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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [17, -1]], 6, 5], [[[2, 1], [17, 1]], 6, 5], [[[2, 1], [17, -1]], 10, 5], [[[2, -1], [17, 1]], 10, 7]], 'ALdims': [6, 10, 10, 6], 'Nk2': 4352, 'analytic_conductor': 8.687723739915306, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [1088, 1, [511, 69, 513], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 133, 'dim': 32, 'eis_dim': 23, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 5, 7], 'hecke_orbit_code': 33555520, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 2, 3, 3], 'label': '1088.2.a', 'level': 1088, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 17], 'level_radical': 34, 'mf_dim': 156, 'mf_new_dim': 32, 'num_forms': 22, 'plus_dim': 12, 'prim_orbit_index': 1, 'relative_dim': 32, 'sturm_bound': 288, 'trace_bound': 9, 'trace_display': [0, 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mf_subspaces • Show schema
Hide schema
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id: 371828
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '32.2.a', 'sub_level': 32, 'sub_mult': 4, 'weight': 2}
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id: 371829
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '34.2.a', 'sub_level': 34, 'sub_mult': 6, 'weight': 2}
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id: 371831
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '64.2.a', 'sub_level': 64, 'sub_mult': 2, 'weight': 2}
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id: 371826
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '17.2.a', 'sub_level': 17, 'sub_mult': 7, 'weight': 2}
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id: 371832
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '68.2.a', 'sub_level': 68, 'sub_mult': 5, 'weight': 2}
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id: 371825
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '136.2.a', 'sub_level': 136, 'sub_mult': 4, 'weight': 2}
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id: 371827
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 8, 'sub_label': '272.2.a', 'sub_level': 272, 'sub_mult': 3, 'weight': 2}
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id: 371830
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 16, 'sub_label': '544.2.a', 'sub_level': 544, 'sub_mult': 2, 'weight': 2}
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id: 371824
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '1088.2.a', 'level': 1088, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 32, 'sub_label': '1088.2.a', 'sub_level': 1088, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '1088.2.a', 'level': 1088, 'portrait': 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04Zjs5pUoZMtVJOthWDwYg0ThBCEtTqnLPBZ+f6EbUQjBHMrRh2bTLUw5S5ts/ReUWgwPdhNJCcvy2hN4oJPImvNEfnA061feqB4fwtAxaWPLSBeijZviFmx+YOjfoIISCKJe1+gzPLIbNNSZqEHD3jc/iU4MjphNPtCL8+4vJdPX70NZrRcIZDJ1scO6M4PZ9yajHm+IJh/4LhigsX+E9vX2Lz9BSHT81wZrHO3JLPwopgyR3HpW7KwopmoS/N7NZz9He+Ys99/+oH9vxC2DzvACRHhPj2L/j6tgf4e/7oM+gk3t6YWf+ew0dOvXFr/WN83yvm6XU3srDSYnGlzuJKyELbY6lDfnIWVlLOtOHQvGDj+mV+5QeXuOaCOsdOz3L0dJPTix6nFgxnFhOOz6ccX07ZsK7Hd1zb57wtimYY4ssaCysh80uK+RUYjCBODJ4yNGop0xMJiYGjZ6DuR9RCD0+mtOrQGYQ06yME0Ag1S+2Q5a6kWRcsdQSL3ZRGaDBAs6ZYGQqm6yM8qajXIwJPcuSUT6I9ZluCZihQCpJE0B8K5lfsxbTQifH9IbVGwq5tI157TcymqSan5qc4dibg1AKcXkyYW0o4Og+HlgxXX7LAf37HEpumpzhyasauEjm4NcudmOVOwlLXsNAVHO8oep02/+odA37xn76c2Oz465WVzs96nnds63lvfK4h8k1v37Ya/MyZeSZajamDR07+1O9/8AtXP/KVR974wJPzbN7kccEuwbXntYkTRZpKUi1JNRjjYbTCGMCAEClSGA4tTPOrfy75D++Y58qdMVPNGSYaEzRrIZMNn+mWZNOy5Oj8FH9zSwMVjLjo3CHnbE7p9gacsz7hNS9OGcUeAs3XHg5Z6oU00hEnFhTtbo2N20IW+3BmHi44R3LgtGHPVp+pRsSJZcWmqYRUSxa6dRa6mk0zMUttxURDsWtLn0MnQy48N+HEvGGlU+f8bSnnbIo4upAy0RrR7sbc+kgNkESx5kWXDbjmHMNiz+e8LREXnCMJRJ3BcB0PPxMytySZX0pZWEk4uag5NC/oJkOef9EKv/zWHhsmZjh8Yoq55RoLKz6LbcFyR7PSjWn3Utp9w0pfMDdQLPdibrhkmbe8ZInumc+y2NvzRi13mi27Xv/gcDh4Xxr3V5oT655ryKx5+7Zk8C9++TbqtTBcWFr5vQce3vtDDz9xRB060WE5DTnT01y14wy/9RNzXLarwenFaZbaTZbaNZY6Pkttj+UuLLdTy0KdhIUOHF0SNCcHPO+CFd704hHnb6nT609yYr7B/LLPYluy3DEsrGjmVjS9YUo30gxHCRumRlx4rsYYQeAZ9p0ISdI6OzdKzt+eMj01ZG454qlDTa7YDVMTy9z52DQbpiKmmoLFrs/52yKiKOGBA5NEccqezZrlvmCmNWTdpMedT8RMNRpctjvlqSMxc0s+s62Q87cZzt0coYnYf0Lh+waM4aIdMesmBP1BSH8Y0Bt4nFnyWFgRLHdSljspC+2UY4uCdpyw+5wOb7x+mavPV0zVJzkxN8FCtvK1LXOvdGNWuikrXcNiD073JKfbKdecf5r/8hML7NnWYrE9yXLbY5hsQIa70pkNF32wVp/6F0k8Gl18+fXPNXRW3b6tAL4wP4fnef4Xbv6CPzm17ve+fvu9b9u7/7g3iiW9oWBlIDjTV5zpJjxv92n+648vcsWuBmeWpllqN1juhCx1ApY7HstdQbuTstxNWOkmLHcMJ1YEZ3qayYk+11zQ4ftflnDB1hr9YZP55TpLnYBOT9LpC3qDQpJEiUBr8D1DvQabZzVb1w9BjXj6WMKTBwJqqs7LrorxgzYPPd1i83rFQ8+mbFuv6I9SJuop88uay/cI5pc1zZrPYCjYtinhwadrbF0PD+4fEYg6N1wBQa3PE4dSnjlcRxKwZVaxZQbqNfA9QaoFcQJxAoMh9Iaabl/T6WuWejDXNnTilPN3dHnLy1e4Zo9mut5gqT3BqYUGi+2ApbZiuQsrnZSVbkK7l7LSMyw5cJ9pa6654Az/5cfnuPjcOgvLUyx3G3R6Ie2ux0pPENS2JTvOv/ojx0/M/Ysbb3pNnCRJvH79hucaSvnt2wbg7ZVlJianvKNHDv6nW2756g/tfebg+qV2PxyMNP2BoTvUdAewMpDMDSSnuzFX75jjt/7FIlfuDpnLQV5jpRuw0vVY6QpWusYuud2ElV7Kcg/OtGFpZBBqyHdf3+bi7QnX7DFMNWu0ezWSxCdJFXEiSbUADNoYQj9hotXnkQOS4SjmlgdbiLjG7q0B11/RI9LLfOXeGS7fHTDf7XD8VJPnXRjzzBGP2BgOnTT85OuHHDyhiXWLZ45pnr9HcGSuz+LyFJefH/PVBwfEoyYvutRn9/YIIzp8+SHBaCh4bH9Iq+7T8ISVYYDWEKWGODWMNLT7mqnJIVddOODSc4a8/kUpigbdXpO55QZLHXtsljuSdtew0kvo9Cy42z3DYl9ypieZ7yS84IIz/Ld/Ps+F22ssrEzT7tZp92p0ej7dgUe3L+n2BbEORxs27Zh/6cte8cHdu3f/SntlJZmann6uIQV8mwD8q5//Q04ffaR21Yvf/u8OHjz0Hx555DHR7acMI81gmNIfanpDTW9o6AygPRDMDySnewnXnD/Hf/3xeS7fFbDSnmJxpclKt0a7F7DS82h3Fe2eoNPXdHoJ3X5Kd6Bp9w1LfcHywNCLEi7cNWSynqCThNdfP+CK3SmjWOFJwyg2fPqOBs+eaLJ5WnPkZIBHnT1bFZefb6g1etz3dJ8z8y2uOr/OzMwKtz4c8LydAQu9LoN+k+l1hof3St5x45AH9xo2zIT0Rl2WV6a49Pw+tz0MGycmuOrCHqdXVrjn8WkafpMrzoPzzxmivB4HTms2zkQcORnzmTtDBrFCSohiw5Xnj/jOF4+IY4+pOly6Q9AbNOj06qx0Q1Z6Pu2eotOTtHvQ6ad0eymdfkqnr2kPYKknONWTLPdHvPD8OX79x5e5bGeNxZUJ2j3L3J1+4MCt6A0EvaGgN9AMI8Oll15uduzY9Z927Dj3Y+ftPvcAMHyui7iec4B/40u/Sy0MGivt3s8tLbf/0/xCj8FI0h8JBkPDYJgyGJVBrukNoTMUzA8Upzqaq89b5PtfvsD3XJ8yUWsyvzzBcqdOuxfS7vl0+opOX9LtQ29g6A9T+gNtH0eG/sheNP3IEKWaIDB4Lvz2FYTSYLQk9D3WTSi2bZDs2GI4d/OAVHT43D2KZw5M8KqrAl501TLv/2zKVDDDq6/rc/tjMZO1SbZs7vH1B+t89/UptzySsnNdSHOiy52PhHzHC3xarTO8/9MzvOSSOq+8psNjR4d86W4fkzQ4d2PAzs2CbRs166YiwiBGmxTfS1HKlo0EHtQCQRx79IcBnb5Hf+jRGyp6A0lvAL2hoTfQ9PopvYG90DsDWBkI5nuCM23DxESHN90wz/e/bMQlO+osLLdo9+p0+yHdgU+379EbFOAejAyDoaY/TBiMUvygpd/w+lfHF11w3jXdXu/xKy+/6P9cgD96x28Rhn6t3Rn8u4WF5V9eaQ/kMPLpjyT9oWCQgXyUWiYfaXcwNd0hdEeCpaFkrgNROuAdrznD917X5+rzPdK0xVK7yXK3Rrdvl9TeQNEbut89hOHIMIw1o8gQJ5okMaQaUg0YkErge4KaD62GZLIl2Dyr2bZxwNRkm9seM9xyX0AgJ7n6/IArL+zw4MEej++d4pVX+YSNJT5/R43XXhsyPbXA526f5mVXCz55T8SmeoPveFGHz91taKgpXvb8IQ8e6PL4s5NcvbvGVRcOCcJFvvSA4vZHGsw0QrbPemyaFUw2Ja0G1ALwfYOS9nimqSDRECeCOBaMYsNwBIPIMBzqnCj6I0sS3SHM9STzXYjFkOsvXOK7XtThHTeljKIJFlaadPo1un0bxNq7LI6hA/dwZEloMNJ0+wlBramnZzf8arM1+ZtRNBr+/n9753OGsefUJmzWYy9J+r9s4oWf8xjJZj1ECMtIAokQtglHCIUQAilTlAAlQSqD5xl8pal7gvl+gw9/eTtfvq/Na69e5ruvX+HyXT1mpxostht0ByH9gU9/5DEYKYYjxSgSjGJJnECSKtIUtLFXvZTgexD6hmZdMz0Rs21Dn8T0ePZEzCfvDnjqwAQz9TpXX+Bxw/M63PFkm6/cNcm1F4RsmB3whfsNOq0zMxGx2BnZiwbYNNVjeSFEiRrXXbHEl+6scex0nddd2ydJF/naw+uI0xrPv2gj3/XCNju3tLnzcY9Hj9Uxh0K2zUpmmoJGTRAGAk8JB3KDNlaXJ6m9aKPYMHIX8TCCfmRXv+WRYLkL0hty5YUrvOmGNjdeFbNuos7iyjQr3Tr9YUB3kIFbMRhKx9qC/tBYCTlKGI60vUeGRCuW5ntyscu/u+qK9ef8v//+Rx/63d/4l+/1vOcmaf6/HeCm8/t0OhN4XvrO7vLe1y7Nn77ek0nQaNQQwwRrYHsO3BIJSCGQQiIFNs2uBEql+AoCBaGnqXuGiaFioTPDB7/c4muPdrn2kjY/9OoVLtreZt1UjTipMRiFdAcBg6HHKFYkiSROJVoLtBEW3MIQhinNMCEMYqQaMtce8Zn7JEdOBxw8No2Ja+zZ5nPRDsXzLuwg/Dke3jfBObM1Lt1lmJ1eYbFdY+usAqn5/D0hIZJ6aPjOFw748OdTTs2HrN+gWOiOeOJAyNb101x93jy3P9rmricnGY4CLtwxy1U7+ly2o8O+kyscOWO464kGB482CIUk9CTNEGolJjcGUm1IUohSiBJBbyToDAXtCGKdINSQy3d3+OGbOlx7sWb7Bp/+YIa5pYZl7GFAf2AlzmBka9Ptiopl7lHKKEodsC24B261iLRiYaEf3vHQwR/9xd/59EqzWVe/+oEvvOfUmR7v+6U3/+MF+G/+0aeg9QZM930/rQeP/irRqVboe5haDSEiwCCEQQiQQiGFQUobSEklUErhKYnnpXhK4HuawNOEPtQCQz1ImapJOiOfpZUZPvGNSe54csBUc8Dbb2yze+MKSexx/jbDhTsVw5F1S1ItMcaqNSVTwiBh/wk4NCcYJJqPfqXBSm+KYT9gtq7YMuNx7maPXVsFl57XJpWL/OFnWvTak1x7kcfu7V0ePZTSadfYvhua9YROVCMMJBhD4PusDOH4GckFO0Iu3j1k77MRj++vc+2lM/yz1y3wJ5/vct/eFr2Bx2K7xa6tNS7ZNuBFF3X5zhd2aQ8W+fOv1OnHAcfO+Dx2KCDwLBEAaKzUSrQmiWDzxoiLL+yj05jdm0f8wCtGTDY8Nk0HRHGd42dq9AcBg5FPf+g5UCsGI+nuMIyMlXWjlGGUMoq0fR3Z+yCCQSzox4J+4nHseJtHP/r1qct2b/y1V11/Xvq+X+q+d7DwEerr3vaPD+C/9v7Pc931L1b/8tf/8p9NcNdvvfn6x8OLzg0wpgku0haCEsANUnhICUpKlBIW3ErgeQrPk/heSuCnBJEhHGlqvqEZayZqMFMX9CJJZ9DiaLvFuz40C2mMJOHSC/pceE7EKBIYnWKMlUVSCqSUBGHA4wcC9h+tUQ98mp5kXVOwe4tkw4zHlvWSczdrLjh3mZhFfv/TLY4emeSaPT7nbddIr8MtD4ZMN3xmp2B6YkizXkNh/evOIGCxp1lsG1a6TW68us2jz0YcOOExO1nj+RdP8c++a4nf/xQ8uL9Jb2hY6XmcXpxg82yd9TMjtkwO+KUfGNCodXjmmOaxg4owNEilkcLpLGMwGqJIcOE5CVfuSRHGI44DMNMMo5BT8z79kc9g5DEcKYaRZexhJBiOJINIMBzBMNKMIs1oZB+HkbYaP8ruBbh7sWA5FnQTje73GbYfbr30olO/9RvtS+PIf8UfDRY+mtbX/cA/HoC/6/03c8HOzf6nPv2VH37wsf2/e+e9p/1Hn5rkXf+8w55tPaQ0jq0NUmiUNCjpo6TBUx6eMhbQyiY5At/eR75gFElCXzMKUuqRsZozsdbeVKyJEhjFgmEiGaUhcVJj/6EWT+4zpMZWHwIoYeWOrwShB60QLtoArTpMNSXTLcXslMf6aTh384gt61cYmSXe+8lJDhyc4qpdHju3SnZvX+b+AyOOnZ7mRXsk0xOawBtQkz7KYH11DeghS50aJ+c9rr20zsW7Ojy2N2TdpKRRa3HFnpR/8T3LvPdTmidPtGj3NO2OYn7ZY91Ui5nJOlOthIlGwnQj4jXXxIR+jK8SlNJIab+XMQKtJVGiWFpSJIlHlCiiWDGK3WMk7T2WtjkkFowiwTCCUWQssB1jj2JDFFtJMoodq8cwdODuRpLlGLpxCoMBl5+7xLv++TyvuuRk2FsSv2t8Txv/ij/tnPqreGLzW/7hA/z3P3gzW9ZPeE/sPfhPH3n84O/c/fgxn+YUn7vHQ0rJr/3kChdt7eJJjRTaBpJS27vyUZ7BUwrPU/iewY8kgVcCeKCI3MmJY0OUaKJYEyc2yMqyfUlq3JJt0NoGk1myRLjA1ZPWbgt9CENJoyZp1hSTLcn0BGyYTjl3c5+J1jKfuD3mzidnWFmY4NJzFDu2eJy3fYRQK3z8tgk2NBQzk5J1UyNuf1xy4ozigs0Qp4JdG1JefPmIvfunWGwLltot3vzSDg/sHXLwpKRZkwT+JJfshv/4gwvc/tSAz9y6joUunLshZbnjMdVSTLZCWvWAZr1OLdTUghTf05YQpAFhLJEDWtvVI9WSJBEkqSROBFEiiGNJFAtGiWX7KIFRZAPUKNZEkWaU2EDVvmcYxg7gccbckk4saMcwGCUQ9bjsnGV+/ScX+Y4XaPq9FqNon6/9xvtEraWEv+OPTh/6TLJp5+v/YQNcp7HYd/jUP3/ksX2/sXfvEX+6GdBNDJEQfO4eySBSvOH6Dm+7qctkK0H163hSo7wUT2k8L8X3PPzII/Akga8Y+RbQUSDsiYkFUayIEojjwvJLUk2SmhzcaWowjrWNyZURSgqUFHieIPAEYSCph5JGXTDRMEy1UtZPRWyY6YJc5i+/rvjwl2ZZV6tx2bmCczb7nLNZc+6mFb7wkGZpuc4V2yVTE5LpiYjDcz6dvodSkKaSVl2xZWPCXY9pVjqa04shl+xu8JIr23ztnpDpJoRhgFKTXLob/umr5/DlHJ+8fZqnT9TY1IlZN5kw2VS06pJGXVEPPcLAI/Sth+9JkNLk3xFjL2ptBGkKiRakib3gktSSQEYQcaKJY+3IwhC7VTED9yiGoVsZB06SdBJBN4FoOGTS7/L271nge6/v89IroNdrMRyFjOKAQfuIL8LmbzWnPF+q4L3u+vuHCfAPfOhzaK1/9oFHnvlPTz9ztDlVlwSJRglBRwSMhOQrD3rc82SNhe4i73xzn9mphN4gwRuG+CrFj30CzyfwUgLfI4g1YSCJIkWUCCLHPjkbJYIkUfakpcZaf9qQalOwdom5hcDabAq7MgRQD6BR07QadrDP+qkhG2eXuXtvxB9/ocn+o5OcM+mze5Ng28aAbRsF523rIfxlvvrgNNOhYnZSMtU0TLUGTLQ0gW9tT61hFHmsdGM6/ZR2TzG/4tPtt7jxqjPcfE+f/ada1MMYTwUIMcnurZK3vWKRay86zQc+P8n9T06ztSvZOBEz0RA0a/aCDENJ6Et8z1mHSiBFcSEb4ySLKfz+NNWkLtWf5MSQAd0C2q6ChpED9SixkmSQCDqxBfYwStDDIRO1Du988yL/5vv71IOQdq/OKLLgHkU+Uewx6h1uxrH4tcn1V6nDez/77h0Xftc/PID/4n98N+/+yGPcdFVw46mTJycbgSDWNnhUAjwh6AqfvlR0Io/f/pjPA8+s8NZXdrnpmg4zkxG9QY0gDgj8gDDwGUUeUWy7X6JAESWSOJHEsXtMHcBTx1KpINXkFqAxwmLb2M8hpJMmyhZSBb6mFmgatYRmLWGyNWLDTJfOoMd/+7jHLQ/P0u002b1OcM4Gwdb1Ftw7Ng9pNZb48FcDTpxqcvFmwXRLMT2Ros2I7kDgSQs2bSyLTzYSpEpY7vmsdODMUp0959R5240r/OVXA47O+fhejJI+xrSIU8Wl25f4lXd0+NqjPT7w6XWcOt5g8yRM11OaYUo9LOIT35N4ygXOLp9gv3pxodsLH3SqSdwKZ4FuySFJIUoswKNEMEodayfQS6QFdqxJoxGTtS6vecUy/+SVPW64XCNFg6V2jVEcEsU+UezOX+IRJYL+/JnJQbT/xhe86NC7b7v5fbzsNT/1vwSH/0vc91/5td9h26ZZtb7Z/7Wjx0/+YDSKlFLCuSO4ZI3BE9bj1tKjHwfsO1rjq/cGPHnQEAYjzt06YqKe4iuNUtpKFpVaLe5pZxNaYAaBJgw0oW+oBZpaaKiHhkaoadQMjZqhWdO06pqJhs6lx1RLM91KmJ6MWTcVsXFmwMbZPpvWtZloLnL7kyP+4PMtPnvXRlqqxvkbBNvWSzavD9m6QbJ9Y8yFO5Z49FCP939mlpkgYMdGxZYNPudtH3FqqctHvhQidMi2dYr104qt6yPO3drmsYMBnXbI7ISgHnrMTBquOK/LE0c1Tx9u0PQ1QgiM8UgTjygOmW4pXnDBiB2b23SjEU8d8Zjr+9bKi8htu8FI51nLwdDV9LhM5iDLCJcebclCcR+MoB8J+iNBPxL0IkFnJFmJJEuRYGWkiUYjZrw2r3nhPL/49nl+6o0DLtruoU2D/qDBcFRjFAdEkc8wsiCPIkUUewxHkk5vtOvYsXNqtdbm297x/a80f/rhz/29Y/HvlcHdNKna/MLCub/9nj9565kzc78QjQaiFkjixLhEjU1IyAQ8Ab6EUAq60meQKJaSgL+5o8Etj/R4wUVd3vmmHpfvjpie9EjTgMEwYBT7xLFv+xhTRZzahE2qFWkiSLR1DrQRaF1U3hkoLEhpeyJ9pQn8lEY9ph6O8NSIYTLkiSOa3/vsFA/vn8ZLQ/bMGjZOGdZNKTbMBGyalWxZH7NzS5czKx3+7CtNTFxj8wbBZMtjsmmYaEQM0hRtFIEUCOkYXCuUp0i0pjvUdPopK12PUwt1Lppo8fYbV/jNuToH5xp4XmyljfFIdI1RLOn2A158UZfrLmrz2KFj/N5nJth7tMX8Up1QSuq+oBUaap7tPvKVO/Zy/HyRB9xaQ+JcHivvIEoFkbZSZJhCPzaMogTPRKyb7HHF+V3+zZtXuPqChFbDJxq16PRDosgnSiyg40Tlq6597lbbRDKKR36UzP9CFJNoufE3Pvc3fzh83ff+xLcvwJ99dh+tVuPCp/fuu2dlecGPhn1RCxRJalyq3R5o5R49CV4CgTSESjBQgp4XMvR9lqIaX3zADsD8juvafM/LB1y6o8c56wZMNj2ixHcd8h6jyCNOFImWpKlywJZoDQZRhDEO3IGvCbzUBbAxvoo4tZyw76Tmjsc9Hjk0wb1PTpHEdTZPGDa0DDMTgtlJxeyUz4YZyeZ1CVvXD5ieWuLjN8PdT0xxxVbB9IRgoilpNTStxohuGhH4Ci+xUsEY62AwkvSHKR1XANXuGZY6HnNLE1x/cY/veOESf/LZkOaiRInYAlJ7xEnAKJb0hz7rpmpcs6fL+9/Z496nOzxyyOeex1ocW6qxd6FOqCR1ZeVR4BlC36BwBUjusBgXfKbGyrlYQ6wFUQqDyEqV2CSYJKYVDNmzecDFO/p87yt7vPramFbgMxy26LYDoiQgSjziHNiKOPGIE2tTxiVwx87J6fX7ottf+g9hXaV4s7/1Fx/5QP+fvO3Hvv0AfurUaTZt2li7/fY7vvfLX/6KH0d9Wa95xKmxmUhpUImtmVCpZXEvNVb/puAnUFOGemoZo69CRoFPO6nzl7dN8OWHBmyfHfC6F3fZNJ2wY9OIay7sI1DMzkg8JUlTD60lxkjH3MKdzix5pDHCNgUMRhrpJdz1tMeBU5Iv3tdg38kWKyt1AuFbtp7RTDasDz7V8pid8pidEmycSdi8bsCWDcvc/eSQT9++ga2THutaMNH0mGgIJpsJUkY8dUTR7iu2Nd1wWwOjWLJxVnDhuSO+MW9oDwzdgWXxhZWQ04tTvOnFczx5eJH7H1+PrwyIGGMgST3ixLcJmaFHuxcw3Wry0st7vPKqPos3zrP/JNx8f40DJ0Me2NtA+B7zQ4/hokIKiRDCaXLhQG4cyA2p0ZjUulgzEyMmRczVFw/YsXHIlpmY73pRxKYZwcyEYjCcZGklsCBOPeLYauwksWxt73KNu42T7KNHu9cjGPq/8qLrXyCvuvqFv3nTa94wXLdu47cXwIMg8Pbt2//v9+8/8P90e10ZBj5Jqh24BUoYe5fGvpbguQZeP7VlqUEKQWKoK0FTC4apYOj5jHyf9rDOY0cSHj08i9Ax2zcMuWrngMlmyg0vGLJlNiaNE4x2J84U0gSn/aUyRBrufazOkwcbBDXJQwcanFysU/M8JgLJuTOGqZpmomZo1SUTDclky2NqwmN2EtZPJ2ycGbJ9Y4eUZT58yxSLixNctl0z2bI9lq2GZqIRY0zMfU8GLC75nDdjs4vGwGgk2TAleeElA77xcEp3IOn1Ezo9xXLX58xik0t2D3jHK9vc93SdQ4sTKKGB2NWY+C5BI+iPJL2Bz0ovZKLRYnpiyDXnD7j+kiGnFoc8fqhDrZ7y+EGP+x4LSY1ESEFep53biAaMBq1JE8OmdQk3vGDIdF1z+U7NtvUWjFo3GMU+C8t29bSNIU4qOrZOHLCzOp8kEcSpBXcO7ETkFmVqPDqdjjx65MAvrN+wyZuenv2PQPJtA/AH7rudW75yc9DudN/69N5nA99TaG2QQpIIm6VMBEgFMrX6W0mDJwWetsugnxri1GYTYw211NBIrfMSpYJRIIhSn0j7xNpwoj3B0fs0UqV88eGYhpegjbYnydhudZGdQSHtXUq0ULR7PknkEXqSVs1w3iw0A0MrSKiH0KwJGjVFq66YaHh5omd2KmHD9JBN67okepnf+lidh/fNcs46w1RTOHALmvWUZi2i2RhSq9fxlUA5u85gdW6U+AwGQ1aGmunQ1mp3B5p2V7HcCDh6epIrd434+e8/w3/9mMexlTqIFG0StIY49YgS6WpHFL2hR2/g0+6G1GsN6rWYZj3iZZdH+EHENeenvPklwzyRJoTOSyMyDZeRQ6qt1TjVUigZMBx6LKx4ruLSgjlJFIm2sU+SZo8ZoO3zJBXuuQW1BbQkSXHJJut02Ud45NHHgsXl/lvr9ea7br3tG8nLX3bDcw/wRx99ECFEuGXL+t/bv+/JcwIflFLWX5U2mMselTYO2NaCslaewVP2S/quAi5JjbWttLEHwNlZsbYBZKIhCiVpU5JojzgJWYhsBtyYIm8ghC1P9YRdMXyXrdzUNNSnDaGnqTltWvMF9dDeG6GiUfdoNRQTTcG0c1rWTY3YMNNj68ZF/ujzmk/euoGNkx7rWprJhr0YmnUswOsRp5Y0+06E1AMbf7jyEFItGI48zt+SsGl2RLcX2oaOQUqnr1jpebTaNSYaU3z/S+fYd/w0f/rZbc4y1GidOM/aYxRl9SOS/lDRqHnUQ596YIvGgiAl8BNCP6UWpHgiRcnUZo2FQUhd8cmz1S9NJQtLdmKB1tmjcCCXJFqiHYjTNAO0A3UOZMvUiXaP+c8oWbk4LAiiJOWZZw+ec8NLX/Z7kxOtn7j//gdG11zz/OcO4MvLS0xNTTfuvONr733yiYd/ME0jEQaSJIFESBtUSkMiDVJqUm2zhqk0KKVJU1ApeA7MqfOts1LP7HmelMheu6g/dZk5YzJwVz9fVl4rRXZhWc87kAbfc3UtHoS+pBYIaqFNmNRrHs26YKIBk82UqVbC9ETE+ukeW9Yv8ejBIR+5bSvNWsimCc1kQ9BsKBp1QbPufPT6iIcPCx7cW2PntP37wlG4NtAfeTz/QsOebUPufWySfgSDYUpvoOn0JCsNn/nlOrVwirfcsMj9T83z+KFN2EtWk+qURBuXjLH1JIORpFET1ENFPdSEvu8Abi1VX9nssFLaSUVTMHnpuGUJIZsUErkbpV2qP9XSnSvhxnZkuQfhAv3S65ylq7mJAtiujMJlnONk4D3wwAM/eN0Lr9WvetUrf3plZaU/NTX1HAF88Qzd9tK/PnZk348sLpzG9zwrQYTV3WkqcvbWSpA4Vk+VQKWCVBk8bb+crZOwdSJpSgXU2mUh01IdSZ6syCzAMrjdCbMVidYeUwKUsllLz3XqBB4EviD0FWEgqAWKWk3SrAlaDcNEI2WymTDVipid6rN5dplHDvb5Nx/YyPFTU5w3q5lqQKsuadYVzRo0aimNWoLvjxhEBk96hIpc82YSJU4kaerTChKGqaY3ktaDHlpN3u4q6mFILWhx7qaY//bPV/j5Dwge3bcRjCTVKWmqSZKYKNaMIustD0eSeghhIKkFhiBQNlfg8gaeZ3KAK1fkVkiVEsgBjHDHWeTJsqympahtIQe5PW8itxpzwsoArgtQ58+z858au+prOHb8pHjq6Wd+ZOeu3QfiKPq1/xmM/g8D/MG7P8uge3zboYP7nt9dPk49lDbKl6C0BZV9LpDSfnEpLajTVKOVcMA2pMoBWxuXXRNFlq3k1RrH2sbVkpjseRXbBcClTSQpF+h60jZLWPaWrjJROjBIK1GyhFAjZaIRM9mMmJkcsHF2hYf29/mF/z7LgeMz7Jw2TDdwmlvRrEuadUMjTGnVI9r9hE/dWcekHoGygbUQhfccJxIlPF5/fZfbn4zoDGuuBSylP1B0B5JGz6MehITBBLs3JfzGP1vkl/5E8tDeDdbz16m19ZLUjbeQjGLFcGS/UxgKQl8Q+sZ9XxvUe8qglJONAoSrWRFUgV4weZbip8Tm1lrMAZ+TUgHq/HX2szWArd1jog3a4UFrwTP7DjP81Beef8EFF2z787/81PG3fv8b/vcBvN+dp95ct3XfU994z7B/+nt02qYW+CRaI7Vlbukq9NLUyRINiXTAVZJU6/zLZeA2pZoRXXm0BzSzswqHxBRsQ5GOzjKmogRwJYv6DN+zqWzflxYAgaAW2hFr9VDTqqc0HbinWwPWT7ctuP94hicOrWfnrGRdM2WybgunmnVFo8TejXqEERGnlyaQwm5zIksawHrhAm18Nk0bPJ3QSwSDPAOZ0u1L6qGiFvgEfg3Pm+TScxN+45+e4Rf+GB7cu57UKOJUk5TqRqJIMwoVtUASRPb7Bb50F3VWiGUBbo+LcceqDPLyZx0DOq4yMTNdTFYOQYnZs9djq3GpLii7Z6CuAF5De34FzanvueSSS9MfeMt3/8wrXzF/YvPGv/sucf9DAF9ePEm/176g311406g/Tz30SVKDzL6EhES5L6eE+2JWImQHIHWJmPyqzcCc3R1LZ0A3ZeamXDRlKmdE5LpbOONEFNWCSuJ5GcAFgW9LY21aX1MPUxq1lGY9YaIxYrJpwf3gviH/7o+mefzwerZPK9Y3NZN1QbMhadQUjbqkWbO/o1FLCL2Ie5+FU4sBzcDmAYQQLu2eMaCkP/TYPCO49Lwe9zzZoj/K2sG0CzoVtUAR+IHT0FNccm7Kb/7YGX7+/YYH924gMY7JU0Oc2vr3KDZEgSQIpKtNkfmK5XlOpklykGcAzwqz8qMpStIvk4VYtyU7J6kRDujkwNbl166SswB2cZ7XAna2qhvhcezEPKdOz7/p6WcOvrfT7Z3438LgB569HyOCrcePPv0bh/Y/YJtznc6WqSCV9oupFFIJibaAT42VK+WlTGvQSlTB7Z7nZa0ZwLFHN2eUgmMc65TY2/m8SlpZpBR5OaxtmoDAN7buO7AFVvUwpV5LadZiWvURreaA2ckOD+0b8m/+YJanj25gy5THhoZmsg7Nuq3iK9hb06il1MOYwB/xxAGP+fk6uzZa/Z8xuCE7+YLByOO87YJLd/e59VFNP5IMoqJWpDew1YGB7+F7AZ5qIKXmku3L/PZPnuFf/Z7hwWc2EGuPdam2AI8hCm3tdhhqC3C3WtkCLOHurrdVFlJOZGB34B6/ZaSSAT2TjeMpf21crFSJnQpQF8+LuCrN5UlhJhgDt91+L41G+BuXXnz+m75xx30nbrj+Bf/rAH766N380s/dxE//69/bsjB39OokWsb3PbTWLhVPHjBqabWZ0oY0Z26DLrF4drVbVyRjNyqMbdPtBXNjSlagOxPlZVW6z5EnmJxz4inwPPCVIfAMvivKCn0L7lqY0HDecavRZ2ayy0P7RvzrP5zl6WPWDlzfsAmgZs2VqNaUdV1C7RoOEmpBjFQjepGPVB6+MiiFY/ECIGmaNR34NIMYSOhGoW0VizTDKKU/lISBcoGij+9plGogpWHPVsP/+8/P8K/ep3ngmY3Eqe8ajA1Rahj5hlpS0uC+xlf2Is9a/5SUNjfhjlMG8vLxzNP6Y8F8IVdK0lFntfYZiDOwGzcctXj+zR7t8QGD5Mz8Cnfd+9jVcwudLT/zkz944ktfu49Xv+JbB/nfCeDJaIlf/2+fnOp1Tv3FwolDQbOurJY2WaAhSDOdXYm2S8uX+/BF0JjpayrgLmvtclYyZ26XyclORnbPXZPs7pZhTxl83wHc1wS+JgxS6kFKLUio12IatRGTrQGTrQ7370346fduYO+x9Wxo+ayvayZrhpZj7kZN0agp6jVj76GmHibUaxGHT2v+7Cstwppb3UTReGDlVWGxdfsBb7upzUdu6zO3UGOQtYGNNIMgJRzKovzV80v2nuGCbfA7/3Ken/3dlLue2sAgqbE+FUSppuHDKDbUAkPoZSW0dgXzPO0ALmwzt1vpMnKwcioDuQBhwBSUnhFMWTbqPPA3pRV49cqcPRZ4KBsMBT7S/N8pHn7yWLDnggs/fvzkyTds3bzusTIM/l4BPmg/JtI0vnY0WNkQ+glSUPihWpBKaWWIFqXlR1QCEG1wLD7mkGSg1sJ62rrQ2jlzlz5LdrjLgVFW85IFuBbcrt7F03mZrQW4TXzUgoRaGFGvRUy1+gzjHjffD+/66Cb2HlvHupZnwV0vwF2vKWo15RJDNjCtBQlhkBAGEZqE/qjOZCDwpLHMmIfA2cVsPeU48Wg1FZ4YMUw0g1jkjbzhSDMMNANfEfiSwFN4ykOpwF00ht2bBb/54yv89l+k3P7UOk50WwxTxaRvaAWaKDWEniFMDIGXWaSmpMNFweDO6ckey9Jv/Fack5KjlcdLBejLtefFOTclzV7McimDvmwTDyPDN+7du/OKSy/44JmF9gv4O6Txv2WALy8cwOj4tSf2/eUfjQZzU57nIURK4kCd+9ipQBtZNBpkgDemALjOWFsUwWTJKSlH7KuYuwTw/CTIohQ3kyfKOQWZLVbUj1twhw6QtSCiURuxbqrHfHvAb36kwQe/uoHITLKhpVhf10zVDRN5Ct/2ajZCO+OkHtpxFbXQXii+N+KWh3xS7Vu2dLU3Qhbfo2gdk8SpQgqfG5/X5Q8+u45u7DPpWLwW2WlUGYP7SjkGd+wqDEYLLjpH8oGfb/Pntwz49Q9t5NTSNL0Jj+lUMZFo6r4hjI3zw20MYvs2RclNcdKuDHDh2LzMKGWQ5+RjCjKqSJWCuHJdnsdWZXlagLoSoGrbWqeN4Klnj/IHH/zspp/7F9/76sefPvD5yy7a/fcL8H57P8bonx4Nl7cIAZ5L9UppnNYW6FRaieLAnGbJgbTwUDNZkllMhRQpt5SJszJ3mbWz8tecvd3nsUkMdxI92yhhAW7HTIR+QpCDe0C91ueWhzQf/8YEf3HLBrSYYENLsK7mZEkNGjXhQC2phYqaY+9aoPOVIPRjvGDIVx6YQqc+oSIHTa5ri5omm8JOFUp63HR1n/d/MqKfBJbFY5N3tA9G2mpnz86GUYqcwe3xEUxPSn74pg517xR//Y0+tzy8jjNJnX6gmEw0Dd8xuYLAMy4uMTmLZxeOkqKU/HGxg9OClWxniXUyFs9AP+56FSxeTdJZazjLSJdYPF/h7M9SbT/DwlJ7y5PPHPtppeTn/14ZvLf8NEJ6P3pq/1+8QDGP8t1IYS2QWqNcvYKWJjf/87sR1inRJZDnQWXG4qK4+rHvrQXsCsAzYGNc9O8yc8rkWboKuJWtyQj8lCCICP2IVn1AUBvw51/2eNcH13N4eQbfr7GxDrOhZqKmbXYytGPS6jUL7rpj71pgXIBqV4R6GLHU0fSTAOUpAqlzl6KiwSlWtyRRjOKA0BswNdmnPWoyjKWdGhUYgsjWrltrUxXBobCbaeHqR7QWTLUk3/+KLi97/gK/8acjPvSl9SzFLQahTzMWtHzbBBEqkYPcly7xU1r58kBdlI51icXHybxMRNXzWGXwgt2r8rR4LaplGFmiyOHk8MkVvnDbYy/4hZ/63h994NH9f/L8K877nwe4jo7xyOe2s/Oa91/ncWR9PRyhtYd2NddKZ4ytHZOXO2lEhcmNa0Ao0r9FzUNVkpRKXSvANvkBtuxSGhLkgi9P2uE3Xnb3bMub7yUEQUzgxdRrI8JgwNNHUv769jp/dvM6TixP06z7zNQM04GhVdM0Qmi6AqxaKG0qP5TUAuud10IbqIa+Ze9Wc8iXb1fsP9igniVUMneihJBMkqWuUCmKPS7eDS+7sssnbpulW/doJXZ45igyDD2N5+vC5pOydOGYSmImSSWbJ3v8yo/02L0l5hO3T/L44SmGXp1e6tH0BE1lCL1sDowrQlP2eHqiiGOyC1OKqg27isnLAHdfULsXOcDL4B+rJVoFeF00YKTOa9fGNjo/sn9h/R9/+r7r3v3zv/InB4+eZtc5m/4nGTw9w1Wve+rHuqf/6od8cRyCmjPoHWtriTaaNJUoIzDGAt2U28YqxTuFJZg7JFSdEjIWXwvcq6ZfFeC2s1Tso+cKi3wvwfNSAj+iHkYEwYhePOL3PlbjA59fx5nFKWJVZ7KpmA0NE4ENzsrgtoytXDGWcOxtwV1zVXu1MCZNY548HNCPQ2YCt/zLDBSi8t3KgWaSKCaUxyU7Ij7ujehGHoNAUI+ddo41fqRdoZRESYFQdgqXcKfQant7zJNUMtHw+dnv6/HWV5/hjz/f4f2fXMdSv8XAC+n6ioYnqCsIlbZAl8bmCtxnzkGeA9xU7cMxGq/ESmUGX8XkYuz1arBnsiQDeWJsBelAe5w8vsxFJxd+6JEnP3PfsVOLH/ifYvBR91Hi2uUNMfeuy0T8cOB7MUIoktTJElOUU3qqyNBVGLxUqEMuRzLGFqUrvShGqtBDaVkswG3vssTetoAoa05O3XDOBN9LqNUiQm9Ee5Bw32OCP/rcFF99aJrF/gS1Wsj6ACYDTSswNANDPbSyJGfuUNl6lVASBlaa1PwC5IGf0KhFnFlO+Nw3ZhjhEXglcGeNRZkGz5dje/ziVGGMz+tv6PD+L/SZX2kwSASj2Fp9QQx+lOYJGk8p10Qii99duXBsd1Ojrtg0M+Bn3zTkyt0neP/nJnlk3wSLvSZDFeIHiponqUsIlLFVlq6kOMtwVkFeAnqxIDF+ynJ5aUSVuSnsYV0CfPY8A3lSYu7Y2DLpkYFIA0nCPQ88Ffx/HxaX/fdf/7HGrQ/s77/8+WeXKt8U4MnwJCJqf0cyFD+TjpaRyscTCULqvDUsTaWTK7JUdSZLLF0GdVlvFyBfxdglYNvjaGyQMw5soRGOuWUJ3PaeEIYRgR+x0ku45SHJJ7/e5Av3TTHfbqHqNSaaiikfJgIbhDUCQz0grwvPwG2libLSJDC2ez9I3d1OoA39EY8ekCwMQkJPEkib4FGlpT6TzKbMXKlwHTAeM3XB1ef1+Mw90/QTn2EiqMWGILL+vefZYFONLHvbC6joJC6Wf1fdZwRx4tGo+bzhJQNe9rwlvnhfl7/5epM7H5tkrtsg8gL6gcKXkkAKQgmBy057orBcMxaXQqyqV1kVgFaScqXvXLoIs8AyS/dr45qejdXcGbAT977OdI2CY2e6DGPvZz7+lUdvXekO/uZ/iMGNWQKm1/fn//q7o+5jeEKiZIoRdimzIFYoJUtyRDqtnUkTK1UMTrIgKpqbCsBXU0Je2ZYFkxnAs+SJNLZ4X2qUtIX8gW/lQujHzLcTvvyAx+dvb/HJuydZ6jQRQY2w5dPyBFO+BXbdN9QzcAeCWihsfXggqfl2oE4tIGfvMB9RkRB4CYEfUwtGfOGekJPLdWZbwi75uQuxRmCWS5RCh6+b8vjOF/b41B2xBXgsGPkQJnaalB9pa+2VyhAsq5ZATkEkqWvCzn5/szbira8c8NoXLvGZu3t87vYGtz/SYq7dIFEBg8CzY/KkwJcST1hG9yWu5VC481Bo87FSoNK5LDR5BeQZwCnZpQ7EiREO5CVQGwMmdYkR9ygFX7/3GZ538a7v/rc/8vJv3HSyP79jS+PvBvCTp86gRbKzlg5/aLJ1EKN9dJq5Hq6x12QaXBUMbmQBZvdehb2hZAOWZMlYUFkuey3LEpHbk461pZ1nGPgJYS0miROOzxuePOLxZzdPcfeTLU7NNUnDGl7LbuA04UHTS2n4dq52zXX0WIbOwG0r8iy4RQ7wMDCEvrbM7acEvq1deeKQ4enDNYT0CRSljKNwQWYB81UgdAmfJPW4eMeQS3d12XuiTt+XNJLUgltB5BkXPLupVVIiyZIy0v72siXniMeWBXgkic8g8qmHI95+44ibnrfC3U92+dDNTZ46UufwXJ2kF5LUPUaehxAS5eaye1LamnphO/Nz6cKaSoXyKc1rV1jN2JpMjmSlzzbVT95+mIJOgbR4T0tOPHuMKb/zQ0k89z6TrMz/nRj8dz/yNX72N/6SIFyv1jX3sWdDwEsvT7h0d+IuRQvwJFUu0FQO8KIAfqa5S03A2Xs5yClAPn5oKj53xt7ZgE5hge15KUolCJVwZgluud3j6cN1brm7walOjSNzDfBCVMun4SlaytD0DHXPgdoz1HwIA+FmjBfgDgNbBxL6ktCHoMLeKaGvne2YUK+POHAaDp+so6Rn5YksL+2MaeWxACtvBfPYtcVwweYeTxycod+wLB564CcGP3bZWaXzDKStH8lcGpkfU20KqWiTcK7VLFXEiU8YBaybiPjel4y49qI2p3ttvnJXyN7DIV9+sMmZxRAjfWLpgVJEUoLbaSNL5UtEUZxVBnp5HuIYyAtGN84nz+heF3dc+anRYBIbcRqNwAL+svNiXnxxnws3fJ5k4REV9hdon/osk5tXj4BbE+DawBtf850b73rkwAc+8NEHhZ9sYdf2AVs3RPzI6/pcuD2m2dBs3xLja4lw8sQ4NiqDPWfwkjwhB/hZwJ0HMwVrK2kQrmHWqBRtNPPz8OxxxV/d2uChfSFHjtbpjkL6aQhegGz61JSg4UFDaWrKgbpcTegL+9qBO3RlpqEDec7cWf2KnzrmtuAOgxhJTLsviUxgU+FS2+GXouqBlxnWZGUJWRtYKolTD2EUrWYEjBjEPkNPUE+MK4N1yRmlrZOS197IUimALABV/hupzAHuJ26McuwT+AHrJiM2r4u5dPuIbtTn8LE2j+wL+MuvNdh7LGRxPiAxHolSaKHyBm6bnrVXb9HgLcbOZvbEFK+M4/OMqSmBWxfPldYok7J9q8XbRedG/PBr+2zdkLBzq0HH+0SUPO8DrdmX32jS5TPfMoP/zNteLj7x1Ud2zy31zhsOBQPZ4JGDikf3J9z+cAMlNTu3xbzhJUOuuXDE8y+LSbV1IabqluEtW0ubtczBLHJ5ctaFTWjXbpZ1fWtGiWG5Z8CHoyckt90f0Bkqbr67zr4jNXppQGJ8UD54ASpUBEpSV4ZGBmplnYIwA7drVwt8CD3b9BAGtjzVsrcgDCAMChmTgTyrZcnckxMLKX9zywRz7TrTk5lmrbJ3idSqLJ73N0pGI591M4o3vmLIrQ/3Od5u0A8kjUQQxBApg5eAF+OkGYUWpzQKAlmUtrpESdFKZif0JqnC9wqg+16C78e0vJirzk+48rwRb7lpwDNHJF+8O6QzUtx6f43jxwPwJIt9j2GsHKAlJluizmavFNZKcZVTkiJohDFM1VOagSY1mudfHnHNhSPe8JIhO7clKKAVCrRWxEnI0GiMXjnPD9TucPK75srX0zcF+NzCSn3dRPCh2+5+rGF8ASiQIcZ4dBK7hDyyL+TRpxtsXp+wbXOMTg3XXBTx3TcMMcZOdZ1pGfbsiqmF7jvkZ1iy9s0GjtFI8Niziv5I4nmSJw75fPyrNYyQLHZ9jh4LSYxC+z5GeeD7SGnnjYdSUJMO1FK7hIatwQhcmtrPezHJZ40X4M5kSdYQYWWJZW9N6Dn2doAI/RG3P6a49YkmIlCEKhtdXHJPxogtd5FKtTlZZ/po5HPDpUNefEWXv7x1in4SMkwg9CBK3CyZrNbGOUhWMsgxnZ8xuagGtG61SHw37iFV+KlHkiREiY+nktyFUirhip0JV+4ZkaI59toeSx2BEYKP3VLj8YM+nicYjBSPP+sRjZSruVkD6GVwY+v8w9DiY7qV2gpEbfiel454/kUROoVtm1I2rTcQCYxWaK0YjWzMl2plV7D43obnv/pDpMtXAv1vCeB3Pbqf/YdPB4vzi6BqFuDGA1KQ9oozUmN8zYm24cSSXVoeeMbw/s+l9gskhq3rUl51zYippkbnhuhZsO1QICWs9CSfvavGUk8hpJU8pB4IZduCagqkfa2EjfpDBTVpCKUmcL6uXwK2rxywXbOx7wtCT9hH1/USuKo928ZmpUkQGMv4gWNt53v7Tp5EScyTRwI6vRphSxJKV2CV25nlOsLiXOdFV5kDpSWJVkSxz7ppyaU7BoT+wNamJIIwsYGmF5tSN4629dv5RZSFfJkVK4sqvrx8Is1r0RNPkvqSJE1JlEIlWQ4hyXMJnkyRyjpU525M2LUlRUjN8/f0MMYWtK30BJ+9M2BlINz8Q/G3RJ72M001NTc+P2LLOkPq9h+TymLBGEma+MQ9WTE2sue2fNcgzTwmeibQpr/mn1sF8MMnl1hq93/kP//hl2ci1bBAqiwzY9pJavBLA3eypSfQnFg2fOgLzaopWkV1FeCZjJESQgG+xGSaL3+0kb3nsm6hMFZ6uCRF4HY38LM0tDJ5F09WD227XERpOxQL7kyaBH6m0e3sFDvLULvxC6mbVW6HdR5Z0Hz1/gaogEA5e3AswFxtHJeze8Jl7KQbquORpD43XTPiozf3eWquSdf3qSe2UMp3RVLZ3xC5ZaoLBh8rC7DAyNwL4brXde7geIkiyTYcUCnKU3YTAmlBbrdESYkijZAaJezAJSsjNY1A8/ZXa4QyLmdR0tvgXpe/vLsINSSxIhpKN0NSoOMsVnPxG7Jw4PKYzv0O4STe4u0zjS3/6keS0dz7vHDDNwf4x7/4AKMofvuh44sTnufbq6nEOAblgFwCfA5eXQomDCgDAZydtksgd1ouR0RGTUhX/GOT0p60c00CYfDzzJtlNT+r/XZlqtlz3yPvZslY3PcEvp/1LCq3e4STJYEFd+AbO5Y509yeLdbynfctZcxThyUHTtURyssTJHmdSLns1H3VSj1G1sGUFnUpSWpZfMemERft7LP3zIhB4jPwBLXUznH0EpPXu0unxasNw9KdgvK5k0VzgZf57/bueZoklQ7gEi+1AJcqdY8631ZGOicrd7SkBfVgqAsr14FckNXJmOq5zoncOWrOgCA3IyiZEgWoC9CXEoPGRyRzE6Z239uF8N/3TRl8cbmD1ib497/9cdnQEcoHnW0uSuFfpi7FrnFLB5TsntIXKnesnhXY2X9EMUMQ1w3vnmdZNV+CJ2xBUFbI5JUArlQB8uIu8s2rPPeYddUHvnQgL8Bd3IvOn6DUJGGDMQvw2MTc9XCdxeU63oQiyNLc4ynuNb59BeSm5KZoyXDkMzMtedGVA75y/4huUmeQKhpJsTJ5qXETa8uJL10JNO2RF/mCWzQ86zzwTLTAT2VeeWkB7upepCJxg4KkyB6LHETZCJCVXEUG8CILXfrmlfNfnqZVAX7FeSsX5ckc4Fltk4kEdE7J9Tt/OIhGnSgIJ9YG+GAwAvitpm+uqcsE35clE95VDVJUh2VjdzWlKkH34Yvn34S3S4mCDMwqSw+LbEC+cQkGF1hl3TqiALiS2SgEe/JtLbioANw2HAvXWT4OcLEGsJ088TS+b/eFt/IkIfBiAi/i9JLmwX11jApc9q+8W9xYYdJ4kJnr5PL4YpHP/jOpx9V7YmZn+3QWGvSTOg0l8J0WzweZZmOp0Qgh7WP+l2QlsVbUf7iNbz1bGKeVfUyVvSdKWomijJUobjJZ9pjthpe1zpXLJjLWLorjCpIrx52r1Go5L5IlAbP3dAnsJXAbLXNnSEX+NTqNfgv4mbMy+BNPHwTY9Myzh6Qvtd3X0R38vCGBUgE7gmzwTjklm12JevxLiJyri7vIplC5+hL3XgbqvEunDPZyz6WwwM6B7rrFfVfI7+XsbQNK27Il87vV4xT2oa8Js0lQjr39DOR+iu8neF6MlBG3PeRz56MtRM0jcADP/e/8Xmr/WsXgBXsXnrhNyvQHAS+6bMjLn9fnI1+JiNKQfiqpucZiT4JKMh/cdfkkmvGkUiZXNMIlVwRFaaq0XViesJpcCVJPoFI7u0ZpjUplDm6VgTu/kHVeMiFLwzzFmDwpLvSzU17O5CWwUwF0CdgZ2LN6mxiW5g/L5uzBTePrZQ7whcUVZmcm9/z2731se68/wPcsuKUGVeq7ywtmKGRJGcgVUTLG4mU/uAzuvL47L4MtpYFFlvYuLf1OqtjOlgLsxTiEbPZHaQ6I6yYv5oMU4M6DSq/ouM/n+ZWY2/cSfGUZfJAm/OFnZ4lEiCcVQVaLXsqBFN+xbN9VdXh24tIsre5svDT1kMbnJ76ry6e+NmQ5rdFPa9RT8FOBl4JK7N+MM6ni5IJgXAiUmNxzLO655nDPjmvwPeHKoG0bW5oaly01KCWdM6SRqgRuKUt/t0jKlUua1wL6N7utlirFakf+vGD2vMEmHtBZOrBj96VvuTgadZ7KZEoO8CDwSdP0R0/OdV58er5LEHh4wqBFcRLKadachUqoNtkVWCXtCvjzsCIr2CkDPa9Yowp0kc0XLM0arNxFhb3zNqxsBoiTJ54nHcizLvOSLHHA9ktz/ALfsrjvZ7tBWPb2w4inDkpOLtZA+SgprP5eg7nz8EKsfTxMNh/GaXCd2q1Y7Ehin80zMRds73Pf/gaxF9BPBDUlbLApLcil6/uUyVgGOE+UA8YxeV7wVO6RdX9facvcHqRSo1KR97am2d9Is5Fv0jJ3bomaKoOX6sezEc3fCsALNneMbsqyhVIwSr4aIQTSrBAPnt1gYAdCPbWKwfceOEUY+ix3RhhkDrx8YE1JihSArlaOfXPVXe2ELzO6rAC8XJpZgLs8RLPI4FFIFiVyFleqGGyTb//tAG4ZnG8C7qJBeZy9PWWDyyiJ+bMvNDk1X0eEmTwpD7QsZTGprlpnawLIHJWMwbVWRInHlvWCd3xnhyf+sEUvCRmqkEFqa1O87LsnlJhUuMBOY10pnZ8ZW81RAkc+rkM4v9xKFs+N17PkofOx17ZEt+jFLWKNUqBbAXpVi4+f/78d4OUgtIjvyg0VIBDCNlBL09b9pXt1mgzy/z8H+B9/9Ksopdh38Lgt1lelGn1RAvLYH//mkF4D4BU7qwzuahlmGSQVgMti7qEssbeSwrF2MYcwu6tsZJuSdjZKBnDPuFESJeb2y45JAXLf7edTDyOePQ5fu7tBLAKUVISyAFsF3LLK4qbUmFl1Aqp9rKnrykkSD619XnndiHM+2efpo3VGnm8TP9LFGQljF5UpHWcHcjeDw5iSfWiK2TOpm/+YavDcdAQvdfMLlUQ6gCuBm6NSBNM5EeVOTiFLykxO5XN9KyA3OTUUcrcAd4Y/+7tsJ1kcx+cvn3ngFcboL1UA/tgTz3D5pRfwk//Pe0JlRm633FIp1FjwWKnjpvyDNeg6f2lcd3a1I6QiUyoMXmZvsZrJS8CWqtitONPf2SxClTG3myrrjYE7yO/WOSnYW7uETgFu34tRXsSjBz3OtENQvt3gyXXwZ1skjvvSawWZZOWh5YSPLmnxNNtBwWPjxIirdg94+sgInQb0VWg98SypVLILbdq+GKRJBvJMruQVn5k0As8995w+V9qO3fO0lSSVQZ26tEqNA70CbnKPvFz2XDYa1rYPKT5nBfDZvyqB3BQXDAA9jfAH4Rd+/99w5tQ+Nm4+3wJ8MBjy+JPPvvULX7rjp/c9s5dGKNb4xVWgUxoVMP4Rxy/O4mAXXz77d2UAlGs3Mg1bBbYoWLIsUzL2loXuVo65fSXzsW2eGmNuv/ToG7cHZ7Z9uH0sUte2abk3TPmzm6dYHIWIUOEJgSe1DXpl9eIcH39WPk5OKVtnI0sOm2ymjGsFdKWtkw2Pd7ymz2fuHtJLasTKZyAtixd1KeVAsxTcucDTFolomxnMHsvTDFQmW+xyr5UDu3QSRhlSUWxgkOt+UTB3JlGKoFOs8VnGpEpO1MX7VViJsxNs6X2tJb2Bxmtu/Om3//r+++No+Oc5gx8/cZJaLWwuLS34SqT4vl+ZSrQmi6/F2muw91q6uwz6cjo7K94flyZCgnJz86oSpTx+rCxTMt0tK0kf33cj3DKA588zKzCTJNmGsymeS+z4XoIfRnz48yH3P9kAGSCUR02ZSnAp5PiKZL+cGEN4xUXJ67fHdlJIs/S9zwsuHvDWV3T5wOfqaC9gIANqeaKrFICXgVUGjtFgLLizUH+8jVAbx+YSPOOGqLq8gtJlcBdbQhYMXli6FR1OEU/l53+VHjespsWxW5nRTYkkshVQSwbDBG9xyW9OnWwm8Ygc4Pl4YVerIVUxWShj8TVzkn8LwMsfubJkuzcqY9fWlCil+RwV9s6YW1YZ3HWclwPN8cGbFc1dliSq5Hl7zu9W1hb0lG1cXljSfPXuFgu9GoQ+nhAEwhTjITI/WopVLL7mOctZuxzslS1DWzUXxR7TTckrr+vz6TuHnO6ERMqjn4q8STg/LrnudcFmyTQ0uSYHbXReo5J9Ds+Uxlwb4djbjtpLSwF+5mJVJ2EVSafiAqs6KVVXpRqT2TfOAqjyXMQKwAuPPJsmkPUKG2Mzud7RY8fZvHnDuZ/57Fdef/rUPJ7ndveW2calxeExpc/xrWQpLY7Fqi9T0aVi7E5phFhppG/WvZIf2Gw08pg8KWQKVfb2bFwxDvKcwf1sjkp55IRjcJUQeBGHzgj2HqqBCfLaEy8LvsaDY1Yns7ITtKaLUh6WlG/8JPICLI3HxTsjdm4acnqpjkktiwdpUR6QZTaLdLnIpUJpMXcyBcfqogR0y966BHRP2qDTsncmCw3p2EWVkY7Qxq3Mxl7olOXK+KhrU8FI7pOMk4IpCxiHxZIvns3cEULRaS8wHPRef9nzXvHFxflTR7xUQ683vKA/Sl9/5Pg89XqAMUVDacY0hYP9t99Web6r2JtS21N1OR8fNlMcxIK5c2kicdbVWIA5Bm47wm01uL1835pCkvjZo5fVRaf4fgQk3P5wk72n6xDa2vNAFrNPxtvTROkLn43Ey0tuLlEqUkXlMiUa+py/MeL65/W5Z28D0oBEeQy0JExXuzhlHWyZUZTOYAbsaq2HNnbstTbCaXI7211JC3wpjXsUJWBTYm7yC0xKgUjJmT2/4Co4MGuS4dlIszhehcGRJ4aMtYWT0RkCL369Toa/o6Q54tndF+w2b1EKNVM4G8hiOaickLUY+2wMjigAvxZzu5/nw9cdqDPAK7fkF0GmqLB3FnhmPngO7nw2YdbmtQZrO8bO5ImXyZNs9IQX46mYMIx46LDko19qMYoCaJTlyVrAyvzotdyCMmlQKoQqFV+VmxNKTcmTdY+33jjg1nv6PHggwCifoQgYCBdspmNsmUuDcjRXZCyK86rz0R5ayXxVyS5cLcnZW5ekmMzPj814ly3e7HwinGxCVOWJKABddlrKH/WsxGBWP88wFIa2MVxmw1ftLl0jIMVXpfnQJSZexTqlD7BWeFC9KteQJwiq0qQK6oLFRX4gRQ5wN7RdFHJEZoGWKoKibPB8xtw5wFXWme4Y3c0uzCWJSlFe6jpbEoIgIkpSvnhng8eP1MH3EUIVpbFuB+fcwRj/bmuAvALuvPwhczGqs2Xy0Q9aMRr5XHJuzKtf1Oepow0GSYSWHgOtCNKilEGVWFNU/nSWSzaru8ccYyujMdKBXUqMKqzDzFmRRiDt9AYbdJZW15yxdXUVGSe3KjZKq8tZgC3EGgVapZ9hbEFCou3IuziOieME76N/9Sl83+PU6QUaNdsdU6mbX+sK4uwfovpcrAb3OMOVAkohq2DP6sBzaSLK7E2Jvak85uDOxieXQO6V5oR7XuqsQF15LBjcZi73n4TP3d4gji17SymsPBHV0thsQ+Xy98oOZg60cha4BOyqm3H2YLNVU3zXS4b8zW0D9p6wLD6SkkHqWFwbu8tdWsgFUicP0kxoOkSo6ufwlPPmlf080lmHSgqMtEpHy6L+R0oHdmG1tyydvzLYoQD7uLmQiQ2xhpz7VlP72b+1pojPwf2PM3fmJGma4M3NzSOlpN8fEPoSpf4OvzF7elaAj1+l3wzkopAoMovMy9q72IFAqcIqLLN21gTgSdx+kFl3TwF0z8smRBXuiZ93syQ5sD0vxlcxiUn41Nfr3PVEHeoeCA9fCnxR6twZz2Cu0uJnYwpRSfaYsZnqlYAzlWilGA18rru0z+tf1ufQX9QZaR+dKgbCx0+tnaoy5kyzY1w4K1WKKq62THMrVfjiyugc7NoIpLZAl7Jg9YoJ4GI3LQxCu3MJRVvd+PkfI79V2Kng7VuBpKX5brdHEmu00Xj1UCGlQieSOBL5Ffe3BpRrfIjig4n8ddX/FmMgyAA+trOAGGPssgdeAlWl4ErZRofi+djds3LEW+OuVJHUyaSJpxJ8L+bAacEHv9gCLwDhI6QsRpuVei/zE83ZmhyqQiEDNdiTUk6dF+n7UtLHsXiqPXTs8UOv7vPpW5s8c9oH6RGnioGUtsowW1UwY2xZXntLciUvHTCljhr7WhqBcXaslDalL42wkkWSg1q68pfM0s1rVMCBvTjP5Ym4uatSOmbFz8xah+/sN2NLgIWyPbvGpHiBb9PZcSwJPHum8na0bwJ0MfZqVSInuzpLurQAfaHJ8nrpPHNZxAFl1pblpVEVgZ3KZgC6oFJl7WrZpqf58yygNAVr51nLTJJY9s4yl8ZL+ORtdfYdqYNngeRJF1yK0ucRBahl+ftR3MdPRP7UgSkP8jLrUFcdlTSTKqlHnPicf86Q735pj/f8RY1YxRjhM0wlvshS7Bl4ihKJMrCz58YIUKUdGvKLz0oVacAYbaVIpr2lwUjL6OVkXP5cl46DLI5NJegdj1PWZPACTGfz8CxUCycl1RrhrnBjJJ5AE/i+sJsc2b9otKnW5X4zcJfZSqyhubP3K19SrHosrvwxqSKoAlyVGdxUGFxlw9zL+luZkr+tc3niqcLvVjKlGNppWdwPI54+KvjTm1vEbuaKkDa4zP3v3BrLovjixBVX89rskwFJU5SvrqXJ8xHVWbCprC9eDxQ//No+X7izwRNHfZCRbZRIpZVPGYtnYEudVCmD3GD7ZlcxefYZ7PE1CqQxSC1RsthiRgqDcBq8HHgWjlgZ7KtlaQbctSRLmSTHSbRyHHM/vNi9TiUCz5cijmLUx/7qz3eHgffB/fv3bbTbAWbAcwNlZDnQq9p0q227wspTOfu6n2Wuh5TuPZm7Ikpm01KF23JPrNbXKqv3zsBbsgS9wiXJMpZrgdu6JdWCKnt3M8RdQVXgRSgZ8YFPN/jc7ZMkXs2OgJMedWWou3EUvrIjKTzXuZ+3x2WZ1FJWVUmZ16grr+T65DIr250i+766tB1LMSI676JBMzMdM78iuP2xEIMEYSdPCWEbtFcnnESVoIQoJwnLnDlW6GRYFRwztrUjRVaxIsHGyxL02Os8UVOdRFze6iR/Pr4jRPk9F78kqd3f6NIrX3j1dS++6Wbvmacfa8ydPrEnTSKUstFDZcpWqYRq1QW0xlWHkySIrJZ8bMeuMVki3dEvVwwKUVruyhF7ibWLjaZKG07JQqIoz9giKAfqbH/2Cnt7aS5RfDfoRqkYP4g5ckbwia81GWrfyhOh7FiKvFWu2mGUyZSKPVpyo7LnFSlQYXSRJ1/yTQKcTCn3a2qlcqlS9xXf94o+H/5ik0OnPZAxRigG2kOVjruNC1zQiUCMy5X8pbGfQRlUmcURTo+DMiUdLkEYgxFWyugswWOqsdaq4Ju1n1fZW1TwtUpBiOLCym7ZjiHd3pBDh47u6Q+ShtfuxXT7CaPI7h6QHwBR+XXVP1D6q6s0d1lflT7k2tKkWjUoSkBZLU9MJbiUZXBXAJ7tOWNK4HYMrjSezCoEtb0AVOJmfxQBplYJf/DZCZ49ajt2kB5SKAIBvrAd/uXRbOPNDVX9vXZ0tBa7FZs3lfV3BvayTJGk2k6L3XPOkJ/4ri7//gMhaRqBsBdAH4HKA05rEVbrPVdr8pyZHaBVaflXsvicssTGUloJrI21BLV7T4tCh+sxgJc1+biFTOkYlvFVhqIY+waUv4mw4/bs7ncar9dP6fYThqOUesPLP1TlSvlmAK8w+bgGL72umP0in5tdLZFdrbnH976UKpu7bSrauwxwVUrmFHv1aAvi7FGlObCVSlAyQcmUsBHz8H6Pr93bYJi6zeylZ/310upRpKlN5aIdP3lny5gJUVruc7CX9jIqa3Cj3WD47D0L4iSxLP6KFw64/CsDHt7nQysG7ZHgMxS2ta1SRltiyzI08oE6CufqiBzsyv1cSuOCTcfmwrG5cKB3QaQxYhWwZen863EWH1cCawWeY1isKobimAoB9QAmm4LJpsQrL50YVyBTCgrXsgNzIFeutALwWYIjB7kz+CtMVyorrdSf5FVrZkyemFK7mnFDb9ZmcDUO7nJAmT+699zgfM+zWcu5Jc2HPjfBUwcL9hbCuhO+KCV3KjUzY0HU2IlYi8Mr2UzK7F3e1qNclyIrtmGaKhJp29ou3jniHa/rcfxDAXM9q8WNkIy0whcu+Ms/iylRU8GBZozJVbnv1uAkC3l3V/bcAtsB3ZGSzgLQLJu6Cuzj5LcGo68B+NUkW70YBDa2sReZITXgZeyR+dC571zSz5VfmqfpxZofIPc0M/1XAXsVyOVCqwwwRbdIxuDGeeCFTFGuszvvNFHZ7momn+eRgbi4l9m8aGRQWWJH2YGatzwQ8GefnaAXB3aWhPCQImsqFnZsWalfdNwGYwzsq9mBnLoLH3wscDPYoKvC5CWgpwotU7Rj8UY94Qe/q889T4b81S0BKCdVhGCgJSotau0L9h4vwCpgXq6zVqaQLFZ3m/yCtCGbyZM8xhi0sEyvhchBLt3fy5wmDTnwq0w+JnvLwB4D+Spb2p2PVNhkV4Y5T7mhOIHrOK/4uGK1NbPqiirbPqUPVVkOSx9gPPAomhtK3fQlCVDZ8UthAVZi8apMcYPxcxYv3UtWYNUWTPBkjB9EHFk2fOzLTRY7gcta+iClDS7Ldd+5nBrfiawQbhWFMlbbYChKnFftZ+PmfhSbd+G2hNGlXe2KFL7UHlHks34y5ftu6nHnw3WOLSuQEQhJjC3GyqWU88TXKsCqLC8lm1hhcHa50+D291mr0FmcMmNuxnS4BXuOKeMKr8ZLGrC/E6q4KZPsmmxeOu7ZBIgUSNzcfC/0FbXAoxba+XyI6pVTKWEsv19iplVBwloaa0xvFUt8aRZKnjQoae78edYmVQK3KDR3ZqN5cjW4K0wus+dJrr89L0HIlK8/EPK1h+u2r016LriUBKLaNaPKn7UkuSrH4Ztmegqgl0E+vuNzufgqc1S0LoNbo7SyciVSvOqqES+5us9ffdVHp5lUUYy0cq6P22MnFa4i3IFdjIFcUtLfjsllxvAZoF1XkDD55xYCm8p3QBMi0+XF8cmcJqtai1oVIXDMXsRvlQTPmNbOqWRMDqYS0hQGIxhF4DVqkmbd3pWqbqG9StSf5UpaE9zlE176N2UAl8GeyZEy8Iudd7OfFc2vuT+syvtjlkAudUVr+2OpeDuSzAWXKubIPHz6tgbL7SCvOUFKPIErrDK5TCqDuwJyUcX1qpVvHN0lu3B8ENCqOm1TVBmmWtqki7MOlbQsPjWZ8j0v63PPIzUOLrqUr1BoBEMhLbgpqgwzkbK688fGmhmgVVY2nUkWaQNQK1OEtQcdm2duSkZMJtPh2sZ3brBs3sKWB5yyKKktA7f6WAa1qRzbsh8/Gmm6A01vaPBqoaFeMzRq9odpaUBs2VSqXEVjzL0myNcCtsi0F2vKkRzY2fvSlCzCAuDVBEhJc5c2gy1kSlpi7uy5Cy6VLaqKtOZ3PzrBX9/ahNoYe8tioE9VWpmKA5Qt//nxWQPoaxJ52RA3FAxp3BwTPVajUtoiPdUK5cYgS62Ihx5vevmQY3Nt/sMf+PTTmGzsdKJ9hghUWftiiCtkVWQ0i2YX543L3GBBOgsxK24S0gLZOKBngWihw90xM062OGuxTJTOhygFnqWU/lnwtwrcxqCNYTiyrmAUpXh2SLztT7Sb3hej2MrKrLo8rM3gxYdzDRPZY9lOoxycmTWlipKm9PNyv2MGbErz8kwRRLrZed6YHMl0d3Yvd8p7QcLjez0+e3uDVPqWuUU2XJ9KU0OlNJbyBSzWZvBxsbgK20Vt9ngG0GR2oRoDdl4rXrgq0mnxNE1ROuH1Nwz48M1DHnlGYWSES/UQC4+BdjKFkh53EiWTSeRypCRN3MWnRHFNKmHRLAwYaRzIKVmFJge0cBcAopAzZyPEVYRZJlWx+ohmDqAxFsNRYkgSQ5IavNSNDhPuyxigPPFr/DbuWa6tu031hIsqiEUO8DKwTcUiLMuScebOtu22EsYC3cu0dQ74EnOX2bvkfXsqpjs0vP+zTQ6drEHggXTWoBSlccgmrz1ZVRZbPhnjx+Lsh7E6mSBnaFfk5Cb5lqXK6na2zDpUaK3tzg1akcQ+OzeP+PHXd/n59/l0EgkiBi0xQhIh893RJBmbrxVsimxJcWB2kJeu28dkets4ZrcANrKqva0et2A32cUiRenY2b8t3c+qzTZZ1aEYe732AdUGUm3yC0hKgee5KVbZsc408Vrcs1Y0W/7Da5104QKFshVYliK5ZJFV3S1KAFeZ7i3tSyNzF0VXHBQrT8qedzoG6gQlY5RM8GoJf/wXTT7+5RaJ56SJsLo1b0krFy6Nfc5xsFvbs6zfWNOJyg52eebMeJFTXoORA9mUtgY0bqC9bTXTqSQVCik9G3jGKd/36j7PHPV590fdnuLG9p5pfEZC2lruLNobc1QKj15gpAOwzHQ5zu1wF6QjRSkcg2fBpTuHZZlinKwpGLyYm5INslqTyUt4K8upsxEwTtolqcEbRTAcwTCyk1jtF6gCugJqUUS2f3tgWR3HVn29OqDMfHBRCTCr7okdxF4C+Ri4yzq7une9tQqltAFmEMbsPar4i680Wez6ECoXWHoI6cpOxdoD7SsyZUySVE5OxTRcm8Hz7ThMEeAVjkoRzGUFSVq7xuBy8kdYmaK1RqeKVCrWN1O+/1U9Pn9HnWeOKwhjcDtopNpnQFZdOM7gGehxjGs/gyp97ozNM0BnQNeODIQQuWUopbUYZUm+FOAur/RZ/FKuLsyCypJ9mOvy1e4KwuZwQl8SBHabGm9hxbCwAt0+TLTcvi+rZMjagM5+nls/Jbau3s2Y22DWDC7PxtrF68w50RWp4mWVd3n5qy7kiNvq23OpeE9aaaLR3HxXi32HQluSKAsGV4J8e5Ty4P1xv7vCQpVjchbWXmNVXM3gVRY/e0ubtDs1aImUMt81WQqFTD3iJGXPrpjXXNdn/1/7pKnThdrq8QSPobBpd6Fdtlk7kCtbMp3dVMbskEsTlevuIjEkRXYNFQ5KldHLx6pMdoI1m5EzsLuE2LhMsT8TecAqhEFJSavhsXE2YNN6H++yy6/oPxv4z548fuBSY1LKNRW4jow19XblhFZregsmH2NwzNmDy/LOZKr0vKK5yxq8VD6aMbXMEj1pIU8cqHNbUCX4tYRPfSPk3R+ZYGngW+3tAssiLe+G6+fANpWYofhO2XEYzxSK1UgeZ/Bxm7DE6hmLa21lQnkwkNECLcbrxR2DS1eIFWtmapp3vq3DwVM+n7lNQt2CO/vUsVA5k4OwqM1Ani3jJS/NGKwV4r6XcSxvtAN6BdCZbMlkSUFsOTHkXrnT4fnxMyW8lbrxM6fFVN8XrspKGJtZbdRCNm/e9uyFF13SV3t2rV/qtBeeVVK/Q6eR63csBrmXZwEWWrlIoa9Z+SdN5T3LutXn+VB7VQog1ZjPrUzhb5cLqUoBpZfLEF1YgHlAqSk3MigV4/sxpxYF7/7LSW5/tGnnuckAVADSw1OCujSEpcaG8uyT8rYp1dnkxZzE8YFEa425EGPHV615LM3YcS2C8fJU1+L12GxCDOunEhJjuPvJgG5/zNcs+SmS8spTHtk/vuyM9daY1f/IrPGjrAQgz9jmF7JYdbHb/2Hs/bGyBsZ+R/bZtNGEYYO5+cW333nX/Q94tVAhpTapZ0hVMSV1PGgsX1VVPV5iavf+Wnq7/H7OhGMnSolCfxfzp3WFtQs2HwsuM6ck/1mWyLG6W0qbsYyk5s8+1+ITX2kW0kTYeXU5e8tiYlW+jcpYQDl+z87/uKNC6Vjl567iM1cZvLx7RqWUVlfdlFXWoSx6OKWQaGk7f2Sc8n2vGvD4IZ/f+ZBimMrSBxQ26Mwd/CqT56WzDqKZ1lZYx0RRKr5y3rZx589oNxktY3PH4BmjZ+wtK9gRZ8GUu/BMWbKUVwLnPEmDMIY4ThkOE2MMeEWvox0vbLcFGdM5FZkyVi+Q63BTAf6qpbw0HL2czZTjoC4NUy9739m2GdUAs+R3Z0GlLFuBZe87BpHw9YcDPvTFFqPEs0kd4UCOHfieBZfKSZSyW7K69mT1fJdvokpWk2GJ3kzGWhmwcYElzj3B5EC2czSzMci2RsVoiZauOVkYhLa7oCWJR9jQvOPVPR58POSWh+28FZudsajUxmNkhNXia8kV94lVFny6DKb9yMbJlAzg7jJxrkrmnhj3J7MUfW4hlo+hGcNdbhlW3y8WkyJQRdhiMJwXnm2Z6PnK7parU41JrUQoM874uNtVYK8EXGPJnNJ0pdUJnRKwhakAvup/6zGwZwGl3ZC0zNxlcEsHbOk6dTwv4cxA8O6PTPDkgbDYLVl6lr1dWr4Y5lOyBEsALq9MBQ+yaknPNeQ30eDmbO+tStubVcFmcc/2v3RaXBgHdGsdCuERD1Mu3R3zzre1eWyvz+lBlcVBkOIxlDZoE8a4srwqyI1wjoooVh/l0vY5uAWVwDIPNgVFtjIHdxkzY2RhxslUVI/rmKoAV2ylLYNHcUqaarx162ZRStHpLNJe7iLFahO8ALgZu4JKem+NwFKwGthViTK+BUYmTXSenhcVB0XnLC7lGuDOs5UlFpfW+45Sw59+usWtj9RtI2WWtZQedvdkXMcO+faF2RiIyipUhsW4TCmxejnGLGO8Mp3JVKVJxSpcszalALplcxd4ikKiaOHALhRaarevu4+MDK+4IuKH3tDlPR+TjLICbZ1/cFKtGGafWq4GuRKln2ly5lbOL88B7kqhM1bPkjzlVrZyIqgcRMoxsBdW/fjI5bUqXe3mWWG9yey69SRxgvfCF7+WWr3Fs0/fxaMPnEAqf80RWWXmXuWcrHptqqCovDc2T1pU0/LV/V+qwM5lSVaDIsfAPZaSl841kUHCI0+GvOdDEwwjt82DS+hUnJOSHbhWS1pVh5dncK8G85rEfTbtUk745KAf1+IFaxttGdE+Cows6fCslFZIZKrQQqOFIk0UtUDzzrd3+NpDIfc/oTCBcEkgkW8EkawFcjnmj5cSQNmXNohcg2fWfgbkrLpQOqBLyg5KlSQyt6Vge1GwOOWPUaiHaqFVwvOedyU3vfJ6VtodPOX5KC9AKS+v6aDMKmShx7g+WkumfHNgZ3ZghcUr7K3XeF7dhLQosEpLwM9kSfFcyQRPWHvw4HGP//qhCeb7AagSuEvsXWhvQ3mYfDl7uRZj2+NR3Ysn+8FZFXmJuXGJlLVkSZ7Cx2Tz661FKEvSpJLClxipXVNwUaeSCo2QCpFo1jcS/u072vz8exUHTgkQSXlNAilItGRkObKokHL0arSTse69vAgr1+CFZJGykF0yw5G2F0HmYcvSscyxU7YDcxmSBZqlQ1wO1N3xTFODkoowCAn8EZ5wmluplNBPkUqj0yxSL/XUl5fcijYqQF1mdrkmwLMpUCWLS6wRWDr5km88mjkpTndne6fnMqXsnKjMNUnxwoSVPvzH90/y6VsbJH5Zd2e+t7DgLrsmlcCS1VsduuNQeb9krYnyP/ym1F1N15NZYWsBHliVxq8wupUnqZbYIieDELZuXAiDTu3GJZ7UvOFlQ3pxm5/9L4qVvtNmWTG2FiA9EiMZ6hKTZ66KKNWBI1z5rMtuZoDWri6l5IlXalPy59m/KVZDs4pAqToo+SESpWNo8tERg0gTJ0UBm5TC4PvhM7XAfGbD+il8ldhEi8w0ctnFGGs6KNVnl+XD6teZpVeu4y7P/dBVh0QVPneWgl8T3M73zgJK2zycooQtgzVS88nba3zl3jpJNmRF2EYAUGdh76oUKfdejpfHVhJgpXtFqoyL8DWkSc5CpaW2PFpivPNeaycJ9BpBZ/k9LYvqQyNJjd1g1tOSV79gwBtu6CN1AmkCJgUdg0lAJxhtSAyMNIy0IDYQa0FiIDHZ1uOQZCMtNGP3rEkatz1i9TF7nhrcFobuXvqOqSn+bX7P3jOl/8f9bDhKmZxeR6LFZxr12jPagJyc3saZI1850mrVPzM1PQsk+fmoJngK4Eqp84ugsr1zaUBNJeNYTrdnwBXj2tpUno8zdNkSzN8XaSFPVKG7PS9Bo/n4LXXe9SeTnGr7Tne7NjThnBMHbl+Wm4lNxfvOV6GMtTNdWGaT8YAyfz0m0FfjupTEqDJ5vqPvWEVhsU/76mm0uV2oi608stLaVCt06qG1RxwrtkwYfumftnnjq/p4WFDbuwO5sSCPDQwdyCPtQK5x9wLYiRkDuSkBvfTv9NiFoEv/1gLVgnbVz8bAXh4glN2iRLNx40bqjYnP/PknvnZk146tdo+eTs/D8xUrXZ/BUCFVcTbK1l/FIakUyrjnsrr5kAWDprwxUWVX3NwCJNfa1ZXCernVQLNwT6QoBZUiKfR3kHJ0XvLhzzXZdzCERqa3S763cLagMKuSOeMFVWuVxxbuSnnXgvJxq5K1GEf2WkBfg7GL1+N2YZa+l3nfoywxudB2vrfIfHFhA87USIT2iGPDBTsT3v5dXe5/NODQvLRSJbNCtP2SRnskUjB03rvQLvnjmo+NthLGanBXL56/tl88T9fniZ6qXMmdFUMVXyX5kmnvQgpXA08loO7DRB0aoUE65HsAMtyKF9R6MSfiQXTUD3w7Gm3cxinbfGXwj+vt3FGRBZhX+9/lANM+t5WEuroyOFkiRVnKZOAuZEqeuVQJZzqC3/nzCb50X93WX8gysJ00kRBKl7UU1UlV49uJl7XgqgwvxQFfVX5yduldBXqObHuWy6nuCtBZwy50DC4r8wwFQkh0mp0Lp8+F1eMpdvRb2te89vkj9r+1w2/+d8Fcv/ShJRT7yFqQ29dZIZaNArNiq6wozQBKF2DOgk2ZfX7sZ8o6f8qavPC/y8felDKXRd3jeAwkhWF6MmDPzg3xxXu29QaDYf41UKrGd15z/p/Ho/Z7g6Bu29bKAB6TIJkuzzR1xdbLf7Y6xZ5Jm6xIqqztq7pa5/++nIrPAskC3FaiSOkkikqIleZP/qbJ7328RWSqNd5ZSh7s7D4fk3ve5VkslXEQY4mdnKdLkX8l+BwHtVgb53lQOSZPyqDOmyHGgV5K16+uNrSyxIy5K4UmV84bt+PfPCH46e/r8SPf06WmUytTTPaYgE7BpGvLFSPGpEnpubv4CqlS1uCFPh+XKxUNXtbprpAqy1DmrXylY95o1JhfXH7v+eef/+fNZr1g8N3nnc9Xb/4QQsqRXAlJkr69KsbS5+XakrWclCKxU0rLU2Qsy8xdFAeVLxBdfSzJEnvhZAGlLmUrXeOwSBC+5uGnA/7m1gZR4iZjllrQyuxtnZOxGYOrtPcYm4yxtyyBuABzoc+/WXw5LlOqgLdrssnZOQN4aeJU/lgwuXRJHztox41qyCSMlgjI3RUhPKt1U40XJrzxFX1uvS/kvqfqeR14JlPyD6mVZfJMmmQZTFlYmUqsliyU2LzijQtRYemiZqXK5kU5SIE36T5DdriEhEa9xvTU5Oh9v//f2b37vALgAJu2XoQfhF+bP33szUJwvnStWkpWvepCY69O7JSBnQ8/L0mQsiVoVwY95oUXulupTK449yTzuGXhnGR2oJQpKkx5aJ/Pz797igeeDh24HWPLDOgSIURFe6sSe1fcE6pgz0m74qJUJ4CNP35LyHZLN1lPZM7WpSKn8nvZ8EtXm2I72UFoiRbaesvOI5fa5GW1MvfNrS63UkVZFI0M11wU85vvXOFf/7bg4WdrVo9DkenMrmYH8kx/ByUwl3W5dMfWShT7ebOa8cxOFFmNijuO0pXdijVAXtboRRGX/QXC2AKwei3Yd901V35tMBzlxzYH+J4LLiEIG3L/U1+TaaTzscQWcC6ApEitl9lbfjOQl95bDWYHYlEOKqvBZcHgq2VJrrv9lEgL/vjTTe5+pI72lf1qIgP2GkmdUqeOWtM5ofQdM9myetJXJdgp65JvAdyVIHPsPVN+f8wmlDnYSwEnxQZROfCFCzadBhdk/rhBaIkQCmE0wihkbHjxlSN+9PU9fu7dPlEibHCCKHp0SyBPhSDKEj4O2Ogim6ncgTHlC0C4pI82BYs7oFcLr0z+XoXJqWr2bFUTCGKjCYK6vOp5V8per78a4FprjOHwps3nzJnoxG5Bz1aTyswtyTKW1VqTqquS1aSUpAqFn54zuRyTJw7MoiJRCt1dvK6CW0q7I1oK/MFft/ibWxpEXimorEgTyypFM0NJe2d3Sp53OcCk9H0ZS9E7WVK0p/3dbkWCZzWYV5XSAlSaky2ohXH752Rs7qSNLZySCMf6wkg7n8S5Kva5hwBSDF5seNMrBzxz1OMPPtEiSUXRiDkOchSpFoxcdtW4RghNFkwaB2Y7I0WZUjGWEKVmiBLQySSKKDG2qYA8I4KceDSkqWZmqsHOXTvmgMM626K7DPB6Y4LTR+97avv2cw7HnQdeOBzECFEIsFU1F8KembUclgzUWXQrslUgrz0pg7msvcd1ty5JlnFwW8ck0vD+TzV51x9PcGYlcN05anVw6fSgTeoUFYNZp3z2nQqZslYj9djWJONOSiXw/Nvb1jKEl73wDBxl8GeNAgX4TclNESWtXryX2YdGaOuNZ+RihGNvjUA5ErKPpIYtMwm/9KMdjIE/+lSLUcpZQG4AD60FI+FmuAg7ZgORMbbbIcJN9zElGaYRbphFIV3y2pQye7vvnpNsCYPZLdWGqZk6O3buOvzVrz/w1I0vu2Y1wAGm1+0AOL1h8za9eOqULDJhomCYEthzy7BiD5pVYK5qcKu9ywAXFVlSZXEpUzfwsvC9ZdbI4Bk+8aUGv/ZHk8y1fbvlwirmtoFlwd5mzBIsbKZspPO41q7OHczer17xf1fmXhPrZVcld1BK25s4jMlMquDYPGsZM6UCLEyJxUUObCmM0+w20SW0zK1EgSKJDJumUn75n3VYaEv+4ovNakS9BpMbJHFWiyJt7brnQGwDTzfbUBaBcQbmjM1z4sx+RgH0/Piaoi0DCrcl0ZJdu3bqiy7YeXr8TFQALr0QjP65Rjh64ageXzuKsk1Isw7vYi0pX1EFgEvALssRsmBTVz3wMrgrUiS7ALIA09qAUrjAUqSoQLPvtMdf39JgbtGHetkKlEWAKWSRsRSlRoaK9i4kyt9WFiuruF4N/DGKWRP4gr/1ilhtDdrsHaKsv1fXiYuSZNGikC5GSzSQisxRl+4cWQkjjLJ14MaQRoZNMylvemWf+x4O2H9auKAzZU1N7n5j4n6WuSrln0nnskgHaFX+jsKNfysF+GVJUnZSMiLI7MQogcgoOrG4PwyCn5Njy2al+NsPpohWvhxNTG3UtZrAz0cwrC6GKqy7cqp+ddq+qAYspeSFriRtqmWvVaDLTJpk7C1SVKg5cNrjP/7BJH/9jTrUyoDOxj9kYC9Jk6x2JmNwSuwtVgO5rMPz/479u1yKlCyUwlkRhdNSQn+11nt1qr5SMluWJtnr/CQ775vVqX1deiy3uZncKxe5lCmmZCnXvOyRDgVvesmQ//CTbXZtiiBK8xR+7pPruPDN3WSpWBf1K5HGpffHU/bZJrfkXnmxVctYat5U9+op++ZJaref1zJg+zmb9J9+6u5o3ezE2RkcoD79MtKk92HhPXmpkEcmpDPXs3amvEW/or+rz+XYY1mmjEsSIcbckxzgmebWVWkSaA6e8fjF907ysa82SzZgVkA1FljC2PD6tW3Bs/rdZV1ddlbGmLgUc1aIuvzsm5F2ZehpGe2Uwb3GmDccg+ssXV9MxLIZTdeKJgqZAlmloY1IhQGhs0/qyqK1QYiYt7+6j6/gl943xcEzAfhp8flcptNWIhoX91iQZnLFd18kk1fK2Na3rC5cgv3M+fEv5LAsr6RZFFr67qk7Lpedt6nz3S+/4sOTEw3+n7HjOta+AzLYxGCw+N+nNr5oKfCTag2FKBI3olzqKkqaWZhVLJ4PjS8HkHLMKSk5JGcFd2jB/Uvvm+QTX2mgZVYhWDQOF2C3VWKeGO+zHHdMxma2sHZSZ5y1VxVb5RfA/5waX1OaZJKEIotJha3JC68ssMcKs87C7MYUxVlpPntc5RnPNFWgBW++acCv/lSbnRszJk9LTF7OesYu82l1flRi87xIy9jCL8Oz5AAAKYRJREFUrGQs61muPEyyDGjpPV06JhkWDTBIBa+76ZqluYWV/75z67pVx9Nb6yBPzOwkGaioc7pBu2tItSJzTBBVzT2exMnBT1VrS6HHAk7NuO8t8gpB7ZyXUoWgrzlwQvFv3zfJp25tkFQSOOPMLddwTZz2ZiwlX5Ihud8vKuRMMY21xM4l5q78rMT0fzdguyaH0utyC1u5GqvsuuRNEaWZhoJyY3JRfJWxuRHSzaO0TI4xCCNtEkkbMtvEip8EJVLe8qo+vjL8/PumOHQqWI2cjM3B/f/SBp+lj259G4Pv/kWmzRVuxwjnlQttcgA7OrF4KhGNJ2wMMjPV5ILztkYXnrdlzeMq13xXrBt0utE7VuLr+kttjyi2V7U9sasBvYqZRbn8VTvAVm1ANWYDZuAWDtzVtjMNPnz4y00+f1uDxGTMXQoqZdU1GS+FrVQLsjotP87iaxVXsRarnw2x3yLIK2Ade51p6/LzcYlSMJsoPdptQrJ68fESW1tKW0ypNe51mpfZKldDruzzVOELw3e9bMDbb+pbUa3LTF5ic5Pds5pWy8Yjd09MVltuS25Tx+ypYVWtea7PS99dYFfhwIOmH/N9r9jTT4a9d2yemRisdXzXZPBHHvy6CcLWgd5odn93WL9cqciN0S35xRWLb8w5EQWYBeRlsSJn8oK5bSazDPSsFc25JUqjPcHnb6/x0ZsbDFJlSwArNuBZwL2WNCkHj2sAfi0Ar7qPWSXlJE9Zi/9tZsmamttVD+XdVKYsU9wO1GsEqYU8KdrBtDG5RahLOtzGVK7zp5QAkhL3M4MzIcnYPI01jUDzA6/p8dAzHjff1SBV2Y8ry0npi1ieNkZihCB2KfrU2C4qg8l1uZRuq5TsAhbOkckSjFm3UMbg0jDZ8jh3S2v/RJAe+OKXvmbWOsZrMziC5VN3nZGm92Pr1m8zoAu9mnXZCFN1PUrOR6arKzJEZJnI8XR8KUNZalrIwJ168IW7a/zie6Z4+mA4Bm43IqoCcAtWWwZrqhlLqiBec5APY+AeY+8M3auZXax1GP92+i49H0/Tj7+3qstn/LFkGebP3UZWhqLbJ3NRKgM98ypEq78ti5cqD41HGkku2RXzrp9t8x3XDfBSbfcLMbpgcj1+z35ubcJYQ5QzutXiGXMn2mlzUzB6mr3Wxe5zxkCSanbtPMcsrfR/7FNfuOuMPAuS12Twq57/UlYWD+KHk+nCibs59swTeMovSY5yej1L6OiK7q5WDBZuSa6/c5BbWZI9zyxBKTWJJ/jCnTX+w3snefxgYAu4x0tfc/0tK66JxxrsXdLelQh93CEZA27F6x5j6Qqec11e+snZQG6qP8uBXJErRe33qrLZjCxF1VYE8tqPLI0vHJNnIMdlNLWWNuYwTpO7qkOk08FZXlXaThshgVHCFbsifu1n2kgJN99ZIxGQzywc/95m/E1BipVQ2thSFg+Bp+2w/GzWeCYflSBvqkDbY5xowXCkueb5z+N1N70gnV9oc/GFO791gAM0WzMof+pQGPDB1sTEDydxJ99ZuEjGlMAtjHVYshR9BmbKwDYOwLoqV8bAraRGB/bg/dJ7Jnn8UOjGG68F7iKotEuXzUlUAstV8mQti3CNMtkymNdi7NJF8U1vf8egc9wbJ0vfZ2u0MYXmrtxd4kdANmcltwsBoSxTCwPG6BKbW19P6KwzwYLePuISO5YijQSGCc87L+JdP7uCMYYv3NlA+1T1gKZ6AG1lCqDsxSoEiVUhDuzWFNDC7QqByOtXZNbZ7x6TRDM7M01q1AfXr5s5JKR/1mMpz/YDL5hm/vht81644dPN6UsQFKWqmdTIXwvthvPoQoqUtXXZChRlW3BtcOMLPntHnV98zyRPHBpjbsrA9gpLkKKYqgB32fYbA3UJtDmbl35mgTs2gGYMr+NSplyP8reC+CzALv98FYDJ6jmq4M41uS7eL/b1KSRKHnTqNRJAekzCZD2dupAumXzRxiMdCS7bGfOud3Z43UsGiCR1zZLp2D2hEoiakmRxUiTSVrJEBiItiLQg1thg1EmXOOsHTSHVmhc9/0K2///tfXm0JUWd5hcRmXnvfftaG/VqXyiW2hBkkW0QBzhuLfTpZtQDg4PO0dPgOIDOKN2NLaI24yDSOLRiw9CtLd0gzagIra2yQ0FJUQUUVFF7vdpe1duXu2TE/BERmb+IzPdqpwA7znnn3ZvbvTfzy19+v++3xNS2hx/8+dM9HV5w54AADgBRcSpaJ5/6qAjC24t1zRC8oju1BunMCdxW55ApQ1imWIECOuXjtlDBAXcEPPx0EV++rRmvbIqgIu6COmO5DTXhWXBz5tVbIhu1TJoJExA71pqCmgA+l47QgA7Z2cd7xq8kFls5K/xlLGPd0yZBtLWEq3kn2jiyxcvSAXsa1XQrgYSJcmqQJ6/LwMmzKvj65/vxwbPGwKq0Ijj2dHL7noI9BXqNAL2stHau/2AiogzlmGGkItHW3opCIbr9A+cte3RO16QJDUkw0crmjoUY6nt1pLPr/Wv6RH9lrG9nJDhLdG7mKCdIloHSFUJHUi6eBnH0el2apgKGXzxdxFdub8Irm0Pdv9gCGVm1hKbBBuTP592Wy1ELnYCc6N5UZ83IhTlA9anJRPz8wAYDkE7nkUjhTpCDVvLA9OSmlT2mOiZHfaFyoqYttiuW5uIW/CyhLtARTS7Jexi1RejgZSXGSTOquPmaAcRS4ZfPlCATdQUw8Uuik5M7F0pzHtOcx9KVWJlrp/RTNDDcXDAFLhlOXDSn8vGPnbvm+ZfWj7x32fwJz+iEFhwAwkIrNv5m9veLxaZ76+obEQZlPfU1seKOpk0rcJirsjDHqpP0VyEhA+DnzxTxpduMQxmN51BSwLME4LqvoDInwldOLKjHsd4ekDV4Ccem673t/DC+71/uVyb03jsauLKANkfLUBaWpSlJUlxOFFO6EU9LR6wmnm7HM+pKYt2NsqKSvBUBaSz5Nz4/iIvPGIOw6gq13Hl/0l9GqItVXCQwGgPDEuivKDS3t6C1reneExac8/3JHS37NRnB/jYolKaiNrIKjIXPDsnX/6g8tLsDTJLwA7Vk9j0NBFkLHifOpgU3YzFEBFQ5w6NPF3Hjdw3nzgU382RBN1opQHqb5DiWmXyT5HtmVZQ8np7JDjw0Ez0xynM0caquJIGfRFEhabKK5JFLQGrFFCYomGvNpdHUGaE0kBzMtn+THMpo5bAOqFVbwA3Zh15ejnHyrAq+9mcDAIBHnyqixjlA/T+bs5IVRJGNNth9SOW+VJg1ta3njy95z7Mffv+jmNXVud/Tu18LDgBB3RKMDr3+Q1F/5goRtqIYllGIygiDKgKRcmhH32YkiMNSSkLBzSOguzfA/f9awv+8rQmr1h+A5U6Ws9yAjhuZdAul/cKGjPX2ebfDtV3eTR1Mf70jvRzA/eAEfBSx3Cx9n1h0LwAERfl3ngU3zqeNcCYaeGrNk/ZvTqcsk3EoiaPpOJ7Gequ0Ul+WgaXzKvj6tQP44wtHMLWtqnm58pzPXGc0JtvZvJaK/quWgXIZ0zqb8cELlqx4ZtXmH55zyoIDge7+LbgdorgIUOU7IBqXDgxtmtpQYihGApVqoH+84Y9ppY9KQU71biY1uAvAxp0BbvxeIx5/voht+4LxdW6QPyoJGm4WEDrit19zegs61jtHEkysOMsCmzHyOoWtf1OAgB/uYg/RLriVt30a0fMCPz4dUYrQFLd3ITMcXRtOv3g5LWBmOpQHKA6mYmLJdZEyN21EpG1moribSUj/j2lL/s3rBvDb5wr48+816tyVyPvxdvvk7uY5J6UG1GqoK1QRBhKTO6fvOGVR1x2lQoQDHQcM8FLj8ejft/qxwfCKXTf9/Y+mxiOv48+vHMb0TqBcCckVzQF3YuElwCREBGzYGeCG25vwL78poRbziS03fCuuv3gEHbHUwCbz2sNYbAtkWpZmlyE/LE+38yvqM5w8B8AHzFySsHx2kYJ3LAtcm0pKStrow94yAKWojKhSKy5AwE9awknoeeQVNKCVNNTENAAHTcjSDmoW3Cx5zysxutpq+NP/GKMQKnzx9iZs2hUZukK+sRQpru25SO50CdRizJ48jBuv2IuFs2cj6rxoFxfqsVNOmHXAAD8gimJHU+tJ8b7y/CsaWs/d9MiTnfjVyghhiOQRacHtZAsm4I51nkkEbNgd4Mt3mqxAiP2D22YOmpoyq4oIBgTItl7Lzu7mAjavFZtPMfJ4t94mD8ITuZOHRtYd55Eut+scp5PQEYeupOuks8wu56BaeRq+N2m0Ttif9jxkCW1xUmw9uhJIhT86bxQ3f24QsyZVtceY0BNDXWwoP4+PVzkuPGUUHzlT4vSl7920fOH0K5YvWhAf+Fk8SID/+JGVavnCjpd7huLLzjp7TmVyM8dYuYg4Fs5Jto4lI5ybCwleYNiwSxcr/ONjdajBlNfk0hJdkqoVE56gMFVMNDVxZihDCuBUPclGLQFkOTdLAcx8YOdxc7IBfTIcSJR+fFR7fJy8zKu0t5+S8vO0Aijdh5F1lIu7nN1XV2gASIObOWqKziVPg0IpuFOQqxgIIHH5hSP4+p/1Y9aUigF5VjlJvrQVE3gIRCWs31mHrX2LKyquXLbnyakvD/U8pXAQ44ApCgD8p0tOwUP/9izG4pYdU0pi5ey6baf39u9DGEoIGOcxudgyUVG4kKgqjmdejvCDB+vxk1/VEYvMXHBTYJNAjuW2mnOTgA53rTf3AM1zrLHbUDSHi8O9EejOjjxIQX0YqopzxWxZOV1uc06SjTwtXOkvkpk8llmK4tVwgtAY24qZI0nOklzpCn3J9byxSoKDp+F92JuFQ8+taiw8kOHkLJbgSuFP3j+KSo3h7gfr8NxrESoSMM1TAMRGDzc/lAkwLhAWJbb3zMXm3vesXNI2cwcW/BaNne87qHN7SJeld/fvwYOG80Z6n/vNWM+DKBSoJl7VOrmZD56HMSqK4+/+Xx2+dncjdvQKKJvDDSL7WXBnsgNF4lS68+iotHEmCeYI06rA5pzYGkw6v6e9AXLnpmQsZzlL33OWs5wlr3UgzH/NzPyjINvpn6rnCE0/z84Zylk6453tvkvf23lGM1Od057umVnq/FpZleYU+Q1P/RZ6NL2Zp4E7J+efKmc254jH4NA9KRVn6O4V+KsfNOCen9WjIgM94wYPtMXmZs5SHoAzhgYW44tXno8PXbD0/N7+4d+ee+bJB43Vg7LgdpQapoNHHW+I+LUH+FjLpZWx3WAQ5kci+YGiEKOmGP72wTrcfHcjdveFZoYn24Se7QfcfFxwB7Q5JrIFDIyE5/1ayoyakvxnDmUB2RfMPkOswWYuN6fb+hYkZ3niU+WdYLqSPjKM7u1U9VAnlWYYAoRbmyof6njCOpxmPsskigmjcSetZY0GLgHJwDjXPNrmp1p2IU3HASOwJBbczByhYgmuJKZ31PDVzwwiDIC7HmhArcKAAgOUSH5nwBlQrWJaVys6JrU8cPIJs9/YsXPvoUD14Di4HcW6ToiB73bXN+64VoqZD5Vrk7USAiSheCFibNklcOuPGnHLD5uwuz80koenaU8Ibp5QgQDEQieOJpEEPVXEmfvFvkeWmvjAzzqdtP+gyrkBsuh1GQs7qMckrTt0nEV44RGHj7s5KpZHA4RXwwV9WoXvOp52wtlMNdAEfwkHp1q5zSuXaV65jAXiMsPk5hhfvmoQX/j4ILqmVEjUU+fDBpBYMKUBS+d2PtTd23ftdbf+uHva1I5DAvghWXAAEG3XoK9n9fb6SdGLlco/f1RV9oAxiYDXUChU8exrAW76XgueWFPEcNVW4ZjgOOXXScjdtdoWVQwkzwSknyDSfO50pjY31ztxNN1DuulR3o1ArfG4XDwP0fYF85ep8febYBMKaAf8hqMbm5y8T3i6Ysn8OEqlN2DKvwn35jRHxVuW7GN1dAYJIyEaPm61cw5p2reZbYz1tu1TmDTfw9aEViQmN0rc+KkBnPveMm66swXPr+UA105nrQYsXTQd11998YujY9XtZ5666FBheugAB4BS/TRExbZvx6ML51QHtl4Z8PWMRxU8tzbADd9txZMvlaACkTZxzAX4OK9NYMWpiuduVyq/Sp5mBmakQKisQ2m203j0EE5A6qgpMEqLt95XXg52OJSDCuKMiAxMr1RkXWLJWQpKGziSyk5zTYDN3Jzx9Amh3GVIKQugtW/NTlK6wjmHTOiKAiQH5xr4XPdg1po7Y8lypvT1l0qhxCUuek8Z9dfsw/W3K7y0jqOGCPPmdallSxfes/Skud/e1dN3OBA9/IyK4b2/BhgvyEr3XX077vv4fY+Wg58+0YQX1pagwrR9g4sYlgNuq6rYmyAFN53Dkjasp8GdNHpJ3lMHjiotvhPpO5LE4WTEGWXGwRRmud3GOp/MOKj6gjKynrkOqf/dyOtEFeJ0uSLbWYeQbmfXU6cSjjPpNm4CWSaddelMG6SRk9c70ullk3RLIFmjxBllSItdmM1DSaqpTN/KMMbKtQIP/K6ER56Zh89d/Yln6uuj85VC+YoPnXZY+DwsCw4A9e0XYGj3w+XV6zZ99vVNy865+e+3zx4uCz1VdjKU80/j3ALf07sNuAWj1jubJZjkndi9qGNJaQly5EB4/5mXW8Jcq22/s0O3M1Qk38k82OGkxNoFmeOaFhOJRSc0hSReuem0LE3MohIjCEUxh5TKNJi34XwwIv8ZK20teUJbDBViph8505VCzBQvMydilQJB1QBWBZbMrWHRjCqWLp45dvb7TvpdFBbKUzpKh30+DxvgANAw6cN49c19lSls748uueiJ6x94bGUErh9DafsAm+1L0cBTa07QR9scZzRupHTEbwXhANl5r7IgJ9uZcw3npXcz2OviFkbk8xI/NyUfxDkLWeZlJnzv7KJSUKZ5KzasT3JVQDRywM1ANJRF0wflJHrpsDwH56ZLrbk5dAP+1HnVoXvNxfX2uh03txbICVwxzWZs0yETTR0tK5Razq786Ucv/l88KP8lYy1HAppHBuD6OlZqF50172ubu3fUXnp5/Y27egZ5mQlUYgHlZJMRM+6D21zYJLWKqdy2D3oXP0KZP/UIg3IttvcaOTeEA0zC0TM3Bdx1zg7JK9cEJ4aXAJj+z6CbbutHMzOA9pQVh28TNSVZljqUtoUEFGxZphtFlczkWJkpVcxn6DSUNE3AOrqADhQxLskyK0calSUWqMUByhUGEbbLUrT0Fh4s/kZ1dHvtSMHykGTCvHHCnCl4ZuUbY2cvnfPTG6++sDqnsyhDGWv/gxFuTa++EwZ0rTedediffcFa8hSUKmu5yUc4YXlKLRhAU18dFwEYx8KzZBsgC3bkgPdAh/J2SAGW3iq0Aae7kflwb52VA+26jPSYyU9xW8JlMxDdcrc0nE8jnPq7pBKmy+2UAXcsBapVoBxPQllOu2lsYPW3tq25eSyqm36kYHnkAA4AZyxfgBPmH/f6ReecdPK0GVO/1d7WiEDGCJJPycmXI9abg+R1I6UdKSXJVuVQUOcVN/hAHQ/8gLtt3j656goBfs79c9CDgo6BatvwXngaNuXSIBaV5qWYD0iASIApHUUlC+q0QDmdwY3mmPs1oLqq3z4/tWMJqAT0seSIY6BQrFPNzY1f3dV/4rd6etlI18lfOZKQPLIA14lKbGxEBuvuvfUzr15/1YWj8yc3IFSmo2K1lgr6jseZ5ncnkUpGp9cm4XUKaHig9sCVmaUhc1N40cjEycx70vjAZxMjmD4NcrZzAzP5h8j4ZMrdP3M8EBD7f6ABHnJTJMdiDvClty2AFOiJ5aZtmFnSAk5J7poxpqPbgaghCmsIA83VK7XWqgqm3zJ1VvjVxXNeHDvhtOuOJBwBHGGA2zFzSgsG9vXed9XHzvjSxy9ZOtBRX0Oz6EdzOIQQFeiqajdF0skl8Tk3oSZZS60SajMRmPUl9JiRWUgdR0cOz+Xm6UUDPIwfismeaBDxKWudXWub7sNSwGascaqpZ1pKJMvtTZJ2xUpBTY4lDYWR1Lqnx7PTHNtCdF3FVUU1HkMlHsXgaIQyFj520/+56svdm4O4efY3jwYUj6CTSYZVF+758c9unzqpxG/4RPNN1ZFNTWMo4/7HGvHS+iagYDPH0lwTWhWfJEuxLDWh4LaWPGOJ96OcZGiIB3I33On8S1DnRjnp7z+Ek0aDOtYpZFmnNJOn4kiBrkqiVUSSVcjSm8QGjNKoJnUSDZkwziMjxwTIBA+KQzGZ0B5bIMGUbTCUlmYUohir1ivc/6+N6K/U4/j58wcuPuvEX/33T6/HcSd89WjAEMBRArgdV17+Qaj++74j47nx2NDYLQOjz9e//EqEl9YqPSuDgQxnutiD9jQR+wE33y/9yLHeFsTMlfh8ZYRyblf7JnklRwrUeWF6la/WZCuAtN6dLrLAdRUURiOXJhyvQcuSqKeNcjJyk8DKgIDtnOZO1WM6XukopU7CYsxOpcKSJwEUAw8k1naHuO/BdsxctGyYN8//yuZfBHfc9sWLjx4AcZQBDgB7+0sKvOt7BcGqW3eUb1+3fXOIMIRfGe/+mUgddKQyj5b4iom9vJS2ZCw43XaCZfZglmtTydG+TyA1EbL3h3of2HA5Y2Kkk1A87YdCgev+Z2bnxLIzmBB56uQpc2DJGATVzc13UobMJ4oIyS8ZD+QKPOlom3B0U/oWVwPM6Kjgwx+dXW2fNO+6RQum/WBPT9/BCk0HPY4KB6ejY8ZlGBreUmuY1nn3S9uXfa7UemoVQQjdds1UxiOdYsQvIM62O1bZoI7jaLpNNQEXuBlLTa060u2R89oHd55GmMH0OPTG/lPecodO5wf/vKxCi0iW7pOnmMDyb5+Lp1OeWLoCSfZBasX9DENJ+LnTDUuS7rWKIY4FhoZCLF6wpPqpS6d/bvW+RXcPjW6vfeE/X3i04Qdx+IfY/7jtjp9isOGTMqxbuqqxke9ijF3YvbMvUOAIOUOR65m30wIGrYM7uSKWlsBVTWhYPq+Shx4jXZ7mg/iJWZwzZ79kmmnymjGWWa+PSVu7MZICwJzt/Jtyfw6yk/FojwHvxk22tTdZdppxOmEWI+ud7cybrEEwy5NHBAhlos/Q9Jjc9MABFBCdWI4allwza8FJd19+1praqUv+5K2A3tG34HZ8+/pLUKlujW+74fq7Tl8y47pTFnQOFZiEUBIRV2nOCVeOkuIEejxwUxA4gR+4F8630rnaN+EqNCpJKUx2ffreUWbcl/sdvqVOHcFkUYolTypUjjl35UJqqd0gj1+YTCw9kRTTJwpLlBcJGIudzhahZ03jmT+dgShQaugaKjYuvK6+8l/uGty5I2bFT75VsDviwtZ+x3V//RNEIYdUuHZwuHbTY799uXmwfxB1ESfzV3qUw3MWLVidImOvNtNdTqnMBNbbW5dYeoakDI1z16qnFp+R7Zl5qlhLz8nnuNmE/vekTx5morlOrrvtce7MEkfL15CmMdB+6HS+JG8bOj1kciw7G7Xj81jfxsDeXh9unf50qkjBK4gKheHG5qlPNbTOf4Qz3FauKtRP/vRbirej7mT649br9aOpWql9p1KtYfGcKX/1gx891ti3rx9hILQ1Tk5Y/h2YGEv66PY2yNPAk/I1BlfmwwR3+jgr9edPYB+o3AccsilRQDqFHqgltz/C+zzAqM+aW9u8xCQpC9rxZGDZ3HCW6DBGHtTbpE4r0iZBsB9vytzMzagA1OIaisWWiog6v1OuRn/R1n71EcstOdjxlgPcjjAKoJS64/IPvXffk8+8dOIGVK/f2z/Cw4Aj4KTg2pxIqeA6ZGakFCQnH8XhrYS7wsOmx42B/BvE4aXjgH4cH3Pckay3QMvZhyZIWeWELocFK1iiPdvvaAFv5UMYYVEZPTCNcHqyIgU36I3j5q7YcyWUBBMcqlYDE60Sov0WibpvlMcqxwzcB3L+j/p47sXX0NJUd9Lzqza88Df3PhoODgzyUgiEgZXI6Bwt6X72UW4LG5hHb2jmYUIbJnDuuEM7JqIoriPprmf5zigfn6I434V735u7+r9POxhXznJ6HtzceAUaN+DkvU9RdFW/KR7n0tnWDqkAGfOEhzMGBCJGFFZRqmsEC9r/oiKn3CowOHLi6dcfNCaO5HhLVJSJxvfvugPtbc0DivH7ZxzX2dPSWDi3u3sniwKFQDBzQm2zSL2P7yDSPJVM1U4CHFd5cLgu09YpV02h1t9wHF+NYTnAZgb0vnLivob3hPEdYub8zsz28FQS72nlyJ/+E4pImnpf8j7xDdJKIlryZ5OlqrFAtcpRrelq+85p71Ht08746kjPw99sbG4fnb/8S8caXseOothhAiVj3Tv3vvrJS8+5eeW8KWFLHW5Y88rrYf/AEEarDNXYzmdu9oEGmNV6k2cypRegQEgfpa4kRr8HHPBkvqf5rJS27P/hN9EWtFhh3G2QuAvZ4E7m+CkNScMzZFuH4ulttMqhkoBQJg0A+kkApJMc2JNVA1CtcgyNCnBRKDe2z+zpmH7+vU1tC77W0La8Vii14+0wjjnA7Zg2pR1btu6svfLqxhv/66cuC15c+fJ/+OWj/7Zk1dod0cBooEPBSC1KklGRY83pf99yAS63zhve/QKWu3UeWz6IwQ5hdw+AmVA9BaazzIKeJbqiLiZzq+p1U840f4RSGmFmsOZMAdBtQXp6GWpsem3egmX/WBvb9dlCqbM6MrS7Vt84+dDPyxEebxuAA8CMrikAoJ5+6vEvdbREhYs/cOadzR2vXfHoijfFK+vLaClFiITSFSVcT6WSdOBlHsi5y7v9x7wd+q1rk5kPad+yE6oBNrEVnnBMcI/QJKfEikODOqlvZOm2Nn+EWvhET6HeOTNHs2pIkjllwE2zqozlFkxBCF08HAQxAj6MnqFmFJrmxx2tS/9vTbV+NhaN5WJd21sLmAMYbyuA23HmWedg15595Rlzmr6wZHHXm6z44+W9I+VLB3qGwJUCFwJKGafS8BQn4sldpzHDUZG14uNhNE9JyVID5KJc4eDBb2lXsp8DTrhqS16iFlI6whg9nqEhzq+1BcXp7WBL1wRMNifXoBZcIZYxlFSoa25FX+/kB7oWfHDlCXO7/mZgeKjc3DLxZFDHahxzFWV/44a//gcMjIxOX7Zg1nf27e3/2D0Pr0D37kG01QnUhwrFUKEQKEQBEAqtogjbsgGEW5Nfa1+n1fhZB5MGdThZnj4hmPEFmLPODaMfhIpiYsq+85uoHeTJxIzaQYM4rsKiyDH0Uw7M8mlzDpybPW03EQiJMJCIQolCWEMU1VCIKigEI4BoR9T8fjQ1NzzYUL/2WlWr38abP3usITLheNsDHACGh4YQCjHj1Te75/zTr1fd8osnXjt1x5advClSrL4AlEKFQghEASAEQ+B1shrvl48HcHuDJPIhyTvxQW8B7ciHSFUUDbwDi2QCeeqOBaCfX0OXpc03cwE+wVVm5AYSQiIQClEgUSjUUIhqKIUVlEpl1d7RLgtNp66oBWf/j0L9jA1Q8ZZC8fDbOhzt8bakKP6ob2gAgC2PPP77LacvnnnZzp7BqdPft+j+lb9/ffbGjVtRCoGAMwSCIRCptaNRiiRzj+ZukAufOJaeGuPwdSrN0TGRmWAmMkh5veXO+9nV2YCkwjpFEfZ70s0TvyA/G5VmG9rHG2emlYPSvDuMFThqiEod/c1TluyJor2Xl5rm7wDbvZ0V5r0FV/3IjHeEBafjocdexEcuXI5tO/YtXru+++/uvOdnk1l14LixkX6EAggDDmFMlr28kvbNRupDjZeHkkdR7DJrla12DLI/I8tdC87gaOako5VDP8b5o/kgTt4Nz1IUx5ITiw7AKVuTTmIV/R4xolCivb0ekzvCncWC+kTHzEufZZAjcTymGtvPPNYQOKjxjgM4AIyMlFEqRWzDq8+p3krLJRs2bfn86tWvnLR7d8/U/v4+05ebQ0qVzGRgX0vp6ekJF84HeNKajdCTTOifqCoOwJnb1i0P4GZWlpRSIAfkSKkGo6BO2r1lAU7bs9ljSAnESf62CaBJ6GzAWNOTpqZmNDW375g99/g1bR3Tb2PhlF8Mbr0NMxb/5bG+7Ic03pEA98f69RuhgE89/uTzZw0PD162dcvmxj17e1GuKHBDbmsxUKspVOMU4BZkgja+J03uhQNQN3uQNgIC84NJXrRzgt6ELM96wx7Tt+QuyIUPcgJwwRWESIEOaIBXYx15jCUDFEMsJUZGgUKpBTNnzhhsbm7851lzT3kKwN2Tp8481pf2sMe7AuB2DAwOhn19fVc89eSTJw0Ol695ZsVrbHioH6ViiDgGRsoKYxWFWLehRsAZBFFeKMAF+c+IFXfoSKIfejPWO4qLbcrJsk8Hz3GkoXP7goKcOo/pzemCmnMgECnAA6EQcAnGgThmGK0IDI1wjJUVwqCGtpZGlJoXqpoq3H7aaWetaWxqvre+vqF6rK/lkRrvKoADwLatm1BXKrau27DtrK3d+y4thrhy7do16o31W9iG7jGMlAWE0BVEUcAQBkDgyYuCAJz7wGRprrcvVdOT6SRgmePQm8ZOYeIkd3m/hUZUWWK5086zwlhnfZNmAR4EWhGJQs2rGST2DXBs3d2AhubpatmSE1l9Sd0jeesDxfppT0lZ7p0ze9axvoRHdLwjVJSDGdO7ZgFAr1LqZ6cBK/r6eu8cGuzhXV0zvj9pw+D8nz+xrihHB9FQkBoEAHK1EeYmW1FwWwuejMRZS1ULCQYulZncSX9GstZ8nJu5SAQTrzoHMJJmMh+ltuQSRFWBPY5Kj6F0EUIhrKGhroLm5gjtU5eONUyatK63b/TqWfOWy5aWli0Adk1YPP0OHu/OX+WNFStWoFaLO/vKxbmlurr7NmzYGj7+xAst/b27mzmqYJBQSoJzjiCwciNLLDmz1pdY40SaSxxYN2HddzKF4IYSaSkzEFmaYocyiWVSkqg5Q2L50wmpTP1qoBAYiy247uLLGEcYMDQ2cEyZ3NJ/3KzlfU0t06ujo6Of3LiNvckY37N02SnH+tIc9fEHAXAA2L5nAIwxxoDSPT/5XeWyi5d85oUXX76qe/uOGhdY8vq6LYXBoRFUy6MoRNwAhyEQPJktTRiACgNwBUDGCnGsUJMqab5DnVCegJrrGydIAR4I34KbYgQJ1CRQq+k8eKX0dgHXM6+JZE5c3Yg+EAphAERBjMaGEoKwhOa2mWXO1aq29slB16wTf6iGn76rcfIHIkCNAlA8ePvljRyN8QcDcDq2de9CEAR46ukXcMF5p0eVSvXWtW9snLR23aauzZs2d1Qro7JWqx6vZAWVShmVShWMMRSiAMVCgDDg4ELndlSrCuVKDZWqliF9Hs7N0yAMOALBEYWG9we6qMNq1snFYNpyV6oMYxWgUtPURzCGKNTRRsH0ZL9cBKivK6KhPkIhCtY2NhT51GldPa0dM7e2dc7aLUR03eY3n6vMmLscMq6hsentmS9yNMcfJMDzxujYGACcLDif8fwLq+LVa169oDw6JNramj+9a/feegDo692H0eF+NNQJRBHAmMDwqMK+/grGyroKRghuEpuMUmOsdhhwRKFAMdJAjUIgDBQCMweXpTpW7hsZ49jbrzA4HCOOawgDjroix3FTW9HZ2QEpFeoa2obHRgf+tr21IZ49Z+GvZ85dLJSUWwCsDsLCsT6lb4vxrnMyD3WUikUAWG3+sHnzpl8GQRCNjIy9uHVbd52UslqpjH00FOwjxQIDZzF2bluFTduGsKdfIGYS9UUOwasYHh7D8KgE50AhYogCjlrAoGSASHCwEIACOLTKwbnC4LBAEBbR0hygrhhjtMyxb0ghLBZw3hlLUSyEKEQMxZD/S0ND6SGpELa0TR0Jo+I/ybhWmTHjna9ZH43x7wAfZ8ycOQsAKgD+AQAGBgcBqN9xsDs5h4zjClh1M3p6K+AiRBBK1NUH7APnn/q/N27advyOnnIcBUCpqJ09ACgWBBrrBEoF7TmGgUJ9SSIKYuzYG4mOSV1re3eu/G/NDRVVrAiEkQIvtOJ9Z56BYrEAozquA7CxvqHxWJ+id8T4d4pyBMeundsRx/Hc37/0Smnr7jEUQ6CuwCGElggLIUd9HUcx1JRECA3wQljD9j0FzJxz4qgIgjdndh13rH/Ku2b8f1+vmyeZpoKsAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM5OjQ1LTA1OjAw+S3lrwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozOTo0NS0wNTowMIhwXRMAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
-
id: 1069000
{'hecke_orbit_code': 33555520, 'n': 1, 'trace_an': 32}
-
id: 1069001
{'hecke_orbit_code': 33555520, 'n': 2, 'trace_an': 0}
-
id: 1069002
{'hecke_orbit_code': 33555520, 'n': 3, 'trace_an': 0}
-
id: 1069003
{'hecke_orbit_code': 33555520, 'n': 4, 'trace_an': 0}
-
id: 1069004
{'hecke_orbit_code': 33555520, 'n': 5, 'trace_an': 0}
-
id: 1069005
{'hecke_orbit_code': 33555520, 'n': 6, 'trace_an': 0}
-
id: 1069006
{'hecke_orbit_code': 33555520, 'n': 7, 'trace_an': 0}
-
id: 1069007
{'hecke_orbit_code': 33555520, 'n': 8, 'trace_an': 0}
-
id: 1069008
{'hecke_orbit_code': 33555520, 'n': 9, 'trace_an': 32}
-
id: 1069009
{'hecke_orbit_code': 33555520, 'n': 10, 'trace_an': 0}
-
id: 1069010
{'hecke_orbit_code': 33555520, 'n': 11, 'trace_an': 0}
-
id: 1069011
{'hecke_orbit_code': 33555520, 'n': 12, 'trace_an': 0}
-
id: 1069012
{'hecke_orbit_code': 33555520, 'n': 13, 'trace_an': 16}
-
id: 1069013
{'hecke_orbit_code': 33555520, 'n': 14, 'trace_an': 0}
-
id: 1069014
{'hecke_orbit_code': 33555520, 'n': 15, 'trace_an': 0}
-
id: 1069015
{'hecke_orbit_code': 33555520, 'n': 16, 'trace_an': 0}
-
id: 1069016
{'hecke_orbit_code': 33555520, 'n': 17, 'trace_an': 0}
-
id: 1069017
{'hecke_orbit_code': 33555520, 'n': 18, 'trace_an': 0}
-
id: 1069018
{'hecke_orbit_code': 33555520, 'n': 19, 'trace_an': 0}
-
id: 1069019
{'hecke_orbit_code': 33555520, 'n': 20, 'trace_an': 0}
-
id: 1069020
{'hecke_orbit_code': 33555520, 'n': 21, 'trace_an': 16}
-
id: 1069021
{'hecke_orbit_code': 33555520, 'n': 22, 'trace_an': 0}
-
id: 1069022
{'hecke_orbit_code': 33555520, 'n': 23, 'trace_an': 0}
-
id: 1069023
{'hecke_orbit_code': 33555520, 'n': 24, 'trace_an': 0}
-
id: 1069024
{'hecke_orbit_code': 33555520, 'n': 25, 'trace_an': 32}
-
id: 1069025
{'hecke_orbit_code': 33555520, 'n': 26, 'trace_an': 0}
-
id: 1069026
{'hecke_orbit_code': 33555520, 'n': 27, 'trace_an': 0}
-
id: 1069027
{'hecke_orbit_code': 33555520, 'n': 28, 'trace_an': 0}
-
id: 1069028
{'hecke_orbit_code': 33555520, 'n': 29, 'trace_an': -16}
-
id: 1069029
{'hecke_orbit_code': 33555520, 'n': 30, 'trace_an': 0}
-
id: 1069030
{'hecke_orbit_code': 33555520, 'n': 31, 'trace_an': 0}
-
id: 1069031
{'hecke_orbit_code': 33555520, 'n': 32, 'trace_an': 0}
-
id: 1069032
{'hecke_orbit_code': 33555520, 'n': 33, 'trace_an': 0}
-
id: 1069033
{'hecke_orbit_code': 33555520, 'n': 34, 'trace_an': 0}
-
id: 1069034
{'hecke_orbit_code': 33555520, 'n': 35, 'trace_an': 0}
-
id: 1069035
{'hecke_orbit_code': 33555520, 'n': 36, 'trace_an': 0}
-
id: 1069036
{'hecke_orbit_code': 33555520, 'n': 37, 'trace_an': 0}
-
id: 1069037
{'hecke_orbit_code': 33555520, 'n': 38, 'trace_an': 0}
-
id: 1069038
{'hecke_orbit_code': 33555520, 'n': 39, 'trace_an': 0}
-
id: 1069039
{'hecke_orbit_code': 33555520, 'n': 40, 'trace_an': 0}
-
id: 1069040
{'hecke_orbit_code': 33555520, 'n': 41, 'trace_an': 0}
-
id: 1069041
{'hecke_orbit_code': 33555520, 'n': 42, 'trace_an': 0}
-
id: 1069042
{'hecke_orbit_code': 33555520, 'n': 43, 'trace_an': 0}
-
id: 1069043
{'hecke_orbit_code': 33555520, 'n': 44, 'trace_an': 0}
-
id: 1069044
{'hecke_orbit_code': 33555520, 'n': 45, 'trace_an': 48}
-
id: 1069045
{'hecke_orbit_code': 33555520, 'n': 46, 'trace_an': 0}
-
id: 1069046
{'hecke_orbit_code': 33555520, 'n': 47, 'trace_an': 0}
-
id: 1069047
{'hecke_orbit_code': 33555520, 'n': 48, 'trace_an': 0}
-
id: 1069048
{'hecke_orbit_code': 33555520, 'n': 49, 'trace_an': 32}
-
id: 1069049
{'hecke_orbit_code': 33555520, 'n': 50, 'trace_an': 0}
-
id: 1069050
{'hecke_orbit_code': 33555520, 'n': 51, 'trace_an': 0}
-
id: 1069051
{'hecke_orbit_code': 33555520, 'n': 52, 'trace_an': 0}
-
id: 1069052
{'hecke_orbit_code': 33555520, 'n': 53, 'trace_an': 32}
-
id: 1069053
{'hecke_orbit_code': 33555520, 'n': 54, 'trace_an': 0}
-
id: 1069054
{'hecke_orbit_code': 33555520, 'n': 55, 'trace_an': 0}
-
id: 1069055
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id: 1069951
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id: 1069952
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id: 1069953
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id: 1069954
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id: 1069955
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id: 1069956
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id: 1069957
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id: 1069958
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id: 1069959
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id: 1069960
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id: 1069961
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id: 1069962
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id: 1069963
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id: 1069964
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id: 1069965
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id: 1069966
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id: 1069967
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id: 1069968
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id: 1069969
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id: 1069970
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id: 1069971
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id: 1069972
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id: 1069973
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id: 1069974
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id: 1069975
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id: 1069976
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id: 1069977
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id: 1069980
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id: 1069981
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id: 1069982
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id: 1069983
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id: 1069984
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id: 1069986
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id: 1069987
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id: 1069988
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id: 1069989
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id: 1069990
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id: 1069991
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id: 1069992
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id: 1069993
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id: 1069994
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id: 1069995
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id: 1069996
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id: 1069997
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id: 1069998
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id: 1069999
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