX+eW3LrNleoqjZ2Y4t1RnftljcVWwnO7H5W7C4qphsS/t7LbzzHfdvPfef/FDF/1c0LzwEMTHhJh4rqHxV97+zgP8N9/3aUwU7WjOzv3W0eNn3rit/hG+7+YFet1NLK62WFqts7QasNjWLHfID87iasK5NhxZEGyaW+GX/tEy111U58TZWY6fbXJ2SXNm0XJuKebkQsLJlYSNG3p85w19LtyqaAYBnqyxuBqwsKxYWIXBCKLYopWlUUuYnoiJLRw/B3UvpBZotExo1aEzCGjWRwigERiW2wErXUmzLljuCJa6CY3AYoFmTbE6FEzXR2ipqNdDfC05dsYjNprZlqAZCJSCOBb0h4KFVXcyLXYiPG9IrRFzwfYRr7kuYvNUkzMLU5w453NmEc4uxcwvxxxfgCPLlmsvW+Q/vm2ZzdNTHDsz464SObgNK52IlU7Mctey2BWc7Ch6nTb/4m0D/t2P3UzM+R9bXV39WU+rE1t2v/m5hsiz3v7OavBz5xaYaDWmDh87/dO/98efv/ahrz78xvufWGDLZs1FFwhuuLBNFCuSRJIYSWLAWo01CmsBC0IkSGE5sjjNf/qQ5BfftsDVuyKmmjNMNCZo1gImGx7TLcnmFcnxhSk+fmsD5Y+4ZOeQ87YkdHsDzpuLefWLE0aRRmD42kMBy72ARjLi1KKi3a2xaXvAUh/OLcBF50kOnbXs3eYx1Qg5taLYPBWTGMlit85i17B5JmK5rZhoKC7Y2ufI6YCLd8acWrCsdurs2Z5w3uaQ44sJE60R7W7EbQ/XAEkYGV50xYDrzrMs9Twu3Bpy0XkSX9QZDDfw0JMB88uSheWExdWY00uGIwuCbjzk+Zes8gs/3GPjxAxHT00xv1JjcdVjqS1Y6RhWuxHtXkK7b1ntC+YHipVexE2XrfD9L1mme+7TLPf2vDGRu+zmC777gcFw8J4k6q+2JjY815BZ9/Z3ksG/+OXbqdeCYHF59XcfeOjA2x98/Jg6cqrDShJwrme45vxz/PpPzHPFBQ3OLk2z3G6y3K6x3PFYbmtWurDSThwLdWIWO3B8WdCcHPC8i1Z504tH7Nlap9ef5NRCg4UVj6W2ZKVjWVw1zK8aesOEbmgYjmI2To24eKfBWoGvLQdPBcRJnV2bJHt2JExPDZlfCXniSJOrdsPUxAp3PjrNxqmQqaZgqeuxZ3tIGMbcf2iSMErYu8Ww0hfMtIZsmNTc+XjEVKPBFbsTnjgWMb/sMdsK2LPdsnNLiCHk6VMKz7NgLZecH7FhQtAfBPSHPr2B5tyyZnFVsNJJWOkkLLYTTiwJ2lHM7vM6vPHGFa7do5iqT3JqfoLF7MrXdsy92o1Y7Sasdi1LPTjbk5xtJ1y35yz/9ScW2bu9xVJ7kpW2ZhhvRAYXJDMbL/njoD71U3E0Gl125Y3PNXTW3P5OAXxxYR6ttfeFL3zBm5ia/d3bv3HPW558+qQexZLeULA6EJzrK851Y563+yz/7ceXuOqCBueWp1luN1jpBCx3fFY6mpWuoN1JWOnGrHZjVjqWU6uCcz3D5ESf6y7q8AMvi7loW43+sMnCSp3ljk+nJ+n0Bb1BIUnCWGAMeNpSr8GWWcO2uSGoEftPxOw75FNTdV52TYTnt3lwf4stc4oHn0rYPqfojxIm6gkLK4Yr9woWVgzNmsdgKNi+OeaB/TW2zcEDT4/wRZ2brgK/1ufxIwlPHq0j8dk6q9g6A/UaeFqQGEEUQxTDYAi9oaHbN3T6huUezLctnShhz/ldvv87Vrlur2G63mC5PcGZxQZLbZ/ltmKlC6udhNVuTLuXsNqzLKfgPtc2XHfROf7rj89z6c46iytTrHQbdHoB7a6m3RPo+vZ414XX/umJk/M/9cpXvTqK4ziam9v4XEMpv/2dAXh7dYWJySl9/NjhX7711lvf/uRTh+eWVnrBYGRcgmZo6A5gdSCZH0jOdiOuPX+eX/+pJa7eHTCfg7zGatdntatZ7QpWu9Zdcrsxq72ElR6ca8PyyCLUkO++sc2lO2Ku22uZatZo92rEsUecKKJYkhgBWIy1BF7MRKvPw4ckw1HErQ+0EFGN3dt8bryqR2hW+Mo9M1y522eh2+HkmSbPuzjiyWOayFqOnLb809cPOXzKEJkWT54wPH+v4Nh8n6WVKa7cE/HVBwZEoyYvutxj944QKzp8+UHBaCh49OmAVt2joYWTYYAxECaWKLGMDLT7hqnJIddcPODy84a8/kUJigbdXpP5lQbLHbdvVjqSdtey2ovp9By42z3LUl9yridZ6MRcf9E5/vtPLnDxjhqLq9O0u3XavRqdnkd3oOn2Jd2BIIyD0cYt5y+87GU3//Hu3bt/aXV1NZ6enn6uIQX8HQH4Vz73+5w+/nDt+S9+6789fPjILz788KOi208YhobBMKE/NPSGht7Q0hlAeyBYGEjO9mKu2zPPf/vxBa68wGe1PcXSapPVbo12z2e1p2l3Fe2eoNM3dHox3X5Cd2Bo9y3LfcHKwNILYy6+YMhkPcbEMa+/ccBVuxNGkUJLyyiyfOqbDZ461WTLtOHYaR9Nnb3bFFfusdQaPe7d3+fcQotr9tSZmVnltod8nrfLZ7HXZdBvMr3B8tABydtuGfLAAcvGmYDeqMvK6hSX7+lz+0OwaWKCay7ucXZ1lbsfm6bhNbnqQthz3hClexw6a9g0E3LsdMSn7wwYRAopIYwsV+8Z8V0vHhFFmqk6XH6+oDdo0OnVWe0GrPY82j1Fpydp96DTT+j2Ejr9hE7f0B7Ack9wpidZ6Y94wZ55/suPr3DFrhpLqxO0e465O30/BbeiNxD0hoLewDAKLZddfqXdef4Fv7zr/J0fuXD3zkPA8Lku4nrOAf7Nr/w2jbrfWFru/eul5c4vLyz2GIwk/ZFgMLQMhgmDURnkht4QOkPBwkBxpmO49sIlfuA7FnnDjQkTtSYLKxOsdOq0ewHtnkenr+j0Jd0+9AaW/jChPzDucWTpj9xJ0w8tYWLwfYtOw29PQSAt1kgCT7NhQrF9o+T8rZadWwYkosNn71Y8eWiCV1zj86JrVnjvZxKm/Ble9cI+dzwaMVmbZOuWHl9/oM5335hw68MJuzYENCe63PlwwHde79FqneO9n5rhJZfVefl1HR49PuRLd3nYuMHOTT67tgi2bzJsmAoJ/AhjEzydoJQrG/E11HxBFGn6Q59OX9MfanpDRW8g6Q2gN7T0BoZeP6E3cCd6ZwCrA8FCT3CubZmY6PCmmxb4gZeNuOz8OosrLdq9Ot1+QHfg0e1reoMC3IORZTA09Icxg2GCX2uZ17/2VdElF114XbfXe+yaqy75/y7AH7zjN/B9v9br9f7t8tLKL6ysDOQw8uiPJP2hYJCBfJQ4Jh+ZdGcaukPojgTLQ8l8B8JkwNtefY7vfWGfa/dokqTFcrvJSrdGt+8uqb2BojdM//YQhiPLMHLsE8WGOLYkBhIDWJBK4GlBzYNWQzLZEmyZNWzfNGBqss3tj1puvdfHl5Ncu8fn6os7PHC4x2MHpnj5NR5BY5nPfbPGa24ImJ5a5LN3TPOyawWfuDtkc73Bd76ow2fvsjTUFC97/pAHDnV57KlJrt1d45qLh/jBEl+6X3HHww1mGgE7ZjWbZwWTTUmrATUfPM+ipNufSSKIDUSxIIoEo8gyHMEgtAyHJieK/siRRHcI8z3JQhciMeTGi5d53Ys6vO2VCaNwgsXVJp1+jW7fBbHuLot9mIJ7OHIkNBgZuoMYz2+a2Q0b/9PE5OSvjUaj4Xv+2zufM4w9pzbhVGuk46j7CzZa/tfKDmWzESCGjpEEEiFcE44QCiEEUiYoAUqCVBatLZ4y1LVgod/gg1/ewZfvbfOaa1f47htXufKCHrNTDZbaDbqDgP7Aoz/SDEaK4UgxCgWjSBLFECeKJAFj3VkvJXgaAs/SrBumJyK2b+wT2x5PnYr4xF0+TxyaYKZe59qLNDc9r8M397X5yrcmueGigI2zAz5/n8UkdWYmQpY6I3fSAJuneqwsBihR44VXLfOlO2ucOFvntTf0iZMlvvbQBqKkxvMv2cTrXtBm19Y2dz6meeREHXskYPusZKYpaNQEgS/QSqQgtxjrdHmcuJM2jCyj9CQehtAP3dVvZSRY6YLUQ66+eJU33dTmlmsiNkzUWVqdZrVbpz/06Q4ycCsGQ5mytqA/tE5CjmKGI+PuoSVOFMuLXbnc499efeWG8379l3/0wd/6lZ95t9bPDdT+Vr+1N7QojQh6P2F7g5ve2Vvd/5qVwZkbPRn7jXoNIWOcga1TcEskIIVACokUuDS7EiiV4CnwFQTaUNeWiaFisTPDH3+5xdce6XLDZW3e/qpVLtnRZsNUjSiuMRgFdAc+g6FmFCniWBIlEmMExgoHbmEJgoRmEBP4EVINmW+P+PS9kmNnfQ6fmMZGNfZu97jkfMXzLu4gvHkeOjjBebM1Lr/AMju9ylK7xrZZBdLwubsDAiT1wPJdLxjwwc8lnFkImNuoWOyOePxQwLa5aa69cIE7HmnzrX2TDEc+F58/yzXn97ni/A4HT69y7JzlW483OHy8QSAkgZY0A6iVmNxaSIwlTiBMIIwFvZGgMxS0Q4hMjFBDrtzd4Ude2eGGSw07Nnr0BzPMLzccYw99+gMncQYjV5vurqg45h4ljMIkBbYD9yC9WoRGs7jQD3oPHXnHv/vtT6+2JprqZ/77rb/1oguP85Y3vv0fLsCtGYEJXvPU/D/+r7XBe7fV5cJsoBW2VkOICIRFCIsQIIVCCouULpCSSqCUQiuJ1glaCTxt8LUh8KDmW+p+wlRN0hl5LK/O8NFvTPLNfQOmmgPeekub3ZtWiSPNnu2Wi3cphiPnliRGYq1Ta0omBH7M06fgyLxgEBv+7CsNVntTDPs+s3XF1hnNzi2aC7YJLr+wTSKX+P1Pt+i1J7nhEs3uHV0eOZLQadfYsRua9ZhOWCPwJViL73msDuHkOclF5wdcunvIgadCHnu6zg2Xz/CPX7vIH36uy70HWvQGmqV2iwu21bhs+4AXXdLlu17QpT1Y4kNfqdOPfE6c83j0iI+vHREAGJzUio0hDmHLppBLL+5jkojdW0b80M0jJhuazdM+YVTn5Lka/YHPYOTRH+oU1IrBSKZ3GIbWybpRwjBMGIXGvQ7dfRDCIBL0I0HfaE6ebPPQh74x9fLnzf7nd7xpR3LLpe9+9+9+8MP81Fu//x8ewP/je79Ia1sgv/qpD138wCMPXHHZjv28/GoPY5qQRtqiAnCLFBopQUmJUsKBWwm0Vmgt8XSC7yX4oSUYGWqepRkZJmowUxf0Qkln0OJ4u8WvfGAWkghJzOUX9bn4vJBRKLAmwVoni6QUSCnxA5/HDvk8fbxG3fdoasmGpmD3VsnGGc3WOcnOLYaLdq4QscT//FSL48cmuW6vx4U7DFJ3uPWBgOmGx+wUTE8MadZrKJx/3Rn4LPUMS23LarfJLde2eeSpkEOnNLOTNZ5/6RT/+HXL/M9PwgNPN+kNLas9zdmlCbbM1pmbGbF1csDP/9CARq3DkycMjx5WBIFFKoMUqc6yFmsgDAUXnxdz9d4EYTVR5IOdZhgGnFnw6I88BiPNcKQYho6xh6FgOJIMQsFwBMPQMAoNo5F7HIbGafwwuxfg7kWClVDQjQ1Jb0DSPdJieObX73r6p6OffMv1f/COV/95Upv7wX84AP8v7/0ie3dt9t75bz/xI7/8B0f/6133H+OWaybYMddh7/YeUtqUrS1SGJS0KOmhpEUrjVbWAVq5JIfvufvIE4xCSeAZRn5CPbROc8bO2puKDGEMo0gwjCWjJCCKazx9pMW+g5bEuupDACWc3PGUINDQCuCSjdCqw1RTMt1SzE5p5qZh55YRW+dWGdll3v2JSQ4dnuKaCzS7tkl271jhvkMjTpyd5kV7JdMTBl8PqEkPZXG+ugHMkOVOjdMLmhsur3PpBR0ePRCwYVLSqLW4am/CT71hhXd/0rDvVIt2z9DuKBZWNBumWsxM1plqxUw0YqYbIa++LiLwIjwVo5RBSrdd1gqMkYSxYnlZEceaMFaEkWIUpY+hdPdIuuaQSDAKBcMQRqF1wE4ZexRZwshJklGUsnoEwxTc3VCyEkE3SmAw4Mpdy/yzH1rhRZfOB0Z5v9M7g7HeFX/UOfPhaGLL/3km/z8O8N//ky+wba6pHz1w+Mce2ff0b99x/0nPiA187u4aSkr+8z9d5ZJtXbQ0SGFcICmNuysPpS1aKbRWeNrihRJflwDuK8L04ESRJYwNYWSIYhdkZdm+OLHpJdtijAsms2SJSANXLZ3dFngQBJJGTdKsKSZbkukJ2DidsHNLn4nWCh+9I+LOfTOsLk5w+XmK87dqLtwxQqhV/vL2CTY2FDOTkg1TI+54THLqnOKiLRAlggs2Jrz4yhEHnp5iqS1Ybrd480s73H9gyOHTkmZN4nuTXLYb/sM/WuSOJwZ8+rYNLHZh58aElY5mqqWYbAW06j7Nep1aYKj5CZ42jhCkdZIPsIAx7uqRGEkcC+JEEsWCMBZEkSSMBKPYsX0Ywyh0AWoYGcLQMIpdoOreswyjFOBRxtySTiRoRzAYxRD2uOK8Ff7LTyzxndcb+v0JhsODXidpvEcELYXe+QdnDn863nLB6/9+A3wYxmLfoXM/ef/DB3/1wP4j3nTToxtrQiH47N2SQaj4nhs7vOWVXSZbMapfR0uD0glaGbRO8LTGCzW+lvieYuQ5QIe+cAcmEoSRIowhigrLL04McWJzcCeJxaasbW2ujFBSoKRAa4GvBYEvqQeSRl0w0bBMtRLmpkI2znRBrvAXX1d88EuzbKjVuGKn4LwtHudtMezcvMrnHzQsr9S5aodkakIyPRFydN6j09coBUkiadUVWzfFfOtRw2rHcHYp4LLdDV5ydZuv3R0w3YQg8FFqkst3w4+9ah5PzvOJO6bZf6rG5k7EhsmYyaaiVZc06op6oAl8TeA5D19LkNLm24h1J7WxgiSB2AiS2J1wceJIICOIKDZEkUnJwhKlV8UM3KMIhumVcZBKkk4s6MYQDodMel3e+oZFvvfGPi+9Crq9FsNRQBj5DNpHPV2v/XpjSnhSBu9Oz7+/nwD/0Ic/izHmZ7/4wIFffvKp482pusSPLUoIOsJnJCRfeUBz974ai90l3vnmPrNTMb1BjB4GeCrBizx87eHrBN/T+JEh8CVhqAhjQZiyT85GsSCOlTtoiXXWn7EkxhasXWJuIXA2m8JdGXyo+9CoGVoNN9hnbmrIptkV7joQ8v7PN3n6+CTnTXrs3izYvsln+ybBhdt7CG+Frz4wzXSgmJ2UTDUtU60BEy2D7znb0xgYhZrVbkSnn9DuKRZWPbr9Frdcc44v3N3n6TMt6kGEVj5CTLJ7m+QtNy9xwyVned/nJrlv3zTbupJNExETDUGz5k7IIJAEnsTTqXWoBFIUJ7K1qWSxhd+fJIYkTfXHOTFkQHeAdldByygF9Sh2kmQQCzqRA/YwjDHDIRO1Du988xL/6gf61P2Adq/OKAwYRT5hqAkjj97gWLPT8/5zMPV89fhDX/zNy6/5zr9/AF/tdPE976f/4I8/8csnjp+YbNWcZSWFRQnQQtAVHn2p6ISa3/iIx/1PrvLDL+/yyus6zEyG9AY1/MjH93wC32MUasLIdb+EviKMJVEsiaL0MUkBnqQslQgSQ24BWisctq37HUKm0kS5QirfM9R8Q6MW06zFTLZGbJzp0hn0+O9/qbn1oVm6nSa7NwjO2yjYNufAff6WIa3GMh/8qs+pM00u3SKYbimmJxKMHdEdCLR0YDPWsfhkI0aqmJWex2oHzi3X2XtenbfcsspffNXn+LyHpyOU9LC2RZQoLt+xzC+9rcPXHunxvk9t4MzJBlsmYbqe0AwS6kERn3haolUaOKf5BLfpxYnuTnwwiSFOr3AO6I4c4gTC2AE8jAWjJGXtGHqxdMCODEk4YrLW5dU3r/CDL+9x05UGKRost2uMooAw8gij9PjFmlEoiXpnJ5vJgVtecPmJ37ztC+/hO179039/AP5L//m3+Zl3/qK88vLLrnlk36FJJSw1XyBj63xsAUpaPCnwpKAna3RCzWfvrnHHg01ecW2bH3hFn5ueFzLVCgjDgGHoM/I8wkgTxV4qSRRxrFJwS+JEEMeSJMn0pkj1tsCMMbfz0w1KgacMnuc0bLMW0ayHtBoDlOryjcctH79zgtse2MDmpuKyLbB5RrJ5g8/WjZJtcyG7t6/wwNNDPnXHRmZ9xeyEZKIpmZse8tRJyx0PBkjrTqYkEQgUL7sm4o5HQxZWa3R6CYsrmm1zLd7w4h4PH2rz6P4NNPwYpQTgYZIGo5Fi26aAH7xphS1TZ/nEnXW+9cg0pzo1ZgLBRM3S9A01H3ydoFWaM0i3t5y3tplkMc4zzxg9ToEdJxAZRxhRAqPYMXY/FvRiGEQGE4fM+j1e9uJVfvAVbW6+NqahfUaRq1sZhT5hrIkizShyj2Gk3FU3huH86Vd99d4d/6XR3PiLX/v8/0xufs1P/t0H+H/99d9h09xkLQy3/NzjTxz4sU6nRz2QRCm4pXAJCRmDFuBJCKSgKz0GsWI59vn4Nxvc+nCP6y/p8s439bhyd8j0pCZJfAZDn1HkEUUO5HGiiBKXsEmMIokFsXHOgbECY4rKO5uD2zk2Whk8ZfC9hEY9oh6M0GrEMB7y+DHD735mioeenkYnAXtnLZumLBumFBtnfDbPSrbOReza2uXcaoc/+UoTG9XYslEw2dJMNi0TjZBBkmCswpcCIVMGNwqlFbExdIeGTj9htas5s1jnkokWb71llV+br3N4voHWkZM2VhObGqNI0u37vPiSLi+8pM2jR07wu5+e4MDxFgvLdQIpqXuCVmCpadd95Kl038vqsbIpwPPsZ+ryOHkHYSIIjQP2MIF+ZBmFMdqGbJjscdWeLv/qzatce1FMq+ERjlp0+gFh6BHGjrWjWOVXXfc8vdrGklE48vqjhZ8LQ2IjN/3qZz72+8PXvfEn/u4C/Ff/2+/gefXG8ZPz/7q9uvSLo2Gfmq+IE5um2lMGTx+1BB2DLy2BEgyUoKcDhp7Hcljji/e7AZjf+cI2b/iOAZef3+O8DQMmm5ow9tIOec0o1ESxIjaSJFEpsCXGgEUUYUwKbt8zjuF0gqcjPBVyZiXm4GnDNx/TPHxkgnv2TRFHdbZMWDa2LDMTgtlJxeyUx8YZyZYNMdvmBkxPLfOXX4C7Hp/iqm2C6QnBRFPSahhajRHdJMT3FDp2UsFa52AwkvSHCZ20AKrdsyx3NPPLE9x4aY/vfMEyf/iZgOaSRInIAdJoothnFEn6Q48NUzWu29vlve/scc/+Dg8f8bj70RYnlmscWKwTKEldOXnka0vgWRQpkae7JWPyxDo5FxnH3GECg9BJlcjG2Dii5Q/Zu2XApef3+d6X93jVDREt32M4bNFt+4RxxtgZsBVRrIliZ1NGJXBHqZMzGvRFf7j8i80JmWzYMP3rn/3E7/df+4a/OZD/jQH89OkzbNmyufa12+/4N5/93Jd+YTTs0ahposS6TKS0qNjVTKjEsbhOrNO/CXgx1JSlnqSXQhUw8j3acZ2/uH2CLz84YMfsgNe+uMvm6ZjzN4+47uI+AsXsjEQrSZJojJFYK1Pmzq7LWfLIYIVrChiMDFLHfGu/5tAZyRfvbXDwdIvV1Tq+8BxbzxgmG84Hn2ppZqc0s1OCTTMxWzYM2Lpxhbv2OWmybVKzoQUTTc1EQzDZjJEy5IljinZfsb2ZDre1MIokm2YFF+8c8Y0FS3tg6Q4ciy+uBpxdmuJNL55n39El7ntsDk9ZEBHWQpw4iTYMFYOhpt3zmW41eemVPV5+TZ+lWxZ4+jR84b4ah04H3H+ggfA0C0PNcEkhhUQIkWpykYLcpiC3JNZgE+dizUyMmBQR11464PxNQ7bORLzuRSGbZwQzE4rBcJLlVd+BOEklSKxT2Zjd5Tp3kcpJQZRoOr0eidG/dMll18vLr3rhry0tfu9wdsOmv1sAn2jV9LGjh//9yeNH/n+jQVcGnibOwS1Qwrq7tO61BJ028HqJK0v1E/BjS10JmkYwTARD7THyPNrDOo8ei3nk6CzCROzYOOSaXQMmmwk3XT9k62xEEsVYkx44W0gTUg0qlSU0cM+jdfYdbuDXJA8eanB6qU5NayZ8yc4Zy1TNMFGztOqSiYZksqWZmtDMTsLcdMymmSE7NnVIWOGDt06xtDTBFTsMky3XY9lqGCYaEdZG3LvPZ2nZ48IZl120FkYjycYpyQsuG/CNhxK6A0mvH9PpKVa6HueWmly2e8DbXt7m3v11jixNoIQBorTGxEsTNIL+SNIbeKz2AiYaLaYnhly3Z8CNlw05szTksSMdavWExw5r7n00ILESIQV5nXZuI1qwBowhiS2bN8TcdP2Q6brhyl2G7XOCONEY02AUeSyuuKunawxJpWLK1llclNX5OCA7cMeZEZCBPIHEahaXO/LJpw79XH1is56env0PQPx3BuDd3oAwDP/TbV+/450H9j/u1wKVgttZTlJYYgFSgUyc/lbSoqVAG3cZ9BJLlLhsYmSgllgaiSAyTguOfEGYeITGIzKWU+0Jjt9rkCrhiw9FNHSMscYdJOu61UV2BIV0dykxQtHuecShJtCSVs1y4Sw0fUvLj6kH0KwJGjVFq66YaOg80TM7FbNxesjmDV1is8Kvf6TOQwdnOW+DZaopUnALmvWEZi2k2RhSq9fx0kBPpLIgMYIw9hgMhqwODdOBK0TrDgztrmKl4XP87CRXXzDiXT9wjv/2Ec2J1TqIBGNjjIEo0YSxTGtHFL2hpjfwaHcD6rUG9TRYftmVIZ4fct2ehDe/ZJgn0oQwqU1aRN8ZOSTGWY1TLYWSPsOhZnFVpxWXDsxxrIiNi33iJHvMAO2eZ0F/BmrnuUsXxMYiDWZTzR8JHnr4UX806v9wq9n6lTvuuCN+yUte8twDfP+++zl5bF/Q6UYvO370UE1g8T2FlIZEOpBnj8rYFNguUndWnkUrt5GeySJ462wrY90OSKP8yLgAMjYQBpKkKYmNJooDFkOXAbe2yBsI4cpTtXBXDC/NVm5uWurTlkAbaqk2rXmCeuDujUDRqGtaDcVEUzDdMky3YjZMjdg402PbpiX+4HOGT9y2kU2Tmg0tw2TDnQzNOg7g9ZAzy4aDpwLqvos/0vIQEiMYjjR7tsZsnh3R7QWuoWOQ0OkrVnuaVrvGRGOKH3jpPAdPnuWPPrM9tQwNxsSpZ60ZhVn9iKQ/VDRqmnrgUfdd0ZjvJ/heTOAl1PwELRKUTFzWWFiENBWfPLv6JYlkcdlNLDAmexQpyCWxkZgUxEmSAToFdQ7klKlNmbELYCdpMJtZulFseOrg0fNe9OKX/a7n137irrvvHb3wBdc/dwA/dWaJDRtnGvd/69Z373vs/hcKOyDw3RkqhHRBpbTE0jrAG5c1TKRFKUOSgEpAZ1ZV6ltnpZ7JmIWVv87srTQzZ20G7urvy8prpchOLOd5+9Li6bSuRUPgSWq+oBa4hEm9pmnWBRMNmGwmTLVipidC5qZ7bJ1b5pHDQ/709m00awGbJwyTDUGzoWjUBc166qPXRzx0VPDAgRq7pt33i5TCjYX+SPP8iy17tw+559FJ+iEMhgm9gaHTk6w2PBZW6tSCKb7/piXue2KBx45sxp2yhsQkxMamyRhXTzIYSRo1QT1Q1AND4HkpwA2eNnjKZYeVMqlUtAWTl/ZblhBySSGRu1EmTfUnpmTFJjJ1XkTacOE+y1/nLF3NTWRWZEZyLrtqWV4d6G/dde8/evGLrjeveMUtPxMNV/tebeq5AXh75RyD3sq/fOrgUz+6vHSWwPeIYmdHJdJtYMbeRgnixLF6ogQqESTKoo0lSWzqW7s6kSShAmqTZiGTUh1JnqzILMAyuNMD5ioS3e9RApRyWUuddur4GnxPEHiKwBfUfEWtJmnWBK2GZaKRMNmMmWqFzE712TK7wsOH+/yr923i5JkpLpw1TDWgVZc064pmDRq1hEYtxvNGDEKLlppAkWveTKJEsSRJPFp+zDAx9EbStc8NnSZvdxX1IKDmt9i5OeK//+Qq73qf4JGDm8BKEpOQJIY4jggjwyjUDEeS4UhSDyDwJTXf4vsKX1t87UCutc0BrtIit0KqlEAOkOYPbAZwK/KalqK2hRzk7riJ3GrMCSsDuClAnT/Pjn/iss1RbDl56rQ4fOjgj564aM+hKAr/8/8ORv9fA/yx+z9NjZPb9z/+9POj/mlqvsJYx1LGQCzdXRnhAG8EUjpQJ4nBKJFvVKJsnnBw2TVRZNlKXq1NWdumtSQ2e17FdgFw6ZolVBroaukSH469ZVqZKFMwSCdRapZmzdBqJEw0IiabITOTAzbNrvLg031+7n/NcujkDLumLdMNUs2taNYlzbqlESS06iHtfswn76xjE42vXGAtROE9R7FECc3rb+xyx76QzrCWtoAl9AeK7kDS6GnqfkDgT7B7c8yv/uMlfv4PJQ8e2Og8f5M4Wy9O0vEWklGkGI7cNgWBIPAEgWfT7XVBvVYWpVLZKECkNSuCKtALJs9S/JTY3FmLOeBzUipAnb/OPlsH2CZ9jI3FJFlJheTRfcdYan/++bsvvGj7H//pJ0++/S3f87cH8IXFJVoTM9sO7f/mbw26Z99A0ibwPWJjkenGSZFl7lJZYiCWKXCVJDEm37gM3LZUM2Iqj26HZnZW4ZDYgm0o0tFZplKUAK5kUZ/haZfK9jzpAOALaoEbsVYPDK16QjMF93RrwNx024H7/TM8fmSOXbOSDc2EybornGrWFY0SezfqIVaEnF2eQAq3zImsZBEdoxnrsXnaok1MLxYMQosbk5HQ7UvqgaLme/heDa0nuXxnzK/+2Dl+7v3wwIE5EquIEkNcqhsJQ8MoUNR8iR+67fM9mZ7UWSGWA7jbLzbdV2WQl3/rGNBJKxMz08Vm5RCUmD17PXY1LtUFZfcM1BXAGzi7sEKC94bnXXNF8uY3vOKfv+G1y6empmf+dgDeWTlNOFi9qL26+KZOe4kgUCSJQaZnq5EQq3TjVPqecRIh2wFJmogpztoUzNk9ZekM6LbM3JSLpmzliIhcd4vUOBFFtaCSaJ0BXOB7rjS2FljqgaEeJDRqCc16zERjxGTTgfuBg0P+7R9M89jROXZMK+aahsm6oNmQNGqKRl3SrLm/0ajFBDrknqfgzJJP03dWqRDOmssv90bSH2q2zAguv7DH3fta9EdZO5hJg05FzVf4np9q6Cku25nwa//kHO96r+WBAxuJbcrkiSVKXP17GFlCX+L7Mq1NkfkVS+tUpklykGcAzwqz8r0pStIvk4U4tyU7JokVKdDJgW3Kr9NKzgLYxXFeD9jZc4Tm3LkF5hcW33T48JF3dzq9U38rDH7q6N3U6mybP/PYr86fvAffc3XHUuDYW7oNU4l7HhsH+MQ6uVK+lBkDRokquNPneVlrBnDc3s0ZpeCYlHVK7J36vEo6WaQUeTmsa5oA37Ou7tt3BVb1IKFec7UorfqIVnPA7GSHBw8O+Ve/N8v+4xvZOqXZ2DBM1qFZd1V8BXsbGrWEehDheyMeP6RZWKhzwSaKWpD0nDSpkzIYaS7cIbh8d5/bHjH0Q8kgdEmowdDQG7jqQN/TeNpHqwZSGi7bscJv/NNz/IvftTzw5EYio9mQGAfwCMLA1W4HgXEAT69WrgBLpPe0TkUWUk5kYE/BPX7LSCUDeiYbx1P+xqaxUiV2KkBdPC/iqkyuGlPUx8QJfP4rdxEb/auXXrLnTV++7Z5Tr/yOv97KcH8tgD/2yAPM33ct3q4PbO23j14r7TL1mu+CHSlQ+Q8VGOm0mTKWJGduiymxeL4xljzzWG5GsOmOshTMjS1ZgemRKF9WpRBpcokioaTSuwZPWXxt8TxLzTcEngN3LYhp5IVWfWYmuzx4cMS//P1Z9p9wduBcwyWAmrW0RLWmnOsSmLThIKbmR0g1ohd6SKXxlEUpUhYvAJIkWdOBR9OPgJhuGLhWsdAwDBP6Q0ngqzRQ9PC0QakGUlr2brP8/3/yHP/iPYb7n9xElHhpg7ElTCwjz1KLSxrcM3jKneRZ65+S0uUm0v2Ugby8P/O0/lgwX8iVknQ0Wa19BuIM7DYdjlo8f7bHjP0TIzl5ZoWv3fnYtQvL3a3/6qd/6NQDD9zPtdc+//8MwE28jHfRXVOD7uk/P3fujO97ApkkxFIijcAkgiTT2ZVou3T5suTjGWweqFRZIHNHygFOuWAqf1LSjNk9d02ye3oZ1srieSnAPYPvGQI/oe4n1PyYei2iURsx2Row2epw34GYn3n3Rg6cmGNjy2OubpisWVopczdqikZNUa9Zdw8M9SCmXgs5etbwJ19pEdTAKzkV2c+2trDYun2ft7yyzZ/e3md+scYgawMbGQZ+QjCURfmr9kr2nuWi7fDb/2yBn/2dhG89sZFBXGMuEYSJoeHBKLLUfEugsxJadwXT2qQAF66ZO73SZeTg5FQGcgHCgi0oPSOYsmw0eeBvS1fgtVfm7LHAQ9lgKPCRpMwvpObkiRP+K2689C/nFxa/Z27D7KNlGPyNAtyPHxLxKL4h6bU3Bl7iZIEwyAzQUjoZYkTp8iMqAYixpCw+5pBkoDbCedqm0No5c5d+S7a7y4FRVvOSBbgO3Gm9izau5U2bFOAu8VHzY2pBSL0WMtXqM4x6fOE++JU/28yBExvY0NIO3PUC3PWaolZTaWLIBaY1PybwYwI/xBDTH9WZ9AVaWseMeQicnczOU45iTaup0GLEMDYMIpE38gYjw9A3DDyF70l8rdBKo5SfnjSW3VsEv/bjq/zGnyfc8cQGTnVbDBPFpGdp+YYwsQTaEsQWX2cWqS3pcFEweOr0ZI9l6Td+K45JydHK46UC9OXa8+KY25JmL2a5lEGflK7uUWz58jf27dp1wYV/PHl29Xr+Gmn8bxvg+/YfwdjwNWLlT/9AJKemGjWP2EhUItJIOpUgicBYWTQaZIC3tgC4yVhbFMFkySkpR+xrmLsE8PwgyKIUN5MnKnUKMlvMS31gXztwBykga35IozZiw1SPhfaAX/vTBn/81Y2EdpKNLcVc3TBVt0zkKXzXq9kI3IyTeuDGVdQCd6J4esStD3okxnNsmdbeCFlsR9E6JokShRQetzyvy+99ZgPdyGMyZfFa6KZRZQzuKZUyeMquwmKN4JLzJO97V5sP3Trgv3xgE2eWp+lNaKYTxURsqHuWILKpH+5iENe3KUpuSirtygAXKZuXGaUM8px8bEFGFalSqju35RyGzcpe8qRdGdTlgNUxueSBx0/wO//rc5v/xy9836uW5o9/bnbjeX+zAB92DmGt+RkGy1t9zzUHy8QWWtsKTCKdREnBnGTJgaTwUDNZkllMhRQpt5SJZ2TuMmtn5a85e6d13i6JkR5EbVzdtzb5mInAi/FzcA+o1/rc+qDhL78xwZ/fuhEjJtjYEmyopbKkBo2aSEEtqQWKWsreNd/kV4LAi9D+kK/cP4VJPAJFDppc1xY1TS6FnSiU1Lzy2j7v/URIP/Ydi0c272gfjIzTztrNhlGKnMHd/hFMT0p+5JUd6voMH/tGn1sf2sC5uE7fV0zGhoaXMrkCX9s0LrE5i2cnjpKilPxJY4dUC1aynSXWyVg8A/2461WweDVJ56zhLCNdYvHsCmez2S5uXy2tdLbu23/0Z5SSn/sbZfDuyn6E1O84tv/D1w/MKlJbtEjS9LtApfUKRtrc/M/vVjinxJRAngeVGYuLijtirVgX2BWAZ8DGptF/mplTNs/SVcCtXE2G7yX4fkjghbTqA/zagA99WfMrfzzH0ZUZPK/GpjrMBoaJmnHZycCNSavXHLjrKXvXfJsGqO6KUA9CljuGfuyjtMKXJncpKhqc4uoWx4pR5BPoAVOTfdqjJsNIuqlRvsUPXe26szZVERwKt5gWaf2IMYKpluQHbu7ysucv8qt/NOIDX5pjOWoxCDyakaDluSaIQIkc5J5MEz+lK18eqIvSvi6x+DiZl4moehyrDF6we1WeFq9FpQwjUwFJehKfPL3Chz7z8PX/4ie+9x33P/L0Hz7/qgv/9wF+bv4ctROb6E3/zxe2/MNzqjHEGJ2ztDIZY5fAnnfSiAqT27QBoUj/FjUPVUlSKnWtANvmO9ixS2lIUBp8aemG3+jsrhPXkqZjfD/C1xH12ojAH7D/WMLH7qjzJ1/YwKmVaZp1j5maZdq3tGqGRgDNtACrFkiXyg8kNd9557XABaqB59i71Rzy5TsUTx9uUM8SKpk7UUJIJsmStFApjDSX7oaXXd3lo7fP0q1rWrEbnjkKLUNt0J4pbD4pSyeOrSRm4kSyZbLHL/1oj91bIz56xySPHZ1iqOv0Ek1TC5rKEuhsDkxahKbc/tSiiGOyE1OKqg27hsnLAE83MGsRzAFeBv9YLdEawJuiASPJmjGsC5rvPrA494efuueFv/mud/3h6uoCU1Nz/3sA73dX6bZO/ZPm4H1v99VxrN9MDfqUtY3EWEOSSJQVWOuAbsttY5XincISzB0Sqk4JGYuvB+4yewtbAbebpeIedVpY5OkYrRN8L6QehPj+iF404nc/UuN9n9vAuaUpIlVnsqmYDSwTvgvOyuB2jK3SYiyRsrcDdy2t2qsFEUkSse+oTz8KmPHTy7/MQCEq21YONONYMaE0l50f8pd6RDfUDHxBPUq1c2TwQpMWSkmUFAjlpnCJ9BA6be/2eZxIJhoeP/t9PX74Ved4/+c6vPcTG1jutxjogK6naGhBXUGgjAO6tC5XkP7mHOQ5wG3VPhyj8UqsVGbwNUwuxl6vBXvG3hnIY+sqSIdGc/r4Ajcszb99ZfGOe5eXV9/3v8XgdnQ3+Oc1Hrr7A1cMk+P+bEvgeTEysaishDLdqVoVGboKg5cKdcjlSMbYonSmF8VIFXooXRYLcLu7LLG3KyBylXJaJelwzhhPx9RqIYEe0R7E3Puo4A8+O8VXH5xmqT9BrRYw58Okb2j5lqZvqQdOluTMHShXrxJIAt9Jk5pXgNz3Yhq1kHMrMZ/9xgwjNL4ugTtrLMo0eH45dvswShTWerz+pg7v/XyfhdUGg1gwihxr+RF4YZInaLRSaROJLP525cRx3U2NumLzzICffdOQq3ef4r2fneThgxMs9ZoMVYDnK2paUpfgK+uqLNOS4izDWQV5CejFBYnxQ5bLSyuqzE1hD5sS4LPnGcjjEnNHNm1+thBaQCgef/KE//6/uPWKf/aTb2l8/Z6H+y+94er/twx+GpLV77zswlP/vHP2GMZ6CBEjhcFYgbaSJJEYK9NWsQzMssTSZVCX9XYB8jWMXQK224/WBTnjwBYGkTK3LIHb3WOCIMT3QlZ7Mbc+KPnE15t8/t4pFtotVL3GRFMx5cGE74Kwhm+p++R14Rm4nTRRTpr4liAFduBnbkxE4I145JBkcRAQaIkvXYJHlS71mWSudLQnIu2A0czUBdde2OPTd0/Tjz2GsaAWWfzQ+fdau2BTjRx7uxOo6CQuLv9pdZ8VRLGmUfP4npcMeNnzlvnivV0+/vUmdz46yXy3Qah9+r7CkxJfCgIJvky1uSgs14zFpRBr6lXWBKCVpFxpm0snYRZYZul+Y9Om51SOZMCO0/dNtnFScO/+Rc7b0fnns5+457ZOb/Dx/1cMvriyAv7U3F33fuy745VHuPr8PlL6xEZiTQZqhVKyJEdkqrUzaeKkiiWVLIiK5qYC8LWUkFe2ZcFkBvAseSKtK96XBiVdIb/vObkQeBEL7Zgv36/53B0tPnHXJMudJsKvEbQ8Wlow5Tlg1z1LPQO3L6gFwtWH+5Ka5wbq1Hxy9nYAN86N0TG+F1HzR3z+7oDTK3VmW8Jd8nMXYp3ALJcohQ7fMKX5rhf0+OQ3IwfwSDDyIIjdNCkvNM7aK5UhOFYtgZyCSJK0CTv7+83aiB9++YDXvGCZT9/V47N3NLjj4Rbz7Qax8hn42o3JkwJPSrRwjO5J0pZDkR6HQpuPlQKVjmWhySsgzwBOyS5NQRxbkYJ8DNQ2SRMjrs7DY0S//SDbZrd/96ve8Ppv/Pj3rSzUgum/JsAXV9FS7HrgsdrbP/v5Ab/1bwy7twwYhToFsMqZ21hVMLiVBZjT9yrsDSUbsCRLxoLKctlrWZaItBNFZqwtnWXpezFBLSKOYk4uWPYd0/zJF6a4a1+LM/NNkqCGbrkFnCY0NHVCw3NztWtpR49j6AzcriLPgVvkAA98S+AZx9xegu+52pXHj1j2H60hpIevKGUcRRpkFjBfA8I04RMnmkvPH3L5BV0OnKrT9ySNOHHgVhBqmwbP6dQqKZFkSRnp/nrZkkuJx5UFaOLYYxB61IMRb71lxCuft8pd+7p84AtNnjhW5+h8nbgXENc1I60RQqLSuexaSldTL1xnfi5dWFepUD6kee0KaxnbkMmRrPTZpfrJ2w8TMAnY2L2OEs7f3ucd33WM6y665e3LS+33WLO08Ndi8F/5g68Szf8ZRxZm1eb6Yfwg4b4Dit3bB/hBDFZijevNc4Gmcp3sVqSPstDcpSbg7L0c5BQgH981FZ87Y+9sQKdwwNY6QakYoWLOLcOtd2j2H61z610NznRqHJtvgA5QLY+GVrSUpaktdZ2CWltqHgS+SGeMF+AOfFcHEniSwAO/wt4JgWdS2zGmXh9x6CwcPV1HSe3kiSxf2hnTymMBVt4Kprlgq+WiLT0ePzxDv+FYPNDgxRYvSrOzyuQZSFc/krk0Mt+nxhZS0SXh0lazRBHFHkHos2Ei5HtfMuKGS9qc7bX5yrcCDhwN+PIDTc4tBVjpEUkNShFKCelKG1kqXyKK4qwy0MvzEMdAXjC6TX3yjO5NcSctP7XGAduVJSJwgL/ukj7GwO988FGEHKqT59qY9keRk2/69hn8I4+8atO09+j7tvoPCL9m+Q/vn+KPPtfkx17X5+IdEc2GYcfWCM9IRCpPbMpGZbDnDF6SJ+QAfwZw58FMwdpKWkTaMGtVgrGGhQV46qTiw7c1ePBgwLHjdbqjgH4SgPaRTY+aEjQ0NJShplJQl6sJPeFep+AO0jLTIAV5ztxZ/YqXpMztwB34EZKIdl8SWt+lwqVxwy9F1QMvM6zNyhKyNrBEEiUaYRWtZgiMGEQeQy2oxzYtg02TM8o4JyWvvZGlUgBZAKr8HYnMAe7F6RjlyMP3fDZMhmzZEHH5jhHdsM/RE20ePujzF19rcOBEwNKCT2w1sVIYofIGbpeedWdv0eAtxo5m9sQWr2zK5xlTUwK3KZ4rY1A2Yce2iGYj4ZLzIn70tX0u2BbzwJM+D+17VPzyz2x731XXXnyL7bTPfdsM/nM/9nLxkS8/uPuTXxpc+JnPTzO0glFoefKY4c6HGyhp2LU94nteMuS6i0c8/4qIxDgXYqoO5AwuXdYyB7PI5ckzXtiESdvNsq5vwyi2rPQseHD8lOT2+3w6Q8UX7qpz8FiNXuITWw+UB9pHBQpfSerK0shArZxTEGTgTtvVfA8C7ZoeAt+Vpzr2FgQ+BH4hYzKQZ7UsmXtyajHh47dOMN+uMz2ZadYqe5dIrcrieX+jZDTy2DCjeOPNQ257qM/JdoO+L2nEAj+CUFl0DDoilWYUWpzSKAhkUdqaZwSzVjI3oTdOFJ4ugO7pGM+LaOmIa/bEXH3hiO9/5YAnj0m+eFdAZ6S47b4aJ0/6oCVLfc0wUimgJTa7RD2TvVJYK8VZTkmKYBDWMlVPaPqGxBqef2XIdReP+J6XDNm1PUYJN7cdK9i5MeKVzztLY3bxwrh35W49cct8+Xx6VoCfPtetz000P/CNBw41VpkGEYOfYG1CJ3Y/5uGDAY/sb7BlLmb7lgiTWK67JOS7bxpirWsinWlZ9l4QUQvSbciPsGT9mwscw5Hg0acU/ZFEa8njRzz+8qs1rJAsdT2OnwiIrcJ4HlZp8Dyk1EgpCaSgJlNQS5MmNFwNhp+mqb28F5N81ngB7kyWZA0RTpY49jYEOmXvFBCBN+KORxW3Pd5E+IpAZaOLS+7JGLHlLlKpNifrTB+NPG66fMiLr+ryF7dN0Y8DhjEEGsI4nSWT1dqkDpKTDHJM52dMLqoBbXq1iL103EOi8BJNHMeEsYdWce5CKRVz1a6Yq/eOSDCceE2P5Y7ACsFHbq3x2GEPrQWDkeKxpzThSKU1N+sAvQxuXJ1/EDh8TLcSV4FoLG946YjnXxJiEti+OWHznIVQYI2Tw+FIkliJMRpPK4adA43a7Bs+AJ2rgf63BfBJvY9Zf8Hf1OhwQtcxNk5FfuK6GqzBSoP1DKfallPL7tJy/5OW9342cRsQW7ZtSHjFdSOmmgaTG6LPgO0UBVLCak/ymW/VWO4phHSSh0SDUK4tqKZAutdKuKg/UFCTlkAa/NTX9UrA9lQK7LTZ2PMEgRbuMe168dOqPdfG5qSJ71vH+H7K2qnv7aXyJIwj9h3z6fRqBC1JINMCq9zOLNcRFsc684Tz3IGRxEYRRh4bpiWXnz8g8AauNiUWBLELNHVkS904xtVv5ydRFvJlVqwsqvjy8okkr0WPtSTxJHGSECuFirMcQpznErRMkMo5VDs3xVywNUFIw/P39rDWFbSt9gSfudNndSDS+Yfir4g83W+aahpueX7I1g2WJF1/TCqHBWslSewR9UrmRRbjpXGfsZonjiQMz5zxpb/+F64B+MkzS5ztdn/0S3d9bCaSIcbWHJisLF1SStpJGvBKA3eyS49vOLVi+cDnm1VTtIrqKsAzGSMlBAI8ic00X/7oInudZt0CYZ30SJMUfrq6gZeloZXNu3iyemjX5SJKy6E4cGfSxPcyje5mp7hZhiYdv5Cks8rdsM5ji4av3tcA5eOr1B4cCzDXGsfl7J5IM3YyHaqjiROPV1434s++0OeJ+SZdz6Meu0IpLy2Syr5D5JapKRh8rCzAxUKZeyHcTHBjcgdHx4o4W3BAJSit3CIE0oHcLYmSEIYGIQ1KuIFLTkYaGr7hra8yCGXTnEVJb0P6urzx6UloII4U4VCmMyQFJhI5kJ20lYUDZ4tci7USKcHS4cSxL8688fU/86PRcOE9Xq2aul8D8I9+8X5GYfzW//EX0cRCt06gbWrxyDQSVimQM9CaEnhNKZiwoCz48My0XQJ5quVyRGTUhEyLf1xSWks318QXFi/PvDlW87La77RMNXvuafJulozFPS3wvKxnUaWrR6SyxHfg9j2Ln3b9+F6Set6Jq2vxIqSMeOKo5NCZOkLpPEGS14mUy07TTa3UY2QdTElRlxInjsXP3zzikl19DpwbMYg9BlpQS9wcRx3bvN5dplq82jAs00MgSlcLWTQX6Mx/d3etDXEiU4BLdOIALlWSPpp8WRmZOlm5oyUdqAdDU1i5KcgFWZ2MrR7rnMhTRy01IMjNCEqmRMbclECf/vsE9uyI2b392ITt3fvW7sB7z7My+PJyB2Os//O/8ZdSR4ZprfKB6c6vTGsF0hS7Ib10QMnuKW1QuWP1GYGd/UcUMwRJu+HT51lWzZOghSsIygqZdAngShUgL+4iX7xKp49ZV73vyRTkBbiLe9H545eaJFww5gAe2YhvPVRnaaWOnlD4WZp7PMW9ztZXQG5LboqRDEceM9OSF1094Cv3jejGdQaJohEXVyad2HRibTnxZSqBptvzIr/gFg3PJg88YyPwEplXXjqAp3UvUhGng4KkyB6LHETZCJCVXEUG8CILXdryyvEvT9OqAL/ivJWL8uTYCeBhrEL1Tsm5XT/ih6Nu6Aet9QEexyHAr8+17HWTfowfC+JsLABpzTZFdVg2dtdQqhJMf3zx/Fl4u5QoyMCssvRwCuRsRYhsaH620rESBcCVzEYhuIPvasFFBeCu4VikneXjABfrADuVJ9rgeW5deCdPYnwd4euQs8uGBw7WscpPs3/l1eLGCpPGg8xcJ5fHF4t89p9NNNfujZid7dNZbNCP6zSUwEu1eD7INBtLjXHTxDClr5KVxFpR/5EufKtdYZxR7jFR7h4r6SSKsk6ipJPJssdsNbysda5cNpGxdlEcV5BcOe5co1bLeZEsCZi9Z0pgpwT2lBSGoSbU9esmRvGvA//8mRl88RDA5vbyYSkweEohjcUIgSk1/uYF7Cnox1Oy2ZloxjdC5Fxd3EU2hSqtL0nfy0Cdd+mUwV7uuRQO2DnQ025xLy3k1zl7u4DStWzJ/O70OIV96BmCbBJUyt5eBnIvwfNitI6QMuT2Bz3ufKSFqGn8FOC5/53fS+1faxi8YO/CE3dJmf7A50VXDPmO5/X506+EhElAP5HU0sZiLUHFmQ+edvnEZk1SKZMrBpEmVwRFaap0XVhaOE2uBIkWqMTNrlHGoBKZg1tl4M5PZJOXTMjSME8xJk+KE/2ZKS9n8hLYqQA6q1cqWD2vnozhqf1HZIcjm8f/bg7w5eVVJicm9/7Fx/90x/GlNqPErUspJVhRaj/KvpBClpSBXBElYyxe9oPL4M7ru/My2FIaWGRp79KlP5UqrrOlAHsxDiGb/VGaA5J2kxfzQQpw50GlLjru83l+Jeb2dIynHIMPkpjf/8wsoQjQUuFnteilHEixjWX7rqrDswOXZGn11MZLEo20Hj/xui6f/NqQlaRGP6lRT8BLBDoBFbvvjDKpksoFwbgQKDG5Tllcp83h2o1r8LRIy6BdG1uS2DRbalFKps6QQaoSuKUsfW+RlCuXNK8H9Ge7rZUqxdWOsjQp/dsgiKn55xj19p9/00t/6NLRsPNEUJuoAtz3PYRI3vHQE6MXP7ovohbosWlM1TRr+b2idUmwDmlXwJ+HFVnBThnoecUaVaCLbL5gadZg5S4q7J23YWUzQFJ5orVMQZ51mZdkSQpsrzTHz/cci3tethqEY28vCHnisOT0Ug2Uh5LC6e91mDsPL8T6+8Nm82HSy61J3FIsbiSxx5aZiIt29Ln36QaR9unHgpoSLtiUDuQy7fuU8VgGOE+U41wwWxQ42UqPbPr9yjjm1pBIg0pE3tuaZN+RZCPfpGPu3BK1VQYv1Y9nI5q/HYAXbJ4yui3LljKLFyexFB7nz4Xo4MhGazlfCPXEGgZ/8vAZAl8zGAyZrLsIvZx1y77UVABdrRx7dtVd7YTPQU61Z7HoILEVcJeHaBYZPArJokTO4koVg23y5b9TgDsG51nAXTQoj7O3Vi64DOOIP/l8kzMLdUSQyZPyQMtSFpPqVeuZmgAyRyVjcGMUYazZOid423d1ePz3W/TigKEKGCSuNkVn2x5TYlKRBnYG50qZ/MgY0iI4soCzqGp0frmTLDodr+fIw+Rjr12JrqHcZJIfq3w8hq0yeEmLjx//vxrg5SC0iO+K/s+yhLE0dd90l+4zSTzM//8c4B//1FdQSnHq1EkagdsleWvZOoDOgf/tnZQFwCt2Vhnc1TLMMkgqAJfF3ENZYm8lRcraxRzC7K6ykW1KutkoGcC1TUdJlJjbKzsmBci9dD2fehDy1En42l0NIuGjpCKQBdgq4JZVFrelxsxysFQeT5x3+SSSONYY4/HyF4447xN99h+vM9KeS/zINM6IGTupbGk/pyBPZ3BYW7IPbTF7JknnPyYGdDodQSfp/EIlkSnAlSCdo1IE0zkR5U5OIUvKTE7ld307ILc5NRRyt8zk1f0Xx5bY2j2Hn378ZmvNlyoAt/YehLiB9//Be4JTrZjVlWJgYh5EjrmAlVLXypMxus5f2rQ7u9oRUpEpFQYvs7dYy+QlYEtVrFac6e9sFqHKmDudKqvHwO3nd+ecFOxt0oROAW5PRygd8shhzbl2AMpzCzylHfzZEonjvvR6QSZZeWg54WNKWjzJVlDQbJoYcc3uAfuPjTCJT18FzhPPkkolu9Cl7YtBmmQgz+RKXvGZSSPQ6XOd6nOVjuDTxkmSyqBOU7pKjQO9Am5yj7xc9lw2Gta3Dyl+5zqsvh7IjREMR4JTi5b47CC49z0/ycdvfYLvffmlDuCd1QgT3f/DH/7UnT9z+MwqcaJznVth6gpjW8atnrV2fvpaFOdiuS5jHADl2o1Mw1aBLQqWLMuUjL1lobtVytyekvnYNq3GmNsrPXoWrdK13nXxWKSuXdNyb5jwJ1+YYmkUIAKFFgItjQt6ZfXkHB9/Vt5PqVJ2zoYpHay0jc3pcVfaOtnQvO3VfT5915BeXCNSHgPpWLyoSykHmqXgLg08XZGIcZnB7LE8zUBlYHHzUoxKwS5TCaMsiSgWMMh1vyiYO5MoRdAp1vktY1IlJ+ri/SqsRAV367O5IPAtMxOnGfpbfuYNv7P/PpP0P5Qz+JduX6VZHzZv+1bfO7tomJmoHqA10uSZWHsd9l5Pd5dBX05nZ8X749JESFDp3LyqRCmPHyvLlEx3y0rSx/PSEW4ZwPPnmRWYSRKTgj1Bp4kdT8d4QcgHPxdw374GSB+hNDVlK8GlkONXJLdxYgzhFRclr98eW0khydL3HtdfOuCHb+7yvs/WMdpnIH1qeaKrFICXgVUGjjVgHbizUH+8jdDYlM0laJsOUU3zCsqUwV0sCVkweGHpVnQ4RTyVH/81etyylhbHbuswevZXBKC1Zapp2DrV8ZpTp5rGOB2uASQaazWTNY/ZlqvTqHiW42fQtwnw8k+uXLLTNypj19aVKKX5HBX2zphbVhk87TgvB5rjgzcrmrssSVTJ89ap362cLaiVa1xeXDZ89a4Wi70aBB5aCHxhi/EQmR8txRoWX/eYlWKcItgrW4aKxLiFVKebkpe/sM+n7hxythMQKk0/EXmTcL5fct2bBpsl09DmmhyMNUVWMP0d2pbGXFuRsrcbtZeUAvzs6l6dhFUknYoTrOqkVF2Vakzm3ngGQK3TkD6uHhKj6PUbWH+CSRnkikw/degk27Zs3PmRT3z59afOzNOsadxKBOU/WvVIxLeZpXQ4FpX31uhSMXanNEKsNNI3617Jd2w2GnlMnhQyhSp7a4uusHb57tjbzVEpj5xIGVzF+DrkyDnBgSM1sH5ee6Kz4Gs8OGZtMivbh+u6KOVhSfnCTyIvwDJoLt0VsmvzkLPLdWziWNxPivKALLNZpMtFLhWKI5bJFFJWL6W/U/Y2JaBr6YJOx96ZLLQkYydVRjrC2PTKbN2JTlmujI+6thWM5D7JOCnYsoDJAJ6J8oLZk8Sn351H2tXX77nili/2OyePaSVhFA4vksK8fnlpkUY9yAfSFzXqa8+gZ7ut8XzXsDeltqfq5Xx82EyxEwvmzqWJJLWuxgLMMXC7EW5rwa3zdWsKSeJljzqri07wvBCIueOhJgfO1iFwtee+LGafjLenidIGPxOJl6VeLlEqUkXlMiUceuzZFHLj8/rcfaABiU+sNAMjCZK1Lk5ZBztmzBjdgTyv96gsUeLGXhsrUk3uZrsr6YAvpU0fRQnYlJib/ASTUiAScmbPT7gKDuy6ZPhMpFmVxqKix7OR1MPFJXaG9vVROPrtJBHH9PQENOuwe5ti1zbNUtsBLx+1VToS34bkXsvgiALw6zF3+nk+fD0FdQZ4lV7yiyBTVNg7CzwzHzwHdz6bMGvzWoe1U8bO5InO5Ek2ekJHaBURBCEPHpX82ZdajEIfGmV5sh6wMj96PbcgY6DisQgyKRVelVY0S5uSJ+uaH75lwG1393ngkI9VHkPhMxBpsJmMsWUuDcrRXHE1LmSnyUd7GCXzq0p24hpJzt6mJMVkfnxc1XTZ4s2OJyKVTYiqPBElJi85LeWf+ozEUHH0HNCNcVO9jp/xmTmt2bpL0O0KdH84Qmmfld6I5U5CYnRaC7L++LT1WOhZAV5mbcZAXWbudVlc5DtS5ABPh7aLQo7ILNBSRVCUDZ7PmDsHuMo601NGT2cX5pJEJSidpJ0tMb4fEsYJX7yzwWPH6uB5CKGK0th0BefcwRjftnVAXgF3Xv5QrvYrNwynox+MYjTyuGxnxKte1OeJ4w0GcYiRmoFR+ElRyqBKrFm1J7Ncsl3bPZYytrIGK1OwS4lVhXWYOSvSCqRx35XklqHIA0wpBMJUryLj5FbFRunq8izAfkYMpv+rVpYN0yMa9QGJGYIYon/v/Z/G9zXHTy6w1JZMNmxeR2H/ml9WvsKI9Kiuq73LDFe2BWUV7FkdeC5NRJm9KbE3lccc3Nn45BLIdWlOuNZJagWaymPB4C5z+fRp+OwdDaLIsbeUwskTUS2NzRZULm9XZhHlQCsnzUrArroZzxxstmqK171kyMdvH3DglGPxkZQMkpTFjUUZ3IrSmTRIUnmQZBf2lCZV9XdolXrzyv0emVqHSgqsdErHyKL+R8oU7MJpb1k6fmWwQwH2cXMhE79iHTn37ab2s5sSli2ziqTzGPvuP4c1EXp5aQGlJEk0YLLpbLW8BiX3Cdeh8tK3i7VvPcNZ+mwgF4VEkVlkXtbexQoEShVWYZm1syYALUnXg8y6ewqga51NiCrcEy/vZolzYGsd4amI2MZ88ut1vvV4HeoahMaTAk+UOnfGM5hrtPgzUY+oJHvs2Ez1SsCZSIxSjAYeL7y8z+tf1ufIn9cZGQ+TKAbCw0vclVdlzJlk+7hwVorTq6Rqcx/c7cvMF1fW5GA3ViCNA7qUBatXTADrnhthESY9llC01Y0f/zHyW4OdCt7W23/FZwL3m9p9j1Eywg8WMMag6zWFkpIklsShREqRB5dCVINM1vnC9c648nJ+Vf9bjIEgA/jYygJijLHLHngJVJWCK+UaHYrnY3ft5Ihe565UkdTJpIlWMZ6OOHRW8MdfbIH2QXgIKYvRZqXey/xAZ2z1TDuMqosCgqxDyoyxuSlpcJOyeGI0JtK8/VV9PnVbkyfPeiA1UaIYSOmqDLOrCnaMLcuCsiRX8oSJLXXUuNfSCmxqx0rpUvrSuvWYjCQHtUzLXzJLN69RgRTsxXEuT8TNXZXSPis+s+vtvnUBDkCcNuAIhZXaAdzTbkJS4Eki3/XG2WzhJ575JsZerUnkZGdWSZcWoC80WV4vnWcui3Viyqwty5dGVQR2KpsBmAaVKmtXyxY9zZ9nAaUtWDvPWmaSxLF3lrm0OuYTt9c5eKwO2gFJyzS4FKXfIwpQy/L2UdzXPTAZ0KEI8jLr0FQdlSSTKokmij32nDfku1/a47f+vEakIqzwGCYST2Qp9gw8RYlEGdjZc2sFqNIKDfnJ56SKtGCtcVIk097SYqVj9HIyLn9uSvtBFvumEvSOxynrMngBJvEsaMyymsZCHBtXY5Yuk6Mn6ppGIxBtFRNHA6LYXWKsFd+ea1JmK7GO5s7er2ykWPNYnPljUkVQBbgqM7itMLjKhrmX9beyJX/b5PJEq8LvVjKhGNrpWNwLQvYfF/zRF1pE6cwVIV1wmfvfuTWWbpcsDlxxNq/PPhmQDEX56nqaPB9RnQWbyvnidV/xI6/p8/k7Gzx+3AMZukaJRDr5lLF4BrYklSplkFtc3+waJi8q9JR0ckVaizQSJYslZqSwiFSDlwPPwhErg32tLM2Au55kKZPkOImu2ZelnMJgJBjGgmEsRRxFqK989bd2X7Bt8Mcnjz+x6cQ5L/Wl3Tgwuc5dPcvrcvpc5eybfpa5HlKm78ncFVEym5Yq0iX3xFp9rbJ67wy8JUtQFy5JlrFcD9zOLakWVLl7OkM8LajydYiSIe/7VIPP3jFJrGtuBJzU1JWlno6j8JQbSaHTzv28PS7LpJayqkrKvEZd6ZLrk8usbHWKbHtNaTmWYkR03kWDYWY6YmFVcMejATalLZOOV9OUmDO7l5Nu6Qlox9iqLGAKAFnWBMdUbeQi9T8mwcbLEszYa0pDWkuTiMtLnaz33Iy9n32vkvDkiS6bdj3/2utuvOUL+ktf2t84eer03rsf6ZEYn0ZQpJnXMrcYf2OddCv5JUhmTooo7eAxWSLTvV+uGKzUoZQj9hJrFwtNlRackoVEUdq6IqgU1Nn67BX21kkuUbx00I1SEZ4fceyc4KNfazI0npMnQrmxFHmrXLXDKJMpFXtUFPsme16RAmsus2OLBKQypdyvaZTKpUrdU3zfzX0++MUmR85qkBFWKAZGo0r73cUFadBJuQyjxOQ5FQqssqgyiyNSPQ7KlnS4BGEtVjgpY7IEj63GWmuCb9Z/XmVvUcHXGgWx5j13JWg14LJdQ7Y0T+wNV0RDm6RBGE5izAQ1n9yqK6eX1wC99A1rNHdZX5V+5PrSpFo1KEpAWStPbCW4lGVwVwCerTljS+BOGVwZtMwqBI07AVSczv4oAkyjYn7vMxM8ddx17CA1Uih8AZ5wHf7l0WzjzQ1V/b3+XlyP3Qo2KuvvDOxlmSJJjJsWu/e8IT/xui7//n0BSRKCcCdAH4HKA05nEVajsrWaPGfmFNCqlM1WsvidssTGrqXRJQalcL9XSjCi0OFmDOBlTT5uIVPah2V8lS89YmwLykbFIASbNBGmhgkVOgjc0niTTeWU+diX/ZUArzD5uAYvva6Y/SKfm10tkV2rucfXvpQqm7ttK9q7DHBVSuYUa/UYB+LsUSU5sJWKUTJGyYSgEfHQ05qv3dNgmKSL2Uvt/PXS1aNIU9vKSTt+8NZEUKV9WPagKQE7H/GQaXBr0sHw2XsOxHHsWPzmFwy48isDHjroQSsCo4nxGArX2lYpoy2xZfn6kc9sV6SujsjBrtLPpbRpsJmyuUjZXKSgT4NIa8UaYMvS8TfjLD6uBNYLPMdYW6yzP4Vw6fr+UDAzhEYEen45ZrkdE8VQr0t4htBSjP21chwFVX2XJTiKM8sZ/BWmK5WVVupP8qo1OyZPbKldzaZDb9ZncDUO7nJAmT+m76WD87V2Wcv5ZcMHPjvBE4cL9hbCuROeKCV3KjUzY0HU2IFYjysq2UyqWrJY1qNclyIrtmGSKGLp2tou3TXiba/tcfIDPvM9p8WtkIyMwhNp8Jf/lnKRaXGs7RiTq3LfrSWVLA7EtvTcATsFekpKJgtAs2zqGrCPk986jL4O4NeS7Po3T8PslGTjrCubRqt0bLAnsabawbPmD+Z1AmLdH5B7mpn+q4C9CuRyoVUGmKJbJGNwm3rghUxRaWd33mmistXVbD7PIwNxcS+zedHIoLLEjnIDNW+93+dPPjNBL/LdLAmhkSJrKhZubFmpX3TcBmMM7OvSTTlFnmrgSuBmcUFXhclLQE8URiaYlMUb9Zh/9Lo+d+8L+PCtPqhUqgjBwEhUUtTaF+w9XoBVwLw8s0XZQrI43W3zE1LJVJrIzE50I0akTB9FtgCA+9uZ02SgSOGzdn+tSRKuA/JxgJdlHtYSxRaTgN6xWVCTgsGqoD9yCx9ly2g/I4tXvri6Zst6Gavs/fVrvjOAl7rpSxKgsuKXwgGsxOJVmZIOxs9ZvHQvWYFVWzBGywjPDzm2YvnIl5ssdfw0a+mBlC64LNd953JqfCWyQrhVFMpYwY6lyJ2tWc8mnehULN5FuqKGKa1qV6TwpdGEocfcZML3vbLHnQ/VObGiQIYgJBGuGCuXUqknvl4BVhUtVTZP7fJUg7u/56zC1OKUGXMzpsMd2HOJatPCq/GSBtzfhCpuKOdQnoW9M3CHkWF5NWL2TIxVCXrzXBtfrjJ/uk//nF/aASVGXgfYZU20JkhYT2ON6a3iEl+ahZInDUqaO3+etUmVwC0KzZ3ZaFquBXeFyWX2PM71t9YxQiZ8/f6Arz1Ud9c4qdPgUuKLateMKv/WkuSq7IdnzfQUQC+DfHzF53LxVeaoGFMGt0EZ5eRKqHjFNSNecm2fD3/VwySZVFGMjEpdn3SNnUSkFeHpsRZjIJeU9HfK5DJj+AzQaVdQljOx7jjadL9Ym8YZ2T7KYi6Rfy3lWhUhSJm9iN8qCR4xDvD1d6rAstCJObocY1sx+mN31jlxPODok4ILtyX4nqKsI8ddkvLz8heuAXf5gJf+TRnAZbBncqQM/GLl3eyzovk194dVeX3MEsilqWhtbywV70aSpcGliji2AJ+6vcFK289rTpASLUgLq2wuk8rgroBcVHFd3fHroLtkF44PAlpTp22LKsPESJd0Sa1DJR2LT00mvOFlfe5+uMbhpTTlKxQGwVBIB26KKsNMpKzt/HGxZgZoJYsrjMrBbVOZIpw9mLJ55qZkxGQzHW5cA0Q61iS3ofOAUxYltRXcVR7LEqbUApHLYcFEU/H6l1iuvnrIzIYhesekRkx7dJq6cAJk8QPWyEhRfa8C7LHna4AtMu3FunIkB3b2vrQli7AAeDUBUtLcpcVgC5mSlJg7e54Gl8oVVYXG8Dt/NsHHbmtCbYy9ZTHQpyqtbMUByi7/+XFYB+jrck7ZELcUDGnTOSZmrEaltER6YhQqHYMsjSIaat70HUNOzLf5xd/z6CcR2djp2HgMEaiy9sUSVciqyGjmiZ3MG5e5wYJMLUQhHFUL6YBsU6BngWihw9N9ZlPZIkuVqtl+siWJl+GkHOeVsLZWSRQ1LtYKllYbnJmfIhaT6PM2K7TRrMx7IGSFnZ6Vuddh8OLHuQCS7LFsp1EOzuy6UkVJW/q83O+YAZvSvDxbBJHp7Dw9Jkcy3Z3dy53y2o957IDmM3c0SKTnmFtkw/WpNDVUSmMpn8BjwdLYfnsmeOdd9ZRlSonFDUU1X7nC0MqKqyJTLZ4kCcrEvP6mAR/8wpCHn1RYGZKmeoiEZmBSmUJJj6cSJZNJ5HKkJE3Sk0+J4pxUwqFZWLDSpiAvgCaEzQEt0hMAUciZZyLENYT5DLgbZ3iTjjpZXLHUpy1Da9G+Z6n50Ki5tVywa0V8RYaPn3nr6m5bPeCiCmKRA7wMbFuxCMuyZJy5s2W7nYRxQNeZts4BX2LuMnuXvG+tIrpDy3s/0+TI6Rr4GmRqDUpRGods89qTNWWx5YMxvi945pstP8kZOi1ysiLtqBobNLmeo2IUxhi3coNRxJHHri0jfvz1Xd71Ho9OLEFEYCRWSEJkvjqaJGPz9YJNkV1SUjCnkJdpt4/N9LZNmd0B2Mqq9nZ63IHdZieLLGe33XfL9LNKrQpZ1aEYe539wgyMpda3BAajmFFoCCODXliBpVUYjaBeL+38cqXiM+jx8R+y3kEXaaBQtgLLUiSXLLKqu0UJ4CrTvaV1aWTuopiKg+LkSdnzTsZAHaNkhJIxuhbz/j9v8pdfbhHrVJoIp1vzlrRy4dLY7xwHe1bHk++kjN3XQ3puE47r8JJEyaoKTboUSb40oE0H2rtWM5NIEqGQUrvAM0r4vlf1efK4x2/+WbqmuHW9ZwaPkZCuljuL9sYclcpoNJkCWGa6nNTtSE9I6f5PKVIGz4LL9BiWZYpNZU3B4MXclGyQ1bpMvi6Dp/mVUj4h+/c1XzI7KZmbluhO3zAILVK5FcWyaUfjNmFZfpQHaFYYa01gWR3HVn29NqDMfHBRCTCr7okbxF4C+Ri4yzq7una9swqldAGmH0QcOK748680Wep6EKg0sNQImZadivUH2ldkypgkqRycimm4PoPbzDO0RYBXOCpFMJcVJBmTNgaXkz/CyRRjDCZRJFIx10z4gVf0+Nw36zx5UkEQQbqCRmI8BmTVheMMnoGelHHdb1Cl352xeQboDOgmJQMhRG4ZSuksRlmSLwW4y1f6LH4pVxem+69sH+a63K7ZnzZtltcSaoGgVZfoC7ZJNjQMDTskjCW9gSQuSJ9sE5+NxXPrp8TW1bsdcxvsusHlM7F28TpzTkxFquis8i4vfzWFHEmX+tZpKl5LJ00Mhi98q8XBI4ErSZQFgytBvjxKefD+uN9dYaEKwzxzaWeFMMoHJ2fwKos/c0ubdCs1GImUMl81WQqFTDRRnLD3gohXv7DP0x/zSJJUFxqnx2M0Q+HS7sKkbGhSkCuBLc3EVhmzQy5NVK67i8SQFNk5VDgoVUYv76sy2QnWbUbOwG4zxi7UQhmDmYxKEkt/ZFjthuw4k6BqFv3866/o33lX/NRdTyWXb5+OmKjX3A8c9x+fLagcq+ktmHyMwbHPHFyWVyZTpecVzV3W4KXy0YypZZboSQp5koI6twVVjFeL+eQ3An7zTydYHnhOe6eBZZGWz9ZnH0/qjG/TeCRf3vNjSB5n8HGbsMTqGYsb42RCeTCQNcItSlCpF08ZXKaFWJFhpmZ451s6HD7j8enbJdQduLNfHQmVMzkIh9oM5Hk5aVHSZC3OCkm3y6Ysb00K9AqgM9mSyZKC2HJiyL3yVIfn+8+WroSlLqBSdVUhU8r7VDI3PeKGqwbsvmTTUzMbr+mrp043lx87sPRUONRvU0AtkM9QzTf+3FbfL38+9plj3erzfKi9KgWQasznVrbwt8uFVKWAUucyxBQWYB5QGsqNDEpFeF7EmSXBb/7FJHc80nTz3KQPygep0UpQl5ag1NhQnn1SXjalOpu8mJM4PpBovTEXWQdM0Zm03r60Y/u1CMbLU12L12OzCbHMTcXE1nLXPp9uf8zXLPkpkvKVpzyyf/yyMyYO7Np/ZNf5KCsByDO2+Yks1pzs7n8Ye98WV4qMBMqPQrjlaaZbmt07Zpjyl946WLzrfv3iKyYQUtrBwDAaJsDa4Glcd1f1eImp0/fX09vl93MmHDtQShT6u5g/bSqsXbD5WHCZOSX5Z1kix+luKV3GMpSGP/lsi49+pVlIE6FAlthbFhOr8mVU1tsnZaxkvFhh8RLjlJmm4jNXGby8ekallNZU3ZQ11qEsejilkBjpOn9klPB9rxjw2BGP3/6AYpjI0g8ULujMHfwqk+elsylEM62tcI6JolR8lXrbNj1+1ohUpqRsnjJ4xugZe8sKdsQzYCo98WxZsowxvHS/vd2TPHbQp94IrEk8dLOeBndZpZwqMQPrHcCxeoFch9sK8OW6AWYpySPLl/wSqEvD1Mved7ZsRjXALPndWVApy1Zg2fuOQMR8/SGfD3yxxSjWLqkjUpDjBr5nwaVK90nZLVlbe7J2vsuzqJK1ZFiiN5uxVmngksmDTLdGUgZkN0czG4PsalSskRiZNicLizBuFbQ41gQNw9te1eOBxwJufcjNW3HZGYdKYzUjK5wWX0+upL9YZcFnmsF0P9mmMiUDeHqapK5K5p7Y9CuzFH1uIZb3oa3GeoVl+EwxYDYxIN2H1hCGFqVjrIwxiUFPNGI3sFIk2Nig0kLtcX1d+eOls6zsHJTPuiqLr5fQKQFb2Argq/63GQN7FlC6BUnLzF0Gt0yBLdNOHa1jzg0Ev/mnE+w7FBSrJUvt2DtNyxfDfEqWYAnA5StTwYOsuaTnGvJZNLh9pvfWpO3tmmCzuGfrX6ZaXNgU6M46FEITDRMu3x3xzre0efSAx9lBlcVBkKAZShBWIKzFzUqugtyK1FERxdVHpWn7HNyCSmCZB5uCIluZg7uMmTGysONkurZEu6zVE0AYsMbQ7cdEJsYagzZyDqTGykU83UeXli4pt0yIsT9YZvEseBwPLAVrgV2VKONLYGTSxOTpeVFxUEzO4lKuA+48W1licem87zCx/NGnWtz2cN01UmZZS6lxqyeTduyQL1+YjYGoXIXKsBiXKSVWL8eYZYxXypBtVZpUrMJ1a1MKoDs2TwNPUUgUI1KwC4WRBmMVifGQoeXmq0Le/j1dfusjklFWoG3yH05iFMPsV8u1IFei9JkhZ26V+uU5wNNS6IzVsyRPuZWtnAjKcJHFtmWwF1b92MIJZdfDZuLKYqzlvLkptm3dSBhG6O94+WsIai2ePnAXjz/0RbT20uRBsR7P+qb7eHKn/NpWQVF5b2yetKim5avrv1SBncuSrAZFjoF7LCUvU9dE+jEP7wv4rQ9MMAzTZR7ShE7FOSnZgeu1pFV1eHkG91owr0vcz6RdygmfHPTjWrxgbWscI7pHgZUlHZ6V0gqJTBRGGIxQJLGi5hve+dYOX3sw4L7HFdYXaRJI5AtBxOuBXI7546UEULbRFpFr8Mzaz4CcVRfKFOiSsoNSJYnMbSnYPtPfJezZ4oTISCNJm5nDKOLyy6/glbe8hNXVDjrwPXzfp1mHTTMjEgudvkdkRbFdOWuvl7Esy5RnB3ZmB1ZYvMLeZp3n1UVIiwKrpAT8TJYUz5WM0cLZg4dPav7bByZY6PugSuAusXehvS3lYfLl7OV6jO1O/OpaPNkHz6jIS8xNmkhZT5bkKXxsNr/eWYSyJE0qKXyJlSZtCi7qVBJhEFIhYsNcI+bfvK3Nu96tOHRGgIgrUgUpiI1kRMqS0lasQ2uc05W9lxdh5Rq8kCxSFrIr6xUTxp0EToaUrcESmWTgLjN3RiiZnreV3UliLJ0BdHoQJgrP81HaQ0fGraI1iIZ0R8toOUeSeEDhflQSGxmo80t0Aeoys8t1AZ5NgSoFsmKdwDKVL/nCo5mTkurubO30XKaUnROVuSYJOohZ7cN/eO8kn7qtQeyVdXfmewsH7rJrUgksWbvUYQqHyvsla02U/+GzUnc1XY/N/u06gAfWpPErjO7kSWIkrsjJIoSrGxfCYhK3cImWhu952ZBe1OZn/6titZ9qs6wY2wiQmthKhqYsSTLglurAEWn5bJrdzABtRL62auaJV2pT8ufZvymuhhbGCJSqg1ImlBKfSCFQHuhGiOdHqcQ16Hbf0pwMnnz0iP70XQ+f//pNzYjtGxWBb9bUjlQCynUkyfgU/3HdLWQ6ykuOBZXpMtDOCzb5+otKlJaOluuAWxmUKAJK1zycoIQrg7XS8Ik7GnzlnjpxNmRFuEYAUM/A3lUpUu69HC+PrVzdSveKVBHPgu8yC9kC5BXbsCxb8voUkDIFtiwYXOSJofS1kU6iSOnqyK1EJBrfWF51/YDvuSngg5+XmCQ9s03kNtSAxSOWglEJ5Nakj9mJaFzhlDKOafOqg4zJpXPa03HkObjX6HBbxlJKFLY4t8ZjPmyxJEo2O75Rk+zcBtdcvpGr9iSfbtT8J5PIoH7rf/wPXvHyV6xumJpoaTN8fTRcoVkXbnilLBIylWaE/D0HinxsV9Z9U7Iay0t7KFEMtynXeJc97jUFVaVlpNUa5k4KSZI2EEvp1tMxwvCx2+v88vumOLYQpAmdNKlTqhgMJNSUTecNpkOF8mRTMZSnvIR4voRKxvayWH0iT+yItUOS1oyiyxI+AqrJHKojNMoSb80JWJ0/uLYt0K45GS2W6brh8r0RpxcVTx7VlRXuCyTJdBl3nqGupnieL5G45iORyrDqeV12kbKTuHplE2s/G8sdZH8+myNvjWHTxt1s3LTnN44eO/y1vRc9z63Rs2l2iFKGPecNOKtGWGqlirmq1BiXJrn2zpi5xORuB2dXgrHAUoDILUByrV21CZ2XWw00C/dEilJQKeIC7H7C8QXJBz/b5ODhABqZ3i753iK1BXPWtmOAKlLx65XHFu5KedWC4iCve7zHD+IzHPTq5Kdnsguz9L1bTtsIN4wnZ3Pj5nuLzBcXLuBMrEQYTRRZLtoV89bXdbnvEZ8jC9JJlYyCjdtIazSxFAxT712YNPmTNh/nrG4cyJ1UsbkmJ2fqVLaMnYAVRi/ZiHlqPt3Hmdkhxh6zEuPEwMJKyNTJEeftDhkMIyBdhOrYykaErPWG4WRUC4RnbOLmYKwD5OLg2Vx3j58EuXyRlqrvXQ0sx1fIdZWEZUA7+SKVyTWVrIDblCoHi1qTcx3Bb39ogi/dW3f1F7IM7FSaSAgy1hbVSVXjy4mXteB4kJ2zSIm1vg3pPcZWGbLdERtntkKurGMXplpcVuYZCoSQmCQ7Fqk+F06PJ7jRb0nf8Jrnj3j6hzv82v8SzPdLP1pCsY6sA7l7nRViOZRlxVZZUZoFlCnAnAWbMvv9KZ9nnT9lTV4BcBbX2TQoxZ0kOcGWjomTbRahFFdf1oi+8+apXqc7zDeDQVTjigev+FBTRu9O7CRJUprrp6ryodKAMP5Zys5FCn1cfhj3/6gi1T5uBRYyxFZelwPJAtxOokiZINN670gZ/vDjTX73L1uEtlrjnaXkwc3u87C5512exVIZBzGW2Ml5Orvsjwef46AW6+M8DyrH3IAyqPNmiHGgl9L1a6sNnd62Y+5KUZilUm/cjX/TQvAz39fjR9/QpWYSMDHY7DEGk4BNsMYSWRgaGBlBaCCygtiKfNFgt+xK+jw9+RJbLCps8kdRfG6qnxfTddP3bPlu06SWJbGW2ECcuH8Hhg1TLQ4did8t9PM/NDHlFQz+pluu4CMf/gBioEb90RIN3cPXJmfs8plXDiLXypXyOokpWCgylmXmLoqDyieIqT6WZIk7cbKA0pSylWnjsIgRnuGh/T4fv61BGKeTMUstaGX2ds7J2IzBklQZZ+u1tTkpO5SZOpMppUDzryLxirzMAe+oy+bsXFyKc9swfyyYXKZJHzdoJx3VkEkYIxGQuytCaAeUxKCDmDfe3Oe2ewPufaKe14FnMiX/kUY5Js+kSZbBlIWVqcRayUKJzSveuBBFlakt16xU2ZxxEsl3VZEc8j3YOFPnwp2zow984I8R4oYC4ADn77oYoWpfWz5+6M0NPdoDEMXpYqQlplkjQ9INGK83yYeflyRI2RJ0AZIZ88IL3a1UJldS9yTzuEvBZWYHSpmggoQHD3q86zenuH9/kII7ZWyZAV0ihKhob1Vi70rwRhXsOWmXQI4oioNY5/HbQnZKIOnhqmru9NNxHW6s66s0xgWtxpI7JiL1wI21SGPzslqZ++ZOlzupohyKRpbrLon4tXeu8i9/Q/DQUzWnx6HIdGZncwryTH/7JTCXdblM962TKO73ZjXjmZ2Ye9oZ0NOyW2GL48B6gE9viYUkgTAWRB249nlbefnNNzMKo/zf5CR0/fUXc921V8jt2/pyobPAZGuVWhDnAK1KFFN5rspuh7BpjUi1MWGtU1JO3oyl3ZUpZIhMNXiZuUu1JkrGKC8hNIL3f6rJXQ/XMVq5c1dkwF4nqVPq1CkaGqrsXVyhMtkyNpZtjFlKn3xb4K4EmWPv2fL7YzZhNX1fjCzOuu/Lc1RsqfPH5oODskeVJowURJIXXz3iHa/v4cvEXfttksqUuJAsNgHjgrrQQmgEkYXIQmxEei9JFlt+nkqTkvxIyvdsdbmStMnkiik/z/aDgUEkWB4lTMy06SUwPbuFyenN+X7VxS42AEfnB7vm3/+5+d0vvWLItXs1cSILuSFtibnXSehkNSm5i2JTZ6WQIyKvQSkndkzK6mWJUuju4nWhuXO5ohMS4Pc+1uLjtzYIdSmorEgTxxJFM0NJe2d3Sp53OcDMQVxeDq/AssjTPN92XFnFesn+qiZ41nriVJqT3YEWNl0/J2PzVNq4wimJSFlfWOnmk6SuinuuEUCCRUeWN718wJPHNb/30RZxIopGTDNOiYrECEZpdtWmjRCGTNI6NnerQKTjmHOTRuTNEGs98cxxSVXAuHtSOk5aQdOHF1494rtvgvnQuzOK5R8ORwWD5wAXYoav3n7vE/C8o7PNky84eWaVbbOKqVaM76UgK2cjnwHYRedOGeSm5E5koC+l4kU1LS/HgO0kyzi4nWMSGnjvJ5v8yvsnOLfqp905am1wmepBl9QpKgazTvnc/hPrBJf552NLk4w7KZXA869uW8sQXvZ6M3CUwZ81ChTgtyU3RZS0evFeZh9aYRxzZ+SSJoCEMAhUevzcI4ll60zMz7+jg7XwB59sMUp4BpBbQGOMYCTSGS7CjdkgBbEV6QoR6XQfW5JhBpHKe1uRJFWJklUh2gLY6b5WgKcEs5OSbZMTYKa5+YZrTnQX739q687r1mNwuOziCwDOvvqlF5pzJx+TUsWpPi6yi+sCvKLLy+n4gr1F6eSQ0lQAnn1HDugSi0uZpAMvC99bZo0M2vLRLzX4z38wyXzbc0surGFuF1gW7G3HLEHyEzEb6Tyutcv/jvyzslb56zP3ulhfk/3IrMEyMNLMuXVFS25Qpy0aD7ICLGyJxUUObClsqtmV2w4jcytRoIhDy+aphF/4xx0W25I//2KzGlGvw+QWSZTVokhXu65TELvAM51tKIvAOANzxuZk+z37LN1OV6WaXR9TkyNdAMutbmw4elqze+8eMzmz++z4Pq0AvF73sdb8673nRS+YlKMblErSNSfLwWHVzwZKAGYNoMvpeSlM1QMvg7siRbITIAswU90t0sBSJCjfcPCs5mO3Nphf8qBetgJlEWAKiRiTJvmMQblWovxVZbGyiuu1wC9/yDMA/9uwV9Zag05zIsCOyZSyTShKksWIQrpYIzFAIjJHPZOeTsIIq1wduLUkoWXzTMKbXt7n3od8nj4r0qAzcT9gDcjdX4zTzzJXpfyZTF0WmQJalbdRpOPfyhIkC0BNRkAUDRTCSZ7QWlYS6I0MB09G9yH1v5ZCVvZj5dX01CRJ+/bw/J1T5qJdK2yY6lMLsrUj13rS5eTL2uCz5IyUvO189EMpaVMte60CPQsoc/YWCSowHDqr+Q+/N8nHvlGHWhnQ2fiHDOwlaZKl3zMGp8Te69iCZR2e/3fs3+VSpGShFM6KKJyWEvqrtd7VNHUV2KKqy7PXkMsSkxViISqBpyk9ltvcbO6Vi1zKFFOyVNq8rEmGgje9ZMgv/tM2F2wOIUwDTlvyyU1U+ObWYq0lMjAqeeWhgciUAsj0eWyKsXRJui1J2VMfCy4Tg/O9jQtmw0QwiATzHcHRFUl9Zqv5o4/fHdYbrWdmcIDZbTeA6XzQN7de3u/3JhKjCpbOj6HNH8dlyrglWA4q17B2zuimqr8z1k5HPlSkiW84fE7z7949yUe+2izZgFkB1VhgCWPD69e3BZ/R7y7r6rKzMsbEpZizQtTlZ89G2uViqwraKYN7nTFvpAxusnR9MRHLZTTTVjRRyBTIKg1dRCqsY0r3G9OSVzR3fwAALh1JREFUDGMRIuKtr+rjKfj590xx+JwPXlL8vjTTSVps5eIeB9JMrnjphmTySlnX+uasQnd8pLWlCkORypO05Q071oNZshCBKIG5zVOd73jR5R+cnqqCew2DA0i9lXC09L+S4DXL3UFAksh89ojWZSZeh60rbF6yBMUYgMfqSjKtvfY+Bu7Agfvn3zPJR7/SwMisQrBoHC7A7irDtBjvsxx3TMZmtrAOyFnL2oyDPN/p/3tqfF1pUrICM1amwtbZUoSZTcgYY6/P7NYW1mFiStZhtvBsosAI3vzKAf/pp9vs2pQxeVJi8nLWM0ozn07nhyU2j1L7MLYQW8fg5axnhb3z9wrmd3Nf3P8XJYIkcVbvRB1+9A03Ls/PL/6v3dtm1+xPvd5OHprLaIdnwjMrd7F5ap66HyOkyVO+lM+ovE6gmqV0Wc2yRWjGkj6mytzCIGRW/mpS56UAt/YMh04p/s17JvnkbQ3iSgJnnLnlOq5Jqr0ZS8mXZEgWHJfB7rZz7RiFSvKn/FnZQvxrATttcii9Lrewlauxyq5L3hRRmmkoKDcmF8VXGZtbITEmY2sJ1iKsdEkkY8lsE8elMUokfP8r+njK8q73THHkjL8WORmbQ/r/Sxd8ln66820sXvovMm2uyIbnp+ydWYy2IJhsuzO5IoXA04arL5rmpdfvCXds37LufpXrvVmbnBiYuPe2Sy7a2Z9sLlGvr9KoDVEqWeOeZDo8186i6KcsM7UYswHVmA2YgVuk4K62nRnw4INfbvK52xvENmPuUlApq65JHlhKW+2xLAWTZfYeZ/H1iqtYj9WfCbHfJsgrYB17nWnr8vNxiZInfjJHJdXiBvK1J/O7KXX+5HMOHYvbdDKW+6xIAFmrMInCE5bXvWzAW1/Zd6LalJm8xOY2uxuypUISlyxllLJ3ZN2fiHM9vjbhk61ukSd10u2NjGAlFCzFCafaIVt37OmvtrtvC4L6YL39uy6DJ/OfshdsmTp0Rtin/9etXLnvaI0ff61hbtLtiGKYpmPice1dpORNWkZb9tBNqUw2dUsqQM9a0VK3RBmMFnzujhp/9oUGg0S5EsCKDfgM4F5PmpSDx3UAvx6A19zHrJJykqesxf8qs2RdzW3dF2R6u/C+C5Zekwwq/RtjinYwY21uEZqSDjfWpl54NQEkJelnjkfd6eTYPIkMDd/wQ6/u8eCTmi98q0Giso8rl5PShjietlZihSBKU/SJdV1UFpvrcinTpVJK/7db2Kra/C0s7No05Mdet8QTRzwiv/b0/YeTQ19/9Ha73j5eF+BSWn7s3z92bteOxj85M3/Dt8LeSbHvkOF5e0duVWCVVGUHRTBZtQlLCZ5SUCnWkSUiDzBLrokyJBq+cFeNf/dbU/9Pe18eJ1dV5/s95y61Vy/V6SXpdNLdIfueEHaFQVAWBQe3J8PHfZinH5EZfY5vGBlHgVHHcWFkeCOgwXkiKqDykDUqawhogJAEQjY6Wy9Jeqvu6lruvee8P+49955z61ZnIQvonM+nuqruVtX3fu+vvuf727ClJ+aWm1KoSBjsLljdMFiueiyhgjiykA9C4A5Zb4HuasseAeVDWXEubePJYgrmuQKd6iyf8LPM18Vkk4m63cSPXRH1VIiIGwfxqIrrVGHM/b+YLL4TDlRszO+0cNPn8uCc4NF1CdgQIHcrWvquVP+hef8jBWcEFnHDWzgABwQGD2Q/EaKtedlBFAAY8Yr6uMkm9QmGJe06YqwZV5zbwesaCp9Kar/f/+tXlkee4kiAJ5oux949PUgks87Obeuxcf1etOQIbIfA0L0LS5nCsQllbnpSRHAVIbLFVt/TGuCmlMHWCR5aG8f1389i0+umG8AdDn31+TdVVBMdEdZb4t5CFVJAXAO4itYdstIKnn1eLq2pBXKurlNiT/xlQex3VdisMJZElRUB+MFPwo1PPEvOQbyiP9yz6tQ1Stzj5F7UISg8K+75VakXb00BlG0s7qzghmvyoBR4eG0cNgH8moXh/5uHFxI44rfBu6l1uL88wgi5QPd8FR7IqebiSdeAvfs1PPAUwye7VmLZvJXOyGgeX1jZcfgAB4C21kZQPdNjt1XuNBawj5aKE9A0qnRPEMqJD2bJRU9k1768DXUCeVDQlbDlpgzMdE/edd/LYlNPzCtvHAXuYFJJiDuzNsMTyyp6EiURRoTJymCOstjSTTHpOMJJZ1gbh3DfcyBIiiARFMVz/BD4dVZ8uRAA0VzeTTjAOZM0cVfXI0xkJrigd5/hOXbc6RqnAEo2lnVXcNPnRsE5x0Nrk2AG1Bkdg3oCfZusuYbec8MzuO4jnbuigE68rhAIiuwDHMSLUKzYwMCIhWw2ib5h5850pq6nZFHUGjXXaEYWvT2/P8ho4/2JunkwDQuJWAWGYSsF5jXP2yiK8yju9ipZ0FFc8LQGuGEQPPBMAv/wvSw294QsN2Rg64EkiCCYKgC3LPuFQC2B1rfm0joXuKECNCG8hqmMHI9ySBDXALa8vgrAEPEcKrh9Ts6C5UyhK14pThaabMoOIFG5VoCeUf/ZTaAQ7zUwrsMpEyycaeGma8dwydlFENvxCss7oYcNZSLqT0Ddm9HhbiRihUvRiYzAYu5yy3GXVRygZBOMVwgmKgRnrJyHzukN9z/w6FMHp+SyRw5wACizDrS2n/7IK7v0mwt2DHFzwu1Wptte81QnQseuBjYhMqCFJ9PxExUUcJvA/WvjuO67ddjcY4KbVAV1leX2qAmtBjcloXxLVHst/WLCEogVay2DWgJ8JB2RHTrSzmG8V80rJYvNlRXhZaTKugdFguTSEqrm7WvjCAKzlKZWPtgDr6aaCaR5Xk4X5P7rMrBoZgU3XTuKS88qgViiewJDdaitAyVTSAI68/TxiqS2VBhBiREUGUHRAUoOQdkhGC466J6VxMoF7OZzzzr1kYWntE1qSPTJVnZ1z8K6FzdNtM58x6ZkebQC54+m7k8ymcqzfE8nj6AmgYTo0xTBv4l7A2gaA9cJHlwbxz/enMXmXYY0ofTqWpMwuIMwWF16hHm3qFSlZOOI15Lu7c/Uo+TCCKCGqclk/PzwBgEQtPPwpXDJggu64ltwEvB0XwcPKSty1KGw/i5tEVWxXC4uwE986gLXo0mZ9B6e2qK5zsuKg4UdFm68Jg+HcTz8bAJMQ9A1VrghfZ1cunPhcRBK/QQPQVmId/MSz4gYBEiCQyMEC+Z0V6647JxNhfxLE51dyyY9o5NacABIpxtRfvHc22w2/c5xKwdTLyKVKCGZKME0LL+DQhAWG7LcxAn0cc/SE5mWUBua7oDpwG+ejeNL3/UmlGatCaUAvOajjxJRV9B1GlQrJwLUNax3CMgueCWOLa8PbRd244fnl4eUCUPvFQ2cC0B7R6uiLKSapnh0RPZ0KlY8lMfJeaCJB9vRoF2Kl+MZTpLw6QrTwDxL/vVrx3DRGSVowh1ZRVdqPFigmQshRsSiODaDXbFQrDgYKzuY35XGrNbGOwn94G2pbCMONQ4J8IWnTEV86cOwEyvW9eXrDlJqgWMCDEVQWgalzLXe4QQGUssNHxTrIcSBZgK2QfHQugS+/O8e544EN4UqC6reSg3ct95RJSCq4k0AyWmlqihRPL0qOvDoTPTkKI/QxGV1xXf8CE4ddueLbZlIPFCdJFFJyixEaQInEPEdQAFdkbm55wzykpgFyG/4bB7vOqMI3XJcb45PV1jIESQcQ9J6zpT/HZzBQBEZOow0GUESFZy7MnbwUx9evK40/hMQMuOQp/ewL9PubY+Bc+fBlzbcfdGD60ZBNeDilUWcvchAqUI9+uFSjUBBkS25Z719quKAmkDfsI7fv2DiG7dlsHHnZFJgaGLppY/FJOst99TRSahgDwn6zAc9L72CRFLBnaDTAqle7lVR0qhUvIeonR2UQkCa166PUmkfonymRtx/URQR8jtfiKoFgmb5xYi4tF24vSJDuN1iUPaudjFTP14oLA54RkooXVpYIPDFASEgOKBx4OWdJr5+WxqPvxhD/5ABbkjGyasoJqobBBKvfN29sFgLeMfS/bhk5SjAGV7o6cYlb7/sIUrpxR+4/PzDwq1+WFsBaG3rRLFU+f4dj7YtfXFDoq2rTcOKzjEUikUQYnl5k14MCpEpi2etwX26AsJAY8Dr/Tq+fGsGTz4fx94hvTa4IT1kSdDTSXWJjoTLryleMMV6R0iCvhVXa98JB488GRVrw5NRMe2skg7l9yG1RHbyKAZcSH7Swio6wrlEU9TahcTj6K6fJpy8HCQwE+5OQMEpCHfceCOPlzNOQT32wEQxE07VSEL5ueRg0cwKvvGFPB5/Lobrb824sSsmAlIN77VPIETKkDiZFAYlSJhAWyaOhdPjmN5cxMVvQ98o7fg+R+xwYesf+ZDjazfdjHde8bnXl82b++GcOdi6tLOEuTMIEvEKTMNWi87T8J0t828OzQReH9DxxZuzuO+3SYwUtENw7nAyg0tLTOJ6LDW4+rdcQNNPZhAWTQY8Dax3uM+QJqwyCaysCOMk0mthvf0bhLqu8GAZkWRG17oHy1XaVKtMRUCVpONI6xHaP1CBZLVHCh6jQuGpVoqq4214cEAQyO39VM2UhJ4BwjjqMwzzu220NzP8cbOOkTwJEeIobuZ9AUqhU4JcnIFaBoZGkzBiHaOL57EPz5r99KPtU688bIAftgUHgHNXneLkR4c+0hKf/evh3p0zp04ZRzJe9pqrVoObyDEm8BQUE9g5oOO6/8ji179PwAadHNyQ37tXSKgiGgF0VJdeq+7upionUaXYFKtbg3cL8FSPyaaTR0fWlcmjdIjAPe96KKvc8ySksoicTS/uW7Xi1HX4QEQiwnf4uBabeR5Q7vFu9ztQL7K02oLz4H3Zga5zvPe8Imyb4LpbsugZ0AFDBnMU2AEwAgsahssEdIjD4RZOPW3BgVf2tj0/+mqBA7cc9nk85CRTHvv3rufzV+VeLpQOvK93Il1Z+8oQLCePZLwEXbeUxk9+tVfiBk1RnYPGCXYOGPiH72dx96NJ2MQjm5G0REiD4pn44A46MXCVN0OyfgLQqPZaAtUWLGz9FGCHaIiS8CDBO+zkOWJo84CyhC99VKa9+BT/PQ8ygIJ9iLROTE6JWn4CpEpdkR1ALriJoqa4seSBU4hFTDy5Deic439cOIGbPpvHzFbLDRIXk0u5HAWz3Ae3AVYGqxSRjI1iybwB/MV52UqZj37ogs+cMWrEsodzJv1xRBa8ZfpKrL73SQw56b5tBxtfeP6PhdMbMltw0WkMjqOBEhtmzAbVbRAwMMc92URzwxyf3WDi9vtS+NmaZMAJqsqqScCWHDmC27qcW3LoUNV60xCgaYQ1VustRnBxIPTLK/38SuhVQP0GVBXFfom0cqjcGzIXD2vh3P0iVc1jiRR0JbvyIVl95smN1FvGXK5NPRXFTQBioKCBex/iZqHg3HEnhNzN+Qxzcuo4IJzhg+dPoGIDd9yXxHOvmqg43L14DndBD+pq5ybciSdjWNY1iC++P4Oly2a/kGw8pe/j730IRnrVEZ3bo7os/b0vQNPrzh0ffOL3fOwuNGQodM1GLF7EwAjDcJFA1zimNXFkkxylCsGP/l8SN9yeRt+I7oa4iwKAYatdFR0YzKrVPjo8KJwpOXNktYSSIAdT6e9JoFp+5ZlELCfBe6GGKMsJZIWFVL2WFZWA34sfMLWnqOSc0qS5AuHKe7+stV+UCZJyElGaOly8SVJUiKKu1CihJ4c3S1JwlceaSJ5rXzlzQCnAKUHviIav3Z7B6vsTqFQosimOqU0MOgWGJ3T0DSfAYgkQqiMXL+BLn7wEF517xnnDo2OPn71q0RFj9YgsuBgtbc0AWrbySuu9/QcWXeHYuzC1dRSbd1HcuDqL3j4DGmG49LwSrrq0iHvWxHDDbRnsHxGx3EQFsmK1o4OowuDW5eKYqE5gIJJ7XqEliFBT/GeiUBZI+4KI3xBhsInKzeVtwxYkYrlwVkYGMcsr5Z8ML3dRyeqR+bkcYYjAkvtZPnJQFkTMitfP0vdiAswtKeteE+7VaKDMC12logK/+6Es+HxKvE3hbiIsOaEAmAMKjvYmB1+9egw65bjvd3FcdUkR7z63BEo49vXpuPGHDdi8N4V0SsPyWTMxJdd677SZM7aS3sGjgerRAZyQdmxcf3+vbmQ+V3RmaXXJ0ctf3TWCL/2gDb9bnwGr2IBVRJkDowXgJw8nPHALYIdjurUa4KY+FdAhWWh/oimpI+AKzQgrC35BohA1CQO/etIp1x/kwSTT37cavSpjIUf0MymkQYHzwCUfuil8x48kF/rHIFIorUdRSEgmJIikLS52uVetKnAgBR5SyYMKtzSFX2wQ3n1A4dVO1Fya4vcXcsArHC31Dr7wVwW0Njm48PQyTltkwSmbsLsoMrExfPHWOBw+AyvmTP1VYxyf+/U9D/R+5Mp3nziAA8CiFe/Btu0b97XUXbB+zRP7L7/tV+N4pWcK6uo05CdKWNmVx/VX5zGjmeFXT8Q9UyqBm8qUJAz4AKkUUpwJpHqCCOK5g05taqy3P9FUD6mGR4UlNkSBPMTFoxAtXpDwMl57v0k2kSM2FPB7HN2zyf57n6cLMItQEO8fCIAscW8qx6iEliG4OVwdnYCBgnLmcW/mVqfiFBzMb44FUAnkjgdyEnByr31fYYLgpw8msW59DNf/9TjmdaQwks9iabeFf7l6CP3FefiLt12w3rLL++aect7RwvToAQ4ARrIFM9qmfHvP+LIuQvhH5zcPkUQMyGQZPv2+CVy4wsJEiSMeE1cw5GqHFgHuYGJJPHD7qWeU10w/80iOSkEUUPPqCaW3nYvHEMIlkCpqCjylJbQ+rLwc6VAoB5ceJJAL3Q/h0nsETh8SgFJIi4xLUqIANlFjxgNlhqvLEFAWwA3OctlJQFcopWDM4yCUg4oubwrImUtXRMEhzY0gLJYJXj9gYsvuGEpI43++J4ZsvB5x08Ki2SY/b0bn6lT9rG8zduCNQPTwHT1R47v/9q+IdVxocS3z8IVLcx2s2LtwZiuhF51GsHSWjZhugTk2fvRgEv3DMddqiw5nhwA3QuCO6h0v1zcJQC8pKvIETn5IkzpfVpQnktKEk0jLiOfs8ZcT2dkjHD3Ba/dfIQg7faI8qLWdPiRyu6pl4fUgtbeRPLBh2obwsxwrD0CpCy/bgapfsbDcSvxVGmXoHdSx+qEMLC2DkWIjRodScGwTFm9E59zL1jVPZe8HtpcojU5FO9xxRDp41PiHT5yFJa3Fso7RT5+2/JQ9XdM0NNY5bgirzvHcqwaG8lGlHeTC9HKsgns65O5nekSUoFzfJHDFSxIhlS4KagDDX06UZVGOOt/5I11H5Rmh9Uc5gpDYak1c/nARaQh4tEVsy8OWOZT0IK9T3PbEO05II+ciJjwUjMVEdSwqHZeqQVpMji/XguhDR0NT1sHp80uADVBGMDTqYFe/g3h2dqmxeckTxeJFZUKOjnfL4w1ZcDHuvutO/J///CFvn9aSa8yMnd5Wt1Gz2Bh+8xzwtdV12LIn4XYXphEtRWSAe8gS4A4Xy9SU19XWW7a2VW758DrpdWBtJSsquez99oHwLLQkD/qCkGSlKZUtNg1Zbm9uMZk1rvGYdB9E3ayTWXHxnbhvYasajfk3rlxVl0s3crBR0Ete4nhE3KyyNXBvsIYsx+LuCgpFhn2DOvbnDbzz7csqF51/9rfqMol/SqVTDMdgvCEOLo9MYtxuzHXd0Jx5xd65FV/+zs/i9J4nGzBSgOueJUSy3CGLLc3y5OQFjcj6NkLWOeyhjG49orRdAapeg1Svk66O9EQUkMhDLZVMoL5SZ5Cisqr/PvQczrSPkgH9SSERFlqqLis7chS+LSsiUJ1AAOCVkACHSMtUvaieqsIQbAMEvwyuLEjhuXvcTH0W1JZ3nUnUD/llFR3zO4BvfbqIu9b04WdPd7Pm9q5/6Z7V9fXXdw3YxwqXb5iiiBFPTcNA/4YS4nN+ubf8cWvj9m4GlgYxUwA1XHBTQ3pIKorMzyDUEjm+O/BQEvEaMihD9UwQArP0CIvXfodi2fCELJ2KW+Jvoyyu2q4Gu5hk8NAOsuwn3ssFONWNvA8PrRP0QaxTpEcEwI9MkKiKXQk/hM4u0xQ5kUKUgKNwmA7HcRtfMa8B1kQphXKpEecv78DHL8788998c/03L736a6WumdFVqo5mHDMLDgC2vgQVA68l63OL5814+cOGceD6F7aNkJJVgaMbANFBqO7d0dK1EOAmUsoZAn7tu98RduaoYIxKbggDtRb4AXXbqH0i1RUJ+BH3zxEPGYDCAUOk5yDkNFSMk0iW3LfqrooilBhfUSSyVOgqK0y23MrnksCXw+HXJHc7CkrVbiULTwmUG01kDRHK3O52ug3DsFAsUxzIt0KPdX7jk5fyb1x8Gi93LLr+WELy2AK8YwoBgNLnr/vO1rFtA199+/lzps2e8cIn8/lBPPZiDgWeRlp3//OCV15XnAgV4NWKic9DoQIw3GpEBldVl4Yw8MPeSAFqJbIqeK8Cn0yOYPnXIGK7QKeupi3+NuIwEZ7NKqojx47Lllde5zl4IG4MKfKQEIm+eMAXza4IJJoD4jsy3VgV5vfA9OsLcvhqCweBzTTYtg6AI24SFHgJDz8TR0xLFRYtOu9gy4xLXxmyi+WORXXHEo4AjjHAxfi3G/8Wu/sLjFDjpaHd6Xx+/8+zu4dt7NoH5OIORsoU45Z6xQR4ZZVEtsrCcykXSfe9k0A0/w5xZoVnSwtlR48ih0dyc/jfFwhh/GhM9mQj7HaP4tzhG8QLbyUkzM0lMEM6jhSUJa6I2AfCmyksP4JYKqGpw7fwbh0TOVhMdPwwNA2lkonxooFsqoztfRZu+eVUrJo3//EP/tWll42XDNi2cTygeOw4eHh0tKZA84/ekqvL/NPrg7Pzu3pT6Gp0MKuVYuEMB+2NY9Cckhc6GVjwQA6sLtpTrSZwFZwIWW9MZr3DSgEUkCtgjQIzD+0rb3603AQBD68Oi1W3UxLTEZL+5P3C+ZuAVGJCmkCGwmn9UhRSHRV5G1kyVENs4VtwTWMw9DIGRsrYtDOOHXvqsWegHjOaTVxyTnN+3ux5a25d/TsnkyBOQ+ZYWwd3HBOZsNb49s134exLLnuuxJrHWcV4W4M5Zi7ojuGKc8dRnzqAF18lKDsmoGnQiddam4gWf2GvJVcsuhZ6LysscsSgUmRTkQIDia/6BiKSVCjJZDTIqBEtBYU0F87YUZ9rOHowyQ042XzC/9UJOY2IUHNC8qC7SJlQCyoWno/Afx/QMsA9/5D2CYb0meJ7exGIpmmDoYQ7Hkrhvt/lQLkJx6Fobe0utE/vvi7XaP37+y977/GE4PGhKPKYGM1wU0/d+q6zkhYvmTdPSb5mrFo4il1DJWhIi3Pm5VfyIEFYArZf9kGcfP/UVl90RV0RFzZsuVG9DFAvcvCroHr9ggsq9pnE8hzKlIdWc6g/qT715qjO1BG0IURVuPjeoYknUegO8buXcWmZz63hufwRHE9EHQr+Lg7GCABQN8sHFPDqIDJP+WEc6NtP8IctQLlSQq6527Jo9xcWduVu339w/EiFpiMex9WCA8B999yF//35K9mqJfM2DI6N9Y5Xht715Et7tZ8+Xo/dQxk4NAZTJ0hQDpO69bxlx44c1qoEU0VYb+HUCSsqvqsdslVUnTjq9kR5rVpqyVr6Dp7AUivrpW0Ulz4kSiRbakQoO+F13h3s52T61ro6UVpYYnVuQYLjQj1GtWzK1X0Qvmclj6t8XIlCUgI01VmAXsDKJe3Wwnldnxm3Tv3R63sH7DPPvvB4w+/4AxwAfnD7f6Fz6dlsyZy5G57bZg+8vK3+gld2VPR8RYeha0hqbh8pg3pJDH45BPUCV1EOBdjV60mt5RHg9n8BaDQ9UaiKchPICcHSegFwSGAPH4NUf34tuiLfEIq3Ur4REBw/TFO8JSqQ/V8pBPtUgV/9fAnKCl8HF+1wpTuAE7iZXSmsXDivfOap069ZumL5HQ2JP9grTv3LEwG9EwNwAPjNL3+BZNe7+VeveWR9a/KsEfDC23bsKZgmJzA1Co26uRAmdUvkCooCEm0VosEdYb3D+0sueAVkVZY5uBGCfWVXvGrVVfe82DY6w34yEAe0ilQBO1zyQoCtCsg11iN0PnywSpZbeQ14E3mi3AiqPBn0+wHg1/IGKCxHR9nS0HOwe3zPyDl/f9Y55936z//4PE83XnWiYHfiAA4Aax+7C1dc8mXc9aT2fHtr28TKudPOIPZwfNfBIjRCkdQ5YhqHoXspXSRwL4uTq8iG8gRR9OMMATw8iVSsMg1Zb2HZFSssji9bfdWSh0FMJcvtgpMq1Kimta5BVYLlpBrEPvWoAWz/BpHrtYjJZWDCg30DQiJnS4UNDTzrbTuihBv1KyYbOgPjFezd31iIpeY93tm14AdnLC/cPGPeGJYvu+JEQu74TzLDY/Eq96fJsuzvMcd2fnz3wWUbdw9eWRxHTI9RmLrbjRsAxkvE66EYxG1X8dYaoIC8PNhVtYzycvmNNAipXuZvdqhJ5OFtAiCYICrLvIeYIIplBICfu0bUbb1psF8KghMelH7wDAYBV5xCBPCbVrmR4QQggUbOOEA9AV1o28RbTxjFRMm9YKZBoFMCxsrQ4nGwunf37p5ofM+CrjPLxwlOhz7/J+uDAeDnv3kKqWR8yt7eg1vXrHm8Pp8fxsi4gVyaIG4SlHkZf9gZQ0wjiOvuJFTz+LkuUxPRuQFy5B+qrLQSx03D28jWWuXqyr5iWxpa7yUXV/FyClCqWvBwrHrknIF6v0rSeqVgkUTXiLI86FdKqbwN92lc0OkieC33OQ0ypJh3TOZ2u6YMOmXQdQeG7sDQbWzYnkKlUo+EydBYV8LAiIV4LMMWL4j/a6r9us2MZO7KpYnzBqFy1OOEW3B5vP/iswFgdHhk7AMH9j1/5qs7i18Zm7CRq9PQNc3AioUHwR+dwNMv5hDTANTozEAQgFsMhdMi+k4Ob4PQtsqzBNAqK1/rH5zEfISSdiLXkxoL/Ug/UtvCC0cOgWfF5cNwl37IMediPfNeUb+LhPfM3BMmjp+MV/DUxjLufDCF5d0auqdpyKRKMBI6a+641KKZhf93ZH//ps7uI6tjcqzHSQW4pyFXvnTj9Y+t3/i7pz515VfI9q27rz+w7xUyZ4aNzlYLTRkL4CKjR40t8csvSKAHIgAbwWfldTK/DDgp8ZfXukuCVdGJxYdLY8KjFg1R1nlvgrBZCdDeViLRmEBy1Xvwl4OpCAmWg8PXsAVlIhRBxzbmdkgmBBgaY9jebyClVVCfjmHJktP57OmtX+Vm+y9aWlt3livHLirwaMdJBbgYX7/uq+gbGCy1NjfesOmV7cbWTZWPTKvf0NRzoBR77PmpaE5zJIxqh4+cyABU82hZWZBXKXwd1etrcm4PLf4E7XDGYeQcq19e3VUJnnKpsZJhH4A94Nlimey2F1ZduVk8cMvvxSc7TqDpU+/GYAx+lauRsSQuXFnGz54YQ/94qpzIdh1s73rbnS1tXTeWiyO2dhQ39vEYxy0W5UhHW0sO/QMH7Jbm3FdyjYnZ85addveDL8yz63UN7XUO6hKA4dW8F/m3lLrFcTQaWPLJ+EIY2LI+DMiGOvq9OiZxwpEjM9yRMSe1NpSeRUyJSDwGgvgS/4tAxHJLnzXZR3DA8Vp7u41hiQ98zgHL1jBaiGPf/jSGhhvwdx/I2e++6My7iZ6YncrkvjI8fNCOJxsO/58/zuNNYcHFaGttBgDrR3c/Ye19Jnb1kjltzpTEax8pju/TtvaMYGS/AQYCnXIYmjvRNDyAMw44jtdYAKjipFEKCxC8rsXDD7UsaiNy+Fur4zCsfVUIbY3dlJ4/PoVxObWgJiK+RJwX0drEBbY7eQcAXXfrhOuae3579jGMTDRi/pwFzhmnzvzxhZnMpyvlSjmTqX9jADgO400FcDE+9qG3o7//QNmMJf5uPH/KjkfWPLA8X6JXjFmDeK2PIqkbiBuuXp6MuaXWKjYw4XDYXnS+JsI8IVnqsGYMyTrXsLq1Oq1B8grKWvIbEaZ8OkGkZ+mI7oRS4tY1bgjBp/2/YqKIoB54OKRV88DMmIaKRVG2qNtCHUDc5EglKiCkgO170sjWN4MkG++dOfeSF6a0t9xSmJgo1+dyJwUrhxpvSoADQGvrFAAY/V9f/8lNvYPJ9g9d9A7SlO37y2+ufhpP/bGEKakYEiZBJkmRiFHkJzgOjjmo2IChecoKDUAc5TGM1MRDll0Z4Qmpt/BoJ5O1RpC9472HBPTQhFPm0VKyj8/blW0hl1wOPocS7kl/bve7/iET+XEdybjbqTqTJIgbI9jWn8SY/k6sWtR036y5L12L8Yf3Ev1vTjQ0jmicUE/m0Yy1a+7Dy8/cnZ89q3Nd+3Tj/omJ+NzhEatNcwokmySkuTGGqVMMnLV0DCNOAZt74ohpbhK/7hezrC6oqXQwDoFfCbaS9G/VC0nU9VWu+Cg3ffgYkz9Q4314PgGg+ldGueGI8lIOR6DENQiJmI1suoi1mwt4ZF0MFDoAipjBETM4b53axFKNZz5fomdcNat78d358ZV7Mo1nnmx4HHK8aS24PAhJAsDu3659cXf7tDnvW7mg0tY1ddHP9+7e0amz/ehotbB4VhHre4oYr2RRHwtaQctxJ7JLnkRMr8O/+FEU5EhoSC2lRv5AMWGe9DjSd5Ozd3jE/iqVEu28vXgSKgrdcxDmrqdEpJpxJGIl7B8DXtoJaLwEy9bRMX062jq7e7RY/we6ps7t6+oa3GemTznxIDjK8ZYAuBjnn7kMzzy7ft/X/v4j+/oGhi4fH5nzo9c2PtySig1PM/QSbObA0DhMHYjpgGkELn5h8WQPouhlI0qdEVmlUI2eqqRE6NLReZU1hHlUx24jDFJpUTglk9e4MYJ5RZAPyTwgB5be07qZ6JfpVhezbLfZK3gZRcsBNeoQT9ftW7LiwoHurmkfiyXqX97TswEdnUtPNgyOaLylAA4AZ52xAqVSGW0tjRvt1M4V2ex7Li6P7bp2dJguHBwbbaszbCQNhnRC92b9HLYd8FFKCHTNpSyOAzCH+yCnJBwPIlEBqfiPiisu8WBpCkrU50hnTSjnMnIuIO0kS3xyMoPyjb1fLhD3f3flPo+WGe6BxOTVstyE4IpFQWAjZsaxfE4d9uVn9l1w2spNC+e2f/fVXSMPzl9QT2zLesuBO3Ta37pjz96tAPCJ1b9Yf1Yhn3/fwYFdmaQ+jmKFYHiMo1RmYNwN4krGCVIJDbpGUCxxjBcd2I4oIE88XZ142nrQItBPbpBPnvdGNKUSqWtBe0G5XiHgh6IKSxtVgD+0TABS/Tz3tYjL0bTgWde43zbQtinGChomSgS6DqQTDOmkDVNnYJygWNIxMEhQKDHM7U5izuxpY5lM8h4rcfozAO7onjH7ZF/aNzzechY8akxvnw0AdwwOjf744ODI2ueee2pha6NzzfZtW8jzGw+ib4igaOlozlBkkgTphI6mBooDoxXsOsihgyMRc62w5oeSBhNOZRIJj9ZAlvJEOWOJzoR4u5zaJleR9TPYqygRAK8ejPvKpRXwykpRBGUdZFmQEg5DdyeNlNro6TNxYDiGKQ0EiRgQNx3k6sYxPkGxszeOfcMN6J45i6cajJunzzpnUyJZf6cRy1gn+5oeq/EnAXAxco11VmF0x+1dV7y9Yf/+gTVdM5uvWLiUfPQPL67ndz7UQ4bGKVoaY8imKeZ3VrB7OI81G2LI6hpMA9BlPU6elNIgqQEc4IzD8co+ifVh37lrqdXoQg53XwDBDRGqdeLt7FINMVeAW3zAYYDfaIoKh43kkvfiVjTKkUrYiMdHsbU/joF+grhhoDHLkTALAM1jz8hSvnTVaaRliKxubcje29rW+syOPeXhZYszJ/syHtPxJwVwAEjVdQPAMOfOAwD9Q65t+D8o20cPWh23aVbllMJwTzybLqM+M4512wsoVmJoMKOqYgX+SEoBXaPQNBdcToXBcZhbfYqSmipIWHJ0vBbbzCP9GqUKh5buDxDiyZyaq1s7DoFlu2DWvK4A1C9gz904EUr8ibPtEMRNhrYpY9iyI4F8QYNh1qG1Y3Yp12hte3ZH4lMLFqxgq7INuznnA+nYmyZq45iOPzmAi0GIBgADAAZuv+cpzJzunD9vel33lMa3/ResvcbE6Jr6rfv0uqypI5fl0KnLSzXNbbstA41SAl2niJsUug707neQLzAYOhAzKXQtuBn8gjgI9HND94BrA5bNYdnMtd86A/UKUooDSEYcmsaRiDEYOgfLE+wfcj8r7nlvuRSJ5TACygDAwfgEULFMZJJZrJxTxp7BttEL33n2yPJF7ZaGsaty2d4d11xFD2iZxpN9mY4/Dk72FzhRY3Q0DwIQxklCLzxZGSELr37s8Y0f37Onz+5o0ZeMDG2N/XGzhZRpgVKCkTEbukaQTuowDYqYqaE+Q9HebGHXgWE8+lwcuSRFQ0ZDMkGh69SNXPOsv0YJTIMiHnO5b8zgKFscu3ptVCwO0yCIxzTETIqYSaBTKBq2oQPpJENj1kJ9toBHnnewtzeNtiYD9RkdMZMgpjMk4w50nWE47wbKzmg3sLUviXndneWOFmtDtr5ZT+cW/3D1z7f857WfPNNkHEVwzpPpkxunfaLGn6wFD4+6uizgGsiJ3fsGYOj6LYZh3PL5z3zIpKT8reHBLc1Nbf3TC6O9TQeGx9ngtsLcuGEhHrPQP1hEY8ZArs5Ea66M1rZR3Ls2hqzjtgc0DQ2GTsEcDsth4JyBaxSGDugakIwzNNXZMMwJ/PZFHQmNoDGjwTCoR3/cB+eA5XjyJQfiDoFpcMRiE3j6VQ1JzpDLOtAIQzZRwfB4HK3NMbTkLCTHZsDhdWiZlng6PX36voVzuvZnkuYXBnufrdRlUvjsx5Ygnswcs7LEb5XxZwNweXRMa5HfVgBcU6mU8YErsEjXacdPH3rB6S9tPr8pVtAWz6n760fX9aY6WpKI01FYlWHoWhGOVXETpeM6muoJNMoxOMpQLjJULAbT4DB0Ako0JGIcTfUlZLMHsXMwh9a4gWSMIcMBQydIJQBTZyiWCQoljqFRx7XooCjVcdiWhUrZAuVxNDbmMHdOM2a2HcC2vo5CU6bwg9ndVvm0aReCmF2UcGs1QF6Nx2Mn+zS/KcafJcCjhmnGAGCj90B+aMfDybhh9g8W1hewO9mcjVumVrm8Lbf0sng8j89elcT2LZuRy1QwtdnGzj4LmUwcMXMc618pgVCCTmoikzDAmY1UfAycD6Ns6egv16G5jsK2CShhaK4vg1KG1/ZmkEyaSCXHsXOfgZKVAPQmTO06B1dfyRHXU2jL6b9unZL4VWtuyEi1zpooWdlfDLFKZVqm+2Sfwjfl+LPh4G905MfGAI5OQ+en6JrDhkdt3P3z+xAjw2hpKuGJjSVMa0iRBQuWfmfL9r1zewYcZ940E3UZHfUZB/M7h7BpdwGbewy8urMeC9oN1KU11GcI5szIY98BQ0vXd2/Z8PL6v21pHOJPv5BEYzaFxfNbcME7L0PZ1qFRjRoa2caB19Pp9Mk+JW+J8d8W/DBHNpMBgNe9R+TY+OpugDuX6TpP2KaDaW06EnENqThHMpvABGc4Y4kNm9dhRpuJZIwgmSBoyCXQn49j6aL5xVXLF+2IpaeHjvyJk/3vv2XH/wdpbrRUdHIjXAAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTo0Mzo1OS0wNTowMMw+Cg8AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6NDM6NTktMDU6MDC9Y7KzAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 30746000
{'hecke_orbit_code': 137506062528, 'n': 1, 'trace_an': 22}
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id: 30746001
{'hecke_orbit_code': 137506062528, 'n': 2, 'trace_an': 0}
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id: 30746002
{'hecke_orbit_code': 137506062528, 'n': 3, 'trace_an': 0}
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id: 30746003
{'hecke_orbit_code': 137506062528, 'n': 4, 'trace_an': 0}
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id: 30746004
{'hecke_orbit_code': 137506062528, 'n': 5, 'trace_an': 0}
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id: 30746005
{'hecke_orbit_code': 137506062528, 'n': 6, 'trace_an': 0}
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id: 30746006
{'hecke_orbit_code': 137506062528, 'n': 7, 'trace_an': 0}
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id: 30746007
{'hecke_orbit_code': 137506062528, 'n': 8, 'trace_an': 0}
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id: 30746008
{'hecke_orbit_code': 137506062528, 'n': 9, 'trace_an': -2}
-
id: 30746009
{'hecke_orbit_code': 137506062528, 'n': 10, 'trace_an': 0}
-
id: 30746010
{'hecke_orbit_code': 137506062528, 'n': 11, 'trace_an': 0}
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id: 30746011
{'hecke_orbit_code': 137506062528, 'n': 12, 'trace_an': 0}
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id: 30746012
{'hecke_orbit_code': 137506062528, 'n': 13, 'trace_an': -68}
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id: 30746013
{'hecke_orbit_code': 137506062528, 'n': 14, 'trace_an': 0}
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id: 30746014
{'hecke_orbit_code': 137506062528, 'n': 15, 'trace_an': 0}
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id: 30746015
{'hecke_orbit_code': 137506062528, 'n': 16, 'trace_an': 0}
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id: 30746016
{'hecke_orbit_code': 137506062528, 'n': 17, 'trace_an': 0}
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id: 30746017
{'hecke_orbit_code': 137506062528, 'n': 18, 'trace_an': 0}
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id: 30746018
{'hecke_orbit_code': 137506062528, 'n': 19, 'trace_an': 0}
-
id: 30746019
{'hecke_orbit_code': 137506062528, 'n': 20, 'trace_an': 0}
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id: 30746020
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