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mf_newspaces • Show schema
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{'Nk2': 3192, 'analytic_conductor': 6.372062081298175, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 10, 'char_orbit_label': 'j', 'char_order': 3, 'char_parity': 1, 'char_values': [798, 3, [533, 115, 211], [3, 1, 3]], 'conrey_index': 457, 'cusp_dim': 304, 'dim': 48, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11, 13], 'hecke_orbit_code': 618508845854, 'hecke_orbit_dims': [2, 2, 2, 2, 2, 2, 4, 4, 6, 6, 8, 8], 'label': '798.2.j', 'level': 798, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 336, 'mf_new_dim': 48, 'num_forms': 12, 'prim_orbit_index': 3, 'relative_dim': 24, 'sturm_bound': 320, 'trace_bound': 7, 'trace_display': [0, 0, 4, -8], 'traces': [48, 0, 0, -24, 4, 8, -8, 0, -24, 4, 4, 0, 0, 0, -8, -24, -8, 0, -4, -8, 0, -8, 4, -4, -16, 0, 0, 4, -32, 0, 20, 0, 4, 0, 36, 48, 24, 0, 0, 4, 16, -4, 8, 4, 4, -8, 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24, 108, 64, -88, 248, 48, -24, -156, -96, 0, 36, 128, -56, -52, 8, -72, -32, 36, 0, -44, -120, 8, 100, 192, -144, 0, 252, -48, 188, 24, 272, 216, 72, 12, 32, 32, 0, 72], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 303376
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39, 191], 'sub_dim': 24, 'sub_label': '266.2.e', 'sub_level': 266, 'sub_mult': 2, 'weight': 2}
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id: 303375
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 2, 'sub_label': '21.2.e', 'sub_level': 21, 'sub_mult': 4, 'weight': 2}
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id: 303378
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 4, 'sub_label': '42.2.e', 'sub_level': 42, 'sub_mult': 2, 'weight': 2}
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id: 303374
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39, 58], 'sub_dim': 24, 'sub_label': '133.2.f', 'sub_level': 133, 'sub_mult': 4, 'weight': 2}
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id: 303377
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 58, 'sub_conrey_indexes': [58, 172], 'sub_dim': 48, 'sub_label': '399.2.j', 'sub_level': 399, 'sub_mult': 2, 'weight': 2}
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id: 303379
{'char_orbit_index': 10, 'char_orbit_label': 'j', 'conrey_index': 457, 'conrey_indexes': [457, 571], 'label': '798.2.j', 'level': 798, 'sub_char_orbit_index': 10, 'sub_char_orbit_label': 'j', 'sub_conrey_index': 457, 'sub_conrey_indexes': [457, 571], 'sub_dim': 48, 'sub_label': '798.2.j', 'sub_level': 798, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 10, 'label': '798.2.j', 'level': 798, 'portrait': 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9TkyGmfo6cNx+Y1KUOmWimn2orBYEQaJwghCWp1ztnks3vjiFoIxgjmVw3nbTHUw5T5ts+xBUWgwPdhNJDs3ZHQG8UEnsRXmmMLAafbPvXAsHfbgMVlD22gHkp2boo5d2uHRn2EEBDFkna/wZmVkNmmJE1Cjp3xOXJacHQuYa4d4ddHXH5ej3e9SjMaznD4VIvjZxRzCymnl2JOLBoOLBquuHCR//SOZbZOT3Hk9AxnlurML/ssrgqWs+O43ElZaGsWe9JsOecc/aobL7jnZ3/0gn9Xa513EJMeFXLiuYbGd7x9zwP8//7gZ0njeOfkho2/c+To3Ju31j7GD33/Ar3+JpZWJ1harbG0GrLY9ljuUJycxdWUM204vCDYvHGF//CPlrn2gjrH52Y5Ntdkbsnj9KLhzFLCiYWUEyspmzb0+IHr+py/TdEMQ3xZY3E1ZGFZsbAKgxHEicFThkYtZXoiITFw7AzU/Yha6OHJlFYdOoOQZn2EABqhZrkdstKVNOuC5Y5gqZvSCA0GaNYUq0PBdH2EJxX1ekTgSY6e9km0x2xL0AwFSkGSCPpDwcKqvZgWOzG+P6TWSDhvx4hXXxuzZarJ6YUpjp8JOL0Ic0sJ88sJxxbg8LLh6ksW+b/eucyW6SmOnp6xq0QBbs1KJ2alk7DcNSx2BSc6kn6ny7vfOeTfvev7Sdj1iW579eeU5x3fuuctzzVEnvX2PavB5+YWmJhoTB08cupf/v6ffOHqR2956M33PbHAls2KC/fAded3SBJFkgpSLUk1GONhtMIYwIAQKVIYDi9O86sfkfzKOxe4cnfMVHOGicYEzVrIZMNnuiXZsiI5tjDFJ29poIIRF+0acs7WlG5vwDkbE151fcoo9hBovv5gyHIvpJGOOLmoaHdrbN4RstSHMwtwwTmSg3OGfdt9phoRJ1cUW6YSUi1Z7NZZ7Gq2zMQstxUTDcV52/ocPhVy4a6EkwuG1U6dvTtSztkScWwxZaI1ot2NufWhGiCJYs2LLhtw7TmGpZ7P+dsiLjhHEog6g+EGHnw6ZH5ZsrCcsriacGpJc3hB0E2GXHPRKr/8th6bJmY4cnKK+ZUai6s+S23BSkez2o1p91LafcNqXzA/UKz0Yl5yyQo/fMMS3TOfZaW/9814u8zm3W+8fzgcvC+N+6vNiQ3PNWTWvX1PMviXv/oN6rUwXFxaff89Dzz14/c/dlQdPdWhnYbM9TVX7TrDb/70PJed12BuaZrldpPldo3ljs9y22OlCyvt1LJQJ2GxA8eWBc3JAc+7YJW3XD9i77Y6vf4kJxcaLKz4LLUlKx3D4qpmflXTG6Z0I81wlLBpasSFuzTGCALPsP9kSJLW2b1ZsndnyvTUkPmViCcON7liD0xNrHDHI9NsmoqYagqWuj57d0REUcJ9ByeJ4pR9WzUrfcFMa8iGSY87HouZajS4bE/KE0dj5pd9Zlshe3cYdm2N0EQcOKnwfQPGcNG5MRsmBP1BSH8Y0Bt4nFn2WFwVrHRSVjopi+2U40uCdpyw55wOb75hhav3Kqbqk5ycn2AxX/nalrlXuzGr3ZTVrmGpB3M9yVw75dq9c/zXn15k744Wy6sTrHZ9onQjBHvSqQ0X/2lYm/oXSTIaXXrF9c81dNbcvqcAPj8/j+d5/pe/9EV/anr2/d+87Z63P7n/hDeIBL2RpD2EMz3FmW7C8/bM8Rs/tcQV5zU4szzNcrvBSidkuROw0vFY6QranZSVbsJqN2GlYzi5KjjT00xO9Ln2gg4/cmPCBdtr9IdNFlbqLHcCOj1Jpy/oDUpJEiUCrcH3DPUabJ3VbN84BDXiyeMJjx8MqKk6N14V4wdtHniyxdaNigeeSdmxUdEfpUzUUxZWNJfvEyysaJo1n8FQsGNLwv1P1ti+Ee4/MCIQdV5yBQS1Po8dTnn6SB1JwLZZxbYZqNfA9wSpFsQJxAkMhtAbarp9TaevWe7BfNvQiVP2ntvlh79/lWv3aabrDZbbE5xebLDUDlhuK1a6sNpJWe0mtHspqz3DcgbuM23NtRec4b/+1DwX76qzuDLFSrdBpxfS7nmsdgSqtiM5b+/Vf37i1MK/eMUrXhUnSRJv3Pi9U7X4PQPw1ZUVJqemvCNHDv2nr3/9lh/fv//QxuXVftgfpvQHhs7A0B3C6kAwP5DMdWOuPnee3/wXS1y5J2S+AHmN1W7AatdjtStY7Rq75HYTVnspKz0404blkUGoIW+4oc3FOxOu3WeYatZo92okiU+SKuJEkmoBGLQxhH7CRKvPQwclw1HMLfe3EHGNPdsDbriiR6RX+Oq3Z7h8T8BCt8OJ002ed2HM00c9YmM4fMrwz14/5NBJTaxbPH1cc80+wdH5PksrU1y+N+Zr9w+IR01edKnPnp0RRnT4ygOC0VDwyIGQVt2n4QkrwwCtIUoNcWoYaWj3NVOTQ666cMCl5wx5/YtSFA26vSbzKw2WO/bYrHQk7a5htZfQ6Vlwt3uGpb7kTE+y0El4/gVn+G//fIELd9ZYXJ2m3a3T7tXo9Hy6A49OX9LpSSIdjLZu3b1w4/e/9E/PO++8/9BeXU2mpqefa0gB3yMA/+JnPsDxo4/UXviSH/uFg4cO/8rDDz8i+oOUUaTpD1P6Q01vqOkNDZ0BtAeChYFkrpdw7d55fuOnFrj8vIDV9hRLq01WuzXavYDVnke7q2j3BJ2+ptNL6PZTugNNu29Y7gtWBoZelHDheUMm6wk6SXj9DQOu2JMyihWeNIxiw2dub/DMySZbpzVHTwV41Nm3XXH5XkOt0eOeJ/ucWWhx1d46MzOr3PpgwPN2Byz2ugz6TaY3GB58SvLOm4bc/5Rh00xIb9RlZXWKS/f2+caDsHligqsu7DG3usrdj07T8JtccT7sPWeI8nocnNNsnok4eirms3eEDGKFlBDFhiv3jnjN9SPi2GOqDpeeK+gNGnR6dVa7Ias9n3ZP0elJ2j3o9FO6vZROP6XT17QHsNwTnO5JVvojXrB3nv/yUytctrvG0uoE7Z5l7k4/yMCt6A0EvYGgP9RECVx66eVm167d/+nc3bs+tmf3roPA8Lku4nrOAX7313+HiabfOHVm8G/mF7v/aXGxxyASDEeCwcgwGKUMKiDX9IbQGQoWBorTHc3V5y/xI9+/yJtuSJmoNVlYmWClU6fdC2n3fDp9Racv6fahNzD2ohlkF8/I0B/Zi6YfGaJUEwQGLwu/fQWhtHUsoe+xYUKxY5Pk3G2GXVsHpKLDzXcrnj44wcuvCnjRVSt84HMpU8EMr3xhn9seiZmsTbJta49v3l/nDTek3PJQyu4NIc2JLnc8FPIDz/dptc7wgc/M8OJL6rzs2g6PHBvy5bt8TNJg1+aA3VsFOzZrNkxFhEGMNim+l6KULRsJPKgFgjj26A8DOn2P/tCjN1T0BpLeAHpDQ2+g6fVTegN7oXcGdlVc6AnOtA0TEx3e8pIFfuTGEZecW2dxpUW7V6fbD+kOfLp9j95AZcAW9EeGwUgzGCYMR5ogbOrXvuaV8QUXnH9tt9t79OorL/p/L8Afv/u/EoR+rdsZ/MLiYvuXF5eHsj/yGQwl/ZFgMBIMhg7IR5rBUNMfarpD6I4Ey0PJfAeidMA7X3WGH3xhn6v3eqRpi+V2k5VujW7fLqm9gaI3lPSHgsEQhiPDMNaMIkOcaJLEkGpINWBAKoHvCWo+tBqSyZZg66xmx+YBU5NtvvGI4ZZ7AgI5ydV7A668sMP9h3o8+tQUL7vKJ2ws8/nba7z6upDpqUVuvm2aG68WfOruiC31Bj/wog4332VoqCluvGbI/Qe7PPrMJFfvqXHVhUOCcIkv36e47aEGM42QnbMeW2YFk01JqwG1AHzfoKQ9nmkqSDTEiSCOBaPYMBzBIDIMh5rByBJFf2RJojuE+Z5koQuxGHLDhcu87kUd3vmKlFE0weJqk06/Rrdvg1h7l+UxHBkGQ80wSjOQa7r9GOk39dTMpl9tTU7+ejQaDT/439/9nGHsObUJa2HqJcngl9No8d9IE8lmPUQIba86IRHCNuEIoRBCIGWKEqAkSGXwPIOvNHVPsNBv8OGv7OQr97R59dUrvOGGVS4/r8fsVIOldoPuIKQ/8OmPPAYjxXCkGEWCUSyJE0hSRZqCNvaqlxJ8D0Lf0Kxrpididmzqk5gez5yM+dRdAU8cnGCmXufqCzxe8rwOtz/e5qt3TnLdBSGbZgd84V6DTuvMTEQsdUb2ogG2TPVYWQxRosYLr1jmy3fUOD5X57XX9UnSJb7+4AbitMY1F23mdS9os3tbmzse9Xj4eB1zOGTHrGSmKWjUBGEg8JTIQG7QxuryJLUXbRQbRtlFPIygH9nVb2UkWOmC9IZceeEqb3lJm5uuitkwUWdpdZrVbp3+MKA7yMGtGAwlvaElnv7IMBxpBqPEEsUoZTAyRKlitd2TS11+4eqrNpzz337lJx/4/d/4mfd63nMDtb/zv2q67+PU6R2E4ejdvZUnXz3qnbhBmiiohSEGW/MMIARIJBKQQiCFRApsml0JlErxFQQKQk9T9wwTQ8ViZ4Y//UqLrz/c5bpL2vz4K1e5aGebDVM14qTGYBTSHQQMhh6jWJEkkjiVaC3QRlhwC0MYpjTDhDCIkWrIfHvEZ++RHJ0LOHR8GhPX2LfD56JzFc+7sIPw53lw/wTnzNa49DzD7PQqS+0a22cVSM3n7w4JkdRDw2teMODDn085vRCycZNisTvisYMh2zdOc/X5C9z2cJs7H59kOAq48NxZrjq3z2Xndth/apWjZwx3Ptbg0LEGoZCEnqQZQs1hcmMg1YYkhSiFKBH0RoLOUNCOINYJQg25fE+Hn3hFh+su1uzc5NMfzDC/3LCMPQzoD6zEGYxsbbpdUSmk4yhKGY40w0gziAyDyK4WqVasLPfDbz906F3ved9nVycmmup9f/bl33ns6Arv/6Uf/ocL8N/4wMeg+UO0Wr/7M6b/xK/KZL4VeNKutSIufk4IgxAKKQxS2kBKKoFSCk9JPC/FUwLf0wSeJvShFhjqQcpUTdIZ+SyvzvDxb01y++MDppoD3nFTmz2bV0lij707DBfuVgxH1i1JtSwuLCVTwiDhwEk4PC8YJJqPfrXBam+KYT9gtq7YNuOxa6vHedsFl57fJpVL/I/Ptui1J7nuIo89O7s8fDil066xcw806wmdqEYYSDCGwPdZHcKJM5ILzg25eM+Qp56JePRAnesuneGfvHaRP/58l3ueatEbeCy1W5y3vcYlOwa86KIur3lBl/ZgiY98tU4/Djh+xueRwwGBZ4kAQGOlVqI1SQRbN0dcfGEfncbs2Trix146YrLhsWU6IIrrnDhToz8IGIx8+kMvA7ViMJLZHYaRKdh6GFkTYDgy9vXIMIhhEAn6sWCkPZ4+2ebRv7ht6qLdm/7zS1+4O33/L4XvjVf+J/70T/7DA/h7Pvglbrjplepnf/Uj/2RC3vmbb7nh4fCCnTV6/SZKGgQGIQBhHy24PaQEJSVKCQtuJfA8hedJfC8l8FOCyBCONDXf0Iw1EzWYqQt6kaQzaHGs3eI9H5qFNEaScOkFfS48J2IUCYxOMcYGalIKpJQEYcCjBwMOHKtRD3yanmRDU7Bnm2TTjMe2jZJdWzUX7FohZonf/0yLY0cnuXafz/k7NdLrcMv9IdMNn9kpmJ4Y0qzXUFj/ujMIWOppltqG1W6Tm65u8/AzEQdPesxO1rjm4in+yeuW+f1Pw/0HmvSGhtWex9zSBFtn62ycGbFtcsAv/tiARq3D08c1jxxShKFBKo0Umc4yBqMhigQXnpNw5b4UYTziOAAzzTAKOb3g0x/5DEYew5FiGFnGHkaC4UhmAT8MI80o0oxG9nEYaavxc3BHMIwtuHuxoB1L2okh6Q8ZrDzQeuklx37z17uXxfPtn/7D3plm2tz8d8PkfycAf/+ffIHn7dngf+6Tn/iJB5449nu33b3kP/TEFO/5Zx327TCovkYKjZQGKTRKGpT0UcrgSQ9PGQtoZZMcgW/vI18wiiShrxkFKfXIWM2ZWGtvKrb21SgWDBPJKA2JkxoHDrd4fL8hNbb6EEAJK3d8JQg9aIVw0SZo1WGqKZluKWanPDZOw66tI7ZtXGVklnnvpyY5eGiKq87z2L1dsmfnCvceHHF8bpoX7ZNMT2gCb0BN+iiD9dU1oIcsd2qcWvC47tI6F5/X4ZGnQjZMShq1FlfsS/kXb1rhvZ/WPH6yRbunaXcUCyseG6ZazEzWmWolTDQSphsRr7o2JvRjfJWglD2WYAvAtJZEiWJ5WZEkHlGiiGLFKM4eI2nvsbTNIbFgFAmGEYwiY4GdMfYoNkSxZhgZRnHG6nEG7kjQjSWrsaAbp5jhgMvPWeE9/3ye77/4VLgyV/89oT6q28nz/mTuyGfiLee+4e8/wH//T7/IhpkJ71uPHP3Hjz128Hfvf+KYL1rT3Hy3QkrBf/5nq1y0PcVTKVJqG0hKbe8qA7lSeJ7C9wx+JAk8B+CBIspOThwbokQTxZo4sUFWnu1LUpMt2QatbTCZJ0tEFrh60tptoQ9hKGnUJM2aYrIlmZ6ATdMpu7b2mWit8PHbYu54fIbVxQkuPUdx7jaP83eOEGqVv/7GBJsaiplJyYapEbc9Kjl5RnHBVohTwXmbUq6/fMRTB6ZYaguW2y3e+n0d7ntqyKFTkmZNEviTXLIH/uM/WuS2JwZ89tYNLHZh16aUlY7HVEsx2Qpp1QOa9Tq1UFMLUnxPW0KQxq6GgAG0tqtHqiVJIkhSSZwIokQQx5IoFowSy/ZRAqPIBqhRrIkizSixgap9zTCMM4DHMIgF/VjSiQXtGAajGKI+l52zzH/56WV+4PmGdmeKbu+wr/3J99UmQuU1t/3h3JHPJP+7Qf6/HeCjKBEHjsz983sf2v9rDz1+2J+u+ZgYho0WN98tGUSKN97Q4e2v6DLZSlD9Op7UKC/FUxrPS/E9Dz/yCDxJ4CtGvgV0FAh7YmJBFCuiBOK4tPySVJOkpgB3mhpMxtrGWGADKClQUuB5gsAThIGkHkoadcFEwzDVStk4FbFppgtyhb/8puLDX55lQ63GZbsE52z1OWerZteWVb7wgGZ5pc4VOyVTE5LpiYgj8z6dvodSkKaSVl2xbXPCnY9oVjuauaWQS/Y0ePGVbb5+d8h0E8IwQKlJLt0D//iV8/hynk/dNs2TJ2ts6cRsmEyYbCpadUmjrqiHHmHgEfrWw/ckSGmKz4ixF7U2gjSFRAvSxF5wSWpJICeIONHEsc7IwhBnq2IO7lEMw2xlHGSSpJMIuglEwyGTfpd3vGmRH7yhz/ddIeh0WwxHNRJdY7C639da/CYYX6rwvdn19/cT4O//k5vRWv/cfQ899Z8ef/pYs+YrpDZoBAKfAS2+er/i7sdrLHaXePdb+8xOJfQGCd4wxFcpfuwTeD6BlxL4HkGsCQNJFCmiRBBl7FOwUSKyKkOIU2OtP21ItSlZ22FuIbA2m8KuDAHUA2jUNK2GHeyzcWrI5tkV7noq4o++0OTAsUnOmfTZs0WwY3PAjs2C83f0EP4KX7t/mulQMTspmWoaploDJlqawLe2p9YwijxWuzGdfkq7p1hY9en2W9x01Rm+eHefA6db1MMYTwUIMcme7ZK3v3SJ6y6a44Ofn+Tex6fZ3pVsnoiZaAiaNXtBhqEk9CW+l1mHSiBFeSEbk0kWU/r9aapJs1R/UhBDDnQLaLsKGkYZqEeJlSSDRNCJLbCHUYoeDZmotXn3W5f41z/Spx6EtHt1hqMao8gnij2MkXSWDzfjWPznqU1XqpMHPv3b289/498/gK92ugS+/y/f+4ef+k/Hjh6fbAaC1BhUar1ghUAJj75s0ok8futjPvc9vcrbXtblFdd2mJmM6A1qBHFA4AeEgc8o8ohi2/0SBYookcSJJI6zxzQDeJqxVCpINYUFaIyw2DY2iBUykybKFlIFvqYWaBq1hGYtYbI1YtNMl86gx3/7a49bHpyl22myZ4PgnE2C7RstuM/dOqTVWObDXws4ebrJxVsF0y3F9ESKNiO6A4EnLdi0sSw+2UiQKmGl57PagTPLdfadU+ftN63yl18LODbv43sxSvoY0yJOFZfuXOY/vLPD1x/u8cHPbOD0iQZbJ2G6ntIMU+phGZ/4nsRTWeCc5RPsRy8vdHvhg041SbbCWaBbckhSiBIL8CgRjNKMtRPoJdICO9ak0YjJWpdXvWiFH31Zj5dcrpE0WG7XGEUhUexnd484teQzWJqbjNMDN11+/X2/fdtX3suLX/Ezf38A/p7/+nu8/zf/L8nkBVc9/NiBybpvWTtJrVcrhV0+lRT4UtCTNTqRx81317jtgSYvv7rND7+8z/c9L2aqFRBFIcMoYORnBynxM0miSBKVgVuSpIIkkaRprjdFprcFeoy5rZ+uUQp8pfF9q2GbtZhmPaLVGKBUl289ZvjkHRPcev8GtjQVl2yFLTOSLRsCtm2SbN8YsWfHCvcfGPKZ2zYxGyhmJyQTTcnG6SHPnDDc9kCINPZiSlOBQHHjVTG3PRKxsFqj00tZXPHYvrHFm67v8dDBNo88uYFGkKCUAHx02mA0UmzfHPKjL1lh69Qcn7qjzp0PT3OyU2MmFEzUDM1AUwsg8FI8leUMss/r5q1NLlm09cxzRk8yYCcpxNoSRpzCKLGM3U8EvQQGsUYnEbNhjxuvX+VHX97mpVcnNLyAUdyg0w8ZRQFR4hFHnn1MLCkliSJJoNOfe+XiF677L/O9Hb/yxc/8QfqqN/yz722AZ9OkaouLi7t+7/3/823Hnn7qH/e6PZr1rLRT5sAGlYAnwJcQSkFX+gwSxXIS8MnbG9zyUI/nX9Tl3W/pcfmeiOlJjzQNGAwDRrFPHFuQJ6myrJBIUq1IE0GirXOgjUDrsvLOFOA2SGl7In2lCfyURj2mHo7w1IhhMuSxo5r3f26KBw9M46Uh+2YNm6cMG6YUm2YCtsxKtm2M2b2ty5nVDn/21SYmrrF1k2Cy5THZNEw0IgZpijaKQAqEzBhcK5SnSLSmO9R0+imrXY/Ti3UummjxjptW+fX5OofmG3hebKWN8Uh0jVEs6fYDrr+oywsvavPI4eO8/7MTPHWsxcJynVBK6r6gFRpqnu0+8pXJSGX8fFEE3FpDkrk8Vt5BlAoibYE9TKEfG0ZRgmciNkz2uGJvl3/91lWuviCh1fCJRi06/ZAo8okSy9pxoiwpxYo4UfaCSSRxohhGsW+6i/8uaMgk0pt/7VN//YHhm976U9+7AH/mmf00m40Ln356/93LS4t+NBqIZk0RJRmoU4NKsDagsIGQl0AgDaESDJSg54UMfZ/lqMaX7rMDMH/ghW3e9P0DLj23xzkbBkw2PaLEzzrkPUaRZYdES9JUZcCWaA0GUYYxGbgDX1uG81J8L8ZXEadXEvaf0tz+qMdDhyf49uNTJHGdrROGTS3DzIRgdlIxO+WzaUaydUPC9o0DpqeW+esvwl2PTXHFdsH0hGCiKWk1NK3GiG4aEfgKL7FSwRjrYDCS9IcpnawAqt0zLHc85pcnuOHiHj/wgmX++HMhzSWJypJgRnvEScAolvSHPhumaly7r8sH3t3j2092eOiwz92PtDi+XOOpxTqhktSVlUeBZwh9gyIj8uyw5EyeGivnYm2ZO0phEFmpEpsEk8S0giH7tg64+Nw+P/iyHq+8LqYV+AyHLbrtgCjJGLsAtiJOvALQcSKJYislk8QaBYPhQMjB8q80mjINwtnf/Is//2D/R9/+T7/3AD43N8fmzZtrt99+xw9+5atf84fDvqyFHnGibR2J0JlbAV5qLLhTY/VvCn4CNWWop9lSqEJGgU87qfOX35jgKw8M2Dk74LXXd9kynXDulhHXXthHoJidkXhKkqYeWkuMkRlz5+tynjzSGGGbAgYjjfQS7nzS4+BpyZfuabD/VIvV1TqB8C1bz2gmG9YHn2p5zE55zE4JNs8kbN0wYNumFe563EqT7ZMeG1ow0fSYaAgmmwlSRjxxVNHuK3Y0s+G2BkaxZPOs4MJdI761YGgPDN2BZfHF1ZC5pSnecv08jx9Z4t5HN+IrAyLGGEhSK9GGkWIw9Gj3AqZbTb7v8h4vu6rP0k0LHDgFX7y3xsFTIfc91UD4HgtDj+GSQgqJECLT5CIDuclAbkiNxqTWxZqZGDEpYq6+eMC5m4dsm4l53YsitswIZiYUg+Eky6uBBXHqEcdWiljZqApQr70LkkRYuaIFw3aXYeT9hxfd8Hx59TUv+PWbXvnG4cZNm7+3AF6vh96RI4d+6ejRw//ncNCTtdDPwC0RwiClRCWm0N5Kgpc18PqpLUsNUggSQ10JmlowTAVDz2fk+7SHdR45mvDwkVmEjtm5achVuwdMNlNe8vwh22Zj0jjB6OzEmVKakGlQqQyRhm8/UufxQw2CmuSBgw1OLdWpeR4TgWTXjGGqppmoGVp1yURDMtnymJrwmJ2EjdMJm2eG7NzcIWWFD98yxdLSBJft1Ey2bI9lq6GZaMQYE3PP4wFLyz7nz9jsojEwGkk2TUlecMmAbz2Y0h1Iev2ETk+x0vU5s9Tkkj0D3vmyNvc8Wefw0gRKaCDOakz8LEEj6I8kvYHPai9kotFiemLItXsH3HDJkNNLQx493KFWT3n0kMc9j4SkRiKkoKjTLmxEA0aD1qSJYcuGhJc8f8h0XXP5bs2OjYIk9dC6wSj2WVyxq6dtDMmkYsbWeVyU1/kkiSBOLbiT1FY65oZAnECiPXorHXngwIF/NzO72ZuZmf2PQPI9A/DBYEgURb965513vvuxRx8OPM+CGiERUlv2lNk9pZApnhR42i6DfmqIU5tNjDXUUkMjFcTaasFRIIhSn0j7xNpwsj3BsXs0UqV86cGYhpegjbYnydhudZGfQSHtXUq0ULR7PknkEXqSVs1w/iw0A0MrSKiH0KwJGjVFq66YaHhFomd2KmHT9JAtG7okeoXf/FidB/fPcs4Gw1RTZOAWNOspzVpEszGkVq/jZ4GeyGRBqgVR4jMYDFkdaqZDW6vdHWjaXcVKI+DY3CRXnjfi53/kDL/xMY/jq3UQKdokaA1x6hElMqsdUfSGHr2BT7sbUq81qGfB8o2XR/hBxLV7U9764mGRSBNCZzZpGX3n5JBqazVOtRRKBgyHHourXlZxacGcJIpE29gnSfPHHND2eR70JzmYUyvPkoTytcQGtKmGRx55JOj3B29rNlvvueOO25Prr7/huQf4Qw/ezzNPPx4OR9GNBw7sr4HBUxKEAaGzKkCDFCZLwdssW5KSWXkGT9nAxtd5BG+sbaWNPUhZlB9rG0AmGqJQkjYlifaIk5DFyGbAjSnzBrYiETxhVww/y1ZuaRrq04bQ09QybVrzBfXQ3huholH3aDUUE03BdEsz3UrYMDVi00yP7ZuX+MPPaz516yY2T3psaGkmG/ZiaNaxAK9HnF7W7D8ZUg+ETbqQV/oJhiOPvdsStsyO6PZC29AxSOn0Fas9j1a7xkRjih/5vnn2n5jjTz63I7MMNVonmWftMYry+hFJf6ho1DzqoU89sEVjQZAS+Amhn1ILUjyRomRqSyOEKQgI8syuXf3SVLK4LEm1ROv8UWQglyRaojMQp2kO6AzUOZBTK0USnT0W3yP7muKepoI01Rw5cuScF7/kxvfX6/Wfvu+++0bXXHPNcwfwldVlpianG7ff9vX3PnD/vS9Moj6+b4M7kYrCDhSZa5GmVoen0qCUJk1BpeDlVlXmW+elnumYhVV8ndtbWWbOmBzc1feXl9fmF5eXed6BNPheVtfiQehLaoGgFtqESb3m0awLJhow2UyZaiVMT0RsnO6xbeMyDx8a8uff2E6zFrJlQjPZEDQbikZd0KxnPnp9xINHBPc/VWP3tP37IqNwbaA/8rjmQsO+HUO+/cgk/QgGw5TeQNPpSVYbPgsrdWrhFD/8kiXufWKBRw9vwV6ymlSnJNpkyRhbTzIYSRo1QT1U1ENN6PsZwDW+p/GVzQ4rZet97LnJmNw5bnlCyCaFROFGaZ2P6HCs2FRmzovIGi7s94qvs3yEm5soya20Jm2+Anr9oXfvvff9o2uuvVa//GUv+5nVlZX+/0p/5/8SwJeXztBtL/8fJ47t/8nO6hnCwMsYKvd8Jam27J1qQyohlYZUCVQqSJXB04Y0NZlvbetE0pQKqHWWhUydOpIiWZFbgC64sxNmVw4rjZQApWzW0ss6dQIPAl8Q+oowENQCRa0madYErYZhopEy2UyYakXMTvXZOrvCQ4f6/OsPbubE6SnOn9VMNaBVlzTrimYNGrWURi3B90cMIlssFioKzZtLlDiRpKlPK0gYppreSNr2uaHV5O2uoh6G1IIWu7bE/Ld/vsrPf1Dw8P7NYCSpTklTTZLERLFmFHkMR5LhSFIPIQwktcAQBIrAMwSeBbnnmQLgStpzU0oVB+QAWf7A5AA3oqhpKWtbKEBuz5sorMaCsHKAa9aAO83Ov9bZ3RiOHjspGs2nfnL37vMOxlH0n/9XMPr/GOC33fp5Fs+c3nHi2DPXrCydoF6TJbi1A3ItkNljKi2oU23QaQ5sQ6pMkXCw2TVRZtkcr9ZkrG2yWhKTP69iuwS4tM0SStqMnidt4sOyt8wqE2UGBmklSs3QrGlajZSJRsxkM2JmcsDm2VUeONDn3/3PWQ6emGH3tGG6Qaa5Fc26pFk3NMKUVj2i3U/49B11TOoRKIOUwmrw7PPEiUQJj9ff0OW2xyM6w1rWApbSHyi6A0mj51EPQsJggj1bEn7tnyzxi38seeCpTdbz16m19ZI0G28hGcWK4ch+pjAUhL4g9E32eW1Q7ymDUlnAL0BkNSuCKtBLJs9T/Dhsbq3FAvAFYEtQF1+nVdKy4C6BXeDBmOK8Hzh4jM/d/KVrLrv0oh2f/PRnT/zgG1//dwfwdnuRiYnZ7Y89dPvvdNtzb0qiDrXALxk4PwAZGyuZfVgpMsmRgzr/kPYDG6dmRFce7e/L7azSITEl21Cmo/NMpXAArmRZn+F7NpXt+9ICIBDUQjtirR5qWvWUZgbu6daAjdNtC+4/muGxwxvZPSvZ0EyZrNvCqWZd0XDYu1GPMCJibnkCKew2J7KSRbSMpo3PlmmDpxN6ibBdMSPbDN3tS+qhohb4BH4Nz5vk0l0Jv/aPz/Dv/gjuf2ojqVHEqSZx6kaiSDMKFbVAEkT28wW+zC7qvBDLAtweF5MdKxfk7nsdAzpZZWJuuhhRyIuS2amc/9R5ngM6dYBdgFyX53thaRXPn3vTZZddmr7pDa/72fmFpZObNs7+3QC8s3yK0WD1gtFw4S1ptECzrtBGF0uUdjWzEtkHg0S5ZZvZB0rHQO0sVcYBunGZG7doylTOiCh0t8iME1FWCyqJ5+UAFwS+LY2thYZ6qKmHKY1aSrOeMNEYMdm04L5//5Bf+MNpHj2ykZ3Tio1NzWRd0GxIGjVFoy5p1uzvaNQSQi/i28/A6aWAZmCQ0koUIUS53GtJf+ixdUZw6fk97n68RX+Ut4PpLOhU1AJF4AeZhp7ikl0pv/5Pz/DzHzDc/9QmEpMxeWqIU1v/HsWGKJAEgcxqU2SxYnleJtMkBchzgOeFWcXRFI70y2Uh1m3Jz0lqRAZ0CmBr9+tCX+egLs+zC3K7WudMDhrFkeNnOH5y4S1PPXPovZ1O7+TfCYOfOno3YU1uXzzz2K/Nn/g29ZrOliErQRLn6tUa+7XMJIupLmVag1aiCu7seVHWmgMce3QLRik5JmMdh70zn1dJYQGuKMphbdMEBL6xdd+BLbCqhyn1mq1FadVHtJoDZic7PLB/yL/+g1mePLaJbVMemxqayTo067aKr2RvTaOWUg9jAn/EYwc9FhbqnLeZshYkuyZ15qQMRh7n7xRcuqfPrQ9r+pFkEOmiQ703sNWBge/hewGeaiCl5pKdK/zWPzvDv3q/4f6nNxFrjw2ptgCPIQpt7XYYagvwbLWyBVgiu2d1KrKUciIHewbu8VtOKjnQc9k4nvLXxmXjUnqWTF1KkbLgKzcPytLmUQRf+MpdaPxfu+ySvW/58te/ffKVL73ufx/AF0/dzkd+53pe8/Y/3tZePHq1SJeo18Ks/lqSKpuOT51ARGlDqih0tS5YvLza7QfL2Y0KY9t0e8ncGMcKzM6Eu6xKIUrPPU8oqezuga8MgWfwfUMt0IS+BXctTGgUhVZ9Zia7PLB/xP/xP2Z58ri1Azc2bAKoWctKVGvKui6hzhoOEmpBjFQjepGPVB6+MihFxuIlQNI0bzrwaQYxkNCNQtsqFtlRDP2hJAxUFij6+J5GqQZSGvZtN/z3f36Gf/U+zX1PbyZO/azB2BClhpFvqCWOBvc1vrIXed76p6REqvI45SB3j2eR1h8L5ku54khHndfa5yDOwW6y4ahVYJdxF8UqnuaNKSnEWnLyzCrfuOPRq0/Pd7f9+3/19pOf++q9vO6ma//3ADwerfBj/7+vTg26p/4iGR4JaqGPjFMkEiUNSSpJZR4gioomS92lK3WDxlxfUwG3q7XdrGTB3FkmJz8Z+b1wTfJ7tgx7yuD7GcB9TeBrwiClHqTUgoR6LaZRGzHZGjDZ6nDvUwk/895NPHV8I5taPhvrmsmaoZUxd6OmaNQU9Zqx91BTDxPqtYgjc5o/+2qLsAa+41Tkb9uY0mLr9gPe/oo2f/6NPvOLNQZ5G9hIMwhSwqEsy18937H3DBfsgN/9/y3wc7+XcucTmxgkNTamgijVNHwYxYZaYAi9vITWrmCepzOAC9vMna10OTlYOZWDXNichikpPScYVzbqIvA3zgq8dmXWDku7bF8CnbJ0NwGDx6NPHQ+uuPyivz5+6swbd2zd8IgLg79VgA/bj4g0ia8b9NubBAblafzsAMjUjnXQstTYOcDdAEQbMhYfc0hyUGthPW1dau2CuZ33kh9uNzCSWbWiFC64s3oXT9uWN09nALeJj1qQUAsj6rWIqVafYdzji/fCez66haeOb2BDy7PgrpfgrtcUtZrKEkM2MK0FCWGQEAYRmoT+qM5kIPCkscxYhMD5xWw95TjxaDUVnhgxTDSDWBSNvOFIMww0A18R+JLAU3jKQ6kgu2gMe7YKfv2nVvmtv0i57YkNnOy2GKaKSd/QCjRRagg9Q5gYAi+3SI2jw0XJ4JnTkz+60m/8Vp4Tx9Eq4qUS9G7teXnOjaPZTUW/F3mPrKIx1bZB4877ntx9zZX7/nR+sf18/gZp/O8a4MPO02gdv/r0gY/+YTKam1LKw0NnB0GSZMN4dKUW24mqjQNwnbO2KINJxylxI/Y1zO0AvDgJGahtGWzO4Cbr58zqXTIfOPAsuMMMkLUgolEbsWGqx0J7wK//eYM//domIjPJppZiY10zVTdMFCl826vZCO2Mk3pox1XUQnuh+N6IWx7wSbVv2VJmFqEsP0fZOiaJU4UUPjc9r8sffG4D3dhnMmPxWmSnUeUM7iuVMTjFBAKjBRedI/ngz7f5yC0D/suHNnN6eZrehMd0qphINHXfEMYm88NtDGL7NoXjpmTSzgW4yNjcZRQX5AX5mJKMKlLFqTvP5aZxNTpF0k5nCTyrxy2L51lrjeThJ4/xWx+4ecsv/MybX3nvI4c/f+3lu/92Ad5b3Y9B/0wcLW+T0l65ntEOe9pMpJayDCCz9G6usXUWcZeRt3CkiNtSJs7K3C5r5+WvBXuLvJirlCV2Oc4yedmYidBPCApwD6jX+tzygOavvzXBX9yyCS0m2NQSbKhlsqQGjZrIQC2phYpaxt61QBcrQejHeMGQr943hU59QkUBmkLXljVN9gSmCiU9XnF1nw98KqKfBJbFY1N0tA9G2mpnz86GUYqCwe3xEUxPSn7iFR3q3mk+8a0+tzy4gTNJnX6gmEw0DT9jcgWBZ7K4xBQsnl84Sgon+ZPFDpkWrGQ7HdbJWTwH/bjrVbJ4NUlnrWGqmWnHS08cNw4E80vtbY8/c/RnlJSf/1tl8PbS0wjpvevk/r98/nDQRgiZpZ41UhukNqgskWOXIlEGlZVUr5Na124CQVTcEWPEusCuADwHNiaL/rPMnHJqXlxwK1uTEfgpQRAR+hGt+oCgNuAjX/F4z59u5MjKDL5fY3MdZkPNRE3b7GRox6TVaxbc9Yy9a4HJAlS7ItTDiOWOpp8EKE8RSF24FBUNDsXqliSKURwQegOmJvu0R02GsbRTowJDENnadWttqjI4FHYzLbL6Ea0FUy3Jj7y0y43XLPJrfzLiQ1/eyHLcYhD6NGNBy7dNEKESBch9mSV+nJWvCNSFc6wdFh8nc5eIquexyuAlu1flaSFRjCiAXtjMGQlKIVlaWuH2Ox9+/r/9F29+14OPHPjjqy4//38d4KP+HJ/44OW84KbffuGof2ajAJTMBuUYgZbCNhJrgdQi02EW4G6KN9Ui09Vu+reseahKEqfUtQJsUxzgfNVwO3RkVsgllQV20ZWvNL6XEAQxgRdTr40IgwFPHk35xG11/uyLGzi5Mk2z7jNTM0wHhlZN0wihmRVg1UJpU/mhpBZY77wW2kA19C17t5pDvnKb4sChBvU8oZK7Ew5CckmWZoVKUexx8R648couH//GLN26RyuxwzNHkWHoaTxflzaflM6FYyqJmSSVbJ3s8R9+sseebTEfv22SR49MMfTq9FKPpidoKkPo5XNgsiI0ZY+nJ8o4Jr8wpajasGuY3AV49gHzFsEC4C74C0CXq7gbk+U1RqnJM9d5VT8cP7mw8eav3v3C//Nn/s8/PnZygXO2P/uw/e8I8CRa4k3v+vY/nTv8mR8X6TyeTzY5yUbWWgu0tAD3jEAbXbBT0TZWKd4pLcHCIaHqlJCz+Hrgdtk7q1LMwW1nqdhHLyss8r0Ez0sJ/Ih6GBEEI3rxiPd/rMYHP7+BM0tTxKrOZFMxGxomAhucueC2jK2yYiyRsbcFdy2r2quFMWka8/iRgH4cMhNky7/MQSEqn80NNJNEMaE8Ljk34q+9Ed3IYxAI6nGmnWONH+msUEqipEAoO4VLZKfQant7zJNUMtHw+bkf6vG2V57hjz7f4QOf2sByv8XAC+n6ioYnqCsIlbZAz+r08/dcgLwAuKnah2M0XomVXAZfw+Tlap2D1wV1wejGcdiyv6GE4vDJFY6dbv/448/cfs/pMysf/F9i8FHnEYLWRY2FQ++7TMSPBI36ECkVFL50BlSna73aC+nIEyOy4h2XsYVzpZfFSBV6cJbFEtxZhaLD3raAyFbKeSrNhnMm+F5CrRYReiPag4R7HhH84c1TfO2BaZb6E9RqIRsDmAw0rcDQDAz10MqSgrlDZetVQkkYWGlS80uQB35CoxZxZiXh5m/NMMIj8Bxw541FuQbPwW1sZV6cKozxef1LOnzgC30WVhsMEsEotlZfEIMfpUWCxlN2aJLKJvDmx6i8cGx3U6Ou2DIz4OfeMuTKPSf5wM2TPLR/gqVek6EK8QNFzZPUJQTK2CrLrKS4aA6vgNwBerkgMX7KCnlpRJW5Ke1hbcYY3FSZO2+jc9lfCFtm+7V7Dwcm+OZlv/vLP9b4xn0H+jdec3ap8qwAF+kRks78D9SDlZ/V3jG0DDEmyYCds28OcJkFkVWAmwqoXb1dgnwNYzvAtsfRrlFrgC00ImNu6YDb3hPCMCLwI1Z7Cbc8IPnUN5t84Z4pFtotVL3GRFMx5cNEYIOwRmCoBxR14Tm4rTRRVpoEhjADdhjkbkxM6I94+KBkcRASepJA2gSPcpb6fJmtdLSnIuuA8ZipC64+v8dn756mn/gME0EtNgSR9e89zwabamTZ215AZSdxwZQ6q+4zgjjxaNR83vjiATc+b5kv3dPlk99scscjk8x3G0ReQD9Q+FISSEEoIZCZNhel5ZqzuBTVxFrOPmvKbXOgOyyunYswB7FxgJyzdmKyBmgDaSFp8wtEsXRskcvbvZ/9qy/fe2u7O/jk/yMGN2Ye2LhRd//sDX56O43agERrdJr1PGbANiaXIXKMzXPAOxcBJdDztK9xdOk4JRSVbXkwKcraclusb2zxvtQoaQv5A9/KhdCPWWgnfOU+j8/f1uJTd02y3Gkighphy6flCaZ8C+y6b6jn4A4EtVDY+vBAUvPtQJ1aQMHeFuDaujFeQuDH1IIRX7g75NRKndmWsEt+4UKsE5gVEqXU4RumPF7zgh6fvj22AI8FIx/CxE6T8iNtrT2nDMGyqgNySiJJsybs/Pc3ayPe9rIBr37BMp+9q8fNtzW47aEW8+0GiQoYBJ4dkycFvpR4wjK6L0EJgxIiOw+lNh8rBXLOZanJKyDPAY5jlxpIjJ2bk5AlBg3obG+kEiwaTArpkFtvu4cr925+wy/89Bu+9YoT7YXdOyb/ZgA/PTdPitndEPrHZxrHkbJJHGm0UhmYpX3MGLto9EU67C0dQGfAB2sDMiZLxoJKt+zVlSUi60SROWtn8wwDPyGsxSRxwokFw+NHPf7si1Pc9XiL0/NN0rCG17IbOE140PRSGr6dq13LOnosQ+fgthV5FtyiAHgYGEJfW+b2UwLf1q48dtjw5JEaQvoECifjKLIgs4T5GhBmCZ8k9bj43CGXntflqZN1+r6kkaQW3Aoiz2TBcza1SkokeVJG2t/uWnJZHGTLAjySxGcQ+dTDEe+4acQrnrfKXY93+dAXmzxxtM6R+TpJLySpe4w8z7pl2Vx2T0pbUy9sZ34hXVhXqeCe0sL7p8rYSfZaYkrw64L2NZAB2pjsMbsnCaf3LzJTi348js+8j3Rl4W/E4P/9jz/Nz/3qh/D9WbVh4jB7t01x4+Upl543slrIKFuPnFqQ553sOaBzHZ7bV8ZhbsZBvu7hKW0pKfLRyra9yrZaWWB7XopSCUIlnFmGW27zePJInVvuanC6U+PofAO8ENXyaXiKljI0PUPdy0DtGWo+hIHIZoyX4A4DWwcS+pLQh6DC3imhrzPbMaFeH3FwDo6cqqOkZ+WJdJd2xrRy1SpLi1Ywj/O2GS7Y2uOxQzP0G5bFQw/8xODHWXZW6SIDaetHcpdGFsc0X1XL6s2s1SxVxIlPGAVsmIj4wRePuO6iNnO9Nl+9M+SpIyFfub/JmaUQI31i6YFSRFJCttNGnsqXiLI4ywW6Ow8xe1pUIlYYXZd1RXk/LbpMFJBm9Rw2+yOwAL9sz4jrL+5xyc4vIrsPq3qyjG7/OXLy7d8dwLWB1970ys3ffvCZD37wo6eFLzdz3q6Y7ZtifvK1fS7cGdOoJ+zcrgm0QOgS6FqrjJ2q7F0BeQHws4C7CGZK1lbSILKGWaNStNEsLMAzJxR/dWuDB/aHHD1WpzsK6acheAGy6VNTgoYHDaWpqQzUbjWhL+zXGbjDrMw0zEBeMHdev+KnGXNbcIdBjCSm3ZdEJrCpcKnt8EtR9cBdhjV5WULeBpZK4tRDGEWrGQEjBrHP0BPUE5OVwWbJGWVb/8raG+mUAsgSUO7fSGUBcD/JxijHPoEfsGEyYuuGmEt3juhGfY4cb/PQ/oC//HqDp46HLC0EJMYjUQotVNHAbdOz9uotG7zF2Nl0/3GyQegxpjYlW2sLbJXdd26PadYTLjon5ide02fb5pTzdsbU5MNCcsEHN21+0U3o5TPfNYP/63e9Qfz1V+7fs7ganT+MrTZ76JDm4YMptz3YQsmE3Tti3vjiIddeOOKay2JSrWkFMFXHYWtps5YFmEWRpTzrwpbt0SOLrm/NKDGs9Az4cOyk5Bv3BnSGii/eVWf/0Rq9NCAxPigfvAAVKgIlqStDIwe1sk5BmIM7a1cLfAg92/QQBrY81bK3IAwgDEoZk4M8r2XJ3ZOTiymfvGWC+Xad6clcs1bZ2yG1KosX/Y2S0chnw4zizS8dcuuDfU60G/QDSSMRBDFEyuAl4MVk0oxSi+OMgkCWpa1ZJrlsJbMTepNU4Xsl0H0vwfdjWl7MVXsTrjx/xA+/YsDTRyVfuiukM1Lcem+NEycC8CRLfY9hrDJAS0y+RJ3NXimtlfIqL3S13fVLGM1UI6Xpa1KjuebyEddeGPHGFw/Zvd3uz9QKs9VI1zFxRBQNzlf+xB418ep5ePua7Mm6AJ9f7tU3zU5+6JuPnGzQnM7eSIIxCZ2slvGhAykPP9lg68aEHVsTdKq59qKIN7xkiDF2qutMy7DvvJhamH2G4gxL1r/ZwDEaCR55RtEfSTxP8thhn7/+Wg0jJEtdn2PHQxKj0L6PUR74frYbhCSUgprMQC11ltCwNRhBlqb2i15MilnjJbhzWZI3RFhZYtlbE3oZe2eACP0Rtz2iuPWxJiJQhCofXey4J2PEVrhITm1O3pk+Gvm85NIh11/R5S9vnaKfhAwTCD2IkmyWTF5rkzlIVjLIMZ2fM7moBrTZapH42biHVOGnHkmSECU+nkoKF0qphCt2J1y5b0SK5vireyx3BEYIPnZLjUcP+XieYDBSPPqMRzRSWc3NOkCvsLit8w9Di4/pVmorELXhTd834pqLInQC27ekbN1kMJHEpB6pththae1lXf51dHSgMdl664dk2rkS6H9XAH/k8UMcPDYfRJ0eYRgSpQZtfNCJHWxiUoxJMZ7mZFtzctkam/c9rfnAzan9AAls35Dw8mtHTDW1lVTVToUx5rYokBJWe5LP3VljuacQ0mp7Ug+Esp3DNQXSfq2EjfpDBTVpCKUmyHxd3wG2rzJgZ83Gvi8IPWEfs66XIKvas21sVpoEgbGMH2SsnfnefiZPoiTm8aMBnV6NsCUJZVZgVdiZbh1hea6LwCtPiGlJohVR7LNhWnLpuQNCf2BrUxJBmNhA04uN042jbf12cRHlIV9uxcqyiq9IvqVFLXriSVJfkqQpiVKoJM8hJEUuwZMpUlmHatfmhPO2pQipuWZfD2NsQdtqT/C5OwJWByKbfyjOHnlmV7jWMNXU3HRNxLYNmjSx5RlSgREStG3KjnoSo1VFAqda2ZEV2iOKR6jVY4E3Wr/AcA3A5+aXaHf6P/mBD31hZtLXKCHpCcFIKxIhbVCQ2zUm6zA25d3kS0+gObkCH/pCy1mOiks5R3UV4LmMkRJCAb7E5JqveLSRvZdl3UJhrPTIkhRBtruBn6ehlSm6ePJ6aNvlIpztUCy4c2kS+LlGt7NT7CxDnY1fSLNZ5XZY59FFzdfubYAKCFRmD44FmGuNYze7J7K5gDIbquORpD6vuHbER7/Y54n5Jl3fp57YQik/K5LK/4YoLFNdMvhYWYAN/nP3ws4fSbUuHBwvUST5hgMqRXnKbkIgLcjtligpUaQRUqOEHbhkZaSmEWje8UqNUCbLWZjqeXY79k0ZkhoNSayIhn42Q1KgYzd+c02LfCRfNmQ1m6Q1ijxGJ+6Z2Xnhu35y2F9+X60x8+wA/8rX7yGKk3ecOHF6wpeGmrLq2RMwEoLY2AycMcoBbq6pSj0FBhQQjH3YtdTtAFyWiMipCZkV/9iktCftXJNAGPwi82ZZzc9rv7My1fy571F0s+Qs7nsC3897FlW2e0QmSwIL7sA3BFnXT+Cnmeed2roWP0bKmCeOSA6eriOUVyRIijoRt+w0+6huPUZeXKTTsi4lSS2Ln7tlxEW7+zx1ZsQg8Rl4glpq5zh6+TBTldul1bp4kNkpEM5qIcvmAi/33+3d8zRJKjOAS7zUAlyqNHvUxbYyMnOyCkcr20BsMNSllZuBvNhYzJ1+6qxihaOG67CJijmR51u0UQXYczLI5x9Go7mJxdMPvUNI/33PyuALyx2MNsFvvf+v5GAYZ/5ntt0HAl8YEkMG8uzusJEZZ2m3Y/WswM7/EeUMQbJu+Ox5nlXzJXjCFgTlhUyeA3ClSpCXd1FsXuVlj3lXfeDLDOQluMt72fkTOE0SNhizAI9NzJ0P1llaqeNNKII8zT2e4l7n01dAbhw3RUuGI5+ZacmLrhzw1XtHdJM6g1TRSMqVyUtNNrHWTXzpSqBpj7wozIqy4VkXgWeiBX4qi8pLC/Cs7kUqkmxQkBT5Y5mDcI0AWclV5AAvs9DOJy/Pf6FYS3etAP5YBrxIKDqTtlItLfPriGHvhNxz2Y8ESdSOvKBM+lQAPhiMAH5zlIhrB5HBZD6nJ+0bVYBnBEExjTTbMCyrOcgfydOr34m3nURBDmaVp4czIEthsgRDOXZZ5Zk1p27Cy1Ljvsp3bRAVgNuGY5F1lo8DXKwD7EyeeBrft/vCW3mSEHgxgRcxt6y5f38do4Is++cUfzmBpeuBF+AudLI7vlgUs/9M6nH1vpjZ2T6dxQb9pE5DCfxMi6u8PFjYsXASO+hUZk0oOchLwLj1H9nGt55tGNcqaxxX9p4oaSWKMlaiSJMl1XJwm5K984K3rGwiZ+2yOK4kOTfuXFMt6uZFnDKOitVcKb22kkUAnooJg+Rao6PfNPCzZ2Xw+x49DLDlnkeOylFi8D1hAZi3gbkdOOTmfdasUJy48jrV4x9CFFxd3kU+hSqrL8ley0FddOm4YHd7LoUFdgH0rFvczwr5vYK9bUBpW7Zkcbd6nNI+9DVhPgkqY28/B7mf4vsJnhcjZcQ3HvC54+EWouYRZAAv/O/i7rR/rWHw8oSVnri1wfqDgBddNuT7n9fnz78aEaUh/VRSyxqLvWwTgXw8npQgEr0mqZTLFY3IGhPc8lQ7eUx7wmpyJUg9YRvHlURpjUplAW6Vg7u4kHVRMiGdYZ5iTJ6UF/rZKa8ok3YuSFNIlzJ5ZXQ1K253yEtIBk/LYWf/lvHfWwB8frHDxtnWvn//mx/fudIZFK1K+cGSBvIpUmWJq5UlbnaqshCNveb6wS648+dFd46bBhZ52ttZ+jOpYjtbSrCX4xDy2R/OHJCsm7ycD1KCuwgqvbLjvpjn5zC37yX4yjL4IE34H5+bJRIhnlQEeS26kwMpP6Nr31V1eA70VLv60lYDSuPz06/r8umvD1lJa/TTGvUU/FTgpaAS+zfjXKpkciEv6ioJ02FyL2NxL2sO9+woB98r+2iVsgOZbLbUoJTMnCGNVA64pXT+bpmUc0ua1wP6s93cfZTyVc4t7XD7BXKASykwaZeo99S5G3b9+MVJ1H4ilykFwMPQI031uzrt1eu7nQ710KvOyHBkdT4sbW1bmWAd0q6Avggr8oIdF+hFxRpVoIt8vqAza7ByFxX2Ltqw8hkgmTzxPJmBPO8yd2RJBmzfmeMX+JbFfT/fDcKytx9GPHFIcmqpBspHSWH19zrMXYQXYv3jYYr2PqvBdWpdAjuS2GfrTMwFO/vcc6BB7AX0E0FNCRtsSoqZ61IKZDKWAS4S5YDJmLwoeDJOj2z295W2zO1BKjUqFUVva5r/jTQf+SYtcxeWqKkyuFM/no9o/m4A7pJj2fhSEup4M0w+pns4HNJePrxpw7mcK4R6Yg2DHzh8kjDwSUZD6n7u5VYdrvEG4EqDQuU7698K9na0aS5PyoPhlmaW4HaHaJYZPErJokTB4kqVg22K7b8zgFsG51nAXTYoj7O3p2xwGSUxf/aFJqcX6ogwlyfuQEsni0l11TpbE0DRrpUxuNaKKPHYtlHwztd0eOx/tOglIUMVMkhtbYqXf/YEh0lFFthprCulizOjyVwJ8oCzrGq0frmVLJ7OJIq0GVOls88lpZUpTpNJca6K8RimyuCOFh8//88KckfrVsgzZ25y4jDorPlmMBjplfn7tE6Hxe8pAP5HH/0aSime3H+y6OxwGbZyZQnWyI/v5la8Ked3luCulmG6IKkAPNsWr+whLGcPKuVMsVLlXeUj25S0s1FygHsmGyXhMLfvOiYlyP1sP596GPHMCfj6XQ1iEaCkIpQl2CrgllUWN86BLJfc6njiossnlSSJh9Y+L3vhiHM+1efJY3VGnm8TPzKLMxLGLirjHOcM5NkMDmMc+9CUs2fSos0QvGzkh5dm8wuVtD23eflv3qAsjBNk4jg5pSxxmZzK+/ouQV6AzHVYSjBVcEOC0aO9nYV7X2pM+uUKwO+47xmuv2Yf/+jnfjccjqLCnVhvVt26V9mzIjp/arLu7GpHSEWmVBjcZW+xlskdYEtV7lac6+98FqHKmTubKuuNgTso7tY5KdlbZwmdEty+F6O8iIcPeZxph6B8u8FT1sEvBWsaHFwffNwtc6fk5n2rhRZP8x0UPDZPjLhqz4Anj47QaUBfhdYTL3asEw7ghHPSgRzkuVypWG5WnnjZcy/T50pDKi3YZTo2qFM7q9Q40CvgpvDIXTC6RkN5QL5z8DkOfYpjm78XiU6GJNFK+Ne/9Qv0Vx+nMXWJBXi/P+Cu+59+28dvvuNnHn6knw2Iyf6zc7Wc/Up7Vmw7B7v88PnPuABwazdyDVsFtihZ0pUpOXvLUnerjLl9JYuxbZ4aY27fefQNnsr2evfKxzJ1bZuWe8OUP/viFEujEBEqPCHwpLZBr6xenOPjz9zjlSllG6TnxXRZFWbu8eqstHWy4fHOV/X57F1DekmNWPkMpGXxsi7FDTSd4C4LPG2RiMYgMfmjO81A5bLFzkvRKgO7zCSMMqSCYgODQveLkrlziVIGnWKd9zImVQwlu3+X2MrD9rycWgtQRjGKhkz5Mz/zL3/viXuTePARyBj82PGT1Gthc3lxwZcmpub7FRb4boODynkcC6rGm1Ur+jt3ahBVBi8mn4LK5uZVJYo7fsyVKbnulpWkj+9nI9xygBfPcyswlyQ6A3uKlyV2fC/BDyM+/PmQex9vgAwQyqOmTCW4FHJ8RRLZCakivOKiFPXbYzsppHn63uf5Fw9420u7fPDmOtoLGMiAWpHocgJwF1i5ewGZTLHgLoO2ahuhNhmbS/BMNjA1yyso7YJbOE3JOYOXlm5Fh1OybHH+1+hxsxY/3w3WHK2fSkEUp6yurPhB81QzTUYUAK95tuCoHgjqAQQeFdb+2wK4aw3i+sOubq1IFGc+R4W9c+aWVQbPOs7dQHN88GZFc7uSRDmet5f53cragp6yjcuLy5qv3dVisVeD0McTgkCYcjxE7kdLsYbF17u5g+XLYM+1DG1hURR7TDclL3thn8/cMWSuExIpj34qiibh4rgUujcLNh0LzBSaHLTRRY1K/j68zFFRykomy9521F7qBPi5i1WdhFUmncoLrOqkVF2VakyGk/EsiP27BHnB5KlnNwlOPdI0tQA/dOQE27dt2vWxT3zl9QvzCzRrKts+ev2ras0fXudduEtyMU/D+TAVXSrG7jgjxJyRvnn3SnFg89HIY/KklClU2dszeBXWdu+Wve0cFXfkRMbgKiHwIg6fETx1uAYmKGpPvDz4Gg+OqXr8wjl+67oo2r3n6WhRFGBpPC7eHbF7y5C55TomtSwepGV5QJ7ZLNPlopAK5fnMZQoZqwsH6Ja9tQN0L9u0wLJ3LgvtdjTuRZWTjtAmW5mNvdBx5cr4qGvjYMSswc7flFSNCVhZXmJyQ//1519805dWl08d9YSAwWB0AejXLy8v0qgF1axShXKeHdiVq4oqm1fZG6ftqbqcjw+bKQ9iydyFNJFk1tVYgDkGbjvCbS24vWLfmlKS+Pmjl9dFp/h+BCTc9mCTp+bqENra80CWs0/G29OE84G/o750rcKKVFGFTImGPns3R9zwvD53P9WANCBRHgMtCdO1Lo6rg201n3DOaA7s6nwanQ1y0kaQ19LpDNQ6W6G0Qy5lllk4MiVjcykQKQWzFxdcBQdu+l6cdbUTZztuYy8YFP3lZbYl+vVJPPxdYzjq5Qci8O1QG9/Ph62YihX4rJWu672hAuTlG1+XubPvF8PXM1DngFfZkl8GmaLC3nngmfvgBbiL2YR5m9c6rJ0xdi5PvFye5KMnvNjWOYQRDxyRfPTLLUZRAA1XnqwHrNyPPjsjVeZsaypuSqU5wWlKnqx7vO2mAbfe3ef+gwFG+QxFwEBkwWY6xpaFNHAX/TJjUZ5bXc61UbJYVfILV0sK9taOFJPF+QGpqxZvfj4RmWxCVOVJEZ9QcVqeDVfrgdydzqA1xLHdzzP/npckCXEcI9DUAjsQPd/jvaiCdX7helfTswLcZW3GQO0y97osLooDKQqAZ0PbRSlHZB5oqTIoygfP58xdAFzlnekZo2ezCwtJolKUl2adLQlBEBElKV+6o8GjR+vg+wihytJYYbIAL0+MjX22dUBeAbdxx5o5MqVoGM5GP2jFaORzya6YV76ozxPHGgySCC09BloRpGUpg3JYU1T+dJ5LNmu7xzLGVkZjZAZ2KTGqtA5zZ0UagdT2b6WFZSiKAFMKgdDVVWSc3KrYcFYX8ezAHseeO4JEG8EwEoxGmiiKieIE77Of/Ry+7zM3t2C3AUSghVNnYtZh77Pc3CVG5MvOOLjHGc4JKG0JuBgLMkUpTYTL3jjsTeWxAHc+PtkBuefMCfe8NLMCdeWxZHCbuTxwCm6+rUEcW/aWUlh5IqqlsfmGyu7nyqOgAmgOYZRafNzNOHuw2aopXvfiIZ/8xoCnTloWH0nJIM1YXBuUto1XhTRIM3mQ5sIzY3JVfR+eyrx5Zd+PzKxDJQVGWqWjZVn/I2UGdmG1t3TOnwt2KMFO9v0KwMml1Fp7eT1Uu+xdqcrUkKQeTz75KCdOnCLVCd6Z+QWUknS7A5Sy3qyUtjAep6iFMSZfj83XAnz8Kn02kItSosg8Mne1d7kDgVKlVeiydt4E4Emy/SDz7p4S6J6XT4gq3RO/6GZJCmB7XoyvYhKT8Olv1rnzsTrUPRAevrS18YX2Hs9grtHiZ6MgUUn2mEpr2VjAmUq0UowGPi+8tM/rb+xz+C/qjLSPThUD4eOn1k5VOXOm+TEunRWXyd2TmmtupUpfXBldgF2bbLhq9nlzVq+YAMY+18IgdHYuoWyrGz//Y+R3NmC773oc6AXInY0UBv0eSaIx2uAlST5CzP53Ja1tlQe2uWL7TlnLcd1dgLsCdHEWgI/tLCDGGNv1wB1QVQqulG10KJ+P3T0rR7x17kqVSZ1cmngqwfdiDs4J/vRLLfACED5CynK0mdN7WZzonK3WP0Ilexfyzy6X1W1bRFHcXyR9MhZPtYeOPX78lX0+c2uTp+d8kB5xqhhIaasM81WFai5DVASlI1cKsJiSEbOvpRGYzI6V0qb0pRFWskgKUMus/CW3dIsaFcjAXp7ncatwnL2rAD9L+Z4pV59cZtkSWtt7WwuzpJVxwo2ShUQJblOkCjDroNzd4sK9IvMXKsB2P4wrTVxXpdDgVdaW7tKoysBO5TMAs6BS5e1q+aanxfM8oDQlaxdZy1ySWPbOM5fGS/jUN+rsP1rHjtX1bGpelMmdSv0J5fFz9fcasLtFaiavnXem7+ae+JpuHzscKE589p4z5A3f1+N3/qJGrGKM8BmmEl/kKfb8eJclElX2zolLgKqWPBfD65XIyqS1lSK59pYGIy2ju8m44rl2joMsj03J3KVUOduqX0JoLVWMGx/jsxBdPHoCTRAEIopkMS2pEgRVqqrKiq41wYAQa67A9ZM6Y9tjuPIkB3SFxakCXLkMbioMrvJh7q7+Vsbxt3UhTzxV+t1KppRDOy2L+2HEk8cEf/LFFnE2c0VIG1wW/ndhjWWfR5YXb+UArOeiUAaYefnqepo8lyh5fUqqrC9eDxQ/8eo+X7ijwWPHfJCRbZRIpZVPOYvnYEszqeKC3ABqPSbP34M9vkaBNAap7cYHeWAnhUFkGtwNPEtHzAX7WucsFe5FSOXYVbR4/s9YgV/+XnOs5oFmkgq0ViKKYtTH/vIje8LA+9MDB/ZvxhhH+4pyqZFusLf+vZI6r9h5Mhv1W27IWnk987ELP9vZ1q6ir1Ve752D17EEvdIlyTOW64HbuiXVgip7z2aIZwVVgRehZMQHP9Pg5tsmSbyaHQEnPerKUM/GUfjKjqTwss79oj0uz6Q6WVUlZVGjrjzH9SlkVr47Rf55tbMdSzkiuuiiQTMzHbOwKrjtkRCDBGEnTwlhG7TXJpxEFTxCuJunVfiyAiSnm6UISscMCNfRqEiw8bIEXf16XJZVRnEbnCyv23JX/r9ya5xyP6g4Nlx6+Quuvu5Fr/ii9+ijjzROnTy5L00ifM8rt5oofHDx7A7K2BUnnEtQ5k7KmDyRY8ydv1ZG385y50bsDmuXG005G07JUqIoz9giqAzU+f7sFfb20kKi+NmgG6Vi/CDm6BnBx7/eZKh9K0+EsmMpila5aodRLlMq9qgoV7r8eUUKVNhIgHtidXmy3X5NrVQhVeq+4ode2ufDX2pyeM4DGWOEYqA9lHPcbVyQBZ2IQv9WmLxYsgVGGZTL4ohMj4Myjg6XIIzBCCtldJ7gMaLC2msZfP3n7upfwdJZbhX2pgR9bzDk2PHj+6JYN7woTkjS1CZVlLAbN7hX39gvq2C7opXyk+lo7Px58SHE2GO1alA4QFkrT0wluJQuuCsAz/ecMQ64MwZXGk/mFYLaXgAqyWZ/lAGmVgl/8LkJnjlmO3aQHlIoAgG+sB3+7mg2t6y4DOjyuzj7yTHrsZmTVSxKWrO564VMkaTaTovdd86Qn35dl1/6YEiaRiDsBdBHoIqA01qE1WzGWk1eMHMGaOVgQMnyfUqHjaUEI+wePFLY9yslaCee02MAl2MX/RqQrwH6WveuMqLZrL0LbIud53myKFKSUhTU4i41z0reLoOLcd/b+bpi9otibna1RHat5h7f+1KqfO62qWhvF+DKSeaUe/VoC+L8UaUFsJVKUDJByZSwEfPgAY+vf7vBMM02s5ee9ded1aNMU5vKRTt+8tacrbGTVhxjB9jFiIdi6I0uxnTY1yyIk8Sy+EtfMODyrw54cL8PrRi0R4LPUNjWtkoZrbOyuOtHkTBRZK6OKMCusu9LabJgM2NzkbF55qKYzB0xRqwBtnTOvx5ncUEFN2uMiu/A4uOyKM23IUzB0xmCZaYPhc69WcF3sgfLYMqxBouT61qA1ahZQKWstFJ/UlStmTF5Ypx2NZMNvVmfwdU4uN2AsnjMXssG53uezVrOL2s+dPMETxwq2VsI6074wknuVGpmxqzPsZVtvRNUDeRd9na39aiOSXBtwzRVJNK2tV28e8Q7X9vjxIcC5ntWixshGWmFL7Lgr3gvxjlT5ck1Y0yu3L5bQyZZLIiN89wCOwN6Rko6D0CLkoFxsI+T31pGd/H1bErFPY7ujm35//OKrnIvcwHcqzlbqsZ5ey1zj2nwcX015n+vVzedA6bsFskZ3GQeeClTVNbZXXSaqHx3NVPM88hBXN5dNi8bGVSe2FF2oOYt9wX82ecm6MWBnSUhPKTIm4qFHVvm9IuO22CMgR3nWDlociwt4Xi6btJnnMkdoKcKLVN0xuKNesI/el2fux8P+atbAlCZVBGCgZaotKy1L9nbZOeyGgnY9yEcYJeSxepuU1yQSmbSRIpi6oIWWaJQiALkMvt7udOksedybfJPrAG2GDt+aw7lOMC1IU4McWwfvYk6ZOXNxHodm0ac/beLPIhc502tF2StX/OdA9zppnckQGXHL4UFmMPiVZmSDcYvWNy5O1Zg1RZM8GSMH0QcXTF87CtNljpBlrX0QUobXLp134WcGt+JjIIdKwrFVI+dgcK9GPdw81HT7s7QJpMphWVoyhS+1B5R5LNxMuWHXtHjjgfrHF9RICMQkhhbjFVIqcwTX68Aq4IaZ9KUwpDZ5ZkGt7/PWoXZii9z5mZMh1uwFxLV2L+tx0sasL+TymvZsXwWgFeOaQbyUZzSGyT0+glenO0JHqflNe0OSxyPZCsXwFhQcDaQr7njLvHjwKYcNFTR33mblANuUWru3Ebz5FpwV5hc5s+TQn97XoKQKd+8L+TrD9ZtX5v0suBSEohq14xy36sjuaoXdiXSPOtJcUE+vuOzW3yVOypau+DWqGwQZRIpXn7ViBdf3eevvuaj01yqKEZaZa5PtsdOKrKK8AzsYgzkEkd/Z0wuc4bPAZ11BQlTvG8hsKn8TMYIkevy8vjkTpMl8LJWRQibE1iTEFynCOvZ3BUhKObfeJ7AO7OUcmYppd3VNBr5LlqlzFhD4mOgHr/i1gW387ULYBfsuRypAF+6ksWUgaXrDyt3f0wH5FJXtLY/loq3I8my4FLFHF2Az3yjwUo7KGpOkBJPkBVWmUImueCW63zG9TC95pQ4DsVaJ2CdOu2C0a0Gl1ra3aWzrcCjyGdqMuVNN/a5+6Eah5aylK9QaARDIS24KasMc0Jb2/ljY80c0EqWK4wqwG0ymSKsPZixee6m5MRkch2ubQNEtrNNUXBVavOypBbW4gnnQsCsv/OyEDbvMNWUbJ6VbJ5VeFFsiGNNkmo7GFatH9mu94fXA7QL+DXAzj9IRZqUoHEZvXBPCu1dAryaAHE0t7MZbClTUoe58+dZcKlsUVWkNb/30Qk+cWsTamPsLcuBPlVpZSoOUBFrFFf/WqCvyzuuIW4oGdJkc0z0WDJEl8mNVCtUNgZZakU89HjL9w85Pt/mV/7Ap5/G5GOnE+0zRKDy4A/LjnGFHcuMZpHYyb1xWRgsyMxCtCUdNkYyQmAyoOeBaKnDs2NmMtmSWYvj+KpgrigxeBb8GVG4US7ePJVvbABeq6HoNjwCXxZVXxVnoPiDZ4901/tekcDJlrxSA7rBWRXY+d9W0jjfd/sdc2DjzMszZRCZzc7zxuRIrrvzu9sp7wUJjz7l8bnbGqTSt8wt8uH6VJoaKqWxuCdGrM/gFUSvhXfRVY8rUxwW15TVfG6FoZEVV0VmWjxNU5ROeP1LBnz4i0MeelphZESW6iEWHgOdyRQcPZ5JlFwmUcgRR5pkF58S5TWpsoE7woCRJgM5jlVoCkCL7AJAlHImB6t0cCNc3LikuQaH9j0XwWn2HrQWjBLoDKDZF3hBMT7YDpUfdzWejZ05y/dkpcF07HVHk8kKsE3FInRlyThz59t2Wwljge7l2roAvMPcLns73renYrpDwwc+1+TwqZq1kmRmDUrhjEM2Re3JmrJY9xiMr2qc/WbcJwVDU1i0Ovei3Rrx9RwVrdBa250btCKJfXZvHfFTr+/y8+/z6SQSRAxaYoQkQha7o0lyNl8v2BT5kpKBOYO8zLp9TK63TcbsFsBGVrW31eMW7Ca/WKSb3bYyyPZvWpejZGXHacm7fgp70e0Syo6/tu85jiGKsk277FSjqjVXBAXracuzMnumi8bsP5EFCpWLxpEihWSpOCf5a/kcPFNIFnfKab6Nh+ugWHniet7pGKgTlIxRMsGrJfzRXzT566+0SLxMmgirW4uWNLdwaex9joNdFsziyJQxX9xFeCUbh8PcTvlsCWTjbA1osoH2ttVMp5JUKKT0bOAZp/zQK/s8fczntz+a7SlubO+ZxmckpK3lLgyFUpG7uQ9jBEZmAJa5Ls8svtxKlPZ/SpExeB5cZufQlSkmkzUlgztzU0y11Q4oL76zEW3xWtkwYTJZlVc3euV4s2r28DtJDxe44yxWyJA1mttUAS7XPlfOlCR3RFj5tS6ALaVZA25XZ1f3rrdWoZQ2wAzCmKeOKf7iq02Wuj6EKgssPYTMyk7F+gPtKzJlTJJU9GLFNFyfwfPpqTmqSrDnu9OZcmBmztxyLPkjrEzRWqNTRSoVG5spP/LyHp+/vc7TJxSEsWUfIUi1z4C8unCcwXPQkzGufQ/Ked85m+eAzoGuMzIQQhSWoZTWYpSOfCnB7c5LESWectnhfl0YH9lr2aogMgFuLzDr96fakCT27tkRuPZKyscRr8vY46Be5/v51b3WGqy6JkKYdYPLs7F2+XXunOiKVPHyyrui/FWXciTb6tvLUvGetNJEo/ninS32Hw5tVCJLBleCYnsUd/D+uN9dYSF3VeMsrD0mAMZUypiLYta4KtWWNml3atDSji3L9vmRQiFTjzhJ2XdezKte2OfAJ3zSNFuWtdXjCR5DYdPuQmfZ5myJRwmMM9xd5cwOhTRRhe4uE0NS5NdQ6aBUGb3a8CDIpUye7c6By7OCnQqBWnIwonRmcn9eSoF3/r5L+gbxzOHD+y8VJKiKPmJsmOL4Lx+PeseD1OpATYFZE1yOD2+0CR3neUVzuxrcKR/NmVrmiZ60lCcZqAtbUCX4tYRPfyvkt/98guVBnsa14C7T8vn+7ONJnfHPlB+D8UyhWIvkcQYftwkdVs9ZXGsrE9zBQEYLtBivF88YXGaFWLFmpqZ599s7HDrt89lvSKhbcOfvOhaqYHIQFrU5yHO0OAVaxmCtkOxzmYzljc6AXgE0BauK4nX3vAtHtqwd85ZhuiJbRO7cYP338e8ZAVprarWQXefufObyyy7pqwvP37jcbS8+o4R+p06jot/RLXIqujUklelGRRq98tpYuj3/2q0pUeVreTay1NTV+pLC33YLqZyA0itkiC4twCKg1LiNDErF+H7M6SXBb//lJLc93LTz3GQAKgDp4SlBXRpCp7HBnX3ibptSnU1ezkkcH0i03pgLURyb3Dlar4qyehyL4i5ZJYby67HZhBg2TiUkxnDX4wHd/piv6fgpEnflcUf2jy87Y/NyzNofMut8Ky8BGC/ky8ZzVoum8t9hxiSb+ztda9X5PWmqCcM6Z+YX33H7nffc59VrCilTk/o2+qyKfCqsjMhrCKryxH7PjL1WZTqoVt9VBzZSyBAhxxwUoSusXbL5WHCZOyXF9/JEjtXdUtqMZSQ1f3Zzi49/tVlKE6FAOuwty4lVxTYqYwHl+D0//+OOSv4NV7JUfeYqg5e7Z7gSJSuZddyUNdahLHs4pZBoaTt/ZJzyQy8f8Ohhn9/9kGKYSucNCht0Fg5+lcmL0tkMSbnWVljHROEUX2XetslY2miRyZSMzTOmLiSJGcMJTkBewdL4AE/hxD+lrMn/j9aGKE4ZDlOjtcTzlC2WyQfk5OitBFBy3PZbzwY8O8DLr/MRu5RAdl53x/G6Q9bLYHM8wHT87jyolK4V6HrfMYiEbz4Y8KEvtRglnk3qiAzk2IHveXCpMoniuiVra0/WNlE/iypZS4YOG1nGcrQ3ZROt3dzLFEC2czTzMci2RsVoiZZZc7IwCG13QUsSj7Cheecre9z/aMgtD9p5KzY7Y1GpjcfI2ErSdeVK9o5VHnxmGcxcKliZkgO8tPiMI0PMGFZysjDuMTTVoNKVuQXhijJJ5Prn+WOaGpLUbsuiU43nqTQDkq6y0XgNMVVNvW7QmbMx1a9d7VVhcLememxaaUV7i7Gvc+YWVeZ2wS0zYMusU8fzEs4MBL/95xM8fjAsd0uWnmXvLC1fDvNxLEEHwJVjwNq7C+A1TL5myT7La2vS9mZNsFne8/0vMy0uTAZ0ax0K4REPUy7dE/Put7d55CmfuUGVxUGQ4jGUWZBnjG2YHAO5EZmj4gRzKkvbF+AudLUNLItgcww3ZgwzOaBL0K51UOTYz+dp/rw31Ahbz5KkhlGUYrTGqzU2opTHKF4iTQd43to09BpnZI2TYpxiI1P5uXFgl1uTGKcmxVBJ7ogyoBQVB0UXLC7lOuAuspUOi0vrfUep4U8+0+LWh+q2kTLPWkoPu3syWccOxfaF+RiIis3pwmJcpjis7saYLsYr1cemKk0qVuG6tSkl0C2bZ4GnKCWKFhnYhUJLjTaKVPvIyPDSKyJ+/I1dfudjklGODl28cVKtGObvWq4FuRLO9zQFc6vMLy8AnuVCclbPkzy5Q5JLl3FDApM3Qzgd9/lxz1cBRBFzFEFngSv7/2anJ9iwYQNJkuC94PrXUG+0ePihu5mb+yqeJ6u12ONXztkYfT0mF+u/Vpkn7WjxcWkix4BdyJK8BkWOgXssJS8z10QGCQ89HvI7H5pgGGXbPGQJnYpz4tiB67WkVXW4O4N7LZjXJe6zaRc34TMWNFVA7TTmGkH2KDDS0eF5Ka2QyFShhUYLRZooaoHm3e/o8PUHQu59TGECkSWBRLERRLIeyOWYP+4kgPIPbRCFBs+t/Zypy+rCTJ+7QIcyqSgoqgzzVaAygkPYo5QDO99RAqz/nffRXXftlbz4xdfT6XTxPN/H932UUmVRkyhdjoJl18iO9djcrPMzTsZSOqCuyJScvfU6z6ubkJYFVqkD/FyWlM+VTPCEtQcPnfD4jQ9NsNAPQDngdti71N4Gd5i8m71cj7GtnKvuxZN/46yK3GFuskTKerKkSOFj8vn11iKUjjSppPAlRuqsKbisU0mFRkiFSDQbGwn/9p1tfv69ioOnBYikKrKkINGSEZk0kGXAibT+uJIUrF4UYRUavJQsUpayS5Cxeloey0J/6xJfFebOLUSqhFK9CGwhWF5TY7RBKo8gCPB9P9+ESmRyQhdd6W7Q9+zJnrxGwI2IxwCee+nSVDaWreyUOxZgCkdvF05KprvzvdMLmeI6Jyp3TVK8MGG1D//xA5N85tYGie/q7tz3FhbcrmtSCSxZu9Whc8LKr0VFuhTfeFbqrqbr7T+Z5h0HPLAmjV9hdCtPUi3Jdx4TwtaNC2HQqd24xJOaN944pBe3+bn/qljtZ9osL8bWAqRHYiRD7UqSDNDCqQNHZOWzWXYzB7TO6lIqnrjD5haPDrZEAdyinBYH6LhAHw/uc3cnJwKNttNjLbMLAX4YPh344rObNs7YzhevbNotZpMUdR9O7XV2QVRqQtzCKOXoZac5OAdrtbbEcUhU6XPnf29dcGe+dx5Q2ubhFCVsGayRmk/dVuOr366T5B9E2EYAWxe8HntXpYjbezleHltJzTv3ilQRz4JvR4+vnTGyXoazHE5v5/GtE3S6r2lZVh8aSWrsBrOelrzy+QPe+JI+UieQJpZadQwmAZ1gtCExMNIw0oLYQKwFiYHE5FuPQ5KPtNCM3fMm6Ww04Ng9751MtbX20uJe/Xntfl38n+xnU2MbjNMysJycmsUY8dlaPXzaGIO3cdM2Hnvoa0cnJhqf3bRp9vVnTi7ieX4hH8Y1N5RXTvHamDxxPfNSsrgBJQVzVxi8osF1Jpl08XUpSbILTaSlPFGl7va8BI3mk7fUec8fT3K6ne0dKLI2NJE5Jxm4fXdSbKHDTSUAKlhbOIHNmPAeUyjVGhSxLq4LAFe+l2vwCouX80jyUlotqtNohZC2AViXxzUvzkqFQmA3MYljzbaJhF/8x236keRT32ySaCd6kFZEG+0RZ7YkmfddSKpMYqj8uRQoXQ00rWwpa1DcOqbCRXFZW1BYha70c0mksjiK0sjQWhDHCTOzG6nVm5+9+Qu3Hn3j619hJYpAI4RNdec7Hoz72rla5NkAvyb4HAN2AfD8+7kFSAHoqk2oHUdlDNwqRQonqBRJqb+DlGMLkg/f3GT/oRAaud52fG+R2YLCrEnmjBdUrVefU7or7q4FJYrd4LPA95gvuDbTt46DAmexC/P0vd1OWwsL/pzJhbbzvUXuiwsbcKZGIrRHHBsu2J3wjtd1uffhgMML0kqVHKHafkijPRIpGGbeO8bYlSNrPjbaSpgczGos0Cx+VQZ07RBH4YUbB/Qu5oyDqRzQQqxZHaW2midKDHGiSbQmyWppPICpma14fq3XXjocd1ekj0jL6i3sf678UkcTFc+dCyHPdq7dVq7qpJRWofN1BdCZZahcNnfBXcqUInOpEs50BL/7kQm+fE/d1l9IF9iZNJEQyixrKaqTqsa3E3cP+riTlKO3ytxrWfvZbkVmM7MK3VT3mhT2uF2YMXjO7C6b6zRfWTN9LqweT7Gj39K+5tXXjDjwtg6//j8F833nTUso95G1IGeMyRFlsVVelGbIMp0Om+dFWLaURWR1JFWrsCh/KYLIHOQOg2fLm5s5zo+9MSCkz8YNG+Jzd+7o9QeD4mPg+yG/+KP7PoJeem+zGdgB8J7bkV7Vz9V5edWAVFV0dflzRaLG6bYpWLvwvt3v5aWxawPJEtxWokiZSRSVECvNH3+yyfv/ukVkqjXeeUoe7Ow+H1N43u4slso4iDGZVvC0s9xWgs9xUIv1cV4ElWPyxAV10QwxDnQnXb+22tDqbTPmrpSaXGXeuB3/5gnBz/xQj598U5eaTkHnejzJ9HgKJsVoQ2xgmGnySENsRKbBHd2t7dCdXH+nxtXO9nn+vsb1dmqcGYSOBnf/v/vziabQ4FGs8fwap+ZX33vZpfs+Uq/XSgbfvO0CHrzrD5FCjjw/JE16SCnGjr4oet+yspmC0YtZdyIr36lUIJp15MnZ9LeuPjqyxF48eUCpnWxl1jgsEoSvefDJgE/e2iBKssmYTguay97WORmbMbhGe5f39ebryXGmzmWKs6x+JxKvFCYVgM8ci4KdSx1e2IbFY8nkMkv62EE72aiGXMJoaWs1MndFCM9q81TjhQlvfmmfW+8JueeJelEHnsuU4k1qZZmcTJo4+ju3MpUQZSJI5PUo2WatjgLKYxnrqGSMng0oGk+/j6+OZp3jqDXUayEbpidHv/obf8Tll15QAhxgasNlKK/29c7Ksbcaz+wVMi2OfH4wz8ZM4/uRl7UrVXky7nuLfFJqxSZ0mT1jbeH43bJ0TnI7UMoUFaY8sN/n5397ivueDDNwZ4wtc6BLhBAV7a0c9q64J1TBXpC2A3KcIIh1Hr8rZBd0YcYY3Clycl/Lg82sNsV2soPQEi20HXyZeeRSm6KsVha+udXlVqooqwdGhmsvivn1d6/yf/yW4MFnalaPQ5npzK/mDOQm+56RBj8PJh1dLrNja7ILQBpD3u2Vf56SPMriK5NlNAu/+yyodoPzvGkkDMP9L33JlV/v9UfFzxUAP+e8S1GqJXtnPis7ZoQ2XrG05bOr11w64yAXZSC61kFx61JcsLu1Jg6wXbDLNPPCq7Kk0N1+SqQFf/SZJnc9VEf7yn40kQN7naSO06mj1nVO8s/lMLgcG0IzHtW7B+a7AHclyBx7zbivj9mEsgC7E3BSbhBVAF9kwWamwQW5P24QWiJQ5fmJDddfOeJdr+/xb37bJ0qEDU7ItTcVkKdCMMoST0YaC6Q8w5qRhhHZJKz8AtA5e5syoHTBbsog0j3+61G2ezxSA1Fs0F5TvvC658l2t78W4EZrjOLI7MZz5k18bM9wGJGmnt0+IzuQ7onAfRMVd2U8m+lIkfzgyurX41nLQo8XbO7obwfcUtod0VLgDz7R4pO3NIg8J6isSBPLKvmMwRzQFXlCCeZ1u+fzFi/nAshliTub8W9yc4ljvYmz4544leZke4KFyfbPydk8kza2cEoiMtYXRtr5JJmrIoxx2FzjxYa3vGzA08c8/uDjLZJUlI2Y4yBHkeoqyPOPkk8LsBlOOyNF4XwWIXAD+Vz65uqmCC4dcAvneOXHrAB3YvBrTc7fu3seOJLmwwndt+sHU3QXbn+iPrn3SBDWMyA5ddduo68zTao6zsHVzk5BVJFiz37OYew8oZMz9Hh2UrrOiVslmDkmkYbf/0ST9/zRBKeWnFT8eHCZWVjjSZ28NCEHcSlT1qu9GduaZNxJqQSe37ltLT9jleW2qK6oeuK5eK0y93iA6QwLykporWfujHxzE0BalSMojEeaKrbNpPziuzr89Ju7hDK2UZzJA86kDD5NAsZuVjYqAk9BnAWFiRFZQohiMH2RrMkTRaac+1IElqaaCFov0TOeOIoTQ7PR4OpLzzvyma/c/8Ts9MRaBgeoTewDmAub5+ted1lKabJAxh3IWb25Xnhu4ZStabpSc1I+L4NJsQ5zV+VJltARpe8t80YGz/DxLzf4z384yXzbt1surGFuG1iOs7dbTCVwKihd8I4HmM7KVRkfJv7mzL0u1l1XpXBQnO1NMiKVuVTJk0G5JWcoC7AwDotn9zzgNGTMTVWqoEgiw5aplF/+Jx0W25K/+FKzGlGvw+QGSaStXDdZvYonyiSPlSwiS+U7KfzMYixKOJy7y9r5oTYlMVd2fhBCcvWl5+qrL909N35MKwCXMsRg/o0QvEBKeZ3WmV6irC1Yj4LKQMsBMaUcEbh1LbrinogKuN1AMy1lisjYW6RIkVigB5r9cx6fuKXB/JIPddcKlGWAKWSZsRROI0NFe5cS5TuVxcoqrtcC3/0mZwH+d2GvrLUGsxMsXPZeWycuHMmiRSldjJZoIBW5iJAZ6VgJI4yVLBhDGhm2zKS85WV97nkw4MCcyILOlHU1OWCQJNkFULgqjEmWLPuqhCmDTcjeY3bcK3rcORhjROAeHyElGnFvGPr/RsrqgZXuF14wTW/h61FjYqs2hNlemZSAFE62cZ0iKbvsVxsUigRN/v/Hs5IqrQSTZclrLlNKcBe6O9QcnPP4j38wySe+VYeaC+h8/EMO9tw1oZgOWzA4DnuvYwu6Orz4d41d6NZ/i4o3nv9QwfjCOUFj9/WBLaq6nHIVrbSv5SAyYo1kcetUyu/L8vvuJldaZc3LHulQ8JYXD/mVf9bmvC0RRNYPt9IkLeWKzl/XmKxOZaQp5EpssmH0WpDo3BvPN7kd23en2FmulCzj+/K49xybzXrAuedu0x+9+dvRxtmJCsArDA7QnH0xSdz/MN7Tl+rRoQklDTK7ZM26orK0BO2JXpu9lJXHKlOLivftyJSCxcekSaA5dMbj3793ko99renYgHkB1dkDy0pB1XpTqtb5uqKrXWdljInHl9Xq8+8cgLrFVhW044J7nTFvZAyu8zkl5UQsm9HMWtFEKVOK7GYWkQoDIiezPFOoDULEvOOVfXwFv/i+SQ6dCcF33l9FLxnA7pSdGNttk0qRWYhOdlaLIrh3R9cJ45CJEQ6xmLHjVHbuIwxKCi45f3PntTde/uGJVoOfGzuucuxr/Npm+r3V/7lx23XLApzAsVofYutIdNbVnd+zhEzB9uOA1ZVRD2IM1EK4wE7Wgju04P7F903y8a820DKvEPRK1i7Abkv/PLIBPmIsqQOFnKrMOmH9pM44a68ptiougP81Nb6uNMklCWUWkwpbV4NOy3xVRj9bu5txZhyW4yfsPU0VaMFbXzHgV/9lm92b12PydCwAteuJNpQMngWcOZsX1YcOm+fBp9al/VdO9nLnMroBqF0dX/3y5y+vLC//z3O2zaw5nt56B3li5jyCIIharTpGL2GMtMtaWWZbFhYJl8HX877H/G6RXwhjwaTQiCKpk2Y/41QIUMWqGwAAKC1JREFU+pqDJxX/9n2TfPrWBonMZch4QJmXxLquSZnUkYx3Ko0VVUlTATs43qzLzg5zV77nWoh/I2BXd9OwzklpvbnVWK7rkifitDFFP6XAbUwui69yNjfCnsucyYUx2Tm2Y/zs+q8yPydBiZQffvkAX8HPv2+Kw6eDKnKyYqeifkXYuRg6Dz4l+MbW3RtRIkhrGwe5eDJUA85KFabz2e2FYZicnmTvnp3RvvO2rXtc5Xov+sHEQLL6zk1bd/drfj+bHDVeYbgW0OOed8XPFuu4JeM+d1b+Og5upTT48OGvNPn8NxokJmduJ6iUVYCPl8JWqgVZm5YfZ/H1iquosPhYUDl++y5BXgHr2Ne5tnafj0uUYlh+7qhkWlxDUS9e3HVpE5q8YdmxEHMWNyazD43CGNvu5gvD624c8I5X9C016zEmN7pk8/zrTJfHGiLWsrm1/QQpDmPj7I+Js5o5ci3VgjgVzPc0+y65oH96uf/Oqcnm4LsGeH/+k0bSO+gH9QNhaHdDKFwRYSo/677uWoK5dFFj1p8YtwIz5pbCAns9cGtP8Nnb6nz0iw0GqbJpyLxxYR32dl2TNdKk4nWPdeyMF1aJKkO74HdRXNmAy/nOdzJL1tXcJjuqjiYf9705i/woRi4XrO5sET6+wap2C7Jyz1xmoBeVwNMYRRpLGkrzY6/q8doX91F5pVMF5ON3nd2tNIlMFeSuJ17Z9NWI8uJ1D0/2tTYwTA2pVLRazQNL3ejgb33o1nU9PslZbnH7S2eUWP2nQX2P0dpUovTi9I4lQyrgFlZu5D53xS0ZA7fKwF02EpfgTj34wl01/v3vTPHkodDWt4qytmQN0LGgtWWwYxlLqr2V6w7ycUDsTsktEzlr3ZS8TnnN7Tux+Bi4zfjLY6+t6fIZf3Qsw8qMcWNzsFpXXZTKQE+dVyFaHW5Z3Kk8NIo0klxyXsx7fq7ND7xwgJeOg9x1VdYBubEgH5q8EtGpFHQA765WlWPkSEmjNVdftMMsr3b+6Yc+ffuZsx3qdTV4c/ObGXafxgum06G5nXjuI8VyZjBjLJb7xlVwjydxKsmdiv5OM4mSVlwTKTWJJ/jCHTV+5b2TPHootAXcLrhdWzDT3blrkgeX1R2JS+1dzDDHAftZgFvxuqk+r+C50OXuwXkWcIvqlzAuV8ra7zVls/myLcZsRfLkR562z3S5A3LrnFhQC2kQRmbJH4POKqKEdhxsmf1OCYwSrtgd8Z9/to2U8MU7aiSCzEXJ3nzhquSfLMv3G0EiBKnMf7J0Ucqo3RRbRCknVy/ICrWySlWPhB/9gefxg696fnpmsc01l5773QMcQPqbUf7UYYz6U+lt+IlhfwBFcsDYTYxEJlEqMmVt0mbcLam+PgbwrNZbB/bg/eLvTPLoYRfc1Y54N6gUwqqXYDywXCNP1rMI1ymTdcG8HmM7tuGz3v6GQee4N54DodoUIdaAvUj8iFzKmNIuBISyckQYMEY7bG6roETRNWyy5xnYdH65KVtKO0q46vyI97x7FWMMX7ijgfZx9ECRarUvGmtH5u6W0YLYqTUWeaSRXZh5VWJOAjlr59sSJiZlx5ZpfE/+6c4t04eb4VlhfHaJEoTTnDz8rYWYbZ9JvavpDz2SVJKmdhkzOFVfBUDGkz9nB3eps50iqgzc+ILP3V7n3//OJI8dDrPZ3a7XPZaSz+Luta5J9eCUmcoqW6/ZkaIAdXVi7Dhzu4FmVcZ8FyB2Hl2t7X5/DYDJUt1j4C50ui5fH7cOS4lJGWy6CSBncq1xkj9WuqhCwtj6FQ89Elx6bsx73t3htS8eIJI08/gceaLPJllshWFscl1u5YqbxCnHamTnKEvSedJQ8zSvfvE+Ljh39jOf+dKdC7MzE2c9zmcFOIBRO6lvvPZLUoW/6wezxIkpWqJcoSiopuHFdwFuKV397YA7gM/cUeMXf3uKxw4HmGCcud2MZf49OwTGGwO3FOv1W1aZurCkHBBX2NoFtQP4deWIm9Bx/vM43tdEQ2fR32vKao1Yw+6lNHFHS4wXYFW98err42PgnLvbCZSB3Jgy42lGgst3WyZ/3Q1DRJxVQpkxoJtnB/koCzwLL7wYk1Eev3wCLyZl6+ZpGrXgd1/24ud96ZI9m56VSJ4V4Dt37YH+0/1z9n7/oxMzeyKdMbg25QEtTrg740SsD27xbOBWGuMLbr6jzi/97iSPHfExvlwHzHkSJ/+a/397Xx5nR1Xn+z3nVNXd+vaa7k53JyFJZ4OEQNhRZlAZHFDek01HHzPC+D6O7+OCOA9988YP4zCDMuM4jDKoH0Q2fY7gDKLiiCyyOLIFEwgECSQh+9LpLL2l+y5Vdd4fdU7V75yqm3SHhCB6Pp/bt25V3bq3637rW9/fehLdzbJ1d0qOgLwmfm9j6hUgxeqNNDcFciN9PrnBYtDql2aoPlppBoMom7OE/TK8L9ICdtx2Qmcd0j4roZIvcU2ADXInAnkNWDKrji9eOYLz3zYO7gfK8Jw8yOMgkDRdhgaDq4cjgKXH9dcuvuAdq597Yd34/AXzDx3gAODlW3HPN0+9xcu13MmcDtR988oyq3HMVFlavEC9JYlbMAF36AD/+VQef/XVZqze4EXNuQ1AHzyg47Io75gz23OiQd2YvbPkCQ3DZ3lb9EY7PzwL8FlDZrw2fODaZRij3ZYsLC1TFPnErkQQcIf0PRrQ3HiWkiEgXpZEnjRm8rAKHD+7hn+4ahTnn1mBiL0rU2PyukSSYqsvVg1UFs1yPWN6G6a1N9+5cP7bbuma1npQynAOtkOh1I1dO9aDc+fpXbsGLvJr+6bp084NxiZBnNhLEmTIkkC5DyNwO16IOgceeKqAa/61GS9ttMFt53Yr9lZ6QmjmRiJN0m2PTXDS/tKGhiZsYev0VHag/fpQh2y0TCqpQDU4Ix4VkiZLygqj6QeVzzhkYCKp74wjnZLWeybsjZCD8zDJI0cYzS8fcqPSHnq6bm1MVgMcP7uG6z41AgB44MkC/ACAN5mTwBGEDDXVoJNDgkvV95NocsGBObOm7b7w/NOffu+aRzGjr3MSR57E6Orpx9jQutt6Zi55tlhqNoohNKCFUTtJ5QmtnUwa0guV8rp9n8APHi7ir7/ajFXrLHCzLHAnWYKcJR1hU8EcCmCqvWGBHGl2jjFsaG1Td6d0OzJY/AA6PIVxI/Qex3uM11L9MYxSSfW3bVAmRmUc4YwLH2hAxZQskuhxumwWSAgzd0VGTH7ivBq+9OkRvP/ccfR01MFqtp9c56zUYUY9JXxVPJH4yJl6APVAorW1BaedsvTZ51e/dtuxi+ZNij8OyuB6tHTMgQxrN9VHCidWxmo90dQdKnlKkPxtESS623ABahYPIn2ek9iw08E132zGL5fnsHWvq1yBFMQWqPWyqo0U0Ayu2BsN3ILIYu8Ml2DM4iwNbGaC2oCtgV6zpjAT4Za3BMq1l4V8adrzaTkS54QjYX2pS9kQlbEBUb4JvQhIATNTcidyIQYxkzMeRB6zUHkKeQiEwmByFrttoteyEuL42TX8418O4bHlefzNN8tR7oqnXYXqH9DHic9CdLcOQoaKOoucSfAwKkr2fQm31LJj3tyZN+W9ScN2cgwOAG3T5mJi8N/vz+fY5YVS57A9g0LUU5AEawwGp+AOILwI3J+7sRk/eLCIrXs91bOb9DHhliSxwO0o9naQsHc8NxASt6Dh4yaANRuIWsanAWyCT1uTx6sYpixZiJfEXiXtzXE2YfSJWapGu6vTBmWa2cMsg5Pkh0sjV8XMOkxyWfQ+CYNrwzOsMsxsC/DBd4/jH68cwezptSghxdbkIWF2xeZShqiHwEQIVIIor7zmSyycNwuf/PMLBkK4Dy4+tn/SAJ/8pQDAK58ghdO03JvYOji662ctwprNLCpMUGF6zdQ2uHPAawMOPv8NlRXIRCJLYOtstS72mkTs6CCSdtrnnQ7ekCQqmEwN61kD15YYhiclWQ27VC1eD2bubO80WdBbaJcWuyfhebMvSixfGNHicWDIDgLp9/Ao4AM9uzIAcDAVBAolA0M0XSE4B4/btumUXa6yB6PjcR5VD4EDqEVNXC965wT8gOHzNzVj44CrNDn5h0LC7DoYxAXqoZ4WS4ILhrNOW7Rx4dzpl8/o6QimgtlJMzgAuLk27Fz+rmHBxj9Ybumtec4EPLcO16nDcepqLsroweNur/VIg4sAIh+B+69vasZdDxbhQ0SWQ0pj0x7eSfGCdglqxnaYcv4zUqGTkiEme2dKFAvk1OCEtS5+DXOfLCgfigFK9biBdzvgE1O8pb8NCZPo7Ky8cMrsIWH7kDB57BKWgE6bTtKnqd/cciFKB6HP4IQSHzp3HF/61HDE5FWSiRjahcx1IKwBQQ0I66gHIYYnAsyZO6M2OFK5dGbvzBd+8tAKOZXzOSUGb+3+A4zveQTcad1R219cWR/ecobLd4OpLlg8DvTQoogA3AlRlxxPrfLw7XtLuPvhYgRcYbkCSe/AiLW1FyVCWFKdE4Gb5pUkeltO2XuSKkGDDfKEqg33IEVyI4kyCZQbkkQyxMkYNERPtbjB3grsjNRBauAyO/KZweLadcg12PVdI6kMilg7YXJdk8lVjoqOZFPvSqCrfYIAHBJ/8kcTqPkMt/6whGfWeKgFKsahRyjVyeYAC6K7g19Fb3c7zjnruJVvO2nejmU//SXe9+5TpgLZQ/NyrV37JBy35R27Bx57tOT/P8zrI0k8SHJSGJPgQqIqOW6/r4jrbi1jxz4BSQuDYxBb/m0kmluD22NmnknUvCcdudRN7G13oYinSqGvAWNuSsYy1tO5Q5mxXqhnpvYR1rLeJuJjsPiz7bky4+V4lg21rL53NBO1hDH3KJPJMg/J/2229LAn96LTwzCynBSDp/OJhLHerMxiJP8/dgkz3UvSBxMS4Azb9wn8/bebcMdPS6gFIjkR2vWrISklZndXcM0nL8DZZ779ncOjI4+dvPi0KWN1Sgyux0itHyWv69Udw6/eM92bfolw18OReQRBxEexNPCipunf+o8ivnhrGbuG3AiVnHpL7LxuM4HKZu64Il6zNQiAFUiM3G5ke0wMqQLC3parz5QwsUkZM72k6zJZnGWyiDwQu6QYWx1V+b1hMLfF/to3jsRvHkrF+bQanyVyhMfLioIlaUkB3SpOH0fRNmFyfb6z/OSB9rb4AbiQmDHNx999bBSuA9x8Twl+TUYeFt0yAIj6T0zUcPLZbThzacs9/TMXvgpsPRSoQhzKm771ja/gM/+rc7St7DzR2zYyd/22yiLICpqKMmYlxhk2Dzq4+d4S/vk7ZQwMuVGSdqrMrIGfm0QpNXNrtqbheGOq7RRbk0c8PxC5CPTsDfG+LMXojLGk06xi8Oi9aiIlnlTNJ+v1LGF0m7WfLZ0sj05WsMl8j7qwOLkwmXmhZh4Dyfo4GzR1scuUTKMXP6NXf/wUH5AwhHpIZXwqV0+5FGLZsXUwBmwe4BgZY+RylOhsreKkxSW0tc/7UU9n55WPPbV8+6knnn1IAD8kBgeA/kWfxMoXV2yT8oQVX7/7rgvPOfkRXHx+DU4QIfDp1S6u/XoT/uvFHPbXHFKoYCVOxXLEDOIAZo6J9qfQSVrteeRTud4HARH9Eenvk7Xd0OLGEqwfNWuHg4wMOs+ypOKKHlWlzpC8TnldqFHKzOVQUTynabf6+Ej0eygleOxFQRLlhASId0Wq/jmMqwJM5bqQqkciOIsmmtKavRZgekuAaz46irPPqOHam5qw/CUPEAwiAM46YQxf/uwcOOVLVkhZ2XbhzKnp7sMCcAAYrfdjmLXccPkHjp07o/nlK55asYMtmhNi44DA5/6lGb963oN0dImZJUNimeIk+kv7uRWg4iglIkA73AQw1w8NYoKTFBtS4GY9NC8xehATq8kxTaOzoTyZDMipzIhRmwCUJlwReZq8joGbtFWOZQr1g0dRH2JAEkNUyvhzNMDjzllQs5epWI4GMCcg5zzqXMugfhDVbIjrXhBErggNcj9EkxPi/NMrKHkSV3+ljI0DAgtm+xiamC83DZx+xzmLFt8A7Hw9EH39qRRh5T4wgdyr64JHP/VXd5/54Yu34vb7SnhkeQ7SZZbx2KgSR8RIYywJ3sR+biABNxLmdhjIDMnpeeVjY5Il1TzGLGpExrAGxiWjcodHckUQ2cIN45HFsiYxRvUys/a3vkfK8JVkvST7aYOQyDIya1084QB5TRPi9OS6XLlYGTEszZk20samUVTOkw5lLG7RFyJpid0gRZrU23IWgikN+vDyHG77SQ7/+wrpr9n+ke/VgxkfA4LqRz7wrteFzyn5wTMPkP9v2LDr3CoK73z8ig8vqZSLwC+fd9XchYpnaTQy1uBmgx5tTOoIZcTeUXZgFriNPt4wJYjRGZbKEsCQJDFZWxImDgZZ+8cSkzVg6knShTzINjOKmbW/7nAVfWBcJ2tELbXhqPaLfes6y9D2j8N4T5J33qC3ilW0nDT2FKRDloDZNSup2NeRUKlaxP7h0irGJjysXnfqlt6WzR9vKg6/bnADr1Oi6DG3Lw8pt1/TN+384M4fyM/2dD7pTUwwDI7ENEs0NwnHIyk1S7ICYU4rwojHhBqNVvFwJE+IcUQuAKjyOk5Aa+Z+m4iNQWzrdEsra6lid5LN9qaoQ0gY+1Igx/KESBHJDNVilHLFvflYsm/cX4Wk04Ykg1BqKSEjZ4WINTqp5Eei26P+lEDIZTSbsBparmgWB5Nk7vgQIYuqviLpxGKjOBocjImI5YXE4BDH2H7g45edXvNa/uTfCsW+2geWNq7Smcp43Qyux/1PwP+vNcuu65+z9Ppr/8IL5/dNAD4nLG6Bm3HlH44i9TlVSxn1MZFW4UJjcMf5IiTwo8FlM7gRnicjk+EtAU77gmfI9MzlqYTcUsxtbGTGToZBSIxEc3vGe2DmpOhpaUADOg3bUXCriMLukpX0WQmkWfJGu2ZFbSgSBmcO8NImhhvvnRs2t594/TmnL7zuzON3+ocLl4cN4O85qxfnnfRs5Y/fMf/e0992WeA4HSokSxicSBPOGFwO5BmQYxIek3C5TGZfiIM4MiVBqEFJwwNZxiOYzJQpyYP4qQnDM5gXQyPg22+2DdBGw25mE4MRFoAbAJqCVy/TVgupxC0Sym/YFg7md5LWcZKiCCQXBOmhEidjBarVhJImgXodT0gbisiTAw4EPjpbyuFZZ/6P+o7h0+6956FXKowduEpnKuOwSJR4sFMB4KXu7hmfuvSi/D9t3P1db+deP1dDQWUKJrMLezwJ3NgFwto3G8sImC5AI+eEIQ7qGGCHBWoQ6WIAEyk50gjcWa7Dg8luO49lUsOWK1QaaY+HHa5n5DVLZAoYi+ULskL5KpjDtG4HAbn6bHpXCSPHIfmaqipeqotbe7hYCCYFJA+VPImO7+glGaBaC7B3vAe9Xcd8ubv/5Ns6pk3fUq9PP6yQPGwMHv2YDBLw21uabl9y/OkzP/Phxd9ZfEy7yv11wbhAjkfzsha4RJ5LY65KJ27BbDbJNKQJAY0GrtGghwILGUaj+pOSLyDvpyysNXp84OR/TZ8A6zhTGRaL25toFiHdT9o70W1GuiwBbmycJsc0bgo2ixvsT5K1QKUK6YglWcLgQcTgfiDg+w5830EQOAglx2i1tH/d0GWbauUbXq76ubWCsUreO5ST13gcXgZHHGGr7Rgcrp0477OrXt31o5E1O55qrjGOnAByDIbGNvodqmNQnCVAlGlWVuthgbSRTrY/h0I3xdLkfTHQ6bknrNqQpSfzW1GjMuuhjVLb7022JQamZmYzqUp/Nw1QppiewQoCqS+t1+n/TcbfLnoKFWtD3QV0nInpL6N+EF3WGHKpJoAl3htWQqk8/7HvPHbZ+76wEAh54XBDEcARALgePZ0t+Jtv3P/1jrZW94RFM699ed2W5rzgmc14DCzYDMbSoWTbWEwBmhqeIKDPeE+WPDHRbX0dsp3pH5VuZ6m9rSWkQB2vomCWGW/MingSSUJBDb2OoFiSdfp9TF0BicdGgqibBOia9VNfQlp3leTkMSjPSki6CochAsYg8rNGWO7kh79y6V1Bc8eHDiPyzHFIuSiTHY//5/dwzns/+MzM7pYxD8Ef7h7c53kOg8MlXM7gcqK/bQ3MkWJjO5+CE8+JGaq3c1DIe2mOCmfJNvJ5NCeFMWYdh+SZ6FwVe706xlRyUQ7YeB/kfcZ5yFpnPzNlozDrItavZebFn9wV6d/ke1jWTSxzpJIq0uivopmbww8kvNKC/YXmxZ8Hc/61pffIgRs4ggyuR0dRyI6+rm+WPdQ9gRtXrt7o5vMCDulll+rvoW+LhMWM02nJGXtZcw0d6YvFlCf02PQXZcYHkISjA2l3y4VyMHch9XdTH3dKmrDE1x0bjPQRyxPrGZS5tayQye1I12uqC4ZuSgQKS/4bmrMeB4OSIBJk0mRInxYhAghWQ768oO41Lboabu+3a7XhqXhSD2kcUQYHgJ/9+Ht4xx+/P1w8v3eVH7LtnLHzhvbsEQWPxfPlJAAz9UoWs9A6yxjs3GIxm9EzWJxmCRoZhoTZDQan7MyZsW/yTNgblM256ZbM+J4aUEkwymobl8XQej+6P5LrLB3NtS5Q/XlZdw1jmaUIJkUnCuC6hjNURqYfCPgBgwxDNLfNrTe1zvuEU1xwu18d9LtnX3ik4XfkAQ4A9//4ezj17EvC/iWnrGp19g/knODc4eF9jsMtDatOXKPLOqvtQ5Y0McBjADctTyj4DdnCtcyg0oYZoGecWcDNSpO1QW21f8uQJkbrF2aCiko0wxsEC4xUkjSULpQomHHjMewRJCRC72J6GOBWZWxBwOAHHNUaR7UmUCj3V8ttC6/snbfg1urwNr9z1kVvBPQOr5vwQOOqj5yH6vYXgrv/7Y6bT1naf/UJx80cK+YYOMKIyS3N3XCw9LKlKlJyw15udNgGCiMtW6wDxWVumV81+xMbRi1huvTifbVsIC5AuoPpSsyKdDLi/iNuQXub/s40Ekr2azSoCzGag4fD9xmq9RxEfs5YsWXh1Xd9/96bN726J2if8caAu/HZP4Ljljt+iO6OHGr18NM7Bvdf+9Djq1oGdg9BQsAPounm9Ey3ITnBBiuD5IAjkReC7JNk2mUZnunChtiApIxOjFCaDWgbo8xmdvI6ziwkDJ4UTySfpS/w5PP0/yQtKSXJ3SjJGoyOKa1SPZptSMvVstaReUvj8xcmLG/N4KFn+ogTuzSoVf/Kug9wUdwPd/YTufKi++u++Gpr0ziOW/a+NxRvR9zItMdHr7gYAFCp+l+r+36wc3Bk2f6Vr1w2PDye41zETWZ0p38gYS7D6ALdmDEs5UNv18Z2uh+5LWcakQ0+ltkvbIqfxKDRQ6Zec5a4DyUsv7Y2RpEYl4y6A6kRaidUKT85tRuzvi5dHZ1Dxe9MP0fLUkYTvEJ9lyAI4XpNNTff8zUm2BdOPvO8w5ZbMtXxhgNcj3zOwRVX3nCTcLx8X0/nlqb83mu2DIxxPxBG80WmTqgq3E+8DQcadPaGrM0NjLVoIzF4qXFG368OwoiusbthHfLI8EFneVg0YBmTJoiRSBzqPWlUNXQgqWSeNHVuFLg1k4NpuRTCATBRZagFbWFbS+v1ba3uP1QqlaMGbuANMjIbjeefeQDvPe/d/vFzWpcPjtXru/eH7xwaqwNgql80I/kOGcaY5SXg1rNtuNHK+VgeZMkTQ25YEiSWEsx4Zgd8bmxkHuihLzDANCLBlPFkG5eGQUqNcu0LNw3zyBCVDc+ZnbWZGOtJFb6eRxUAHFFHueyGncdcVG/qOu8q5s3e3r/4vx9NiL1xRmajcd0XrsJ9KwfG7/zpk1/+2J+df+1F554kJRiGqsCYz1BTk4TSfAk9Ghpp1mtTNZjaJVOSaMamYEMDQ9XYTqf1nsTQxmRWvkgWtRr5JHauiJkzQtu9aRljZCuCTZK6rZMagz/qQ+m6dXhuFWAMpfazZM+ci/6uq6fvpK6+7nVdvZNrkHkkx1GTKHTcd8vnsX3nnkpPd/t1z61a6wxX65/7+a9edgdHA4SegHABFyRt1np/6u5rNM8xRyb7E/eIocP1SlDwmyxMj5v+HHMCK3tkJQsCdv5ItIfGp9bnknw/M/xuelSSmk0iR2Ixn/29WNwkE/Gz8T5ELO66AXJuBV6OVUv8uN1u27l3ljrmf7Fe2et7bLJX+ZEdR53B9eid3oGtW3f5zti+a774l++/4QufuODZxbPbaiGqqPlh0vMEMMBras70oIaifcptidNwWcsFekB6/IP9llnbG7CnkdVnbUgy/ViK8WkFT5KQxXTrkmgXzexZxyfnJH5myU76zhCoKU84C1CpVgCnxy91XnSXlystcPOdfzs+tsv3Ch2vEw2Hb7w5LjNr3H3fL+A6hdxEdfc3nl/z0uX3PbRPsOoIcqptbkh+GRrd1J2h4k6znHS50l2ktNa2NTlZNnR5rNNNzU0DPTQAZDI8iXLCdBOCIRVhNQJZHETvJ4Z2vI5ntMqwCpA5PQ+q6xVXKcmcSwghYw0taBeseFYOad1ZdM65j442F5v29QTTe5fd2dHW8fFKZaI6q//8ow2d1HhTAhwAZLgZYPmWzdsGP3H9jY+eNLBz4JINW3ZDIyOIqYkZJW06aCTiWblAgM5SrdKowckt49LwgyvgM6QNTdPvbfrDAeI7hylv9B3JNvJM4zfxeduGdLZPPLoYBPF/J63dEhALAnDBoxZ78bKehoYgJAgZAl+l2brT0dI67R532vkrq+j7Opfjw4vmHt5ChcM13rQA1+O73/8xwqA+o1ju+NqW7XsvfuCRZ7Bpxygkc6LgCBAHRDS4HWECPGZvEuARPA1wk7HNUH0c1OG290QD3AZ3hkcFFsBTXguY4I/ZmTA4Bb81wZYR8NHsrdYLIWP2joAdvXZEqMAeJoAXYRJIU+7Aak2iLqehZ9YZEF7nDwcGxj7teWLr0lPec7QhcsDxpgc4AOwbGocQfNaGTdvm/vKZl66/99HfnLp+/TaeE5IJ3QWLq4JloSqEhCRsrgHNkmXC6IY8IeydgM5cpmzNM1g77Q6kBcuNAc5gMbf9rJjY3CbTLB835UxYmzMJRySNOymYHS7hONGyKzTAQ+WLD+G5gSyUZ4S8cMazzdOW/t/mlt7XpAw3c6fpaEPjoONN4UU52GhrLQLA5seefnnzsYv6L31521jPu05b8INnVqyZ88Ir28A5g8MZmMo1j0eGD9c2HjkBXuICazB9dxzMSeee6KCP4VZE4nLMtDNT/kyQ6hiyH4j3RFfiANQGNI1stRxPYxK3YkPUro0YobHRqY4rRAjX8cFYNG+O8KYPt3QuG3TF6IcKrXN2AOPbmCgebUhMevxWMDgd9z28AheccxK279y79Ddrt93+5W/9rHv7nrG+wd3DaPZCtBQY8m4iUZIHS7F5osdN5jaZ1ZIpjYocOMDRQJLE3p+EwYEGASnWgME5kSoNWNw2PhMDM9HejqD6W8byxBEhcp6PQq6CYr4KN9cK8I6dIdw/bZ/xgac5D8ZDvyKbO8842hCY0vitAzgAjI9XUSh47J9/uEIu6yu/Z/lvNl/18K9eWjK+Z7CnOroXBU8i54r4R490uZoNmcoVYWptmkylwWgaf8yKcqare7hm+JQ0SY4JpGWJbWymDE0CYGqgJjpZHY8anLH+RmxAOiICtwa61tiC+cjnfHR0FNHe3rSj1HbSapGf/1Wv0PmzrWtuwcwlf3u0f/ZDGr+VALfHk6s2AMD/fOgXy98+MTZ86WuvvVbeu28I9TqD43A4IgK4w6F+bMXmIiPHOwY3dftRdrd1+kFywEHkhg1wve4ABqedr24blslnSOv9STalI0zPiSMkXCeE60QTQ01UGYqlFvT0zhptaSn+R/eM054AcKtbWnS0f9rXPd4SANdj39CIO7h76PKfP/T4kvGJ+pUPP/EKGx3eh+aSQM7lcB0We1MckRidCTObEgKw2NuQMHbRAwV6GtxZbSYagTzVZ5FTsCcSxWB/4/vKWKJEF7ICtmZzEcLhkRxpaS4j9JZKsNyNi5b8wep8se3OXL6pfrR/y8M13lIAB4CNGzagqZRre/GV7W9fv2XfJZ4Ir/j1r5+TmzZvYYEfIOcJuA6HI1jM5hrgAJTngJwgS55E7sIDeFI4swxZ8xTHc+4gfYeg7sG0zzvt+2YsSbqKvzO5sLTnxBGA60ReE8CH6wpM6+yVs+cez/K54I5q2HUP3GOegKzsmzVr1tH+CQ/reMsBXA/Vr7p7YNeeWd/5/k94S7l0y+jo2PyX1qzLT4yPwXUAVzAIoQEenQpjYlXQyKLdDtk2NrP944Y3RKrjA0l+OyzfeQM3odFK2aqAiv5fZHzvCNyeK5HzJMpNRXRN7694udLaMBj/6OJlF4SFUttmAAOZjYzeAuOt+V9Z45HHnkYQBJ2lUrG/qan43c2bt7q//vXK1r17d7cAPoIgRBCEEIoW634YzcGOBKSRYcpjiZPyoFBpoj0uBIDaFReGMko1oJVK3DR0qZFJgz2xD1t1oU5C+xJ+yFD3GcJQZ6BEhZ2looOuzmnDC489Yaizq69eq47/WaUysZ5zPjh3wdQndfptG78TAAeAvUPDWl0XHnzw8doZZyz72Isvrv7Int0Dfs2XJ2zYsDknWA1Dw2PYN+pHPmGuGJ5zCMGUcarX0aCNnYtC9L2SPlICfgAEgUQQyNhnnQScLI+NVaPKlVEcGcwybuoPVdMKAINDgOOW0NmeR1f3zGqlhlW9vd3OgoXH3bZl4ws3H7vk7R6ACQAyX2g+2j/JGzJ+ZwBOx86BXXAcBytWrMSpp57q1Wr1r2zcuLFrdGhL387B0bPWbhrFnl3bIaWP8fEJBIEPRzDkPAf5nANHcHBVYhSltiYA1QajNmQd1d8/DIGaD1RrIer1MJr/hkUXixBc3RVMgHMkwRvBAccBnHjqdAnXdeDlCigVXbSWsWbr7gJvbZ+3e8lxx2zp65u1SzjO1S+sWlk7bvGJCAIfrW2dR/vUv+HjdxLgWSPwqwDksWDOFa9t3B7e//OHUKmM58pNzX+xZ++ekiMEhob2YGRkHwo5BzkvapFQqYVwBIfrRM3go+Y5UWQ15wF5LwKmHwDjFWB0f4DxiQBBKCEEQ87jyLkCQkR53WEYGZGuEz0mqkCl6iPnAjkP6JrWhq6uDnAWoqW1ff/o6Oi3yuWmoL9/4S86+5YKKcPNAF4sFvJH+5S+KcbvAd5gvPLqa3Ac4U1MVN6/Y/uOIoB6vV65kDG8z3EYGALc+8AzEEEN7S0e8rlo/oORsQpGRseRczlayxwdLSEK+QBBwLBnmGPdFh/7Rnz4oUQhx9FedtFSdpDzAPA8JFxASuTzHO3lAD3dAUTpDHhuDq4DcMF+3NyU/xFncDs6e8a9XP7fg8CvdXXPPtqn7E05fg/wSY7R0VEAmANgPmMIJyoV/J8v3YYWUUFPZw7FPAfnnM2as+Rf1m/YtCjnsqC9WaC7w0ep4CMMGYZGBJ5bG2JkLEQQAqU8Q2ebg7ayQKnARNu0GWueeOr5zwRBKIsFjp6OOs44qY7WGR8H40UwJrkE1jJgQ1PT4Zni460+fg/wwzjWrd8E3w/6V724uuA5DK1lju52H8W8j1AyjO0XeG4tsH8iRCiBYo5hWqtASxNHqcAxp/+4Cc6d9W0dfUf7X3nLjP8PoYBqIknG26EAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjE6MzU6MTItMDU6MDBuVjXLAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIxOjM1OjEyLTA1OjAwHwuNdwAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 86874000
{'hecke_orbit_code': 618508845854, 'n': 1, 'trace_an': 48}
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id: 86874001
{'hecke_orbit_code': 618508845854, 'n': 2, 'trace_an': 0}
-
id: 86874002
{'hecke_orbit_code': 618508845854, 'n': 3, 'trace_an': 0}
-
id: 86874003
{'hecke_orbit_code': 618508845854, 'n': 4, 'trace_an': -24}
-
id: 86874004
{'hecke_orbit_code': 618508845854, 'n': 5, 'trace_an': 4}
-
id: 86874005
{'hecke_orbit_code': 618508845854, 'n': 6, 'trace_an': 8}
-
id: 86874006
{'hecke_orbit_code': 618508845854, 'n': 7, 'trace_an': -8}
-
id: 86874007
{'hecke_orbit_code': 618508845854, 'n': 8, 'trace_an': 0}
-
id: 86874008
{'hecke_orbit_code': 618508845854, 'n': 9, 'trace_an': -24}
-
id: 86874009
{'hecke_orbit_code': 618508845854, 'n': 10, 'trace_an': 4}
-
id: 86874010
{'hecke_orbit_code': 618508845854, 'n': 11, 'trace_an': 4}
-
id: 86874011
{'hecke_orbit_code': 618508845854, 'n': 12, 'trace_an': 0}
-
id: 86874012
{'hecke_orbit_code': 618508845854, 'n': 13, 'trace_an': 0}
-
id: 86874013
{'hecke_orbit_code': 618508845854, 'n': 14, 'trace_an': 0}
-
id: 86874014
{'hecke_orbit_code': 618508845854, 'n': 15, 'trace_an': -8}
-
id: 86874015
{'hecke_orbit_code': 618508845854, 'n': 16, 'trace_an': -24}
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id: 86874016
{'hecke_orbit_code': 618508845854, 'n': 17, 'trace_an': -8}
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id: 86874017
{'hecke_orbit_code': 618508845854, 'n': 18, 'trace_an': 0}
-
id: 86874018
{'hecke_orbit_code': 618508845854, 'n': 19, 'trace_an': -4}
-
id: 86874019
{'hecke_orbit_code': 618508845854, 'n': 20, 'trace_an': -8}
-
id: 86874020
{'hecke_orbit_code': 618508845854, 'n': 21, 'trace_an': 0}
-
id: 86874021
{'hecke_orbit_code': 618508845854, 'n': 22, 'trace_an': -8}
-
id: 86874022
{'hecke_orbit_code': 618508845854, 'n': 23, 'trace_an': 4}
-
id: 86874023
{'hecke_orbit_code': 618508845854, 'n': 24, 'trace_an': -4}
-
id: 86874024
{'hecke_orbit_code': 618508845854, 'n': 25, 'trace_an': -16}
-
id: 86874025
{'hecke_orbit_code': 618508845854, 'n': 26, 'trace_an': 0}
-
id: 86874026
{'hecke_orbit_code': 618508845854, 'n': 27, 'trace_an': 0}
-
id: 86874027
{'hecke_orbit_code': 618508845854, 'n': 28, 'trace_an': 4}
-
id: 86874028
{'hecke_orbit_code': 618508845854, 'n': 29, 'trace_an': -32}
-
id: 86874029
{'hecke_orbit_code': 618508845854, 'n': 30, 'trace_an': 0}
-
id: 86874030
{'hecke_orbit_code': 618508845854, 'n': 31, 'trace_an': 20}
-
id: 86874031
{'hecke_orbit_code': 618508845854, 'n': 32, 'trace_an': 0}
-
id: 86874032
{'hecke_orbit_code': 618508845854, 'n': 33, 'trace_an': 4}
-
id: 86874033
{'hecke_orbit_code': 618508845854, 'n': 34, 'trace_an': 0}
-
id: 86874034
{'hecke_orbit_code': 618508845854, 'n': 35, 'trace_an': 36}
-
id: 86874035
{'hecke_orbit_code': 618508845854, 'n': 36, 'trace_an': 48}
-
id: 86874036
{'hecke_orbit_code': 618508845854, 'n': 37, 'trace_an': 24}
-
id: 86874037
{'hecke_orbit_code': 618508845854, 'n': 38, 'trace_an': 0}
-
id: 86874038
{'hecke_orbit_code': 618508845854, 'n': 39, 'trace_an': 0}
-
id: 86874039
{'hecke_orbit_code': 618508845854, 'n': 40, 'trace_an': 4}
-
id: 86874040
{'hecke_orbit_code': 618508845854, 'n': 41, 'trace_an': 16}
-
id: 86874041
{'hecke_orbit_code': 618508845854, 'n': 42, 'trace_an': -4}
-
id: 86874042
{'hecke_orbit_code': 618508845854, 'n': 43, 'trace_an': 8}
-
id: 86874043
{'hecke_orbit_code': 618508845854, 'n': 44, 'trace_an': 4}
-
id: 86874044
{'hecke_orbit_code': 618508845854, 'n': 45, 'trace_an': 4}
-
id: 86874045
{'hecke_orbit_code': 618508845854, 'n': 46, 'trace_an': -8}
-
id: 86874046
{'hecke_orbit_code': 618508845854, 'n': 47, 'trace_an': -28}
-
id: 86874047
{'hecke_orbit_code': 618508845854, 'n': 48, 'trace_an': 0}
-
id: 86874048
{'hecke_orbit_code': 618508845854, 'n': 49, 'trace_an': -8}
-
id: 86874049
{'hecke_orbit_code': 618508845854, 'n': 50, 'trace_an': 64}
-
id: 86874050
{'hecke_orbit_code': 618508845854, 'n': 51, 'trace_an': 8}
-
id: 86874051
{'hecke_orbit_code': 618508845854, 'n': 52, 'trace_an': 0}
-
id: 86874052
{'hecke_orbit_code': 618508845854, 'n': 53, 'trace_an': -16}
-
id: 86874053
{'hecke_orbit_code': 618508845854, 'n': 54, 'trace_an': -4}
-
id: 86874054
{'hecke_orbit_code': 618508845854, 'n': 55, 'trace_an': -64}
-
id: 86874055
{'hecke_orbit_code': 618508845854, 'n': 56, 'trace_an': 0}
-
id: 86874056
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