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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1]], 1, 1], [[[2, -1], [3, 1], [7, 1]], 1, 1]], 'ALdims': [0, 0, 0, 0, 1, 0, 0, 1], 'Nk2': 336, 'analytic_conductor': 0.6707433769787552, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [84, 1, [43, 29, 73], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 2, 'eis_dim': 11, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 33554516, 'hecke_orbit_dims': [1, 1], 'label': '84.2.a', 'level': 84, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 22, 'mf_new_dim': 2, 'num_forms': 2, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 2, 'sturm_bound': 32, 'trace_bound': 3, 'trace_display': [0, 0, 4, 0], 'traces': [2, 0, 0, 0, 4, 0, 0, 0, 2, 0, -4, 0, -4, 0, -4, 0, -4, 0, -8, 0, 2, 0, -4, 0, 6, 0, 0, 0, 4, 0, 8, 0, -8, 0, -4, 0, 4, 0, 8, 0, 12, 0, -8, 0, 4, 0, 24, 0, 2, 0, 4, 0, -12, 0, 8, 0, 0, 0, -8, 0, -4, 0, 0, 0, -24, 0, 0, 0, -8, 0, 20, 0, -12, 0, -16, 0, -8, 0, 8, 0, 2, 0, -16, 0, -16, 0, 8, 0, 12, 0, 8, 0, 8, 0, -16, 0, -12, 0, -4, 0, 4, 0, -8, 0, 4, 0, 12, 0, 12, 0, 0, 0, 4, 0, 8, 0, -4, 0, 4, 0, 18, 0, 12, 0, 24, 0, 8, 0, 0, 0, 16, 0, 0, 0, -4, 0, 4, 0, 0, 0, 0, 0, -24, 0, -8, 0, 0, 0, -12, 0, 0, 0, -4, 0, 0, 0, 28, 0, 0, 0, -8, 0, -32, 0, -8, 0, -8, 0, 14, 0, -8, 0, 4, 0, -16, 0, 8, 0, -12, 0, -4, 0, -16, 0, 8, 0, -8, 0, 2, 0, -12, 0, -20, 0, 24, 0, -28, 0, -32, 0, 16, 0, 8, 0, 0, 0, -4, 0, 16, 0, -8, 0, -8, 0, -16, 0, 8, 0, -8, 0, 24, 0, 16, 0, 6, 0, 24, 0, 12, 0, -4, 0, 20, 0, 48, 0, -16, 0, 12, 0, 4, 0, 0, 0, 4, 0, 16, 0, -8, 0, -24, 0, 40, 0, 16, 0, -36, 0, 0, 0, 4, 0, 12, 0, -24, 0, 12, 0, 4, 0, 8, 0, -4, 0, 52, 0, -44, 0, 8, 0, -28, 0, 24, 0, 16, 0, 12, 0, -18, 0, -8, 0, -12, 0, -32, 0, -8, 0, -24, 0, 0, 0, -28, 0, 24, 0, 24, 0, 24, 0, -8, 0, 36, 0, -4, 0, -12, 0, -40, 0, -24, 0, 16, 0, -76, 0, 16, 0, 0, 0, -8, 0, 4, 0, -32, 0, -28, 0, -16, 0, -48, 0, 0, 0, -8, 0, -12, 0, 12, 0, 8, 0, 12, 0, 56, 0, -4, 0, 4, 0, -6, 0, 32, 0, -8, 0, 16, 0, 12, 0, 0, 0, 12, 0, -24, 0, 24, 0, 24, 0, -16, 0, -16, 0, -8, 0, -8, 0, 52, 0, -8, 0, 8, 0, 48, 0, -4, 0, -8, 0, -12, 0, 16, 0, 4, 0, -8, 0, 52, 0, 8, 0, 8, 0, -16, 0, -8, 0, -24, 0, 20, 0, 24, 0, -44, 0, -16, 0, 0, 0, 36, 0, 52, 0, 8, 0, 16, 0, -16, 0, 2, 0, 68, 0, 0, 0, 0, 0, -44, 0, -72, 0, 16, 0, 24, 0, -12, 0, 4, 0, 52, 0, -24, 0, 0, 0, -8, 0, 16, 0, 0, 0, 16, 0, -24, 0, -12, 0, -40, 0, -8, 0, -4, 0, -8, 0, 16, 0, 0, 0, -60, 0, 8, 0, 8, 0, -8, 0, -24, 0, -16, 0, -48, 0, 64, 0, -32, 0, -12, 0, -8, 0, 0, 0, -64, 0, -48, 0, -28, 0, 12, 0, -32, 0, 6, 0, 0, 0, -6, 0, -8, 0, 24, 0, 72, 0, 24, 0, -4, 0, -28, 0, 8, 0, -8, 0, 32, 0, -4, 0, -16, 0, -16, 0, -8, 0, 4, 0, 16, 0, 8, 0, 8, 0, 40, 0, 0, 0, 36, 0, -64, 0, 24, 0, 52, 0, -60, 0, 0, 0, -8, 0, 24, 0, -24, 0, 8, 0, -32, 0, 16, 0, 60, 0, 16, 0, 0, 0, 36, 0, -44, 0, 0, 0, -28, 0, 32, 0, 4, 0, -48, 0, 44, 0, 0, 0, 20, 0, 0, 0, -8, 0, 12, 0, 66, 0, 32, 0, -8, 0, 40, 0, 0, 0, 48, 0, -4, 0, 20, 0, -28, 0, 40, 0, 16, 0, -24, 0, -16, 0, 8, 0, -12, 0, 16, 0, -12, 0, -4, 0, 60, 0, -24, 0, 16, 0, -40, 0, 0, 0, 72, 0, -68, 0, -16, 0, -12, 0, -8, 0, 24, 0, -12, 0, -8, 0, -8, 0, 24, 0, -32, 0, -8, 0, 16, 0, 0, 0, -8, 0, -44, 0, -16, 0, -48, 0, -28, 0, 28, 0, 8, 0, -48, 0, -48, 0, 24, 0, 0, 0, 24, 0, -24, 0, -52, 0, 24, 0, 2, 0, 16, 0, -52, 0, -4, 0, -64, 0, 32, 0, -32, 0, 36, 0, -24, 0, -16, 0, -24, 0, 32, 0, 24, 0, -32, 0, -4, 0, 32, 0, -4, 0, 16, 0, -16, 0, 48, 0, -12, 0, 12, 0, 4, 0, -40, 0, 4, 0, -48, 0, -8, 0, 8, 0, 56, 0, -16, 0, -24, 0, -16, 0, -56, 0, 24, 0, 36, 0, -48, 0, 12, 0, 56, 0, -8, 0, 44, 0, -44, 0, 48, 0, -40, 0, -64, 0, 32, 0, 8, 0, 20, 0, -24, 0, 8, 0, 12, 0, -36, 0, 0, 0, -4, 0, 16, 0, 8, 0, 56, 0, -18, 0, -8, 0, 92, 0, 32, 0, 16, 0, -8, 0, 28, 0, -16, 0, -36, 0, 40, 0, 12, 0, -20, 0, 64, 0, -16, 0, 48, 0, 64, 0, -12, 0, -24, 0, 60, 0, -12, 0, 60, 0, 40, 0, 32, 0, 24, 0, -16, 0, -4, 0, -96, 0, -72, 0, 0, 0, 48, 0, 24, 0, -8, 0, -24, 0, 8, 0, 4, 0, 36, 0, 64, 0, -24, 0, 8, 0, 0, 0, 16, 0, -72, 0, 12, 0, -8, 0, 60, 0, -8, 0, -16, 0, -32, 0, 4, 0, 16, 0, 4, 0, -72, 0, 4, 0, -20, 0, -8, 0, -48, 0, 20, 0, -72, 0, -32, 0, 8, 0, 2, 0, 12, 0, -40, 0, -8, 0, -16, 0, 48, 0, -8, 0, 56, 0, 36, 0, -72, 0, 12, 0, -96, 0, -88, 0, 24, 0, 16, 0, 16, 0, 48, 0, -64, 0, 28, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 121514
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '84.2.a', 'level': 84, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '14.2.a', 'sub_level': 14, 'sub_mult': 4, 'weight': 2}
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id: 121515
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '84.2.a', 'level': 84, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '21.2.a', 'sub_level': 21, 'sub_mult': 3, 'weight': 2}
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id: 121516
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '84.2.a', 'level': 84, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '42.2.a', 'sub_level': 42, 'sub_mult': 2, 'weight': 2}
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id: 121517
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '84.2.a', 'level': 84, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '84.2.a', 'sub_level': 84, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '84.2.a', 'level': 84, 'portrait': 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SAgiWKEkHi1Ojs2uOyeDaj5YIzgwqrhok2Gup9woe1yakHhKXBdCAaSvdtiekGE50hcpTm14HG+7VL3DHu3DFhcdtAG6r5k+4aIXZs7NOoBQkAYSdr9BvMrPtNNSRL7nJp3OXFecHIuZq4d4tYDrr6oxztepQmGUxw/1+L0vGJuIeH8UsSZRcORRcM1ly7yn9+yzObJCU6cn2J+qc6FZZfFVcFyO2G5HbHSTVhY1cx3ldmyc4f+rpfsu+8nfuDSf18fu/goOj4p1Ld/sujbHuD/5fc+wyCItu/eMvObZ87Mv27W+yhvePEF+v1ZFlfHWFqtsbTqs9R2WOqQX5zF1YT5NhxfEGycXeHnf3CZGy6pc3pumlNzTeaWHM4vGuaXYs4sJJxZSdgw0+M7bupz8RZF0/dxZY3FVZ+FZcXCKgwCiGKDowyNWsLkWExs4NQ81N2Qmu/gyIRWHToDn2Y9QAANX7Pc9lnpSpp1wXJHsNRNaPgGAzRritWhYLIe4EhFvR7iOZKT511i7TDdEjR9gVIQx4L+ULCwam+mxU6E6w6pNWIu2hbwnTdEbJpocn5hgtPzHucXYW4p5sJyzKkFOL5suP6KRf7LW5fZNDnByfNTXFgug1uz0olY6cQsdw2LXcGZjqTf7fHTbwl419tfDGrbX+po7qeF8E5PbHvTMw2Rb/n4tnVRFhYWGB9rTBw9fu5f/Pc/+Nz1t3/t4dc9fnCRTRsFl+0x3HRxhyhWJIkg0ZJEgzYORiuMAQwIkSCF4fjiJL/4Ycl/eusC1+6OmGhOMdYYo1nzGW+4TLYkm1YkpxYm+PhtDZQXcNnOITs2J3R7A3bMxrzqeQlB5CDQ3P6wz3LPp5EEnF1UtLs1Nm7zWerD/AJcskNydM6wb6vLRCPk7Ipi00RMoiWL3TqLXc2mqYjltmKsobhoS5/j53wu3RlzdsGw2qmzd1vCjk0hpxYTxloB7W7EHY/UAEkYaZ571YAbdhiWei4Xbwm5ZIfEE3UGwxkePuhzYVmysJywuBpzbklzfEHQjYc8+7JVfu5NPTaMTXHi7AQXVmosrrostQUrHc1qN6LdS2j3Dat9wYWBYqUX8YLLl3nDLcv0L3yKXrT7dUbtMpPbXvdgtzf83STur05MTD/TkFn38W3J4F+57WvUar6/vLz6ew8+euBtdz90Qh0726WTeMz3NdftmufdP3qBqy5qMLc0yXK7yXK7xnLHZbntsNKFlXZiWagTs9iBU8uC5viAZ12yyuufF7B3S51ef5yzCw0WVlyW2pKVjmFxVXNhVdMbJnRDzTCI2TARcOlOjTECzzEcPusTJ3V2b5Ts3Z4wOTHkwkrI/uNNrtkDE2Mr3PXYJBsmQiaagqWuy95tIWEY88DRccIoYd9mzUpfMNUaMjPucNcTERONBlftSdh/MuLCsst0y2fvNsPOzSGakCNnFa5rwBgu2xUxMyboD3z6Q4/ewGF+2WFxVbDSSVjpJCy2E04vCdpRzJ4dHV53ywrX71VM1Mc5e2GMxVWfxbbDctsy92o3YrWbsNo1LPVgrieZayfcsHeO//aji+zb1mK5PUa769CPNhCyN5nedOkfNxoTPxFFQXDNdc97pqGz5vFtBfClxQs4ruPe+tnPufXm1O/ddff9bz56/KzTDwXdgWR1IJjvS+a7Mc/aM8ev/cgS11zUYH55kuV2g5WOz3LHY6XjsNIVtDsJK92Y1W7MSsdwdlUw39OMj/W54ZIOb3xRzCVba/SHTRZW6ix3PDo9Sacv6A0KSRLGAq3BdQz1Gmye1mydHYIKeOp0zJNHPWqqzouui3C9Ng891WLzrOKhQwnbZhX9IGGsnrCworl6n2BhRdOsuQyGgm2bYh58qsbWWXjwSIAn6rzgGvBqfZ44nnDwRB2Jx5ZpxZYpqNfAdQSJFkQxRDEMhtAbarp9TaevWe7BhbahEyXs3dXlDS9e5YZ9msl6g+X2GOcXGyy1PZbbipUurHYSVrsx7V7Cas+wnIJ7vq254ZJ5/tuPXODynXUWVyZY6Tbo9HxWOi7LbUFjfGu875Jn/cmxkws/8dKXvSqK4zjauHHDMw2l/PFtA/B+b5l6Y9I5e+bof/7yl2972+NPHp1d7fT9IDIMhobuwNAZwOpAcGEgmetGXL/rAu/+iSWu3eNzIQd5jdWux2rXYbUrWO0au+R2Y1Z7CSs9mG/DcmAQasj33NLm8u0xN+wzTDRrtHs14tglThRRLEm0AAzaGHw3ZqzV55GjkmEQcduDLURUY89Wj1uu6RHqFb587xRX7/FY6HY4c77Jsy6NOHjSITKG4+cMP/aaIcfOaiLd4uBpzbP3CU5e6LO0MsHVeyO+8uCAKGjy3Ctd9mwPMaLDlx4SBEPBY0d8WnWXhiOsDAO0hjAxRIkh0NDuaybGh1x36YArdwx5zXMTFA26vSYXVhosd+y5WelI2l3Dai+m07PgbvcMS33JfE+y0Im58ZJ5fv3HF7h0e43F1Una3TrtXo1Oz6XTd+gOJMNAEGs/mJzZufD8F7zkj/ftu/jnF5dW4tmZqWcaUsC3CcA//hd/wIH9T9Re89of+Hfnzhz7Tw8/8phYWtUMAs0gSBgMNb2hpje0IG8PBAsDyVwv5oa9F/i1H1ng6os8VtsTLK02We3WaPc8VnsO7a6i3RN0+ppOL6bbT+gONO2+YbkvWBkYemHMpRcNGa/H6DjmNbcMuGZPQhApHGkIIsOnvtHg0Nkmmyc1J895ONTZt1Vx9V5DrdHjvqf6zC+0uG5vnampVe542ONZuz0We10G/SaTM4aHD0je+vIhDx4wbJjy6QVdVlYnuHJvn68+DBvHxrju0h5zq6vc8/gkDbfJNRfD3h1DlNPj6Jxm41TIyXMRn77LZxAppIQwMly7N+DVzwuIIoeJOly5S9AbNOj06qx2fVZ7Lu2eotOTtHvQ6Sd0ewmdfkKnr2kPYLknON+TrPQDnrP3Av/1R1a4aneNpdUx2j3L3J2+R3fg0O0rekMb8Hb7mm4/4fIrrjaXXLL3v3z4wx/+1auvvnr40//yx59paD3zAP/ip3+PZsNvXFjo/ky7s/qfB70Ow1DQG0p6A8NgmDAIEvo5yDW9IXSGgoWB4nxHc/3FS7zxxYu89paEsVqThZUxVjp12j2fds+l01d0+pJuH3oDQ3+Y0B9o+xoY+oG9afqhIUw0nmdw0vDbVeBLg9ES33WYGVNs2yDZtcWwc/OARHT47D2Kg0fHeNl1Hs+9boX3fiZhwpvilTf3ufOxiPHaOFs29/jag3W+55aE2x5J2D3j0xzrctcjPt9xo0urNc97PzXF86+o89IbOjx2asgX73YxcYOdGz12bxZs26iZmQjxvQhtElwnQSlbNuI5UPMEUeTQH3p0+g79oUNvqOgNJL0B9IaG3kDT6yf0BvZGz1bFhZ5gvm0YG+vw+hcs8MYXBVyxq87iSot2r06379MduHT7Dr2BojcQ9ANBf2joDzS9QcQw0ExOjjM5Ofnzvj/+7jge9n/uP/zUM4qvZ9RFeeq+X6HZ6NYuLC7/W2l6P0cywPMcDJAYgzECUMVtKEAKUEIjhUHJBE9J9h+f4T+8v8H+M/N83809rt8bMN5ssdxu0qzXGOu7dAfphRlK+kOHwRCGgWEYaYLQEMWaODYkWpFowIBUAtcR1FxoNSTjLcHmac22jX0mxtt89THDbfd5eHKcl17ncc2lHb7+ZEgSTXDdlbA6CDg1V+M7bzJMjg+oOT5BJLnQiZGx5Dv2CB5rBTx8sMaLnj3Fc67u8tAhiWCc6y71+LHvXeKLD4Tc+UiDg2d8tk87bJr2GW/WaTWg5oHrGpS0pydJBLGGKBZEkSCIDMMABqFmONQ5UfQDSxLdIVzoSRa6EIkht1y1zHc/t8NbX5EQhGPMLTbp9Gt0+zaItU+ZM/cgMAyGmmEYE8WGOIHT55ZYWAl/3mtqidv61Xe88zeGf/gb7/y/E+AzEz0niuKfc0z7ZxqelozVGAwTpJCATHEtEEIhhEDKBCVASZDK4DgGV2nqjmCh3+BDX9rOl+5r853Xr/A9t6xy9UU9picaLLUbdAc+/YFLP3AYBIphoAhCQRBJohjiRJEkoI29n6QE1wHfNTTrmsmxiG0b+sSmx6GzEZ+422P/0TGm6nWuv8ThBc/q8I0n23z5m+PcdInPhukBn7vfoJM6U2MhS53A3jTApokeK4s+StS4+ZplvnhXjdNzdb7rpj5xssTtD88QJTWefdlGvvs5bXZvaXPX4w6Pnq5jjvtsm5ZMNQWNmsD3BI4SKcgN2lhdHif2pg0jQ5DexMMQ+qFd/VYCwUoXpDPk2ktXef0L2rz8uoiZsTpLq5Osduv0hx7dQQZuxWBowT1ImXsYagZBzDDQ9hkZglByfqkjI2X+3eVXz+747V/84Yf+56//y9/x3WemKuT/OMDjpT9g/7GdtBrDd3b6j3yniE7dIom9Vr2BIEIKByFBCBApyKUQSCGRGYMrgVIJrgJPge9o6o5hbKhY7Ezxx19qcfujXW66os3bXrnKZdvbzEzUiOIag8CnO/AYDB2CSBHHkiiRaC3QRqT/nsH3E5p+jO9FSDXkQjvg0/dJTs55HDs9iYlq7NvmctkuxbMu7SDcCzx8eIwd0zWuvMgwPbnKUrvG1mkFUnPrPT4+krpvePVzBnzo1oTzCz6zGxSL3YAnjvpsnZ3k+osXuPPRNt98cpxh4HHprmmu29Xnql0dDp9b5eS84ZtPNDh2qoEvJL4jafpQKzG5MZBoy6hhAmEs6AWCzlDQDiHSMUINuXpPh7e/osNNl2u2b3DpD6a4sNywjD306A+sxBkEtjZ9EAgGQyxzBwlBmFhgh5phaBgEMAgNQaJYXO37g0ePvePd7/nU6o7Zuvrox279zbsPD3n3u173jxfgv/bej6Km3sS23m/9ZH/lyC8Oh2dbUoS4jkfNtwX9QhiEMEihkMIgpQ2kpBIopXCUxHESHCVwHY3naHwXap6h7iVM1CSdwGV5dYqPfX2cbzw5YKI54C0vb7Nn4ypx5LB3m+HS3YphYN2SRMtUDoGSCb4Xc+QsHL8gGMSaP/1yg9XeBMO+x3RdsWXKYedmh4u2Cq68uE0il/j9T7fotce56TKHPdu7PHo8odOusX0PNOsxnbCG70kwBs91WR3CmXnJJbt8Lt8z5MChkMeP1Lnpyin+2Xct8oe3drnvQIvewGGp3eKirTWu2DbguZd1efVzurQHS3z4y3X6kcfpeZfHjnt4jkhXP9BAoiHWmjiEzRtDLr+0j04i9mwO+KcvCRhvOGya9AijOmfma/QHHoPAtRIuUPSHikEg0ycMQ2NlXZAwDBOCUNufQ/scRDAIBf1IkAjJmfkVfv/P75y4cu+WX7rlhl3Ju9+19Xei5T/CnXr7Pz6Av/9PvsA73vBy9W9+5QP/zNd3v/t1z3nE37ejRn/oIaUp/qAwCGFZVAoHKUFJiVLCglsJHEfhOBLXSfDcBC80+IGm5hqakWasBlN1QS+UdAYtTrVb/PIHpyGJkMRceUmfS3eEBKHA6ARjbKAmpUBKied7PH7U48ipGnXPpelIZpqCPVskG6YctsxKdm7WXLJzhYgl/uenWpw6Oc4N+1wu3q6RTofbHvSZbLhMT8Dk2JBmvYbC+tedgcdST7PUNqx2m7z8+jaPHgo5etZherzGsy+f4J999zL/85Pw4JEmvaFhtecwtzTG5uk6s1MBW8YH/Ow/HdCodTh4WvPYMYXvG6Sy8QkCMAajIQwFl+6IuXZfgjAOUeSBmWQY+pxfcOkHLoPAYRgohqFl7GEoGAaSQSgYBjAMNUGoCQL7Ogy11fgZuEMYRhbc3VDQjiTdxBD1IjZeeKR1895T706Wrom+9tSP/MHZoxuTrXte/Y8H4O/+w8+jpja4v/KeT7z90JFTv/2Zr6+6j+5v8ss/tsq+bS69fgMpM+bWKGlQ0kVJg6McHGUsoJVNcniufQauIAglvqsJvIR6aKzmjK21NxFpwhiCSDCMJUHiE8U1jhxv8eRhQ2JAp4ayElbuuErgO9Dy4bIN0KrDRFMy2VJMTzjMTsLOzQFbZlcJzDK/84lxjh6b4LqLHHZvlezZvsL9RwNOz03y3H2SyTGN5wyoSRdlsL66BvSQ5U6NcwsON11Z5/KLOjx2wGdmXNKotbhmX8JPvHaF3/mk5smzLdo9TbujWFhxmJloMTVeZ6IVM9aImWyEvOqGCN+NcFWMUjonDWMEWkvCWLG8rIhjhzBWhJEiiNLXUNpnJG1zSGSrF4chBKGxwE4ZO4gMYWQlSRClrB6l4A4F3UiwEgm6UQLDAVfvWOW//sgCz9835586Nf3be2f+VM/ObvmjxVMfi2Z2vP4fPsB//ve/gNsacx7df/KHH3vs2G89/uRx12uO8dn7QErDL/3YKpduTXBUghTaBpJS26dyUY7BUQrHUbiOwQ0lnlMCuKcI04sTRYYw1oSRJoptkJVl++LEpEu2QWsbTGbJEpEGro60dpvvgu9LGjVJs6YYb0kmx2DDZMLOzX3GWit87M6Iu56cYnVxjCt3KHZtcbh4e4BQq3z0q2NsaCimxiUzEwF3Pi45O6+4ZDNEieCiDQnPuzrgwJEJltqC5XaL739hhwcODDl2TtKsSTx3nCv2wC/84CJ37h/w6TtmWOzCzg0JKx2HiZZivOXTqns063VqvqbmJbiOtoQgjV0NAQNobVePREviWBAnkigWhLEgiiRhJAhiy/ZhDEFoA9Qw0oShJohtoGo/MzagjGAYwSAS9CNJJxK0IxgEMYR9rtqxwn/90SVe8WxYWZ1g0D7otmT8u8NuoMbGtvxBb/7P4ubGN/7DBjjhQJw+0f7xux489itPPHXSbXgOjhKEtQafvWcDg1Dxvbd0ePMruoy3YlS/jiM1yklwlMZxElzHwQ0dPEfiuYrAtYAOPWEvTCQII0UYQxQVll+caOLE5OBOEoNJWdsYC2wAJQVKChxH4DkC35PUfUmjLhhrGCZaCbMTIRumuiBX+LOvKT70xWlmajWu2inYsdllx2bNzk2rfO4hzfJKnWu2SybGJJNjIScu2MyfUpAkklZdsWVjzDcf06x2NHNLPlfsafD8a9vcfo/PZBN830Opca7cAz/8ygu48gKfuHOSp87W2NSJmBmPGW8qWnVJo66o+w6+5+C71sN3JOmqmF4HY29qbQRJArEWJLG94eLEkkBGEFGsiSKdkoUhSlfFDNxBBMN0ZRxEgl4k6MSCbgzhcMi42+Utr13k+27p84JrBN1egyhx8D1IBk+5UW/4biljV0j/d9L77x8mwN/zx59Fa/3Tn7pv/38+dvh0c7quMCm4tOswpMWXH1Tc82SNxe4S7/z+PtMTMb1BjDP0cVWCG7l4jovnJHiugxdpfE8ShoowFoQp++RsFAviWNmLlhhr/WlDok3B2iXmFgJrsynsyuBB3YNGTdNq2ME+sxNDNk6vcPeBkPd/rsmRU+PsGHfZs0mwbaPHto2Ci7f1EO4KX3lwkklfMT0umWgaJloDxloaz5UIYS28IHRY7UZ0+gntnmJh1aXbb/Hy6+b5/D19jpxvUfcjHOUhxDh7tkre/JIlbrpsjvfdOs79T06ytSvZOBYx1hA0a/aG9H2J70pcJ7UOlUCK4kY2JpUsJr3hNSSJJklT/XFODBnQLaDtKmgIUlAHsZUkg1jQiSywh2GMHg4Zq3V45/cv8W/e2Kfu+bR7dYaBTxQ5xInCmDrx4qmm0/N/yWnerE4f/tRvbN/7Pf/bMPi/zZz8tXf/Nj/9Ew9xyZXRfzx+7PTVNWXwlNW6jgRHCBCKxHEZxi4PHPB46JDAUSF7tg4ZayQIYVBKo1LP21EaVxn7dOzTcw2eY/Bc8D2D7xp8z7oqNU9Q96HuW8+4WZM06/Y51hCMNQUTLfucGoOpccPMRMKGqZCNUwGbZ/vs2rKCZpnf+iT80RenODs3we4pxe5Ngq0bfLZvEuzZOmRmcoE/uV3y4JOT7J5V7NjosnNzwsbpZe4+AGfONdkypdg0I9k4FXB2ecBjR30m6g7jDUWzrtizJcTzujxwuIbQAlcCOMTaRUmPfVs1z7miy5aNXb75lMvpRY8olROZF90fJunTvu8Ntc3aDtKM4zChN9D29wP75waD2L6mSaD+0NAPrO1XvAp6YWo3hoLVULIcCjqhtqzttXntLQv83NuWecOLY1xVp9NrMAxrBJFHELmEkUMQenQHNZZXEr/XV8nlz/70h6+78qf5s7/4zD8cgP/mb/0eF+3YoK69nl86e+bsD0ZhoJQUqSNiQa6EwRHWudDSoR95HD5V4yv3ejx5zOB7ATu3BozVE1ylUUpbyaKSFNw6tQkNnqvxPI3vaXzXUPM0Nd9Q9w0NX9OoGRo1Q7OmadU1Yw2dS4+JlmayFTM5HjEzEbJxasDG6T6bZtqMNZe488mA99za4jPf3EhL1di7QbBtVrJ51mfrBsn2jRGX7lrm0eM93vvpaaY8j10bFVs2uFy8PeD8cpc/+aKP0D7bZhSzk4qtsyE7t7Z57JhHp+0zPSao+w5T44ZrLu7yxCnNUycaNF2NEAJjHJLYIYx8JluKGy8J2LW5TTcM2H/S4ULftVZeSG7bDQKdZy0HQ81gmNBPM5mDoABzDurAVJ6DAPphmo4PLbg7gcyBvRpowiBgymnzqucs8B/essC/eN2Ay7Y7aNOgP2wQhD7D0CMMXYLQJYhcgtBhEHi0uw7zi/FF+/dfXRPuhq/+wPe90vzFxz79947Fv1eJkk6Tqi0sLO78g/f/8Zvm5xf+fRgMRd2XIGwiIkzsaxbUuQn4UtCVLoNYsRx7fPwbDW57pMeNl3V55+t7XL0nZHLcIUk8BkPLBlHkEkbKVv0lNmGTaEUSC2JtnQNtBFoXlXcGCgtSZiuCxnMTGvWIuh/gqIBhPOSJk5rf+8wEDx+ZxEl89k0bNk4YZiYUG6Y8Nk1LtsxG7N7SZX61wwe+3MRENTZvEIy3HMabhrFGyCBJ0EbhSYGQVgcnWqEcRaw13aGm009Y7TqcX6xz2ViLt7x8lV+9UOfYhQaOE1lpYxxiXSOIJN2+x/Mu63LzZW0eO36a3/v0GAdOtVhYruNLSd0VtHxDzbHdR64yNkkmR68XecCtNcSpy2PlHYSJINRWigwT6EeGIIxxTMjMeI9r9nb5N9+/yvWXxLQaLmHQotP3CUOXMLaMHcWOfY1U6t5IgkgxjBT9/tBN+hf+fWvcxNNTs7/ysT973/D1b/zn374Af+ixQzQbjUsPHT58z5lzF9xutyuklLjKoN0sBW5QwhRSJQZPGnwlGChBz/EZui7LYY0vPGAHYH7HzW1e++IBV+7qsWNmwHjTIYxd4tglih2C0CGKFbGWJIlKgS3RGgyiCGNScHuuxnOSNICNcFXI+ZWYw+c033jc4ZHjY9z75ARxVGfzmGFDyzA1JpgeV0xPuGyYkmyeidk6O2ByYpmPfh7ufmKCa7YKJscEY01Jq6FpNQK6SYjnKpzY6mFjrINBIOkPEzppAVS7Z1juOFxYHuOWy3t8x3OW+cPP+DSXJEpEFpDaIYo9gkjSH7rMTNS4YV+X976zx71PdXjkuMs9j7U4vVzjwGIdX0nqSuBI26jhuwZFWtqTnhaTBp+JESQaIg2RFoQJDEIbx0QmxsQRLW/Ivs0DLt/V5/te2uOVN0W0PJfhsEW37RHGHmHsEEUuUWpFRrFDFFubMookYSwJQ0kUCYSUxEFPDPviP6nJMHnxDe67H7/7f/SvuvlfffsB/PSZ82zbuqn2qVu/9n0f+ejnXRN3ZL3mILFRvZ0iYiWJ9bnBSQyOsizuxlBThnpiGaOvfALPpR3X+bOvjvGlhwZsnx7wXc/rsmkyZtemgBsu7SNQTE9JHCVJEgetJcbIlLlFejmz5JHGCNsUMAg00on55lMOR89LvnBfg8PnWqyu1vGEa9l6SjPesD74RMthesJhekKwcSpm88yALRtWuPvJIZ+6cwNbxx1mWjDWdBhrCMabMVKG7D+paPcV25rpcFsDQSTZOC24dGfA1xcM7YGhO7AsvrjqM7c0weufd4EnTyxx/+OzuMqAiDAG4sQhil2bkBk6tHsek60mL7y6x0uv67P08gWOnIPP31/j6DmfBw40EK7DwtBhuKSQQiKEwBYliBTkJgW5ITEak1gXa2osYFxEXH/5gF0bh2yZivju54ZsmhJMjSkGw3GWVz0L4sQhihzC2CGOFVH+lJVnGFt7MortNXIcgUnaJFH88z3zHfLK5zz/VzurbxqOTWz69gL4+FjNOXrs6H88f/bY/0/qnvR8ByUEUmVuhUBKg4wNkbTFQU7awOsmtizVS8CLDXUlaGrBMBEMHZfAdWkP6zx2MubRE9MIHbF9w5Drdg8Ybya84MYhW6YjkijG6PTCmUKaZFWIUhlCDfc+VufJYw28muShow3OLdWpOQ5jnmTnlGGiphmrGVp1yVhDMt5ymBhzmB6H2cmYjVNDtm/skLDCh26bYGlpjKu2a8Zbtsey1dCMNSKMibjvSY+lZZeLp2x20RgIAsmGCclzrhjw9YcTugNJrx/T6SlWui7zS02u2DPgrS9tc99TdY4vjaGEBqK0xsRNEzSCfiDpDVxWez5jjRaTY0Nu2DvgliuGnF8a8vjxDrV6wuPHHO57zCcxEiEF+bDN3EY0YDRoTRIbNs3EvODGIZN1zdW7NdtmBXHioHWDIHJZXLGrp20MSaViytZxCuyszieOBVEi089Spyuxvrx1dhzOnB9KUTvx742z3RmbmP4FIP62AXh/MCSKwl+85+5vvvPQgSe86Qk395q1BqlTcKc6UKUWniMFjrbv3cQQJTabGGmoJYZGIoi01YKBJwgTl1C7RNpwtj3Gqfs0UiV84eGIhhOjjbYXydhu9awa0VZvSZASLRTtnkscOviOpFUzXDwNTc/Q8mLqPjRrgkZN0aorxhpOnuiZnojZMDlk00yXWK/w7r+o8/DhaXbMGCaaIgW3oFlPaNZCmo0htXodVwlUatcZrM4NY5fBYMjqUDPp21rt7kDT7ipWGh6n5sa59qKAd71xnl/7C4fTq3UQCdrEaA1R4hDGMq0dUfSGDr2BS7vrU681qNcimvWQF10d4nohN+xN+P7nD/NEmhA6JZ7CN83IIdHWapxoKZT0GA4dFledtOLSgjmOFbG2sU+cZK8ZoO37OBHp+wLUcSKJU/890aREZH93/sHHvfMXgjfV681fvu2Or8UvffELn3mAz526m/7SQ/65BfGis6eP1Oq+wFFOmlyxHmuiDUmSSpPEkKQSJZE2w+goG9i4aQVcnBhinVXECWJtUn1oA8hYQ+hLkqYk1g5R7LMY2gy4MUXeQAgrixxhVww3DWw3NQ31SYPvaGqpNq25grpvnw1f0ag7tBqKsaZgMnVaZiYCNkz12LpxiT+4VfOJOzawcdxhpqUZb9iboVnHArwecn5Zc/isT92zN3haHkKiBcPAYe+WmE3TAd2ebxs6BgmdvmK159Bq1xhrTPDGF17g8Jk5/ugz21DSxRiN1nHqWTsEYVY/IukPFY2aQ913qXu2aMzzEjw3xncTal6CIxKUTLPGwiCkrvjk2eqXJJLFZUmiJVpnryIFuSTWEp2COEkyQKegzoCcCJs11elr+rskIWVwSBLrx0exYBgmHDh4dMdzb3nh74VJ/Uc//5V7gle97DnPHMCNmQc2NE4f+dzvnDj40M2e7NKoK4I0OIljQSJToEsLUintZ0ppksSyuZOCOcm+dAr07H2elMh+TleGJM3MGZOBu3p8WXmtbY4wNqhVNqh1nbSuxQHfldQ8Qc23CZN6zaFZF4w1YLyZMNGKmRwLmZ3ssWV2mUePDfmTr26lWfPZNKYZbwiaDUWjLmjWNY1aTLMe8PAJwYMHauyetP++SClcG+gHDs++1LBv25B7HxunH8Ig9ag7Pclqw2VhpU7Nn+ANL1ji/v0LPH58E/aW1SQ6IdYmTcbYepJBIGnUBHVfUfc1vuumALeWqqtsdlgpW+9jM50pk1eua8GsOntqkab7LdiTVGIkiUydF5E2XNjf5T+nYM4AnQHcghxiDXGcfQ9Nt991vvCVe37w2Tc+R7/9n7zyJ4+eWurv2fG3H0nxdwL4hfMXUGr1X8+fO/BDvfZ5fK9Ooq04kLFNfyeJZeFEGpLEnthE2S+fKIOjTcrywmYbS3d19tRpFjIp1ZFkWUmdWYBlcKcXzFYkprJIgFI2a+mknTqeA54r8F2F7wlqnqJWkzRrglbDMNZIGG/GTLRCpif6bJ5e4ZFjff7N+zZy5vwEF09rJhrQqkuadUWzBo1aQqMW47oBg9DgSAdfkWveTKJEsSRJXFpezDDR9AJpPeih1eTtrqLu+9S8Fjs3Rfz6j6/yrvcJHj28EYwk0QlJoonjiDDSBKHDMJAMA0ndB9+T1DyD5ymbK0jzBo5jcoAraSyL51KlBHIAI9LzLPJ6+aympahtIQe5vW4itxpzwioBPAO2BTspPgxRbIu54gTOnjgr3PqBH3riqX1HgyD8pb8LRv/WAL/r67dy7tzCtgMHDj67t7oE2k4etSnvVB5IiNMETyKFBba2QNdKFPJFpcDWJk2ri/S18Gh1GgMlhjzdb7L3VWwXAJe2WUJJu3I40jZLWPaWaWWiTMEgrUTJEkKNhLFGxHgzZGp8wMbpVR460uff/69pjp6ZYvekYbJBqrlVmiE1NPyEVj2k3Y/55F11TOLgKYOUwmrw9PtEsUQJh9fc0uXOJ0M6w1raApbQHyi6A0mj51D3fHxvjD2bYn7lny3xs38oeejAhrS1LrG2Xpyk4y1Sjzmw38n3Bb4r8F2Tfl8b1DvKoJRJLVsQac2KoAr0gsmzFD8lNrfWYg74nJQKUOc/Z78rAzsjtqSoGUpStppoOYTds3ztji89e/dFe7d99C8/feb7X/ea/3MAX1hYZHJqeuvDD9z1m+2Vhdf2un3qNZsUdZS9/0XqlKgc3HZ50tqQKEmitX2fFOA2pZoRXXm1JzSzswqHxBRsA6n1lSVz0rhSZMdR1Ge4jrAX3JUWAJ6g5tsRa3Vf06onNFNwT7YGzE62LbjfP8UTx2fZPS2ZaSaM123hVLOuaJTYu1EPMSJkbnkMKWRaKVmcvyyo0sZl06TB0TG9WDDIM5AJ3b6k7itqnovn1nCcca7cGfMrPzzPv38/PHhglsQookQTl+pGwlAT+IqaJ/FC+/08V6Y3dVaIZQFuz4tJz1UZ5OVjHQE6aWViZrqk/rlOwax1+eeR1bhUF5Rog84L4XQuWwB8T9HvdTh7bu61V191ZfKd3/HSn2qvLp8dn/ibj6L42wH8whzdbueSpeWl16+uLtGoq3yZE7k8gDhl8URagCpFfgKSNBGjkxFQZ8/chSmKpHLmplw0ZSpXROS6W6TGiSiqBZXEcTKAC1u/4pKm9TV1P6FRS2jWY8YaAeNNC+4HDw/5d38wyeMnZtk+qZhtasbrgmZD0qgpGnVJs2b/jkYtxndC7j0E55c8mp5BSitRbNo9Y0Db/Lx5SnDlxT3uebJFP8jawXQadCpqnsJzvVRDT3DFzoRf/efzvOu9hgcPbCA2KZMnhiix9e9hZAg9iefJtHZe5iuW46QyTZKDPAN4VpiVn01Rkn6ZLMS6Ldk1SYxIgU4ObF3+Oa3kzAveyit1UoDdMnpmEgiUdFhYWGRpaen1p06e/J1er3f2b4PVvzHAD+5/gEZDbT1z+qlfOXX0QRo1g+9avQu2Ui2zApVMlyhlv6QaWcq0Bq1EFdzp+7ysNQM49uzmjFJwTMo6JfZOfV5b/2IrBbNyWNs0AZ5rj9v3NDXPgrteS2jWIlr1gFZzwPR4h4cOD/k375nmqVMb2DLhsKGhGa9Ds54Vb2XsrWnUEup+hOcGPHHUYWGhzkUbrf7PGNyQXXzBIHC4eLvgyj197nhU0w8lg7CoFekNbHWg5zq4joejGkipuWL7Cv/9x+b5V79nePDgBiLtMJNoC/AIQt/Wbvu+tgBPVyvXkXkM4qi0t1UWUk5kYE/BPfrISCUDeiYbR1P+2qSxUiV2MiWQm0KC5iaCSf8ugyFbtQ23f+1utFG/sm/fxa//5t33nX3uzTf+7wP4/Om7+ZG3v5qf+y+/uWVp/vT1nlyi1nJsPkykEiK9u7W0gE7yL5IGkSUWz+5264pk7EaFsW26vWBuTMkKTK9EeVmVwmp+mbO3lU2OAscBV9nqQzctyvJdC+6aH9NIveNWo8/UeJeHDgf869+f5qnT1g6cbdgEUDOtTKzXlHVdfJ02HMTUvAipAnqhi1QOrjIoRcriBUCSJGs6cGl6ERDTDX3bKhZqhmFCfyjxPZUGii6uo1HKdj/t22r4/358nn/1u5oHDm4kSty0wdgQJobANdTikgZ3Na6yN3nW+qekRKriPGUgL5/PPK0/EswXcqUkHXVWa5+BOAO7ST3vtcCuSNHStc/UQPvMMt+459Hrz863t/yLH3nL2S/edj+vfOkN/3sArqNF3v/HH5nods5/pD1/2JuZdInjuAg80rvOFtWbUtRdWr4M+XgGkwcqVRbI3JFygFMumMrflDRj9sxdk+yZLsOOMrhuCnBX47ka30uoewk1L6Zei2jUAsZbA8ZbHe4/EPOTv7OBA6dn2dByma1rxmuGVsrcjZqiUVPUa8Y+fU3dj6nXQk7MaT7w5RZ+DdySU5EdtjGFxdbte7z5FW3+5Kt9LizWGGRtYIFm4CX4QyszXEfiOG7J3jNcsg1+618u8NO/nfDN/RsYxDVmE0GYaBouBJGh5hn8tAPKTVcwx9EpwIVt5k5XuowcrJzKQC5AGDAFpWcEU5aNOg/8TWkFXrsyZ68FHixz5zLVVLEQx5K7Hz7tbdt12UdPnp3/3h1bph8rw+DvFeDt1VuFEvImmZgN480AR5GPXsjsIZskENYl0aaIuLUo2F2NLmklUGthPW1daO2cuUvHks8CKoFcpl0sUpTBnda7ODovs7UAt4mPmhdT80PqtZCJVp9h1OPz98Mv/+kmDpyeYablWHDXC3DXa4paTaWJIRuY1rwY34vxvRBNTD+oM+4JHGksM+YhcHYBraccxQ6tpsIRAcNYM4hE3sjrB5qhpxm4Cs+VeI7CUQ5KeelNY9izWfCrP7LKf/9Iwp37ZzjbbTFMFOOuoeVpwsTgOwY/NnhOZpGakg4XBYOnTk/2WpZ+o4/impQcrTxeKkBfALZk8ebSpfh/Rh0z665AEAvaA8Nn7zyw+6qrd//x3OLCjfwN0vh/bYDHg0dJkvA77/7m+/5g1+TZiXptAmMkUhoiZbNYOYiVzGVJbiOV5YvOWFsUwWTJKSlH7GuYuwTw/CJkZQDC5PJEpU5BZosV9eMW3H4KyJoX0qgFzEz0WGgP+NU/afDHX9lAaMbZ0FLM1jUTdcNYnsK3vZoN3844qft2XEXNtzeK6wTc9pBLol3LljK1CGXxPYrWMUmUKKRwefmzurznMzN0I5fxlMVroZ1GlTG4q1TK4Cm7CoPRgst2SN73rjYfvm3Af/3gRs4vT9Ibc5hMFGOxpu4a/ChtDHFsDGL7NkXJTUmlXRngaQ3Rt9LkJn2Tk1FFqhTElelyY8oavchp5AyeWMlqS3Zt99AgVtyz/wQfu/WDm978fe945d0PH7z15usu+fsFuB4eAqN/crLW3qKkyEc22Bpre+KzpladMneSyZak8FAzWZJZTIUUKbeUiadl7jJrZ+WvOXundd55taIy6XKcZvLSY/bdGC8H94B6rc9tD2k++vUxPnLbBrQYY0NLMFNLZUkNGjWRglpS8xW1lL1rns5XAt+NcLwhX35gAp24+IocNLmuLWqabAo7USjp8Irr+7z3EyH92LMsHpm8o30QaKudHTsbRilyBrfnRzA5Lnn7KzrUnfP85df73PbwDPNxnb6nGI81DTdlcgWeY9K4xOQsnt04SopS8ieNHVItWMl2llgnY/EM9KOu16jsyB2YkcRdbi0aaylHKYMHWpAYxcGjesvdj537SSnlrX+vDH78xGOc67jv6J7/wxu3TLQJYx8hDI6T5M27iSyykaaU7dLGypWcvbPUui4nEERx92M/Ww/YFYBnwMak0X+amVMmz9JVwK1sTYbnJnheiO+GtOoDvNqAD3/J4Zf/eJYTK1O4bo2NdZj2NWM1bbOTactbvWbBXU/Zu+aZNEC1K0LdD1nuaPqxh3IUntS5S1HR4BSrWxwrgsjDdwZMjPdpB02GkbRTozyDF9radWttqiI4FI51ZtL6Ea0FEy3JG1/S5UXPXuRX/ijgg1+cZTlqMfBdmpGg5domCF+JHOSuTBM/pZUvD9RF6VyXWHyUzMtEVL2OVQYv2L0qRwoWF3njRcbgYT5Oz+Ebj2s27Xj4xl//1699x2tP7v/Di3de/ncH+NLSIpdcN8Nv/fof3Tzjz8+2tiuyTjclNcbJAK7XsLcpZ7pS1jaU079FzUNVkpRKXSvANvkJtuxSGhKUBl+OtMNvnOzp2JY314nxvAjPiajXAnxvwFMnE/7yzjof+PwMZ1cmadZdpmqGSc/QqmkaPjTTAqyaL20q35fUPOud13wbqPquZe9Wc8iX7lQcOdagniVUMneihJBMkiVpoVIYOVy+B150bZePfXWabt2hFdvhmUFoGDoax9WFzSdl6cYxlcRMnEg2j/f4+R/qsWdLxMfuHOfxExMMnTq9xKHpCJrK4DvZHJi0CE3Z8+kIKpWfedKsZMOuYfIywNMvqNMfcoCXwT9SS6TLP6crfKyzWhVLdr6CBE3YOzd75Kl7b37Pe3/sD5cWF5iemf27AXzQW+XJ+87+88ce+tzb6loTxY18eZRS42BdAqklyui0kyZjbJkzd1G8U1iCuUNC1SkhY/H1wF1mb2Eq4LazVOyrkxYWuU6M4yR4bkjdD/G8gF4U8Ht/UeN9t84wvzRBpOqMNxXTvmHMs8FZGdyWsVVajCVS9rbgrqVVezU/Ikkinjzh0Y98prx0+c/nLIrKdysHmnGsGFMOV+wK+agT0A0dBp6gHqXaOdK4oU4LpSRKCoSyU7hEegmttrcJpDiRjDVcfvoHerzplfO8/9YO7/3EDMv9FgPHp+sqGo6grsBX2gJdGpsrSI85B3kOcFO1D0dovBIrlRl8DZMXq3WSS5WiqygDeqKFZfLUdPCkwZeSw08Neejxwdt+/df237e4tPK+vxODnzt9jM3bdjfu+fpHrkoGRz3hO0SxxncjCyyVoKW1Bi24R3shS5VoRqTFO2XGFqU7vShGqtBDaVkswJ1NwSrpbpUNC7LgtsM5Y1wnplYL8Z2A9iDmvscEf/DZCb7y0CRL/TFqNZ9ZD8Y9TcszND1D3beyJGduX9l6FV/ie1aa1NwC5J4b06iFzK/EfPbrUwQ4eE4J3FljUabBM3AbW5kXJQpjXF7zgg7v/VyfhdUGg1gQRNbq8yJwwyRP0DhKWedDyOLvrtw4trupUVdsmhrw068fcu2es7z3s+M8cniMpV6TofJxPUXNkdQleMrYKsu0pDjLcFZBXgJ6sSAxeslyeWlElbkp7GFdAnwuUUzROpe9z/5/JaDugNCGex484nnuHVf9+I+8uXHwwKH+JZfu+9sBvKZO0F2c/46Z8dWfMt0zjDUtIyqZpKPBUsdDpmxtRJrGlQWQdRnUZb1dgHwNY5eAbc+jTSStAbbQiJS5ZQnc9hnj+yGeG7Lai7ntIcknvtbkc/dNsNBuoeo1xpqKCRfGPBuENTxD3SOvC8/AbaWJstLEM7Z730vSp51A67sBjx6VLA58fEfiSZvgUaWlPpPMhUecJnxi2w0zVRdcf3GPT98zST92GcaCWmTwQuvfO44NNlVg2dveQEUncbH8p7atEUSxQ6Pm8r3PH/CiZy3zhfu6fPxrTe56bJwL3Qah49H3FK6UeFLgS/Bkqs1FYblmLC5FNbGWsc+actsM6CUW16WbMPkWAI9N2gBtQKfNo640iETgxA5PHF1hx0XhT332tofv6PUHH/9bMfjJcytEYxOzp49+7Htk7+ts39THGIVSCVIkaxIX2shCT+sq4A3pZ4iK5qYC8LWUkFe2ZcFkLo3S5Ik06c2mUdIW8nuulQu+G7HQjvnSAw633tniE3ePs9xpIrwafsul5QgmXAvsumuoZ+D2BDVf2PpwT1Jz7UCdmkfO3n4+oiLGc2I8N6LmBXzuHp9zK3WmW8Iu+bkLsU5glkuUQofPTDi8+jk9PvmNyAI8EgQu+LGdJuWG2lp7pTIEy6olkFMQSZI2YWd/f7MW8KaXDvjO5yzz6bt7fPbOBnc+0uJCu0GsPAaeY8fkSYErJY6wjO5K0kZxkV6HQpuPlAKVrmWhySsgzwBOyS41EBtBbAwJBYPr0rcKtGCooZ8okthw2wOPcvONM9/zhu/+nq+/wSwuCDHzNwN4p3MBTLL70GnzNt07yfc+T9FZ9bAD6U3arZ6C11A0+iJLrF0CfcbeULIBS7JkJKgsl72WZYlIO1FkxtrSzjP03Bi/FhFHMWcWDE+edPjA5ye4+8kW5y80SfwaTstu4DTmQNNJaLh2rnYt7eixDJ2B21bkWXCLHOB2uJC2zO0meK6tXXniuOGpEzWEdO2AozzjKNIgs4D5GhCmCZ84cbh815ArL+py4GydvitpxIkFt4IwHX6UT62SEkmWlEk3DChbcqlktGUBDnHsMghd6n7AW14e8IpnrXL3k10++Pkm+0/WOXGhTtzziesOgeMghESlc9kdKfN5NoqSdGFdpUL5kua1KxQFWjplaU3G3ClR5rSviy+DQWOzO4EwmHbM9J5z7Nly89viaPF3u92lhb8Rg//6+z/DNud/EvRn1IQ8zdcOS/Zuibhy5xCj7e4LWtu2pYK1pQW3KXR4Zl+ZEnNTBjkFyEdPTcXnzthb6rTVygLbcRKUihEqZn4ZbrvT4akTdW67u8H5To2TFxrg+KiWS8NRtJSh6RjqTgpqx1BzwfdEOmO8ALfv2ToQ35X4LngV9k7wXZ3ajjH1esDROThxro6SjpUnsry0M6KVR73frBXM4aIthks293ji2BT9hmVx3wE3NrhRmp1VOs9A2vqRzKWR+TnVpgjyrX2btpoliih28UOPmbGQ73t+wE2XtZnrtfnyN30OnPD50oNN5pd8jHSJpANKEUoJ6U4bWSpfIorirDLQ85RtwcJ5JWKF0XVRV5T106KL9+VKLqMRxgAxV+8dcsMVPd7/lw8QilV14lwb0/lTxNg//esyuOBP733dxpOnn3rf7d94UJw+t5GP3xazbdOQH3p1j0u3xzTqCdu3JEgtEUYWskSrtZLFjIA8B/jTgDsPZgrWVtIg0oZZoxK00SwswKEzij+/o8FDh31OnqrTDXz6iQ+Oh2y61JSg4UBDaWoqBXW5mtAV9ucU3H5aZuqnIM+ZO6tfcZOUuS24fS9CEtHuS0Lj2VS41Hb4pah64GWGNVlZQtYGlkiixEEYRasZAgGDyGXoCOqxSctg0+SM0tZJyWtvZKkUQBaAKv8bicwB7sbpGOXIxXM9ZsZDNs9EXLk9oBv2OXG6zSOHPf7s9gYHTvssLXjExiFWCi1U3sBt07P27i0avMXI1czemOInk/J5ztTZ+6T4zGiUTlBGs31rTLMec9mOkLe/us/WDZqJFpw4+4C4+uqt75vZetXLdX91/q/N4D/zjleL2+58eM8jj4mLHzy0gVhITq8GPHYi4M5HxlAiZvfWkO99/oBnXxpww1URiYaWBxN1SmwtbdYyB7PI5cnTLmxCp/XkWde3JogNKz0DLpw6K/nq/R6doeLzd9c5fLJGL/GIjQvKBcdD+QpPSerK0MhAraxT4GfgTtvVPBd8xzY9+J4tT7XsLfA97JzDVMZkIM9qWTL35OxiwsdvG+NCu87keKZZq+xdIrUqi+f9jZIgcJmZUrzuJUPueLjPmXaDvidpxAIvglAZnBiciFSaUWhxSqMgkEVpa9qcULSS2Qm9caJwnQLorhPjuhEtJ+K6vTHXXhzwhlcMOHhS8oW7fTqB4o77a5w544EjWeo7DKN0JggSky1RT2evFNYKZelRMLdBGM1EI6HpahKjefbVATdeGvI9zx+ye0uCFIKGa5vMg8jH3yqJhvLipYWNe6Y2v+oC/JM12ZN1Ad7pdOsbp5sfvHDycGP3lMP8UNGJHJLYpZOEoCMeOeLx6FMNNs/GbNscohPDDZeFfM8Lhhhji9enWoZ9F0XU/PQ75FdYsv7DBo5hIHjskKIfSBxH8sRxl49+pYYRkqWuy6nTPrFRaNfFKAdcFykdpJT4UlCTKailThMatgbDS9PUbt6LST5rvAB3JkuyhggrSyx7a3wnZe8UEL4bcOdjijueaCI8ha+y0cUl92SE2HIXqVSbk3WmB4HLC64c8rxruvzZHRP0Y59hDL4DYZzOkslqbVIHyUoGOaLzMyYX1YA2XS1iNx33kCjcxCGOY8LYxVFx7kIpFXPN7phr9wUkaE5/Z4/ljsAIwV/cVuPxYy6OIxgEiscPOYSBSmtu1gF6GdzYOn/ft/iYbCW2AlEbXvvCgGdfFqJj2LopYfOswYSKJHFJEpfewCWMfAaBT7vbYPns+cYVN0x8MBj0rwX6fy2AHzt+kjNn571+v0PTg7HYEGlJHx+jFWgHo1yMm3C2nXB2uQba8MBBzXs/m9gvEMPWmZiX3RAw0dTo3BB9GmynKJASVnuSz3yzxnJPIaSdVEXigFC2LaimQNqflbBRv6+gJg2+1Hipr+uWgG0n0qaAdsB1Bb4j7Gva9eKlVXu2jc1KE8+zE2wtyJN8DIObypMwjnjypEenV8NvSXyZFljldma5jrC41nnRVZY70JJYK8LIZWZScuWuAb47sLUpscCPbaDpRKbUjaOLDbtyN8WCvAj8TSngFGid5LXosSNJXEmcJMRKoeIshxDnuQRHJkhlHaqdG2Mu2pIgpObZ+3oYYwvaVnuCz9zlsToQ6fxD8VdEnvaYJpqalz87ZMuMJomtHSgVGCHt6h+7hD2F1gptsnksLmHkEqYTa9vtPvNzZ71ub/0CwzUAb6+sMhgMfugrX/nCVBAZEmOH1tSkITKCCAcjlC37IgGZVIICky09nubsiuGDn2tWTdEqqqsAz2SMlOALcKX9t4QNcLIBPkpIOzRIgi+MlR5pksJLdzdwszS0MnkXT1YPbbtcRGk7FAvuTJp4bqbR7ewUO8tQp+MXknRWuR3WeXJR85X7G6A8PJXagyMB5lrjuJzdE2lyQ6ZDdRzixOUVNwT86ef77L/QpOu61GNbKOWmRVLZvyFyy1QXDD5SFmDdrMy9EHYmuNa5g+PEijjbcEAlKEfZTQikBbndEiUhDDVCartPabojhxCahqd5yys1Qpk0Z1HS25D+XP7y6U2oIY4U4dDNXTkdleM3idGSxMiUBOz5SRKF1rZAzHNj7r3/walXveoNP7SytPy7k9PVvs01AO8v34lOordsmHx87PhSA7AaTgmoK2t7hdouUxiHQkdlgYMuOEoZ8ODpabsE8lTL5YjIqAmZFv/YpLQjbdrWEwY3z7xZVnOz2u+0TDV77zrk3SwZi7uOwHWznkWV7h4hKnPGPdfYscyZ5nZssZabet9SRuw/ITl6vo5QTp4gyetEymWn6Vet1GNkHUxJUZcSJ5bFd20KuGx3nwPzAYPYZeAIaomd4+jEJq93l6kWrzYMy/QSiNJqIfMy1cTJ/Hf7dBxNnMgU4BInsQCXKklfdb6tjEydrNzRkhbUg6EurNwU5IKsTsZUr3VO5KmjRtlhE2utZSNTA8OeH20EUmrqfsjWDUM+cMfhsb776Ftc1/3db8ngqysdjDHeBz7+x/KzX4s525dMuMJ6nQJcLGO4QhCnBr1N3sh0Pkk5kKDE2OsBfKQnKmWezFuVwq4ckiKr5kpw0rniWSGTUwK4UgXIi6fIN69y0tesq95zZQryAtzFs+j88UpNEjYYswCPTMQ3H66ztFLHGVN4WZp7NMW9zrevgNyU3BQtGQYuU5OS51474Mv3B3TjOoNE0YiLlclJTDqxtpz40pVA0555URgTecOzLuo9tMBNZF55aQGe1r1IRZwOCpIiey1yEGUjQFZyFRnAiyx06ZtXrn95mlYF+KaaATcmKwGxMizLWo97Aa+9pUdz+in5khe9w/vBQTes1VvrA7zTCwDe/eCB5g13PDSJVoLIgJeDDhxhSx/LmajU6CkSOVnF4F/F26VEQQZmlaWHswH56ahlu8OxyXc6VqIAuJLZKAR78W0tuKgA3DYci7SzfBTgYh1gp/LE0biu3RfeypMYz4nwnJC5Zc2Dh+sY5aXZv1LxVymwLHvgObhznVweXyzy2X8mcbh+X8T0dJ/OYoN+XKehBG6qxVVWHpwNNUUjhLSv+b8kK4m1ov4jLYJztK30VDptDrfPWEkrUZSxEkWaNKmWgdsU7J0VvKVlE6Jk89rvXpBcOe5co1bLeZFSrkSb7DW/XYpvJw0CwQuvSlAtfYMSwbuBn3paBj904hDApsPHDsog0XjKyQ9YiaprrfMDqo5yKHO2Hv0SIufq4imKMRNSmHy1yECdd+mUwV7uuRQW2DnQ025xNy3kd3L2tgGlbdmS+dPqcQr70NX42SSolL3dDORuguvGOE6ElCFffcjlrkdbiJqDlwI897/zZ6n9aw2DF+xdeOI2KdMfeDz3qiEvflafP/lySJj49BNJLW0sdiSoOPPB0y6fWDOaVMrkikak16ooT9VG2qYDR1hNrgSJI+z8SCVRWqMSmYNbZeDOb2Sdl0zI0jBPMSJPihv96SkvZ/Iy2E2V5csPmf5dFpUxiwtPyL46uGbmslP8A8vAxOW98+/Zdc1Fp7h3/xhKOFYOpMCS5ROXNZ6W7sby4VcUS4bvkaxX+cJn5a9CjKSBRZb2Li39qVSxnS0F2ItxCNnsj9IckLSbvJgPUoA7DyqdouM+n+dXYm7XiXGVZfBBEvP7n5kmFD6OVHhZLXopB1J8x7J9V9XhGdCTLK2e2nhJ4iCNy49+d5dP3j5kJanRT2rUE3ATgZOAiu2/GWVSJZULglEhUGJyJ2VxJx3C5NhRDq6TTUCwbWxJYtJsqUEpmTpDGqlK4Jay9O8WSbnqjJy1QP9WjzVSZRRY6d9thM5dI6USvvrIKgeXju/65X/9psvPznf2b904NsrgEmDXR758csNXHpKgPBold0KVJh+tPSqK5WUtaVdAn4uYrGCnDPS8Yo0q0EU2X7A0a7DyFBX2ztuwshkgqTxxHJmCPOsyL8mSFNhuaY6f51oWd91sNwjL3q4fsv+Y5NxSDZSLksLq73WYOw8vxPrnw2TzYbJ2v8RuxZJZYpunIi7Z3ue+Iw0ix6MfC2pK2GBTWpDLtO9TxiMZ4FK5EiZl8rzgqdwjm/77SlvmdmwDi8omAis7EVhKgUyykW/SMnduiZoqg5fqx7MRzX8dgJfJsUwKOUrTm0anbCtjg+vUuGbXCr3w0Q3d4Zt2GdT+7M/nAH//x/fTatb0b/9lU5+en2LKFzQcU1p2vwXA84P4Vqq7xN4lbZrJk+JklEszC3CXh2gWGTwKyaJEzuJKFYNt8u2/U4BbBudbgLtoUB5lb0fZ4DKMIz7wuSbnF+oIP5Mn5YGWpSwm1VXr6ZoAMkclY3CtFWHssGVW8NZXd3ji91v0Yp+h8hkktjbFyb57TIlJRRrYaUtaQudXRpNWdJIFnEVVo/XLrWRx0vF6ljw0SqffS0orU0pNJvm1ysdjmCqDl7T46PX/liB/Gihlq4GUEq11Lut2zEp2b+voMb6hW94g//M5wG+/Zz+Oki8xYbR3tqappyMPRuuZ/y6PLMgo28IFuKtlmGWQVAAuRVGjXGJvJUXK2sUcwuypspFtStrZKBnAnWI7Qresu3PHpAC5m+7nU/dDDp2B2+9uEAkPJRW+LMBWAbessrgp1RhnIKs0hZRqU+ygeAetXV56c8COT/R56lSdwHFt4kemcUbMyE1lSuc5BXk6g8OYkn1oitkzSTbLRoOT9tU6STq/UElkCnAlSOeoFMF0TkS5k1PIkjKTUzmuvx7Ic8rMqqZF8akUhlhIImmJIAgULWH2dhfve4kxyRcrAH/8iYNcdeUl/NC/+i1/TPZRDY2r5NqD+db0vQ6ayz+atDu72hFSkSkVBi+zt1jL5CVgS1XsVpzp72wWocqYO50q64yA28uf1jkp2FunCZ0C3K4ToZyQR485zLd9UK7d4Cnt4JeCNYRQ9sFH3bLylFyduSh5iWu2g4LDxrGA6/YMeOpkgE48+sq3nniWVCrZhTZtX15tU5BncqViuVl54qTvnVSfK203J3C0lSSVQZ26tEqNAr0CbnKPvFz2XDYa1rcP14LIrAPw4ufsuzoEsSIwkX/Pn/5b5s8dZuOWvRbgw2DI/v2H3nTrl77xk2eO9fGbaRd0iW0YeS9GDsmsOazSz/nJLr589ufKACjXbmQatgpsUbBkWaZk7C0L3a1S5naVzMe2OWqEud3Sq2vSPTiz7cPta5G6tk3LvWHCBz4/wVLgI3yFIwSO1DboldWbc3T8WflcpUrZOhuakqsicz9cp6Wt4w2Ht76qz6fvHtKLa0TKZSAtixd1KeVAsxTcpYGnLRLRtqQ5ey1PM1CZbLHzUrRKwS5TCaMMibDnOpEl3S8K5s57dXP2Fuscy4hUMdm5qUZwBZ5E6c+MpFlyohBo7bK0Kph1t/zky9555P4gGH44Z/C5uTlqvtfsdZfchpegcYkTU7KTqNxJZu1RPC17r6e7y6Avp7Oz4v1RaSIkqHRuXlWilMePlWVKprtlJenjuukItwzg+fvMCswkSbbhbIKTJnZcJ8b1Qz50q8/9TzZAegjlUFOmElwKOboi2S8nRhBecVHy+u2RnRSSLH3vcuPlA970ki7v+2wd7XgMpEctT3SVAvAysMrAMRqMTFsHxBqJlEkWxwi0BMfYZmCV5hWULoO7tOdSzuCFpVvR4RTxVH791+hxA08rDzLsidL7lCB0sfLFiaTbS4idVbfWOt+M44Ac4CJNjTvKNtYaBFGcznY2xfy4Ua/7rwJ4+ZArS3b6QWXs2roSpTSfo8LeGXPLKoOnHeflQHN08GZFc5cliSp53k7qdytrCzrKNi4vLmu+cneLxV4NfBdHCDxhivEQmR8txRoWX/+ikfvSRbBXtgwViVaEkcNkU/LSm/t86q4hcx2fUDn0E5E3CefnJde9abBZWmtNrslBG53XqGTH4aSEppQFjmVvO2ovKQX4mYtVnYRVJJ2KG6zqpFRdlWpMZj9YB1Al27AYLlSqwkx3mAhjyTCwgbKQMm/jc86dO8uGDbM7v/Tl21/TXl2iUXOIE8uSsbSbQWktMJKiAz47Yescjxh5k8/TKH2Zii4VI09KI8RKI32z7pX8xGajkUfkSSFTqLK3Y/e7HwV5zuBuNkelPHIiZXAV4zkhx+cFB47XwHh57UkeiI8Gx6xNZuUXCta6KLr8zDZ+EnkBlsbh8t0huzcNmVuuYxLL4l5SlAdkmc0iXS5yqVCwUSZTMlYXJaBb9tYloDvSBp2WvTNZaEhGbqqMdIQ26cpsN0EoDARRAnmKiRzo2QlaD+DpCay4TwXAs42uwtjuXHd+fpHZzd3X3PTcF39hbu7cScd1IAqDS1p18xriVRp1l2GQFFpbgBbF5M+8UfhpUvFlvVkGe5W9KbU9VZfz0WEzxUksmDuXJpLUuhoJMEfAbUe4rQW3k+9bU0gSN3t1srroBNcNgZg7H25yYK4Ovq0992Qx+2S0PU2UvvBfGZuXrcKKVFG5TAmHLns3htzyrD73HGhA4hErh4GW+MlaF6esg0lnt4sSyKnUeZSyqjKVLCq9AVNQ63SF0iVyKbLMoiRTUjaXApGQM3t+w1VwMDox62lOlikzeHW+pR1BbTfXDWPBiXOL7Lgofs1wMPytODYnnexEOGl2L6vcU9IGHkIYEiEQBmQW+T/NzbYugyPyZXpd5k5/nw9fT0GdAV6lS34RZIoKe2fHmvngObjz2YRZm9c6rJ0ydiZPnEyeZKMnnAhHRfh+yEMnJH/6xRZB6EGjLE/WA1bmR6/nFmTLbPFaBJmUCq9KO5qlTcnjdYc3vXzAHff0efCoh1EuQ+ExEGmwmYywZS4NytFcKQOd40fnhU1ayXxVyW5cLcnZW5ekmMyvD0hdtXiz64lIZROiKk/y+GQE7Oudr7yGb6SmJh/NXYzozjrys/PprHZCNCEXFiOWVmOkdIvakKx4HWNHROeVX3zLR1l3VlibEVCXmXtdFhf5iRQ5wNOh7aKQIzILtFQRFGWD5zPmzgGuss70lNHT2YW5JFEJyknSzpYYzwsJ44Qv3NXg8ZN1cF2EUEVprDBpgJe6B6PfbR2QV8BtymPNSjIlbxhORz9oRRC4XLEz4pXP7bP/VINBHKKlw0ArvKQoZVAl1qzak1kuuURS2XVNGVsZjZEp2KXEqMI6zJwVaQRS238ryS1DkQeYUgiErq4io+S2HjYYfT+62pWK1IpOKMvkYK/77KRiqgVSRDZ++sCHP4XjOCwvLxJEAtctJoXmtSdSIEr74xT/4ihbj4JcrAX3KMOVbUFZBXu2muTSRJTZmxJ7U3nNwZ2NTy6B3CnNCXecJLUCdeW1YHCbuTxyDj57Z4MosuwtpbDyRFRLY7MNlcvfK7OIcqCVnKiypqy6GU8fbLZqiu9+/pCPf3XAgbOWxQMpGSQpi2uD0rYPJZcGSSoPksw/SZlcVY/DUekKrezxyNQ6VNLGYCKVLOVEmzTp9dLFXkRFs7UFe4alIi4YjU0yKTWCofQ/1ZF+a4Pz7M8qZWg1BPNnH+XB4AxRHOOEw2ViIUEP8F1ZlLkKECbVUyli1+s4Wwvq6vuKa/ItQS4KiSKzyLysvYsdCJQqrMIya2dNAI4k3Q8y6+4pgO442YSowj1x826WOAe240S4KiI2MZ/8Wp1vPlFPZ4c5uFLgilLnzmgGc40Wf5qlLq0JqczV1k8TcCYSrRTBwOXmK/u85kV9jn+kTqBddKIYCBc3sXaqypgzyc5x4ayUmbx8t2WaW6nCF1dG52DXRiBTs0HKgtUrJoCx77UwCJ1eSyja6kav/wj5rYejdU9betgZIZRxFsaS8xcGrHYX0FrjbN9sl/luV3H2nKTT1/kWFBWAQtZp9FcCvLydX9X/FiMgyAA+srOAGGHssgdeAlWl4ErZRofi/cjTsXLEWeepVJHUyaSJo2JcJ+LonOCPv9ACxwPhIqQsRpuVei/zC52x1ZrLUhUKpiT5qMzRLqfvS0mflMUT7aAjh7e9ss+n7mhycM4F6RAlioGUtsowW1UwI2xZ9ptLciUP4kxRp57+LI3ApHaslDalL42wkkWSg1qm5S+ZpZvXqEAK9uI6lyfi5q5K6ZwVv/trpchzSa0F9Aaw2g/xa2CMxjm7HCClZNgL6fQ1QWQ3ESq0pKjeUWL9f6o8Xjf/3UggWYC+0GR5vXSeuSz2iSmztiwvjaoI7FQ2AzANKlXWrpZtepq/zwJKU7B2nrXMJIll7yxzaZyYT3y1zuGTdXAskByZBpeidDyiALUsfz+KZ5WCqmxkcjYSlQBqbbePHQ4UxS57dwz5nhf2+M2P1IhUhBEuw0TiiizFnoGnKJGosrd9b4wAVdqhIb/5rFSxxoK2UiTT3tJgpGX0cjIuf69L50EW56YS9I7GKeut/tmfq+Y1K2/yhKC0w5AmWgmuF9Bs9mz5wcapDmMtX9z/RMT+kxFbpiSOk104UbHx4GlAXDqytQEla3XXCKhzeZIBusLiVAGuygxuKgyusmHuZf2tTMnf1rk8cVThdyuZUAzttCzu+iFPnRL80edbROnMFSFtcJn737k1ln4vWVy44m5eD+EFkPJOqMo2IFUWL2SKIlHWF697ird/Z5/P3dXgiVMuyNA2SiTSyqeMxTOwJalUKYPcYPtm1zB5dgwmd9OkSUdky2KLGSkMItXg5cCzcMTKYF8rSzPwridZKjgbIc+M3bPsqEx7AzwnYffmPidXFIfmm8LoIc5LXvYze75676P/467Hv4Sf2HG9WdYwOxBZYtzMwy7fTaMyRIweZOVGEfnfMcrgRXAi1gC7Kk1MVaaMgruyP08BaOuWmHVkSjoiIZMmKkKYmI/f3uTEmZrN8UsHKSx4nFKXUaZ3R2tQKjbhOqtsmVDXTfoYKjo8ScfhJelo5Ch0uGjbkO97cY/9H6qhEwXCIRIeA20bIqQgZfJygqXK5HYzjezmSn8/UkogjUkDTW2Dz/QzmdrHSqTuSkZOplqTo9dh6zLgMywVoLfH93RuS/7/SZNuxWAx4Xt2O8drdg/4jpe85H9s2Hzj9zifvv2RxoHDZ/Z1V4dMzriVvyTPGKbstMbmyZcQRl5FemeNsrd9Mwrq7LMC4KXlTpQCuTXgzuRJEVDmAHeMLYLKQZ3+mTJ7O0kuUdx00I1SEa4XcXJe8LHbmwy1a+WJUHYsRd4qV+0wymRKeeksX7DsfUUKVBhdQFmmZG1s+VgJm9XUSuVSpe4qfuAlfT70hSbH5xyQEUYoBtpBlYhGpixnXRSRe9EVJs/1ksAogyqzOCLV46BMSYdLrLsmLOh1luAx1VhrTfC9BuRVQsxW/cp5pMr2MiNTaeME0hUoiFwatT4iPLavu5Q0nG5oiI2m6RsaHvlWc+UkShE0VGdDr9Hdogr6cvCwvjSpVg2KElDWypMqa8syuCsAz/acMSVwpwyuNI7MKgS1vQFUnM7+KBhcq5j3fGaMQ6dsx45lb4UnyBm8PJpttLmhqr/X5fBictkIg1eyinlJqx1uWsgUSaLttNh9O4b86Hd3+Y/v80mSEIS9AfoIu9t0do6TDNAZX67V5PaQskDTgjxLsihZZvTC9ZHSmg86ZXSdfqbz8yKqDF6KVwpFMEKc65JmCX8SjEiNkNTpi2KbI+kPHTzHResERwY428c0ybhhflzQrNspT44j0i3mCidjFJjrA1yse0CM/L9ZvYlgtESWdaVJee9LqbImDFORJ2WAq1Iyp9irR1sQZ68qyYGtVIySdrC/34h4+IjD7fc2GCbpZvbSsf56afUo0tSmcm5GL96aCKrEVGUPmhKw8xEP+aRebVk8/8yCOI4ti7/kOQOu/vKAhw+70IpAO8S4DIVtbauU0ZZWlvL6kc9sV6SujsjBrtLfy5QtZcbmImVzkYI+lWvGiDXALstcvR6Lrwvo9aSJlUA6jdEMBhMXk7yMgTiq01oeIxJjODPjgsGUZNOUwvdUpc46t+jKunIUzPnFHK0zKFuA1uCvMF2prLRSf5JXrZkReWJK7WomHXqzPoMrtZ7WTgPK/DX9LB2c7zg2a3lhWfPBz46x/1jB3kJYd8IVpeROpWaGdc9Rri2fjsFLckVXmLzYka6oS5EV2zBJFHHazXL57oC3flePMx/0uNCTIBRGSAKtcEUa/OXHkgWaZRbPCugKJlelgjqb4cwVTLHq5MBOgZ6Sks4CUFEUe+lSRrOsBkYZvBrPfQuQCxtAa2GLwJJEECWGIBIsJx71KZ9YejgTLYf+uMvspIfBIZvXPBoAUjqoNRq8oqGqn8lR8JflSPkzmeltMyJRTOqBFzJFpZ3deaeJynZXM/k8jwzExbPM5kUjg8oSO8oO1LztAY8PfGaMXuTZWRLCQYqsqVjYsWWlftFRG4wRsOdYqhJmkSJPNXAuD/Llf5TJS0BPFFomdpRZ7NCox/zgd/e550mfP7/NA5VKFSEYaIlKKAbl53fcaAFWAfPyzBZlCslidbfJb0glU2kiRV6nZJk1fa1UEaav0jbS5Sl81p6vbwVuckyVJKKGSICI7LnqDyTjq6Bq4Gyc1sSBYWpcMQgVcWLP9nq6evQfqjJ19aAqyyGsYbtR/VoellOWAJUdvxQWYCUWr8qUdDB+zuKlZ8kKrNqCMY6McL2QkyuGv/hSk6WOl2YtXZDSBpfluu9cTo3uREbOjhWFUraeM3yLKoMXelwUDRDZDnWpTMktQ1Ok8KV2CEOX2fGEH3hFj7sernN6RYEMQUgibDFW0TRu1/j1CrAqy0upDlthSO3yVIPbv8+kzokxJi+nloIRHT5Si5LlWEZLGrB/5yjAc3yVgJ48DeMbY3sYltsxC8sxyo9xyoP0s6HqFdIps/UacK8F9dOBfFRvFUt8aRZKnjQoae78fdYmVQK3KDR3ttOaI9eCu8LkMnsf5/rbcWKETPjaAz63P1y3fW3Sya1BT1S7ZlT5WEuSq3LSq5Hmuo+KeUHhWlSCTS0qjorWZXBrlFZWroSKl10X8Pzr+/z5V1x0kkkVRaBV6vqke+wkIq0IT8EuRkCeaVtEJslRMmP4DNBpV5Aw+XELgU3lp2ATItPlxfnJ2Neq1iqL6wprZ1isNisXGKzisXxv5jazAGf/8Zi5uZiFlYTxMRdHVfcmX3NtRj5fN0AQmY2zFuxlAK8NLk0F+MXOu9nviubXfESDKu+PWQK51BWt7Y6k4u1IsjS4VBEnF+BTX22w0vbymhOkxBGkhVUml0llcFdALqq4Xue0jdD42gaIcqJnraNS9GxKLVGpdaikZfGJ8YTXvqjPPY/UOLaUpnyFQiMYCmnBnUkFCpGytvMn2+o3BbksVhiVg9ukMsXqa5myeeamZMRkMomirTzJyj3W4mO04OpbFWCtXXUy7CkpmJ2UXLJLsWWLxMkKx7OsleusG/RXKCf/69dj7nV0UzUQq2b/ynIkB3b2uTQli7AAuCwDvKy5S5vBFjIlKTF39j4NLpUtqgq15rf/dIy/vKMJtRH2lsVAn6q0MhUHKFv+c3JYB+ji6c5pOelDUYClEXlPbJ7dLG2RnmiFSscgS62Ihg6vf/GQ0xfa/Kf3uPSTiGzsdKxdhgg7gi9f9g1RhR2LjGZeh5V54zI3WGziJ2VKjEltO4FJgW5EWjiWt7Kl58ykskWSN+qs65jk77NbcOQEPk29thBA3tNgTRJndtIlCVxWxxWNWrYUjejC/ORXAb4mAFjnYItqsqLwpwjOzLpSRUlT+n253zEDNqV5eaYIItPZec6IHMl0d/Ysd8o7XszjBxw+c2eDRLqWuUU2XJ9KU0OlNJbSdx0Nlkrn5lvBO++qpyxTSiyuKar5yhWGRlZcFZlq8SRJUDrmNS8Y8KHPD3nkoMLIkDTVQyQcBjqVKRl0ShIlz2bmcqQkTdKbT4ninlTColkYMNKkILfX2ghbYp3JFpHeAKSaPZN1VRavEuW3OoWZGZLVzWS/jxNDECTMLwmcmsQZbwqicUF7EhzXFCO9SsyhS8vp0945lQMt75JWliKluoM8WCs6sssWYVmWjDJ3tm23lTAW6E6mrXPAl5i7zN4l79tREd2h4b2faXL8XA08B2RqDUpRGods8tqTNWWx5Qsyeh54+ocpv8kZOi1yMnapL0uVte1smXWo0glPifXGI5fdmwN+5DVd3vW7Lp1YgohAS4yQhMh8dzRJxubrBZsiv+gWzCnkZdrtYzK9bVJmtwA2sqq9rR5Pt57MbpasVzPV4YVRUe3ZtIRp1j13JmXdHKfapNMfEsIwZrkd0xqPcaYnQpQOGa6GxFoQRpIogTi2rUA6DXrQ6eiYrF4hF/mmuLme5sJnKdZqUqc8P2PUOck+y+bgmcILL005zbbxKDsoVp6UPe9kBNQxSkYoGePUYt7/kSYf/VKL2EmlibC6NW9JKxcujRznKNjlyMUpJ7jWu0rlMRyjRU7lrhULZFPaGtCkA+1tq5lOJIlQSOnYwDNK+IFX9jl4yuU3/jStnDO290zjEghpa7mzaG/EUSl3r5u03iOTKEDqdqQ3ZCo3ZMraeXCZXsPCLiwCwCwgLc9NyVf/tLmmQpwjt16xyqUD/bUhTuy+UGFs6PRiFlYTxiY0zqaZNg3VJmz3afcV/aFiGFodE6Ugz7STyLRKlYOeVqKMjmOr/rw2oMx8cFEJMKvuiR3EXgL5CLjLOru6d721CqW0AabnRxw4pfjIl5ssdV3wVRpYOgiZlp2K9QfaV2TKiCSpLLUV03B9Bs/SzRmqCrBnu9OZPOmTjVjWciT5I6xM0VqjE0UiFbPNhDe+rMet36hz8IwCP4J0B41EuwzIqgtHGTy/0Cnj2mNQpePO2DwDdAZ0nZKBECK3DKW0FqMsyZcC3OVREulZMqZ0DjMSLWQyJUmX7VgRx4YoNoSRYRDAuRXDyRWQk+B4nqbux7QaAbGu5wFMxiSQdtOn+VUzsoqt0U7l8sdSYFl1G8y6weXTsXbxc+ac6IpUcVTG6Fn5qy7kSLrVt5Om4h1ppYlG8/lvtjh83Le9WrJgcCXIt0cpD94f9bsrLFQJrp+GtUcEQGXJrTDTSKfPui1tdvhkoqUdRJlWGkqhkIlDFCfsuyjiVTf3OfKXLkmS6sJ0I98Yh6GwaXeh02yzTkGuBKY03F1lzA65NFG57i4SQ1Jk91DhoFQZvXyuymSXxgI5hkQhT0bpOz1heoS9oxiGEfRC6A4FQWzPlyNqL+ozeOBQo3HoyigOCEKJiiRZ639WcJPVGJR74MoaqSJNJOszOObpg8vyzmSq9L6iucsa3KSbI6VbeqfFUxbwSSFPUlDntqCKcWsxn/y6z2/8yRjLA9dq7zSwLNLy2f7so0md0e9UWFdVLb5elDTC4KM2YXkJpvDBjTSVwUBGC7QYrRdPGVymhViRZqqmeeebOxw77/Lpr0qoW3BnRx0JlTO59dhKIM98vJK1YAzWCkm/l0lZ3ugU6BVAZ7IlkyUFseXEkHvl9t+X+fkzeTlxxuTF0ZTnORY5A60tyDsDg/Ib3HzVzkPf8cKr++ryKwbLR06ePZTo4VsnGiG9QYNhIFP9bZmjvBSXWWy0tDUvkpKG0WKpcomrzPdyz7KQlDR1tb4k97fLhVSlgNLJZYguLMA8oNSUGxmUinDdiPNLgt/4s3HufLSZ1np7oDyQDo4S1KXBLzU2lGeflLdNqc4mL+Ykjg4kWm/MhcjPR+YcrVdFaUbOaxGMl6e6Fj+PzCbEMDsRExvD3U96dPsjvmbJT5GUV56nqWUXmWRZR2uV/pBZ51dZCUDZmctHsI3c7Jldysjnld+XjI8s0AwiWOhq9u1V1Pzzb/navXc+4Hz94Y2EsTI7ZuGGvT2SWBFEkjjJ9pknXyZGs5jl2oA8UCjLkozN09/L8oUR2D1dShdKiUJ/F/OndYW1CzYfCS4zpyT/XZbIsbpbSpuxDKXmA59t8bEvNwtpIhTIEnvLYmJVvo3KqHsy8szOy6ijwsi5yhi68JmrDG7y7TvKEiUtmS25KWusQ1k0Rkgh0dJ2/sgo4QdeNuDx4y6/9UHFMJGlAxQ26Mwd/CqT56WzGXdm8gTrmChKxVdp2axJr5/RIpUp5B35ZUbP2Ls8dz4PyAW5xZitjqMJn4zeBWk3jxDUfcGujREvuTLm2n2x6Q8lzs2Xx/hewtHTLl9/eJyLNrt5pd7I31XKXpai3ooeNVWArxtgmhzcxZJfAnVpmHrZ+862zagGmCW/OwsqZdkKLHvfEYiYrz3s8cEvtAhixyZ1RApy7MD3LLhUqUQpuyVra0/Wznf5FqpkLRmW6M0yU0l7k+2DlLonmBzIdo5mNgbZ1qgYLdEybU4WBqHtLmhx7OA3NG99ZY8HH/e57WE7b4V0s1W7wZNDYITV4uvJlfSIVRZ8phlMe8gmlSkZwLMkTuqFpzeALAG9SPaJip0IJgd+dhOUwV5m1+wWlcIOX/UcaNUVOzcbgtjncw/WcYTGeeiAREpBt2t933Zf0Kyl5CZLgC2BOAN3XleAWQfIZZBns6OLv7MCbGEqgK/633oE7FlAaTckLTN3GdwyBbZMO3UcJ2Z+IPiNPxnjyaN+sVuydCx7p2n5YphPyRIsAbjy/Vj7LAN4DZOvWbKf5rM1aXuzJtgsntn+l6kWFyYFurUOhXCIhglX7ol455vbPHbAZW5QZXEQJDgMJXZUiDG2omkE5EakjkqmHlKgG0wBbkElsMyDTUHeypblR0zpXBpRZIErODLF/1s2KaDaNOMoqNckjZrPlk2KvX6C0Qbnyot3IpWi016i21lISyCzOYSlrJccBW8qO7L3WX0JI2w9EkwWEsWUalIM1eSOztPzouKg6JzFpVwH3Hm2ssTi0nrfYWL4o0+1uOORut3bO8taSge7ezJpxw759oXZGIjKzVuGxahMKbF6OcYsY7ziQpmqNKlYhevWphRAt2yeBp6ikChapGAXCi012igS7SJDw0uuCXnb93b5zb+QBFk3gs4PnEQrhtlRy7UgV6L0O03O3Cr1y3OAp6XQGatnSR5JKQitrO4lsKeALkilXL9eIhBZ3Ax555A2nL1gcGuzbNowbQf/vP77Xk2t0eKpx+/m7ru+jM42EM2EvCiuxnoZyXKZ65rp/iPALjzv0ntRTctX93+pAjuXJVkNihwB90hKXqauifRiHnnS5zc/OMYwTLd5SBM6FeekZAeu15JW1eHV7qZRMK9L3E+nXcoJnxz0o1q8YG2j02bhdMdpI0s6PCulFRKZKLTQaKFIYkXN07zzLR1uf8jn/icUxhNpEkjkG0HE64FcjvjjpQRQ9qUNItfgmbWfATmrLsySP5Kyg1I9x3khmBmZFV+qOc588bJuN8YQRprl1YDnPPdKXvyiW+h0OkjPV3ieQ70OjVpiA4RS/Un2XcXIRc7djhJQ89psVQ0Ky8VR5d+Vg0ZV0dRVfV3ep7EosEpKNmEmS4r3SsY4wtqDx844/NoHx1joe6BK4C6xd6G9DeVh8uXs5XqMDSOsLQokP60iL9f4lF2ECmNnn6VAzwZ0aruRlM62Iamk8GXJLy8PDJIkRhHHitmG4d++tc1F2wPQCei4+jSaWEOgIdB2I+BIC2INsbGv2S7JiYbYZD+zZhCmzn6XKoLizxgSU9pgoTQ4M/vZWoBFKl4bKoH3aFWBEHbMcz/QJEbieR7KcXG8dDffuhcDCUFoayMdrJ2X36Q5+xYZqkogKUeCSFFl8Mr2FiU5kttbIwGmKOnt3ElJdbesAL/8PgN6jJQJjh+z2odfeO84n7qjQeyWdXfmewsL7rJrUgksWbvVYXpOKp+XAh9R/oPfkrqr6fqKZTUK+Iw5y2n8CqNbeZJom8OwLWK2blwIg07sxiWO1Hzvi4b0ojY//d8Uq/1Um2XF2FqAdIiNZKjLkiTT2qU6cERaPptmN9O0vT0eU/HEK7UpZVkClNsi15MuUgNp/bnEzmLJK1tFsT+T3etT0AsMUZr8kQhA+QeXO+rT8+1pFpYjgsjeiZXxbWUGL9dmq7WsXDyrzFv2taUqpdpL2lrJFMAj5a/rgjv1vbOA0jYPJyhhy2CN1HzizhpfvrdOnA0xFLYRANTTsPfTeP2l9xXNDVX2Lt0AUGX6p5MmuSQkx3ZltMRo573WqSTQ6wSd5c+0LKoPjSQxdqaKoyWvvHHA976gj9QxJDGYBHQExjK50YbYrMPkJmPtjMHF2vHFGZPnIzCqv6uwtoHEmHQT2qdh9DSRU+5bNfn6Z8tiPVcx0ZLcfN0mZifUp4WqHTSAU2/t4E/+/IsnPb/56XYw9ZqVzgqNupP73pX0eZbAKaXSy4FiJYCs6PVyxWDZDx9h8IoGzwJNnf9caPGUuUVSyBNV6G7HidFoPn5bnV/+w3HOt9O9A0XahiZS5yQFtyvLzcSm4n2XdaFlm9QOzAh6vYAy/3lEoK/Fdakyrsrk5b7IvLAonUeSldJqUZ1GK4S0DcC6OK9ZcVYiFAK7iUkUabaMxfzsD7fph5JPfK1JrEvRg7Qi2miHKLUlwTY2kNamIKzzobL3UqB0NdC0QWZRg5I5KGaEMHPWJmP9clazWNgkdgNYkZYXSAEmVRlKCZr1hBuvmeGyKxqf7s3dcfKSS15h9+jxPYPvQt2HnpONJq5m0Ypy1SILKUYCxrKTUoBcVxI85f9HCL3GOanahNbLrQaahXsiRSmoFHGhv72EUwuSD322yeFjPjQyvV3yvUVqCwqzJpkzWlC1Xnls4a6UM70FikdrUcQostcD+jqMXfw8ahdm6Xu7nbYWFvwZkwtt53uLzBcXNuBMjERohygyXLI75i3f3eX+Rz2OL0grVTKEavsljXaIpWCYeu9Cp8mftPnYaCthMjCrkUAz/6tSoOuR/EhFulAQqpUjqSzRZYIo5mbmGl3bmzoIodsX9AeCMLT/gwNw6cXb8PxaL+idjQ7pc67dnKmY71dkDIs0+qj7MZqtFGTsXmX4qpOyjvauANrqb6nKbF4GdyFT8sylipnvCH7rw2N88b66rb+QZWCn0kSCL9OspahOqlqTpBqRaZXiKqiyOfx1pHcV6Dmyrd1QTnVXgM46dmHK4Bmzl9lcZ2PbMn0urB5PMAg0SV/znc8OOPKmDr/6vwQX+qWDllDsI2tBTqaFdeGqZMVWWVGaIc10ltg8K8KypSwitwTLdmDB4jb2tYkhW6BVTiApyFcQIeyQ0VgaBsOYOJH04+nIa27raTXMvwbNRp23v2Tvh8f91d/ZssHHd3W+aVM+X0QW01rzOSTr1YpUSljXcVLK3TZSl35f1tUlWaLWBpIFuK1EkTKVKComUpo//HiT3/toi9BUa7yzlDwIHMDF5J53eRZLZRzESGIn5+lMb48Gn6OgFuvjPA8qR+RJGdR5M8Qo0E254rOaADKp3q72csqSJlepN27HvzlC8JM/0OOHXtullrkqJnuNLdqMTZpEBoapJg81REakGrzqoFinReQOSsVlKQXHa3V7yX3R6S5/SaHPEw1xYj+PE1M8Y8MgSAhih8PHF39n586LP6ycWsHgey6+mC/d+gGkVIGQi0gxsDuTpaOGM6CXwVrxsddxTap7llddk6IwqMTiFZmiK6Av9HgWUOpStjJtHBYxwtU8/JTHx+9oEMbKJnRKLWhl9rbOyciMwTXau6oVR9lblkBcgLnQ598qvhyVKVXAWyfF5Oxc6PB84lT+WjC5TJM+dtCOfRWZhNHWT8jcFSEcq80TjePHvO4lfe64z+e+/fW8DjyTKflBamWZPJMmWQYzy2Zq27mfJ4JEyRsvSZJClqSFAaYgEVM6v9n4N2OoNDYXBFB0jilpaDZqbJiZCP7n7/8RF++5uAA4wOzmy/E8//ZjJ85+P4i9dgdgjedkgywzAFbtvTVgZgTsMlsmTeX/KzT7qFTReVODlSupe5J53LJwTjI7UMoE5Sc8dNjlXb8xwQNP+Sm4U8aWGdAlQoiK9lYl9q64J1TBnpN2xUUpTdJd5/WvhexUemS+QEVzp78d1eE6zTBrbSePaQNCS7TQdvBlmr6X2uRltdln2lhdbqWKssmbwHDDZRG/+s5V/vV/Fzx8qGb1OBSZzuxuTkGe6W+vpL/Lulym5zYvoxVFtjKrSSmCTZGn8U2OoZJrmV2TtGArbwDJ+cDgKsHEmH/4uc+59vbhMMjPbQ7wyy6/glqtIR97+KuyEybUPPBcO3I4swHLelpmNSkZmCn9TKq/c7CbCpOLku4Wolxroisgr7D4OrIk191uQqgF7/9Uk7sfqaNdZb+ayIC9TlKn1KlTTViVAFw60fa4R8ayjciTii75a4C7EmSOfGbKn4/YhLKUDMo1OcUGUTnwRRpsphpckPnjBqElQiiE0QijkJHhedcGvOM1PX7mN1zCWNjgBJFvc18GeSIEocxoNo0bdAHkrAYl0+VZDCEAk+6lWXFT0p8Ro+XZdgvxcsmElHbzqyxpZNJBRJ5Xl1dffY3s9wdrAW4bVzlx0e7tF86rM3sUPTy3aO6tsjGl8lhTutgjjF7+WVZlyVrWLgJMKQq3pAB7mbmTQq44CQnwnr9s8fHbGoROKaisSBPLKkUzQ0l7Z8/ySSwHmOXvx0iKXmRJnkyh/80e5YzxehNnRz1xcmAXCR9h0v1zMjZPGc4WTklEyvrCSDufJHVV7HsHASQYnMjw+pcOOHjK4T0faxEnomjEHAU5ikQLgrQ01qSNEDoFcj7bUIucyXPJkV4LU6oezByUPK5JnZNsE6sKmSRFwlFJCGON7zfYvHXHBeCEzrZdKwO82Rzj/Mn79u/auf2E6d//nCgYoqRdS0S6DOTXtMxi5d9VanuzEkczor2z3+nSqlC8FxVJokuSZRTc1jEJNbz3k01++f1jzK96aXeOWhtcphaWTeoUFYNZp3x28gqZMlpYRlF/UgF9CeiVwPOvblvLEF72wrNREmXwZ40CBfhNyU0RJa1efJbZh0ZoW0qbEYsRKXtrBCpdce0riWHLVMzPvqODMfAHn2wRJDwNyA3goLUgEEUtiisKj9yk5RsG21ChynIrkybCpNNiqVQMZjhLSqQhSv8pr7Baa8Yn6mzfufvEbV9/YP/LXnjDWoADTEzvBpjbsWOTbi8cl1Hs2Mg7d9urSYmCwUY+WhNgmvzzijSpaPCCqXNWz5wTYZ2TzPeWWSODY/jYFxv80h+Mc6HtgpuBeRTcssTeZsQSLJbCrKR3VGtX5w4WuvFbnYO/zaNSY5E7KKXtTVKMyUyqZMmgzJIzpQIsTInFRQ7sTMNaHW61e2YlChRxaNg0kfBz/6zDYlvykS80qxH1OkxukITaglRLW7vuYAcX2cCz0OJZ00PWlJxPnDUpQZbwtV4sU5lEkNbGBInDTdsv0pdfsntu9JxWAC6VD+ifUe7Kc1rN3k1BWCOOnbyzpzyng/Tn4lCKI7NMZnLgMJK1FJUg1VSckuI1KWSKsDagBXlsge5pDs85/OVtDS4suVAvW4GyCDCFLDKWotTIUNHehUT5q8piZRXXa4FfuTpPA/y/hr2y1hq0mUFEWX+vrRMXJcmiRSFdjJZoIBGZGpYpAVkJI4yydeDGkISGTVMJr39pn/se9jgyJ9KgM+XTNSAHgyROb4DMVSl+J9JtUNJjTeWhyU5FzuCFHMlOQjkWyc6DNsXeRoMYAmMIxfB+33N+RgpZOY8VgPv1cT7/5Y+EQlykdzUepe5EZFNEc29Vl/c4z1uO11yeQrKU3RZN2TWpMrdldVVm8tQ5kbLM3gnK1xydz/TZZAAAMCZJREFUc/iF94zzl1+vQ60M6Gz8Qwb2kjTJMrEZg1Nib7EWyGUdnv935M/lUqRkoRTOiiiclhL6qyn4tan6SsmsKRVeZT/nFzp1H7LWspF5hqL0mj1N7pWbNCDNGLxIowggGUa8/vlD+v02v/CecY7NCfBKlzgDeYndDYKYdGhUKlGcVHs7wrJ5NihIp7IltwhNFdhlgOfVhKTeeeqxawNBYtiwQfDmV43rI8c+H9707H/y9AAH2Ln7ZQjT+5Bc3X+lTg6P+V4ImHyiab4hUhno69BRNeCs+t+ipLvFqCz5luCOUZ7m2LzDf/idcf7iK82SDZgVUI0EljAyvH59W/Bp/e6yri47KyNMXNGJa97/1QHomhLl0vsyuCtBZynxY3SWri8mYtmMZtqKJgqZAlmlocllgdDV64Y2CBHxllf2cRX87O+Oc2zeB3cE5LlesprcYAFY+OOQjadTxvrked8mliAyeZL6FsVXNyJlapsgirQgTJNMcXpDtCRctXNb55orb/7Q1ERjzXmVox9csXcDG8dW/9fExhcsSxXSqncYa/ao14Z4bojrxKXJUaXMoxgFp6l+Vvpd5o6MgluIMrDjteD2Lbh/9nfH+diXG2iZVQg6BWvnYLelf44Y7bMcdUxGZrawflJnlLXXFFvlN8DfTY2vK00yZqZgZ0qraO4LZ+ytKWU6q09deZXF3j+V8RP2mSQKtOD7XzHgF/9Fm90bQwhtZhOTZTzT93k9uYW0NhBpCA2ERuSViDazWVQg6iy7qYvty7NnbGxWNNSCYSLoJYJOAv0oJhj2CYIeWsR83ytuXH7q4PB/CbF1zfl01jvJoraT84sy/G//a5ZBIHj7K1d5+fUR0CAqk0xeiyxYE3zmoBixBstgruhvXXJQEkTufacVgq7m6FnFv/3dcT55R4O4ksBRjAaVa12TVHszkpIvyZCi078qk9fbErCS/Cn/rmwh/o2AXciP7OdyC1u5GqvsuuRNEaWZhoJyY3JRfJWxuRESrTO2thrc7m9jmwxsv6JKS51ilEh4w8sGuAre9bsTHD/vVZGjIdVK6Xs7F0OnwWeSypQsVrOOipUpCrPm3JYTXomxQB9qwSCBJEkg6vHqGxZ588sHjI1v5LnPnwknJnese17leh9OTUwOzs4N37ph5ub+57+xkQ99cZrVQULNiywIZZWpqzq7KK+tpt7XY+oRnzstfx0Ft1IaXPjQl5rc+tUGscmYuxRUyirAR0thK9WCrE3Lj7L4esVV///2vjtejuq+93vKzPbd26V71a66KJIsA6Ij0w24YGM7OM+xnZfwkk8Sl+fkvSS2yUviHufjGBdijMEhjkuMHWMMGGwcg6lGFAkkjITqVbnS7XXbzJzz/jjnzJyZ3asCEsIk5/PZu7uzc2d2Z77zm+/5/hqaWfWZEHuEII+BNfHeTAft10mKEsZIG0VFc3EBhPHi4UMkM3+iKrWmMpb6jOkYcqZeBwwOkXjTugrec2lZmWaRsORSRNbcvJcCUio64YWPKKZcGGsurdhxO1ZFqySepiWBlIDnYVZuGu+7rIqLVmWwetnZ5TSt/J7Di5Vmx7epBb/v57+U7S35HasXF7ev6HZWSqhbGEJ3hgKtlCySdkikpKiT35x7N+PcBtCUiqbgFpzgnofT+O69WVQCpkIAG6x2E3A3oyb25LEJ4JsBuOGRkEpsJ4/NxQ8nljTl3PpYGr4dad+RlW5wBlnrqFhw6AmmDCeXwuLhQhpPZtwBpNqQSBAhEQWrKhE88ASyrsC73ziNZ7Zy3PtYFgFDpJHHflSjHfX1QYnyTaO7U5QZFR2tEOzQFMayHIwSBIJjz0AngkzP9knh7vB3PTTDnpsMRoFfPfzIQLVSvu49b+6Q15xfBpVZ1OqO8uWF4IhCYKPacvKowc2IstrNwB1w4KePp/HRG0p4YWcqAW5dIioGcAVWFQYr4x5LJJMxmqkiCXAnrLdBd6NlbwLlw1nxBLiTbvrksoYsn+SzJRmGr4WJa7EVsCifMyzoGUYhKh6urLgVeSg5gjrFyQs9fPpDE7j8rAq4Cflr4OT2w/TIUXzak1ZGkIznbIZl2Ix6AmXNA/1aWS4HU7IV//aLAp7f3ytr1cp1O7Y+OhCI5ge7qQW/9JKL0L9vJ7hbCsYHHsdk/4vwPA+QdWVljaxkImZMlIHl0AkDrA4BbhNjQmKhsCaASsDnBD99NI2/+UoRm3amVAB3LL7EduzQmGrC0cR6W9yb2lp3UiFJADemdSP+OobnkJdbn8wEchn/zNZ7o2VR7HdD2KyRF4n13txfdfCTceMTbckNyKE9mkJQNeeQmpPrqENQaCuubS1VSQWEAqj5WNVbxyc/OAFKgXsfTcO3pEJAhnHkjUNbcuvgcGKy6BG67M3xCC24dXwcTuGQNH6zpRXuW9bijLPXBoPD4+jt7UXzPc4wWlo70NHRukvCva0mulCrUx3UYhQQo8eqU95wfwhVhkODm9rg1soJowLSBe59LI2P3VDExu02uO2M+PikkhAVROUmJ5YN9KSZRCibqycWeBsstnVRHHIc5aQzqY2Hx1cCJvI/0r1JwmpHaouZgIZFO0FCKx39j5WdL6iVrU9DHm6rK4HkCGoUr1tcx6c/PI7Lz66Aekn+rePIxQyWXPPxiG9HALaNh8nyCYyTS6pzmiY+ls5vgcPZbdl8y67W1vYZj+WMAM9kCxjc++BQa2vxzs5ZSwEIFHNVlPJlONwDISI6gFJ7ymR0JlUwVmTJyQzgJja4dcQgHIK7HsngozcUsXlXStfutrXuhEteu2waVZPoQFGjoDSR/kJrbn2mgBuvGJu03EkqY8ejHBbEMwDb/ryBY8NoyvF8zZCTi2h51Ncnoijhe2ElQ9gTUF25Vgpr8ikskEuTMMEhagSnLPDw6Q9P4qrzKiB+oLOhfevRDOTqhwQS8GGCsyyAa6PErfMnpQSCOlCpwK948ITE6pVLUWppu/NH9zw6VCoVZjzOHIcYqexsFNqW31eb2PilyUrmg3c8NgaHM1x+eg2EuDorRAHbnGg1R5IwkYZ21KAqn3wYcLvAnY+k8bEvlvB8nwPpNplQUttya4eOTj2zwU1Js3zLuKUOiwlbII5ZaxvUFuCb0hHboUNIYmlzcNtAtkJ+Ymc9JssaymJdFKG6Ahmz5IaiqNxNqeVOYi2PJp9q5xTEIvlEezwhlEpFhHLQBKrVB2gtwMpeZckB4K6HM5COtiI2GbEpCyEAmJYANcCt405hhWTrdagvkSHTuPK8UdQDhr2ji0BZ+kuXrltz39PPbjukITkkwEvtKzA5uqncs/CiTV/9Vrl+43c2udN1YPK9/XjzWoZqzQ2ttuo8LEKvlTmxIf8O1RLRHNxMQHKCex5N4+NfKmLzbifKyIENZuPEMe/V8eTWI8m7G+gIrPeW7h3O5pvJhU2AmqQmh+LnRzaUiQgripGEhdbrxDoikwj0oQ6eUFbsqENj/YXQvR1oxMVD978gkKBauVBeShVyywDd5DUQCjqkFuDU+R4+9cEJBELi3scyEKG6kgQ5QRhQQ6iiKCT65RSwQinUr+VUFba/et00Pn4txfiUiyFvbr1r/rpNv96wrXzWmqWHPKIUhxnMbQNJveVmTrpve9PaHly2moGRIg4Mt2ByOo1KzYXnc/iBqqAkEzSFWjSFWeCOBU4xAcGBux9L46++WMSmnW4EbmrAneTc5qFii1VdQRXn0KicGFDPYL0TQFbgtTi2/XlivaQbPzm/PKxMmHgfj5YzR1FvrYGykEaaYkInrFihSAe3/yfi4EYTj7yddk4ni15bdEVVzuLqLl4jWNlbx2c/PIkrzq6CxdQV++Fbr2WolJjfbM6ZwyRSHMi5Em0ZgfkliaCew08fn43NO09Cd/vc235z1xtu7u4qHdZk8MOtkM314GD/DlDKH39+Q9/bnt+yu2NyrAXb9qRRyteRSftIuT5cLlXkGjUyWiKxwXLg2IFT3BXwKHDfYxlc/2XDuS1AgzaZUBorjoh3w6pt0mRi2RBvEn7HRhWlGU9viA58aSb60Chvoonb6kro+AknklaYrLS0ZQEIdXNTlppZ1tl4OvV72HRFEkBQEKqaW1FBISA0DaOxTPukJYemK5/8wAQA4L5HM/ADAG5g/SaiwA0ARDmUfNuKW3djl0ukuUTGBRbkCNrSJax/0cOcruLQBZeuffyMt9+HBXO6Xj7AAWBW9yL8+om7bnVKy97x9PbBK7IkQCZFVW8cYipXUXDtuTK6CqHNYkxELHBq/wjDLzek8LlvFPHcjqRa0sxyR1GCkeVGQ4x3LGkBlvVGAuRotM4hhmNcO8677Qlm8vOY9HKk14OhJSEfV0FJoWUO6YoMG91JraoonFqhs9bnKhmYQDLNyzWAzUbDbB+tsihnj+LjgATVeZzK3JJDgJwAVR+vW1TDpz84jmJW4IENGRwYgeLl5jfGqIq+U1iOH0pU/q9DgZQD5NIEpTzFvE4H6xam0TF/2fq+/Ztvvej8K48EukcGcAAY90+F8L2vnNy77XVeeX83Y0AgKPyAIgiozrI2Jz2KGCREhsFYMSkwJbDzAMP1XyvhV0+ksXfUaZQCG+JLInATgpCOcIuOxMqvodGCz1jnxAYwIY3AJsR6HcE2eVEkp51NEZ5US+KLouUG2NbCBjoipUVT4rULieboKlQkmbwcJTATCZ3UQkFkYFnyQAdkaUcL1beGpiDX10TNx8peD5/783E88EQNf/O1EnYdgAq1NTlrYSKzKr7vyzhVIaZVDFPPQkjsOeCjo3Nu/1vPWPAV13VwpOOwHNyMy87pRX3glz9dNMd936IFreMuCxocDvEybI15lJQGYERVntp5gOP/frmE7/8si70jTtxDicODmxOjd+vcPBI5chr5tmy02JAN4A4nn4hPRJP4TFpve4WY8ZaYediolvFFSU0Y1gTRcHLZZBMGJE21cUsqbBppiDj/Vo6WqLahtGJWlFRIGzh5KCHWCea1+bj2sjI+94Ex9M6qA57h4JZWrqVDX9dSEdaPic4LQa0ukC/NwuvPfOPB3XtyPyN0xRED/IgtOAAsXrJIptLZJ0ZHBgaf2/Bwyfdl6LqPAzte3iEEOfHB0oEKeb1RRwUSFpV4IM0suL2MhFel8VRyqImlAbTh4LGJpE0/ZrDcSYrRjHeHiQsNY4bp5Mvg6bHJo7Ude/KJWEaP4eQJlSWZ/UOSFwFUyhtUQX2ifRoSgKAqLUFKEU1cBYWkIvR42pac6GdJAFlTebRve0MFfkDwsa8Wseugq6ySseLEByRFIAlqkiAlI6CbZrGqwCvBqaeu2DWnZ/b7ujrbg6M5jkdswQEgkythzZnvGh8Y9q8l7px6ta4oCGcCDledzKJ4cZUUzHRnYc49OJkAOw9yfPQrJXzv5zn4hOt63daD8pnBbU0qTZu/sFa5pizG8kbAlo1WOQl6A2o00hMAaMrNrRXsO0Ojl/4oUN4QjJKYZMY8ldFewvcmnVDa/0OaWHViOYK0RdeTV7s6rb1eGD8eRiNSy/mjrXfAIQTX6gpH4DMwIfHuS6fx6T8bR++sGlAz1Ww9Vc1W1AGhOnCUA4JaoELOfWEm1AFWndxbT3H/HZeev+rZhx97Uh7+QEbjqCz4oqVn4KmnnoSbLvQXCrmnB/cOn+XyIaWiOD5STh0Or8NxVLNVboHbh8Qjz6bwjR/l8e+/yKlwV9bMUtsqCY2B2y77EDp0EsXpjceymfVuUE8Snyf1b4TPEZJtFSUG6pdjre3XVoxKzOljc/GkFm4mpUnLTYzlbmbFrWVQUYhm4m7S2ZS1BoQUoFCNZ0EpKIRSZyjV8d+K61Nd0So8ZhRAQMAQ4HcuKqNeB265I49fb0mj7kuFPv2jBIBywEFBwaiA6wGVqo+eziJOPvmkp1edsrT/X7/3E7xuzWlHdWxf0mnp3/MsuJt/w8iBp3453n83Wgo15LI1pN0aOK+D6bZ9jAZg3IcnJL55dxafvLWI/jEHEjwBbitRGOaZwOpBGFNMuOXKtTsR253RYlq4VUPDLuLftDclIU2Wk+g9JU2Wk/A1owSk4bXqmWn/j+mVafqHmu3blX0Zs7+vjL0PS1mH1NAsM9024jUhk829wq51ifdRXRqjgDWvXUO0gECpUEXp7c+JBDFxRkTAtE8nRGD/OMMnbi3iX+7Koy5MOxlT1toBYS6yDkWLK9Ga8vHH/+MiXHLBmgvHJqYfOOuMVUeN1aOy4Ga0tHWDpzq2smDrD/PEvSbL94FzAUJqoFRVwyJUgHIBXxJ8/Y4cPnVLEQNj2oFDG8s6xB6wuoBZlptrGmKrI2GMCaKJY1RRCzM+YlQlfCaN9MN6H4/7jtSSpNVvsCBNlluq4KE/tG8ZCYnQtvbJZbZiEmb5hOtIy4on6h0ai65lQZM7aSeYK0OuZEShs3mI7uqgyiQLEEogA6H4up68cuZjTnuAv79uHA4DbvqPPPyaBFgAkDq4Q4GAoRykMT3B0LVsFvKtHT9cvmzR1gMDIy8Fqi8N4JlcJyoDN+8vZEofQr6F7e1PX/29//SweWcORHq45PQKrntrGfuHOL51XxZf/nYBAxMOkLJ5tglxtekIiQHbgJUTleuqZEHdGRk6bgEWNQkrwiLuep/peYbPYvTDfBfoE5kg6M0mnSTx7qWyl1jAFUleFIl64cQqu2zoh01RiIxxdWiN3Dh/DKiJnkQaidFwfjWpVFQFEDq8FqDEKipETG9MnfxMFLAp1WdKUgjhoasU4GO/P4FcWuA792VxYJTiureWcfFpdUhBsXGbg/ufnoPZc1ru2DcuPvSX//Tj/f/wkatf0jF8GcwReOq5p5FJux//4k13fuL2+7dh3EtDVKcxt30cb7twCjt2czywIY1pz1G3oljrPq4RZax2nOfGdW71mltKif063pkB0S29GT0hcfoRowiEJOiKohRmNk/IDPTEpima5sSXkSbrRw9mvycIKYep3WK38W6kJ0jQEliUw6YtwqInZrlAsnyeXWEsVpgpUajJxBiZibzJAYD1mlJVhzzqt+SH9SS546HsA7/cmMbO3Qxve0MVPa0upqbyGJsSqLDVSM/+veshap9cOPfoeLc9XpIFN2M6WIy2juIXTj1p76LRkfr7N24bJn3DDuZ2+Vi3poZ9+ximp5nusKB7whtw0ygSJJZsgIiCcP1sLHckAyYph4wMP1FUxbbeVC9rOqkMJ45WqbXEc0xNgVZabCthqSw2oziaEVrXBhUmkguNuB69j38Wm2Qi7gSKhdhCxiMNoRMgACuHhYTrqkQEs64tvdFQzlPHxABc/SJFjRiIEBDa2y2ZCsAinkA+76PmETywIYW1J/soptLY1d+BmuiVS5af9i9t3ad8Aeh/ORBtyKg7qvHNr30Wb7zsSq+1lLn3rNW9l+zu2zHv8rP24wPvnMSla2uYqgOPb86iXE8DThpgKYA5IJTpyRwJIwAdGs+htAtk2sAOlyHeES1uvZtNHmdeTrTVJU0mnPYyQkiTdaPCPlFvGb2MknA5ia0Xv7gaPK2xh1UP8RBzCvtzU947ZFhN1rFfq4tUxi7wJHVLXrNEx6WDGAeUXho6iuxnRVGMMwkg4FxieFzixh/k8b2fteHZXQWMTjAUM11+sfOyf8sWOv94fHRftdR65E6dZuNlWXAAuOLiMzE5Va3V6vUHr9zzwpq5+cH0wg6CWo1g4VwPLXmCwXIKYClQysAIsboJ2wcs0niJOeCIABBq20iezGSygmzOvdF40uzJ44yc3D7p8TPccNaTLvsjHYm5Yuhyn3kTjZNDkMhaC6j2fuYHRjxc70Pa/F4BOyz7FpJ8GbP8CKNF1EZEmJRstkma/6DwuAtQyiBYACkJHEdgdFJg5x4X4AVs2ZtGgfs4ecmSPVNTe//kwEC2tub0c18uPF8+wAGgkE9j/QvD169Y+YZgYr/zf4bH/9PN58bx4BNp7BnJAG4aDuPIMMDVEp8BnBVfD2HN/pOTvcjSyQarl4wbsQFKzRE/nOWz/t86j/FlBgAWVbHXPVbDnkw2xKMkV9DPMgSnBjsQU0XsGBXToVhREhIe75hOrqWYqN9lVJBfPakfrToSy/B17Nl6bTg509XRKAG6Wz1csLaOh14kmJUjePdVp9ff+MazvpMvttUJ6T4mx/KYABwAls8K/HRx8SdH2vv86jC7/oENAf3BA+2oijyyGYY8k0hTo4CoAyIMr5Mmu8Oe/SMCEoy1lzNbZQIkSzw33KJnsNAhiGNzAWsnaLTy9rBWC/8//ukRDHn4VWOKiu2wsQFNEspK0j0vEEYWEgvABtThRQVo4FqeUpgS9tB3DDMniI5AYwUtqDuS3h6jEpwxiICiVAzwrnU1PPTsEIZGl4hCx7LP5Isnf3bf/gEfx2gcU9tTn34GTja/+sWtm9Z/5FM/du56jKNQyqHVlcgwCU4RXe1aTw3bQsuorFeUvRJ9yTCNCQkuTiKHDbOkwkghsTi8ViJt7k60Y8fw37Dxq1E7NKgZJfHlRlUxyxLvo+3GVRSjxBj1hpAZHE52G0cSBZKFClHifdLpEykiCNUTRkwIs+lzmuxNqp0/YXFUu257vEIwwsmnTS9NcSGrAW1YlkJBjRIJygRcHiCbrqClMIant+fEweCPvdb2NWf63sTGKy54ebzbHsfMggOAk10NgGxu7Zr1Z5deWvzyxr77XFqbRluGqGBBfTkJqBBI1ZGLwCMSCKyZurHgiUHCP/FlIWdvZpmBGM2IW/CEghOz4PE7AKxtHNIskJdmM5qpKLHQFBtJxNhSK70tQVci54yMWX4Sc+MjzvXt+HIpG36KtNiJbkZifV2FdtPGMAgY/IDC14Vag8DMltR2HS7g+QBzMnL1ssInRNuq72SL3X3COzbUxIxjCnBCKKSUfkdL4eb3Xn0OL7jk87f/8N5srTIFxiw6EmhgBwDxdU09ffDtE9sMBDS2v8aJX4OT5xC8u0FhMP9jJMNwOYntM/6jm758ySMZG27XC4lVEAtpRJyOCKL7xxPS3GOpLxKbloR5nCHotZMnPvXVv5FgpjNkZAEhCXxB4AcUdZ/B93XeQNhaHKBEIJ/Lealcy+e7V45+YnTHjUG69TPH4AjGxzEFOKAnI1LK0aHhG6998zncnx78xC8ffLjo+xJeAPi+7nEoJKivDr6vzbY94UzGRCfBHd9pnAcnObltvcMY7+TEMjZ5TPDqxIVk76dxafTuCGh186FBRknD4gRHtlzzGpREgzoCrAF/BGSFcRN5KCOPpebkDTuNGZGo9nv8B9txvUou9AOGusdQq2trHhB4PkWtRiDAwTLzfrb0qt/92As/uRkr1v7VSzlShx3HHOBApC7ccec9X+psz9PTV/X+3dZtfcWJaQGPqfZ3fqBohR8A0FV3w8lmAuCEQHUWQ3RiY/tDIyVpWN5gyUlz620DeQZgq9ekYVmz90d97KzXcX5rSXjEfG7RFGu9MD/Tpii2o4dYiomMLgq1EctCJ+W+cOIelQS1jw+lQitNSkbwA4pqnaNS5fB8RV3qPsHwGJBv6Z4otC6//4kfPX3cwA0cZTz40Y6r33IlutqcG1avXPbxefPmTXtegJRDkM9SFLIUGVdNvHxd/7kaqALnpgJpIHXZLhMPEVNe7WHdQhOc2gZ5LCcTMwDfoieAfo9o5dg84Kgik49+JOch0rrIQ14ePsXLQtiW3k5zi6rRWnREEstzad6bAxrtPyrmpCf8sahE9eA8gMN8MKpCastVhrEpjolphmqdgsBH95w50x2zFn/8wHBww9pzLj2ux/C4WHB77D3oy5ZSyz93z+n1xqaCL/Xv3+N0lFLgDNg/5GHnoMTBaYKKUAA2YGTQigTMPVVtj5LmuGqw1s0cPrGZYzO5kMSpi7Vx5QSxQvViKxy/YRtRYhbEIga1VKdXCEFq+lea9DOtQCVLvCl3utlsdKBjx5gYcJvJfOIBgOgWEYRIuA6B6wbwfY5te7PYN0jAGUFbwcOiRfO9rtmL/iJf7PxGrTp5nE3Ey3TVH8n4wfe/jSvf/A7R1dW9MeXS/S0F9sau0iib3xNgVlsNZ63ux7YDVQxNSlQ9ioBQBLC8btqG2iAMw2WBuAvelv+sYCZbSiRUtdGIXPQRLw/d7paEGHcoESvo0f6smSueJD6LL5/JPX+o7hLQ3y28k8C6Xol1IRBzoZLEXYpY6xOELdZD4NqSpGyUGknytbBkSJWilnI9gJSx86CHr93pon+Qo+9AgInJAMuW9noLFvT+aW/v3G9OTIz5J626/HjD7/hSFDN+911Xwa+Nec/tPf/WC89Z+IGzzyjWnu0bxtMvMizrbsU3/3wS15w5AJSrkEKo9hdStb/wJFDXRdBtft5sIhrzYDYDiw1ikgCOAQWBbeTDEeP1r8RBs0ZII5p9BkT0QpIGShIv0omG11HxSxI6ZGSTvZgiTvE2j6ZyQlQ+JJ+r4u4ngOs+343tu1uwekmAJQtHIDKdNZJa8IHXn3nJrdt2jXsrVh5/cAOvAEUx481vuhwHdt4dzF547U333v81p1xzPpNPTeSnKwSL53HkXD92ZKVUhb8CrSYEZqJF1YSThWTYjpBAeDttHsxkgZtaF4T1iEBOGtB8NMB+yQrK0Ww/IauG6gmUohLFkyBMYIhKtEG17ZNWokPEVdTvtQ1B2LHD6uxh6GNsDiQxXWMYmEhjboGiUkvj4jN6pqYw56/fctXbb7rl23fjD99zZDVNjsV4xQAOALMXXoXv3/ktjA93feWCtR28Nrn7is72zedu3u3lNuwqgmTSoJTpCSVggvJN1y7V/1GqTl2WeqCOrAVU2mi5k5NMmw5Qfetu+D9E64OQsEjkoUYDZ24iH74c4Ie1Q0Bikh7R8SY6D15n3aimrADRKlRUB0WBXIb1wyMun/x2FtcOU+CiEtox17zPUSlnsKrXx7K54wjYPCxcuna8pTP//zpY5isP/eq2VxTcjUf/FR7y4F/zLX3e3/3NNyb/4ue/Zi5POQgEUBN60mlK74IAhIFSigwFskwizSRcCrhMgjNVCckUign7YVKT16h5dyL/0VZNqG3RExIiNQoKid8NYq9p9P5QrvqGhAdr3/GQAdnAzcO6L+GyZG2XeJ8kArPtKMmBWDma6viovEzGVHUERgU4E6oyAlfPzFRL0JUTOFPFmwgkhGDwA46674Tllhn1sGFXC4bktZO/c9UF16dcfoPjvKK2NBwnZq96XHN9l8+5+wnPn/ROWTBy/d6BKeo4DJM+Ra0qIcpVVRfaJYCTgkAKdUKR0i5hmWCLCozxFiUmU4dYsR9kJsuNJrTlECY3PgeIbHfM+3iEJiTpkQ2fyQzbkHHVQ720VBDtGhZC/U5JTQtvPdGkCDs/UCvSkMJWVKLvpo6jUNk4rI50qg7HCRD4LsYm86h7jmpxIwNUvFnilEU9n5+38tzN1El9x3mJ4QvHYhx3FeVQ4zdP3Yeb/vkL/pWXvH6ovbPjD7ds20MLvEYCAZRrVbz3kn5cfsY49g8IjI4pE00oU8kRVJXWZdZz8kGZyVQnaAhmshSTuOVuUgPclhBJ3PLH1AkkFBQcQcJDchKcsOp0pnXV7oCGSUL8SiHxD0O6ZS5cikg9MRbfzspnTJXFVrVvfDiOh2y2gr1DAb7+kwy27iU4aYHA6HgLhsezyOdzyOZa/nbv8NzPjB54+Kl5veccdynwUOOEAhwAbrrpy5jdVpqoCfr9kxZ2DZ223F03OLiXvOF14/jIuzxcerqPeV0VPLWFYnw6DXAHDiVIaWBzQ01IVM+OamrCdZmHZGkGY7njmT6NmTOArahEAIcFavV5vF13c4lwBoBTHJFkGKMjDUpP3ELGOk/aE4fQkpr/ssKP7ehEHZHI9WSSawmQswC5dBX9Iz7+8hsduOWeuVi/pRUpHiAI8qg558tly8/6+zb2zc+1trVXlp320RMNrxNLUQBA376q42Ojzy9dcP6nCqzopp3J93F/d8e+g5UUpxO4+LQhXPJUFbf8VIKkG7dhTpJd7D5MIp7BcjcoK3pDIS2xN96Eo8gww0Dd6kFIPDMn5lI/zEjstzHHtHEYFcXg10wSLa8NQIjKeBdqJQkZqitqtxQBESBCVbRSRX+AKOs+vkMJwHEFfv50Cj9f34GWdBbzCwE2blmC9s7l3pJ5a/9h1oJlnxwdvdvvaiueMEzZ4xXRwY9klFpa0VHc4adyrX/b0lJY1jbnyu8NTvb6AyMpTFc4PMEB5oBRAkZkTAcH4tYupCjakjNNU5ie+LGwgA9pSgGABOCs/dil0dQCe7kMlR/zUcP6sLZvPcLQAMv4Envl5Bex9m+72KNmqvoRtsgGRKCe7XbZgVC1AYNA6+HCagolEQZHqPh9hsB3wCkDdwha0x7OXd1V/9Pfv3r91W++5gvv+ofnrl//m36/7VUCbuBVYMHtQchiAPA2PPWwR2jqj4r5M4K05O/7zZ4Ke+h5hkzWQZpZEyFtJe0JZUhHKAnBHVarspISmlnHxrlQoqaJHTAXIiBqY27CTYltym2/emLyaDuTQrUmmWNKEOn6SFxsye8GrW0T8/VMU1j1u6VuHxj9o7bkRPk8aaASwU2H5GinSg6sew7GJvNY3TuBC1YBncUVwfnnrfg3xuifbNy4sXbw9ndg7e0nGkXx8aoCuBmvO+08TE0M10CKH8mwnu2PvlB5/Zz2+jVpMYqxmsRUwBEIVSg9LLhPImmQU2JNNiN5kFn0ZCb+apbMGJPe5AMVB2IX2IlCUc1VMyNNsZWSBMdWDxn/vqTZzqNtqTgUe+PRNk15bqN3M313UfujoAIIhIw6P0Bq2TAAJUC5wjE0mkWxNBdvW9f1wyUrrnj69FPmfXV0Yqo2e1bHiYbNjIf3VT1uuPknmCp7c09a1HbD/oPDb7/he4/ixX1j4KksSi5Fe0qgkJLIuhJpB3AdAs4Ah2lwGx1c1wg0k7pDjWSknkwu0EiLuLxV8Cec2EavKaWKIlm1DWM0yq5JSK24GZ2KFlNNGr5Xs6jDJhdtItbE7M9o4A6XcJiE6wZIuz6yKR/ZTA25bAWZVAWcllH25qBC34pUpuM/Mqz/Q4FM7e1Z8vYTDZFDjlc9wAGgVi3D4XT+pq37F23b+evP3H7Pk2f86P4hStJ5MqfI0JYRyKUk0i5BigOcE62gIA40op0wyV8ecljNNxviq9WfpBUOg79iRTmJRY9IU4AngR06pGIAj5eiS+rssXBX6zfE4kls/m/LgAmAUwrlLOMCKVcgk/KRS3so5ipoLY2hlJ+QWweXiyl54fpTl5351zwzbwdk0FfIN5nxv8rGq5KiJEcqnQWAPinX9528bOE7dvQd7O7pWfn9B5/Zs3D8QL/SxRmByyMLHi+phhBgdh5mVD7YjIhgR2UYGjNpDNaIVEAUhnwLokotGrIeC96ODzvQy6YpYUFRq1xbNDcw4QkkbrUTgVbmMyHjFyslABHqWEimSiQLCTChergKQUEAcEpRZwSeD7jpjvF0+4WDZEK8e//Qmv79Twf7fueyI28hcqLHb4UFt8d373oA1161Dtv2DKzaufvgN2/79l2zqtOTc8rT4yhkCbJpBmoFjRNNTxiLShgTg0epkp9jtbP1fqSQIUCElBoACGNgbAdPdKeILLfZp7LYVO3fsuCRumNeq/LIXL9W5ZNlbKIZ9bhEqIxI49W1Lbm0f5+KwjTfmRGAc1XhwGzfXASMAinXRynvobUlj2IxeyCf896zeM25j8PLlBFUJMm8MlGAx2r81gEcACbLNeQzLtn45BPS56Urt2zr+/Cm5zadGtTHusvTqiGplCotTkoJzghch8JxFFUAFGiDQD9skJudaGAreU2q1hoW6IG4tp4Edvg4AoBzBh0LYhxUiheb4pmGgxtw+0LJekbyEyL8yuEdRyV3q2MQBKpJlJFQXQdIOSqGR4LA94GapyrGdrQXsWhBqX/R4hWbCi3zv+imu+7Z/fzXccpZxy+t7HiO30qAJ8fWrTsggT944Tcbzp2YmHzHzp27CoODI5iYVo1j0imCXIYjk2LgDPqkStTqATxfwA8i620fEHMReL56hO3Y9WVgJpWmjwzX4HZ4AuiHAri22lwD3OE68IlKTbWMiqIu2iBAmLxb94ymbZ1QTauEVOvVPaDmAZ6nuBLnBJkUQT4rkU1J+IHEyLiEmy5hztwFk/lC4Qdnr13zCIBbOmb1nuhT+7LHbwUHP9xYtmwRANwyOTn5r+Pj44+WCo+cOjpR/eAdP99MpibGMX9WCimHopgjSDnKGperJASAENB1QExQFgm9g1IKAMqSe756NhcCpVJLbYqQU6Ji1cPyaHb8R2IklQ+lg0eFjDiXEV3RGTaQBD5VDva6r8Dt+YqCUFjRhjpmnghluas1gUrVRyAkXIeCgCOfCdCan0axlEdXsFLW/MyX1l1w7qZSqXRbLpf3TvQ5PVbjNQFwMwqFgjc8sOsbV1y2rvWZ5/fcX6Gzr8mn5Pv7tm+WLDhIZrVWUCwQiIBhzwDHxBRQ95QFJzChtRQOUxYXAECAal2i7glU6xHATeyLYARgiuAacEqL/8diR4AYR7a9nCbakZnwX/3MuQp2Yro8WxAo53O1RlD3KKp1tQnOogZmjEUhC9U6MFUOsH8wgC8CpHiAubOzWLFsvlxzxnJSyNX/ZXBy1g8ln//I2ER1tKcnf6JP4zEdrymAA0B7Vy8AjNZ9eddpp2H94ODIjfeVh+jS3t6bi5mRpQcPPJV+YnMVadaCiSmCkQlfc3QCl6jKt45DkU0rmuFUgfGpAOPTQLmui+ETqWkF4Bh3KgWYcZIAYdCVHbUIxOW9ZHkMI+GpyD0l2zlc6DhsFbcNEKQcjslyGhPTEuWqAGME2TSFw5XFTzkSLpfgXEBKin5ax9JFI9gx2IVTF6+pLpxTeLFQ8q/rmrtW5PKtfR0QBwk54XF3x2W85gBuhssJABwEcHDni08AQlzc1Tlncan79G/Vs3ucgb7NLZnB4dLEcB0pT4ZqietQpBygtQi0FT0EgY+h8QB15mHfpIM0I8g5qs20Yyad2tsYUN2tzEqUppqDh9IkpFI1dFy2SFh8VZzSaNIBXB7A4QKu4yOT8sB5DX0DDsr1dmzd60MGEq0FCs4cFLIErivAqUAuI5BKlTEylcWSxXPHzz3vorFsYYnXt9f/PS7K2zmjg/lC24k+Tcd9vGYBbo+FS9ci8AYGKSdDVYrVuw88VX/L5e/7owvOeex/Prh+vz80kl29e3df6sDQNCamq5jdTjC7zUdvzzA2bpdYMreAd142gk/9u4v1L7Shp6CaowZcKxhStUvhDKqZEJT1ZoxouqPzSgW0qqHlOa3XS30WCNTk0nUE0m6g2zMG4DxA2vXQXprC+hfr+Px3O3HaYgKSmsbmrQQLOx3kMhSZlER3h4Oq34Ku7rm1gbHJjanO+fyaC0+79Zktd920fMUFbmurU2E0kLPbW0/0aXlFxn8JgAMAc7oAxQjKw0NDIMT5Kmr8q9dc/V7X8/x/fH7Lzq7Hntw+h8ryeb2zffS0bMGGXRzfuT+N0xe5yLAsTp03gYeeK8IXLmoBgScIakxZcSW/KaWDQEmGnFG4jpLlAKBWB2p1pd4AigpRyuAIS6dmgOsEyKQ9ZFIeGFMZ65xJpFM1PLPTwchIGsUVApdd7OEnRQd9/S0oFHMvLOxN06VLeoaks3RPa8fCgVWc/8Xtdz9Uz2SyOP2Ut6OUaz9mZYl/W8Z/GYDbo70jFhhUB/DBcrmKNatPOYkz5/3V6X5xsG8azz3Unrr47O7/1ZGfyKWLVRC2CxlSBwkkqj4wWlf1trvyFIxIpDgg0lEzKpcT5NJALivACDA6QTA6EWBs0gelQDbNwFlUkBJSglIfacdDMVdGe2kSfgCMjmdQ8QnGxhnmdHTh/LXLsWAhx/ze/PT7e3Z8/fsPLAzOPXflLy5et5qJQPQBeI7xyI3+Byf6gJ/A8ZrQwY/HeGHLdjDG3Gq1+s7xsYHsgtl178GN01ePjrO3OhSo1AWefPYJZFIH8cyLJeQJQ3erRC7lgxEP6RRDKc/Q0yHQ01kBoT4ODKXwiyclDo76ICDoaWOY1ZZCMU+RTQMdrQ66Owlmt5fBnQls2F7D/NmzsWTx2RBwwKnA8BR+vHlX6x0LZ3NnwbzuciqVuj0IgrqeXP/3SIz/khb8SMaK5YsBZd2/DQBjY5N408V4EJA3SglRqXpoS21He2kA+8ZSENMuigVC3nT5Gf90YP++FUKKIJ9l6OkI0Nk2iSe3Usyey3EuoygU63hqi4OeIsPsDge5NAVlhM2bO/eF6ZFf/+9MRsrpuodfPZvHeXQx1p5/IShzISWhrSAvLlmGnenMa0vOO17jvy34MRz79u6FHwSLN2/anPGCAJkUxaw2gVJhEj9+3MXJPSqDZuG8Kn7yWApdWYbOVo6MSyAJxZKlJ1cY49t7enpO9E95zYz/D03VjjYYEdD0AAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI2OjM5LTA1OjAwBM0CjwAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyNjozOS0wNTowMHWQujMAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 65000
{'hecke_orbit_code': 33554516, 'n': 1, 'trace_an': 2}
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id: 65001
{'hecke_orbit_code': 33554516, 'n': 2, 'trace_an': 0}
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id: 65002
{'hecke_orbit_code': 33554516, 'n': 3, 'trace_an': 0}
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id: 65003
{'hecke_orbit_code': 33554516, 'n': 4, 'trace_an': 0}
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id: 65004
{'hecke_orbit_code': 33554516, 'n': 5, 'trace_an': 4}
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id: 65005
{'hecke_orbit_code': 33554516, 'n': 6, 'trace_an': 0}
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id: 65006
{'hecke_orbit_code': 33554516, 'n': 7, 'trace_an': 0}
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id: 65007
{'hecke_orbit_code': 33554516, 'n': 8, 'trace_an': 0}
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id: 65008
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id: 65009
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id: 65010
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id: 65011
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id: 65012
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id: 65013
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id: 65014
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id: 65015
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id: 65016
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id: 65017
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id: 65018
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id: 65019
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id: 65020
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id: 65021
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id: 65022
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id: 65023
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id: 65024
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id: 65025
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id: 65026
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id: 65027
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id: 65028
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id: 65029
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id: 65030
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id: 65031
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id: 65032
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id: 65033
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id: 65034
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id: 65035
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id: 65036
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id: 65037
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id: 65038
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id: 65039
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id: 65040
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id: 65041
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id: 65042
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id: 65043
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id: 65044
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id: 65045
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id: 65046
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id: 65047
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id: 65048
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id: 65049
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id: 65050
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id: 65051
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id: 65052
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id: 65053
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id: 65054
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id: 65055
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id: 65056
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id: 65057
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id: 65058
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id: 65059
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id: 65060
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id: 65061
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id: 65062
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id: 65063
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id: 65064
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id: 65065
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id: 65066
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id: 65067
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id: 65068
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id: 65069
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id: 65070
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id: 65071
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id: 65072
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id: 65073
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id: 65074
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id: 65075
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id: 65076
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id: 65077
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id: 65078
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id: 65079
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id: 65080
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id: 65081
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id: 65082
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id: 65083
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id: 65084
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id: 65085
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id: 65086
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id: 65087
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id: 65088
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id: 65089
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id: 65090
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id: 65091
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id: 65092
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id: 65093
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id: 65094
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id: 65095
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id: 65096
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id: 65097
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id: 65098
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id: 65099
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id: 65100
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id: 65101
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id: 65102
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id: 65103
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id: 65104
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id: 65105
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id: 65106
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id: 65107
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id: 65108
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id: 65109
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id: 65110
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id: 65111
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id: 65112
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id: 65113
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id: 65114
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id: 65115
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id: 65116
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id: 65117
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id: 65118
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id: 65119
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id: 65120
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id: 65121
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id: 65122
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id: 65123
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id: 65124
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id: 65125
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id: 65126
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id: 65127
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id: 65128
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id: 65129
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id: 65130
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id: 65131
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id: 65132
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id: 65133
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id: 65134
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id: 65135
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id: 65136
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id: 65137
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id: 65138
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id: 65139
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id: 65140
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id: 65141
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id: 65142
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id: 65143
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id: 65144
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id: 65145
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id: 65146
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id: 65147
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id: 65148
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id: 65149
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id: 65150
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id: 65151
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id: 65152
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id: 65153
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id: 65154
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id: 65155
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id: 65156
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id: 65157
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id: 65158
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id: 65159
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id: 65160
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id: 65161
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id: 65162
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id: 65163
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id: 65164
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id: 65165
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id: 65166
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id: 65167
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id: 65168
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id: 65169
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id: 65170
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id: 65171
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id: 65172
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id: 65173
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id: 65174
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id: 65175
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id: 65176
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id: 65177
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id: 65178
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id: 65179
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id: 65180
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id: 65181
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id: 65182
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id: 65183
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id: 65184
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id: 65185
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id: 65186
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id: 65187
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id: 65188
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id: 65189
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id: 65190
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id: 65191
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id: 65192
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id: 65193
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id: 65194
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id: 65195
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id: 65196
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id: 65197
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id: 65198
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id: 65199
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id: 65200
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id: 65201
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id: 65202
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id: 65203
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id: 65204
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id: 65205
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id: 65206
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id: 65207
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id: 65208
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id: 65209
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id: 65210
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id: 65211
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id: 65212
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id: 65213
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id: 65214
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id: 65215
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id: 65216
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id: 65217
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id: 65218
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id: 65219
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id: 65220
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id: 65221
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id: 65222
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id: 65223
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id: 65224
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id: 65225
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id: 65226
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id: 65227
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id: 65228
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id: 65229
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id: 65230
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id: 65231
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id: 65232
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id: 65345
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id: 65346
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id: 65355
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id: 65356
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id: 65456
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id: 65457
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id: 65458
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id: 65459
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id: 65460
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id: 65461
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id: 65462
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id: 65463
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id: 65464
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id: 65465
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id: 65466
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id: 65467
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id: 65468
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id: 65469
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id: 65470
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id: 65471
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id: 65472
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id: 65473
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id: 65474
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id: 65475
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id: 65476
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id: 65477
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id: 65478
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id: 65479
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id: 65480
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id: 65481
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id: 65482
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id: 65483
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id: 65484
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id: 65485
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id: 65486
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id: 65487
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id: 65488
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id: 65489
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id: 65490
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id: 65491
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id: 65492
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id: 65493
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id: 65494
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id: 65495
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id: 65496
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id: 65497
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id: 65498
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id: 65499
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id: 65500
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id: 65501
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id: 65502
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id: 65503
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id: 65504
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id: 65505
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id: 65506
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id: 65507
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id: 65508
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id: 65509
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id: 65510
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id: 65511
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id: 65512
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id: 65513
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id: 65514
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id: 65515
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id: 65516
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id: 65517
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id: 65518
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id: 65519
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id: 65520
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id: 65521
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id: 65522
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id: 65523
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id: 65524
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id: 65525
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id: 65526
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id: 65527
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id: 65528
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id: 65529
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id: 65530
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id: 65531
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id: 65532
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id: 65533
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id: 65534
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id: 65535
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id: 65536
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id: 65537
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id: 65538
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id: 65539
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id: 65540
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id: 65541
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id: 65542
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id: 65543
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id: 65544
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id: 65545
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id: 65546
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id: 65547
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id: 65548
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id: 65549
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id: 65550
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id: 65551
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id: 65552
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id: 65553
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id: 65554
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id: 65555
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id: 65556
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id: 65557
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id: 65558
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id: 65559
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id: 65560
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id: 65561
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id: 65562
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id: 65563
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id: 65564
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id: 65565
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id: 65566
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id: 65567
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id: 65568
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id: 65569
{'hecke_orbit_code': 33554516, 'n': 570, 'trace_an': 0}
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id: 65570
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id: 65571
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id: 65572
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id: 65573
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id: 65574
{'hecke_orbit_code': 33554516, 'n': 575, 'trace_an': 52}
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id: 65575
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id: 65576
{'hecke_orbit_code': 33554516, 'n': 577, 'trace_an': -60}
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id: 65577
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id: 65578
{'hecke_orbit_code': 33554516, 'n': 579, 'trace_an': 0}
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id: 65579
{'hecke_orbit_code': 33554516, 'n': 580, 'trace_an': 0}
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id: 65580
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id: 65581
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id: 65582
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id: 65583
{'hecke_orbit_code': 33554516, 'n': 584, 'trace_an': 0}
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id: 65584
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id: 65585
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id: 65586
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id: 65587
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id: 65588
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id: 65589
{'hecke_orbit_code': 33554516, 'n': 590, 'trace_an': 0}
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id: 65590
{'hecke_orbit_code': 33554516, 'n': 591, 'trace_an': 16}
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id: 65591
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id: 65592
{'hecke_orbit_code': 33554516, 'n': 593, 'trace_an': 60}
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id: 65593
{'hecke_orbit_code': 33554516, 'n': 594, 'trace_an': 0}
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id: 65594
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id: 65595
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id: 65596
{'hecke_orbit_code': 33554516, 'n': 597, 'trace_an': 0}
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id: 65597
{'hecke_orbit_code': 33554516, 'n': 598, 'trace_an': 0}
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id: 65598
{'hecke_orbit_code': 33554516, 'n': 599, 'trace_an': 36}
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id: 65599
{'hecke_orbit_code': 33554516, 'n': 600, 'trace_an': 0}
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id: 65600
{'hecke_orbit_code': 33554516, 'n': 601, 'trace_an': -44}
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id: 65601
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id: 65602
{'hecke_orbit_code': 33554516, 'n': 603, 'trace_an': 0}
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id: 65603
{'hecke_orbit_code': 33554516, 'n': 604, 'trace_an': 0}
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id: 65604
{'hecke_orbit_code': 33554516, 'n': 605, 'trace_an': -28}
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id: 65605
{'hecke_orbit_code': 33554516, 'n': 606, 'trace_an': 0}
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id: 65606
{'hecke_orbit_code': 33554516, 'n': 607, 'trace_an': 32}
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id: 65607
{'hecke_orbit_code': 33554516, 'n': 608, 'trace_an': 0}
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id: 65608
{'hecke_orbit_code': 33554516, 'n': 609, 'trace_an': 4}
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id: 65609
{'hecke_orbit_code': 33554516, 'n': 610, 'trace_an': 0}
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id: 65610
{'hecke_orbit_code': 33554516, 'n': 611, 'trace_an': -48}
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id: 65611
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id: 65612
{'hecke_orbit_code': 33554516, 'n': 613, 'trace_an': 44}
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id: 65613
{'hecke_orbit_code': 33554516, 'n': 614, 'trace_an': 0}
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id: 65614
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id: 65615
{'hecke_orbit_code': 33554516, 'n': 616, 'trace_an': 0}
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id: 65616
{'hecke_orbit_code': 33554516, 'n': 617, 'trace_an': 20}
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id: 65617
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id: 65618
{'hecke_orbit_code': 33554516, 'n': 619, 'trace_an': 0}
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id: 65619
{'hecke_orbit_code': 33554516, 'n': 620, 'trace_an': 0}
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id: 65620
{'hecke_orbit_code': 33554516, 'n': 621, 'trace_an': -8}
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id: 65621
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id: 65622
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id: 65623
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id: 65624
{'hecke_orbit_code': 33554516, 'n': 625, 'trace_an': 66}
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id: 65625
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id: 65626
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id: 65627
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id: 65628
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id: 65629
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id: 65630
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id: 65631
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id: 65632
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id: 65633
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id: 65634
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id: 65635
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id: 65636
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id: 65637
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id: 65638
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id: 65639
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id: 65640
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id: 65641
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id: 65642
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id: 65643
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id: 65644
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id: 65645
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id: 65646
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id: 65647
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id: 65648
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id: 65649
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id: 65650
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id: 65651
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id: 65652
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id: 65653
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id: 65654
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id: 65655
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id: 65656
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id: 65657
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id: 65658
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id: 65659
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id: 65660
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id: 65661
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id: 65662
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id: 65663
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id: 65664
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id: 65665
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id: 65666
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id: 65667
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id: 65668
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id: 65669
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id: 65670
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id: 65671
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id: 65672
{'hecke_orbit_code': 33554516, 'n': 673, 'trace_an': -68}
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id: 65673
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id: 65674
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id: 65675
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id: 65676
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id: 65677
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id: 65678
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id: 65759
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id: 65773
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id: 65774
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id: 65776
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id: 65777
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id: 65778
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id: 65779
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id: 65780
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id: 65781
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id: 65782
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id: 65783
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id: 65784
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id: 65785
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id: 65786
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id: 65787
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id: 65788
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id: 65789
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id: 65790
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id: 65791
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id: 65792
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id: 65793
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id: 65794
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id: 65795
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id: 65796
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id: 65797
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id: 65798
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id: 65799
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id: 65800
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id: 65801
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id: 65802
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id: 65803
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id: 65804
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id: 65805
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id: 65806
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id: 65807
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id: 65808
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id: 65809
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id: 65810
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id: 65811
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id: 65816
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id: 65824
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id: 65825
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id: 65829
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id: 65830
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id: 65831
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id: 65833
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id: 65841
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id: 65851
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id: 65861
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id: 65891
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id: 65892
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id: 65893
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id: 65894
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id: 65916
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id: 65943
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id: 65944
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id: 65945
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id: 65951
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id: 65952
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id: 65953
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id: 65954
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id: 65955
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id: 65956
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id: 65957
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id: 65958
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id: 65959
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id: 65972
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id: 65980
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id: 65986
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id: 65988
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id: 65989
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id: 65990
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id: 65991
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id: 65992
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id: 65993
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id: 65994
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id: 65995
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id: 65996
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id: 65997
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id: 65998
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id: 65999
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