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mf_newspaces • Show schema
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{'Nk2': 3276, 'analytic_conductor': 6.539747925542864, 'char_conductor': 13, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 15, 'char_orbit_label': 'o', 'char_order': 3, 'char_parity': 1, 'char_values': [819, 3, [92, 703, 379], [3, 3, 2]], 'conrey_index': 568, 'cusp_dim': 208, 'dim': 72, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [2, 11], 'hecke_orbit_code': 962106229555, 'hecke_orbit_dims': [4, 4, 4, 6, 6, 6, 6, 8, 12, 16], 'label': '819.2.o', 'level': 819, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 7, 13], 'level_radical': 273, 'mf_dim': 240, 'mf_new_dim': 72, 'num_forms': 10, 'prim_orbit_index': 3, 'relative_dim': 36, 'sturm_bound': 224, 'trace_bound': 11, 'trace_display': [-2, 0, -8, 0], 'traces': [72, -2, 0, -38, -8, 0, 0, 24, 0, 10, 6, 0, -14, -8, 0, -34, 10, 0, 8, -10, 0, 14, 12, 0, 76, 32, 0, 0, 10, 0, 28, -6, 0, -64, 6, 0, 4, -4, 0, -80, 0, 0, -2, 24, 0, 20, 20, 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-80, -42, 0, -54, 0, 0, 300], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 309029
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 568, 'conrey_indexes': [568, 757], 'label': '819.2.o', 'level': 819, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 16, 'sub_conrey_indexes': [16, 22], 'sub_dim': 6, 'sub_label': '39.2.e', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 309031
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 568, 'conrey_indexes': [568, 757], 'label': '819.2.o', 'level': 819, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 29], 'sub_dim': 16, 'sub_label': '91.2.f', 'sub_level': 91, 'sub_mult': 3, 'weight': 2}
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id: 309027
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 568, 'conrey_indexes': [568, 757], 'label': '819.2.o', 'level': 819, 'sub_char_orbit_index': 7, 'sub_char_orbit_label': 'g', 'sub_conrey_index': 55, 'sub_conrey_indexes': [55, 100], 'sub_dim': 8, 'sub_label': '117.2.g', 'sub_level': 117, 'sub_mult': 2, 'weight': 2}
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id: 309028
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 568, 'conrey_indexes': [568, 757], 'label': '819.2.o', 'level': 819, 'sub_char_orbit_index': 11, 'sub_char_orbit_label': 'k', 'sub_conrey_index': 22, 'sub_conrey_indexes': [22, 211], 'sub_dim': 24, 'sub_label': '273.2.k', 'sub_level': 273, 'sub_mult': 2, 'weight': 2}
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id: 309030
{'char_orbit_index': 15, 'char_orbit_label': 'o', 'conrey_index': 568, 'conrey_indexes': [568, 757], 'label': '819.2.o', 'level': 819, 'sub_char_orbit_index': 15, 'sub_char_orbit_label': 'o', 'sub_conrey_index': 568, 'sub_conrey_indexes': [568, 757], 'sub_dim': 72, 'sub_label': '819.2.o', 'sub_level': 819, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 15, 'label': '819.2.o', 'level': 819, 'portrait': 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n6pyeGTPkdOGo7Oa1KGTLVSTrQVg8GINE4QQhLU6pyx0WfX3IhaCMYI5lcNZ2021MOU+bbP0QVFoMD3YTSQnLM9oTeKCTyJrzRHFwJOtn3qgeGcrQMWlz20gXoo2bEx5swtHRr1EUJAFEva/QanV0Jmm5I0CTl62ufwScGRUwmn2hF+fcSlZ/V456s0o+EMh060eOq04tRCysmlmGOLhv2LhsvOX+RX3rrMlukpDp+c4fRSnflln8VVyXI7YbkTs9JJmV/VLPWl2bTjDP2qG867+yd/+Lyfq7XOOoBJjwg58VxD4zvevusB/jsf/AxpHO+Y3DD3nkNHTr1+S+1j/OBLF+j1N7K02mJxtc7yashS22OpA8s5yFdTTrfh0IJg09wKv/yvlrn6vDpPnZrl6Kkmp5Y8Ti4aTi8lHFtIObaSsnFDj++5ts/ZWxXNMMSXNRZXQxaWFQurMBhBnBg8ZWjUUqYnEhIDR09D3Y+ohR6eTGnVoTMIadZHCKARapbbIStdSbMuWO4IlropjdBggGZNsToUTNdHeFJRr0cEnuTISZ9Ee8y2BM1QoBQkiaA/FCys2otpsRPj+0NqjYSzto949dUxm6eanFyY4qnTAScX4dRSwvxywtEFOLRsuOqiRf5/b1tm8/QUR07O2FVi2WdxVbDc1qx0YlY6CStdw0JXcLwj6XW6vOttQ37unS8lZucnuu2Vn1Ke99TW3W98riHyjLfvWg1+6tQCE63G1MEjJ/7D73/oC1c9/PUHX3/fYwts2qQ4fzdce3aHJFEkqURrSapBGw+jFcYABoRIkcJwaHGa//ZRyS+9bYHLd8VMNWeYaEzQrIVMNnymW5LNK5KjC1P87c0NVDDigp1DztiS0u0NOGMu4VXXpYxiD4Hm6w+ELPdCGumI44uKdrfGpu0hS304vQDnnSE5cMpw7jafqUbE8RXF5qmEVEsWu3UWu5rNMzHLbcVEQ3HW1j6HToScvzPh+IJhtVPnnO0pZ2yOOLqYMtEa0e7G3PJgDZBEseaFlwy4+gzDUs/n7K0R550hCUSdwXADDzwZMr8sWVhOWVxNOLGkObQg6CZDnnfBKr/45h4bJ2Y4fHyK+ZUaC6s+S23BSkez2o1p91LafcNKX7AwUCz3Yl580Qpvun6J7qnPsjw4+/WoM83ms77/vuFw8L407q82JzY815BZ9/ZdyeBf/uo3qNfCcHFp9f133b/n7Q88ekQdOdmhnYac6mku33ma3/qxeS45q8mppWmW2w2W2zWWOz7LbY+VDqx0Ula6CcvthMUOHF0WNCcHXHneKm+4bsQ5W+v0+pMcX2iwsOKz1JasdAyLq5r5VU1vmNKNNMNRwsapEefv1BgjCDzDvuMhSVpn1ybJOTtSpqeGzK9EPH6oyWW7YWpihdsenmbjVMRUU7DU9Tlne0QUJdx7YJIoTjl3i2alL5hpDdkw6XHbozFTjQaX7E55/EjM/LLPbCvknO2GnVsiNBH7jyt834AxXHBmzIYJQX8Q0h8G9AYep5c9FleF/e6dlMV2ylNLgnacsPuMDq+/foWrzlFM1Sc5Pj/B4mrI4qrHUkew0rbgXu2mrHYNSz041ZOcbqc875xT/OaPLXLO9hZLq5OsdjxG6Rwy3J1ObrjwQ0Ft6t+nyWh08WXXPdfQWXP7rgL4wvw8nuf5X/rSF/3pmQ3v/8atd73l8b3HvGEk6I0E7aHgdE9xuptw5e5T/OaPLnHZWQ1OL1uQr3RCljsBKx2Pla6gnYF8tZuw0jEcXxWc7mkmJ/pcfV6HH7oh4bxtNfrDJgsrdZY7AZ2epNMX9AalJIkSgdbge4Z6DbbMarbNDUGNeOKphMcOBNRUnRuuiPGDNvc/0WLLnOL+vSnb5xT9UcpEPWVhRXPpuYKFFU2z5jMYCrZvTrjviRrb5uC+/SMCUefFl0FQ6/PooZQnD9eRBGydVWydgXoNfE+QakGcQJzAYAi9oabb13T6muUezLcNnTjlnDO7vOmlq1x9rma63mC5PcHJxQZL7YDltrJk0E1p9xLa3ZTVnmG5ALfm6vNO899/dJ4Ld9ZZXJlipdug0wtp9zxWOwIVbk92nXPVnx8/sfDvb3rlq+IkSeK5ue+eqsXvGoCvrKwwNTXlHT508FduueXmt+/df3BuZbUf9gcpvYGhO9R0BrA6kMwPJKe6MVedOc9v/fslLt8dMl+AvMZqN2C167HaFax2jV1yuwmrvZSVHpxuw/LIINSQ77++zYU7Eq4+1zDVrNHu1UgSnyRVxIkk1QIydyb0EyZafR48IBmOYm6+r4WIa+zeFnD9ZT0ivcJX75rh0t0BC90Ox042ufL8mCePeMTGcOiE4d+9dsjB45pYt3jyKc3zzhUcme+ztDLFpefEfO2+AfGoyQsv9tm9I8KIDl+5XzAaCh7eH9Kq+zQ8YWUYoDVEqSFODSMN7b5manLIFecPuPiMIa99YYqiQbfXZH6lwXLHHpuVjqTdNaz2Ejq9xB6jnmGpLzndkyx0Eq457zT/948vcP6OGour07S7ddq9Gp2eT6fv0e1L2j1JrIPRlq27Fm546cs+dNZZZ/1yp72aTE5NP9eQAr5LAP6Vz/4hJ596qHbldW/52f37D/3SQw89LAbDlFGk6Q9T+kNNb6jpDQ3dAawOBAsDyalewtXnzPObP7rApWcFrLanWFptstqt0e4FrPY82l1Fuyfo9DWdXkK3n9IdaNp9w3JfsDIw9KKE888aMllP0EnCa68fcNnulFGs8KRhFBs+/e0Ge4832TKtOXIiwKPOudsUl55jqDV63P1En9MLLa44p87MzCq3PBBw5a6AxV6XQb/J9AbDA3skb7txyH17DBtnQnqjLiurU1x8Tp9vPACbJia44vwep1ZXufORaRp+k8vOhnPOGKK8HgdOaTbNRBw5EfOZ20IGsUJKiGLD5eeM+N7rRsSxx1QdLj5T0Bs06PTqrHZDVns+7Z6i05O0e9Dpp3R7KZ1+SqevaQ9guSc42ZOs9Ec8/5x5fu1HV7hkV42l1QlWe5a5O/2Abt+jO1D0BoLeQNAfauIELr7kUnPGzl2/snPnzo+dfdbOA8DwuS7ies4BfufX30OrETROLfR/emGx+yunF3oMI8FwJBiMDINRyiADeX+o6Q41vSF0hjYAOtnRXHX2Ej/00kVed33KRK3JwsoEK5067V5Iu+fT6Ss6fUm3D72BsRfNILt4Rob+CNoDQT8yRKkmCAxeFn77CkJpMFoS+h4bJhTbN0rO3GrYuWVAKjp87k7FkwcmeMUVAS+8YoUPfDZlKpjhlS/oc+vDMZO1SbZu6fHN++p8//UpNz+YsmtDSHOiy20PhnzPNT6t1mk+8OkZXnRRnZdf3eHho0O+fIePSRrs3BSwa4tg+ybNhqmIMIjRJsX3UpSyZSOBB7VAEMce/WFAp+/RH3r0horeQNIbQG9o6A00vX5Kb2Av9E5OGD3B6bZhYqLDG168wA/dMOKiM+ssrrRo9+p0+yHdgU+379HLwN0fCvojw2CkGQ5TBqMUP2zq17z6lfH55519dbfXe+Sqyy/4fy/AH7n9NwkCv9br9X92aan9i4vLQ9kf+fSHksFI2PvQAflIMyiADt2RYHkome9AlA5426tO8y9e0OeqczzStMVyu8lKt0a379MdZCdmKOkPBYMhDEeGYawZRYY40SSJIdWQasCAVALfE9R8aDUkky3BllnN9k0DpibbfONhw813BwRykqvOCbj8/A73HezxyJ4pXn6FT9hY5vPfrvHqa0Ompxb53K3T3HCV4JN3RmyuN/ieF3b43B2GhprihucNue9Al0f2TnLV7hpXnD8kCJf48r2KWx9sMNMI2THrsXlWMNmUtBpQC8D3DUra45mmgkRDnAjiWDCKDcMRDCLDcKgZjDKiGFmS6A5hvidZ6EIshlx//jLf98IOb7spZRRNsLjapNOv0e0H9Pp+ebHkx3BkGAw1w1HKMNIMRpp2L0b5TT0zu/G/TUxO/sZoNBr+4W+/6znD2HNqE9bD1EuSwS+m0eJPCzOSzXqIEBoBCCERwjbhCKEQQiBlihKgJEhl8DyDrzR1T7DQb/CRr+zgK3e3efVVK3z/9atcelaP2akGS+0G3UFIf+DTH3kMRorhSDGKBKNYEieQpIo0BW3sVS8l+B6EvqFZ10xPxGzf2CcxPfYej/nkHQGPH5hgpl7nqvM8Xnxlh28/1uart09y7XkhG2cHfOEeg07rzExELHVG9qIBNk/1WFkMUaLGCy5b5su31XjqVJ3XXNsnSZf4+gMbiNMaz7tgE9/3/Da7tra57RGPh56qYw6FbJ+VzDQFjZogDASeEhnIDdpYXZ6k9qKNYsMou4iHEfQju/qtjAQrXZDekMvPX+UNL25z4xUxGybqLK1Os9qt0x8GdAfWoekNFIOhpDe0xNMfGYYjzWCUWKKIUoYjQ5wqFts9udLjZ6+8YsMZ/88vvuP+9/33n3iv5z03UPtH/6um+z5OntxOGI7e1Vt54tWj/rHrpYmCehgAtuYZMpAhkYAUAikkUmDT7EqgVIqvIFAQepq6Z5gYKhY7M3zoKy2+/lCXay9q8/ZXrnLBjjYbpmrESY3BKKQ7CBgMPUaxIkkkcSrRWqCNsH9XGMIwpRkmhEGMVEPm2yM+c7fkyKmAg09NY+Ia5273ueBMxZXndxD+PA/sm+CM2RoXn2WYnV5lqV1j26wCqfn8nSEhknpo+N7nD/jI51NOLoTMbVQsdkc8eiBk29w0V529wK0Ptbn9sUmGo4Dzz5zlijP7XHJmh30nVjly2nD7ow0OHm0QCknoSZoh1BwmNwZSbUhSiFKIEutCdYaCdgSxThBqyKW7O/zITR2uvVCzY6NPfzDD/HLDMvYwoD+wEmcwUuWqOqSQjqMoZTjSDCPNMDIMstUiMYqV5X5414MH3/nu931mtdVqqvd+6MvveezoCu//hTf98wX4b37w49B8I83W7/6E6T/+30Qy3wo9CbUAIQWZMYAQBiEUUhqktIGUVAKlFJ6SeF6KpwS+pwk8TehDLTDUg5SpmqQz8lleneFvvjXJtx8bMNUc8NYb2+zetEoSe5yz3XD+LsVwZN2SVMviwlIyJQwS9h+HQ/OCQaL5i682WO1NMewHzNYVW2c8dm7xOGub4OKz26RyiT/8TItee5JrL/DYvaPLQ4dSOu0aO3ZDs57QiWqEgQRjCHyf1SEcOy0578yQC3cP2bM34pH9da69eIZ/85pF/uTzXe7e06I38FhqtzhrW42Ltg944QVdvvf5XdqDJT761Tr9OOCp0z4PHwoIPEsEABortRKtSSLYsiniwvP76DRm95YR//JlIyYbHpunA6K4zrHTNfqDgMHIpz/0MlArBiOZ3WEYGcvWo5RhZE0AK/NMCfAYBrFglHrsOdbm4b+4deqCszb+6stesCt9/y8k7x0tf4hw5u3//AD+ax/8Ei94+SvVT/7qR//NhLjjt95w/cPheTtCerKJUgYpKNhTCAtyKTykBCUlSgkLbiXwPIXnSXwvJfBTgsgQjjQ139CMNRM1mKkLepGkM2hxtN3i3R+ehTRGknDxeX3OPyNiFAmMTjHGBmpSCqSUBGHAIwcC9h+tUQ98mp5kQ1Owe6tk44zH1jnJzi2a83auELPE73+6xdEjk1x9rs/ZOzTS63DzfSHTDZ/ZKZieGNKs11BY/7ozCFjqaZbahtVukxuvavPQ3ogDxz1mJ2s878Ip/s33LfP7n4L79jfpDQ2rPY9TSxNsma0zNzNi6+SAn/+XAxq1Dk8+pXn4oCIMDVJppMh0ljEYDVEkOP+MhMvPTRHGI44DMNMMo5CTCz79kc9g5DEcKYaRZWwb6EsGkWA4gmGkGUWa0cg+DiNtNX5kGEXGAjsSDGJBNxa0I0k7NiSDAYOV+1svvfDYb/1G55J4ofeOP+qerqetTf84TP6PAvD3/ukXuGL3Bv9zn/rEj9z32NHf+/adi/6Dj0/y7n/X4dztBtW3J0VKnd0NSvp40uApD08ZC2hlkxyBb+8jXzCKJKGvGQUp9chYzZlYa28q1kQJjGLBMJGM0pA4qbH/UIvH9hlSAzozlJWwcsdXgtCDVggXbIRWHaaakumWYnbKY24adm4ZsXVulZFZ5r2fnOTAwSmuOMtj1zbJ7h0r3HNgxFOnpnnhuZLpCU3gDahJH2WwvroG9JDlTo0TCx7XXlznwrM6PLwnZMOkpFFrcdm5Kf/+dSu891Oax463aPc07Y5iYcVjw1SLmck6U62EiUbCdCPiVVfHhH6MrxKUsscQbAGY1pIoUSwvK5LEI0oUUawYxdljJO09lrY5JBaMIsEwglFkLLAzxh7Fhii2kmQUZ6wewzAW9GNBNxKsxoJunGKGAy49Y4V3//g8L7voRLhyOvw9oT6mu94Vfzp/5FPxxp0/8E8f4H/wZ19kbnbCu+3hI//60UcP/O79jx/1ZWuaz92pkFLwq/9ulQu2pXgqRcq0ALmSGqV8lGfwlMLzFL5n8CNJ4DkADxRRdnLi2BAlmijWxIkNsvJsX5KabMk2aG2DyTxZIrLA1ZPWbgt9CENJoyZp1hSTLcn0BGycTtm5pc9Ea4W/uTXmtsdmWF2c4OIzFGdu9Th7xwihVvn4NybY2FDMTEo2TI249RHJ8dOK87ZAnArO2phy3aUj9uyfYqktWG63eONLOty7Z8jBE5JmTRL4k1y0G/7rv1rk1scHfOaWDSx2YefGlJWOx1RLMdkKadUDmvU6tVBTC1J8T1tCkAaEsUQOaG1Xj1RLkkSQpJI4EUSJII4lUSwYJZbtowRGkQ1Qo1gTRZpRYgNV+56VJaMYhpkkGcSSdixoxzAYJRD1ueSMFX7tx5b4nmsM7c4U3f4h3/iT7wtbNaXq2/7o5KHPJFt2vfafNsCjKBH7D5368bsf3Pfrjzx2yJ+p+SzHMGi0+NydkkGk+IHrO7zlpi6TrQTV13gyxfM0ntJ4XorvefiRR+BJAl8x8i2go0DYExMLolgRJRDHpeWXpJokNQW409RgMtY2xgIbQEmBkgLPEwSeIAwk9VDSqAsmGoapVsrcVMTGmS7IFf7qm4qPfHmWDbUal+wUnLHF54wtmp2bV/nC/ZrllTqX7ZBMTUimJyIOz9vMn1KQppJWXbF1U8LtD2tWO5pTSyEX7W7wosvbfP3OkOkmhGGAUpNcvBv+9Svn8eU8n7x1mieO19jcidkwmTDZVLTqkkZdUQ89wsAj9K2H70mQ0hTfEWMvam0EaQqJFqSJveCS1JJAThBxooljnZGFIc5WxRzcoxiG2co4iAW9WNBJBN0EouGISb/DW1+3yL+4vs9LLhN0Oi2GoxpJUmPQ3e/HsfythjG+VOF7s+vvnybA//BDn0Nr/VO3PbTnV5548mizHkhkakgRgM+AFl+9T3HnYzUWu0u86419ZqcSeoM63jDBVwF+7BN4PoGXEvgeQawJA0kUKaJEEGXsU7BRIrIqQ4hTY60/bUi1KVnbYW4hsDabwq4MAdQDaNQ0rYYd7DM3NWTT7Ap37In44y802X90kjMmfXZvFmzfFLB9k+Ds7T2Ev8LX7ptmOlTMTkqmmoap1oCJlibwre2pNYwij9VuTKef0u4pFlZ9uv0WN15xmi/e2Wf/yRb1MMZTAUJMsnub5C0vW+LaC07xwc9Pcs9j02zrSjZNxEw0BM2avSDDUBL6Et/LrEMlbGyTgdyYTLKY0u9PU02apfqTghhyoFtA21XQMMpAPUqsJBkkgk5sgT2MUvRoyEStw7veuMh//qE+9SCk3aszGNWIIp8o9kiNor1yqBkl4len5q5QR/d+5nfOOPd/H4v/bwP4artLEPj/4f1//MlfOXzkqclGIEhNFkQCCoESHn3ZpBN5/PbHfO59cpU3v7zLTVd3mJmM6A1qBHFA4AeEgc8o8ohi2/0SBYookcSJJI6zxzQDeJqxVCpsGW1mARqTOTX555CZNFG2kCrwNbVA06glNGsJk60RG2e6dAY9/u+Pe9z8wCzdTpPdGwRnbBRsm7PgPnPLkFZjmY98LeD4ySYXbhFMtxTTEynajOgOBJ60YNPGsvhkI0GqhJWez2oHTi/XOfeMOm+5cZW/+lrA0Xkf34tR0seYFnGquHjHMr/8tg5ff6jHBz+9gZPHGmyZhOl6SjNMqYdlfOJ7Ek9lgXOWT7BfvbzQ7YUPOtUk2QpngW7JIUkhSizAo0QwSjPWTqCXSAvsWJNGIyZrXV71whV++OU9XnypRtJguV1nFAVEccAotucuThRxIhgunZpM0n03Xn7t/t+5/Wu/xwtf8R//6QD8V37td/nvv/ZfZXPu/CsefuzAZOgZjBLEqSm9bGlQUhBIQVfW6EQen7uzxq33N3nFVW3e9Io+L7kyZqoVEEUhwyhg5PvZQfIzSaJIEpWBW5KkgiSRpGmuN0WmtwV6jLmtn65RCnyl8X2rYZu1mGY9otUYoFSXbz1q+NvbJrjlvg1sbiou2gKbZySbNwRs3SjZNhexe/sK9+0f8ulbNzIbKGYnJBNNydz0kL3HDLfeHyKNvZjSVCBQ3HBFzK0PRyys1uj0UhZXPLbNtXjddT0ePNDm4Sc20AgSlLKrnU4bjEaKbZtCfvjFK2yZOsUnb6tz+0PTHO/UmAkFEzVDM9DUAgi8FE9lOYPs+7p5a5NLFm0985zRkwzYSQqxzlbGzEsfJIJ+IuglMIg1OomYDXvccN0qP/yKNi+7KqHhBYziBp1+mIHbI4p94iywjbPzlaSC/ujkK7918zm/tjzc/ktf/dzvpze+5se/uwGeTZOqLS0t7fx/fu+P3/zkk0/+616nR7NmdZ5KQSU2IaGSzLmQEEpBV/r0E8VyEvC3325w84M9rrmgy7ve0OPS3RHTkx5pGjAYBoxi3x60WNmqv9QmbFKtSBNBoq1zoI1A67LyzhTgNkhpeyJ9pQn8lEY9ph6O8NSIYTLk0SOa9392igf2T+OlIefOGjZNGTZMKTbOBGyelWydi9m1tcvp1Q5/9tUmJq6xZaNgsuUx2TRMNCIGaYo2ikAKhMwYXCuUp0i0ra3p9FNWux4nF+tcMNHirTeu8hvzdQ7ON/C82Eob45HoGqNY0u0HXHdBlxdc0ObhQ0/x/s9MsOdoi4XlOqGU1H1BKzTUPNt95Gc2rJTj54si4NYakszlsfIOolQQacEwEQxS6MeGUZTgmYgNkz0uO6fLf37jKledl9Bq+ESjFp1+aOVI4mePijjxKuCOExvoRnHkt3tLPxfUVNKONv/6J//6A8PXvelHv3sBvn//fprNxvlPPrnvzvbqkp9EfdGsK+LULnOWtS3IZe5cpOBLQ6gEdSXoeSFD32c5qvGle+0AzO95QZvXvXTAxWf2OGPDgMmmZYUk9YkTj1Fkl75ES9JUZcCWaA0GUYYxGbgDX1uG81J8L8ZXESdXEvad0Hz7EY8HD01w12NTJHGdLROGjS3DzIRgdlIxO+WzcUayZUPCtrkB01PLfPyLcMejU1y2TTA9IZhoSloNTasxoptGBL7CS6xUMMY6GIwk/WFKJyuAavcMyx2P+eUJrr+wx/c8f5k/+WxIc0miRGwBqT3iJGAUS/pDnw1TNa4+t8sH3tXjric6PHjI586HWzy1XGPPYp1QSerKyqPAM4S+QZEReXZYciZPjZVzsbbMHaUwiKxUiU2CSWJawZBztwy48Mw+/+LlPV55bUwr8BkOW3TbAVESECUecZwBO7bgjhOZvS6lZJJIolgyGA0EavmXglCmwpv9rQ/9zw/23/6Of/vdB/DTp06xcdOm2h233/4vvv71m/0kGshG3SeKNTIR1vpLbM1EDnQvNRbgCvwEQmWop9lSqEJGgU87qfNX35jgK/cP2DE74DXXddk8nXDm5hFXn99D4DE7I/GUJE09tJYYIzPmztdlkzG3xgjbFDAYaaSXcPsTHgdOSr50d4N9J1qsrtYJhG/ZekYz2bA++FTLY3bKY3ZKsGkmYcuGAVs3rnDHY1aabJv02NCCiabHREMw2UyQMuLxI4p2X7G9mQ23NTCKJZtmBefvHPGtBUN7YOgOLIsvroacWpriDdfN89jhJe55ZA5fGRAxxkCSWok2jBSDoUe7FzDdavKSS3u8/Io+SzcusP8EfPGeGgdOhNy7p4HwPRaGHsMlhRQSIUSmyUUGcpOB3JAajUk1ykuZmRgxKWKuunDAmZuGbJ2J+b4XRmyeEcxMKAbDSZZXAwvi1COOPaLEI0ky+Rgr4lQWrF3eRQZ6awz0Oj28wPvlF73kGnnNNc//je/9vh8Ybty46bsL4GEYeocOHvyFg4cO/p/dXlcGgWfpAGmzklJaYCcGKYUDcIOfgTxIIUwNdSVoasEwFQw9n5Hv0x7WefhIwkOHZxE6ZsfGIVfsGjDZTHnxNUO2zsakcYLR2YkzpTQh06BSGSINdz1c57GDDYKa5P4DDU4s1al5HhOBZOeMYaqmmagZWnXJREMy2fKYmvCYnYS56YRNM0N2bOqQssJHbp5iaWmCS3ZoJlu2x7LV0Ew0YoyJufuxgKVln7NnbHbRGBiNJBunJM+/aMC3HkjpDiS9fkKnp1jp+pxeanLR7gFve3mbu5+oc2hpAiU0EGc1Jn6WoBH0R5LewGe1FzLRaDE9MeTqcwZcf9GQk0tDHjnUoVZPeeSgx90Ph6RGIqSgqNMubEQDRoPWpIlh84aEF18zZLquuXSXZvucIEk9tG4win0WV+zqaRtDMqkYO89zKZJaOVICXWSvM30fgzaKTqcjDx088HObNm72ZmZm/yuQfNcA/Pbbb+VLX/pC0Ov13rx3375ACYFR4BtpqwMz/afyx8zC8xKBp+xzPzXEWXATeFBLDY1UEGurBUeBIEp9Iu0Ta8Px9gRH79ZIlfKlB2IaXoI22p4kY7vVi7ItIe1dSrRQtHs+SeQRepJWzXD2LDQDQytIqIfQrAkaNUWrrphoeEWiZ3YqYeP0kM0buiR6hd/6WJ0H9s1yxgbDVFNk4BY06ynNWkSzMaRWr+NngZ7IZEGqBVHiMxgMWR1qpkOyZg5Nu6tYaQQcPTXJ5WeN+JkfOs1vfszjqdU6iBRtErSGOPWIEpnVjih6Q4/ewKfdDanXGtSzYPmGSyP8IOLqc1Le+KKhrciUujgvQpTRd04OqbZW41RLoWTAcOixuOplFZcWwEmiSLSNfZI0f3RA7QT9ieNu2Z9n/nti2+7S1F5fjzzyUNDrD97cbDbffdtt306uu+765x7g9917H0KIcOOmufc/8c3HzhBolCchNQjKuhIlDYk01gfPJEoqbWbRz5INfmqsXaUt2C1bCZIsyo+1DSATDVEoSZuSRHvESchiZDPgxpR5AyFseaon7IrhZ9nKzU1DfdoQeppapk1rvqAe2nsjVDTqHq2GYqIpmG5pplsJG6ZGbJzpsW3TEn/0ec0nb9nIpkmPDS3NZMNeDM06FuD1iJPLmn3HQ+qBsEkX8ko/wXDkcc7WhM2zI7q90HYtDVI6fcVqz6PVrjHRmOKHXjLPvmOn+NPPbs8sQ43WSeZZe4yivH5E0h8qGjWPeuhTD2zRWBCkBH5C6KfUghRPpCiZIoXOrFJd8cnz1S9NJYvLklTnUwus7LMglyRaojMQp6l1sdIc1KlwAJ6dswzg9jXZaxvMpmkWAySaw4cOnfHil9zw/omJ1o89+OD9o8sv//tN0vp7AXxpeZmZ6enGN275+nsfevCBf6XTSPieRBtb4iqERkiJlBbUtsYkA7jSpJmzkirwtMnsvbLUMx2zsIrXub2VZeaMycFd/Xy5JSmzC8zLPO9AGnwvq2vxIPQltUBQC23CpF7zaNYFEw2YbKZMtRKmJyLmpntsnVvmoYND/vwb22jWQjZPaCYbgmZD0agLmvXMR6+PeOCw4L49NXZN278vMgrXBvojj+edbzh3+5C7Hp6kH8FgmNIbaDo9yWrDZ2GlTi2c4k0vXuKexxd45NBm7CWrSXVKok2WjLH1JIORpFET1ENFPdSEvp8BXON7Gl+leEpbezQ7HwWTO8ctTwjZpJAo3CidpfpT7Vixqe1bTRKROTAya7wQ9jHLR7i5idyGTNPSmkztwkt/MPTuv//+f3XNNVfrl7zkpT/Raa/2JyannhuALy+eptte/k9Hjux7x/LSKfysqF1ry85SSAtIB+CpMqSpQaWCVBk8bdCpsQckqxNJUyqg1lkWMnXqSIpkRW4BuuB2KhOlI4+UsllLL+vUCTwIfEHoK8JAUAsUtZqkWRO0GoaJRspkM2GqFTE71WfL7AoPHuzznz+4iWMnpzh7VjPVgFZd0qwrmjVo1FIatQTfHzGIDJ70CBWF5s0lSpxI0tSnFSQMU01vJG373NBq8nZXUQ9DakGLnZtj/u8fX+VnPih4aN8mMJJUp6SpJkliolgzijyGI8lwJKmHEAaSWmAIAkXgGQLPgtzzTAFwJU2letO92YSYyI6zKJJlusgv5LkGCpDb8yYKq7EgrILVc0C759jiQeuyjOKpY8fFxMST79i5c9eBKIp+9e+D0f9lgN/17c8x6Bzf/uiBfc/rrR6n1bBjDk3GrCoDucq+rC1FtSnzVFlQp2mWQs+Abg+c+1h6tNqUv9tktSQmf17FdglwaVcSJe3f96RNfFj2lllloszAIK1EqRmaNU2rkTLRiJlsRsxMDtg0u8r9+/v83P+c5cCxGXZNG6YbZJpb0axLmnVDI0xp1SPa/YRP3VbHpB6BsoG1EKX3HCcSJTxee32XWx+L6AxrWQtYSn+g6A4kjZ5HPQgJgwl2b0749X+zxM//ieT+PRut569Ta+slaTbeQjKKFcOR/U5hKAh9Qeib7PtaX9xTxpYoS2Njg6xmxXZSlUezZPI8xY/D5lZWFIAvAFuCunidVkkrSavAtsSVZ1jteX9y32H6wy8+77zzztv+1x//9LE3vfH7//EA3u0u0Gxu2Lbn0VvfM+ydep1J2zRqvv3AJq9cy9g3tcVMiQYtRSY5MpBn7F1k00z22pSsbR/tAc3trNIhMSXbUKaj80ylcACuZFmf4Xs2le370gIgENRCO2KtHmpa9ZRmBu7p1oC56bYF9x/P8OihOXbNSjY0UybrtnCqWVc0HPZu1COMiDi1PIEUdpsTWckiWkbTxmfztMHTCb1EMIhsA29/mNLtS+qhohb4BH4Nz5vk4p0Jv/6vT/Nzfwz37ZkjNYo41SRO3UgUaUahohZIgsh+v8CX2UWdF2JZgOeWrVwDcvezjgGd7PzmpovJyyFwmJ3yPXc1duqCclDnIC8JzeKh3V4hMf7rLrzwovQH3/Danzx1euH45k1/93kr/0sA7yyfIBqsnjcaLLwhiRZoNbysci+7st0vqOwVrLTV2uXSlsmN1BTFP/kXtaA2Rb2EdtnalAmKorDEOSOi0N0iM05EWS2oJJ6XA1wQ+LY0thYa6qGmHqY0ainNesJEY8Rk04L7vn1DfvaPpnnk8Bw7phVzTc1kXdBsSBo1RaMuadbs72jUEkIv4q69cHIpoBkYpLQSRQhRLvda0h96bJkRXHx2jzsfa9Ef5e1gOgs6FbVAEfhBpqGnuGhnym/829P8zAcM9+3ZSGIyJk8NcWrr36PYEAWSIJBZbYosVizPy2SapAB5DvC8MKs4msKRfrksxLot+TlJjciAXp7z/J4ae37zc1tIUF1lbtsLW32dGsWRo/McO7Hwhsf3HHxvp9M7/o/C4CeO3EkYqm1Lpx799dNH76QWaJJUEyc2Y5ZoUfmilrkz0JvqUqY1aCVKpnZYuyhrzQGOPboFo5Qck7GOw96Zz6uksABXFOWwtmkCAt/Yuu/AFljVw5R6zdaitOojWs0Bs5Md7t835D//wSxPHN3I1imPjQ3NZB2adVvFV7K3plFLqYcxgT/i0QMeCwt1ztpEWQuSXZM6c1IGI4+zdwgu3t3nloc0/UgyyLrTB0NNb2CrAwPfw/cCPNVASs1FO1b47X93mv/j/Yb7ntxIrD02pNoCPIYotLXbYagtwLPVyhZgieye1anIUsqJHOwZuMdvOankQM9l43jKP2fhauw0Jke0C/z8/DsGQ2qIEvji1+5EyODXL734nDd8+et3HX/ly6793wfw08du56/e8wJe9ZY/27q6dPiqNFkhDAJkohFCkipQqXEKnYR9rSh0tValhKlc6TpnNyqMbdPtJXNjHCswOxPusiqFsCesYG/rnHgKPA98ZQg8g+8baoEm9C24a2FCoyi06jMz2eX+fSP+0x/O8sRT1g6ca9gEULOWlajWlHVdQp01HCTUghipRvQiH6k8fGVQiozFS4Ckad504NMMYiChG4W2VSzSDKOU/lASBioLFH18T6NUAykN524z/I8fP83/8T7NvU9uIk79rCjKEKWGkW+oJY4G9zW+shd53vqnpESq8jjlIHePZ5HWHwvmS7niSEed19qbArDalGA2pgpsexwyYJvcYDClTjeSk/OrfOvOR646vdTZ+rM/9ebjX7z5Hl718qv/9wA8Hq3wpv94y1S/e+Ivh70jQRh4xEmeyDG24EmWgWKqBakqZUsB6ErQmOtrKuB2tbablSyYO8vk5CcjvxeuSX7PlmFPGXw/A7ivCXxNGKTUg5RakFCvxTRqIyZbAyZbHe7Zk/AT793Inqfm2NjymatrJmuGVsbcjZqiUVPUa8beQ009TKjXIg6f0vzZV1uENVtnkzsV+cc2prTYuv2At9zU5s+/0Wd+scYgbwMbaQZBSjiUZfmr5zv2nuG87fC7/3GBn/q9lNsf38ggqTGXCqJU0/BhFBtqgSH08hJau4LZZpJshVPlSpeTg5VTOcgFCAOmpPScYFzZqIvA33VE1q7M5XtUnLHykawhwzK5kB6P730quOKyCz5+7MTCD2zbsuFhFwb/oABP+/eLYZxc2+30Nkphq/EgB5YtJqoGGqaMuHVuNTk6bR1Qa53VR+hSaxfM7XyW/HC7gZHMuljyQi4LbpPVe2vb8ubpDOA28VELEmphRL0WMdXqM4x7fPEeePdfbGbPUxvY0PIsuOsluOs1Ra2mssSQDUxrQUIYJIRBhCahP6ozGQg8aSwzFiFwfjFbTzlOPFpNhSdGDBPNIBYW4Fkj9TDQDHxF4EsCT+EpD6WC7KIx7N4i+I0fXeW3/zLl1sc3cLzbYpgqJn1DK9BEqSH0DGFiCLzcIjWODhclg2dOT/7oSr/xW3lOqo6WJa4S9G7teXnOTaHZjZvXKGRtyeLWXtTcdvfjuy6/5NwPnVpoX8PfIY3/rAE+aD+J1tGrT+7/qz9Ko5NTnufbTyRK3SulcZIBOMkBkS1VTn22LrtLCgtK54wgqsHkOpdswdyUAZItg80Z3DoFuS3mZz5w4Flwhxkga0FEozZiw1SPhfaA3/jzBh/62kYiM8nGlmKurpmqGyaKFL7t1WyEdsZJPbTjKmqhvVB8b8TN9/uk2rdsKTOLUJbfo2wdk8SpQgqfG6/s8gef3UA39pnMWLwW2WlUOYP7SmUMnrGrMBgtuOAMyQd/ps1Hbx7wax/exMnlaXoTHtOpYiLR1H1DGJvMD7cxiO3bFI6bkkk7F+AiY3OXUVyQF+RjSjKqSBWHuMZkjEtyuXuSOiu87Z/NpKyRPPTEU/yPP/rc5p/7D69/5X2PHPr8VZfs+ocFeHd1P8bonxgNV7fmzQKQM6ZBarvUpVqitHGALdCp66HmertsRMgBXbaUiadlbpe18/LXgr1FmS3NZUne22kBbsdMhH5CUIB7QL3W5+b7NR//1gR/efNGtJhgY0uwoZbJkho0aiIDtaQWKmoZe9cCXawEoR/jBUO+eu8UOvUJFQVoCl1b1jTZFHaqUNLjpqv6fOCTEf0ksCwem6KjfTDSVjt7djaMUhQMbo+PYHpS8iM3dah7J/nEt/rc/MAGTid1+oFiMtE0/IzJFQSeyeISU7B4fuEoKZzkTxY7ZFqwku10WCdn8Rz0465XyeLVJF2qTZHb0GMsnprMWs6MCoRgebm99fG9R35CKfn5f1AGX118EiG9dx7f+1fXRMNV24UuDFJotLYHRGmBNtKRJU72SznyJAezA/JSa5cadT1gVwCeAxuTRf9ZZk6ZIktXAbeyNRmBnxIEEaEf0aoPCGoDPvoVj3d/aI7DKzP4fo1NdZgNNRM1bbOToR2TVq9ZcNcz9q4FJgtQ7YpQDyOWO5p+EqA8RSB14VJUNDjl6pYkilEcEHoDpib7tEdNhrG0U6MCQxDZ2nVrbaoyOBR2My2y+hGtBVMtyQ+9rMsNz1vk1/90xIe/PMdy3GIQ+jRjQcu3TRChEgXIfZklfpyVrwjUhXOsHRYfJ3OXiKrnscrgJbvnAC8B7+ZPclYvgJ+VPS8urvCtOx665v/88de/84FH9v/JFZec/fcH+Kh/iq98+Bwuv+H9L0ijk3NK2r0ccymhpUAVGS2Ncjpp3PSuzvxSY0RWN1J224xLkkqTQgXYpjjAeWDrduhIacclSJV15Odd+UrjewlBEBN4MfXaiDAY8MSRlE/cWufPvriB4yvTNOs+MzXDdGBo1TSNEJpZAVYtlDaVH0pqgfXOa6ENVEPfsnerOeQrtyr2H2xQzxMquTvhICS/sNOsUCmKPS7cDTdc3uVvvjFLt+7RSuzwzFFkGHoaz9elzSelc+GYSmImSSVbJnv88jt67N4a8ze3TvLI4SmGXp1e6tH0BE1lCL18DkxWhKbs8fREGcfkF6YUVRt2DZO7AM++YN4imDstea1QBfROO2HFR8/8dfvoyFQNB48szH3yi3e+4L/81P/5J08dX2DHtmdO/nxHgCfREq9488P/dv7Ip94u9DxBYIuoSlkhigYDZQRG68z8d9rGTJYcQBTZL+MyN1WnhJzF1wO3y97CVMBtZ6nYRy8rLPK9BM9LCfyIehgRBCN68Yj3f6zGBz+/gdNLU8SqzmRTMRsaJgIbnLngtoytsmIskbG3BXctq9qrhTFpGvPY4YB+HDITZMu/zEEhKt/NDTSTRDGhPC46M+Lj3ohu5DEIBPU4086xxo90ViglUVIglJ3CJbJTaLW9PeZJKplo+PzUD/Z48ytP88ef7/CBT25gud9i4IV0fUXDE9QVhEpboGc9svlnLkBeANxU7cMxGq/EShWyqoLaGFE1FVx54oK9ImFz00xx6PgKx0+33/743m/ffeL0ygf/Xgw+6jxM0LqgsXDgfZeY0SNBGIyQUlVOkiFnYlkcYFUEkE7mzoiseEc4X1I43nZZjFShB2dZLMFtstFuju5W+bAgC247nDPB9xJqtYjQG9EeJNz9sOCPPjfF1+6fZqk/Qa0WMhfAZKBpBYZmYKiHVpYUzB0qW68SSsLASpOaX4I88BMatYjTKwmf+9YMIzwCzwF33liUa/Ac3MZW5sWpwhif1764wwe+0GdhtcEgEYxia/UFMfhRWiRoPGWHJqlsAm9+jMoLx3Y3NeqKzTMDfuoNQy7ffZwPfG6SB/dNsNRrMlQhfqCoeZK6hEAZW2WZlRTnGc4qyB2glwsS46eskJdGFAAfTw6V4LYrusvo6RjA0+x3CGFHQ99836FA1L55ye/+wr9sfOPeff0bnnfO/yKDJ4dJOgvfUw9XflJ7R9EyxJCO+dNyDMjla5O9Hi+/rMqSfNl2CyCqB09gMrdmDNhCIzLmlg647T0hDCMCP2K1l3Dz/ZJPfrPJF+6eYqHdQtVrTDQVUz5MBDYIawSGekBRF56D20oTZaVJYAgzYIdB7sbEhP6Ihw5IFgchoScJpE3wKGepzyVzpaM9FdlkAI+ZuuCqs3t85s5p+onPMBHUYkMQWf/e82ywqUYi65CyY6ZdFi0ArgWpEcSJR6Pm8wMvGnDDlct86e4uf/vNJrc9PMl8t0HkBfQDhS8lgRSE0jaC+9LgidJyzVlcCrGmXmVNAGrWMnmR5ncMBU1Z15KzdprJk9TYJuiEKotro1g+ssRlF/d+8q+/fM8t7e7gb/+XGNyYeWBuTnc+/P0qvp16OCTVuux5RGCyqaz2SpOYPBtpyveNlpkeyySKI02oAHwtJRSVbXkwmQM8T55IY4v3pUZJW8gf+FYuhH7MQjvhK/d6fP7WFp+8Y5LlThMR1AhbPi1PMOVbYNd9Qz0HdyCohcLWhweSmm8H6tQCCva2ANfWjfESAj+mFoz4wp0hJ1bqzLaEXfILF2KdwKyQKKUO3zDl8b3P7/Gpb8cW4LFg5EOY2GlSfqStteeUIVhWdUBOSSRp1oSd//5mbcSbXz7g1c9f5jN39PjcrQ1ufbDFfLtBogIGgWfH5EmBLyWesIzuS2sqKCGy81Bq87FSIOdclpq8KlVECe4KoEUGaCfAJJsdWYAl69hKR9zy7fu4/Jwt3/+zP/Z937rpWHth1/bJvxvAT56aJ8XsaqDfPlM/ilItkihFG8/R3dJhcFnR4zm7u1KllCSidEsolzOXwt2yV1eWCFEd1GnZO+taqcUkccKxBcNjRzz+7ItT3PFYi5PzTdKwhteyGzhNeND0Uhq+natdyzp6LEPn4LYVeRbcogB4GBhCX1vm9lMC39auPHrI8MThGkL6BAon4yiyILOE+RoQZgmfJPW48MwhF5/VZc/xOn1f0khSC24FkWey4DmbWiUlkjwpI+1vdy25LA6yZQEeSeIziHzq4Yi33jjipitXueOxLh/+YpPHj9Q5PF8n6YUkdY+R5yGERGVz2T0pbU29sJ35hXRxLt41aX1nQc5BnRdo6YyhNa5bkluOGZjRJaiNBpOCSSBJObl/iZna6O1xfPp9pCsLfycG/x9/8ml+6tf+Aj+YVRuaBzln8yQ3XJZy8VkjjIkQJptBkkq0VgVT2xMni+Ayt6+Mw9yMg3zdXVRM1efO2VvqrNXKAtvzUpRKECrh9DLcfKvHE4fr3HxHg5OdGkfmG+CFqJZPw1O0lKHpGepeBmrPUPMhDEQ2Y7wEdxjYOpDQl4Q+BBX2Tgl9ndmOCfX6iAOn4PCJOkp6Vp5Id2lnTCuPBVdFK5jHWVsN523p8ejBGfoNy+KhB35i8OMsO6t0kYG09SO5SyOLY5qvqmX1ZtZqlirixCeMAjZMRPyLF4249oI2p3ptvnp7yJ7DIV+5r8nppRAjfWLpgVJEUkK200aeypeIsjiLdXR5BmBwJEqF0XVZV5SDmHFA6zzliTApkHLJWSOuv7DLhdu+gFh9UNWHy6Ttj6Im3/zsAK4NvOblr9h01wN7P/jBvzwpfLGZs3bGbNsY8Y7X9Dl/R0yjnrBjmybQArQq9LbWqiJTSuZ2QF6w99OAuwhmStZW0iCyhlmjUrTRLCzA3mOKv76lwf37Qo4crdMdhfTTELwA2fSpKUHDg4bS1FQGarea0Bf2dQbuMCszDTOQF8yd16/4acbcFtxhECOJafclkQlsKlxqO/xSVD1wl2FN7izlmd9UEqcewihazQgYMYh9hp6gnpisDDZLzihtnZSi9kY6pQCyBJT7N4qeSYWfZGOUY5/AD9gwGbFlQ8zFO0Z0oz6Hn2rz4L6Av/p6gz1PhSwtBCTGI1EKLVTRwG3Ts/bqLRu8xdjZdP/jZIPQZdqzeJ6W7xmN0inKaHZsi2nWEy44I+ZHXtNn61zKWdsTQvmIEPKCD85tv+5G0uXTz5rB//M7Xys+/tX7di+2o7OHsc8gqPPgwYSHDqTc+kALJRN2bY/5gRcNed75I66+JCbV0Apgqo7D1tJahhnA7fol1tXbxS3bo0cWXd+aUWJY6Rnw4ehxyTfuCegMFV+8o86+IzV6aUBifFA+eAEqVARKUleGRg5qZZ2CMAd31q4W+BB6tukhDGx5qmVvQRhAGJQyJgd5XsuSuyfHF1P+9uYJ5tt1pidzzVpl76IOJX8sGDzvb5SMRj4bZhSvf9mQWx7oc6zdoB9IGokgiCFSBi8BLyaTZpRaHGcUBLIsbc2CuLKVzE7oTVKF75VA970E349peTFXnJNw+dkj3nTTgCePSL50R0hnpLjlnhrHjgXgSZb6HsNYZYCWmHyJejp7pbRWyqvc1dUYhNFMNVKaviY1muddOuKa8yO+/0VDdm2z+zO1AkFqFGlaQycJcdQ/WwUTu/2JV83Dm9dkT9YF+Pxyr75xZvLD33zoWIPmtL3CVIwxCZ2sCubB/SkPPdFgy8aE7ZsTdKq5+oKI73/x0LYdpTDTMpx7VkwtzL5DcYYl699s4BiNBA/vVfRHEs+TPHrI5+Nfq2GEZKnrc/SpkMQotO9jlAe+j5QeUkpCKajJDNRSZwkNW4MRZGlqv+jFpJg1XoI7lyV5Q4SVJZa9NaGXsXcGiNAfcevDilsebSICRajy0cWOezJGbIWLVBSfiYxdLchffPGQ6y7r8le3TNFPQoYJhB5ECXhJ7q/nGVudSQY5pvNzJhfVgDZbLRI/G/eQKvzUI0kSosTHU0nhQimVcNmuhMvPHZGieerVPZY7AiMEH7u5xiMHfTxPMBgpHtnrEY1UVnOzDtArLG7r/MPQ4mO6ldoKRG143UtGPO+CCJ3Ats0pW+YMJpaY1CPVdnqA1l7Wsicwy/sakxNv+LBOO5cD/WcF8IcfO8iBo/NB1OnZqa6pwUgPdAIyBZNiTIrxNMdXNceX7BJz75OaD3zOLjkmMWzbkPKKq0dMNTW6SGU9DbYzFEgJqz3JZ2+vsdxTCGkDWVIPhLKdwzUF0r5Wwkb9oYKaNIRSE2S+ru8A21cZsLNmY98XhJ6wj1nXS5BV7dk2NitNgsBYxg8y1s58bz+TJ1ES89iRgE6vRtiShDIrsCrsTLeOsDzXReCVJ8S0JNGKKPbZMC25+MwBoT+wtSmJIExsoOnFxunG0bZ+u7iI8pAvt2JlWcVXlE+kRS164klSX5KkKYlSqCTPISRFLsGTKVJZh2rnpoSztqYIqXneuT2MsQVtqz3BZ28LWB2IbP6heNoFOr/CtYappubG50Vs3aBJE/uZlRQYma3+iU/UlxitMvmbj7BQaK1IUo8oHqFWjwbeaP0CwzUAP3FqidVO/x2//6EvzDSVziJpwUgrUiHLCDcPAJSuLDMmb/EIDMdXDB/+QstZjopLOUd1FeC5jJESQgG+xOSar3i0kb2XZd1CYaz0yJIUQba7gZ+noZUpunjyemjb5SKc7VAsuHNpEvi5RrezU+wsQ52NX0izWeV2WOeRRc3X7mmACghUZg+OBZhrjWM3uyeyuYAyG6rjkaQ+N1094i++2Ofx+SZd36ee2EIpPyuSyv+GKCxTXTL4WFmAyXIRae7cpJpU68LB8RJF4qWZQ5OiPIWXW68qzbZESYkijZAaJezAJSsjNY1A89ZXaoQyWc7CVM+z27FfuGU2q53EimjoFzFa7OZR8jhOS1vnZCRGSydg9hjFHosn7prZcf473xENF98X1DY8M8A/+9V7iKLkrYeOnprwpKGeLXa+gJEQJEaQGIkxygGucQKHIm4GBQRjX3YtdTsAlyUicmpCZsU/NintSTvXJBAGv8i8WVbz89rvrEw1f+57FN0sOYv7nsD3855Fle0ekcmSwII78A1B1vUT+Gnmeae2rsWPkTLm8cOSAyfrCOUVCZKiTsQtO82+arUeI6uuTMu6lCS1LH7m5hEX7Oqz5/SIQeIz8AS1FPzUypS83l1mWrzaMCyzZUI4q4UsylRTL/ff7d3zNEkqM4BLvNQCXKo0e8yyxPkeSkKXjpa0oB4MdWnlZiDPBz+tR2quk5YPG2LMjHCBrgv7WTpkYIEe945PrC7c91Yhvfc9I4MvrXQw2gS/8Xt/LeM4tsuF5WUkAl8YYgNJzjpGFGlUa/u4UbLzuC7Ax3qiMobLvVUpsrnWWLD6WdLBE7YgKC9k8hyAK1WCvLyLYvMqL3vMu+oDX2YgL8Fd3svOn8BpkrDBmAV4bGJuf6DO0kodb0IR5Gnu8RT3Ot++AnLjuClaMhz5zExLXnj5gK/eM6Kb1BmkikZSrkxeNvpOVhJfuhJo2iMvSmOiKILTReCZaIGfynLLGCXx0qzuRSqSbFCQFPmjs1mYYwTISq4iB3iZhV73VijWMXfNkCUFcycul1uu9amKqVtJmtBdPSF3Xvgvg3jUjvywTPpUAD4YjAB+SyCu1mmKEhIjbd5cCoMy4Bth++fy9CpOPUF+MPP06nfibSdRkINZ5enhDMhSmCzBkAVWebeOKAGuZD4KwZ58WwsuKgC3Dcci6ywfB7hYB9iZPPE0vm/3hbfyJCHwYgIv4tSy5r59dYwKsuyfU/zlBJauB16Au9DJ7vhiUTCTST2uOjdmdrZPZ7FBP6nTUAI/0+IqLw8WttFEYuWkzTHnN1kyZaW4KQOLp23NvtJFe2GqBImSVqIoYyWKNFlSLQe3Kdk7L3jLyibccX32u1dJLp8Ns/aCL2MHHBytZXOnJKQo5tMIwdVGR79l4CeflsHve+QQwOZ7HjkioySrpSCrLDPgGYF2t8AorjSz1sR3XueIdhMCrjQVOXMLK4dEDuiimMoZwSacfssc6MoBetYt7meF/F7B3jagtC1bsrhbPU5pH/qaMJ8ElbG3n4PcT/H9BM+LkTLiG/f73PZQC1HzCDKAF/53cXfav9YweMnepSdu2ak/CHjhJUNeemWfP/9qRJSG9FNJLWss9rJNBGRe3ipBJJrxpFIuVzQiyxI6bYN5/b5nS51TJUi9vFFcorRGpbIAt8rBLUtQS2myOKAc5inG5EmxqAjztKtZjgy3XLoEuPNcVwEPAiVS4v6TctDZv3n8dxcAn1/sMDfbOveX/8fHdyy3+8Ve8coSABLKDo3ig1CCeyw9u+bDjy3VLriL+u6iDNaVKmSlsM77mVSxnS0l2MtxCPnsD2cOSNZNXs4HKcFdBJVe2XFfzPNzmNv3EnxlGXyQJvzhZ2eJRIgnFUFei+7kQMrv6Np3VR2eAz3N0+qZjZemHtL4/Nj3dfnU14espDX6aY16Cn4q8LLdMjxpiHOpkskF4ZyHPPlTMLmXEZOXNYd7dpSD7+VDmWwbW5qaLFtqUEpmzpBGKneVylm87DASUjvlFawP9Ke5ufkRMwbwnOUrhX75dxRgdI9R98kzN531tguTqP24F0xWAR7YDvl3Li53rlttd2mEXsW/rVaHlePS1lSOrXONVg94uVTl01/dAEmIcnl3mVDlLWlirGte5tsAluxdtGHlM0AyeeJ5MgN53mXuyJIM2L4zxy/wLYv7fr4bhGVvP4x4/KDkxFINlJ/tNUQmqarMnWN7fBx3Afa8TzXT4Dq1LoEdSeyzZSbmvB197t7fIPYC+omgpoQNNvPdMrK+T5mMZYCLRDlgMiY3uTduxprABanSlrk9SKVGpaLobU3zv5HmI99MMVg1B3cxIav4+zhy5TsD3MUZOZacktuS2anULgkhiKMe/faBjcCZQsjH1zD4kaMnCEMPkwyo+1bTrtu94WjrigQpPtfTK+9ipXK0aS5PyoPhlmaWjO0O0SwzeJSSRYmCxZUqB9sU239nALcMzjOAu2xQHmdvT9ngMkpi/uwLTU4u1BFhLk/cgZZOFpOqNFu/nUsUjkrO4ForosRj65zgbd/b4dE/bNFLQoYqZJDa2hQv/+4JDoOLLLCzmw/Yx8xJIavoJA84y6pG65dbyeLpTKJImzFVOvteUlqZ4jSZFOfKAbrblGLPcwl49/w/LcgdgJkKo+fvV9lbYNDap9uN9OljD2idDovfVQD8zz/+VZSUHDp0jMCz06DykzKeZi7++NMEDM8IcDEmT4pH44C7WmRfAXi2LV7ZQ1jOHlTKmWKlyrvKR7YpaWej5AD3TDZKwmFu33VMSpD72X4+9TBi7zH4+h0NYhGgpCKUJdgq4JZVFjfOcpiDzNXh7ohiuzOCh9Y+L3/BiDM+2eeJo3VGnm8TPzKLMxLGLiq3EjMDeTaDwxjHPsyr90w2Ri+bMehlY/W8NJtfqCQyA7gSZHNUSplSENHYpNqqHqd0VZyr/ZlzQaZA3lpWdzAl7O82GoxMzlk+ff/LMOmXKwC/94G9PO+Kc/nR//SesD+ICndCrPMhzHd4Pd6sUILbrAvwwkmpsLcDclnOXBkHejHuQJW7Fef6O59FqHLmzqbKemPgDoq7dU5K9tZZQqcEt+/FKC/ioYMep9shKN9u8JR18EvBmgYH1wcXY8fJnZKrcxelKHHNd1Dw2DQx4ordA544MkKnAX0VWk+82NRLOIATjv4FcpDncsUpbc5HN3jZcy/T5/lkYE9bSVIZ1KmdVWoM6G4clT/H+SzWPuQZmNwRsusR5zrOXA5wYcDoIaRL4cd+66dZXdzD1IbzLcB7/QH3Pvjkmz/5+dt+4sFHnrRbbkjzHa+yZ3sTY19qDdBzqTLW5FoFuTtibEym5OwtS92tMub2lSzGtnlqjLl959E3eCrb690rH8vUtW1a7g1T/uyLUyyNQkSo8ITAk9oGvbK6Ao2PP3NPY6ZUrbORF9OZfDJBtqNCVto62fB426v6fOaOIb2kRqx8BtKyeFmX4gaaTnCXBZ62SERjkJj80Z1moHLZYuelaJWBXWYSRhlSYY91PutdFn8zH93haHFhinNY/SxjUqXA9NMw4zPzfHZsLQFG0RDpz/zEf3zfk/ck8eCjkDH4wSPHqdfC5un5Bd+kMUHNX9Nc+qyBLtZ/Oa67c4C76ey8eL9YbmX5qLK5eVWJ4o4fc2VKrrtlJenj+9kItxzgxfPcCswlic7AnuJliR3fS/DDiI98PuSexxogA4TyqClTCS6FrK5IefpcjCG84qIU9dtjOymkecbO55oLB7z5ZV0++Lk62gsYyIBakegq8wfSBVbuXkAmUyy481B/vI1Q51awBM/YMmyV5RWUdsEtnKZkQ3W6wZhEgcqKUjCui4+nBfd3gpko/o4WChOP6HWW/F77eDNNRhQA96Rdyv0iOVJl2P9VgFdswTXSRFTeG5cmxTi4AuQue+fMLasMnnWcu4Hm+ODNiuZ2JYlyPG8v87uVtQU9ZRuXF5c1X7ujxWKvBqGPJwSBMOV4iNyPdmq1nymgclu4ymDPtQwVqVZEscd0U/LyF/T59G1DTnVCIuXRT0XRJFwcl0L3ZsGm42GZQpODNrqoUck/h5c5KkpZyWTZG7TKNjPIV1NZxkDlJKwy6VReYFUnpeqqVFe2Qm0/S6BVFEG2ShitbJdZKYjxDh46xvatG3f+5Se+8trTp+ephwpPjcmKZ4vw7Fi6J7WYp+FeLGIM8C6wKcf4uiN98+6V4sDmo5HH5EkpU6iyt2fwKqzt3i172zkq7siJjMFVQuBFHDot2HOoBiYoak+8PPgauzux5Zp68HVdFHdYUlE1J4oCLI3Hhbsidm0ecmq5jkktiwdpWR6QZzbLdLkopEKpBXKZQsbqwgG6ZW/tAN3LNi2w7J3LQpNtUVNeVDnpCG2yldnYCx1HrjjPKfCQfc7i6OD87NlAzhQrpTE+q6uLTM71XnvW+Td9qb1y/IgH0B+MzjNGv3ZhYZFGPSzZez0qfjZX1jjrj4E5B37FB3cA7erw8iCWzF1IE0lmXY0FmGPgtiPc1oLbK/atKSWJnz96eV10iu9HQMKtDzTZc6oOoa09D2Q5+2S8PU04yH66w2ecJ4VEqUgVVciUaOhzzqaI66/sc+eeBqQBifIYaEmYrnVxXB2cSwDhgJzx2TT535WZZMlq6XQGap2tUNohlzLLLByZkrG5FIg0DzRdRhfOKk6lVkU808Eax1hxBN05ipLV1WW2pea1aTL8XeCIlwPOU2Xy4xl+43f80fhFkX+hde1BUf680NsZqPOrUmVLfhlkigp754Fn7oMX4C5mE+ZtXuuwdsbYuTzxcnmSj57wYjwVE4YR9x+W/MWXW4yiABquPFkPWJSM9TTHrzJnW1NxUyrNCU5T8mTd4803Drjlzj73HQgwymcoAgYiCzZTN7gzFVCxRq64+Qxdjv5QslhV8gtXSwr21o4Uk8X5AanH7F1ZHgeZSZJywpdxyC4f7lkdD5d/3GfGe1UPC0CnVqaQZUG9JImJ4wiBphbYLF+FXXhWF1X1z4rq8zXyxAG1/VkV1KWbIooDKQqAZ0PbRSlHZB5oqTIoygfP58xdAFzlnekZo2ezCwtJolKUl2adLQlBEBElKV+6rcEjR+rg+wihytJYYbIAz5QSy2XydUBeAbdxx5q5I++kE2xaLT4a+Vy0M+aVL+zz+NEGgyRCS4+BVgRpWcWohCNVWMt4BrO2eyxjbGU0RmZglxKjSuswd1akEUht/1ZaWIaiCDClEIjs5xSfxXV3RAUbCJyL8NnLk/VuaSKJIkMcx8RxgvdXH/s0nudxen6Rek0h5dPUlTyLhM44sMurc63eLjVZFdjuwcjrwAtpIlz2xmFvKo8FuPPxyQ7IPWdOuOelmRWoK48lg9vM5f4T8LlbG8SxZW8phZUnoloam2+oXJFjhYuSnUzn2JZafNzNePpgs1VTfN+LhvztNwbsOW5ZfCQlgzRjcW1Q2jZe5SAnzWRCmvsnGZhU9XN4KvPmlf08MrMObZeNVTpaOqUTMgO7sNo7NwPKZmtbZp2KEuwFmTm4KNP4VUn3nVa/ta8FaepzYP/DzC8cRycJ3vz8AlJKBoMBvieRUlQYpjgn/0sAH3NNnhHkYuwAiaoGl+UOBEqVVqHL2nkTgCfJ9oPMu3tKoHtePiGqdE/8opslKYDteTG+iklMwqe+Wef2R+tQ90B4+NLWxhfaezyDuUaLP80BM6KS7DGV1rKxgDOVaKUYDXxecHGf197Q59Bf1hlpH50qBsLHT62dqnJpkubHuHRWyjPqBJ6FD26PZe6LK6MLsGsjkNoCXcqS1SsmgARpDFqA0Nk5xZEr7vkvr/21iZ9nI8XdkhGnPkUbQbfbI0k0Wmu8Rt0GTEYr4tg2r1YOevbbvlNKvhpcOkvQetJkDcDHdhYQY4zteuAOqCoFV8opm3UG31dZ3Jk669yVKpM6uTTxVILvxRw4JfjQl1rgBSB8hJTlaDOn97I40Txdk0NVKBRNUAiozNF20/dO0idj8VR76Njj7a/s8+lbmjx5ygfpEaeKgZS2yjBfVaj6zyV7lyB39z+yRXTVSlFpBCazY6W0KX1phJUsEqTJ/lZW/lLZzCovf9bO+XakSrmyjwXjzwLg4zIvP6ZaC4RSGOlhdIoXhhIlpdUuI1kkHYw2lSX02dyqy0723AW2+2Vc58T58u4+MS5rS3dpVGVgp/IZgFlQqfJ2NS+fe+2A29OO7k4zJk8L7e1ltmCeuTRewie/UWffkTp4FkiezIJL4XweUYLazcLm5L3m6LkFatnJcYeSFs3Ia7p97HCgOPE554wh3/+SHu/5yxqxijHCZ5hKfJGn2PPjnTF3pfGgBLkxApRzrotzbqWKNGCMtlIk197SYKRl9DJPUZ6jXH8LF+wO4YnMGhzPE4wnF58Z4Xk1Zn787DFLUo0WoIWt1PSUMNRCT8Sxwvdlka7VwmlkMGDcNWFddIs1S836SZ2x7THWyBNRHBy39qQAuHIZ3FQZPB/m7urvPKj0HJ+7aM/K9m6XKeXQTsvifhjxxFHBn36xRZzNXBHSBpeF/11YY9n3keXFWzkAYt3zUwSYefnqepo8lyh5fUqqrC9eDxQ/8uo+X7itwaNHfZCRbZRIpZVPOYvnYEuFk/5wQG7WY/L8M9jja5SVHlJLlCy3mJHCIDIN7gaeJYO7YF/rnKXCvQipHrv1D9saYigSZdkArDgBJChPiiiKUR/96Ed2B773oUMH928y2lTYtRjTJR1NLNfeS0/ate7yn2c+de56OO/nrohy/52zrV1FX6u83jsHr2MJeqVLkmcs1wO3dUuqBVX2ns0QzwqqAi9CyYgPfrrB526dJPFqdgSc9KgrQz0bR+ErO5LCyzr3i/a4PJPqZFVVli1WSqA8x/UpZFa+O0X+fbWzHUs5Ilpm5aoCzcx0zMKq4NaHQ9saLuzkKSFsg/bahJMYA46ojoQcU+klmEpyK4JSxrZ2BMruG0eCjZcl6OrrcVmWdzZVVrM19+qmCqlzjxOIYs1Vz3v+VTe89MYvegf2PtxYnD9xrk5HKM/DJOXOaVpXr5b8i+ThSVV356Q1rr/XyhM5xtz5e2X07Sx3bsTusHa50ZSz4ZQsJYryjC2CykCd789eYW8vLSSKnw26USrGD2KOnBb8zdebDLVv5YlQdixF0SrnaF1HphTHwwkw3YCqIgUqjC6K5Eux21x2Et1+Ta1UIVXqvuIHX9bnI19qcuiUBzLGCMVAeyjnuNu4IAs6EYhxuVKJ1gRG2f7bvB7a6nLbtqiMo8MlCGMwwkoZnSd4jKiw9loGX/95DiT3AlxPrlT0N5Q7Laf2Ymn3Buw/cOTc/iBueHGSkCRpBmbLrmDBLXLbyLnM818+/ofzpaf4kPnrypcQY4+Ox+0Gai5oCnliKsGldMFdAbirvXXJ4ipL7Mi8QlDbC0Al2eyPMsDUKuEPPjvB3qO2YwfpIYUiEOALOzfbHc023txQ1d/rL7TrsVu5eZOrv3OwuzJFkmo7LfbcM4b82Pd1+YUPhqRpBMJeAH0Eqgg4rUXolqO6aR4c4WI98qq7I7HHvHjtsLGU9jrQxvrdOntPi1KH6zGAu5qcdZ7jHEMH68XHrWaA3ZIH+zM7t9G2wXtLq4bltt3JKwzLbbFzP9w4v7hyiMYBPsbeOZuX2kpUNFg+N9sdb1YBdwXgziB2lc/dNhXt7QJcOcmccq8ebUGcP6q0ALZSCUomKJkSNmIe2O/x9bsaDNNsM3vpWX/dWT3KNLWpXLTjJ6+S5RojBNeDxgF2MeIh1+BGF2M67HsWxEliWfxlzx9w6VcHPLDPh1YM2iPBZyhsa1uljNZZWdz1o+h9VGSujijArrKf2+ZzYfW4sQklXWhwixUh7L8dB7ab39DjLD4WXK4xK8YOoWtbj0siIewGBrOTHhumFF4Y2PEJOXNb79IGmSIPQNarZhx3S1xrMHtSBpXVqFlApay0UgdeVK2ZMXlinHY1kw29WZ/B1Ti43YCyeMzeywbne57NWs4vaz78uQkeP1iytxDWnfCFk9yp1MyMxy1jF/7TMbhzgnSFyZ1tF814AZYz+EbatrYLd41422t6HPtwwHzPanEjJCOt8IUT/GUORqnES5Fkxphc5QaxyTOcJeEZ57kFdgb0jJR0HoAWJQPjYB8nvyoPrOemrOEIV+a5KyFWi49iGEYCz+77aDteclYRmabKf6vrgY8vG+NXW8UGLABf9b/XLY2Vud4e2+Gr2L+xlCkq6+wuOk1UvruaKeZ55CAu7y6bl40MKk/sKDtQ8+Z7A/7ssxP04sDOkhAeUuRNxcKOLXP6RcdtsPEgfe1BozgzpQ8+FrgZa3FVmdwBeqrQMrXz+RKPRj3hX31fnzsfC/nrmwNQmVQRgoGWqDSrtXfYsShUGosE7OcQDrBdDW4bYfILUslMmsjcTrTEKGX26GQui/oTmTXS5UVYrHO8nPeofOb1QT6e9IkTwzDSDEcabxhpRnE2OkCVS+ca/TPGSu5fHr/6xgOHZwS2cIDsgH1812IpMv9b6AqLVwPNbDB+weLO3bECq7Zggidj/CDiyIrhY19pstQJsqylD1La4NKt+y7k1PhOZBTsWFEoYwc0j99cBi9ZSJQNEDq3wKxMKSxDU6bwpfaIIp+5yZQfvKnHbQ/UeWpFgYxASGJsMZZyamVwCrDEGJOXn7DK5pldnmlwC15rFWZ6XebMzZgOz9RALlGM/Zt6vKSBsiirEnSuE2g+DdbLzytFMQbby7fPdv9P94SM71W+3lW1LqCzH6ybvsZd4seBTbE1t6rob+OweQbujMWLzV+VzmTK2kxlcZf586TQ356XIGTKN+8N+foDddvXJr0suJQEoto1o9zP6kiuynF4xkzP2Emp2GymGmzmtpmuyhULbo3SysqVSPGKK0a86Ko+f/01H53mUkUx0qoMNjGIVGQV4aV8rGafSnMhk+QomTN8DuisK0jkw4TssTHZccn1sMmPUR5z5aucgWqduM0JrEkIUmJzPUm83q2QxlLgBb4dpaCk01b1NKJ//L1xhl6Pwcdf5/IDzBp5koO3AL7L3sVemO5s7KoskS7Ipa5obX8sFW9HkmXBpYo5sgCf/kaDlXZQ1JwgJZ4gK6wyhUxywS3X+Y7rYXrN6chlSv604qisU6ftjCxLtbRJl8w6VNKy+NRkyutu6HPngzUOLmUpX6HQCIZC2tQ9ZZWhKT5ZtTYljzVzQCtJscKoAtwmkynC2oMGTM7mQhQkZXIdrm0DRL6xR6XgSoBbK25xlF+A+fVXxng2y2+qoHcOdKoNUayJIoOXH1VHcq9h4QpLux/KZfVnAWzGGNuVIxVpkj+XxrEIS4BXEyB22pJl53Iz2FKmpA5z58+z4FLZoqpIa37vLyb4xC1NqI2xt6QILKvSylQcoCLWKA7WWqCvyzmuIW7Ateg0otj5tzKXL/fHtUJlY5ClVsRDjze8dMhT821+6Q98+mlMPnY60T5DrFQpa9VN9bw6Gc3Spci8cVkYLEhjfXIhLFXLzC0wmWzRgswXr+57L7KLQEgredYjyYpJkXXLFyuN81mNENnvq5Jwrj5EpgS8wShlGGnS1OD7z05LF79s7N+5wC8ADeDaabjBmalIlYLFhXF+7vY75sDGmZdnyiAym53njcmRXHfnd7dT3gsSHtnj8dlbG6TSt8wt8uH6VJoaKqWx7kU/HiyNrXpPB++iqx7W2F0mtwvVGLDdwZNaFuCW2iNNU5ROeO2LB3zki0MefFJhZESW6iEWHgOdbQUIJZtntJjLJAo54kiT7OJTorwmVYYw2/ljffCqVWgrC4vaImEwWXp/nAR5RrxVA1KKz52xeS5nMnB70m4B2QglXj5d1fPyaNdZQpw/VhTGrAPstSDPNtBYT4OTN+aWgZoL8Mo20oXuXg/kebBpgV5MQy00tsPcLns73renYrpDwwc+2+TQiRoEHsjMGpTCGYfsrBjj38k9KePkwNPf3GQFBUOX2lfnXrRbI76eo6IVWmu7c4NWJLHPri0jfvS1XX7mfT6dRIKIQUuMkETIYnc0SQluV6KUF6QpZJSS2Lpy6XzWnISwgacRNth0tbfV4xaQZs2KtxYb5MGo02tZUQ0GqFwkliSkc7Tj1BAlmlGs8TZMQdSz+9XkrlVh041/gGeUIdUIuKpPTfV96UqVMXni6vAc0IWjUsqS0kXRjoNSypLS807HQJ2gZIySCV4t4Y//ssnHv9Ii8TJpIqxuLVrS3MKlsc85Dna7UruajjW+uItwt96+ZG9Hohh3ixPjbA1osoH2ttVMp5JUKKT0bOAZp/zgK/s8edTnd/4i21Pc2N4zjc9I2O3WhUt7Dsgrwy6lyfS4Ba0dxuqU1crcFTKZBs8Anp1DV6aYApTmaXA1NrQoD4qL/yfX4U63khPM5gwdRZrVTkqtmeItt1OWO6nNZAZPA9Dx99YB9TjDl/+vGft94zM01nvuBpjjr3URWEpXorjzrFW+87Gu6HBPpkhpA8wgjNlzVPGXX22y1PUhVFlg6SFkVnYq1h9oL8ePg6sBXV1ZMQ3XZ3Dj1HwUYHcDTUyR9MkLkbQcS/4IK1O01uhUkUrFXDPlh17R4/PfrvPkMQVhbKWKEKTaZ0BeXTg+XiIHvQVvrsvz11aaZJ69cAYHyRzkFoC5ZSgzvS0zje563rKCITFGhGO6e83PS9kDmTTCIISkXpNMTwhmJsBb7UK7Z+gPtR2MMwbYdR2DMcFvXRHHAsqurjIIM4X8cW3A9TX4WtYuX+fOiXaCTuuWWAclL391ZEq21beXpeI9aaWJRvPF21vsOxTakkRZMrgSFNujuIP3x/3u8kRQ7rgicm3LM97cH691UsY6fdZtaZN2pwYtkVIWuyZLoZCpR5yknHtWzKte0Gf/J3zSNPuQ2urxBI+hsGl3oTMw6QzkyvYD5DeVgV+SeeEyf7TgLdhckMmQ0kGpMrqoYMRQBXPullSIEee1ozAKWShtTJEnzaSEmp+n6n28q6+6vP/44/7e48cOXmytu/XrsCvLinMRlIHlOFOvXYok5hmCy3IEWJ6prNqD2pEopVtSbOmdFU9ZwKelPMlAXdiCKsGvJXzqWyG/8+cTLA98q72zwLJMy+f7s48ndca+ZwFWJwgSDoSfBuhuBs4NMquAzzxwaYpulcITF+P14hmDy6wQK9bM1DTvekuHgyd9PvMNCXUL7vxTx0IVTA4ClAV7se5X1pqsZEOWvrTJWV1nQK8AmiyozHRy5nuXOjxjXdcPzzFjyn/j2skUzklZh29ZE9DYLGmqUWGNmbkde8/cfWFfbd26cXllZWmvkuZtOo3ws8myZa2ym1F0QF8JBqv3kn2rdp9bBVgtlsrfX1tfUmQr3UIqJ6D0XHA7zQvKrTcptHiM78ecXBL8zl9NcutDTTvPTQagApAenhLUpSF0Ghvc2SfutinV2eTlnMTxgUTrjbkQ7jEV5eN6RWaVY5k5TO5U1/L12GxCDHNTCYkx3PFYQLc/FuU5forML1HhSqv1lp1qcn9tE0xZY27G/lkx39t1jBBrVzDnvdI6Hfsg2fvjLGKMoVZrsLC4/Na777n3Xi8MFEJoU+yKoHBawqo7LpTZujE2l6yjj0y14dQJKt30vBCuXDGscVCEK0fG2Xw8O5mS7wRmNXiSSZQEKW3GMpKaP/tci7/5arOUJsJ+6YK9ZTmxSgl37t86Qbcoya6ULWPocP4NlNWDMH6y81Q9YxIlK5l13JQ11qEsezilkGhpO39knPKDrxjwyCGf3/2wYpg6Wgphg87CwXe0eGEd5oA2hdZWWD2d7/5RhBHCsquV7qII/kx2kdra8UySmOoKLpz3cbCDYwkWTdR5WQeUu4Bnx1cLiBNNnKQGFJ5vE3aYFPDtVhbFjD0nMFxrjY0Bes17Zky7m+r70l3yy4ROZQ8YF9giA7Z6GoDnQaV0rUDX+45BJHzzgYAPf6nFKPFsUkdkIMcOfM+DywLYznFYW3uyton6GVTJWjJ06M2ylaO9yQJLMvcEUwDZaOyjKWtUjJZomTUnC4PQdhe0JPEIG5q3vbLHfY+E3PyAnbeCkHlkiDYeIyOsFnfkitFlgEmWJMovSpXpA5NpaeOA2ZA1P7ggN+VxpCBOUabyHZ0tMl1fypecIMrkT+6360zXa2FdJyEMcWKIE41ONV7Nt5sIoQ1CW8lQsuta1+RpQZ3/G1l64BXWLuq/XaC7y+wYkwtTgtkNMHNwK7shaQHoMXDLDNgy69TxvITTA8Hv/PkEjx0Iy92SpWfZO0vLl8N8qlnW8WDIdU/cuwvgNUy+Zsl+mvfWpO3NmmAz7/SRxf6XmRYXJgO6tQ6F8IiHKRfvjnnXW9o8vMfn1KDK4iBI8RhKrL9sjG2YVE7gSaaxscfGBbrBrAG4yNlckA0SogB7HiiOuypZzFgaGab6M/fYm0xO2WKuvNnCHsHhKEF5dnt5b+PGWZRStNtLrKRdpJTfgZnH5Mh6Py+uxLXBZNUmrD4vpIlwdvNyHBQpdSW4XAPuIlvpsLi03neUGv700y1uebBuGynzrKX0sLsnk3XsUGxf6I6BkO73GpMjriwpfG9XtrggHhOmrjRZaxWO16Y4QM9mlOg84MwkihYZ2IVCS402ilT7yMjwsssi3v4DXd7zMckoL9DWxQcn1Yph/qnlWpAr4fxM5wEmqMwvz10UU0y1yuRJdgFIqkBfY0iQ165UzQx3d4iKqyLy3E3ptaepZkPYYGZ2zk62uu5Fr6ZWb7HnsTu47+4vo5QP+S+mKjHgGYBPVZ6sJ01KoFe7Ycpt6UwF2CVz65K5nf0aczDbn1UliSo87wQZJDz4WMh7PjzBMMq2ecgSOhXnxLED12tJq+pwdwb3WjCvS9xPp13chM94oOWAutDf2i7t9tHu7V7o8LyUVkhkqtBCo4UiTRS1QPOut3b4+v0h9zyqMIHIkkCi2AgiyUAuXJDLMX/cTQDlQM6Cy3E2F5l0kNJxPxCVBE2FKIyrCNYBO+XePzL7gRCm2G4rihIuv/wyXv6y62m3u3jK91G+j1SKfCyDC97qcmuqzDX276rL+XrAzl2AasDpBpRlHbjL5C6os8exgNJT6RjQEzxh7cGDxzx+88MTLPQDUDm4q+xdam+DO0zezV6ux9g4J2K8COVpFbnD3OSJlHVkSZHCJ9+DxoLaAjmTJpUUvsRInTUFl3UqqTAI6SESzVwj4f96W5ufea/iwEkBIqlIFaT100cuk+cyRVp/XEmK90x+jWhKT1yUbJ6bktlA20K6WDBXZ6PIsWO7Hthd8tVj+RiRyRTP8wjDgDD08Yy2n11rgxB2bp+geqXk5ywHdDVjV2XrvMDqaZk71+nF4/iGRmPBZabBS6YuA8tCprjOicpdkxQvTFjtw3/9wCSfvqVB4ld1N9mIBV9UXZPxTnlZOYglHCrv5z54QQbCwfbTUXc1XV/USqwHeGBNGr/C6FaepFpmwZfN6qVa2depRuPhSc0P3DCkF7f5qf+uWO1n2iwvxtYCIz1iIzG6CvIie0mW5NHZVjc5uAugZ5KlAupyFSyfm0yyON1khgqBVnBXOaxrAS+EITUG4+z27Alh8P3wycDnM3Nz068d9tuILDXpOp5rwW6KE1nMvhtjdilLxs+ZW1AydqG/s22gLbB0IU/Gt462LsoY0IUNKKXMm4dTlLBlsEZqPnlrk6/eVSfJzf1cmqCehr0zcOPU5Ijq8wrLQJW9nQsA92fPIE1yoFclynoZznI4vZS5Di8ZXBSJoey1llaiSGnryI1CpB6BNrzymgE/8OKQj3xBotPsytYxuSVhECRSMHJAbrI6WGMyBnfS5GrcTcklS66VHXBLF/TOyu9mgauypAr4HMxOLwQASaqZm92ANvIz9XrtyZXVDt7s3Db2PfaVI5MT9c9s2DD72tOjRYQMimVzPCFX/YPGYXRHqkgnyBxncVeerMPa5XOXuZ2MpcvconRLlMyBbh0TjeZvb67z7j+Z5GQ72zuwKIX1M9+bQnuXzcS5Dh+TWzlrZ/ob94C7Us49CS6ynadrEiBjdkrJ1i64y3kkeSmtnT5WVhgKIW0DsC6Pa16clQqFwJBiiGPN1omEn//XbfqR5JPfbJJoJ3rIGxy0R5zZkmTSo5BUYsxVyeSL66Tk2c3cMXFB7maDK8zNOmAfw51hfc4YDlNmN8xRr7U+84nP3HLkTf/iJrtHj90E1B7p3IJzU8njgVR5co3zx12v3B2+Xt2YqCpVHM0tDELqrBbcCS6FHgs0S/dEirSQJXlSR8kU5accXZR85HNN9h0MoKEccGfyJLcFRQnoNcVUwgV1lVWKiQCiTNG7gBZjZ0CMI3s9oFNKlfGhkmvtwjJ9L4V1UqSjx4W2871FrsGFDTiFkWjtEceG885MeOtrutzzUMChBWmlSo5Qbb+k0R6JFAy1tfvQWfInaz4uWD1bVVReV65LS9AttloD7rHjKoQrUzKrsIK76iawxcETtpPHtl/qgjU8gNbkFpRf7zVah+JgWfmZICuWznFwZ9fz2BK9dsOh9fdPHNPcRQ1KNutvnLmFlSXWKtRFgGnBXabnc/ZWXszpruB3PzrBl++uQ12VmjsLKnNpEsosaymqk6rEGNjdg88Y2CkO/NrV7lllfIyT2SwmSVXZvZQsa+3CXIvnzO6yuU5zRsz0ubB6PMWOfksHmldfPWL/mzv8xv8UzPfzDy0KqWKZWZHIUqcXIyYywIIoKgzzA1MEmpm0s/9HnkYyzhwVh0Ac/e38qhLM2dVfHGtdkoQ2ID2fTRs3xLt2buv1BgPAEhGeX+PX3nHuR0mX3tuoB9msELPmXg3+3PkkrlddlrBW/70pdbMzd2/cCiybGZx/L6w7InMwi9LrLvW37beMleFP/rbJ+z/eIjJ5MOnYgtJuIecBPqbwvN1ZLJVxEGOxRT5+ARfssGYpdZl8PZyXQeU6LF4BfZ7VrHrmebq+ZPR8iKfV29VeTukUZqnMG7fj3zwh+Ikf7PGO13Wp6RR0AibJHuPsMcVoQ2JgZGCkBbGGxAh715AYsm1XINFkQ4psj0Q+N1AXd1H8XDtzBfPpVPlz9/3i/3d/p/Nv4lgThHVOzrffe+kl5320Ua+VDL5p63k8ctcHEUKO/CAgTXrZdSbKNPI4KWVrbnkC3So7AxX9vVZ3l5nM8sIQWd2JGJcl+UVQaG7tZCuTYjKV8DUPPBHwt7c0iJJsMqYYB7mTkpdV5natwXFLsFLvXoB9bKnMZcpYoPkdCLwKeJOvj6YArcyB7nT7yNw+dJhbZrpcZJJFCBtoyiz5I6BwVwSeZfVU44UJr39Zn1vuDrn78XpRB15skpw7PVpZTQ6Fq+KLLFOpS12uCgfFMjtirTdeNiSDNPn/u557UiUCV5YY5yAmGsIwYGZmcvTLv/HHXHbJ+SXAAWY2Xozyal/vrB55o5Sckx/tHOTr3arJnzKwXF9/u6DO9XcOeu0EmKXulg7AcxmSZyylTJEiyR5TVJBy/z6fn/mdKe59IszArQo7MAe3ECLT3mW9Sc7e48N8qtV5Yzoxe1EFd/XxWSGbfNE1FQbHOEVOBavnY5aFo79NKUmEtt5y5pELnU2VMmNAz6WKVlYXjAxXXxDzG+9a5T/9tuCBvTWrxzMgF4EnQC5XyBJN0uDnFmOW/DE6kyyZTncHBjnlXAjjAN2Mpe7Leq/q8RzPBDvUWwvDfTdcd9nX+4NR8W4B8I3bLsMPmvLYga/IUTZcp8iorQPw8mS6Ue9YQZUwFcCXWUzneRZU5jUnIndKHM1tQb6OLMkZ3E+JtOCPP93kjgfraF/ZryYc5s70tycgFLnvbdY4J4Xv7TBGAXI5NpZtTJ6MHZ3vCO7KuRp7z7jvj9mEmfVcOiqU06ZkpsFtUCftsp4d6zRzV4QxCC0RqJJ4YsN1l49452t7/PTv+ESJsMFJzuSwBuR5kOkGnDo7pkaCKmrL7YVS2oWOo+IAXTgZziLR4xzr9Q5jjlGdaiZaDfmS666U3V5/LcCN0RjD4ekNO+d1dGx3HA9wd8LNf2Hl77ighjWyxLUSXUuwLKzK/e/1GNwFt64yt2MLKi8lBf7gEy3+9uYGkSfLElhXe2d2lfW8q0mdcsuPqiTJfe8SzOXsjspcjyLN8+xkyRqs58fXAXMV1FnXCpB3seMkfITJ9s8RVr6I7P8RuTde/FwWFqIQKgN6HnhqvNjwhpcPePKoxx/8TYskFRQNmeuAPBWCSI6BPC8xcJoglDQVtWPyyVgOebhALwPMUu4Vce0YGRgDSWpoNZucf+6ueeBwmuri+OYfl7A2SXv+9sc3bDzzcLPp46lkTeFTJdBUrtNRTaMX2lqYaiBaKZ5yM5FOIsdJ5ij3rlKkWyWYae9Iw+9/osm7/3iCE0tOKl664PYg04OuNCkmZjlMvG5hVfHz6iamxcHPgV7R6N+5bS0/S64XXmkAcP9ZEVRWA8tqO1t5tyW0uWdebkvodgGlWpUjKIxHmiq2zqT8/Ds7/Njru4QyzoZuO4FnHoSaFIwh1RBpiLQgyoLP1OQBaPZci0pAmBqKabmpk7xyA0ztPKbrPTdl0BolBi9sct55uw9//mv3PT49NbGWwQEaU2cDnGpOnaV7nZW8br041ONWmCELKCkBUdb6VnV3XlQlhMvY2knXj+tubYNNUTonue8t80YGz/A3X27wq380yXzbt1suVGTJd2bv0usuS3rHtfa6OnzNSvb3v403QpTdLCVlWWmSyZFMPhZsaSgLsLI6csvi0rK1kXYXNEOmz/PgM5MqKJLIsHkq5Rf/TYfFtuQvv9SsRtQVJjeAQiMZ6WxfnCzg9DL2Ntkxd4ux8v+zmIYlHJIpIVYN1HPpspYfkEJwyQVn6ssu3HVq/OcVgEsZYjA/3esHzx/FwbVCWLtwPfuLCrir+ts+6jG54mpvXdXhFVliKhKlALfKQZ5kQaVm3ymPT9zcYH7Jt353YQXKyvMiY7kOeyuqNSfPqiw2O/zjYF+v/GRd4D+DxVJh8zXJngz0lRkqpT9uAV1KFi0EUtvsptESDaQiFxKyIlXIpArGkEaGzTMpb3j5gLsfCNh/SmRBZ8q6mhwwSGKyBI8s44KcGpXbt5nXiRfyw0qcwgd3HivkYarHmuxcNeuSiRr3hKH/0/kYcNZ+RPCCafbvuTcSwU4dp/Xsqiklxpr7OlZfycJrZYiqgNiU7OyUw7qp96LORLnsnaJCzYFTHv/1Dyb5xLcaUJMOYzvZyoy9c9cknw5bMDilrTluDY4neor/jv07t3YiPxuljBGF0yIc9FdT8KwbxFcCfMOagL9aQusmgaqSpVKUVdwlaxuWM8miPdsVNJS84UUDfunftTlrcwRRmsmSTJ4UciV/X1s9bErJEmf+eOJKFk0hTXJvO8099OLzPv09dXxwnRUKTjV9Ljp3i77123dGG2cnKsdxzc70O858Hknc+8hw9d6Lk+HqhJLl0XeEChhTyJfKZqMOa7uuiaiwdanbhRhj7UqAmduBjjQJNAdPe/yX903ysa82s8oot4Cqagvm0qQcXr/WFpRjwF6vLNZl73EdPk7Oa59/5wDUHaM8dsAdcFfHvNkAM2P0bGc86UzE0joLf0XG1pldaLPQ0nFTslS+zgNpL/uehre+so+v4OffN8nB0yH4zucrmDznag+DICYDsBQE2tp/Wtj56ohcUpXRo8FxrvKxESYf9GPWHLf8+wsgFYItW7Z0nn/NZR+ZbDXWHFc5/kZrcgZhTv/PM3ZfuTzRGBL4SWbNOVo5A2XZsWO1tKiw91jhlJu0yezAcXkingbcRRo+tOD++fdN8jdfaaBlXiHo1piU4EbYK9gTa9Px7hDNSp0JZl2Qj7M24yB3WfzvcVuTnq9IEtYGlLkn7gSdxb4+a4JSMcbmMqsrzzebLTOd2ijSVIKGN9404L/9hza7NrlMnlaZXOfsbj+4NhBriAzEGXu7bO4GmzoPNt0AMl+ZxnZ+zpk+SQWjRLA6krzoRdcsHz6x8j/n5mbXHE9vvYM8ObOLeCCjaNKn3Ykg8dBOIOOIJye58zTsvQ5zC6ELZq+yZBYR5AAAKFVJREFUd+qAWxfgVjLF8zUHjiv+r/dN8qlbGiRynTS8w9wgnFJYU2pvymrHSsdO/lq6YM/vYg1Zu+XDlZ9VdPrfBdhOMJkfWaeFrTTGyyxnXleEyNhdZ1uF5E6MU0Zrh/vYx9wfzytDbDe7zCoWM4TZ3nkAlEh50ysG+Ap+5n1THDoZVJGTe4BZNtOWQ0g0VqYg7aRcO3nWZPa6AG3Q2dRaSanbpameg8IepLzwUwPDBMKJJrt3b48uPHvrusdVrv/uzCCO+m8jvLKv06RoCi7/4FgCZ01v5Tqa3JElpS6vlrqWz0uw59WC+PCRrzT5/DcaJGasttuVKUXGcrwU1qwJJivD99dzSsblSYXF13FT3NuzBLkbVI6/zsNB93kx3tjBVqHBcVi8YHUxZhc6tSlGWhZ3JtVqLTEmsw+Nwhjb7uYLw/fdMOCtN/UtNeeMTc7kafleoc01OtPko4zNK/ahyRm5ytrFd1onwCb7mUaQJgk3Pf+8frfTe9ummdbgWQP85KEvmW6PA5qp/Uopa9lVkqIUzO2C214ELsj102juahJHFrXdOkvh52CPUSpFe4LP3FrnL77YYJBmG9ILuQ5zV8EdrCNNxmecjAN+rRxZ5z5mlbhJnorF9R3sQ/ekOSiGHKjZe+O+N6YaUK6dQjvmk1NWGZY7ubkFWbJSqFXd9CoDeSxpKM2/fFWP17yoj0q09cgrvvj4XVeDTwPxGMjLAHNMmjggZ+wwkSV3lOexZbaxX+nowIc/frNZ7xivz+AI6umnTk/WT/7bmQ1bDaSlxnPYqTyZa8Fta7urYC7A7Whvq8VT++iA2yZyNKkHX7ijxn95zxRPHAxtfatbGTgO8Aysa6SJ45o8bQHVeoDO602Kf7PWTWHMJXlWN7P29ZoEj3GUCevbhuvfv3MyqAB8nhDS0mF0lbG4U3loFGkkueismHf/VJvvecEAL81AXnFX1gc5DshzXR6PuyJQvUjHjwellIwTzZm7d5i9p3r/9rf/8vbT8mmO/boafOtZ38Oouwc/nEqjE7czGH6MfIhurrGLP5jLlTFwV5I4eUAp1gaWUqYF8JVbQCU1iSf4wm01fum9kzxyMLQF3OMp+EKHW/FcuCbjPZaZc1KZS+4csPWCyfWAz7N6dI7230GqVJ4UwCx3XChkijMcqAr+PPFDMSdQZ3NOhBEYrPYmK8rSRiKybmaRUabA9usJZ/imkNnGwBIYJVy2K+JXf7KNlPDF22okAocqTanJi0+Xw0ySZO+kQODo7sJfzwu2jCiGCuUOS36eFBCqlB/+nst57U3XpPOLbZ53yVnPHuAARm5DeK1Dg6jxoUhv+ZEkauP7dg91a8TrNYGlcMAt5TqyRDgBZfF+mr3nWoIaHdiD9/PvmeSRQy64c2C7waUs/GYvK4VVrB27JrP35ZhMqVZDPg2on4mxxy6INbe/Y9BZjCJzpNCaznvEWuauVCTmdSm5XQhCltnNvOvHXgh5MCrJZudkyR/ySyp7VLaUdpRwxdkR737XKsYYvnBbA+3j2IWUVWFGWi8zJyMjSYXdZa2kA8cK1HY0m40q7c+MKElJKZBGc872Kabq6kNnbJk9NNUInvZYyqf7Qa0xwcG9ty8YtfHTsn4p/aFnR345J83NYFbHPqwHbscdqUgRt/zVghtf8Nlv1/kv75nk0UNhNrv7abzubHsOt9aksmGrKMc+rNd6VsQPVB0VC2pRAfW4n/20Ols840sLYufR1druz9cCOPcSxLrSJJ9fmBsh4zrc9ccru7ZlmrwyvVa7ulxlr3Mb0UOPBBefGfPud3V4zYsGiCS1NG/GalcqlmIuWWy9eLyOXHHrUMbrdMjOaT3QvOy689i1Y8Onv3zzbQtTUxM83e1pAQ7ghVvYsP3KL3me/7uN1iSCxKmqK8Fdsnc1oSPGkzeFPCk1txIpwgV3AJ++rcbP/84Ujx4KMME4c4973U9fa1Kk5HGnVFWBvkaesA5bF2CuBqE5/7hcVAD6GbxCs84bZvxnDhlWNHlRTVjKkvyM5My97l1XvfIyvS9LsDu+eFmE9f9v78vj5KjuO7/vvao+p3tOSTNII400khAgARLHYsAGsdgxNgvYhLVjJ4t3vXY2zgZ7N8TxsSQhPgAncQgm8MEYG+wPOLEBGwNmTVgDxphTgJA4JEASukfnHNLMdHdVvf3jvVf1e6+qpZEsMQLnfT4zXV1Xd1d/69vf3/kM2IX2sJiIp4CsMSzqU0x+/hnjYA0dXpQRso1OqsttkAckihkalyL58OZ914MQ7e1tKORy151x2uJf9M+aui8I7xvgM2fNQWN49Wj/gves7DlqRj2fD8BZRCgsXZ2zL3Azy9ftgFtEkD7D/b8p4v9cV8VLb/qQxqAEBXMGuHmSa+LHzO3WgtogttsMOz5Xx9hM8iFs0Lo3ADIeD2wwEpYn7EVY2sY+s5geMovZaSDIYXFJQE5ciobFYxeitEP6CuReDPKFMxv42mXDOO/0UfAg1IbngYGchvONG9BtnxFKNT1335z++vnnnb3yhZWvj86dO+/gAQ4AhWIbVv3bzJvL5fJthWIbTMelGBhOUEdkMrYkbJ14Syi4Iw+4/4kCvnBtFSvX5lRzbtJ9yg7ocNBoZZIGm5HnDaccDc3Z2k6cYg5778P/nYVwZ3XWSDlSZMY6ooBt2WKD2XInItuVaLnhaM0m9aqA5KoYVjdgly6TewilQFQDFvXVcfXnRnDeu8YhYu/KxEFeJ0yeuAzV+zXXMgojdE1pR6W17bZ5/Wfd3NXRtl/K8Pa3Q6E8DYM7VoNx78nGth0fagSrunKeNgJiBs+qwJFaV9vgphFKzkJ4uQgNDvziiSKu+FYVL60j4GYegHTZmdHcMbihpIlHZQjtTEWBaU3JItOM7oLdMRyZA+QU0FMr9zMyvLdJyZpM7RcD2ylxiyt7tIZluhrNFESYes6krlO9BouZXxdMRBzgqr2E1K47xo0mJh4SPV13GAowIYFaiEV9dXz1z4YBAL/4TRGBcpXYg2V9bnUTNUwHYm2fmoofc93zHnDs7M4dH7/glCf/83kPonf6lP1e3v0yOAC0dc3H8K41323tWvwM9zpUODcGEskczGBuzm1jUjBVIGxSXjfvFvjRQyV86doqlr9uwO1o7hRzi9ioNMGcdEDHjVQ6hQ2wGRkZ7JxKsCK6O3Vc/N1RdLOMpSYYd0R4vM7xfdMdkhuBaR8yEVzUsARsze36xyNTIMHtya6kXhdrcVogIeKop5ErUQ04cW4dX//sMC45dxQ9nQ2wVO5KM1+5RODkroSR+bUBpIzQPaWKpWcc/8yLL6/57gkL504EuvtncDOq7bMRRfXrh7ZVTwzGtvW43pIkf8ReNh4SppcZD8ERQeQl1gx4uOLGKn71dAEbd3lpP3czcOvayDgN1uSYsKS+MpFQ6VK0ZtLErdwxwGT6HwU19apkeU0Sz0sGwl1iNm5BIEOiOEB35Qj1k1OPikTcKN74wm1/uTY8IdUU29JuImQaDTLjRtTMjkjEDB4/6s8nAcjxCIv66rjmzwfxyNMF/NWNFZW7ktNviEmAReqPR8mHg5qEIIgYappEOFczKqtKH4mO9uqW+XN7r8/nJwzbiTE4ALR29mPL2vsf8Hxxaamlc0hV1dg9ubnIamGc4QrU4P78dVX86MESNu7ydc9uMlflBMDtQTG1NSMDbGliNfsEBXLa7+0amG5+igVgivPECp24OnFDdLBJ3HIfxokSLK3JzTEW+N1MQujZGpyIJkgYXzJl2JnoJmX3CTB5GDO5ciH2doT46PtGcc1lw+jrrqv8FRrxlCR3ReoeLJrNgwgY1/krjYihHgDz+nvx6UvPH/A8/8FFx/RPGOATvxUATOmeL4XX8nR9bOP2Pdvub/W8INW6mDt+b6XPDYuHEHlgzYCHL9+gswKZSGRJKp87LUsMuHNaexsXoDULMWggJx2xTPnD4YCYOQxsyRTbikyOzbgTDgzymQiXLIPVrWinifrRw9wpCHVlPZE6to8ciTaHZm4T/IGarhCcg+tOUpJHmtERMznX7Z1DM1F9LYTnSXxo6RiCkOHL11exbsB3NHnGh4OAhAI2tN+fCYZ3nbxgXX9fz6UzejrDA8HshBkcAPx8O3YuO2fI43s+WmnrqXt8DL7XgOc19AzCpJWDbmFsHrkIIQoK3F+6vop/ebCEAHq2q0wwm+fmTxuV0EYlaIWOTGcIApYssdaRbemwPMtmbZa9vK+o/MG4Ct1gD13v5qKo9SxDumR5W2j+OM1FIdvJsqXJiVfFdTHKlCbXLkTpIQoYvEjiD947iq//2ZBi8lpkB4RMN60oUN1t478AjUhieDzErNkz6luG6r/fe9SsF3/2b8vkAVzOA2PwtmnvxujOX4J5bVuC0ZbnGkObTuPYqStGnHwT4inhnkQ9YnhyeQ7f+UkZ//pQCfFUbjQi6Ybf1dSjMSp5hhyxck1Ay9C0C1MD38orId4Tt0rH9Z6oc02g/pJKlGbauxmoyR+c/Iw4PdYiu0R7M+b4x82JWMLMiX9cxmkA8TlJLadkmsVNZbPOXASkmqYESq5wcsNFiMBNjgv1rphzhCE4JD5y7hjqAcMtd5fw1Kt51EOhE79NGF+qE8gIajo1DjTGMbWrA+eeeexz7z5p7pZT7nsEF77v5AOB7MHFI4K9j4GJ1rOj0YcfDgfvQBjlYOY9T0AexeCuSY7v3VvCV2+pYMtuD9JMEknD7zxDmiDx6XEtS3IsiVZ63PZ9x5FLpk4viLswmYfS3oenHlkyH6i5cThLtnMW75ecm4FxfRxTc2EylsyZqbYx61xZc2XSuUTj98yT7rv0uSDr7XW0t7pp1wG48x7RnpAmOCeshqjpfCLaVs/KKQLNQUqCeYwlCXRMKNfy5t0evnJLC269r6xALtxfayJN6nX8+Sc/iIvef9rSXYMjj1xwzkkHjNUDYnAzRGEOwI9aLeuv3sX9nos9rIeUeUS66JqzEIxJiFyERsTx7btL+NotFWwb9BUqOf1AWZqb/mG/4LaMSpotaFi9mTxx14HZLA0tWeJjyCwOZPu+mYJlbpP7OoYwtsXahtmpBGHJMbFUYbbWjmSkUprifRKPimoqBC01FJjjblExK3PNyhEETzS58aAwJtUMyY53xTC5ZACTqrfNjK4Af/vHI/A94Ka7yggaAHzN3tBtaCMGjDYwd243Zs6YctcZi+etXrdxAAczxMEcdOXffhN/+ZnpI1IWH28EI3NeXT+6IAzGUC2ZOzwCF8D67T5u+mkZ//D9CgYGfZXLbTF1MoV2WoMnUUoX3G4abKzDY2YmyxbwZYq1mcXgLC5bS8rXGJnMFnH7tviROY9clYBx7m5z9ycSKOuma7ItMZQVsjk9J/QPI5LuW3DOl77BTbcumdqW2M0ycRQxcssSY4TRAwArAUKa9VIBv1KOsPiYBhgD1g8IDO9JTs4AdLePY8kxecyaOfenU6f3XXbfwy9svuT9pxwUwA+KwQGgNO3TeOqFFzflcscvu+fJ2y9638KH0NMhwVgI7gNPvpLHlf9cxWMrctjbEHahQqp/iYlOJq5A8+XReeNt9x9hb9g1ljbDwgYo0sZjVsAmW6Ontbj9PTtsPREB6DBuyl9ugBHvp1Ykm5JUWqOplZaG1ujqhHYPFR1b4ZJEQBlpHqQmmuXSYJKDy0jlk6vpHrTuVjTNAJVLziNAe1eYyffVks3kk0cRgHqIbt1c6Kz/UMOVN1Tx9EsFIAdIcExpj/CFT83EwsUXLguC2qY5veccLEwPHuAAMFSfh8G9hW9efO4Jc6b4mz/RCFYxkQ/w7Ct5fP7aKn79fEElTAlXjlANnjSlN5rbgCiZtzIxKLNyvJn1KK3nCagz8r0py6VDkrbhmLHgGp32mLh5k5IrDqCtogBIYkgS74llVDoBHgpsRg1NZhmdsSRhuj0zyY0xgR5uZnIjIOdcd7OFPj5SvwimgT6VK8KAPIhQ9iKcd+o4yjmJv7gWeGFVCQ1RgCicIEcap97a233sN4Edvw1ED87ItL6LvQ8DnOf3DG68aXjbbR+/7YG695NfteDZV3KQgiV62zA0b+bnVohjLAngUHAnvbyT1FdXjtCQvHCkiDVFSWqbY0gSg9N9zjgg9KN9HEskjmat5BzM3i82WJG9rD9XYuxKsp9MPrMxNOkkuvHEAkCqANxaJjn8ZBvtQJZkgLqNU2mVlumSAFKCaPYJ4+0irtwyMRHjaYsAD3jmlRzueriIB56Yg//56f/yhIhKS8Fk7VMfOTCviTt+KwYHAFZeipGBn9VWvLHmM6vWLX7P136wcfbeMQn4IVTaIQV3VosHZoObqViAIJqb5pYwEMORu6mwGZU6cGRHlnHpugHJI2Czs7udyhjDqvtIBbcNQxAjMsPqpGF82/lrZEqSPJVEcezEK1Wx40gQk6xFmD0C4mY7cWMhQDfaRyyjTEWaMjxV1TzjupkQdGMhJlXkJxSQPAJn6vdTsCRGw3moS+gYZI3hpHkSx/XWsfj42eNnnrnw0ZxfqHV3FX9beB5YoKfZqEy7ANWez9Sn9X3yjvPPW1pn+YKeZs7oMJ4UKtA/LU2YTpzKO7IklTiFhKljcMMGdwrYepubWGVwkpYfTcCbEY5PJkRKz3p80EPay05+VSJPnGOS3Gna3s2gkjUPAoHmryitnITz9bIb4o8DRTwO48ehfLIcShGH9WUcDEr+pE78EhwYHytAFj5Q/8hF5/9Db3f9ikMBbuAQMLgZvgiCd58y76sF/mawdMHDVzy5fBe/46E21MMsz0nC3CZ4YzpQCZY0xBQmfZIEbBgBexy9RAZLx4ZjMmmRlUAFWz+njEs0a3af6G/66NL9AWGd6OA45G4lYGlLM+UC1IBm0lmnwCqIsRmTPGPkVyFhdkZeU+q2fPHNojvHGs8gbTTLtIdPXTPVDg5c6kZDMnm/xkbg0HaBki5hJHHrfXm8tq03+uiHFl+1ZMaiq2ujW4JDhctDBvCj+6ZB7vqT8aXvKnzjuK6CfHNz6980ghDgOaKzk3lyDICzgK26TxkAJ6F3V0snbjSZKUlcFxsAR9LY8sR2gJNF5gDWNT7Tm6xfgCxmT7wcTYxMluzHLPDrDlhGesSGJkEpOTYxPg3IpQlOWgZmHDm1UgGkoQd1Ph2djNfp96mmUIm0u1JCRknATzKuZA5PzORQt2tWvwYhamiPZs3/WGM4WvST+x9bNX7+exYcKlgeOoADAOu4Ea+tXTfa3lV+akb/s42utjv97bv3Al7eArdgKr/KaoYJAm4SpLEeKbhhb3cLFlzUNevxbed5pyUOha2bEw5MHPj7HdQl6Gh6SbeRdYzZz92bQLrrifeEkfMl94d0AK5dkEztEAGqLTMn11ELNSa5ko1S+9SZarDJICG5BKdz/gGQPEQkIwivQ160dOpXRspL7jhm1pT1B5RJNYFxSDQ4HVOmzkJne9cvPvafzvrcF//HBaPdnVV19bgHxjnyXM3LWuASeS6J5taAz+hnYhUsOMBMARQ226cjkwRAjKW3xc9gyxrnPNZu7k11IAjPSJnNlNnSXpb00T0u3s6sk5p1bt54Wpc7KbWxVqclbI4ej+s2aVcs3dgzFAhCgSASCEPdSChiYKLc8ItHXdVZWfyVefmvr2aMjXuHxJBJxiEHeFuZAYDcsGnrDZ/6yLlf/PD5Zw0X/SI4YyhqcBe5RJ5rg5KrrEDPzK/JKJOTx5ThaJbTRcWgj0gD25IdzNnGnO0g4HWMUnM8HTbQ9/9lSfIorSfOuqx9kIAy2UkbvnGxsfGlk2PMccb4jPdn8Tnp61ODVG132sCR7ETVqZbFfQ4VoPVjKBCEHoKAoxGU0cCiB7//w8u/XCg9H/o91x5qKAI4xBLFDGOI/fWND1zX2dHOFy3ovfLF1RuqZcHh67C6kRbxMfqfZQAaI5GAzga6MxMDPRfsm8F97oLTlS3JZ3HkCnMBT4QMDV07C800tnnKM7bZ0oLIDiQeEwO7LCliRJSaYCwJBCUGpLSn8IOR8CY6moCaGbekvu5SSxYq+5XG19rHIghdWsE5Qh7BExFEoW9Y+ic/9OFLVoJ33Xw4YAjgIHNRJjoevf92nPmBjz01fVrrngIL37N75+5c3mOZbdWS7D4GkGik6/pLRSyBJOgCkNwSm9ndwA7THpz0esS5JGpdkovCSR4JZzSoAyvfRPnoWWzAAowcm85FyZRc9GZ2f1VYEoGlj/brpW/YON0g43yx18j59TPwTtkkcQoA0/BHLGdoPWgsWUwf8kAiX563t1Q99suMi29Vj/rY4YTg4WFwOnrKTHb1TrmxMy8bFR/XvfjyWr/ge+Tn09WbNH+OPFqSQqbXk+tusTr90tz9WPbx7nDlNbO/fbWeOUdIcs59iPJ4C2VuKCaMWdX5Y5p9lXdFey6IYWlYleal0PeX5IJrVyQJDFEmTn4FbG9KoncSScMYsyQQlTiRBj2TDbS0Hd3wSkdfHnlHfadeH3JNjUM+DiuDA8AD99yOpb93STSnb/rynMDmvCffv2PnLiF4MrskZeumU4jAZvA0o2cfmzCqsw8nbEtYXC3TsD0j21mcYWhY2mJ9h6VNXniSeZhsQ7PPSVnXZXjnEU3W86xjDUtb+xqPR5rNXdvEGqmbtlk3LRbr8FodKFTmNcptc/+0tWP298ZHdwbT+i463PA7/AAHgJ/fczve9/4PRaeftng5wrEByOi923cMepHWlgaoLnj1tWzq2ovdhS54IS3QUvAmNwPL3malzBqAJjdFLAVIOmwsZVjWdpoq20Si0NdoBnQDyCagtoFs7wtyjZlGcZY0okEq26XKrJuEgjwxVBNjM+F9JVHqdY5Cpb9Wbl1w2cz+k27ZPrAxOGrOBW8F9A69F6XZ+OQfnodVL78Ufukbt960eNHcy888uWePnwfqDZWoI2iikHuB6YmoPCH7WbtQqUE2xudqso2ut2SLdazTUsI9UXxMc1niDuod2Zd70PJswA7KxBKGht9hwvXEEM16fem8jntO8sFo7ozb6TbUrsEwVAnMggeoB8DeqG9PpW3+5cuf+vZN69e+EfbO/eCEr81vO94SBjfj7jtvx7V/dzX+9L9ue/qUY9pGWbHvXa++MVQI6uMo+NpYi69fts7NTOLnNBhE2ThD+nDC3ixh+Nhw5HQds5Zt4zJhaiVdEnliFSFMlMHdm8ZICrq+CXODseyiicx1jPwi0H1YfF0Nwytjn/wSON+BeWdGZxtwRxEDWIhS0d87GMx45JmNC7/9wHPyugvPORVzjzv/rYTcAYUkDukYrwWoN4LP3nn/b77y47sfrIwMDUEygXqgJvKKuxqRN0nbQFhBIAvIdj54Vjmb8XyIGPCwNDXnroSxvSO2Vnf0dgbAeUqrI06JT+ezJ5/JeIvstF6Zvc2q0aSpsmadnVKbpODqVNd4FupkP6uxqg61J1PVqGEYPAg5gkCg3hCoNyTK5WJ96tTq3+dy3l/3LrzikOWWHOg47F6UZqOQ9yClvP6SD56265UVy4/buiX6iw1bR3gdQqVk6j8zjJHOTNaQWb+vF6F3B7PPxTIOZs6fewwImyUuuSajmYGW9R7NW2X2W45PZGoomYlEJr5sUN84SdBKhf4zUgCy3rLztmxTkklyPZMCEuVFUdtGx4GxRnvkl9qvGq2Xr945XJ80cAOTCHB1wVh41Tf+6QdL5lVLj46NjYoheWUwNopGxFEP1ZXkUNOOMKn11H6+mHhImLLOTJ1OAzCZmt0x8tT7lfHOjNwJyc83s28EYsxlDgJIBpInxZJlA2wgnW3IQAI65Man+ptW8JCXTbY1uX6uazG5bIbVAcai+NgoAkKEmDolF1W739vIlY+7MwpHxhfNnlgPwcM1Jk2i0PHhP7kGdz/wZOGH/3jZF55b8cZf3f7zF1gtZCh7TNUpa2kST8Nt+g+yLC9KIlFM8CiWKiR4ky46TlfvZOlwus5o8kSi2IGgWKPD1uC2PZBhOzjvm1lSxHluZAeRKUn7B9I6g0dpueJO96hZmM5QHUs+XdkjyLSQapr3CJ6oI4oEWPls2dI298q2rt4f+8Wj10QS4x6fXIhNKoObcfeNf4mdO3eOd3R0fLVneo83fcbw579z90Z/17YGPK76RXOoaaqtEDCasQxhP2TLkXhf1+BCYojBOTYdRGIOg5PjzbDi8PbqlCRwGDyJFzGr1QOLd0hC81R+JIEXnVaLKPGmxLSfyLykrlOvpueCzusmWYLmxlCyKkItymPjyKLG2cef/o2d0fFfqwXDQZ5NLrDNOCIADgCdnZ14ac3m4BPXBFe8esfHvc72V8/5/r8+fMLLawZyDfgoeLoAggQmLBDuZ7CMpSx9HssOJK9hwGw8FrYMUQdZEmc/+tuVwxawYafC0huU6mzpADKrT4o5hh4fv2bGe+KpdepNRLFcUiAXXgiPBxivMQRiZn3KzPcuL7KTfumV/uWKaUFVMn/2YcHIwYwj4zZzxo/veRiVci6/aWD4hvt+vfrSx1esF7U9Y5haESj5UvUOIqxpHuOfc0aKkLkrVVhc5Gt1tyLrGWP6ZmKZkiWWJMj2niB+L07+CeDIGKSWzbGZ3hQiaxJvial+0gXBliyhz9MFx2Y9I52wzGvFU0UqgQ/OJDwhkc/VUSqMoFLJocGODUP/1NsgOj+DaKzW23/2ZEMnNY4YBqfjkguXYu2GHbXTTm353/MX9L8xesO9SwYGhi7eu3sHBICcx2NPSyxDzPexj1vWkheWRrAtQUtyENBa4XUosLnHAAmrH8igXgvKxJFUzGpK05ICBTJfJlPlY0Iarwqhf2KYqhey5Ql90+qSSOsXSPm4OULJEEUNCAHkit0oV6t35Toufk6KOf8MOVLzC92HHxgHMY5IBqfji9+6F3vGGzMW9Xb809DOnR9+7PGnMDg4BAkP9YCpJo+gxqGM2dllcJepk21O78GU4cms0D1tD2Ebj7T4uElwh6znAEA8PVm5NLYhnE5BEI6BaSYASPUrdNtJuAwu0i0mABWdrDc4xseBYqmCOfOXoNLaercnN35WorCx0vNHkw2RfY4jHuAAMDi0F54QM19ft2nOihUvXfXscytPef7lTXxoDExKXbgsEHtZOPGyZAFcEIAnPU3MvsySKUaCmP3SnhMKWvsRgAoMgep5J5IJZD7nBPh2MEraAaq4uSYSEHOyPga2AXEGwMk+XEh4PFITGnCJIGQY3puX8GdH3dOPfWZm39FfLFenr5EyWu/55cmGxn7H2wLgZqx86RWEYTT910+80BOywo9+/uvVs19ZvRGlHEPBB3xPVQfR6KXQGlYQMMeA56YDLDIYnOhwK7LZTHM3YW+y7IbfKYiBNGtTKeQyeWaDIJNnL5IophCG0SML4MLR3pzcBJ4IkfMayPkN+MWpQ8ifvn33sPyD7hknbGGcb+qdOX+yoTDh8bYCOAA88tgynHXmEmwd2HX8slc3f+/vbr5/WrBnePrI0BDyvkTOoz7qDAbnzGlXbLdBpi2S4w5WtEMVAbfxqFCgW/kjljRBGuBU1yPLYE7LFbuTVWJg0pbK9DFh9Ej9wjlgVj5tKn8CFHIBWlpa0FIpbvV9/GFQ+u9Pch6OIhqTPTOXTDYEDmi87QAOACN7a2gp5diKJ56Vw371Ay+vWv+5J55esXBo946ege27EUYSvifSfbcpwA3wBWV05oCeEdnCrEQtMDuokwZ34k9vBnAL2PsDOeD80rjSRINXJLpcPTfbIkuTW49MAixAFDLkih3o7Gzd0tWzcGWxZfa13D/q53s3X4Mp86+e7K/9oMbbEuDuePHlNQDwyccef/qMjVuHf/+FlWsqw4OD4JzBE1x9wSID4ATMggLaZXKdVBVrcO0iVKkAGeAG4uy8iQA8Xibr6XaTcuDmtwshyWehDfITwAsOeJqpXYnieRGAEIgkKtUKStV5IxHruHP2vCWPA7il0j7xyZ6O1PGOALgZ23YO+wPbBy/9yb2PLozC2mW/euY1NrR7N1pLHDlfEN81MUoFy5ArLAG+cBpnWoYmi5k3vqBGg+urGz/GeGfxfvSGsM6TAXyqwQWRJkKkAU6NSyEUwD0RxX5uBgnOAxTzNbS0VJCvLJSFvLiut3/pSr/QcZvnVxuT/V0eqvGOAjgArFr1BsrFXPvLb2w5Y93moYvzIvrEs88+L9eu28Bq9QBcePA4g+8BvscgzFRBIJ4UDWTBzXa7Q6zKMbHzpJMLSpibXOEsgNvr7edwntMgj/ULZCSI0AEwbhugnpDwvQg5X3VzDYIIYD7au6bL2f0LWSEX3hpi6l1+cebjMhrfPaW7b7K/wkM63nEAN0P3q562bdvOmd//4c94paV8866hPfOeeu61wtjeERTzQMFn8LykEp0R2SKE+vMM2GOm57Eb0Ro0duKC21q2AU6X3S+DBn+YJU0IyIWEJ1R7aU8owzE+t1QypJiPUC6GaGkpoVhdMM5E5bUoGP3UcYs/GBXLHesBOcBo1OodNN6xAKfjl48+iTAMp+Tzpf5SqfSDtW9u8J96elnb8O4drZEMUKsFqDUieIIh53F4ngZ3rN+NZOGgfb/NiKSEjMgLZsiPZJN9ybP0uDon4inT4ylJuM3eRmb5nga5p6UIixCEAo2Ao1j00NPdOTTv6BMGOzqnN8bHx/5oZKT2Budi+5yjD25akLfT+J0AOABs3zEEpjKminfd+0j9985e8scrVqz4bwNbtwbDY9EJr6x6Mx82xtCoj8H3uZYxDL4v4Hk8rt6JJYsGcSSBMATCUMZNMWn1Tjy9iL7azcokTM4JgwqPB5FEGJpGPcQ3L6iBLLW+lsj5DL4IUakU0FrJo6V1Vm1wj1g+deo0b97Rx353ePuym3r7z8oBGJNSSj/fNtlfyVsyfmcATsfWrdvgeR6eXbYMJ518aq5er//9qtVrp27Y8GbvujfXd9XHx6IobCwIwgZkWIeUIRhj8DyBnC9iScC4mpaj3gBq9UjPUsbgacMUMLkcSaE0jXLGzK998IaRQwnU6tI6p9DnVd1bQzCmqqJaqwWUinkUC96rpXKB9xw1c0fvjOkbOqf2beMid/ny55+rLzj2RIRhgLb2KZN96d/y8TsJ8KxRG68BwCIu+Mznn18erlj58n/cu3ePmDa17dNDg4NlKYFdu3ZiZGQ3CjmGQg7I55Ru3TUsMbAzgOBAseChWPCQ8xRxNwKgEeh6Rg4Ffn3VG4HU2yR8j6OQA4p55eYb2Bli13AISBVxzPkcOY9h6pROdHZ1IQgjdHZ27I0aI99urVbCWf1H/7/58xeJKIrWA1iRy+Un+5IeEeOIzCacjJEv5AFghf7Dhg3r/q8QIler1ZZtG9haCgLZGB8fv4hxeaFi8ABbN7wIRMMYjQJsfzOPnnYOLiQ4a6CUl2iEwOCIYmLOgHxOAD5D3ldgDxBheCRAEEq0lHxUyiVM6fQwrXMMe+rA5t15TO2o4PTTTkQx7xu74J5iqfjTKII/bVr3aKFQ+HEYBvW+vr7JvoRH5Ph3gDcZvb19AFAHcDsA7NkzAgCPAriBMURRWEd970YEtRpyJYYaPBSLPjv3nFP+cXhw84K2ciMcHo0gNgJ5XxmqpbyAEAzlAiA8IO8HWLspwNAeho5qTsyfN/PV3QMv/K/urrostwDcK6C9owPvPvN0FPI5MJW39RqAtZVKZbIv0dti/LtEOYRj8+ZNCMOg/821rxSr5Tp2D4d4fQNDtaS8MsW8gOAMpaKEEAyt5Tpe3xhi1xBHezWHE09YOCY88caM6TMm+6O8Y8b/B5QQpaSY4xtOAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjM1OjUyLTA1OjAw6hw7MQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMTozNTo1Mi0wNTowMJtBg40AAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 120435000
{'hecke_orbit_code': 962106229555, 'n': 1, 'trace_an': 72}
-
id: 120435001
{'hecke_orbit_code': 962106229555, 'n': 2, 'trace_an': -2}
-
id: 120435002
{'hecke_orbit_code': 962106229555, 'n': 3, 'trace_an': 0}
-
id: 120435003
{'hecke_orbit_code': 962106229555, 'n': 4, 'trace_an': -38}
-
id: 120435004
{'hecke_orbit_code': 962106229555, 'n': 5, 'trace_an': -8}
-
id: 120435005
{'hecke_orbit_code': 962106229555, 'n': 6, 'trace_an': 0}
-
id: 120435006
{'hecke_orbit_code': 962106229555, 'n': 7, 'trace_an': 0}
-
id: 120435007
{'hecke_orbit_code': 962106229555, 'n': 8, 'trace_an': 24}
-
id: 120435008
{'hecke_orbit_code': 962106229555, 'n': 9, 'trace_an': 0}
-
id: 120435009
{'hecke_orbit_code': 962106229555, 'n': 10, 'trace_an': 10}
-
id: 120435010
{'hecke_orbit_code': 962106229555, 'n': 11, 'trace_an': 6}
-
id: 120435011
{'hecke_orbit_code': 962106229555, 'n': 12, 'trace_an': 0}
-
id: 120435012
{'hecke_orbit_code': 962106229555, 'n': 13, 'trace_an': -14}
-
id: 120435013
{'hecke_orbit_code': 962106229555, 'n': 14, 'trace_an': -8}
-
id: 120435014
{'hecke_orbit_code': 962106229555, 'n': 15, 'trace_an': 0}
-
id: 120435015
{'hecke_orbit_code': 962106229555, 'n': 16, 'trace_an': -34}
-
id: 120435016
{'hecke_orbit_code': 962106229555, 'n': 17, 'trace_an': 10}
-
id: 120435017
{'hecke_orbit_code': 962106229555, 'n': 18, 'trace_an': 0}
-
id: 120435018
{'hecke_orbit_code': 962106229555, 'n': 19, 'trace_an': 8}
-
id: 120435019
{'hecke_orbit_code': 962106229555, 'n': 20, 'trace_an': -10}
-
id: 120435020
{'hecke_orbit_code': 962106229555, 'n': 21, 'trace_an': 0}
-
id: 120435021
{'hecke_orbit_code': 962106229555, 'n': 22, 'trace_an': 14}
-
id: 120435022
{'hecke_orbit_code': 962106229555, 'n': 23, 'trace_an': 12}
-
id: 120435023
{'hecke_orbit_code': 962106229555, 'n': 24, 'trace_an': 0}
-
id: 120435024
{'hecke_orbit_code': 962106229555, 'n': 25, 'trace_an': 76}
-
id: 120435025
{'hecke_orbit_code': 962106229555, 'n': 26, 'trace_an': 32}
-
id: 120435026
{'hecke_orbit_code': 962106229555, 'n': 27, 'trace_an': 0}
-
id: 120435027
{'hecke_orbit_code': 962106229555, 'n': 28, 'trace_an': 0}
-
id: 120435028
{'hecke_orbit_code': 962106229555, 'n': 29, 'trace_an': 10}
-
id: 120435029
{'hecke_orbit_code': 962106229555, 'n': 30, 'trace_an': 0}
-
id: 120435030
{'hecke_orbit_code': 962106229555, 'n': 31, 'trace_an': 28}
-
id: 120435031
{'hecke_orbit_code': 962106229555, 'n': 32, 'trace_an': -6}
-
id: 120435032
{'hecke_orbit_code': 962106229555, 'n': 33, 'trace_an': 0}
-
id: 120435033
{'hecke_orbit_code': 962106229555, 'n': 34, 'trace_an': -64}
-
id: 120435034
{'hecke_orbit_code': 962106229555, 'n': 35, 'trace_an': 6}
-
id: 120435035
{'hecke_orbit_code': 962106229555, 'n': 36, 'trace_an': 0}
-
id: 120435036
{'hecke_orbit_code': 962106229555, 'n': 37, 'trace_an': 4}
-
id: 120435037
{'hecke_orbit_code': 962106229555, 'n': 38, 'trace_an': -4}
-
id: 120435038
{'hecke_orbit_code': 962106229555, 'n': 39, 'trace_an': 0}
-
id: 120435039
{'hecke_orbit_code': 962106229555, 'n': 40, 'trace_an': -80}
-
id: 120435040
{'hecke_orbit_code': 962106229555, 'n': 41, 'trace_an': 0}
-
id: 120435041
{'hecke_orbit_code': 962106229555, 'n': 42, 'trace_an': 0}
-
id: 120435042
{'hecke_orbit_code': 962106229555, 'n': 43, 'trace_an': -2}
-
id: 120435043
{'hecke_orbit_code': 962106229555, 'n': 44, 'trace_an': 24}
-
id: 120435044
{'hecke_orbit_code': 962106229555, 'n': 45, 'trace_an': 0}
-
id: 120435045
{'hecke_orbit_code': 962106229555, 'n': 46, 'trace_an': 20}
-
id: 120435046
{'hecke_orbit_code': 962106229555, 'n': 47, 'trace_an': 20}
-
id: 120435047
{'hecke_orbit_code': 962106229555, 'n': 48, 'trace_an': 0}
-
id: 120435048
{'hecke_orbit_code': 962106229555, 'n': 49, 'trace_an': -36}
-
id: 120435049
{'hecke_orbit_code': 962106229555, 'n': 50, 'trace_an': 50}
-
id: 120435050
{'hecke_orbit_code': 962106229555, 'n': 51, 'trace_an': 0}
-
id: 120435051
{'hecke_orbit_code': 962106229555, 'n': 52, 'trace_an': 22}
-
id: 120435052
{'hecke_orbit_code': 962106229555, 'n': 53, 'trace_an': -32}
-
id: 120435053
{'hecke_orbit_code': 962106229555, 'n': 54, 'trace_an': 0}
-
id: 120435054
{'hecke_orbit_code': 962106229555, 'n': 55, 'trace_an': 6}
-
id: 120435055
{'hecke_orbit_code': 962106229555, 'n': 56, 'trace_an': 12}
-
id: 120435056
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