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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1]], 2, 2], [[[2, 1], [3, -1]], 2, 2], [[[2, -1], [3, 1]], 1, 1], [[[2, 1], [3, 1]], 2, 2]], 'ALdims': [2, 2, 1, 2], 'Nk2': 2304, 'analytic_conductor': 8.496275040826648, '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': [144, 1, [127, 37, 65], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 60, 'dim': 7, 'eis_dim': 24, 'eis_new_dim': 1, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 67109008, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1], 'label': '144.4.a', 'level': 144, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2, 3], 'level_radical': 6, 'mf_dim': 84, 'mf_new_dim': 8, 'num_forms': 7, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 7, 'sturm_bound': 96, 'trace_bound': 5, 'trace_display': [0, 0, 0, 12], 'traces': [7, 0, 0, 0, 0, 0, 12, 0, 0, 0, -24, 0, 22, 0, 0, 0, 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0, 0, -96192, 0, -100608, 0, 0, 0, 64680, 0, -67868, 0, 0, 0, 14760, 0, 13440, 0, 0, 0, 21552, 0, -72873, 0, 0, 0, -71808, 0, 172804, 0, 0, 0, -23736, 0, 88992, 0, 0, 0, -73080, 0, 160368, 0, 0, 0, 70320, 0, -83184, 0, 0, 0, -20928, 0, -34612, 0, 0, 0, 46320, 0, 113218, 0, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 137531
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '6.4.a', 'sub_level': 6, 'sub_mult': 8, 'weight': 4}
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id: 137532
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '8.4.a', 'sub_level': 8, 'sub_mult': 6, 'weight': 4}
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id: 137533
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '9.4.a', 'sub_level': 9, 'sub_mult': 5, 'weight': 4}
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id: 137523
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '12.4.a', 'sub_level': 12, 'sub_mult': 6, 'weight': 4}
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id: 137525
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '16.4.a', 'sub_level': 16, 'sub_mult': 3, 'weight': 4}
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id: 137526
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '18.4.a', 'sub_level': 18, 'sub_mult': 4, 'weight': 4}
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id: 137527
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '24.4.a', 'sub_level': 24, 'sub_mult': 4, 'weight': 4}
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id: 137528
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '36.4.a', 'sub_level': 36, 'sub_mult': 3, 'weight': 4}
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id: 137529
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '48.4.a', 'sub_level': 48, 'sub_mult': 2, 'weight': 4}
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id: 137530
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 4, 'sub_label': '72.4.a', 'sub_level': 72, 'sub_mult': 2, 'weight': 4}
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id: 137524
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '144.4.a', 'level': 144, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '144.4.a', 'sub_level': 144, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '144.4.a', 'level': 144, 'portrait': 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HGCEJKgUmXnRp/dMwMqIRgjmF817NlsqIYp802fUwuKQIHvw6An2bc9oTOICTyJrzSnFgLON32qgWHf1h6Lyx7aQDWU7NgYc8GWFrXqACEgiiXNbo25lZDpuiRNQk7N+Zw4Lzg5mzDbjPCrA67c0+GH3qAZ9Kc4fq7B6TnF7ELK+aWYM4uGI4uGqy5e5N+9c5ktkxOcOD/F3FKV+WWfxVXBsjuOy+2UxVXNYlea6W079ZteddFD7/7e/T9TaVx4FJKTQoy92ND4C29/4wH+a7/zaXQS76hOzvzayZOz37m19jHe/sp5Op1NLK42WFqtsrQastj0WG6Rn5zF1ZS5JhxfEGyaWeHf/INlrr+oyunZaU7N1pld8ji/aJhbSjizkHJmJWXjhg6vv7HLhVsV9TDElxUWV0MWlhULq9AbQJwYPGWoVVImxxISA6fmoOpHVEIPT6Y0qtDqhdSrAwRQCzXLzZCVtqReFSy3BEvtlFpoMEC9oljtCyarAzypqFYjAk9y8rxPoj2mG4J6KFAKkkTQ7QsWVu3FtNiK8f0+lVrCnu0D3nh9zOaJOucXJjg9F3B+EWaXEuaXE04twPFlw3WXLfLv37XM5skJTp6fsqtEDm7NSitmpZWw3DYstgVnWpJOq8U/e1efn/nhV5JwwZ+vrjR/0vfU6a0Xvu3Fhsg3vf2N1eDnzi/QaNQmTpw6908/8Aefu+7RO5/4zkeeWWDrZsXFewQ3XtgkThRpKkm1JNVgjIfRCmMAA0KkSGE4vjjJz39E8q/ftcDVu2Mm6lOM1caoV0LGaz6TDcnmFcmphQk+flcNFQy4ZFefnVtS2p0eO2cS3nBLyiD2EGi+8njIcieklg44u6hotits2h6y1IW5Bbhop+TorGH/Np+JWsTZFcXmiYRUSxbbVRbbms1TMctNxVhNsWdrl+PnQi7elXB2wbDaqrJve8rOzRGnFlPGGgOa7Zi7n6gAkijWvPSKHtfvNCx1fC7cGnHRTkkgqvT6G3j8+ZD5ZcnCcsriasK5Jc3xBUE76fOSS1b5ue/rsHFsihNnJ5hfqbC46rPUFKy0NKvtmGYnpdk1rHYF8z3FSifmtstWePvLlunOfZqlzv7vjMUes/3Cb380HnTfl8Td1Wrjb2ady99IBv/SnV+lVg3D+cXV33jg0YPf/9SzJ9Xxcy1Wk5DZjuaaC+b45R+d54o9NWaXJllu1lluVlhu+Sw3PVbasNJMLQu1EhZbcGpZUB/vce1Fq7ztlgH7tlbpdMc5u1BjYcVnqSlZaRkWVzXzq5pOP6UdafqDhI0TAy7epTFGEHiGw2dDkrTK7k2SfTtSJif6zK9EPHu8zlV7YWJshXufmmTjRMREXbDU9tm3PSKKEh45Ok4Up+zfolnpCqYafTaMe9x7IGaiVuOKvSnPnoyZX/aZboTs227YtSVCE3HkrML3DRjDJRfEbBgTdHsh3X5Ap+cxt+yxuCpYaaWstFIWmymnlwTNOGHvzhbfeesK1+1TTFTHOTs/xmK28jUtc6+2Y1bbKattw1IHZjuS2WbK9ftm+U8/usj+7Q2Wm2Msr/r004341T3p2PSlv++HE/8kTQaDK66+5cWGzprb3yiALy7O43me/9nPfc4fH5/+jXvufegdzx064/Vjm0xZ7Qrmuoq5dsK1e2f5zz+yxFV7aswtT7LcrLHSClluBay0PFbagmYrZaWdsNpOWGkZzq4K5jqa8bEu11/U4ntekXDRtgrdfp2FlSrLrYBWR9LqCjq9QpJEiUBr8D1DtQJbpjXbZvqgBjx3OuGZowEVVeUV18T4QZPHnmuwZUbx2KGU7TOK7iBlrJqysKK5cr9gYUVTr/j0+oLtmxMefa7Cthl49MiAQFS57SoIKl0OHE95/kQVScDWacXWKahWwPcEqRbECcQJ9PrQ6WvaXU2rq1nuwHzT0IpT9l3Q5u2vXOX6/ZrJao3l5hjnF2ssNQOWm4qVNqy2UlbbCc1OymrHsOzAPdfUXH/RHP/pR+a5dFeVxZUJVto1Wp2QZtuj2RGocHuyd/91f3j67Pw/ec3tb4yTJI43btz4YkMpv/2NAXizucLY2IR36tSxf/flL3/5+w8+f2xmpdkNewNNt2do9zXtHqz2JPM9yWw75roL5vnlf7LE1XtD5nOQV1htB6y2PVbbgtW2sUtuO2G1k7LSgbkmLA8MQvX5jlubXLoj4fr9hol6hWanQpL4JKkiTiSpFuDcmdBPGGt0eeKopD+IuevRBiKusHdbwK1XdYj0Cnc+OMWVewMW2i3OnK9z7cUxz5/0iI3h+DnDj725z7Gzmlg3eP605iX7BSfnuyytTHDlvpgvP9ojHtR56eU+e3dEGNHiS48JBn3BU0dCGlWfmiesDAO0hig1xKlhoKHZ1UyM97nm4h6X7+zz5pemKGq0O3XmV2ost+yxWWlJmm3Daieh1bHgbnYMS13JXEey0Eq44aI5/ss/XuDiHRUWVydptqs0OxVaXZ9216PVlbS7gsSEg42bdi3c9vJX//6FF+79Nyurq8nU5OSLDSngbwjAP/+p3+bMiScrN738HT998uTxf/3EE0+JVielH2l6/ZRuX9Ppazp9Q6sHzZ5goSeZ7SRcv2+e//wjC1y5J2C1OcHSap3VdoVmJ2C149FsK5odQauraXUS2t2Udk/T7BqWu4KVnqETJVy8p894NUEnCW++tcdVe1MGscKThkFs+NQ3ahw6W2fLpObkuQCPKvu3Ka7cZ6jUOjz0XJe5hQbX7KsyNbXK3Y8HXLs7YLHTptetM7nB8PhBybtu7/PoQcPGqZDOoM3K6gSX7+vy1cdh09gY11zcYXZ1lQeenqTm17nqQti3s4/yOhyd1Wyaijh5LubT94b0YoWUEMWGq/cNeNMtA+LYY6IKl18g6PRqtDpVVtshqx2fZkfR6kiaHWh1U9qdlFY3pdXVNHuw3BGc70hWugNu2jfPf/yRFa7YXWFpdYxmxzJ3qxvQ7nm0u4pOT9DpCzo9TW9guPzyK82evXv/3e4Ldn1sz+6dR4H+i13E9aID/KG7f42xhl87N9v9qbmFzr9bWGrTjyS9gaDXN/T6Kb1BGeSaTh9afcFCT3G+pbnuwiW+55WLvPXWlLFKnYWVMVZaVZqdkGbHp9VVjm2g0zN0+yndnraPA0N3YC+abmSIUk0QGDwXfvsKQmkwWhL6HhvGFNs3Si7Yati1pUcqWtzxgOL5o2O85pqAl16zwvs/kzIRTPG6m7vc81TMeGWcrVs6fO3RKt9xa8pdT6Ts3hBSH2tz7xMhr7/Bp9GY4/2fmuJll1V59fUtnjrV54v3+5ikxq5NAbu3CLZv0myYiAiDGG1SfC9FKVs2EnhQCQRx7NHtB7S6Ht2+R6ev6PQknR50+oZOT9PppnR69kJv9WC1J1joCOaahrGxFm+7bYHvecWAyy6osrjSoNmp0u6GtHuWuTu9Aty9gaHX13T7CYMoxQ8b+k1vfF180f4Lr+90Ok+/5JpL/s8F+GNf/xU8P6j0e52fXl1d/rnllZ7s9AN6fUl3IAqQD1LL5APtDqam3Yf2QLDcl8y3IEp7vOsNc/y9m7tct88jTRssN+ustCu0uz7tnjsxfUm3L+j1oT8w9GPNIDLEiSZJDKmGVAMGpBL4nqDiQ6MmGW8Itkxrtm/qMTHe5KtPGe56KCCQ41y3L+Dqi1s8eqzD0wcnePU1PmFtmc9+o8IbbwyZnFjkjnsmecV1gk88ELG5WuP1L21xx/2GmprgFS/p8+jRNk8fGue6vRWuubhPEC7xxUcU9zxRY6oWsmPaY/O0YLwuadSgEoDvG5S0xzNNBYmGOBHEsWAQG/oD6EWGfl/nRNEdWJJo92G+I1loQyz63HrxMt/+0hbvem3KIBpjcbVOq1uh3bVBrL3L4hg6cPcHKb2Bph/ZQNUL6nrjxpmfn5wc/6V+f9D/9f/0z140jL2oNmGjFnlx3Pm5eLD8UybpyWoYAhoBCCERwjbhCKEQQiBlihKgJEhl8DyDrzRVT7DQrfHhL+3gSw81eeN1K3zHratcuafD9ESNpWaNdi+k2/PpDjx6A0V/oBhEgkEsiRNIUkWagjb2qpcSfA9C31CvaibHYrZv7JKYDofOxnzi/oBnj44xVa1y3UUet13b4hvPNLnzvnFuvChk43SPzz1s0GmVqbGIpdbAXjTA5okOK4shSlS4+aplvnhvhdOzVb7txi5JusRXHt9AnFZ4ySWb+Pabmuze2uTepz2ePF3FHA/ZPi2ZqgtqFUEYCDwlHMgN2lhdnqT2oo1iw8BdxP0IupFd/VYGgpU2SK/P1Rev8rbbmtx+TcyGsSpLq5Ostqt0+wHtXgZuRa8vHWsLun1jJeQgoT/Q9h4ZUqNYXW7LzoCfvnJq485f/Lc//Ngv/4efeG/ovzhJ8//tANfLH2Sx1SDw0nfHnafeuLx4/tZQmcBUQ6RMAAN4DtwSCUghkEIiBTbNrgRKpfgKAgWhp6l6hrG+YrE1xe9/qcFXnmxz42VNvv91q1yyo8mGiQpxUqE3CGn3Anp9j0GsSBJJnEq0FmgjLLiFIQxT6mFCGMRI1We+OeDTD0lOzgYcOz2JiSvs3+5zyQWKay9uIfx5Hj88xs7pCpfvMUxPrrLUrLBtWoHUfPaBkBBJNTS86aYeH/5syvmFkJmNisX2gANHQ7bNTHLdhQvc82ST+54Zpz8IuPiCaa65oMsVF7Q4fG6Vk3OG+w7UOHaqRigkoSeph1ApMbkxkGpDkkKUQpQIOgNBqy9oRhDrBKH6XLm3xQ+8tsWNl2p2bPTp9qaYX65Zxu4HdHtW4vQGtjbdrqhY5h6kDKLUAduCu+dWi1h7LM13w8VHjv3Q//drn16dmaip//K7n/u143Mx7/vp7/i7C/Bf+t0vICZfj9f+wI+n3Sd/PumdbgSeoF6rIqVECOPuIIRCCoOUNpCSSqCUwlMSz0vxlMD3NIGnCX2oBIZqkDJRkbQGPsurU/zZ18f5xjM9Juo93nl7k72bVklij33bDRfvVvQH1i1JtcQYq9aUTAmDhCNn4fi8oJdo/ujOGqudCfrdgOmqYuuUx64tHnu2CS6/sEkql/jtTzfoNMe58RKPvTvaPHk8pdWssGMv1KsJrahCGEgwhsD3We3DmTnJRReEXLq3z8FDEU8fqXLj5VP8w29b5Hc/2+ahgw06PY+lZoM92ypctr3HSy9p86ab2jR7S3zkzirdOOD0nM9TxwMCzxIBgMZKrURrkgi2bIq49OIuOo3Zu2XA33/VgPGax+bJgCiucmauQrcX0Bv4dPueA7WiN5DuDv3IWFk3SOlHKYNI29eRvfdi6EWCXizoJB7HzzR55qNfn7hy/9b/8Opb9qXv++n2e1tzH2Ns03f/3QP4f/0fX+Jtt1+vfvKXPvEPq+l9v/xdL30yvPQCDyGqGKTLPBYAl8IghYeUoKREKWHBrQSep/A8ie+lBH5KEBnCgabiG+qxZqwCU1VBJ5K0eg1ONRv8woemIY2RJFx+UZeLd0YMIoHRKcbYQE1KgZSSIAx4+mjAkVMVqoFP3ZNsqAv2bpVsnPLYOiPZtUVz0a4VYpb4zU81OHVynOv3+1y4QyO9Fnc9GjJZ85megMmxPvVqBYX1r1u9gKWOZqlpWG3Xuf26Jk8eijh61mN6vMJLLp3gH377Mr/5SXj0SJ1O37Da8ZhdGmPLdJWZqQFbx3v87N/vUau0eP605qljijA0SKWRwuksYzAaokhw8c6Eq/enCOMRxwGYSfpRyPkFn+7Apzfw6A8U/cgydj8S9AeSXiToD6AfaQaRZjCwj/1IW40fZXfoxYJuLOjEgpVY0EsNutelv/xo47Z953/5Py5eGS8M3vg7y2c/kU5te+vfHYD/+/d9nKkJ/F//oy/9wONPn/z1r91/1n/62Tq/8GMt9u/QSGkcWxuk0ChpUNJHSYOnPDxlLKCVTXIEvr0PfMEgkoS+ZhCkVCNjNWdirb2JWBMlMIgF/UQySEPipMKR4w2eOWxIDWhnKCth5Y6vBKEHjRAu2QiNKkzUJZMNxfSEx8wk7NoyYOvMKgOzzHs/Mc7RYxNcs8dj9zbJ3h0rPHx0wOnZSV66XzI5pgm8HhXpowzWV9eA7rPcqnBuwePGy6tcuqfFUwdDNoxLapUGV+1P+SdvXeG9n9Q8c7ZBs6NpthQLKx4bJhpMjVeZaCSM1RImaxFvuD4m9GN8laCUPaZgC8C0lkSJYnlZkSQeUaKIYsUgdo+RtPdY2uaQWDCIBP0IBpGxwHaMPYgNUWwlySB2rB5D34G7HUlWYmjHKfR7XLlrhV/4sXlefenZcHVJ/Xqt/hE9tmXz78XLvx/7U9//tx/g//79X2DTzKT39NHTP3zvo0f++31Pn/Gpj3HHA5Yx/8OPrXLJtjae1EihbSAptb0rH+UZPKXwPIXvGfxIEnglgAeKyJ2cODZEiSaKNXFig6ws25ekxi3ZBq1tMJklS4QLXD1p7bbQhzCU1CqSekUx3pBMjsHGyZRdW7qMNVb4s3ti7n1mitXFMS7fqbhgq8eFOwYItcqffnWMjTXF1Lhkw8SAe56WnJ1TXLQF4lSwZ2PKLVcOOHhkgqWmYLnZ4Lte3uKRg32OnZPUK5LAH+eyvfBv/8Ei9zzb49N3b2CxDbs2pqy0PCYaivFGSKMaUK9WqYSaSpDie9oSgjQgjCVyQGu7eqRakiSCJJXEiSBKBHEsiWLBILFsHyUwiGyAGsWaKNIMEhuo2vcM/dgBPM6YW9KKBc0YeoMEog5X7FzhP/7oMq+/wdDuNBgMnvWVit7XmZPKqD2/05r9k2Rs89v/dgN83I/FyuyZf3z0+SO/+OzBU36jEjDQhrg6xh0PKHqR4i23tnjHa9uMNxJUt4onNcpL8ZTG81J8z8OPPAJPEviKgW8BHQXCnphYEMWKKIE4Liy/JNUkqcnBnaYG41jbGAtsACUFSgo8TxB4gjCQVENJrSoYqxkmGikzExEbp9ogV/jo1xQf/uI0GyoVrtgl2LnFZ+cWza7Nq3zuMc3ySpWrdkgmxiSTYxEn5n1aXQ+lIE0ljapi66aE+57SrLY0s0shl+2t8bKrm3zlgZDJOoRhgFLjXL4Xfvh18/hynk/cM8lzZytsbsVsGE8YrysaVUmtqqiGHmHgEfrWw/ckSGny74ixF7U2gjSFRAvSxF5wSWpJICOIONHEsXZkYYjdqpiBexBD362MPSdJWomgnUDU7zPut3nnWxf5e7d2eflV0G7XGUQhSeqxsnDKH4ipX66ONXypgve66+9vJ8A//NE70Fr/5B0PHvx3Z46drG8b9+gmmnYsaAufgWhw56OKB56psNhe4t3f1WV6IqHTS/D6Ib5K8WOfwPMJvJTA9whiTRhIokgRJYLIsU/ORokgSZQ9aamx1p82pNoUrF1ibiGwNpvCrgwBVAOoVTSNmh3sMzPRZ9P0CvcfjPjg5+ocOTXOznGfvZsF2zcFbN8kuHB7B+Gv8OVHJ5kMFdPjkom6YaLRY6yhCXxre2oNg8hjtR3T6qY0O4qFVZ92t8Ht18zx+Qe6HDnfoBrGeCpAiHH2bpO841VL3HjJLB/47DgPPzPJtrZk01jMWE1Qr9gLMgwloS/xPWcdKoEUxYVsjJMspvD701STulR/khNDBnQLaLsKGgYO1IPESpJeImjFFtj9KEH3+4xVWrz7u5b4F9/TpRqENDtVBlFIFPsMIp9+5NPqnKuP9dV/CMevV88+8blfvfTqN/7tAniqDVLYbqF//v/9t9vnz5wb95SgFhikAE+AnwjawqMr67Qij1/5mM8jz6/yfa9u89rrW0yNR3R6FYI4IPADwsBnEHlEse1+iQJFlEjiRBLH7jF1AE8dS6WCVJNbgMYIi21jg1ghnTRRtpAq8DWVQFOrJNQrCeONARun2rR6Hf7Ln3rc9fg07VadvRsEOzcKts1YcF+wpU+jtsyHvxxw9nydS7cIJhuKybEUbQa0ewJPWrBpY1l8vJYgVcJKx2e1BXPLVfbvrPKO21f56JcDTs37+F6Mkj7GNIhTxeU7lvk372rxlSc7fOBTGzh/psaWcZisptTDlGpYxCe+J/GUC5xdPsF+9eJCtxc+6FSTuBXOAt2SQ5JClFiAR4lgkDrWTqCTSAvsWJNGA8Yrbd7wqhW+99UdbrtSI0WN5WaFQWzBbQHuMYg8tFYsLS6M16JDtz/93PSvPvr1/8p1t/3zvz0AX1xcoVoN3/Hxz3zt3z9/+MSMFAmhLxDCIMElawy+FPhS0JEVWpHHHQ9UuOexOq+5rsn3vKbLbddGTDRCoiikHwUMfJ8o9ogT30kSRZIoB25JkgqSRJKmmd4UTm8L9AhzWz9doxT4SuP7VsPWKzH1akSj1kOpNl8/YPj4vWPc/egGNtcVl22BzVOSzRsCtm6UbJuJ2Lt9hUeP9PnUPRuZDhTTY5KxumRmss+hM4Z7HguRxl5MaSoQKF5xTcw9T0UsrFZodVIWVzy2zTR46y0dnjja5KnnNlALEpQSgI9OawwGim2bQr73thW2TMzyiXur3PfkJGdbFaZCwVjFUA80lQACL8VTLmfgvm85b20yyaItIWWMnjhgJynE2hJGnMIgsYzdTQSdBHqxRicR00GHV9yyyve+psmrrkuoeQGD2NatRLHPIPaJY98FtB5x7M5XYkjSM6+78tLoPz5x5Kp//aXP/Fb62m//sb/5AP/t3/5tHrjnM+GzR1Yue+7wuQtMGlPxJXFqXKLGWOsvcUwuIZSCtvTpJYrlJODj36hx1xMdbrikzbvf1uHKvRGT4x5pGtDrB/lBi2Jlq/5Sm7BJtSJNBIm2zoE2Aq2LyjuTg9s6Np7S+EoT+Cm1akw1HOCpAf2kz4GTmt/4zASPH5nES0P2Txs2TRg2TCg2TgVsnpZsnYnZvbXN3GqLP7izjokrbNkoGG94jNcNY7WIXpqijSKQAiEdg2uF8hSJ1rT7mlY3ZbXtcX6xyiVjDd55+yq/NF/l2HwNz4uttDEeia4wiCXtbsAtl7S5+ZImTx0/zW98eoyDpxosLFcJpaTqCxqhoeLZ7iNfuWMvh8+VcQDPs5/O5bHyDqJUEGkL7H4K3dgwiBI8E7FhvMNV+9r8i+9a5bqLEho1n2jQoNUNiSKfKLFkFCUesVt140QRudU2SQXpYOC3e6s/0wgOxlff9K6PGPOjJ/lrLtD6awX4L/7nX2epKWorq/M/tby89J540GS8riy4EzuGTDr2lplzkUAgDaES9JSg44X0fZ/lqMIXHrEDMF9/c5O3vrLH5Rd02Lmhx3jdI0p81yFvl704USRakqbKAVuiNRhEEcY4cAe+tgznpfhejK8izq8kHD6n+cbTHk8cH+PBZyZI4ipbxgwbG4apMcH0uGJ6wmfjlGTLhoRtMz0mJ5b508/D/QcmuGqbYHJMMFaXNGqaRm1AO40IfIWXWKlgjHUwGEi6/ZSWK4BqdgzLLY/55TFuvbTD629a5nc/E1JfkigRW0BqjzgJGMSSbt9nw0SF6/e3ef+7Ozz4XIsnjvs88FSD08sVDi5WCZWkqqw8CjxD6BsUjsjdYcmYPDVWzsXaMneUQi+yUiU2CSaJaQR99m/pcekFXf7eqzu87saYRuDT7zdoNwOiJHCA9h2YFXHiESfWpsylZCLdyiBpd/siSpd+7tTxZ39aiT039XrdJ/46MfnXBvC5uTk2btxY+cpXv/EvP/Xpz/9cr9ukEiiENIjERvQqsTUTKrVpZS81Vv+m4CdQUYZq6pZCFTIIfJpJlY9+dYwvPdZjx3SPb7ulzebJhAs2D7j+4i4CxfSUxFOSNPXQWmKMdMydrctZ8khjhG0K6A000ku47zmPo+clX3ioxuFzDVZXqwTCt2w9pRmvWR98ouExPeExPSHYNJWwZUOPrRtXuP8ZK022jXtsaMBY3WOsJhivJ0gZ8exJRbOr2F53w20NDGLJpmnBxbsGfH3B0OwZ2j3L4ourIbNLE7ztlnmeObHEw0/P4CsDIsYYSFIr0fqRotf3aHYCJht1Xn5lh1df02Xp9gWOnIPPP1zh6LmQRw7WEL7HQt+jv6SQQiKEcJpcOJAbB3JDajQmtS7W1NiAcRFz3aU9LtjUZ+tUzLe/NGLzlGBqTNHrj7O8GlgQp46pE8/Jxuwu17nbOCmK7XmKo458+rE7/TB47d+7/KqXHpyfn+tv3LjpbxbA+4nynnrm8L86evTo/9vttKRSCiEMAVZ7q+wuDVIKx95uCU1tWWqQQpAYqkpQ14J+Kuh7PgPfp9mv8tTJhCdPTCN0zI6Nfa7Z3WO8nnLbDX22TsekcYLR7sSZQprgNKhUhkjDg09VeeZYjaAieexojXNLVSqex1gg2TVlmKhoxiqGRlUyVpOMNzwmxjymx2FmMmHTVJ8dm1qkrPDhuyZYWhrjih2a8YbtsWzUNGO1GGNiHnomYGnZ58Ipm100BgYDycYJyU2X9fj64yntnqTTTWh1FCttn7mlOpft7fGuVzd56Lkqx5fGUEIDsasx8V2CRtAdSDo9n9VOyFitweRYn+v39bj1sj7nl/o8fbxFpZry9DGPh54KSY1ESEEuA3Ib0YDRoDVpYti8IeG2G/pMVjVX7tZsnxEkqYfWNQaxz+KKXT1tY4iTio6ts7goq/NJHFtn0sQ6XcKaAikopVhZ7cgTJ479zNatm72ZDdP/Fkj+xgD8/vvu4YF7Ph80W+3ve+aZw0Gj5jn3wqbepYBEgFQgU5CJlSmeFHjaLoN+aohTm02MNVRSQy0VxNpqwUEgiFKfSPvE2nC2OcaphzRSpXzh8Zial6CNtifJ2G51kZ1BIe1dSrRQNDs+SeQRepJGxXDhNNQDQyNIqIZQrwhqFUWjqhireXmiZ3oiYeNkn80b2iR6hV/+WJXHD0+zc4Nhoi4cuAX1akq9ElGv9alUq/gu0BNOFqRaECU+vV6f1b5mMrS12u2eptlWrNQCTs2Oc/WeAe/5njn+88c8Tq9WQaRok6A1xKlHlEhXO6Lo9D06PZ9mO6RaqVF1wfIrrozwg4jr96V818v6eSJNCO1s0iL6zsgh1dZqnGgolAzo9z0WVz1XcWnBnCSKRNvYJ0mzxwzQ9nkW9Gegtp67tEFsIlwwa6VRmsCTTz4ZdHr6X7z+DW9R3W7/Z2q1yosP8IXT9+F5IoyiTb9x4thzO2sVQaqVq622wVwq7aPSxgHbRurWyjN4yn5ZX2cRvLG2lTb2ILkoP9Y2gEw0RKEkrUsS7REnIYuRzYAbU+QNhLDlqZ6wK4bvspWb64bqpCH0NBWnTSu+oBraey1U1KoejZpirC6YbGgmGwkbJgZsnOqwbdMSv/NZzSfu3simcY8NDc14zV4M9SoW4NWI88uaw2dDqoGwSReySj9Bf+Cxb2vC5ukB7U5oGzp6Ka2uYrXj0WhWGKtN8D0vn+fwmVl+7zPbnWWo0TpxnrXHIMrqRyTdvqJW8aiGPtXAFo0FQUrgJ4R+SiVI8USKkqnNGguDkHrIJ89WvzSVLC7biQVaZ4/CgVySaIl2IE7TDNAO1DmQLVMn2j3mP6Nk5ZJbulGc8viTz1d27DrwisWmCD/7pQcGb3rtTS8ewFutFRqNidqhA19877mTj/0DnQ5EJZTEsQ3mUm3BnUiDlJpU26xhKg1KadIUVApeZlVlV7MDejpiYeWvM3vLZeaMycA9/Pmy8lopsgvLet6BNPieq2vxIPQllUBQCW3CpFrxqFcFYzUYr6dMNBImxyJmJjtsnVnmyWN9/vCr26hXQjaPacZrgnpNUasK6lXno1cHPH5C8OjBCrsn7d8XjsK1ge7A4yUXG/Zv7/PgU+N0I+j1Uzo9TasjWa35LKxUqYQTvP22JR5+doGnj2/GXrKaVKck2rhkjK0n6Q0ktYqgGiqqoSb0fQdwje9pfGWzw0ppJxVNweSl45YlhGxSSORulHap/lSXrNhUOudFuIYL+7P8tQPvaG4iGQK3sR58Yuh323z8U3fefP0NN/7m2//e6358aWm5Oz099eIA/Pz5WTxv6Z8/+fTxH5ybncP3/FwaSGm/YMbeWgmSVJNKQ6oEKhWkyuBp++Wsb23rRNKUIVBrl4VMS3UkebIiswDL4HYnTIrCHlMClLJZS8916gQeBL4g9BVhIKgEikpFUq8IGjXDWC1lvJ4w0YiYnuiyZXqFJ451+Rcf2MSZ8xNcOK2ZqEGjKqlXFfUK1CoptUqC7w/oRQZPeoSKXPNmEiVOJGnq0wgS+qmmM5C2fa5vNXmzraiGIZWgwa7NMf/lH6/yng8Injy8CYwk1SlpqkmSmCjWDCKP/kDSH0iqIYSBpBIYgkAReIbAsyD3PJMDXLkit0KqlEAO4PIHJgO4EXlNS1HbQg5ye95EbjXmhJUBXBegzp9rV0qR2LIKrWFublacO33kB0+ePH40iqL/8D+D0b8ywD/9mc9y4uT57SeOP/+SlcWzSLy8CyYDVSJBaYGU9otLaUGdphqthAO2IVUmTzjY7Joosmwlr9Y41jaulsRkz4exXQBc2mYJJe0F50mb+LDsLV1lonRgkFaiVAz1iqZRSxmrxYzXI6bGe2yaXuWxI11+5n9Mc/TMFLsnDZM1nOZW1KuSetVQC1Ma1YhmN+GT91YxqUegbGAtROE9x4lECY8339rmnmciWv2KawFL6fYU7Z6k1vGoBiFhMMbezQm/+A+X+NnflTx2cKP1/HVqbb0kdeMtJINY0R/Y7xSGgtAXhL5x39cG9Z4yKOVko8A6Xe6YlYFeMHmW4qfE5tZazAGfk1IB6vx19rMRYOfnPy2e27F1HvNzZ/nq3V9+ycUXX7z9rjs/d+bVt//V0vl/JYBH/QX8cMO2A0/e82vHD829VZgWQeAD5Actc0rS1MkSDYl0wFWSVGv7PC3AbUo1I3ro0R7QzM4qHBJTsA1FOjrLVIoSwJUs6jN8z6ayfV9aAASCSmhHrFVDTaOaUnfgnmz0mJlsWnB/cIoDx2fYPS3ZUE8Zr9rCqXpVUSuxd60aYUTE7PIYUthtTuRQFtEymjY+mycNnk7oJIJeZOgNbDN0uyuphopK4BP4FTxvnMt3JfziD8/xMx+ERw/OkBpFnGqSUt1IFGkGoaISSILIfr/Al+6izgqxLMDtcTHuWJVBXv6sI0DHVSZmpovJyiEoMXv2emQ1LtUFZXddBrk2+Up8fm4FIc6+devOi9OXv/INP3H63MLZHVv/8tOz/koAb6+cxA8XL6rIs2+brp3HI0Sn2mljgZbWLUklpEq4L2YlQnYAUpeI0ekIqLO7Y+kM6KbM3JSLpszQGRG57hbOOBFFtaCSeF4GcEHg29LYSmiohppqmFKrpNSrCWO1AeN1C+5HD/f56d+Z5OkTM+yYVMzUNeNVQb0mqVUUtaqkXrH/Rq2SEHoRDx6C80sB9cBmboWw1ly+3GtJt++xZUpw+YUdHnimQXeQtYNpF3QqKoEi8AOnoSe4bFfKL/2jOd7zfsOjBzeSGMfkqSFObf17FBuiQBIE0tWmyHzF8jwn0yQ5yDOAZ4VZ+dEUJemXyUKs25Kdk9QIB3RyYOvya1fJWQC7OM850FOTr9jGxVhpKnj4wHk27px/28bNx9/bbHXO/lWw+pcG+PmT9+L53rYTx577xWPPP0I11KRaE8UlTaZd3YWGRIOWVlqokaVMa9BKDIPbPc/LWjOAY49uzigFxzjWKbG383mVtLJIKfJyWNs0AYFvbN13YAusqmFKtWJrURrVAY16j+nxFo8d7vMvfmua505tZOuEx8aaZrwK9aqt4ivYW1OrpFTDmMAfcOCox8JClT2bKGpB3DWpnZPSG3hcuENw+d4udz+p6UaSXmSTUL2+ptOz1YGB7+F7AZ6qIaXmsh0r/MqPzfHPfsPw6PMbibXHhlRbgMcQhbZ2Owy1BbhbrWwBlnB3V6ciCyknMrA7cI/eMlLJgJ7JxtGUvzYuVhqKnQpQF89LcVWJ6LJK0EFsePChh9gwGf7i3r0Xvu0LX3no7OtfdcP/OoA/9cQTRM9dzeqmP9g6aB6/zqRtUunjexqQec116lg81QKlDWnO3AZdYvHsas+Y3xhBuRnBuANlKJgbU7IC3ZkoL6tSWM0vZSGTPOXuHvjKEHgG3zdUAk3oW3BXwoRaXmjVZWq8zWOHB/zz357mudPWDpyp2QRQveJKVCvKui6hdg0HCZUgRqoBnchHKg9fGZTCsXgBkDTNmg586kEMJLSj0LaKRZp+lNLtS8JAuUDRHmelakhp2L/N8F//8Rz/7H2aR57fRJz6rsHYEKWGgW+oJCUN7mt8ZS/yrPVPSWlzE+44ZSAvH888rT8SzBdypSQddVZrn4E4A7tj59Lzv+gxSaHiK86fX+ZLX33yusvOt7a+5ye+9+xjjz7Ktddd978G4FdcdZXotOauPHrwG386NzsXVENJorUd6SCcBZTp7KFou7R8GfLxDCYPVIZZIHNHygFOuWAqf1LSjNk9d02yu1uGPWXwfQdwXxP4mjBIqQYplSChWompVQaMN3qMN1o8fDDhx9+7kYOnZ9jY8JmpasYrhoZj7lpFUasoqhVj76GmGiZUKxEnZjV/cGeDsAJ+yanIPrYxhcXW7ga847VN/vCrXeYXK/SyNrCBphekhH1ZlL96fsneM1y0Hf77/7PAT/56yn3PbqSXVJhJBVGqqfkwiA2VwBB6WQmtXcE8TzuAC9vM7Va6jBysnMpALkAYMAWlZwRTlo06D/xNaQVeuzJnjwUeygbDsB1syU1x9vTp4BU3X/KnJ88tvGXnlg1PlWHw1wrwk6cOK520fz9qP7w79FMMEl8YUmnT8UJKK0O0KH1IMRSAaINj8RGHJAO1FtbT1oXWzpm79Fmyw10OjKTrYskKuSy4Xb2Lp23Lm6cdwG3ioxIkVMKIaiViotGlH3f4/MPwC3+0mYOnN7Ch4VlwVwtwVyuKSkW5xJANTCtBQhgkhEGEJqE7qDIeCDxpLDPmIXB2MVtPOU48GnWFJwb0E00vFnkjbzjQ9ANNz1cEviTwFJ7yUCpwF41h7xbBL/3IKr/yxyn3PLuBs+0G/VQx7hsagSZKDaFnCBND4GUWqSnpcFEwuHN6ssey9Bu9Feek5Gjl8VIB+nLteXHOTUmzF7NciuC0+LkxttPoKw8c2H3tNft/Px20buAvkcb/lgHeXjlMHMev++wdd24WySI7Nwu0sSOFpTHOKTHoVKCNLBoNMsAbUwBcZ6wtimCy5JSUI/Y1zF0CeH4S5HAprnTugFKFLeY7HzjwLLhDB8hKEFGrDNgw0WGh2eOX/rDG7395I5EZZ2NDMVPVTFQNY3kK3/Zq1kI746Qa2nEVldBeKL434K7HfFLtW7Z0tTdCFt+jaB2TxKlCCp/br23zW5/ZQDv2GXcsXonsNKqMwX2lHIM7dhUGowWX7JR84D1NPnJXj//4oU2cX56kM+YxmSrGEk3VN4SxcX64jUFs36YouSlO2pUBLhyblxmlDPKcfExBRkNSpVR3bso5DJOVveRJu6zLqJznyFd2I2gvnuNzd3x+8+vf+JbXPXng+Gevunz3Xy/AVfI0Ev3jl+0+s7W5apMFHjbEGwKyFO7LOIlihAO9yzrqcuQtSlKk3FImXpC5y6ydlb/m7O3qvG0Sw51ET9u6b0/nYyZCPyHIwd2jWuly12OaP/36GH9810a0GGNjQ7Ch4mRJBWoV4UAtqYSKimPvSqDzlSD0Y7ygz52PTKBTn1CRgybXtUVNk01hpwolPV57XZf3fyKimwSWxWOTd7T3BtpqZ8/OhlGKnMHt8RFMjkt+4LUtqt55/vzrXe56fANzSZVuoBhPNDXfMbmCwDMuLjE5i2cXjpKilPxxsYPTgkPZzhLrZCyegX7U9SpYfDhJZ63hLCNdYvHMc9e5EuX8kubLjyxurW85/uNSyc/+tTL4sRPPcL7r/1C69Js3zIwdoaImGMReqalA5oBWZhjw2gjrlOgSyPOgMmNxUVz92PfWA/YQwDNgY1z07zJzyuRZuiFwK1uTEfgpQRAR+hGNao+g0uMjX/L4hd+f4cTKFL5fYVMVpkPNWEXb7GRox6RVKxbcVcfelcC4ANWuCNUwYrml6SYBylMEUucuxZAGp1jdkkQxiANCr8fEeJfmoE4/lnZqVGAIIlu7bq1NVQSHwm6mhasf0Vow0ZB8z6vavOIli/zi7w340BdnWI4b9EKfeixo+LYJIlQiB7kvXeKntPLlgbooHesSi4+SeZmIhs/jMIMX7D4sT4vXosToGdid45R4zM2vsOHxB2/4r+/53h9604mDv3vhBRf/zwN8ZeU8u6/ewm/+ygdvbi2fn3njSyLq1QFS6rzwRpsC4MOdNGKIyY1rQCjSv0XNw7AkKZW6DgHb5AfYsktpSJALvjxph9942d1LbUualxAEMYEXU60MCIMez51M+fN7qvzB5zdwdmWSetVnqmKYDAyNiqYWQt0VYFVCaVP5oaQSWO+8EtpANfQtezfqfb50j+LIsRrVLKGSuRMlhGTLbuoKlaLY49K98Iqr2/zZV6dpVz0aiR2eOYgMfU/j+bqw+aQsXThmKDGTpJIt4x3+zQ922Ls15s/uGefpExP0vSqd1KPuCerKEHrZHBhXhKbs8fREEcdkF6YUwzbsGiYvA9x9waxFMAd4GfwjtURrAK+LBozEFdmtRhKFZs/MkZlDz9198+988Id/d2FxjpkN37xu/C8EeNRb4cTjJ//RF7/8ke+/ZNs8lSCwY3J94SoFLcDTVKKMwBhNqoUNFjOwDxXvFJZg7pAw7JSQsfh64C6ztzBD4LazVOyj5wqLfC/B81ICP6IaRgTBgE484Dc+VuEDn93A3NIEsaoyXldMh4axwAZnZXBbxlauGEs49rbgrriqvUoYk6Yxz5wI6MYhU4Fb/mUGCjH03cqBZpIoxpTHZRdE/Kk3oB159AJBNXbaOdb4kXaFUhIlBULZKVzCnUKr7e0xT1LJWM3nJ7+7w/e9bo4PfrbF+z+xgeVug54X0vYVNU9QVRAqbYEubRyVfeYc5DnAzbB9OELjQ7FSmcHXMLkYeb0W7KkpciWxsc3OfQP9NOCO+9tcum/5+//9z59+aG5h5QP/UwzeXT1EdXxf7cDDf3jFRRvPBNONKmkKUmp8lThZYMtjPVVk6IYYvFSoQy5HMsYWpSu9KEYaoofSsliAu6gzz3W3yoYFWXDb4ZwJvpdQqUSE3oBmL+GhpwS/c8cEX35skqXuGJVKyEwA44GmERjqgaEaWlmSM3eobL1KKAkDK00qfgHywE+oVSLmVhLu+PoUAzwCrwTurLEo0+D5cmwr8+JUYYzPm29r8f7PdVlYrdFLBIPYWn1BDH6U5gkaTynrfLgJvNkxKi4c291Uqyo2T/X4ybf1uXrvWd5/xzhPHB5jqVOnr0L8QFHxJFUJgTK2ytKVFGcZzmGQl4BeLEiMnrJcXhoxzNwU9rAuAT57noE8cYBPjCDSEBlBZMBIxcFT03zwY0vB3OzdV/y/P/GO2v2PHO7e/JJ9fzWAnzx9DumtvD6KWz8h03n76yJBCltPrIwm1RKldT4izIJZlli6DOqy3i5AvoaxS8C2x9HYIGcU2EIjHHPLErjtPSEMIwI/YrWTcNdjkk98rc7nHppgodlAVSuM1RUTPowFNgirBYZqQF4XnoHbShNlpUlgCB2wwyBzY2JCf8CTRyWLvZDQkwTSJnhUaanPJPNQR3sqXAeMx1RVcN2FHT79wCTdxKefCCqxIYisf+95NthUA8ve9gIqOomL5d9V9xlBnHjUKj5veVmPV1y7zBceavPxr9W596lx5ts1Ii+gGyh8KQmkIJQQSKfNRWG5ZiwuhVhTr7ImAB1KypW+c+kizALLLN2vjWt6NoLEWGkSZc/d7wlhi+ROn19mkPZ/4pHHH7271+t//K/E4P1Oi7DWmLn77ru+Y/HcY9x6+SKh79mlSGQHU6JyMMucvU0uTaxUMTjJghjS3AwBfC0l5JVtWTCZATxLnkhji/elRklbyB/4Vi6EfsxCM+FLj3h89p4Gn7h/nOVWHRFUCBs+DU8w4VtgV31DNQN3IKiEwtaHB5KKbwfqVAJy9rYA19aN8RICP6YSDPjcAyHnVqpMN4Rd8nMXYp3ALJcohQ7fMOHxpps6fPIbsQV4LBj4ECZ2mpQfaWvtlcoQLKuWQE5BJKlrws7+/XplwPe9uscbb1rm0/d3uOOeGvc80WC+WSNRAb3As2PypMCXEk9YRvclruVQuPNQaPORUqDSuSw0+RDIM4BTsksdiJMSoPO5kdkdjQG6CZxPIw4fO0B8897veOWtr/r6ykp3YXKy9pcD+NmFeZQf7d443f3+rf5ZJscitI4wRpbYWLpH5Zp93XsZmLUsAdoBHko2YEmWjASV5bLXsiwRrhNFZqwt7TzDwE8IKzFJnHBmwfDMSY8/+PwE9z/T4Px8nTSs4DXsBk5jHtS9lJpv52pXXEePZegM3LYiz4Jb5AAPA0Poa8vcfkrg29qVA8cNz52oIKRPoChlHIULMguYrwGhS/gkqcelF/S5fE+bg2erdH1JLUktuBVEnnHBs5taJSWSLCkj7b9etuScZLRlAR5J4tOLfKrhgHfePuC1165y/zNtPvT5Os+erHJivkrSCUmqHgPPQwiJcnPZPSltTb2wnfm5dGFdpUL5lOa1K6xlbI3T3JmtiE31k7cfajCpfXQeaxQLvnTfKt/xuv73m2T+ff1ec+EvxeCHn7mbf/WrH2dmakrV/GNsH0+4LdVcfmFkr1jH1oWDoiyDG8fk7jlOf1M6oZRBTgHy0UMz5HNn7J0N6BQW2J6XolSCUAlzy3DXPR7Pnahy1/01zrcqnJyvgReiGj41T9FQhrpnqHoO1J6h4kMYCDdjvAB3GNg6kNCXhD4EQ+ydEvra2Y4J1eqAo7Nw4lwVJT0rT2R5aWdEK48EWHkrmMeerYaLtnQ4cGyKbs2yeOiBnxj82GVnlc4zkLZ+JHNpZH5MtRFD7laqXatZqogTnzAK2DAW8fdeNuDGS5rMdprceV/IwRMhX3q0ztxSiJE+sfRAKSIpwe20kaXyJaIozioDPU/ZWgCXQV4wunE+eUb3JUDjyk8zYLuiJavoUy7bm3D9xSledDdnDx9RcbzIJz7zNd767S//1gCuteZX//nLNz136NgH/tvvL4j3PrKJC7c32TYz4Ae/rcPFO2Jq1ZSd2yJ8LRFaOuaWbph8AfacwUvyhBzgLwDuPJgpWFtJg3ANs0alaKNZWIBDZxR/cneNxw6HnDxVpT0I6aYheAGy7lNRgpoHNaWpKAfqcjWhL+xrB+7QlZmGDuQ5c2f1K37qmNuCOwxiJDHNriQygU2FS22HX4phD7zMsCYrS8jawFJJnHoIo2jUI2BAL/bpe4JqYlwZrEvOKG2dlLz2RpZKAWQBqPLfSGUOcD9xY5Rjn8AP2DAesWVDzOU7BrSjLidON3nicMBHv1Lj4OmQpYWAxHgkSqGFyhu4bXrWXr1Fg7cYOZvZE1O8cpIjN8YpgVsXz5XWKJOyY3tCvZpyyc6IH3hTh60zmt2bfT5777z4yuM3fWBm4y23C9Ga+5YZfP/lrxLPPPfE3mNzSxcudldpxyFPHB/nySMR9zxeQ8mU3dtj3vKyPtdfPOAlV8Sk2roQE1UgZ3Bps5Y5mEUuT15wYRPatZtlXd+aQWJY6Rjw4dRZyVcfDmj1FZ+/v8rhkxU6aUBifFA+eAEqVARKUlWGWgZqZZ2CMAO3a1cLfAg92/QQBrY81bK3IAwgDAoZk4E8q2XJ3JOziykfv2uM+WaVyfFMsw6zd4nUhlk872+UDAY+G6YU3/mqPnc/3uVMs0Y3kNQSQRBDpAxeAl6Mk2YUWpzSKAhkUdrqkidFK5md0JukCt8rgO57Cb4f0/BirtmXcPWFA97+2h7Pn5R84f6Q1kBx98MVzpwJwJMsdT36sXKAlphsiXohe6WwVoqrnJIUQSOMYaKaUg80qdG85MqI6y8e8JaX9dm9PUEhqAeCNPUxCMLKPARzF+7Ysm/vFZe/Yr58PX1TgPe7naoUjQ/9+R2nao8enkJUwKQxRilaqQ9xwhNHQp58rsaWmYTtWxJ0qrn+kojvuK2PMXaq61TDsH9PTCV03yE/w5L1bzZwjAaCpw4pugOJ50kOHPf50y9XMEKy1PY5dTokMQrt+xjlge8jpYeUklAKKtKBWmqX0LA1GIFLU/t5Lyb5rPEC3JksyRoirCyx7K0JPcfeDhChP+CepxR3H6gjAkWostHFJfdkhNhyF6lUm5N1pg8GPrdd3ueWq9p89O4JuklIP4HQgyhxs2SyWhvnIFnJIEd0fsbkYjigdatF4rtxD6nCTz2SJCFKfDyV5C6UUglX7U64ev+AFM3pN3ZYbgmMEHzsrgpPH/PxPEFvoHj6kEc0UK7mZh2gl8GNrfMPQ4uPyUZqKxC14a0vH/CSSyJ0Ats3p2zeaCASaK3Qqd2FItV2Jsstl/gcPnusNj35+g+12v2rge63BPDTZ45y6vR8cGauSSP06A8EibEazI6pSjGkGE9ztmk4u2yXlkeeN7z/jtR+gcSwbUPKa64fMFHX6NwQfQFsOxRICasdyWfuq7DcUQhpJQ+pZ/++UlBRIO1rJWzUHyqoSEMoNYHzdf0SsH3lgO2ajX1fEHrCPrqul8BV7dk2NitNgsBYxg8cazvf23fyJEpinjkZ0OpUCBuSULoCq9zOLNcRFuc684Tz3IGWJFoRxT4bJiWXX9Aj9Hu2NiURhIkNNL3YlLpxtK3fzi+iLOQTucuVV/Hl5RNpXoueeJLUlyRpSqIUKslyCEmeS/BkilTWodq1KWHP1hQhNS/Z38EYW9C22hF85t6A1Z5w8w/FXxB52s80Udfc/pKIrRsMqdt/TCqLBWMkaeITdwrzQmvlLFA73asXhXhikfm548FKs7fun1sD8HZrhSRu/+Ajj35o6vnZAQNVIwX7l42wICstK0gNfmngTrb0BJqzK4YPfa4+bIoOo3oY4JmMkRJCAb7EZJovf7SRveeybqEwVnq4JEXgdjfwszS0MnkXT1YPbbtcRGk7FAvuTJoEfqbR7ewUO8tQu/ELqZtVbod1nlzUfPnhGqiAQDl7cCTAXGscl7N7wqWlpRuq45GkPq+9fsAffb7Ls/N12r5PNbGFUr4rksr+hsgtU10w+EhZgI2FMvdC2JngWucOjpcokmzDAZWiPGU3IZAW5HZLlJQo0gipUcIOXLIyUlMLNO98nUYo43IWJb0N7nX5y7uLUEMSK6K+dDMkBTrOYjW5rmNnXHLMANWwz4U7Vvkfd35+6u9/10/+4NLi6vumN0x8c4AvnbsPY6J3Bhwai+NxBqaCkNKN35UYpLNxMtBm9k0pcMg4ShkI4IVpuwRyp+VyRGTUhHTFPzYp7Uk71yQQBj/PvFlW87Pab1emmj33PfJulozFfU/g+1nPonK7RzhZElhwB74hcF0/gZ86zzu1dS1+jJQxz56QHD1fRSgvT5DkdSLlslP3VYfqMbIOprSoS0lSy+IXbB5wye4uB+cG9BKfnieopHaOo5eYvN5dOi0+3DAs3SkQpdVCFs0FXua/27vnaZJUOoBLvNQCXKrUPep8WxnpnKzc0ZIW1L2+LqxcB3JBVidjhs91TuTOUXMGBLkZkVmpwzZz/jNjj6vnx4R+h8eePz02/Y0D7wz94H3flMGNmccYE3zoYx+VH/1sQISPlMKCyH0+7f54mqfaZT7AsbwE5fRB+QuuB+zsP6KYIYjrhnfPs6yaL8ETtiAoK2TySgBXqgB5cRf55lWee8y66gNfOpAX4C7uRedPUGqSsMGYBXhsYu57vMrSShVvTBFkae7RFPc6334I5KbkpmhJf+AzNSl56dU97nx4QDup0ksVtaRYmbzUuIm15cSXHgo07ZEXuVlRNDzrPPBMtMBPZV55aQHu6l6kInGDgqTIHoscRNkIkEO5igzgRRa69M2Hzn95mtYQ8IectyzTXdQr2ayqBBTf++olIu85ecMN/yA4emo12ruzYPEhgCfJAOCXJxut6x86UkN4NepKEEiTh4U5I1CqJaBUJeg+fPH8m/B2KVGQgVll6WEHZCmMSzC4wCrr1hEFwJXMRiHYk29rwcUQwG3DsXCd5aMAF+sA28kTT+P7dl94K08SAi8m8CJmlzWPHq5iVOCyf+Xd4kYKk0aDzJyNyuOLRT77z6Qe1+2PmZ7u0lqs0U2q1JTAd1o8H2QqbNGbRCOEtI/5X5JDibWi/sOVVHi2ME4r+5gqe0+UtBJFGStR3GSy7DHbDS9rnSuXTWSsXRTHFSRXjjvXqNVyXiRLAg4V4q3NcmsjgQZXXNDna4d61xsd/bIR/MQLMvhTB04AbP6DTyxLEdXZUhNuqmmJlLN7Xkhj1qRks9/To19C5Fxd3EU2hcrVl7j3MlDnXTplsJd7LoUFdg501y3uu0J+L2dvG1Dali2Z360ep7APfU2YTYJy7O1nIPdTfD/B82KkjPjqYz73PtlAVDwCB/Dc/87vpfavNQxesHfhidukTLcX8NIr+rzy2i5/eGdElIZ0U0nFNRZ7bhMBmZW3ShCJZjSplMkVjXDJlaKZwHZeGbQnrCZXgtQTqNTOrlFao1KZg1tl4M4vZJ2XTMjSME8xIk+KC/2FKS9n8hLYhwFe/nl2pRj6gxBByKWbT8qoe3Tz6L+bA7zdblGvNy79yEc/cYGKJPs2QC/SRK6/Mq8nyDVS0cVRBvKQKBlh8bIfXAZ3Xt+dl8GW0sAiS3uXln4nVWxnSwH2YhxCNvujNAfEdZMX80EKcOdBpVd03Ofz/ErM7XsJvrIM3ksTfvsz00QixJOKIKtFL+VAiu9Ytu+GdXgG9KyWPrPx0tRDGp8f/fY2n/xKn5W0QjetUE3BTwVeCiqxfzPOpIqTC4JRIVBics+xuOeawz07rsH3hJtTYtvY0tS4bKlBKemcIY1UJXBLWfq7RVKuXNK8HtC/2W2tVCkwl/3c4BJYxk6ybffGaPXG0P75Hbe84i372+32oUajMQxwZTc6v0APTmzcPNml1XKHJrGTXosqwGJUWjnWJAP/WtIeAn8eVmQFO2Wg5xVrDANdZPMFS7MGh+5iiL3zNqxsBoiTJ54nHcizLvOSLHHA9ktz/ALfsrjvZ7tBWPb2w4hnj0nOLVVA+SgprP5eh7nz8EKsfzxMNh/GaXCd2q1Y7Ehiny1TMRft6PLQkRqxF9BNBBUlbLApLcil6/uUyUgGOE+UA8YxeV7wVO6RdX9facvcHqRSo1KR97am2d9Is5Fv0jJ3bomaYQYv1Y9nI5q/1Z1JCvlSqlkyDMmVbKeMKFa0uwFPH+6yub98y81a/5CQ6mfWMPhXv/E41WpVf+3xWX34RESa+Ehp8FW2O9jIVCnWPv/mqrvE3iVtmsmT4mCUSzMLcJeHaBYZPArJokTO4koVg23y7b8dwC2D803AXTQoj7K3p2xwGSUxf/C5OucXqogwkyflgZalLCbDq9YLNQFkjkrG4ForosRj64zgXW9qceC3G3SSkL4K6aW2NsXLvntCiUmFC+zsrBqcxLRxkyuCIws4i6pG65dbyeK58XqWPHQ+9tqW6GrKTSb5ucrHY5hhBi9p8dHz/xcDvByE2tfl0us0tcetXk249uJlJjaeob16jjSN8v8/B/i504fxPfWqXkfsW266Lf9cxkyIUmNCGdTmL4L0OgAfsrPK4B4uwyyDZAjgblu8ooewmD2oVGmKlSruKhvZpqSdjZIB3DNulESJuf2yY1KA3Hf7+VTDiENn4Cv314hFgJKKUBZgGwK3HGZxU2rMLLNReTxx3uWTSpLEQ2ufV988YOcnujx3qsrA823ix7lbKmHkojKl4+xA7mZwGFOyD00xeyZ18x9TDZ4b0OSlbn6hkkgHcCVwc1SKYDonotzJKWRJmckZ+lzfCshNTg2mrBBM+bjZY+kpTXWsQnOlxd13fwVhMzcFwNvLh2hM7ecD7//NsBGkbByTxKkDsABZGgtQALukldYjbzH60rju7OGOkCGZMsTgZfYWa5m8BGypit2KM/2dzSJUGXO7qbLeCLiD/G6dk4K9tUvoFOD2vRjlRTx5zGOuGYLy7QZProNfCtY0OJR98FG3rDwlV2cuSl7imu2g4LFpbMA1e3s8d3KATgO6KrSeeJZUKtmFNm1fDNIkA3kmV/KKz0wageeee06fK23nSnraSpKhQZ26tEqNAn0I3OQeebnsuWw0rG8fUnzOEVYfDjyL4DPRkma7zmLbA78T/vQP/RgPPnaYG6/dZwGeJF1M7+D3/daf3PfjTx3vEGCX/xca15V9oFGrZ62d717nB7v48tnvlQFQrt3INOwwsEXBkmWZkrG3LHS3csztK5mPbfPUCHP7pUff4Cm317tXPBapa9u03Omn/MHnJ1gahIhQ4QmBJ7UNeuXwxTk6/qx8nJxStsG6Lk6Ydpk6q8dtaet4zeNdb+jy6fv7dJIKsfLpScviRV1KOdAsBXcu8LRFItom6rLH8jQDlckWOy9FKwd26SSMMqSi2MAg1/2iYO5MohRBp1jns4xIlZyoi/cLWA2veEPkWs41IggCw/YN8+jaBT/+h984/HCn2/tIzuDHTpxkrB7UT5+d9VudiA11Ozlp9C+OOiQveBNrn442qw7pb/fls+L9UWkiJCg3N29YopTHj5VlSqa75VDSx/fdCLcM4PnzzArMJIl2YE/xXGLH9xL8MOLDnw15+JkayAChPCrKDAWXQo6uSPbLiRGED7koef32yE4KaZa+97nh0h7f96o2H7ijivYCejKgkie6SgF4GVhl4BgNxoI7C/VH2wi1cWwuwTNuiKrLKyhdBrcoNSVnDF5YukM6nCKeys//Gj1uWEuLI7cSo5uR9yEjsB7N/pyvxZm60H1ygB8/X6MSBqi0wq4Nyk4ZStf/my8oSdYBePl/H1qy3RtDY9fWlSil+RxD7J0xtxxmcNdxXg40RwdvDmnusiRRJc/bc363sragp2zj8uKy5sv3N1jsVCD08YQgEKYYD5H50VKsYfF1z1nO2uVgr2wZKlJtdwierEtefXOXT93bZ7YVEimPbiryJuH8uOS61wWbJdPQ5JocN5VMDlmVnimNuTbCsbcdtZeWAvzMxRqehFUknYoLbNhJGXZVhmMy+8Y3AdWapvTh7xb1Fa32ONObxtizQxDHygJ8bvYYYXXzrvnTn35z78LjnDghOL9QlIJ8i87OWnznV6xY82WGdKkYuVMaIVYa6Zt1r+QHNhuNPCJPCpnCMHt7Bm+Itct3y952jkp55IRjcJUQeBHH5wQHj1fABHntiZcFX6PBMWuTWdlpWddFKQ9Lyjd+EnkBlsbj0t0Ruzf3mV2uYlLL4kFalAdkmc0iXS5yqVBAI5MpOFYXJaBb9tYloHtuJJ9l70wWGtKRiyojHaGNW5mNvdApy5XRUddmCCN5Hnw9YjUlUBmKWM5dTErCahfuvPMMLxvsfvMPfvfrv3B29uRJb6HlMaaTix4+zJv//K7TnD0/g2cEtVAMt1v9ZQA+yuBr2Lv4YKPL+eiwmeIgFsydSxOJs65GAswRcNsRbmvB7eX71hSSxM8evawuOsX3IyDhnsfrHJytQmhrzwNZzD4ZbU8TpS/8QoevvBrmEmVIqqhcpkR9n32bIm69tssDB2uQBiTKo6clYbrWxSnrYMuMGaNbkFOy24ayqtJJFuUuQAdq7VYoXSKXIsssSjLFsbkUiJSc2fMLbggHZl0y/NZI1P4jmUSqBSmX7O5gxDGu3HP1m6H/3yfH9ElPClsiurhU55nnJ5lqSCqhcJOOhkH6TRn7hRgcUQB+PeZ2P8+Hr4vyhSVcSagoBZliiL2zwDPzwXNw57MJszavdVjbMXYmT7xMnmSjJ7wYT8WEYcRjJyR/9MUGgyiAWlmerAeszI9ezy0oMxKlQqhyhWGpOaHUlDxe9fi+23vc/UCXR48GGOXTFwE94YLNdIQtc2lQjuaKjEWhaXXuL2sl81Ulu3C1JGdvXZJiMj8/tmq6bPFm5xPhZBOFbCmwkK3uhbtS/qjfCtyFu7j6AurVKlfv3cDWqTppohDGw6sHCaEXs2XCcMl220ltjKE8qmsN65Q+wHrhwfBVuY48QQwx3SioCxYX+YEUOcDd0HZRyBGZBVqqCIqywfMZc+cAV1lnumN0N7swlyQqRXmp62xJCIKIKEn5wr01nj5ZBd9HCFWUxrodnHMHY/S7rQPyIXCb8liz8kxHWQo2rRYfDHwu2xXzupd2efZUjV4SoaVHTyuCtChlUCXWFEN/Osslm7XdY46xldEY6cAuJUYV1mHmrEgjkNr+rTS3DEUeYEohEHp4FRklt2FslFaXFwC2EOsUaJVAHsWSZsej1w+QkwHV6YR+z+B98c5P4HmK5aVVdm6u0OoYokQXe+PkqC4B/IWYW4w+F2vBPcpwpYDS6n4xEmSKQpqIMntTYm+GHnNwZ+OTSyD3SnPCPS91VqAeeiwY3GYuj5yDO+6pEceWvaW0FZaeGC6NzTZULn+vzCLKgbamaG09N+OFg81GRfHtL+vz8a/2OHjWsvhASnqpY3FtUBq7o3QmDVInD9LMP3HUpIY/h6ecN6/s55HOOlRSYKRVOloW9T9SOrALq71l6fyVwQ4F2EfNhSx0FOvIub8oQM8eM08/iiULK5LmQw9x5PizJHGK9/VHZtFa0AhTGp6iEto2qCTV+TDEUZtwDVu/IMBHr9JvBnJRSBSZReZl7V3sQKBUYRWWWTtrAvAkbj/IrLunALrnZROiCvfEz7tZkhzYnhfjq5jEJHzya1XuO1CFqgfCw5cCX5Q6d0YzmGu0+AudJTGU7DEjM9WHAs5UopVi0PO5+fIub35Fl+N/XGWgfXSq6AkfP7V2qsqYM82OceGslJm8fGIzza1U4Ysro3OwayOQ2gJdyoLVh0wAY59rYRDanUuGDYvR1W29zObQ8xc6dBQrYLYvZz+yu9dN1Fpsm2gxiMF71dUhnhIsNyPOzKZ4nq1HAEEqrLYyJd32rQC8vJ3fsP8tRkCQAXxkZwExwthlD7wEqqGCK2UbHYrnI3fPyhFvnbtSRVInkyaeSvC9mKOzgt//QgO8AISPkLIYbVbqvcxPdMZW3+RIlU8O2LW3nDov0velpI9j8VR76Njj+1/X5VN313l+1gfpEaeKnpS2yjBbVTAjbFkWlCW5kpcOmFK1qH0tjcA4O1ZKm9KXRljJIslBLV35S2bp5jUq4MBenOfyRNzcVSkds+JnL2QbimEnSgviBOLE7pr83PEqh85WwBi8+VX7x6JBgeBs6bEkY4ZLGFn/5K1J5GRXZ0mXFqAvNFleL51nLot9YsqsLctLoyoCO5XNAHRBpcra1bJNT/PnWUBpCtbOs5aZJLHsnWUujZfwia9WOXyyCp4FkiddcClKn0cUoJbl70dxX0M/2VOT1c6Xpu9mnviabh87HChOfPbt7PMdL+/wa39cIVYxRvj0U4kvshR7Bp6iRGKYve1zYwSo0g4NOXCsVJEGjNFWimTaWxqMtIxeTsblz3XpOMji2AwFvaNxynqr/0hCJQN8GY/ZFK9yBeJ43TA2npKmBi/0FNVqKJZiTT/SpKm9oq0f7Q6AWXtoysQkSp9sbUDJWt01AupcnmSAHmJxhgGuygxuhhhcZcPcy/pbmZK/rXN54qnC71YypRjaaVncDyOeOyX4vc83iN3MFSFtcJn737k15r6XLE5ccTWvywjFyaEoX11Pk2cSJatPSZX1xauB4gfe2OVz99Y4cMoHGdlGidTum5SzeAa21EmV8pk02L7ZNUyefQZ7fI2y9UhSS5QstpiRwiCcBi8HnoUjVgb7WlmKW1XWkyxlkhwl0tFqw6wfwVNQCe2M9HbbF1E8QH3iT/9gb6rF7z/06MFNrXZSNC+IYqaekPYu17kP23aFlady9nU/y1wPKd17MndFlMympQq35Z5Yq69VVu+dgbdkCXqFS5JlLNcDt3VLhguq7N3NEHcFVYEXoWTEBz5V4457xkm8ih0BJz2qylB14yh8ZUdSeK5zP2+PyzKppayqkjKvUVdeyfXJZVa2O0X2fXVpO5ZiRHTeRYNmajJmYVVwz1MhBgnCTp4SwjZor004ieEVWIjy5mllzhwpdDKsCY4Z2dqRovhpSIKNliXokdeUhrSWJhGXtzop7wJh1rnjLmbPg0oASsZccfXN1730ZW/4vHfu1FO1Z46c2H/X48vs3VRnom5bvIbqmcV6h6B0tQ2xOCUTvrjqylpLjjB39l4RfZeWu3LEXmLtYqOp0oZTspAoyjO2CMqBOtuffYi9vTSXKL4bdKNUjB/EnJwT/NlX6vS1b+WJUHYsRd4qN9xhlMmUIXtUFMcmez4kBYYYXeTJl3yTACdTyv2aWqlcqlR9xXe/qsuHv1Dn+KwHMsYIRU97qNJxt3GBCzoRiFG5MlTJJDDKoMosjnB6HJQp6XAJwhiMsFJGZwkeMxxrrQm+Wf/5MHuLIXyV4DUkWcr/RuAZJsdSNk+d5fzKof333Cdr3qbpOabGVhDCWoM5IEWho9avLSkCyfIfHtJXpQ+5vjQZrhoUJaCslSdmKLiUZXAPATzbc8aUwO0YXGk8mVUIansBqMTN/igCTK0SfuszYxw6ZTt2kB5SKAIBvrAd/uXRbKPNDcP6e30fYD12KxiqrL8zsJdlih1+kyQ++3f2+dFvb/OvPhDaQn9hL4AuApUHnNYiHI6i1mrynJkdoFX2GbHHPPucssTGUtoyEW2sJajde7qEHz0C8LImH7WQKR3DMr5GMViWvlk1I1g8GAxL7T6zrTbe1x6rcPp8jb2bKkzUFb5fSI0yAw/9sdHlrqy1KX/o0ushs1/kWdLhEtm1mnt070upsrnbZkh7lwGuSsmcYq8ebUGcPao0B7ZSCUomKJkS1mIeP+LxlQdr9FO3mb30rL9eWj2KNLUZumhHT96aJZDiWJY9aErAzkc8ZBrcaMvi+XsWxEliWfxVN/W48s4ejx/2oRGD9kjw6Qvb2jZURltiy/L6kTf2KpyrI3KwK/dzKY0LNh2bC8fmwoHeBZF2bskwsGXp/OtRFh9VAt808Fz7e0a4GCYSzK94rLZn2LGtxsV7Bd6mqRDvAh/R9Zhb9ml1jctkDgcF6waTQ1daAfgswZGD3Bn8Q0xXKisdqj/Jq9bMiDwxpXY144berM/gahTc5YAyf3TvucH5nmezlvPLmg/dMcazxwr2FsK6E74oJXeGamZGgqiRJXU9Dh+tsddDTF7sSFfUpcgh2zBNFYm0bW2X7h7wrm/rcOZDAfMdq8WNkAy0whcu+Ms/SxZollk8s4ILJle5Y5FlOHMFU6w6ObAd0B0p6SwAzbKpa8A+Sn7rM/oaYI8wevZ7WoAwgiiB+WU4cU5xab/Crp0VvHPLHU6eb/Ho8S7jQYgnrR4cTcIMX0li3SspB3rpQ8shsA8DuVxolQGm6BbJGNw4D7yQKcp1duedJirbXc3k8zwyEBf3MpsXjQwqS+woO1DzrkcC/uAzY3TiwM6SEB5SZE3FdoxGMXeQNTYYI2AfOjsFmooUudPAQ4GbwQZdQ0xeAnqq0DJFOxavVRP+wbd3eeCZkD+5KwDlpIoQ9LREpUWtfcHeowVYBczLM1uUKSSL1d0mvyCVdNJEZnaiQQvL9FqIHOTS/b3MadKQA3+YyUdk73ogF8NgH44TBWO1iGsuPs+u3RuZ2lDFe/5khcPHKjx7WHLpzoSpcc/OnpbZSN5v/scysA/53CPLT/b++jXfGcBL3fQlCTC045fCAqzE4sMyxQ3Gz1m8dC9ZgcO2YIInY/wg4uSK4WNfqrPUClzW0gcpbXBZrvvO5dToTmTk7DikUEb8VUNe3jzsRGSBHeXNu3BbwujCMjRFCl9qjyjymRlP+e7Xdrj38SqnVxTICIQkxhZj5VLKeeLrFWANLS8lr1lhcHa50+D237NWoZMHMmNuRnS4BXsuUY0rvBotacD+mznGss/6QgBfB2+eMkyOSXZvrbJ7d4XauI+3c6aCHFSJlqqMNXwCr9j7pVgKROn5KMBHr6L1QT6qt4olvjQLJU8alDR3/jxrkyqBWxSaO7PRPLkW3ENMLrPnSa6/PS9ByJSvPRLylcertq9Nei64lARiuGtGlT9rSXINnbBvmukpgF4G+eiOz+Xiq8xR0boMbo3SysqVSPGaawa87Louf/JlH51mUkUx0Mq5Pm6PnVS4inAHdjECcklJfzsmlxnDZ4B22URh8s8tBDaV72SMEJkuL45P5jRZ1VrUqgiBY/ZyAFnaImGEuVkH/FrD0qpHqz1NX04xs2kMb8sGgW8kSdsjMYpBVGzIWb6N6soX1ErrnfDSiS8DuAz2TI6UgV/svJv9rGh+zf1hVd4fswRyqYe0tj+SircjyVxwqWJOLsCnvlpjpRnkNSdIiSdwhVUml0llcI/aqS+U21mD8ZJDUfaNy4metY5K0bMptUQ561BJy+IT4ylvfUWXB56ocGzJpXyFQiPoC2nBTQGcTKSs7fyxsWYGaCWLFUbl4DZOpghrDzo2z9yUjJhMBlRtGyDciMG8hS0POGVRUjuKpwKDZak8DFCb0dSstAytTkwwrkmVwdu1tcVMY5k6i5w4P8Pcsm8nWem1tScvfDWtlSPrAltk2ot15UgO7Ox9aUoWYQHw4QRISXOXNoMtZEpaYu7suQsulS2qirTm1/9ojD+/uw6VEfaWxUCfYWllhhygbPnPyWUdoK9L5GVD3FAwpHFzTPRIjUppi/RUK5Qbgyy1Iu57vO2VfU7PN/nXv+XTTWOysdOJ9ukjUGXtiyEeOp9FRjNP7GTeuMwNFqSzEIVLKwrpnAwH9CwQLXS4O2bGyRZnLQ4RpSmzdwbgtfJ33eoUtwQmWrPYTDh4qkd1pgeVAd6BUwkriwNOHe2i05RUBzaQeIFldZTRiw80/Fy65xKgbKdRDs7MulJFSVP6ebnfMQM2pXl5pggi3ew8b0SOZLo7u5c75b0g4emDHp+5p0YqfcvcIhuuz1BTw1BpLOULWKzP4EPHcO0BzbvqKcuUEotrimq+coWhkUOuinRaPE1TlE548209Pvz5Pk88rzAywqV6iIVHTzuZksGnJFEymUQuR0rSxF18ShTXpBIWzcKAkcaBnJJVaHJAC3cBIMSQS7ceIebvlS8+MbrGjJAEtkd3ZkpRqUdcdVGXXdu7eEdOTnLq1CYOPbeV/TsDJhvGfanhNOxol8V6dk1xks3wCRfDIBY5wMvANkMWYVmWjDJ3tm23lTAW6F6mrXPAl5i7zN4l79tTMe2+4f2fqXP8XAUCD6SzBqUojUM2ee3JmrLY8uo1KtO+CUGY8pOcoV2RkxFuklghVda2s2XWoUJrbXdu0Iok9tm9ZcCPvLnNe97n00okiBi0xAhJhMx3R5NkbL5esCnyk2/B7CAvXbePyfS2ccxuAWzksPa2etyC3WQXS1Y1SsHU0v1sqFYlGzcBlOMEt3AUh88UBVzTYx5XzoxzxZ4xpjfU8F5/fZeFCwYcmLabjaap2/Ki1O29hr1HrrTcAlpPjwq78JWtwLIUySWLHNbdogRwlene0r40MndR9JCDYuVJ2fNOR0CdoGSMkgleJeGDf1znT7/UIPGcNBFWt+YtaeXCpZHPOQp2mZ8IcoSP+uJlhA+dJErMXSqfLYBsSlsDGjfQ3raa6VSSCoWUng0845Tvfl2X50/5/OofuT3Fje090/gMhLS13Fm0N+KoDA26lA7AMtPlOLfDXZDS/p9SOAbPgkt3DssyxThZUzB4MTclqylZj8lhJOAsH8bMnjSGQQStTsqTh+BYU7Fju4f3/OmUULS4dM8cCytbWVgJXOG4LVofncuM+0CMfIj1A8vhcWzDr9cGlJkPLoYCzGH3xA5iL4F8BNxlnT28d721CqW0AWYQxhw8pfjjO+sstX0IlQssPYR0Zadi/YH2QzJlRJIMnZwh03B9BjeZZ2iKxbdwVIpgLitI0to1BpeTP8LKFK01OlWkUjFTT/me13T47DeqPH9GQRiD20Ej1T49surCUQbPQI9jXPsZVOlzZ2yeAToDunZkkI36y1ZhI5ydOISBcpd9IfMor/K5U2Jyzhg9lPl89dQwiDSLTcPJxQ7X3tDlwp19vHZ7nMdPT5D2fW67NGa5aVuypJ0PY3VTGd+j2puS9VNi6+G7GXEbzLrB5QuxdvE6c070kFTxssq7vPxVF3LEbfXtuVS8J6000Wg+f1+Dw8dDW5IoCwZXgnx7lPLg/VG/e4iFhrTiC7D2yCpYBvsa/V3u9Fm3pU3anRq0REqZ75oshUKmHnGSsn9PzBtu7nLkz33S1OlCbfV4gkdf2LS70C7brB3IlcCUbDSVMTvk0kTlurtIDEmRXUOFgzLM6OVjVSa7ogBsOOHjfsfkBzYvax+SKdrYUdDasNqDl18z4KWXKiYbDbzXverq7uTj4tDjjx6+/PwiDGI3dbTMSEPsXehNmb83XNNbMPkIg2NeOLgs70ymSs+HNHdZg5fKRzOmllmiJy3kiQN1bguqBL+S8Mmvh/zqH46x3POt9naBZZGWz/ZnH03qjH6nDNijmUKxFsmjDD5qE5aXXQof3EgzNBjIaIEWo/XijsGlK8SKNVMVzbvf0eLYeZ9Pf1VC1YI7+9SxUDmTg7CozUCe+XilAi1jsFaI+17GsbzRDuhDgM5kSyZLCmLLiSH3yp0Oz4+fKa2EWcWpQWT1LtnKl9kqwtZOBb5k04SmHk4igj2HGhuu7qrjS7XlA8/PHep2xbuS2IAoph0NBYhrCqDKweA675fes6w7/Dwfaq9KAaQa8bmVKfztciFVKaD0chmiCwswDyg15UYGpWJ8P+b8kuBXPzrOPU/W7Tw3GYAKQHp4SlCVhrDU2FCefVLeNmV4NnkxJ3F0INF6Yy6yDpiiM2m9KkozclyLYLw81bV4PTKbEMPMREJiDPc/E9DujviaJT9FUl55xDCxDS07I41kZu0vmXV+lJUA5Bnb/EIWay52+z8Mvw/ryGUy9rfj+wJfsmHc45pLamxozL5z8ey9j3gbJny0wQTSbhUtpZ3CmtVaC8gr/4ZH467vnGQm/qjeLr+fM+HIiVKi0N/F/Gk9xNoFm48El5lTkv8sS+RY3S2lzVhGUvMHdzT4szvrhTQRCmSJvWUxsSrfRmUkoBy9Z+d/1FHJV77S62GfeZjB8x0MhiSKK5ktuSlrrENZ9HBKIdHSdv7IOOW7X9Pj6eM+//1Din4qSx9Q2KAzd/CHmTwvnXUQzbS2wjomilLxlfO2jTt/RgsnUxybOwbPGD1j77J9zHoSBidZMkyZQhbmVrS0FmG20cEgkqy2hInjEO/l1w5QStBq9jl1JqU/UHlXe+aOlD1qMQLe7MTJ8vzn9Zby0nD0cjZTjoK6NEy97H1n22YMB5glvzsLKmXZCix73zGIhK89HvChLzQYJJ5N6ggHcuzA9yy4VE6ilN2StbUna+e7fBNVspYMS/RmMtYqbTSg8yBToDE5kO0czWwMsq1RMVqipWtOFgah7S5oSeIR1jTvel2HR58OuetxO2/FZmcsKrXxGBhhtfh6csV9YpUFny6DaT+ycTIlA7i7TJyrkmll4/5klqLPLcTyMTSlKbQUgecQ3hA5XjLtn5VfVwLJIEl59IghPG2PpfeVx+1fNpEgNIbJ8cykH5EdYviDZUAf8sFHkzml6UprEzolYAszBPhh/1uPgD0LKO2GpGXmLoNbOmBL16njeQlzPcGv/uEYzxwNi92SpWfZ26Xli2E+JUuwBODhg732XgbwGiZfs2S/wHtr0vZmTbBZ3LP9L50WF8YB3VqHQnjE/ZTL98a8+x1NnjroM9sbZnEQpHj0JQgjEMZgZyUPg9wI56iIYvVRLm2fg1swFFjmwaagyFbm4C5jZp2BSTlpimGiBJcSdbrcQLaV+aYpwZbNCRNjhiQF76ZLt6OUotlcZnF+oTSKONumz0kVMczmUP4wZt3AUrAW2MMSZXQLjEya6Dw9L4YcFJ2zuJTrgDvPVpZYXFrvO0oNv/epBnc/UbWNlFnWUnrY3ZNxHTvk2xdmYyBGD66AITlSliW5712WLWUQjwjTsjQZsgrXrU0pgG7Z3AWeopAoWjiwC4WWGm3s3u4yMrzqqojvf0ubX/uYZJAVaOv8g5NqRT/71HItyJUo/UyTM7dyfnkOcFcKnbF6luQpt7KVE0E5WZoscB8O2DNmNxmrZ5akk1W2k8gQp4b5JYPypxDeNEmc4L369tczNjbG179xD4eOnmLT1Fje1Ou74TllSZEDe40WL782w6AQwxfI0DxpMZyWH97/ZRjYuSzJalDkCLhHUvLSuSYySHjimZBf+9AY/cht8+ASOkPOSckOXK8lbViHl2dwrwXzusT9QtplKCs3HHwNgTrv+LGMaB8FRpZ0eFZKKyQyVWih0UKRJopKoHn3O1t85bGQhw8oTCBcEkjkG0Ek64FcjvjjpQRQ9qUNItfgmbWfATmrLpQO6JKygzJMEpnbUrC9IwxTItBSwijLksrUEKQwUe9wy803cflVr6DXbeHFaUhqQlbaPistwfaNtjM5DGxNx6juHmbu4feHUvHrADuzA4dYfIi99TrPhzchLQqs0hLwM1lSPFcywRPWHjx2xuM/f2iMhW4AqgTuEnsX2ttQHiZfzl6ux9hQOgn5e2UtLtYFdGEL2iV+PVmSp/Ax2fx6axHKkjQZSuFLjNSuKbioU0mFRkiFSDQztYR/+a4m73mv4uh5ASIZFllSkGjJAOelSDNkHRrtSjnce3kRVq7BC8kiZSG7XEGiTR7m/nbZGiyRSel6Ghq5nL3ncKe1vf60tiQQeJqJhsfMVJWxegVfxXgTdUm9Irlwq8fsHo+pcU0t1HieyZeN8jnKzl9xLofZOrsA5LoAH14NhnbKHQkwRUlv506K093Z3um5TCk7JypzTVK8MGG1C//2/eN86u4aiV/W3ZnvLSy4y67JUGDJ2q0O3Xcfer9krYnyL35T6h5O1+fJh/UAD6xJ4w8xupUnqZb25AuDELZuXAiDTu3GJZ7UvOUVfTpxk5/8T4rVrtNmWTG2FiA9EiPp67IkyYBbqgNHuPJZl93MAK1dXUrJEx+qTREFRrL0fc7gawg0I5EXyGYaiCQM4pRUG546DBee9Ni2W9FqKTzfgzAIn58aF5++8uKxN+tkGaWyfQgFOrXNrsW/WvBOkbXLHBJRkipmje4W0o3ykiNBpdsG2nrBOt9/UYnS1tFyHXArjRJFQGmbh1OUsGWwRmo+cU+NOx+skmRDVoRtBAD1Auw9LEXKvZej5bGjiS/K72XQHhXh60iTDOhDfvBoEiizC03WMeOALQsGF3liyL3W0koUKW0duZGI1CPQhtfd0OMtt4V8+HMSnborW8f2i2ow+CRSMCiB3LjALm+107ZwSmlLdHnVQcbk0jrtbhx5Du41OtwMuySZpVxm7PWOod120WYwjREsNWO2bJqk1TWfDsPw+aXlJt7Uhm0sn/3zkzu3VT49GYg3d1fPE6d1mu2Qds8nijxXk1JsADvM3sU+LFkGyu6uVQL2UMXgcGA5xOBDGjwLNEsAl6XMpSyBW6VIVehuz0vQaD5+V5Vf+N1xzjfd3oHCtaEJ55w4cPvlSbG5DjfD8ixjbVFaLocOxhqFMlyDUnq6JgFiRn6WafAhFi/mkWSltFoMT6MVQtoGYF0c16w4KxUKgd3EJI41W8cSfvaHm3QjySe+VifRpehBWqQa7RE7WxJsY0MuqRyIVfZcCpQeDjStbCmV0I4w+BCjm5IKyGzFPGXP0O4m2TFLNUSxoTUQLHUly52EV26ZJqL66d/54y+f/MfveoPbZS3tI4EoXeZDdzbZPpNwy2UN+tE4sWPd8kkoy5RyWnV08yH7gTXljYmGdsXNLUByrT1sE1ovdzjQLNwTKUpBpUgK/R2knFqQfPiOOoePhVDL9HbJ9xbOFhRmTTJntKBqvfLYwl0p71pQoHi0FkWMIns9oK/D2MXrUbswS9/b7bS1sODP2Vzb+d4i88WFDThTIxHaI44NF+1OeOe3t3n4yYDjC9JKlQyh2n5Joz0SKeg7711ol/xxzcc5qzswW6lick2OKMBq8kTPMLhzRi9nz80wtkYpPGvMSLSgNTDcdv0cY7U2Z5rbSKVGK7tXpgfw5Ik9NOqVzsc+eyb+8y/1/Qs2eTQCwdSYVyqFXEtG2d8d1du5TJEFmNf63+UA0z63lYRlQFv5IlWZzcvg1qXKwaLWZK4l+O8fGeOLD1Vt/YUsA9tJEwmhdFlLMTypanQ78eICHrmXDsgwc69l7W92yzObziosp7qHgM46dqFj8IzZy2yu0+xcOH0urB5PsaPf0q7mjS8ZcOT7WvzS/xDMd0sfWkKxj6wFuX2dFWJZFGbFVllRmgGULsCcBZsy+/yAMGYI3ENOiimObZnd19ugSgiohnD1Rsn33Fpl5+aE+sYw3rB1upOmXf6p+xq0B3Vuuvbaj/gJ733N1Ru4ZneV1Vad3kBBOelTvuf9kMOJmcy/VqWKvyHZoYoiqXI57JCuLssStTaQLMBtJYqUTqKohFhpfvfjdX7jTxtEZrjGO0vJg53d52Nyz7s8i2VoHMRIYifn6Uwjjgafo6AW6+M8DypHl94SqPNmiFGgl9L1a6sNrd4e7uWUpcIs5bxxO/7NE4If/+4OP/jWNhWdgk7AZI8J6BRMitGG2EBfw0ALIg2xESTG7pBs76Xn7uJLDfl7OnvMPxul/7foBc7uqSm9NzrT0AWn1QAmqopHn5nm8ef3c/p05b3jk9d+ZHLaLxj8La+5ii9/7ncQQg3aKx7xoIuUdjClkkUEWz5hQ1tGjwaT5bQ8RcayzNxFcVD54tDDjyVZYi+cLKDUpWylaxwWCcLXPP5cwMfvrhElbjJmqQWtzN7WORmZMbhGew8vp6PsLddZ0obG1X0LJD5UmJQDXpDVflh2LnR4bhvmjwWTS5f0sYN23KiGTMJoiYDcXRHCs9o81Xhhwne+qsvdD4U89Gw1rwPPZEr+IbWyTI6TJlkGUxZWphJrJQslNs+Cy0y25FWmplyzUpYpJVYfcfSMNgxiwfnFlNNzKUfmxrheTw9+/Td/HyFuLAAOcN0Nr8TzfL74lUV0fISdm6p0+yFxonKmANbIkFyiZCwm9XCAWZIg5YDSOhR6xAsvdLdSmVxx7knmcWcsLgs7UMoUFaY8dtjnPb86wSPPhQ7cjrFlBnSbzi1rb1Vi7yH3hGGw56RdAjmZvVVm6hG58hci2y3dZD2ROVuXipzK72XBpqtNsZ3s5I6JcB64NgapTV5WK3Pf3OpyK1WURc3AcP0lMb/07lX++a8IHj9UsXocikxndjU7kGf6OyiBuazLpTu2VqLYz5vVjGd2Ylb+mo91c0GquyaKxCJrCcP+HegNDO0INm/qsnlr4/CuPVd8JYp6+bHNAR7WthOGAQdPTnDn12J+9l1QDXy7dQblk5wBu7ScU9bgI4xden8tmB2IR5yTcnBZMPhaWZLrbj8l0oIPfqrO/U9U0b6yX01kwF4nqVPq1FHrOifZBV1i8PK8mOxnpcehZe5bAPdQkDnynim/P2ITyhzspYCTYoOoHPjCBZtOgwsyf9wgtEQIhTAaYRQyNtxy9YAfenOHn/pVnygRNjhB5Nvcl0GeCkGUJXwcsNFFNlO5A2PKF4BwSR9dclQoUi3SDO8AYSiSqGYdFtcaBomg3oj4sbcu0ajvlbe98hoZDdYBuCcipKz87rX7xl++cG7TLb1Bzw5xTOWaZE3GUkUZrFnzO2VbsCxHRG4VlhM7ugB7/rpkC4qS/i6BW0q7I1oK/NafN/j4XTUirxRUDkkTyypFM0NJe2d3CjCv2z2ftXiVLoA8F/DCecu/GOsZuEfAvKaUFqx9l8sVC2ph3P45GZs7aWMLpyTCsb4w0s4nca6Kfe4hgBSDFxve9uoez5/y+K0/a5CkomjEHAU5ilQLBi67alwjhCYLJo0Ds52RosywR54ZF6PBpsR+HyFNUSngjmsG8uw8eQqqgZ3TfnZ+Gzsql89LwYk01fnxzQEeVCc4fPCBQ/v27T59+uRTnDjTZsOkpFFNCfy00M6M+Nq59i6AXU7yWJBrZPn9ITCXtfeo7tYlyTIKbuuYRBre/8k6v/DBMeZWA9edo9YGl04P2qROUTGYdcpnIC5kynp17yNbk4w6KUOB51/ctpYhvOyFZ+Aogz9rFCjAb0puiihp9eK9zD40QttS2uz8uASQEBqBcufUPpIatk4l/OwPtTAGfueTDQYpLwByA3hoLRgIN8NF2DEbmUduhNshwk33MSUZphHOfnZzVUwBciFwFyzk/b/ueLu8kT2XSjBRF4zXK5xf3MB1N15w4pHHHnv25huuWwtwgMbkXoDZUyt79NL5A/KaUFKvprnbsV4q3mYeh0E9rLVHNbjV3mWAiyFZMsziUqZu4GXhe8uskcEz/NkXa/yH3xlnvunbS3kNc9vAsmBvM2IJFqtR3tgBQ+AenjuYvV/WKn955l4X62VXJXdQStubOIzJTKpkyaAswWIoCrAwJRYXObBt8genw612z6xEgSKJDJsnUn7uH7ZYbEr++Av14Yh6HSY3SOKsFkXa2nXPgdgGnm62oSwC4yLYFEjtLgqKP5UBXrp/T5YOS1nb1SuCy/d6vP7VW/Weiy+YHT2mQwCXMsQY81NTY/Imut6NE/WYmYkBUmrixLKCPaEjQWJWjMQ6oC6l56XQazKYoszaJWkyHGBaG1AKF1iKFBVoDs96/PldNeaXfKiWrUBZBJhCFhlLUWpkGNLehUT5i8pi5TCu1wK//ENeAPjfgr2y1hq0QZXVo8MypWwTipJk0aKQLkbbWCoVmaOeSU8rYYRRtg7cGNLIsHkq5W2v7vLQ4wFHZoULOlPW1eTuX0zczzJXpfwz6VwW6eSJKn9H4ca/jUiW7IKS0g0Ncv9kaqAbCToDQegbml3JcjN4+NKK/1Oj24HL2+SgVAAAMqtJREFU8otNG8c5fPCR6Port+uXXKrZtnGBM0vLxLqD7xUbw+aMl3nYonA+5IgvroQp1Y9k3Tl6KGkzXPY6DHSZSZOMvUWKCjVHZz3+7W+N8+dfr0KlDOhs/EMG9pI0cfUuOYMPfZe1QC7r8Py/I7+XS5GShVI4K6JwWkroH/VzR1P1QyWzZWlC4WYNta9RTgKN7nVTKrPN77LU9laekqVc87JH2he87WV9/vWPNdmzOYIotb64KfnkOi58c2PnyscaBiWvPNIQ5x65yP3yJHue+d3GbdVihr3wwgMvjm0UC0SQsHlLm5MrdrOwnt6mv37PI5Hyx16YwQGuuvpa0qT94QP6rsv/+HNm7PGDAa+51ufmy32UFPhKI7ySGyK/mRwZDiqHgk0H5EKejDJ5prn1sDQJNMfmPP6/947zsS/XSzZgVkA1EljCyPD69W3BF/S7y7q67KyMMHEp5hwi6vKzb0ba5WKrIbRTBvc6Y95wDK6zdH0xEctmNF0rmihkCmSVhq5+yIDQ2Sd1Lpk2CBHzztd18RX87PsmODYXgJ8Wn89lOnHFVjbuscDN5IqfXbSuDkYZkctBRVHzrnP2LtWVO72SOyousJz0BTddrXnNDR0eeDbixPyW1v6LL/3weKOx5rjK0TfGxqdodc79jzR4xfLBIxvYUNtAszXN+cUKUSLzfjuZd7vrUmayXMJaZnE9HDyO/G6mtdfeR8AdWnD/7PvG+bM7a2iZVQgWjcMF2O2R8cRon+WoYzIys4X1kzqjrL2m2Cq/AP7n1Pi60iSTJBRZTIbYOtuK0P1cM8LY6zO7MbLY+yefPa7yjGeaKtCC73ptj5//p012b8qYPC0xeTnrGbvMp13tI20zn5bFBYmGxOCyn/Z1qovX2Xv2Pvw72crlK9g6LRgPxlhc3M6VO6b4ge+8ZXlpZf5/zMxMrTme3noHeXz8crZsOh+9/JoH6ffaTE9IfJWQ7arg5QMtC/YdZe9Rd8UGluXf0Yz63iKvENSO4UsVgr7m6FnFv3zfOJ+8u0YylMAZZW65jmvitDcjKfmSDMkSU2WwW8ZeO0ZhKPlT/lnZQvxLAds1OZRel1vYytVYZdclb4oozTQUlBuTi+KrjM2NkGidsbW1MISRlkm1IbNNLL8mKJHy9td08ZXhPe+b4Pj5YC1yMjYH9/9LDJKkdOFa3yYLQF2rmyOYLGmaB86ZjeiSYAIXpBpDlBhOzRpaXZ/JiWn+//a+NMyO4jz3rertbHNmXzWjGUkz2tCGFsQOQkDA4IAvBCf3msd+7o3tm8VLrpM4ieMsjoMXnMQGbD/YAQdjbOIFGxsDxmAExkIgEAgkJCOhbSTNjEazz1m7u+r+qKru6j5ntIBA2Ek9z5k+p7c5p/utr9/v/b766oZz+8qtrW1VryuttjKbTRXcUu7GBQvm5etqGJrrfWTTHpKOB8fy5LR7ao6bsNB8mLvNY9baF7QjoCG+Npg4Cm4iwR0ddsYAC/jWz9N48IkUPK4st+ZU0qhqEk+FjWQLojIsH7fi1ZKrUM2qz4TYEwR5BKyxz4pb6+/jFIXF+Lni4gwI5p4MXkwb+aMGLMsR+VxWxhLbDDliyBDvfQMW4bj6ogLec1lekGoWs+TKmqv3PKzB7YlgKUpc5K/o1jzIZ5F5KZ7k7K7Kd/GBsk9Q8oGSBxRcYDrPMTrhYni0gI7OOfmp6dyNTiJZqHZ9q1rwTU8/yS07s6exPvkab/OW1tV4yCQ9JBwXlinzr2OWGtDUh4gljykmhGlpssqq+0KXDYI5LFRLDAZmEjz4VALfeTiFgm+IFMCIDDgDuKtRk4jWXQn4agCueMWkEj3Io3Px44klVTm34IBh/j3XaUo48zSv+iIyF1woKYzzQCJkGg9nXEUyowEgSiG3cWVLoay57zKkbIY/uCKHF1418fDTKfgGQo1cF+qDz1Ir4RSMELhUOo0EsKTer0bEBTNcc5W/JK6rRwDqi6Gjrg+UPYKyx1EoMxRdCmomXmO+u+fJJ5/k1a5xVYADQFvyoSNNifr3z67PPu0VdpNk0gMhEDXu4jcJALgqpigjnXGAIwS0oCx+4Gwqyx1xLiW4fRN4eFMCf/OlWuzc54hyUxEqEge7AKtIg+XRiCWiIK5ayAcxcMest0J3pWWvAuXjWXE9eUhG+qLXNCaLaxHNSkczxteVs8lU3e4whK/qqRCVNw4iqQpE1JOJ38V08Z1woOxh8RwXN31kEpwTPLIpKSiIoQFcURWuiqDI6lGg4EwAVp3S5DLNVgI9vP5aPZXg98taXT6DQQCHMqxq6eLPvpp7/31P/urIn96wrOolrgrwc869CG7u1zBTdf6hPU/ip8++iIJLsX5lAR0NJlzPlI83VQFVLIOHaaAlV+rdAf8O6IkEt3yvwE0pg2cSPLQxgb+7LYttex2RwB1PfQ34N42oJiaqWG+NewcJYjqIZwBuROtG9H0EzwEv17bMBPJ4ZpxaxpKwlNZdkTarjCXRPqs7IHM/VBifSEvOQWTRHy6tOhU+B5ecXGYdgkJacRlXpWJgL6EASh6W9ZTx6Q9PglLg4Y0JeAQIahYCMgplxHprePV8CArFZN8weDjXpiieLw7zEcqGPufgvovupmlcujKPkTGCKy+7CuvOO88fGx/HmqU9Jw5wAKB2M4D6fdv2Ju760VPz3vdq/wRaG/rR1zUNt+yg5JrBhKSMEekUkRDgwWNGWOkKy01CvZvEwG1QBmaLi/eJL2Wxbd+xwB06lYSIJCo77lhW0JNqEmGVNFkdzNUsttYpjtlO0umMa+NQ4XsOhIMiSBWKIsFBpG4chO2lk2wI3k04wDnTNHGh6xGmRiYI0IulRKJ017gE+Yp5Zdz0kQlwzvHQxhSYhahHxxC9gELoQzj7D4EHETqiEOVXiLyYnIv1vvxNYB7geTC8IlbNG8eHrqYYz7ci3cLu6ums3VeXnvkCGzNt+NQ/fQ7rL70yn0430o46492L2w9hzaJJlL0CCPGRdAIsQ9msqJ4cS6aqEo5XltuIgRsWwU82JvGJW7LYvs8Oa3crrZvGhqCpXBM5SseWmrepF7bUgjzxYqGRuTmpxs8pCdaFAyBIZCn2lzPTyZJ3KutQzFYni0PGjosEk2jYoSrm/dFfwdA/ErvWOqXS05jDz/Ha7bq0WZmGEOu42nkA8XvAOFqbfCxd6OPggIFd+43qXjdR4ObRlVx13JCyMCKWnmQ6grC7gF9CfWoazbUFjOczGD7SgFmzzkFPd9+nhg7t3dLd0zcjwCmO0ZYubMLaNct/tmKBcctFayx867EUfu8vunDPowkYTimoRUJIaKEruPcMyVN6ZJLo4LaBH29M4BNfrMX2fbaoCopjWW5JTWhcEtSzBbnmTEYtdVBMWN3wWEeN3KcYsMKuHdkrjGJG1oatwq/ULDaPbIivIxXWPSwSpJeWiGregTaOMDErMqlVEO0Mo5rRkUDqSU3BOQ3fl4ClPWXc9NEJXH1eEcSVw3I4m0FZiassPKBeDGFUM5RFfYC7sMpFvO/yUXzv5hFcd9EUdh/JYvdh85Y5vSt+VuLV5UHVzGNtrG/uxdjwzvyiJedtu/2e0fLjm117MGfioefKuP7iPJpqfHi+GTgEemHdkHOzkJJEHEkGAk3vNhi4SfDgxgT+9pYstu+3NIcyBvIA3GEarKm94rxbVarSrVUAck33DuqcxJ3NGF0Jf2Pss7bPSbIS7ahwOo9ACtcCP4quBLSEhDw90MFjyoqedaiojaAtqiqW4OIK/CSgLhARTcq0z5BqiyEUj7KPJbNd/POHJ+EzjoefToJF1BXZC4U8Ev+pCK58xQWTP9xjaGku4dJVHpqMFly+3MY5y2eVu+ZeuO3FbbvyZy6ff8wrekwLDgB2og5W+oqvp5zWu66/sA0fubaAD141ifosl+PuaMDB1SiUysBOzImMc26DgZnAT59O4K++mMW2vXZMLaliuWEE6KNE1RUUSTyVyokC9QzWOwZkAV6NY+vbY/vFw/hx//JYQOdVPkc0cO0xrh7r0VxxzaLrgJb+UEUUk0UjnoqDK0083I+G06XIMZ6BdediTCcP8lYMMGnJP/vRKVx5ThGGzwBf18m96lYc+kDLeF+XwKfA6ISBr/00gy9+twHP7exDY23HXQ/8++Vfb26qO67JMI+3Q7qmDUcG9sAwzE2/2ND/rsnx3U07DqTQ2eJhSbeYK91nBsCh1UMJ1ZJ4KqzuUBLiw7AAlxL87OkEPnmr5NxVwU1iljsarTSg1Tap4lhWcFZo/DTGO6OcNqQvEfy+PhN9bJRX0cR1dSUI/ASKipYmy7U8cgYwqc7JTNSq1pxJTZ1olAaMgqjyb0zWWZHrVd4JIRwMMolbyYIlH0t7yvj0hyYBAD/bmITnA7Ck9QaCUflRIKs/Yr26hwDggcJ3TZwxr4zeWRz7D5fQ1ZE62tC+ZtO1H3gAne0tbxzgANDSPhff/uHP72Tmkus3bB2+8ulto8imOea1UhRLCXAuHDVABIHUHaKBauJrPDwEN7WBw6MGHn/Bwee+XoOX99gnoJaEWYLVAjrRyKSueVcObKiw3nHeHeHaUd4dcdhi2yMe2wn0h4Bzysc2V8EemSIaKiMCqVzfj6uhYFrqrLZdDAYm4IaKfFKQgP+ScLSPegpTBXyBZiLTbANwS8lQLyuhg3xFbxk3fWQS2TTHhi02BkctcEv7sQyhhBheOeHfQJTRS8j5kRgHppmFVQuBG9clcGC4ActXnrGZYMedsxdecSLQPTGAA8BZS+fB89zbRvbXrKizR9q7m7I4POyAcQLH8mDbrgjaQAErasHjlps6wN5BE5/8ahZPPuvg4Kg5M7ihXqFTSRSooQV0UFl+LVJbMGK9q0iCgRUnlcAmRHsf3px4p9AVJURXxxAdBTeP7R84nwQRx7OCjnCu0ZRo7UIiObqI08QHL4cDmAkXDig4BeG+ZsnFIGUq52zilIfgj4NbLYvCkn/uY+PY8EwCf/fVGpG7YsdArhwh1WtkBzeIKN2eNhkSJuAlCQ4cbsBDmyw0NbYPUHvhbaZl4UTbCQO8t3cuDvS/+siVV185tPGXP27fvX8ExYKBproy6rMFmKYvwaFp3ESlxIZSICE+DBvYM2jiL2/J4v7HU/B8KV7PZLkRt+LiWtoQuSYC2FoKLKTFVkDWh6WpdeAV4A6cT+3660Cv4ORVAHzCzCUIy1eu4oidSwFXfhl9SJse6VQBR851jZyHI30CKx7SEuFwQswjLy085UxSE1F/jYAEIX3loFaCmwSfadlHV72P3/+dPByL4+O3ZLFvyAbiuOQUID6CElgSjjblSNscDWmOhqyB9sYUXKsNq8+7Yqjg4ZH53V2nHuAA0NXZ5/vlwffmlvTe/+VvHOnJFxzYJlCTKkFUpgrnxVE5JUGUUoHbAfYMmfjEV2RWIDEk5yaY0XLTGLiJNjoHlby7cna3KGCrlWKLU4xqvFvsUw3Cx3InXx9ZjziP8U4gHUwSGdGDoBNEVBYFYpn3HbXiVAR8oDIRJfAZlRabycQtWXZC5oxTyoKIZxTkISfnJVGh+F3rCvB8gk/clsW+IUuz5ETKiAikDs4IysSAxwlMCtSkKPo6TcxqKyPRtmifkWx7b9/cRv/4Vy9sx1VR9MamN3DTWf7Sxpfc681kZ3k67wIESCU81KbzqE3nkXBKMAwvzAokWt3AhLDcf3NbFvc+koIHA8GUY9UsN1WKSRgJUYpJJFqpAjoIARyqJ5VRSwCVnJuEACZxYFfj5toO+pPhRKL0M6Na4+MaoHXA67kn6r8En1X9Gq4fQ7RtodrF9A4AbQ5OFtPQmZQMdUVF6uGc6bq5VFR4WD2LeQQm4/iDy/K46UMT6Gkri+E+TNPJg5xyF3ALKBeKGMkzTJfFxbQMH8sWtpeXd09dv3Ru00vfvP95fgJXMmgnZcGNmnV48NFNSCQyAw3ZvVtGB/JnN9UOgpNJ7DhYAKVlzJ/loSZliBK/kEEc04fLgE1bHfz7D9P4z0dTkHMJIhycEEt5VSIeCeeTIQjZuBEBt54KGyvgU8Ua63MJHSvZCsEyPDgiD+qgfgOqSuSOBcX4YkEfnYvHtXDllPKY5SaKosTGcEKz+gyBc6lkXsa5rK8SzkVCCYl0iECOVMlbMS5OVA0I3wcFx7vXF1B2Ce74YQrP7Eyg7GsXjxDAZ6hPF7FgVhmMJDA8WYPDYxYW83pkm5ZvWbSge2Do4Ca899rVJ3VtX9dtObT/ZVh25uLhgc2Pb3z2Pjy1neOZVzIouAxf+chBXHqmB9fnMA0XpuXC5RzfeCCFT9+ZxcCYCR4MDNYlPxoFd2wbkZQknEdHzF9pkTDUHlSqCgrYVwvPhx2g6tyUMuQfXa+F5VX4PrKeBO8NGaqPvhdzZurHqAeXQaP/X6UVUCJS3vXqu/pnNc9oxVTnWn3Iylnqqk8PQ7T3FaXzYkMKI7VrItJvNN6hfDGD+iDwQQ0GEODwhIl/uqMG//FAGmVmAaaYp5R4Bi5dPYFb/6SAQsnGr3YSbNiSwSXnXoP1569cNzE1veGsVUtPGqsnZcFVa2trA7WbXt2177Uf/HxLz3WvvDqOrnoHqRQB911MF8ZhWXmYtg8Gjq/9KIN/vqMGR8bNWC43iQIc1cGtOnkYreRBZSq9VHO8preuoABRrh1RU4IliVAWaMeCqGeIMtgkys31feMWpMp6TRU89kb9kaFLhAizCYPD9AxDhJY8GOWjO55QDqeczzKIYkJq3Exq39qSk3DEDYjYj0nDTRkoQktOuCib7TNB+7gvUjE6Gz186gMTsAyO2+/LwiubQNKA6STBfAMv7TKQSVo4c/YEFnc3ItlU94Omlp5XE8mx1wPVmZOtjtU+9embQWtXTe0+bP+qq57NnVVbXtjewLF6gYGuVo6aVAmpRAEDoz6+9uM0/uXuWgxNyBJENMazjzFwQVdMgglaSRiKNyTQVR08feoRZYUDTk51axhPqqpiqYlKfAotdpBMRRBLqAq5ezyxisiaLPr2OC2qWn887gRXOQZQlyhM6aXa52Cfak518D5K16DWocoxqOKjyD9h16/WxcWLcwLuAzUpjpULyyCE48ARA5OFJDIJB/WmgVzOwnTexmSxCXW13T+66Nz0h8vjLx1u61r11gEcADb87Du449ZPTC1fOr+vmB+5xCZH0dPhobUhh5b6CWzbV8Zf3lKLbz1Si7G8LWcVVsA1K4EOHdSa5ZbgDqiJrGViEp1q8ADUuqISUBMN+HGHM8gWJOGokjg9UftFwakBNtimvadxUB8D4DOAuDr4SUWHiWr7JAZk9TkcJVMB7ojvwSu2q04SOiEayLVHXAByAuHU6uCW+SaciylT0gmCc5a5WLaghN37DBwYTiFpGTC4D8/1Mbt7Hs4694p7jozW/bRz7gWvF6avj6Ko1tjUirq62n9dtLB37lTjwPuaMrtJS+MEth8o4a9vb8JTL9eBmQSwZS5CkFgjUQVNIdGCODq4qyVOVaSbqhdQaQFJeImPaQmh3+XgnumLqBWLbY8rLyfbIpRDF8RJKBeKf8K1z9AinWEJBiUtMq5JiYpakGjOeESZIZpDSkLKQqSMCISOKJfaNWcAKAWT3iWR0U9VJo7L9F5KVHSHgRADzKMwCMUlyxiSHxjFx2+neOVgExgz0N7WzDu75v5HT0/Pv05OTb4RiL7xjIpdOzeDMeo01I4+nhv66jnff2Ia332yFTv21sKyKKbKgFsqAHAlAvWEKVJlGSJF5ZkEdU2o5kiSMLgTHXPJIxQltN68inXWc7JJlW3CUgV0RzqYBgmtOlUURuZ+GwGtIdBzxSMOafzJor03dCoVrNfz1ZVDqO8XzloXOpVqfZX5j7R941PHhA5nvPJBdN9wiGE0ah0k2IkkF0RGdmnHgBuYLqRRKDpIOC529hfxnQ0mntjc5n3wPdfes/aMlg+6HitdeMHZbwifb8iCA0DfwjUYHCmWPFZ6Yu/482c+vPmlxP4D9VjUypCwOA7nfOTzBUwUOHKeg3CQQij/VXh0ErCROeNJYO+1QcLh54hjWWG9Z+ChwfpYbgmJWm31nSJOZMzKR/Z9Ay2SEqtWVJxXlpgILDpBGMUJE6+i6bQkTMzSJUboVllYWy7HZVJKtG3iOKaGJnJZEk7T41Vj8vso6y+usYgSEYOh5PqYLBCMjacwOl4Px/Yxp3USV66exqz22f3jE/v+ePv+VOkPf/+SN3w93zDAAaCtMQHOD3zSWnGlf/6qxr9g0y/abfUGmustvLN9Gh2zRnDXwzYefS4FZloxcEfuWwAUpakoRdxApSXWAR0EdqoCm1eCXNsvdn9CkMecL/DwayuqEj8WiAO9EvXHVE6ibyvC95FDJEiJAi5RVIRrFISH6wIqotEThEmBkpfIWoDq/BQMHIQzGdGUqQIq4klVoUL15VVnI5HvTAgF5QS25WPDCwa+9VAj2hrq0NWUQXMDx1TOQtfsC8qtC9d/20Nr+fzl9acCmqcG4ADw692O19u77NOrF09600MHPmkgT7vbDaxdwmAmOcYmLcC0YZmmmJKRi3F3DHpUTrSIhdaTpxDml+jvjwli8OqgRxUgQwcniS1IZadAdBsq1sfhGgIy+Bw/KI5ufd94NLMC0DGrHOHbiFrj2DYEx8TPIzYKOVGF/SXQSTiVtv6lw5x0BFFSAKDEhEmBhmwJL+5Nw97n4JwFHsanDbh+C5u/fPln5sxf8FlWGvRwitrrVlHi7bZbv4DmphZvcmLs2Zq06aWT/OKOpkn0tI/g7kcJfrKpBemEjRpL1Mo0JTVgsVyLwHpX0JSQk1ZkDOrBG815NGj4XpcFAz+WaMqJNhYywq2D/aMqSCAhauuqqyWk6vqIkqOeCrH1KjUBINo+JJJXE6VbsbGx8XWy1xG9UxIeONhx6oZgALm+LR4F1ksThecPBjTLEnCuZwav1kaOyZKHZ3akkDIZ2poz7PwLLnObW+d9bHj4yKHGlu5TBctTZ8EB4EMf+hP0HxzIW1bymcGDL04Vj95tf+8p3/n+E62YVWshZfpiVgCfoOARMI/DJaJYY9A0wKsLG7HkiAKCkKjF19UV1WF0q6uzft3SA5U3OH5MVXVFs/j6E6AKATt+i1hbBAEYoi3l2EAoHh5aZM2Sx626tlQptEGdbi5LF0uLHWQKcq4FdeS5GAGnIkGr2rR+6nfr+TOMUbieibIrXowROPkUbrggj7GJo9jdPweJdOvnly5dfGc609DPTirT5PjtlAIcADpntQHAL1pbVnb94P7NN2/59fD7Z6XzyCYBzwemiwwTBQKPUenQRB/TEd6GWMRRcXBEHc6ZNOSKWRoquDeJ/K/QoYwRckIib4NPx0JwrIPFW5w/V91HnaZKZLPimBi1CXg2ieWfyE4ieL1Wnllde8JjdIZLmqEsc7Qmueo16t4EP13+bg7AZxSFko2pnIOpvAXPJ0gnanD12nKufMnZR1etvGLH0Fhx17yakzYJx22nHODS8SoPj0yX16/70FbmPjC5bevTWdcDRiYYBkdcFMpi9HTJJ3CjqXEQD0F1gfQwPCLvdfkvCJboL+2YCusdf7xrO83E1eMAfKO69wm1eNj9ONZZ3y+oFx/w9dDRFH2FyJxvBNZbgF/NoCYi9OpxqjJhiYpI8lhCGHS5UHQAAg5GxZPN9QyMTdo4fNTG8CgHJw76emdveM/1l12Td5Nw3eSbcglPKl32ZFpzYwZ7dj7x5bld6b9fvaJ58ozeHJb0ciQcE5MlgqM5grzrg/su4JcBXyu9q124qPynFctEVEWpDO5w7fhKOqI7l5H95LYIcquBmUePjez3elCvpbiqZUXf1/bTl5EiQFquiDhPWHskfJHoufUMwYj1JkFhTr3MRFCmInCeQnCraR4tw4VtlZF0SqjLFJBOuMiXDLywm2Hr3mmUSe1ksqbn0ft+9JSftol/rOI9b6Sdcguut1VrfwcP/vwHX2LJ2f70eP4zSedwmtEkzlgwgcUo4JFnHOTKhkSmmpkBADehuBhBaJ0joXbKT4yaIDxPIPER6WQBFUAP9o1vkycg+k76Ma8X1FV0bkU/SLX9iQZUFSnUv7kuC0Jac309A7gcHK50bA4OMDGJFKWh3k2hOL7g3WLEUAj28LerDMZwmnVRQZijUAYefk6MgibEwmTRxsXnt+SW9Hb+rWVO33bRune/mRB8cwEOAFv3JPlYoe2rcxttN5Owb1kyd7d11hkcXS05DA4W8PS2pLgxhgFYjrxiVGSqIQR2mGeiVaKqYrmD4pqIgbSa81eNwpD4NqK9F8iLUPRjIft4qI8DG9FHakC9KxxDBEAHUOlIBgfr+reS80IuTjSnVJ0tmIBWURT5HhCj7UWdcTmDmzJCBMF0NJZZgm27oKYomb35tTT+7q4WzGm0ceZcF6sWz3HXr+3+8yVn1v771JHCKXYpK9spkwlnao89cA/uuPkatmZZ+1aD4LBJjCuODheNtkaOX7xsYFmfh4/93hh838Oug3JueWqCUgqHylJsVCRZmTQK7jg3j9cXjKsqkRwUSjQJMJ6ApW0jmv5N9bJr1RKq4tmFsUSs+PmqOL4Vyk7sKaLOEcqEJLbU9kO4DyStUz06YgCCu6WeatF6XVwzAeF3lCF9NRmC4cGyXDh2CQ9vtvG5e2vhli0w5uCxzY3oa3Ewu7vXbWvr+RPqzP7Gc1vy3qo173qz4ffmW3AAWLj0Guza9lN35dln3rnnUIrO6sSXHnth3MlN1uMdKzmuu9jD/DmTeGWfg33DCcAQZQ0I1AAGAW6TRlNiFQAoJGWZERDR99WAENx7EqUucSsf7FmFQpCKNQjM8Ey2/LgmTHMgI9ZdOYtVnE0ivXSuIopEs9HS+VOOJ1EURe7BQQA530/gYOv+AFX5+RyG5OeAGABhWx4ODAM3f7MJz+xpRcYArr9wCuuWTSFbe2bpwrMWfOR7m5fd6SRf9f/X9e98K6D31gAcAPqWXIX7f/Kof/1177p908a7rekd7meW90xmGjIM0/kk8qUcfJ+KKueWD5gWKBEFNC0qRs8bBiIBDiB0KHV6EVdAULGsBCip3Cnk6eEhIfD1Y7XOgNj/q9o4jol4RRtIDP4q50RXTUiIzQDxnOiQ1WiOpCkcSg2R+S5E/S+ljkQpCyEA8ZXkqJQYDt8IaaRpMli2D8PkSCY46hMEo0ct7NjXinVnZaZdo+OvL7j4d2/f+twvsHz15W8R6t4CiqK3e7/zTVyy7h70D7Q/29neVmiuI7R31lDb4NiI/dl7m3B4OIHZTTm4nMLlCWRMgozJ4ZhiAmPLiI7BDKlJ5SM+LBlRqZVTLbqnRzH1fPDKqKVODUKaUUFJIseeWD74sX5HhLJE9iHRJ0xsWXU9iRuCsJcHXVk7gVK1mSrSycTgY3Vyg3AYJkPCclHyC+gf5cjYScxpJ9i6DygWU7lFfb0bFs5f/rWO5vpbfuedl+Hidde8lZB7c2Xc4zVv8C/N3f3eP37+7uk/3/SSY1+6poTfPf8gvnR/Ag8914H2tIGGhI+kDdimSBEFxKBsn4ePaRK7N3EOHufjkRLGVOfoBBWjebT3eieo4OSUxM5LtONJkHobKbtcJZVA/14k7kxTTfcnYYqCmoiXahTOCKZ1hJYGqx+vyirzcMqQiPoUhuk5h6hDycRjwzA4bMtHwnFRkyqiPjuBx18s49YfNuOqtRmsW+pi11AK4+SyXaDZpX964yWl04Wxt4yiVGsPb3u3l0mnvnjRBQN/7JV+bi/tIljZl8CsZg7LAJImR9LmSDmAY5JgjF/Z46LagPYEr7B8av1M/3wmqhEcVFmhKvhMcHzTwE9gnxNskYim9qMinFt9cdnr9UhntUhpcCqp0IQ5ErGcEshJWj2Kskfh+SLn3fOFtXEsUWH40BGCl3bUYXbWQW+7w5b0tt68YPVl2y0n5f3pjafmOryedloBfuX6laDA+PBo51/NbjFvLRx50Ni8E/TlvWnUWBQ1DkPGAdJJgoQtBg2Uyhy+D5QYD/I1VKtwIPUlquONxN+QGJDlSjLTCaq2U/9gjKfNBnnjgdQXAj4cCRR4nOF5eMi3IXNMCLR9I9mBatJeMXNxrmCiWKYwKEfCEeWULYMhnUyib/Y0liyYBswGFLyaf5w/D1/Y9uxX8msu/ItTfi1Opp1WgBtCp3WbGzJ3LV8895cH69f/3n2Pdv794OAO0phgqEly1KQIMimKdNJAOkFxdNLF/qMMjBFYBmAZsUEO8txxpzGwZqiEX1xmqyrZxc59Ikb8DTceLtT/EspH1IkM66DwSMKWygWhM1lvcUKhnWgdgjESjPgxDQbT9GFbJfQPZXB0PIlUEsikxD0wKYdlJTCnheC2v1rGRwsrPnXz5+//fP+RBcW/+fifvdlX6LjttAIcgAqUFJ/bOfhKouPSf77qkm67KVV6748f629y4Dl1GQOZlIFsxkRLA8GZi6ZwYMrFa/szaE5zWAaJBHfESbXzQ3u8HweROj0JAR2dBPbEQH2cf3YSPaMiPVwL5uhqSDCaB9pooOP89mqrlezHOBGTQxkMtZkCdhwq4WfP22hOW2iuN+F5FL5HQIkPw6rFOFvirjvvws+vaJzz6Usumu8RMvtkofCmtDctF+Vk2+qFbWjjR7y+2U3/0N6cnn/jdZfdu2ZZm9dcz2DbFNkMRVuji1ULptDWWITH5JhNg8M0wtzvOGeu/gEVAvSMikREvSAV55kJqzy2Az/GPlXD8tXOrmcFaoMfgOgghYp/NtP59UxO7Xw+I/B8AtejYD6FYTAcHvHx3C6KI2MuJnM+ckVg/6CLsUJrubPv+s2rz77hX7Mp65MjR6ffNuAG3gYWXG9Nza0A4L7y8hOuYSY/uGLBSn/f3u3vfW7rpAGWQ3tjEXuGSti2txZ1CSCT5EhYAiA+E+m4wdyOcdVLNS01VEm+EeoRoTv64AIt8KHxn+M+GI6xA5khTTZ6sHwXlaeDjEsFeKZGsSttW9+5ynVQ5d5IIEWJBWPCgfQZQQnieqZySSyfk0f3rBwOjdaipa4Mx6mDXTvLr+9Y8K2Dw/YfF/q3ljovu/AtxcuJtLcVwFVbvPQiuKUDJdPu+X+dXXNeOzL65EqvNHTdVGEXvr/RQmk6hZ5Gjro0hWkQuHLmW88XQAePjuCh0LgqhAQWzyGJ6tfhiHqqAb0yMnScxo+DYI37nIzoIsZQEll0SoCYMgJu8ADwKsAeSoLCVwmeABDD/iC3U0NcHMYpXJ8iXzDgegRTpgnXM9DV5uKac6fwww02Wlq60NHR+oPla9ZtaWlt/XKxWCj1zGo7wW//1ra3JcABwHJmA8DEt7/7wE15v7Xzsovmkz0H5/yPA4dfwNzGIma32cimTTDOMTHloeRylD2OkidUAkcO3jekVu0zwGci/zmIfhIi8zMqp0EMAzxa6F4uqzbJDbgKwOibjmuptXMfw3uN0w8GAWwm0xRU+WOtJwtgG2EpCcYB15Npr5TIOZM4bNMXv9sF8gVgImdgfFI8EcYyFIViLc49I4sFi84BQfd9vW1jH81P7z7YtvjYk0Cd7va2Bbhq//OGq8H5xEHA+LMJr+3W999Q/5l9e3aucTBAu9vzJFc0sfXXJvYdYegfF/e2xuYwKRPzZlpCty2WOYplwGNBOoWoPcR1ahKtZRKPLAatClp1uqMrGHFwVz0fwmMDfMf8icDBjP9PChA5e7EKuct4jPx/Aty2KeqReD5BsWygWDKCopxGwkUqUUYq4YJzimK5FmOTHC/uKmGqwNDTavFMtpc5tfM3X7Ko+6/HSn17KLyD85vSpxsex21ve4ADACG1AHBg355XDzSd2Xt9TaLQ3tEy97sHDjw/p94+gI4WG1sPMLzjghJ++oyNI7kMUg6BaQCZJEE6YWA872NggsH1CFK2uLGmRIEeWTSIXrQHgXVXrWL8gRYxIUGu6glabRJdig/qCcIrtkUcQvXWl52JkiAnh1Ei5tGB+E2mweHYPpKOi7LHMXDUwviUiXSSwbIYLIOhoTaHieI0HtyUwdJuH4dHajA8xbGwr2Vi9ZIVw0mH/YFdM39g7yF6aPFC53RD4oTbbwTAVeuZOx/Dh7ccSi26/lBrZuxau6b3G0cP3NPqHMnNuniZi1ULOZZ05fCF+yiKXhoJG6jLWpjVbGDx3Gk8tHUK33u0BZ21Qn3hZghuwxAljg2tIlU1gIYF5rnuwoltBEHxHLECId2YgWRXJIgpWhF3CuUfHvkO4TmCwA/U8aqqLGAaDI7toal+Gvc+7uLxZxNY1GWio9lAKmHAshjGcgX8y/cb0H8gg6PDQH1jDRY5NYP16eR7lixeuKlcQn5waJKvv/j1FcE8Xe03CuAA0NyxEoePeLCc+pcXL7p3Feu54R1dPYc/umPH9iU79hTa1y56DRcty+HpLWkkExQNWQOzWnzM7SihdmcRhZKPkkeRkRaWGgSmQWBSsVQAVzkjAbC4BC8QDDzQk0zVCPR4mDw4toqVrua0RoAu3ytAM0DOzBCd8ZhQOa6ScXA5Bx8lcrYGCCfSMj1kkjlMlCzsHqCoTZSRsB00Zilsg+Hh5y28vDONG9a1wDMaB+YtWLKtpW3WF+sbmx774bfvwk3/8LHTfetfV/uNAzgAdLSYQGjDHhweevXBs85d8H+I/fJ5rtN4/UhuVw24j4RF0VzH0dVaQEvTNBzbA2diAltChHZuGoBlEthWaMGDGigSrRxi6jyfyc8cwRQgAIKkpSAlVfuuooOE24L9q2jTAtDRAR2qwzAGOW+qnNCVaRyfSamUEBhyGwFgmkLP5pCRSYPBcz0MjwH9NUBtxkNbI0XZ9bGirwawlk3N72r9/qKlK38F4I6FvXNP961+w+03EuDx1tw6HwDu6B8a/2b/4NjGbOOGJVdfzj9ch71kTscAOEbw2As5vNKfAjco1OwLlimc0IRNYdsUVKJOT4nlnMCXfFa33IzxgOcSSsL0VQ5VHDcAN5R1DyXnCMj1wvVKvTFlCgJXlljp30woQkwulYytMhNdAhieKPNgGBSOLRKkGCfwfQNLugtYf9YR7B9KYfu+BOZ0NSPbcjZf0pG75fKr1m8DbbmLkAb3dN/TU9Xe9HSKt7r98oU9MC27fvTI4HmtmanrajO5923b/nP+2XsOkd2HbXh+BrOzDjrqOBpqCGozBrIZC45NRbDIE2F/0xQSogggcXg+g+9zeB5D2eMou+IzINJhLZPAsihsk8A0qJyWj4PLgiKmQWGaVOxniieHkva47BSWAdgWh2MBlinUDw4xK3bZJSi5BGWPCL3fE99LzaBgSn/C9UTHS9gEtRmgPuujsbaMtsZptDQMIlfM49CYhV9sW8MX915EGmvM/1ixOP2Dlo7mX/lFd8xMLTzdt/CUtt8KC663C86cCwBjnPMHAGw+PDjyFW68Si+/cO3X31Mz2Xf3A9sTpAikHEFRko6BpjqK+hofIxMcA8ME6RRFKkFgG0C+xMFKBCYoCGHwfQLfZyi5HK4nzLlpCoQKUFJYlphTqFyW+8iEEMMQzp8Asvi+pTJQdhEZF2qaDAmbwzRFya+yq6ww4HnSgnOg5HIUSj4sgyKdMpBKAeNTHkYmfNRlDJimiXQSmM4bKGZM5Nw6HJy+qrigz941mC+//11XrmaW03AAHEOE/tbZOgC/hQBXTSoZQwCG7v7Rc1i6wF8/v4vOW7b8grsnjg5Zv9y4pe7Q4cHaVJKis6WMztZh/GILwcBII+anbTTVMiScMl7ZS+C5JpIJCg4Dvg94zEO+yFEoAQBHwhaOHLMB06RIJygSDsfYJMfwuAfLIEglBNenFLAsCInO5OgfAsamGBKOAYNSEACOxZFOekg4YkrIQtFEqUzheQSFkrDqKYeA0jL6h8pIWDZSCYLOZobR6TFsf5miuzmJ+qyB2qyBTLZ1omH2yvGeOY0uP+TdaCUKr12zDsPJVOPpvk1vevutBbjebrx2NfYPjA+D42gTxfJXpw6U//B97/7glhdf/t/UPeot7cst/9VLnvPENhNpFEFAMbu1hIHJUTy1vRZr+zJorhe0YfAoweFh4OAox2iew6QUzRkxyiWTAiyLoLaGY25HAYfHpvHUtiRasiKlIJEwQIgAcF3GR1P9NJ54GRgatjGnxYRj2aAUSDo+muqKaMjmYRgeJqZTyBezmMyZGBxxYRkUNR0mzl46gZcOuBgYrENrowHDKOHq8y0wJwliLC31dRtbF57RanbPXXLnpmdeuX3Bktn2gvmsAIAT0nS6b8tb0v5LABwAutvrAOH35ff1D8E0zS9bpvnl6657h10su18YKJ3Z8n+zu2cdHSme31TD0DXrJewZNZAwTdSmS8ikyuDEQH3WRG2WocvMo52VwUBxaCCDiZyJhiyHbRHUZXx0tkxhrDyFgakkUhZHNiX4uEHE8LualIvm+ilMlCkOjZhoyPiozTKYBkFtxoVtT2JbfwGUMLiuj/HpJMZyHLlSDq7L4NgpFEsOOtsYRiYzyNbW7LTSNi07XUf/6MbOfm4vPMK48+fl0U1lx0nh/PNWgJCGU1aW+Del/ZcBuN56ulr1j2UAH/b9AghZvohx632FqUNs+shR7B1ucd55afcHuhpH00dzJew/OIqxkWF0tVJ0G8DahQk0NoziKz8pYcOzTehoJLANhroaF/W1eZgDRZkjQ+XwOqnSUA7bYkjYLnyf4Mg0wUSOo1xmMA2O1oYJPPJCAbf/uA4t6RSW9+VhII/2Jh+L5tXCTrVgdCyF+rbG3O+3vfI1z+r2l61e89j6i5YbnucfAPByJpU43Zf5bdH+SwK8WjOMJADsAPBxANj92l780XsMm/vF56emDqesYc/t6ixemyuQaxqzDIeGKZ7fsw1n20O4cu0Y9g6YIFYGNWkfjdkR2OZR+D7BVKGMfNEEZwYIocjlGQpJBoISKCnA9wyM56fQf9TB3I4EmuotTJUtPLe7Db1ttbjm/ATOXrsCwxMGGrM+imXc39Tg/OjQEcdq7+7OZzOXfu8T871ye8fbJwf77dT+G+AztN55cwBh3e8BgEJhCgT8CZ/RrxiEsbHJMv7ta4cwniujo5lhbqcFVk6Ti9ed+W8G27pw2+Glfl0Tw+UX1qCjhqKvw0BTnYHxKYbmeorWWXmk67tw4dkpXLDGxMAINc5d1ruzxnn+z0bzNbzkpTGvI4mVSzKYv/h89HgOKCWU+XwXCPbOX1xzui/Rb0T77dSGTlMrTB0A5+68Q/1PJ5/ZVoeOtiKeeMlEY5JgTquBhlpg8KiPxloDPR1F1KTzeGxrGnObKZ7bzbB2xZkFxzJfW7zgv63xqWr/HyMkSBtPiPKuAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM5OjUwLTA1OjAwZ7/KlgAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozOTo1MC0wNTowMBbicioAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 4}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 10121000
{'hecke_orbit_code': 67109008, 'n': 1, 'trace_an': 7}
-
id: 10121001
{'hecke_orbit_code': 67109008, 'n': 2, 'trace_an': 0}
-
id: 10121002
{'hecke_orbit_code': 67109008, 'n': 3, 'trace_an': 0}
-
id: 10121003
{'hecke_orbit_code': 67109008, 'n': 4, 'trace_an': 0}
-
id: 10121004
{'hecke_orbit_code': 67109008, 'n': 5, 'trace_an': 0}
-
id: 10121005
{'hecke_orbit_code': 67109008, 'n': 6, 'trace_an': 0}
-
id: 10121006
{'hecke_orbit_code': 67109008, 'n': 7, 'trace_an': 12}
-
id: 10121007
{'hecke_orbit_code': 67109008, 'n': 8, 'trace_an': 0}
-
id: 10121008
{'hecke_orbit_code': 67109008, 'n': 9, 'trace_an': 0}
-
id: 10121009
{'hecke_orbit_code': 67109008, 'n': 10, 'trace_an': 0}
-
id: 10121010
{'hecke_orbit_code': 67109008, 'n': 11, 'trace_an': -24}
-
id: 10121011
{'hecke_orbit_code': 67109008, 'n': 12, 'trace_an': 0}
-
id: 10121012
{'hecke_orbit_code': 67109008, 'n': 13, 'trace_an': 22}
-
id: 10121013
{'hecke_orbit_code': 67109008, 'n': 14, 'trace_an': 0}
-
id: 10121014
{'hecke_orbit_code': 67109008, 'n': 15, 'trace_an': 0}
-
id: 10121015
{'hecke_orbit_code': 67109008, 'n': 16, 'trace_an': 0}
-
id: 10121016
{'hecke_orbit_code': 67109008, 'n': 17, 'trace_an': -24}
-
id: 10121017
{'hecke_orbit_code': 67109008, 'n': 18, 'trace_an': 0}
-
id: 10121018
{'hecke_orbit_code': 67109008, 'n': 19, 'trace_an': 160}
-
id: 10121019
{'hecke_orbit_code': 67109008, 'n': 20, 'trace_an': 0}
-
id: 10121020
{'hecke_orbit_code': 67109008, 'n': 21, 'trace_an': 0}
-
id: 10121021
{'hecke_orbit_code': 67109008, 'n': 22, 'trace_an': 0}
-
id: 10121022
{'hecke_orbit_code': 67109008, 'n': 23, 'trace_an': 192}
-
id: 10121023
{'hecke_orbit_code': 67109008, 'n': 24, 'trace_an': 0}
-
id: 10121024
{'hecke_orbit_code': 67109008, 'n': 25, 'trace_an': 197}
-
id: 10121025
{'hecke_orbit_code': 67109008, 'n': 26, 'trace_an': 0}
-
id: 10121026
{'hecke_orbit_code': 67109008, 'n': 27, 'trace_an': 0}
-
id: 10121027
{'hecke_orbit_code': 67109008, 'n': 28, 'trace_an': 0}
-
id: 10121028
{'hecke_orbit_code': 67109008, 'n': 29, 'trace_an': 144}
-
id: 10121029
{'hecke_orbit_code': 67109008, 'n': 30, 'trace_an': 0}
-
id: 10121030
{'hecke_orbit_code': 67109008, 'n': 31, 'trace_an': -164}
-
id: 10121031
{'hecke_orbit_code': 67109008, 'n': 32, 'trace_an': 0}
-
id: 10121032
{'hecke_orbit_code': 67109008, 'n': 33, 'trace_an': 0}
-
id: 10121033
{'hecke_orbit_code': 67109008, 'n': 34, 'trace_an': 0}
-
id: 10121034
{'hecke_orbit_code': 67109008, 'n': 35, 'trace_an': -624}
-
id: 10121035
{'hecke_orbit_code': 67109008, 'n': 36, 'trace_an': 0}
-
id: 10121036
{'hecke_orbit_code': 67109008, 'n': 37, 'trace_an': -30}
-
id: 10121037
{'hecke_orbit_code': 67109008, 'n': 38, 'trace_an': 0}
-
id: 10121038
{'hecke_orbit_code': 67109008, 'n': 39, 'trace_an': 0}
-
id: 10121039
{'hecke_orbit_code': 67109008, 'n': 40, 'trace_an': 0}
-
id: 10121040
{'hecke_orbit_code': 67109008, 'n': 41, 'trace_an': -216}
-
id: 10121041
{'hecke_orbit_code': 67109008, 'n': 42, 'trace_an': 0}
-
id: 10121042
{'hecke_orbit_code': 67109008, 'n': 43, 'trace_an': 464}
-
id: 10121043
{'hecke_orbit_code': 67109008, 'n': 44, 'trace_an': 0}
-
id: 10121044
{'hecke_orbit_code': 67109008, 'n': 45, 'trace_an': 0}
-
id: 10121045
{'hecke_orbit_code': 67109008, 'n': 46, 'trace_an': 0}
-
id: 10121046
{'hecke_orbit_code': 67109008, 'n': 47, 'trace_an': 1104}
-
id: 10121047
{'hecke_orbit_code': 67109008, 'n': 48, 'trace_an': 0}
-
id: 10121048
{'hecke_orbit_code': 67109008, 'n': 49, 'trace_an': -241}
-
id: 10121049
{'hecke_orbit_code': 67109008, 'n': 50, 'trace_an': 0}
-
id: 10121050
{'hecke_orbit_code': 67109008, 'n': 51, 'trace_an': 0}
-
id: 10121051
{'hecke_orbit_code': 67109008, 'n': 52, 'trace_an': 0}
-
id: 10121052
{'hecke_orbit_code': 67109008, 'n': 53, 'trace_an': -240}
-
id: 10121053
{'hecke_orbit_code': 67109008, 'n': 54, 'trace_an': 0}
-
id: 10121054
{'hecke_orbit_code': 67109008, 'n': 55, 'trace_an': -1168}
-
id: 10121055
{'hecke_orbit_code': 67109008, 'n': 56, 'trace_an': 0}
-
id: 10121056
{'hecke_orbit_code': 67109008, 'n': 57, 'trace_an': 0}
-
id: 10121057
{'hecke_orbit_code': 67109008, 'n': 58, 'trace_an': 0}
-
id: 10121058
{'hecke_orbit_code': 67109008, 'n': 59, 'trace_an': -1416}
-
id: 10121059
{'hecke_orbit_code': 67109008, 'n': 60, 'trace_an': 0}
-
id: 10121060
{'hecke_orbit_code': 67109008, 'n': 61, 'trace_an': -518}
-
id: 10121061
{'hecke_orbit_code': 67109008, 'n': 62, 'trace_an': 0}
-
id: 10121062
{'hecke_orbit_code': 67109008, 'n': 63, 'trace_an': 0}
-
id: 10121063
{'hecke_orbit_code': 67109008, 'n': 64, 'trace_an': 0}
-
id: 10121064
{'hecke_orbit_code': 67109008, 'n': 65, 'trace_an': 672}
-
id: 10121065
{'hecke_orbit_code': 67109008, 'n': 66, 'trace_an': 0}
-
id: 10121066
{'hecke_orbit_code': 67109008, 'n': 67, 'trace_an': 904}
-
id: 10121067
{'hecke_orbit_code': 67109008, 'n': 68, 'trace_an': 0}
-
id: 10121068
{'hecke_orbit_code': 67109008, 'n': 69, 'trace_an': 0}
-
id: 10121069
{'hecke_orbit_code': 67109008, 'n': 70, 'trace_an': 0}
-
id: 10121070
{'hecke_orbit_code': 67109008, 'n': 71, 'trace_an': 2016}
-
id: 10121071
{'hecke_orbit_code': 67109008, 'n': 72, 'trace_an': 0}
-
id: 10121072
{'hecke_orbit_code': 67109008, 'n': 73, 'trace_an': -614}
-
id: 10121073
{'hecke_orbit_code': 67109008, 'n': 74, 'trace_an': 0}
-
id: 10121074
{'hecke_orbit_code': 67109008, 'n': 75, 'trace_an': 0}
-
id: 10121075
{'hecke_orbit_code': 67109008, 'n': 76, 'trace_an': 0}
-
id: 10121076
{'hecke_orbit_code': 67109008, 'n': 77, 'trace_an': 288}
-
id: 10121077
{'hecke_orbit_code': 67109008, 'n': 78, 'trace_an': 0}
-
id: 10121078
{'hecke_orbit_code': 67109008, 'n': 79, 'trace_an': -2404}
-
id: 10121079
{'hecke_orbit_code': 67109008, 'n': 80, 'trace_an': 0}
-
id: 10121080
{'hecke_orbit_code': 67109008, 'n': 81, 'trace_an': 0}
-
id: 10121081
{'hecke_orbit_code': 67109008, 'n': 82, 'trace_an': 0}
-
id: 10121082
{'hecke_orbit_code': 67109008, 'n': 83, 'trace_an': -2952}
-
id: 10121083
{'hecke_orbit_code': 67109008, 'n': 84, 'trace_an': 0}
-
id: 10121084
{'hecke_orbit_code': 67109008, 'n': 85, 'trace_an': 992}
-
id: 10121085
{'hecke_orbit_code': 67109008, 'n': 86, 'trace_an': 0}
-
id: 10121086
{'hecke_orbit_code': 67109008, 'n': 87, 'trace_an': 0}
-
id: 10121087
{'hecke_orbit_code': 67109008, 'n': 88, 'trace_an': 0}
-
id: 10121088
{'hecke_orbit_code': 67109008, 'n': 89, 'trace_an': -648}
-
id: 10121089
{'hecke_orbit_code': 67109008, 'n': 90, 'trace_an': 0}
-
id: 10121090
{'hecke_orbit_code': 67109008, 'n': 91, 'trace_an': 1176}
-
id: 10121091
{'hecke_orbit_code': 67109008, 'n': 92, 'trace_an': 0}
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id: 10121979
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id: 10121980
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id: 10121981
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id: 10121982
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id: 10121983
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id: 10121984
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id: 10121985
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id: 10121986
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id: 10121987
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id: 10121988
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id: 10121989
{'hecke_orbit_code': 67109008, 'n': 990, 'trace_an': 0}
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id: 10121990
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id: 10121991
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id: 10121992
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id: 10121993
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id: 10121994
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id: 10121995
{'hecke_orbit_code': 67109008, 'n': 996, 'trace_an': 0}
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id: 10121996
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id: 10121997
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id: 10121998
{'hecke_orbit_code': 67109008, 'n': 999, 'trace_an': 0}
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id: 10121999
{'hecke_orbit_code': 67109008, 'n': 1000, 'trace_an': 0}