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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, 1], [5, -1], [13, -1]], 1, 1], [[[2, 1], [3, -1], [5, -1], [13, -1]], 1, 1], [[[2, 1], [3, 1], [5, 1], [13, 1]], 1, 1], [[[2, -1], [3, 1], [5, 1], [13, 1]], 1, 1], [[[2, -1], [3, -1], [5, 1], [13, -1]], 1, 1], [[[2, -1], [3, -1], [5, -1], [13, 1]], 2, 1], [[[2, 1], [3, 1], [5, -1], [13, 1]], 1, 1], [[[2, 1], [3, -1], [5, 1], [13, 1]], 1, 1]], 'ALdims': [1, 0, 1, 0, 1, 0, 0, 1, 1, 0, 0, 1, 0, 1, 2, 0], 'Nk2': 1560, 'analytic_conductor': 3.114165678829935, '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': [390, 1, [131, 157, 301], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 77, 'dim': 9, 'eis_dim': 15, 'eis_new_dim': 0, 'hecke_cutter_primes': [7, 11, 31], 'hecke_orbit_code': 33554822, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 1, 1, 2], 'label': '390.2.a', 'level': 390, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [2, 3, 5, 13], 'level_radical': 390, 'mf_dim': 92, 'mf_new_dim': 9, 'num_forms': 8, 'plus_dim': 1, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 168, 'trace_bound': 5, 'trace_display': [1, 1, 1, 8], 'traces': [9, 1, 1, 9, 1, 1, 8, 1, 9, 1, 12, 1, -3, 0, 1, 9, -6, 1, 4, 1, 8, 4, 8, 1, 9, 1, 1, 8, -10, 1, 0, 1, -12, 2, -8, 9, -18, -4, 1, 1, -6, -8, 12, 12, 1, 8, -16, 1, -15, 1, -6, -3, -18, 1, 4, 0, 12, -10, -20, 1, -2, -8, 8, 9, 1, -4, -4, -6, -16, 0, 8, 1, -22, -26, 1, 4, -32, -3, -16, 1, 9, -30, -12, 8, -6, -4, -10, 4, -54, 1, 0, 8, 8, -16, 4, 1, -30, -7, 12, 9, -2, -6, 0, 1, 0, -26, -20, 1, -2, -4, 6, 8, 10, -4, 0, -10, -3, 4, -16, 1, 13, -18, -14, 0, 1, 0, 8, 1, 12, -3, 60, -12, 0, 20, 1, 2, 26, -24, 12, -8, -16, 8, -4, 9, 14, 2, 25, -18, -10, 1, 24, -4, -6, -16, 24, 1, 6, 48, 22, 1, 64, 1, -20, -6, -4, 36, 40, -8, 9, -30, 4, 12, 22, -18, 8, 12, -12, 18, 44, 1, -42, 0, 14, 8, -10, 16, 56, -16, 8, 12, 48, 1, 66, -22, -3, -15, -10, 4, -8, 1, 4, -50, 0, -6, 18, 8, 8, -3, 16, 0, -44, -18, -40, 28, 12, 1, -32, -2, -6, 4, -6, -2, 32, 0, 9, 18, 52, 12, 22, 16, -32, -10, 82, 1, -16, -20, 16, 16, 48, 1, 2, 69, 1, -2, -7, 10, 12, -8, 4, 1, -12, 8, -32, 48, 2, 9, 10, -4, 32, 1, -10, -20, 56, -4, 6, -48, -14, -4, -42, 1, -48, -6, 0, -6, 12, -16, 78, 60, 0, 0, 10, -16, -4, 8, -12, 4, -16, 1, 27, -18, 2, -22, -26, -7, -28, -26, -12, 6, -16, 1, -16, 64, -18, 4, 46, 2, -68, -32, -8, -16, -56, -3, -6, 14, -8, -16, -66, 14, 8, 1, -20, 32, -72, 9, -3, 36, 14, -30, 0, 4, -4, -12, -18, -40, -44, 8, -46, 1, -38, -6, -16, -4, -32, -4, -16, -18, 60, -10, -2, 0, 1, 4, -78, -36, 24, -54, -32, 60, 40, 1, -75, 22, 5, 0, -6, 14, -8, 8, -6, -34, -80, 8, -2, 24, 1, -16, 22, -8, -68, 4, -32, 0, -96, 1, -48, -38, 12, -30, 14, -7, -32, -7, -36, -10, -32, 12, 54, 24, 16, 9, 34, 12, -8, -2, 1, 16, -88, -6, -22, -22, 10, 0, 0, 8, -12, 1, 28, 32, -20, 0, -42, 20, -16, -26, -6, 24, -48, -20, 4, 28, -16, 1, -14, 16, -42, -2, -48, 10, -8, -4, 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-112, 130, 46, 22, 80, -6, 72, 16, -60, 46, 24, -32, -18, 40, 0, -10, -110, 8, 20, 82, 8, 36, -8, 1, -6, 16, -6, -16, 62, -74, 0, -20, 0, 48, 212, 16, 34, -4, -2, 16, 50, -26, -64, 48, -72, -32, 128, 1, -23, 6, -20, 2, -30, 0, 24, 69, 88, 10, 116, 1, 0, 0, 1, -2, 98, 76, -120, -7, -2, -60, 24, 10, 70, -148, 0, 12, 80, -4, 16, -8, 20, 80, 72, 4, -146, 140, 6, 1], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 201723
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '78.2.a', 'sub_level': 78, 'sub_mult': 2, 'weight': 2}
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id: 201716
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '15.2.a', 'sub_level': 15, 'sub_mult': 4, 'weight': 2}
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id: 201718
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 2, 'sub_label': '26.2.a', 'sub_level': 26, 'sub_mult': 4, 'weight': 2}
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id: 201719
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '30.2.a', 'sub_level': 30, 'sub_mult': 2, 'weight': 2}
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id: 201721
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '39.2.a', 'sub_level': 39, 'sub_mult': 4, 'weight': 2}
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id: 201722
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 5, 'sub_label': '65.2.a', 'sub_level': 65, 'sub_mult': 4, 'weight': 2}
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id: 201715
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 3, 'sub_label': '130.2.a', 'sub_level': 130, 'sub_mult': 2, 'weight': 2}
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id: 201717
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 7, 'sub_label': '195.2.a', 'sub_level': 195, 'sub_mult': 2, 'weight': 2}
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id: 201720
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '390.2.a', 'level': 390, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '390.2.a', 'sub_level': 390, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '390.2.a', 'level': 390, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsLEB8RWhzIOAAAABBjYU52AAAA0AAAANAAAAAMAAAADCKX1dkAAIAASURBVHja7P13vGVXfd6Pv9dau5x269xpmtFIM5pR7wghECALBAYbbAK4YXCN7cR2YpL4Fydx3OKaxMnPOEAcsB3bYIxtsEURiCYECKHe20jT+9x+Tz+7rPX9Y63dzr0CO3Es28l5vY5OuVdzz9n72c96Ps+nLMH/u/2N3Z585iRRHF/w6S8/UG/6AZunJRrN06cTbrgw4JabbmR+WXPwmS9ywxVrPHt0E+CzeSZiaqKL33rFQOAfDFo7Xuiv8g/mJl7oD/D35baw3AHYLYTYB0J3+xEf/NCfcdm5J9m3a4GaF/LIs5uEN3X1///O+w9dvGVSpVESMDdt2H8q4foLPa676nJOL8HRww9z/WU9nj02wZZpiFLNOZt7qpNc/syffeLpf3HvgaHxw4iL5yRvfc0Wbrz5rQgRgkEKIZ4DDit/8oU+JH8vbv8P4M9ze+zJA8SpHzTD7nfM1I41VjpefPzs4E0rHf/bA88wimMee+xx6uEae7e3We16PHeizjkzPQ4cS7nk/ISHnwvZuzPl7JJk59aYOGnSixSnl4ecv1lyZjlm307DIwcUl+9OOLvW5MJdiqdOSFZ7sG9Lyu4dU+y76AoEPp7SrPXlxwbx5K0rffxvum57f/vm+p/3h0nUnNzzQh+yv5O3/wdwdzNmAHAFyF133f1Y+um7n3z1TZctqxPzMz/qq5NNX4YcO3mW0WCB/shnoa1IjMdkTdMKDe1RygPP9blwZ51o5DE3OWS6WeeiXR46BS2GHDrpoY3g8FmDTGukJubC81JmJ7tsmhD0Rgn7drW598kt9Ac1mrWEZhgzHBmW2pL+UHPOtjlqjR1I1eeSPTt69zy++r63vsofbTnvTdRb22SSxH8A4umpifCFPqR/J27/VwL89Jl5fN/jM198kDe97iWB1slvHjlybMt9jz597mzjybl0GOhP3h1f/PKrFjl23OfYYoe953iAYW7KcGolpBakCAxzE5pjZ2tMteDLTw3wlcfshOGpY4Irdkq0CDl3a8Irr+hw35NTnFqEe5+JuPFyw64tKUjFxeev8PThkNkpgecN+eqjm5lpCQ7O+8xOxEgBTT/l7KpgspEyjAwX7ByyvDLNSqT5luubPHViNxOTCTdcMXOXCi89uX3Hrvla6P30ypl7o03br8fohImpuRf60P+t37wX+gP8bd2MWQEQIOonDtwfpY1LfyyJkx/6hXf9cfL9r9FXPfL4Svi5r7aZmz3F666rURdN7n1iwC3XpJxabtFs9Flp13jymKDdlzRDwYXnJEw2Y7bPpTx7cpKaN8ENFw04siR522uGdNd8njvpsbyiObYAZ9c0m2dGbNuimJuWKJXw7CnB3c9Nc9lOw7PHA66/2GfHppTnTkG35zFV89izo0s9EMxMCFa7PqMkpu5P8MSRlJuv67D/oOTT9zzMa29oc/TAzpff8+QhvOltox94Xeclyr/YG/QHv3/rZx/8H2cWu0GqxQCM2bGl9UKfkr+V2/8VDP7ZO+6lN9Cb95zvXXDZ7vADJ04s+nd+5fHpO+89OfXUqQ7/5m3z+GYLn7u/wTMnu3znLT1CMcutd8GFu3tsqjc4vRxz3jbD/fs9lAfDSLFna8qVezqs9RS9YY3HDyquu7RDqht0++ArOH9bzINPK3pRwLHFLm9/TY/DJ+cYxvDgM4LztqVIJVjtCZAJN1ykeOyAx2AU0e5JrtgDu7ZGRLFGKcl9++ucv01zdsFjaqrDxTsbfPwrAX5tme96lcfTB6b4zP0RXnONn3sbHD+7kzPtbWvn7rlydfO2c+Kt0+13zDXjg3HqLWzfdf0LfWr+j9/+wQLcGAOwdWV1ddetH/uk7AzD959pt/d967VfqjXweOjpTTx+UPPAsxEX7l3hJ74NHnxqG3c+nLJ16zK3XKt44tlpbn9gyGV7Rsw2W7QHCft2JDx51GfHJsMgkngqZfNUytKax599GVLV4RWXejT9GvVQcGRBc9PlGk/WOLlgGMY+JxcMvjfkZVcOOH62TiM0eI0hr7zqLDLZxJ99YZalbsrclEBJwzAW7JiNeOKYz4U7DL2uZNPsChfvCrn9a9M8drTLa148YvvUDHc+KLnvUJ8ff/Myl5yzifuebPHU4YgHD2l27Ur5rz918RCx/bkjJ5MfeenLX6enpqaPAWeF+IcJhX9w38qMngE/mOmtnL5xfmHwltWO/IEv3fWoufuBQ+LRozHn7urws989QifbeODpBk8dinju7IjX3LDKDRdO8Oj+Se58LGbH9g6vvdZj/6EGX3pswKV7NTtnQ3w1IEUxGCrOrErOnTP0RoI4iTm+GHN4IcGMpvjeW0YcOe3xpYc9rt4H521NmW4pnj6qmJ7UnLcl4ap9hjsfNhydN3zvLSMi5jl+psXR0zPEiaI/lOzYPOLMao3RKMEYgScUu7auctluyRcfnOWJEyNe/eIeuze1+PJDNR45MuTFly/zuheFHDg2x5MHDQ8+FxP5PX7muxfYOT3Jc8e3MDDnm207LxW9gfkD2Zj96M5dO746Go5Wbrr2vBf6FP6N3tQL/QH+Jm9nlzv+Y4eSH/rwxz75nZdsP/xbJw4/cs1TTz3FwmJfJAloLdh/wieo9bnxsoQ4qRPFHp0ufPVJyfnntHnppYIkavDYc4rF3ohXXBMxN9Hg0ElFqzWiUVd0+x5pKljrpHhK0o8E22YEe7aFXLdP0qglgKQepGgRM9/12Dzpcd72IQ8ckJwzq7lgZ4fTywnH533CQHB2TfKF+2Y4PT9DlBjmpiI85THdSugNBEpKBpFhohWxY67Glx9u8cTxIa976YB9Wxt87bEGX3os4rILl3nHLYbT83M8c1Rx8ETM4cWEN9+8xKuuDDk1P8fxsyHPHV4WX7zrUe577NTVi4PR91y/94H6DVdfsPMXfv5XH/+l//Dr+oU+l39Tt38QQeZzB44A/PCH//TTNz5+eO2tzx5+ZuKVu/czN7mFpZk5BpFkGPn0h4beSPGpe6bYe84q1+9dpT+cZRj5pMbwmftiBqM2V+wThEGLrz0t+dTX2mzb1OZll9c5uVDn1GJCfwj1MOKS8wz9oUd/6HPirGHr7JDhqse2mZgnjhjmJjWXnq945KDh3G3LzG1a42xniuklxYW74KnDATOTEZsmDY8dqrFzs2QYp+ycAYTP2sjw5NEa22eH1ANJs+aRpjW++oRh+9wyb9ztsbnZ4nP31nj21JAbr13mlVcYjp3awtNHfI6ejtl/RvOSK1f51hdrzixOc2oxZHEN1rqaQeTx6PEeR9a+KH7y9elPnTkgOqv9nS9bOHvsq8Dvbd6664U+tf/bt7+3EuXTt76Xq254G6P+0rccOXr8nXff++jl+w+e3f7ogVVOrKXccv0CP/MdKUZv5tDJCY7P+5w4qzlxNuLRY4YrLlnl339vm6i/hUefm+K5Y/D44YgTKwPe+IoBr7465NDxSR54RnB0fkirGXHx+bBnG6yshQxGBpCsdBSegnM3DznbEQTKUPcNX9tfR0nB9fsGSKk5eEpydLXP21894NTZOQ6dFCgledG+AVIa7numQRjYgHOl7XP+XIxSsNzxMGj6I8lSJ+GCHUMuOT9lohZy5GSTh/YLnj0z4uYXr/LmGw0nzmzmsedCDhyPeeRISk93+bm3r3HNnikePzjLsTMeJ87GnFqIOHBWEvsDfua7T3Lz5YqzS3Os9M8lZtvpue2XPbF5y47fmpvUn5ravE9EcWzCIHihT/tf+/b3jsEXTj2E74fC90zjrq/84Q2dHr935Hhn24lji4wGMZsnBd045M7HZrnl2lN864tX6A09RrEkij2SxCdOYp47OMnv3Jbw5pctcukeQ+BPEQQhraOSrz7i8cShPq9/yRK3XF/n7FKdZ46GHDsZsbaWsDYQnFiB4WAE0md2IsBTimEC80OYqMHWKUGC5uAZj5de0gEzwbOnpql7AYdOhCx1h7zk4piVLpjUZ/usplmLaA8Casqw99whs1N9PJXQ6dc4tdSgM/CYbtQ5M+/zpWOSs6sRU9N93vmdXaYakzxzeJJnDisOnIh47kxKY7rD993Y5ZKdU+w/Os2pBY+zSymLqzFnVgUnV1O+9cYVXnm5oD+cZbXb5OxSl8W1I9sff2Zp+yitXfrGN7z+7E5WfnDr5pnH7rzrYb7p5de80BD4a93+XmlwY+6n0Up39JbuuXB5qff5laUTP7i4cHauP4jRRtrf0QaFod0PeOyIYu+ONhft1GjtY4wHeEhhv/iTB+t89Kse525d4yWXREzUfVr1AE94LK/63PmoZLU/5LxzerziyiHTkyG+8gk9wZYJOG+Lx5Xnw9V7hyTA8bOwZRqmGoJNUxF7z+lyZsljcc3jgp0R7a5PIxA8dVRz7T6DpzQPPhcwTD2iWJEYyTmzESeX4NFDIacXWiys1FlYrbHa9lhYkTxxWPK1p2Nmptq86vo+33q9YTiY47mjLR59TvDkkYT9ZyJecvUqv/wDHbZPzXL09BRHzwScWkg5uxRxYtlwaBmuu3SJf/2dHWreNKcWJ1laC1lp+6x04Oxij+OnliafPXR6+9ml3us+dPtDX928dYf4nh/8Z50//cP3vNBQ+Cvf/l5IlPnlDkp5uw4cPbJn39xXfl33Hn/x8WMdubxWF8vtOsttj6U1yfJaynI7YrmdcnYNDi8Itm1Z5efevsJVu1scOzNrdfSCx5nFhNNLMYfnDX095Ae+dZnLd/nUvRYLy02OnvE5dsZwfEGTMmSqlXK6rRgMRqRxghCSoFbn3M0+58+NqIVgjGBhzbB7q6Eepiy0fY4vKgIFvg+jgWTvjoTeKCbwJL7SHF8MONP2qQeGvdsHLK14aAP1ULJzc8x52zo06iOEgCiWtPsN5ldDZpuSNAk5Pu9z9Izg2NmEs+0Ivz7iit09fuh1mtFwhiOnW5yYV5xdTDmzHHNyyXBwyXDlRUv80ttX2DY9xdEzM8wv11lc8VlcEyy3U1baMaudlKW2ZqEnzfT27frbbt57/798+yX/NmjsOQTpMSGmXmhofMPb33mA/9f3fxKdJDsb09PvOn701Jt3TnyE77p5kU53G4urEyyv1Vluhyy3PZbbsOJOztJaynwbjiwKtsyt8gvft8J1F9Y5cXaW42ebnF32OLNkmF9OOLmYcnI1ZfOmHt98fZ8LtiuaYYgvayythSyuKBbXYDCCODF4ytCopUxPJCQGjs9D3Y+ohR6eTGnVoTMIadZHCKARalbaIatdSbMuWOkIlrspjdBggGZNsTYUTNdHeFJRr0cEnuTYGZ9Ee8y2BM1QoBQkiaA/FCyu2YtpqRPj+0NqjYTdO0a8/rqYrVNNzixOcWI+4MwSnF1OWFhJOL4IR1YM1166xH94xwpbp6c4dmbGrhIrPktrgpW2ZrUTs9JJWO0aFruCE23FoL3Cv/y+AT/7Y99EYs77i9WV/k/5vjyxdfdbX2iIfN3b31kNPj+/SKvVmDp6/PRP/I8//PS1933+oTc/9OQ8O7f57Dvf4/q9HaJEkaaSVEtSDVp7GK0wBjAgRIoUhiNL0/zyhyQ//45Frjo/Zqo5w0RjgmYtZLLhM92SbF2VHF+c4i/vaKCCERfvGnLutpRub8C5cwmve1nKKPYQaL74SMhKL6SRjji1pGh3a2zZEbLch/lFuPBcyaGzhn3n+Ew1Ik6tKrZOJaRastSts9TVbJ2JWWkrJhqK3dv7HDkdctGuhFOLhrVOnb07Us7dGnF8KWWiNaLdjbnz0RogiWLNSy8fcN25huWezwXbIy48VxKIOoPhJh55NmRhRbK4krK0lnB6WXNkUdBNhrzo4jV+7m09Nk/McPTUFAurNZbWfJbbgtWOZq0b0+6ltPuG1b5gsa9o92JecXmb73rlMv35T7DUvfDNQ73XbN/zxoeGg8F7kri/1prc9EJDZsPb30kGv+32O6nVwnBlZe29jz7+7Pc/9vQxdfBkl+U4YKGvuea8ef7zjy1wxe4G88vTLLebrLRrrHR8Vtoeq11YbaesdhJWOglLHTi+ImhODrjmwjXe8rIRe7fX6fUnObXYYHHVZ7ktWe0YltY0C2ua3jClG2mGo4TNUyMu2qUxRhB4hgOnQpK0zvlbJHt3pkxPDVlYjXj6SJMr98DUxCp3Pz7N5qmIqaZgueuzd0dEFCU8eGiSKE7Zt02z2hfMtIZsmvS4+8mYqUaDy/ekPH0sZmHFZ7YVsneHYde2CE3EwVMK3zdgDBefF7NpQtAfhPSHAb2Bx/yKx9KaYLWTOnmRcmJZ0I4T9pzb4c03rnLtXsVUfZJTCxMsrYUstT1W2pa517oxa92Uta5huQdne5KzaynX7TvLf/qxJfbtbLKyNsFyO6AfbcGr7U7ntl34h7XG1I8n8Wh04aUvf6Ghs+72dwrgK0sLeL7n33bbp/1aa+a9X/rK/d976MgpL0okvZFkbSCY70sWugnX7DnLf/qRZa7c02B+ZZqVdoPVTshKJ2C147HaFbQ7KavdhLVuwmrHcGpNMN/TTE70ue7CDt91U8KF59ToD5ssrtZZ6QR0epJOX9AbFJIkSgRag+8Z6jXYNqs5Z24IasQzJxKeOhRQU3VuujrGD9o8/EyLbXOKh59L2TGn6I9SJuopi6uaK/YJFlc1zZrPYCjYsTXhoWdqnDMHDx0cEYg6r7gSglqfJ4+kPHu0jiRg+6xi+wzUa+B7glQL4gTiBAZD6A013b6m09es9GChbejEKXvP6/Kd37TGdfs00/UGK+0Jziw1WG4HrLQVq11Y66SsdRPavZS1nmalJzjbk8y3NdddOM9//NEFLt1VZ3FtkrVOg3avRrvn0e1Do3VOsuuCF/3x4aOLP37zq18XJ0kSb92y+YWGUn77OwPwbmeVZmvKO33y0C997vN3fP8TTx2cW14dhFFiGIwMvaGhM4D2QLAwkJztxlx73gK/+ePLXLUnZCEHeY21bsBa12OtK1jrGrvkdhPWeimrPZhvw8rIINSQb7uxzSU7E67bZ5hq1mj3aiSJT5Iq4kSSagEYtDGEfsJEq8+jhyTDUcwdD7UQcY095wTceGWPSK/y+ftmuGJPwGK3w8kzTa65KObZYx6xMRw5bfgnbxxy+JQm1i2ePaF50T7BsYU+y6tTXLE35gsPDYhHTV56mc+enRFGdPjcw4LRUPD4wZBW3afhCSvDAK0hSg1xahhpaPc1U5NDrr5owGXnDnnjS1MUDbq9JgurDVY69tisdiTtrmGtl9DpWXC3e4blvmS+J1nsJLz4wnn+8z9d5KKdNZbWpml367R7IZ1+QHfgMRhI+iNBlIajqdldiy9/xc1/eOG+C35hZXU1mZ2ZeaEhBfwdAfiXP/vfOXPykdo1L/m+f3Ps2OGff+SRJ8TSmmYwTOkPUwYjTX9k6A4M3QG0hxbk872E6/Yu8J9+dJErdgestadYXmuy1q3R7gWs9TzaXUW7J+j0NZ1eQref0h1o2n3DSl+wOjD0ooSLdg+ZrCfoJOGNNw64ck/KKFZ40jCKDR//aoPnTjXZNq05djrAo86+cxRX7DXUGj3uf6bP/GKLq/fWmZlZ485HAq45P2Cp12XQbzK9yfDIfsk7bhny0H7D5pmQ3qjL6toUl+3t86VHYMvEBFdf1OPs2hr3PjFNw29y5QWw99whyutx6Kxmy0zEsdMxn7g7ZBArpIQoNly1d8S3vGxEHHtM1eGy8wS9QYNOr85aN2St59PuKTo9SbsHnX5Kt5fS6ad0+pr2AFZ6gjM9yWp/xEv2LvCrP7rK5efXWG5P0O426PRDOn2fbt+jN7C1Mr1BdmxTLrnsCrN7955fumDPeX++d8+uQ8DwhS7iesEB/sVPvwffqzWGw7Wf7nbXfmllpUenL+kOJL2BcQC3QO8PLZP3htAewtJAcaajufaCZb7rm5Z4040pE7Umi6sTrHYs27R7Pp2+sv9mn/zf7A+0fRwZ+iO7MvQjQ5RqgsDgufDbVxBKg9GS0PfYNKHYsVly3nbDrm0DUtHhtnsVzx6a4NVXB7z06lXe98mUqWCG197Q567HYyZrk2zf1uPLD9X5thtT7ng05fxNIc2JLnc/GvLNL/ZpteZ538dnePmldV51XYfHjw/57D0+Jmmwa0vA+dsEO7ZoNk1FhEGMNim+l6KULRsJPKgFgjj26A8DOn2P/tCjN1T0BpLeAHvsBppeP6U3sBd6ZwBrA8FiTzDfNkxMdHjLKxb5rptGXHpenaXVFp1enU4/pDvw6Q48+gNp/82hoD809AeaTi+mO0gI6xP6rW/65viSiy64rtvrPXHl5Rf/3wvwe+74LQI/qPX6vX+ztrryc/1eT0apnzND3x3AwSh1bK4ZjDS9oaY3hO5IsDKULHQgSge843Xz/KMb+ly71yNNW6y0m6x2a3T79sT0BoreUNIfCgZDGI4Mw1gzigxxokkSQ6oh1YABqQS+J6j50GpIJluCbbOaHVsGTE22+dLjhjvuDwjkJNfuDbjqog4PHe7xxP4pXnW1T9hY4VNfrfH660Omp5a47a5pbrpWcOu9EVvrDb75pR1uu8fQUFPc9KIhDx3q8sRzk1y7p8bVFw0JwmU++6DirkcbzDRCds56bJ0VTDYlrQbUAvB9g7I5LtJUkGiIE0EcC0axYTiCQWQYDrUjCk1/5I7fEBZ6ksUuxGLIjRet8IaXdnjHa1JG0QRLa006/Ro9J0l6A88dP0l/IOiPDIOhpj9M8nPTHyY0m009N7f5lycnJ39jNBoN/8uvvvMFw9gLahNune17UbT2c/3O2k97YijrdR8RaYwB4zKTIBBCIYRAihQlQUpQyuB5Bl9p6p5gsd/gg5/byefub/P6a1f5thvXuGJ3j9mpBsvtBt1BSH/g0x95DEaK4UgxigSjWBInkKSKNAVt7FUvJfgehL6hWddMT8Ts2NwnMT2eOxVz6z0BTx+aYKZe59oLPV5xTYevPtXm81+b5PoLQzbPDvj0Awad1pmZiFjujOxFA2yd6rG6FKJEjRuuXOGzd9c4cbbOt17fJ0mX+eIjm4jTGi+6eAtveEmb87e3ufsJj8dO1DFHQnbMSmaagkZNEAYCTwkHcoM2Vpcnqb1oo9gwchfxMIJ+BJ2hYHUkWO2C9IZcddEab3lFm1uujtk0UWd5bZq1bp3+MKDbD+gNPfpDJ0mGgsGwAPdwlDAYaUaR/VupVpxZ7MqVHv/m0kvnzv3ln/2hh3/9F//ZuwP/hUma/60D3PT/Gz/8q9u4/ILonQvtR16/qbZwYyMgEM2QwUgghUEYDwyARAiQQiCFRIoM3AJPpfgKAgWhp6l7homhYqkzwx9+rsUXH+ty/aVtvv+1a1y8s82mqRpxUmMwCukOAgZDj1GsSBJJnEq0FmgjLLiFIQxTmmFCGMRINWShPeIT90uOnQ04fGIaE9fYt8Pn4vMU11zUQfgLPHJggnNna1y22zA7vcZyu8Y5swqk5lP3hoRI6qHhW14y4IOfSjmzGDK3WbHUHfHkoZBz5qa59oJF7nqszdeemmQ4CrjovFmuPq/P5ed1OHB6jWPzhq892eDw8QahkISepBlCrcTkxkCqDUkKUQpRIuiNBJ2hoB1BrBOEGnLFng4/8JoO11+i2bnZpz+YYWGl4UAd0B9YiTMYKvojyWBkV77ByK6qwyhlONL2Hhm7UkQwjD3Otvvhmf7hH9rxoQ+vff9rR8qYd7/rJ35ljvf+3Hf/wwX4f/q9j0P923jXO3/7J7vLD/yyjE610rRB2mg5EBuksPaAEAohDVLYQEoqgVIKT0k8L8VTAt/TBJ4m9KEWGOpBylRN0hn5rKzN8NGvTPLVpwZMNQe8/ZY2e7askcQee3cYLjpfMRxZtyTVEmOsWlMyJQwSDp6CIwuCQaL5k883WOtNMewHzNYV22c8dm3z2H2O4LIL2qRymf/xiRa99iTXX+yxZ2eXx46kdNo1du6BZj2hE9UIAwnGEPg+a0M4OS+58LyQS/YM2f9cxBMH61x/2Qz/+FuX+P1Pdbl/f4vewGO53WL3OTUu3THgpRd3+ZaXdGkPlvnQ5+v044AT8z6PHwkIPEsEABortRKtSSLYtiXikov66DRmz7YR33PziMmGx9bpgCiuc3K+Rn8QMBj59Id2lesPFYORdHcYRsbKugzckbavI3ePYRAJ+pGgE/vMn1jlV/77F6Zuv3Pzr1xz5TXpe3/usXf3Fz9EY+5t//AA/gd/9id8/3dMqZ/+9Q/+40Df/5vfcdP+8PLzPLpdjzQdYgAhjLtbFhXSFUYpiZLCglsJPE/heRLfSwn8lCAyhCNNzTc0Y81EDWbqgl4k6QxaHG+3+LUPzEIaI0m47MI+F50bMYoERqcYYwM1KQVSSoIw4IlDAQeP16gHPk1Psqkp2LNdsnnGY/ucZNc2zYW7VolZ5r9/vMXxY5Nct8/ngp0a6XW446GQ6YbP7BRMTwxp1msorH/dGQQs9zTLbcNat8kt17Z57LmIQ6c8ZidrvOiSKf7xG1b47x+Dhw426Q0Naz2Ps8sTbJutMzczYvvkgJ/9ngGNWodnT2geP6wIQ4NU2pKEAIzBaIgiwUXnJly1L0UYjzgOwEwzjELOLPr0Rz6DkcdwpBhGykq4SDAcSQaRYDiCYWRlyGiki+dxCdwRDGIL7nYkWYkg1prVFc2ZU8+1XvU9g9/8j6uXxived3yyl37PWZ2QTIT/50PAvxWAf+jjH+W8Xbv9933ogR84cvjZ//bRTx/3H3t6hl/78Q4X7ehb9nSgltLelfStzlYenjJ4SuIrm+QIfHsf+YJRJAl9zShIqUfGas7EWntTsSZKYBQLholklIbESY2DR1o8dcCQGtDOUFbCyh1fCUIPWiFcvBladZhqSqZbitkpj7lp2LVtxPa5NUZmhXffOsmhw1Ncvdvj/HMke3au8sChESfOTvPSfZLpCU3gDahJH2WwvroG9JCVTo3Tix7XX1bnkt0dHt8fsmlS0qi1uHJfyo+/aZV3f0zz1KkW7Z6m3VEsrnpsmmoxM1lnqpUw0UiYbkS87rqY0I/xVYJSGint9zJGoLUkShQrK4ok8YgSRRQrRrF7jKS9x5JhJBnFglEkGEYwiowFc5Q6UFutPYwMo5icuYeRoBcLOrFkNYZ+nMCwzxW7e/zaT6zwumtPhMdOjH5bTD/966T7rk2T9pG/Dez9Hwf4u37/M6TxlHfHXUd++JFnTv/2XY+f8Gk0ue2eECkkv/Lja1x8Tg+lDEJopNBIqVFSo5TvwK3wPIXvGfxIEnglgAeKyJ2cODZEiSaKNXFig6ws25ekxi3ZBq1tMJklS4QAJcGT1m4LfQhDSaMmadYUky3J9ARsnk7Zta3PRGuVj94Vc/dTM6wtTXDZuYrztntcsHOEUGt85EsTbG4oZiYlm6ZG3PWE5NS84sJtEKeC3ZtTXnbFiP0Hp1huC1baLd76yg4P7h9y+LSkWZME/iSX7oFf/L4l7np6wCfu3MRSF3ZtTlnteEy1FJOtkFY9oFmvUws1tSDF97Q9ZtKAMJbIse16qRakWpIkgiSVxIkgSgRxLIliwSixbB8l5EFjFGuiSDNKbKBq3zMMYwvsUeyYO5a0I0E7geEogajL5eeu8av/dJnXX58Qj5oMO88FevB7Ioxf9Lpma/fvLp+4NZnd+aa/3wBveJFYXjz5Tx9+5OCvf/7+eX/EFmQ9Racxt93nMYgV3/7yLm+7pcdUK6UnU5RK8VSK52l8L8XzPHzPI/Akga8Y+RbQUSDsiYkFUayIEojjwvJLUk2SmhzcaWowjrWNscAGUFJYCeQJAk8QBpJ6KGnUBRMNw1QrZW4qYvNMF+Qqf/plxQc/O8umWo3LdwnO3eZz7jbNrq1rfPphzcpqnSt3SqYmJNMTEUcXfDp9D6UgTSWtumL7loSvPa5Z62jOLodcuqfBy69q88V7Q6abEIYBSk1y2R744dcu4MsFbr1rmmdO1djaidk0mTDZVLTqkkZdUQ89wsAj9K2H70mQ0uTfEWMvam0EaQqJFqSJveCS1JJARhBxoolj7cjCEMd2RYwSt0LGMExgGAsHbkE7FnQTQzwaMel3efublvhHL+9x05XQ6zWJ4oCZlsdwdMzvLE3/Zq/f8JHhu9319/cT4H/+0dvQWv/UAw/t/6Wjh080z5lSdGPoJD791COWHp9/yOfep+osdZZ551t7zE7FdPsJfQdy3/PxPZ/ASwl8jyDWhIEkihRRIogc++RslAiSRNmTlhpr/WlDqk3B2iXmFgJrsynsyhBAPYBGTdNq2ME+c1NDtsyucs/+iN/7dJODxyc5d9Jnz1bBji0BO7YILtjRQ/irfOGhaaZDxeykZKppmGoNmGhpAt86QlrDKPJY68Z0+intnmJxzafbb3HL1fPcfm+fg2da1MMYTwUIMcmecyTfe/My1198lvd/apIHnprmnK5ky0TMREPQrNkLMgwloS/xPWcdKoEUxYVs7VeBNoXfn6aa1KX6k5wYMqBbQNtV0DBycm+UgTsRdGJBN4FhlKCHAyZqXd751mX+1Xf1aYQB7V6dKA6IYp9RFDAc+XT7J5vGr/9Ka/Zq9egDn/2tq6577d8/gHc6XXzf/4k/+tCtv3T8+MnJRghCGpQwBBLCRNCTPgPp0Rn5/Jc/83nw2TXe9qour7muy8xkTG9QI4gDAj8gDHxGkUcU2+6XKFBEiSROJHHsHlMH8NSxVCpcGa21AI0RFtsmC2KdNFG2kCrwNbVA06glNGsJk60Rm2e6dAY9/vNHPO54ZJZup8meTYJzNwvOmbPgPm/bkFZjhQ9+IeDUmSaXbBNMtxTTEynajOgOBJ60YNPGsvhkI0GqhNWez1oH5lfq7Du3zvfessaffiHg+IKP78Uo6WNMizhVXLZzhV94R4cvPtbj/R/fxJmTDbZNwnQ9pRmm1MMiPvE9iadc4CxAuJyeobjQ7YUPOtUkboWzQLfkkKQQJRbgUSIYpRbggwR6ibTAjjVpNGKy1uV1N6/y3a/q8corNUo0WGnXCnDH9vwNRz7DyKPfPjs5ig/cIgS/dcen3sOrvuUn/v4A/N/+4rt4w9v/nXzDN1159VP7D00aYwh9gTEGgR1m40lDkAgCIejJGp3I47Z7Q+56uMmrr23zXa/u84prIqZaIVEUMowCRr5PFHvEie8kiSJJlAO3JEkFSSJJ00xvCqe3BXqMua07o1EKfKXxfathm7WYZj2i1RigVJevPGn4y7snuPOhTWxtKi7dBltnJFs3BWzfLDlnLmLPjlUeOjjk43dtZjZQzE5IJpqSuekhz5003PVwiDT2YkpTgUBx09Uxdz0esbhWo9NLWVr1OGeuxZte1uPRQ20ef2YTjSBBKQH46LTBaKQ4Z0vId79ilW1TZ7n17jpfe2yaU50aM6FgomZoBppaAIGX4imbM1Du+5bz1iaTLNp65hmjJw7YSQqxtoQRpzBKLGP3E0EvgUGs0UnEbNDjppet8d2vbnPztQkNLyCKG7R7gQO3Rxz7jGKPUewRRYo48UhTTXv1xGubk9t+dff5m3/+q194b3rjq3/87zbA3TSp2vz80q7Bf/3dtz382DM/3Ov18T0JGIxvrUBZDuoU1BJBV/oMEo+VJOQvv1rnjkf7vPjiLu98S48r9kRMT3ikOmAwDBjFPnFsQZ6kiji1CZtUK9JEkGjrHGgj0LqovDM5uK1T4ymNrzSBn9Kox9TDEZ4aMUyGPHlM895PTvHIwWm8NGTfrGHLlGHTlGLzTMDWWcn2uZjzt3eZX+vwR59vYuIa2zYLJlsek03DRCNikKZoowikQEjH4FqhPEWiNd2hptNPWet6nFmqc/FEi7ffssZvLNQ5vNDA82IrbYxHomuMYkm3H/Cyi7vccHGbx4+c4L2fmGD/8RaLK3VCKan7glZoqHm2+8hXJk+SVc8XecCtNSTO5bHyDqJUEGkL7GEK/dgwihI8E7FpsseVe7v8q7euce2FCa2GRzRq0emHRPn58YgSz4FcOffGrrbaCOJ46Ivu/L89flwnfm3u17/0mfcOb/rmv1mQ/40C/Kmnn2Oi1bjoyacP3Lu8uOT3+33he9Kyp4vn7YE2qMQC3EsgkIaaEvSVoOeFDH2flajOZx60AzC/+SVt3nTzgMvO63HupgGTTY8o8V2HvMco8ogTRaIlaaocsCVag0EUYYwDd+Bry3Beiu/F+CrizGrCgdOarz7h8eiRCe57aookrrNtwrC5ZZiZEMxOKmanfDbPSLZtSjhnbsD01AofuR3ueXKKK88RTE8IJpqSVkPTaozophGBr/ASKxWMsQ4GI0l/mNJxBVDtnmGl47GwMsGNl/T45pes8PufDGkuS5SILSC1R5wEjGJJf+izaarGdfu6vO+dPe57psOjR3zufbzFiZUa+5fqhEpSV1YeBZ4h9A3KnYnssGRMnhor52JtmTtKYRBZqRKbBJPEtIIh+7YNuOS8Pv/oVT1ee31MK/AZjlp02wFREhAlHnHsEScZqD27wiYlSelcHG2g3+uLVC//fKMp06A2+5uf/cTv9F/7xn/ydw/gJ06eYcc5W2uf/fxX/tGtH/+MPxr1ZKPmYYzVfDZLKWxWUhoL7tSml/0UghRCZainbilUIaPAp53U+dMvT/C5RwbsnB3wrS/rsnU64bytI667qI9AMTsj8ZQkTT20lhgjHXNn63KWPNIYYZsCBiON9BK+9ozHoTOSz9zf4MDpFmtrdQLhW7ae0Uw2rA8+1fKYnfKYnRJsmUnYtmnA9s2r3POUlSbnTHpsasFE02OiIZhsJkgZ8fQxRbuv2NG0OtgYGMWSLbOCi3aN+MqioT0wdAeWxZfWQs4uT/GWly3w1NFlHnhiDl8ZEDHGQJJaiTaMFIOhR7sXMN1q8sorerzq6j7Ltyxy8DTc/kCNQ6dDHtzfQPgei0OP4bJCCokQwmly4UBuHMgNqdGYVKO8lJmJEZMi5tpLBpy3Zcj2mZg3vDRi64xgZkIxGE6yshYQpxmg3WOiLOGUQJ1kMVJqnyeplY4YxXCtT5Ku/cLVF14v913y0t9or/6j4eT01r9bAG/UA+/ZZw/8+4OHDv7/hoOubNZ9yw4IdGpIXZGUTeLY4qBMi8duSbRAN9SVoKkFw1Qw9HxGvk97WOfxYwmPHZ1F6Jidm4dcff6AyWbKK148ZPtsTBonGO1OnCmkCU6DSmWINNz3eJ2nDjcIapKHDzU4vVyn5nlMBJJdM4apmmaiZmjVJRMNyWTLY2rCY3YS5qYTtswM2bmlQ8oqH7xjiuXlCS7fqZls2R7LVkMz0YgxJub+pwKWV3wumLHZRWNgNJJsnpK85NIBX3kktaXB/YROT7Ha9ZlfbnLpngHveFWb+5+pc2R5AiU0ELsaE98laAT9kaQ38FnrhUw0WkxPDLlu74AbLx1yZnnIE0c61OopTxz2uP/xkNRIhBTkddq5jWjAaNCaNDFs3ZTwihcPma5rrjhfs2NOkKQeWjcYxT5Lq76Nf1K3eqZWWyc5oJUDswN1/tzFSdrKIevseMSrXXns6OF/25ra7k1Ozv4ikPydAfgTj36FO75we7DW7r7t2WeeDSaantN1jhmUDa6UNCgFXpoFM7a800sMvi4HN1BLDY1UEGurBUeBIEp9Iu0Ta8Op9gTH79dIlfKZR2IaXoI22p4kY7vVRXYGhbR3KdFC0e75JJFH6ElaNcMFs9AMDK0goR5CsyZo1BStumKi4eWJntmphM3TQ7Zu6pLoVX7zz+s8cmCWczcZpprCgVvQrKc0axHNxpBavY7vAj3hZEGqBVHiMxgMWRtqpkNbq90daNpdxWoj4PjZSa7aPeJnvmue//TnHifW6iBStEnQGuLUI0qkqx1R9IYevYFPuxtSrzWou2D5pisi/CDiur0pb335EClTlNQIoZ1NWkTfGTmk2lqNUy2FkgHDocfSmucqLi2YE9fwHWevcxAXj9ZjF+49Ublnpb1aZ0kow0MPPx6cPNt/W1hr/dpnP/+l5LW33PTCA/z4ofuRUoS7z5t775e/9PS5E01JFEsS56+mqfWgU2lIFahUkI4BPVU2sElzkBtrW+nsIjBOH9oAMtEQhZK0KUm0R5yELEU2A25MkTcQwpanesKuGL4LbLc2DfVpQ+hpak6b1nxBPbT3Rqho1D1aDcVEUzDd0ky3EjZNjdg80+OcLcv87qc0t965mS2THptamsmGvRiadSzA6xFnVjQHToXUA2GTLmSVfoLhyGPv9oStsyO6vZD+UNMbpHT6irWeR6tdY6IxxXe9coEDJ8/yB5/c4SxDjdaJ86w9RlFWPyLpDxWNmkc99KkHtmgsCFICPyH0U2pBiidSlExtxlgYhNQVnzxb/dJUsrRiJxZonT0KB3JJoiXaOVdpBu60DGTrZm0IbEdkqc7sXGvpDkYp8ysHz335K77pvX7Y/LE7vnzf6FWv/N+bYf6/BfB2e5WJianG0499/t3HDz30fb4ciWbd+q9RLCx4XTZRK5tAUNIC2ks1qcq+KO5CELkfmycidPm5e53ZWy4zZ6VQkXrPbjKTJsI4OWQ970AafM/VtXgQ+pJaIKiFNmFSr3k064KJBkw2U6ZaCdMTEXPTPbbPrfDY4SF//KVzaNZCtk5oJhuCZkPRqAuadeej10c8clTw0P4a50/bvy8chWsD/ZHHiy4y7Nsx5L7HJ+lHMBim9AaaTk+y1vBZXK1TC6f4zlcs88DTizxxZCv2ktWkOiXRxiVjbD3JYCRp1AT1UFEPNaHvO4BrfE/jqxRPaWuPupqfnMlLxy1LCNmkkMjdKO1S/akuWbGpdI8OxLoAdp6LyH9GDnB7zh24E5slHUWabj/yvnTXfd/38htv0G/+ttf85MrKan9mZvqFAXhn9Sz97vK/PH7s4A8uLZ7F83xC34oDKax/mqQK5ZhcSU2qjK0HSRWpNnjasXwqcjDrCqBLUqdUR5InKzILsAxud8KkKOwxJbCrhhKu1NaCO/AFoa8IA0EtUNRqkmZN0GoYJhopk82EqVbE7FSfbbOrPHq4z796/xZOnpniglnNVANadUmzrmjWoFFLadQSfH/EIDJ40iNU5Jo3kyhxIklTn1aQMEw1vZG07XNDq8nbXUU9DKkFLXZtjfnP/3SNn3m/4LEDW8BIUp1a8khioli7JIpkOJLUQwgDSS0wBIEi8AyBZ0HueSYHuJK2PLmQKiWQA7j8gckAbkRe06JLeYYkA7kDcGY1pi7RZl9bwFuvvQRul0GNXQ2R1nDq5GnxzNP7f3D/JXsPRVH0K/87GP1fbrM48MSt+Kq/4/Cz9//jpcUTFydJ6rpwrI4TMmtUEEXTghR5Zk1Jkb+npE2V20aGsUfPPvc8QaCyehHye+hB4LsCKR9qvm3lqvlQD6EeCBqhsLUl7rFZEzRrikZN0ax7NBuKVsNjoimZbOJS7CnTrZjpiRGbpvps3bTGw4f6/Jvfn+XgiU2cOwWbJ2B6QjDd8pie9JiZNMxMxGyeGZCaLu/+eI3jZ6bYNlHW6JmFmDA3NaRe7/GVJ1qQerRCQ+hjx7r5Et8dByEEu7akXHvhGk8dg2dPNhBIJNoCUBuXfncSL6Ga2U0EUSLtPZY2SZZVE0a28WMUey5TXK4yVIwiK4Ps+9L9zP47o8T9W4kkjm1dkP07wmWXhcs0FyMu8ntqSPKCOFs3FCcm76paaw84dnK+neDf9c3f8pbOJ2/98N8eg7fXlmi0Zs859tyX39XrnH1TMurgqSC3mwwZazq3RBUFPjo1pEqSam1TxanJs2mmVDOic7Y2jjkKO6twSEzBNhTp6CxTmV1k1rEp6jN8z6ayfV8S+rbtqxbaEWv1UNOqpzQbMZPNiOnWgLnpNg8f7PNvf2+GJ4/Mcf6sZFMzZbJuC6eadUWjxN6NeoQREWdXJpDCbnMiK1lEy2ja+GydNng6oZcIBpFxfY0p3b6kHipqgU/g1/C8SS7blfDrPzzPv/09eGj/HKlRxKl2DOgq/SLNKFTUAkkQ2e8X+NJJsqwQy6CUyZ0se6xMLlXEWMbTlI55XpmYmy6uHMLFFvlrXciQtPQ8qwvKYrMkta5NURRnFcDi8hqos2968YuuSL/3Lbf887e8YfnU3Nzs3w7AV5dP0++1L1xZWXnLysoKUnlIbODok8kD16EjQWlBKkFp0CpbtmwiRqfjoHZ3V6yvTVE7YVwVYJagyAtLSmdE5LrbrSLZCpE1THgZwEXO/LXQUA819TClUUtp1hMmGiMmmxbcDx0Y8m9+d5onjs6xc1ox19RM1gXNhqRRUzTqkmbN/huNWkLoRdz3HJxZDmgG9hgIYa25fLnXkv7QY9uM4LILetz7VIv+KGsH0y7oVNQCReAHTkNPcemulN/4kXl+5n2Gh/ZvJjGKVKc2IZPa+vcoNkSBJAikq02R9oL2hAW4Eniur1VJcoBnhVn50RQl6ZfJQqzbkp2T1Ah3nsiBrcuvU5PLzExiFgC3RkSS2jLmNDW5oRAEHitLiywvLb7lwMHD7+50eqf+Vhj8+OH7qNXVOfOnn/r144cfIDscSpqCSUXmeVuAaW0dFM9FzTZAdM89Vy+SA9s+z8tasypA7NHNGaXgGMc6JfZ2Pq9ykkgp8nJY2zQBgW/lQBjYAqt6mFKv2VqUVn1EqzlgdrLDwweG/KvfmeWZ45vZPuWxuaGZrEOzbqv4CvbWNGop9TAm8Ec8echjcbHO7i0UtSDumszYbjDyuGCn4LI9fe58TNOPJIPIJqEGQ01vYKsDA9/D9wI81UBKzaU7V/kv/2Sef/Few0PPbibWHptSbQEeQxTa2u0w1BbgmeTxZB6D5HUq2XnKCEEUmc7xW0YqGdC1yV3ZSspfG5Of09RYkNv3CubWuXmQxWBlQ8GyuJCCO758H8oPfv2Si/a+5Y4v33fqr+uq/LUA/sxTD/F7//HlvO5tf7B9bfnYtdGwjecpwKC1wM+CutSU9DV5oJFqg1alZU2Vr/yM3agwtk23F8yNKVmB7kyUl9UiW0r+9z3l7h74yhB4Bt831AJN6Ftw18KERl5o1WdmssvDB0b8y/8xyzMnrB0417AJIKvhJfWasq5LqF3DQUItiJFqRC/ykcrDV3ZlsyxeACRNs6YDn2YQAwndKLStYpFmGKX0h5IwUC5Q9PE9jVINpDTsO8fwX//pPP/iPZoHn91CnPquwdgQpYaRb6glwkow3+D72mp6r2j9U1IiVXGcMpCXj2epnLwAOZTkSkk66qzW3lQlZmYelECeXwCaKrPrsnkgWVxa46GHn7i21+1u/7Ef/t5T99z3ADdcf93/GYDHo1W+55/dMdVeO/vhlaVTQRjIojVKWq0stc1U5h9ciTyazq290lKW5vqaCrjLWruclcyZ22VyspOR3XPXJLu7ZdhTBt93APc1ga8Jg5R6kFILEuq1mEZtxGRrwGSrwwP7E37y3ZvZf2KOzS2fubpmsmZoOeZuuCC1XjP2HmrqYUK9FnH0rOaPPt8irIFfciqyj21MYbF1+wHf+5o2f/ylPgtLNQZZG9hIMwhSwqEsyl89v2TvGS7cAb/9zxb5qf+W8rWnNzNIasylgijVNHwYxYZaYAi9rITWrmCepx3AhW3mzoN/UZJTGcjXU3lGMGXZmAHbVFbg9StzBvo0taUBZaBnK0C2SgMI6XH06Mng2qsu/sj8wvy3b57b9HgZBn+jABfDR0WvnV7faXc3N+sxUolKpjeruS6uRsfI0jggF0DXY8taAWr37+hCa+fMXf4s2WMJ5FkpQFataMFtXL23ti1vnnYAt4mPWpBQCyPqtYipVp9h3OP2B+DX/mQr+09sYlPLs+CuF+Cu1xS1mnKJIRuY1oKEMEgIgwhNQn9UZzIQeNKuZoKxY+U85TjxaDUVnhgxTDSDWOSNvOFIMww0A18R+JLAU3jKQ6nAXTSGPdsEv/Gja/yXD6fc9fQmTnVbDFPFpG9oBZooNYSeIUwMgZdZpKakw4uV1kq74rEs/daDPLtgTSEb86aSAvRlZs/OvTFlQJt1mCjHWkJYn/yr9z19/p4L9v7h2YW1F/PXSOP/lQHeXT2ATuPXH376o7+r9KmpVsPL2QhT1Fwb54+qsmeqiqYD7eSKNpksMTmo86sXKgCvMHcJ4PlJcKDOglrp3AHbtOxKRp0PHHgW3KEDZC2IaNRGbJrqsdge8Bt/3OAPv7CZyEyyuaWYq2um6oaJPIVvezUboZ1xUg/tuIpaaC8U3xtxx8M+qfYtW0pjASOL71G0jtlUtxQ+t1zT5Xc+uYlu7DPpWLwW2WlUGYP7SjkGd+wqDEYLLj5X8v6fafOhOwb86ge2cGZlmt6Ex3SqmEg0dd8Qxsb54TYGsX2bouSmOGlXBrhwbF5mlBzh7vw4tJdjo0KqUAG61owxebGqm1ICL5co+d+QPPzkcbr/85Nb/9mPvvm1jz556FNXXbbnbxbgw+5zYPRPKha2N+qJW3ZErp1TLSy4jUDlAJY5a2e/ozUlrS1KzF86SCVLapy5y6ydlb/m7C2yjvxCltjl2GXy3JiJ0E8IcnAPqNf63PGw5iNfmeDDd2xGiwk2twSbak6W1KBREw7UklqoqDn2rgU6XwlCP8YLhnz+wSl06hMqctDkuraoabJlB6lCSY/XXNvnfbdG9JPAsnhs8o72wUhb7ezZ2TBKkTO4PT6C6UnJD7ymQ907w198pc8dj2xiPqnTDxSTiabhOyZXEHjGxSUmZ/HswrH5CVNIPuminPFsZ4l1MhbPmH3c9RqXnoX9S87kFSfGiHW/HyWSY2c72x9/5sRPSik/9TfK4MPOUwjh/9Dy8T96cSjPIOt+XpOQ1SiUGwwKn9S455mVlGXECpBn6eAKA7hV4fmEVpZ5s7UmxkX/LjOnTJ6lq4Bb2ZqMwE8JgojQj2jVBwS1AR/6nMev/eEcR1dn8P0aW+owG2omatpmJ0M7Jq1es+CuO/auBcYFqHZFqIcRKx1NPwlQniKQOncpKhoc8uOUJIpRHBB6A6Ym+7RHTYaxZBSlDANDENnadWttqiI4FHZmDK5+RGvBVEvyXTd3uelFS/z6H4z4wGfnWIlbDEKfZixo+bYJIlQiB7kv7QqnSitfHqiL0rEusfgGZF6w7ZjTlTMyJgdx9l5auhiK1sJSnJY1YLiCu/kTHT56x5Mv/g/vfNMP3f3Iod9/2dXfmMW/IcCfObRAqDfT7r7rhlAcmtP1gWtEVXl1WaYni0aDDNQmlyK5S1JK/5oSi2eNCVlzhNkA3Vk6udDcxZCgbJ6KJ+3wGy+7e6ltSfMSgiAm8GLqtRFhMOCZYyl/cVedP7p9E6dWp2nWfWZqhunA0KppGiE0XQFWLZQ2lR9KmykNDbXQBqqhb9m71RzyubsUBw83qGcJlcydKCEkW7VSV6gUxR6X7IGbrury0S/N0q17tBI7PHMUGYaexvN1YfNJWbpwTCUxk6SSbZM9fuEHe+zZHvPRuyZ54ugUQ69OL/VoeoKmMjYDrOz0XN85TVIaPFHEMdmFKUXVhl3H5OMAL1m6+us8ZlKtqCsiX9lT916SCkYaBqmgPdI8dej03Ic++eUb/uvP/MvfN+lphNr+vwfw0wurrHRO/cinP/NH33/9+Se58YrAXemBG8ugcyY3Zd1tpEsIOIbOZEv+vAC29VcFunTEslFq68BdZm836q0YFqSdptR27IQDtuelBH5EPYwIghG9eMR7/7zG+z+1ifnlKWJVZ7KpmA0NE4ENzsrgtoytXDGWcOxtwV1zVXu1MCZNY546GtCPQ2YCt/zLDBTF98kkWEYMSaKYUB6XnhfxEW9EN/IYBIJ67LRzrPEj7Qql7JQvoewULuFOodX2lmCSVDLR8Pmp7+jxttfO83uf6vC+Wzex0m8x8EK6vqLhCeoKQqUt0F2dfvaZc5DnADdV+3CMxsuEZMbZnLIMEYWPrt0MpJKbljoGz5lbC/qpoJcaTBqze8t+3nFz7fv/S3rf/Tpafv//FoMfOXSE83af1/jZ//zhy//s1sXg7LUBL7tySC2UbgKrh5SaVBZtYqkWeFqija52s5tCqmSvMzlSZvDnlSUVcJu8tzPX3SobFmTBrVSKrxJ8L6FWiwi9Ee1Bwv2PC373tim+8PA0y/0JarWQuQAmA00rMDQDQz3E1a045g6VLV4KJWFgpUnNL0Ae+AmNWsT8asJtX5lhhEfglcCdNRZlGjwDt7HEEKcKY3ze+IoO7/t0n8W1BoNEMIqt1RfE4EdpnqDxlLLOh5DFv125cGx3U6Ou2Doz4KfeMuSqPad4322TPHpgguVek6EK8QNFzZPUJQTK2CpLV1KcZTirIC/JlQ1AXgZ6RlxlsGvjqj5Lmjw1ImfzrG0u0ZAYQWQsc49Sg05ipmWPt75yhb2bnwmOPP2Fy9PZH2ocOnSkv2fP+f+LDJ6eZP7Eyje/4rL2P186c5iXXT7C91IwMTprIJaaVKVOmsiqFjfCto851jZleVJi7hzgzwtuY4OccWALbUdRSDcNS2XMneKphDCMCPyItV7CHQ9Lbv1yk0/fP8Viu4Wq15hoKqZ8mAhsENYIDPWAvC48A7eVJspKk8AQOmCHQebGxIT+iMcOSZYGIaEnCVzNuyot9ZlkrnS0p8JNBvCYqQuuvaDHJ+6dpp/4DBNBLTYEkfXvPc8Gm2pk2dteQEUnce5aOKJJjSBOPBo1n29/+YCbrlnhM/d3+csvN7n78UkWug0iL6AfKHwpCaQglBBIp81LDeIZi8uSq1JO6efPy6UU2XfNP5tdpasyReTypAzsWNtHW6OUgI6IdMLXHq/R73WZnDX/fN++J+6MRv2//F9icGPWgMm51dOf/Lardn6VV/3zM/h+TBx7JEmCr+wXVtoGm9qoXH9nIM/BbcbA7XoljS6AnRXbVygbU7IDS8ydJU+kscX7UqOkLeQPfCsXQj9msZ3wuQc9PnVXi1vvmWSl00QENcKWT8sTTPkW2HXfUM/AHQhqobD14YGk5tuBOrWAnL0twLV1Y7yEwI+pBSM+fW/I6dU6sy1hl/zchdggMMslSqHDN015fMtLenzsq7EFeCwY+RAmdpqUH2lr7ZXKECyrlkBOEeukrgk7+/ebtRFve9WA179khU/c0+O2uxrc9WiLhXaDRAUMAs+OyZMCX0o8YRndl6CEQQlhg/pSUq2ccFvP4mMMDjkOMqAnbmVPjCExgjgPMo0diqoT0DGYiL6GD94+wQfx2b37Wd75fXu+7Z9/381fOXa6t7hre/OvB/DTp0+jxej8UHe+f3b6AFJAGoMkdSWcGqE1WiuUtAU/Rkt0CdTa6fJCkpSej7F2WcNVI3YzJk20A3gxw1A6YIe1mCROOLloeOqYxx/dPsU9T7U4s9AkDWt4LbuB04QHTS+l4du52jXX0WMZOgO3rciz4BY5wMPAEPraMrefEvi2duXJI4ZnjtYQ0idQlDKOWclwAfN1IHQJnyT1uOS8IZft7rL/VJ2+L2kkqQW3gsgzLnh2U6ukRJIlZWTGCYU158jGlgV4JInPIPKphyPefsuI11yzxj1PdfnA7U2ePlbn6EKdpBeS1D1GnocQEuXmsishrXQRtjM/ly1sfAHnAB9j8ZSSU0KhubWbuGWy3lCTgkkswPPH1CJWw+FnThGq7vcnyfx7TLq2+Ndi8P/5p3fwk7/2J9Rrc2pT8yD7tni88sqYyy+wf1yiUTolSVK09izItXQnrpApJn+vOKGUpUkO4ephKS99UpiCvWVpOKewDolSCUIlzK/AHXd5PHO0zh33NDjTqXFsoQFeiGr5NDxFSxmanqHuOVB7hpoPYSDcjPEC3GFg60BCX9oa7Qp7p4S+drZjQr0+4tBZOHq6jpKelSeyvLQzppVLLkLeEKBIU4/d2w0Xbuvx5OEZ+g3L4qEHfmLwY5edVTrPQNr6kcylkQ5UWXAvi1XCrbS2OdgnjAI2TUT8o5ePuP7iNmd7bT7/tZD9R0M+91CT+eUQI31i6ZEV02Q7bWSpfInIi8gEpcfyqDj3fl6JmL1vjPPP8zSoRa5J3esSwG1ZIlbgGC6/YMDLLh1w0ebbSJcfUbXBIovHb2fu3Nf91QCepvCDb3zDlrseOfz+3/7Q48KPtrF7Z59ztiT84Lf2uejcmGbdsPOcGE8niNSNajCFDjdG5hLFOiROmuTj0wTF7NOq8VQEM1lLlWv5cg2zRqVoo1lchOdOKv7szgYPHwg5drxOdxTST0PwAmTTp6YEDQ8aSlNTDtTlakJf2NcO3KErMw0dyHPmzupX/NQxtwV3GMRIYtp9SWQCmwqX2g6/FFUPvMywxmV98zawVBKnHsIoWs0IGDGIfYaeoJ4YVwbrkjNKWyclr72RpVIAWQCq/DdSmQPcT9wY5dgn8AM2TUZs2xRz2c4R3ajP0RNtHj0Q8KdfbLD/RMjyYkBqPGKl0ELlDdw2PZsXrbiEUJXLTeU/WZFJ6XnG1nkGLHXvWRJVRrPznJhmPeXiXTE/8C19ztmScv52iAdHRLf/kvf7rdfeQro6/1dm8B/+npvFfQ88vieNuhdEo5RB6vPooTqPHdTc9XANJQ3n70j49pcPue6SiBddFqFNQtOHqQagRQ7wtCRNbIFxAfANb0K7evJskLud973aM+DD8VOSLz0Q0Bkqbr+nzoFjNXppQGJ8UD54ASpUBEpSV4ZGBmplnYIwA7drVwt8CD3b9BAGtjzVsrcgDCAMChmTgTyrZcnck1NLKX95xwQL7TrTk5lmrbL3RlV5WbbXFqNJRiOfTTOKN9885M5H+pxsN+gHkkYiCGKIlMFLwItx0oxCi1MaBYEsSltd0i0bZZekdkJvkip8rwC67yX4fkzLi7l6b8JVF4z4ztcMePaY5DP3hHRGijsfqHHyZACeZLnvMYyVA7S9ik0uxr+OvZKDW7uXOmdvYQxT9YRmoEmN4UWXj7ju4ohvf8WQ889J8KShFRrXFB2wNkhZ7fQuCEVtz87zvnmhdHi/PsC73WF9987GB156wcONuy9a4u4nfFASg6QT2y63Rw8EPPZMnW2bE3ZsS9CJ4bpLIr7tFUNbTJPCTMuwb3dMPbQZzeIMP79qE9IQjQSPP2f3hfE8wZNHfD7yhRpGSJa7PsdPhCRGoX0fozzwfWdZSkIpqEkHaqldQsPWYATZkM28F5N81ngB7kyWZA0RVpZY9taEnmNvB4jQH3HX44o7n2wiAkWostHFJfdkjNjycoRSTU7WmT4a+bzisiEvu7LLn945RT8JGSa2NS9K7IgNL6u1cQ6SlQxyTOdnTC6qAa1bLRJfunEPCj+1xkGU+HgqyV0opRKuPD/hqn0jUjQnXt9jpSMwQvDnd9R44rCP5wkGI8UTz3lEI+VqbjYAepnFsXX+YWjxMd1KbVCpDW965YgXXRyhU9ixNWXrXIqIHTEaO4ICA74X8dixGh/47PHGT//YxAe2DPpXAf2/EsAb4jHC8HTwmhcdZnF1wN2PzthUV1YsnJ0k33BqLeDUsr0iH3zO8L7brE4yieGcTSmvvm7EVNM2k451Kowxt0WBlLDWk3zyazVWegoh7UpA6oFQVg/WFEj7Wgkb9YcKatIQSk3gfF2/DGxlO+kD19Pp+4LQE/bRdb0ErmrPtrFZaRIExjJ+4Fjb+d6+kydREvPUsYBOr0bYkoTSFVjldma5jrDCYaUsr5V1iVZEsc+macll5w0I/YGtTUkEYWIDTS82pW4cbU9JfhEVPbHZTnVFYVNWRpHmteiJJ0l9SZKmJEqhkiyHkOS5BE+mSGUdql1bEnZvTxFS86J9PYyxBW1rPcEn7w5YGwg3/1BszF8loGsNU03NLS+K2L5JkyYWxFIZN0BG2BksfY9s5bc4sQYDSvPBz9X58Oc6XHPN0eDI2f6Gf24dwI+fWuLgQucHP/OZP57prEU88GwN/ABk4KY3yuqnlQZ8gw0QsNYOBgLDqVXDBz7dHKuaWlc6VQA8Y3YpIRTgS0ym+fJH6SJ6m3ULhbHSwyUpAre7gZ+loZXJu3iyemjb5SJK26FYcGfSJPAzjW5np9hZhtqNX0jdrHI7rPPYkuYLDzRABQTK2YNjAea6RkcKHa6dTZZZeknqkaQ+r7luxJ/c3ufphSZd36ee2EIp3xVJZX9D5JapLhh8rCzAysWiojNNtW0Xcw6OlygSL3UOTYryFJ5MXTCb5k5VFGmEC/ClsrNVhNA0As3bX6stOLGyMj/PYgNGc2A1WpDEimjo2RXHCHScSViZJwOzCzazi6XUqAhe96IucxNHafCxmW+69qd+MI3m36OCLV8f4B/81AOMovjt7/2DaGJhbSso17ouvCKoKAO8PFG+rK0woCzQi5+VMV3+d0pIyCiJ4jHrDvJwE2mlIRDGJiOypET2mIGg9Nz3yLtZMhb3PYHvZz2Lyu0e4WRJYMEd+IbAdf0Efuo879TWtfgxUsY8fVRy6Ewdobw8QZLXiZTLTt3XLBcjZXUYOi3qUpLUsvh5W0dcfH6f/fMjBonPwBPU3Hg7LzF5vbt0WrzaMCzdMiFKq4UsBt97mf9u756nSVLpAC7xUmXzCq6eJ99SxiXUbIItc7SswzUY6sLKda4X+eP4TZS4TpSy2EWMludKShcELuEnhSFJPb71pQlvfFmHKH1uQo6+9vYo8t/zdRl8YbmD1ib4F//xI7Kf1DChn69/ImfZsYtxPL8+XpTw9Zov8n+vEKlS2DVCCjfXGgtWXxh84YArikImz0kCu2wXIC/uIt+8ynOPWVd94EsH8gLcxb3o/AlKTRI2GLMAj03M1x6ps7xax5tQBFmaezzFvcFXr4DclNwULRmOfGamJS+9asDnHxjRTeoMUkUjKVYmLzVuYm058aUrgaY9P6IwK3KZokv1HgI/lXnlpQW4duUAWf2LBbMFeHZROaAL3KOp3LP9gbIsdNn+LUrmTAHsfMUpgT0H+rrrw2VVLb609tG9U3Jyx48ESbQWecHUxgAfDCLA/GbTF9fVlMZX0tl7xT9cwS/kPy94WuTDeL7RLRutJhywFTaRYBMLLhMoLKBV9l7WiiYKgCuZjUJwoJaU6jayNi2B70ZGeOsALjYAtpMnnsb37b7wVp4kBF5M4EWcXdE8dKCOUYHL/pWKv0qBZdkDz8FdqtUo6jBEPvvPpB7X7ouZne3TWWrQT+o0lMB3Wlxl5cHCjoWTaISws1KKPyULS7ZSwecyzp52DSn2MVX2niiJ5wrXEpW6pJXOH4tEm8mBlpVNlBNz9rsXJLdhc1CZH005J5LhToxhblzq2Yu2Wfev0zr6TeCfl39eAfhjTx/GwNbnnj0sW16KkKroxsh0E8+Tii39O9o8P2/nSynFkpoBXAob+wtRZkFTKvyxoM9cihzoqgT0bHpVviNyxt42oLQtWzK/Wz1OYR/6mjCbBOXY289A7qf4foLnxUgZ8aWHfe5+rIWoeQQO4Ln/nd9F5TtXQF5i78ITt0mZ/iDgpZcP+aZr+vzx5yOiNKSfSmqusdiToJLMB3ddPolmPKmUyRWNcIkVQVGWKm3frCesJleC1BN2EpmSKK1RqcyZu2Dw7ELWecmELA3zLGRKucTZlD5TOfdRRu8GyT9TAnr223luBddBZoiXjspg8tC6mcs5wJeW15idmdz3m+/5850m6jMRWvlRLj6vZKLGgU65mOj5Q+gKwEV+CorNX8vgyMAuq0U/ZWDnr0usnY9ok6U5IK6bvJgPUoA7Dyq9ouM+n+dXYm7fS/CVZfBBmvA/PjlLJEI8qQiyWvRSDqS4gMv2XVWHZ0BPs7S6s/HS1EManx97Q5ePfXHIalqjn9aop+CnAi8Flbjx05lUEa6EogSbLPmTM7nnWNxz4zw8O8bB97LRebaNLU2Ny5YaV6JrXHBZAreU1b87vpGvKM558bg+d70RO5sSoeZBaa7Ps3ZHme8aZ6IEf/Hoebsv/c5LolHn6SCcqAI8CHySJP2h1dX2y3q9Lo3AKw26tHUCunxy3F8vLUClDzT2BSo61FSYu9I0LJ4H6CKblFWaNVi5F+MhVIm9VTYDxMkTz5MO5FmXeUmWOGD7pTl+gW9Z3Pez3SAse/thxNOHJaeXa6B8lBRWf2/A3Bm2x8cw5GDPGrOzppHUbsViRxT7bJuJuXBnn/sPNoi9gH4iqClhg01pQS5d36dMqAR5rsLe/THH5KZoEdS6xOZakCptmduDVGpUPvLaySEpkGn2XFYK36Qr3a1q8aKWqArw7D8bFGmMSeAi+CzX8GR5BFny9oe0Vw5vBs4TUj69jsFPnDxDEPjodEgzBEQ2wthe2VmLUf5H10kTU2H0ErYr2isPK8V6iVKuUivKYou+xmyIZpHBc9o87yskL0QqZhyWht3k0oSvA+6iQXmcvT1lg8soifmjTzc5s1hHhJk8KQ+0LH2f8nceW/3KJaNFQ7ZlcK3t9h/b5wTv+JYOT/6PFr0kZKhCBqmtTfGy755QYlLh5IC2a6PQ+TnRuJIJMu1asKH1y2UxEFVJRx4apQtQKydLCqlSWJWyDOzyIxRBZ2VxN+t1ebkIz1RBnhOCky150koL0sTDtGN9/MjjOk2G+T+XA/yTn/48Sirmz5yiHkpSA9KN1FIuUaD02BJb/lzPK7rXGYKlIT1loFfLMMsgqQA8H95ZvM5ZXJWmWKnirrKRbUra2SgZwD3jRkmUmNsvOyYFyH23n089jHjuJHzxngaxCFBSEcoCbBVwyyqLG1E9cZURxbo6otgOkffQ2udVN4w499Y+zxyvM/J8m/iRwpYEJIxdVEX/pGVwSTaiwJiSfWiK2TOpayBPtZs+po3dXkZZeSIdwJXAzVEpB9NFT2z2vChtxjkdY5+rpMUz8FfW+DzbXZLBZQYvTbrNdm0eRjBM9d5jhx+/2Rj92QrA1xYPMjV3Ab/5X98dShJC33Z8Z+VQWrguaFkGd9nL/DpB5RjIRXmpygBcel6VKsVYMbkB0PNxB6rYrTjT39ksQpUxt7KSxBsDd5DfrXNSsLd2CZ0C3L4Xo7yIxw57zLdDUL7d4Ml18EvBugaHsg8+Rl6VSQI6c1HyEldFom2tyJaJEVfvGfDMsRE6Deir0HriWVKpZBfatH0R65CBPJMrpTr9bPiS5557Tp8rDam0YJfp2KBOXVqlSkAXbmRHEVy6ntnK+a6e+/WeyHoslZ2USmCeATy1E2yjWBCPYlLZC3//F3+UBx99jhddtc8CfKU9YP70gbfdcefXfvKxJwYoZXWOcknL8kyLgrk3liQbArzE2htp73FgZ+OWqyAvjxgbkykZe8tCdyvH3L6S+dg2T40xt1969I3bWdk1KrvHInVtm5Z7w5Q/un2K5VGICBWeEHhS45XcnvJ3KV/k5RPoTr11NnT55MncD9eutHWy4fGO1/X5xD1DekmNWPkMpGXxoi6lHGiWiMQFgDZJpzFITPZYnmagMtli56VkY/WUdBJGGVLhJgWLku4XVRYX+WfILraCvdcD/PkDzgrHV2RdFeBpKvKAsz8Y0php/uSvf+TZB6Jo8KGcwe995AS1Wth86Ml5f2ktIgx8517YeFyajMWrS8Zfhbm/IcjLoEZUGTyffFrMHKxKlPL4sbJMyXS3rCR9fN+NcMsAnj/PrMBMkmgH9hTPJXZ8L8EPIz74qZAHnmqADBDKo6ZMJbgUcnxFsigTYwivjld4np0U0ix97/PiSwa87eYu77+tjvYCBjKglie6SgF4BVglljTapr/ROazKEimTLJ4RaAmesWXYVvJZVrcj+Rywc90tcpuyPEy/PFulzOqwnsXHrv8N2dyUnJRiSFTW4G6x0aoNmanP+3V5sumriBzgqRbofIsJiry/Y01jQJjsQP2vA1yWAV72h7NAU1bZvDKfo8LeGdhllcFdx3k50BwfvFnR3GVJokqet+f8bmVtQU/ZxuWlFc0X7mmx1KtB6OMJQSBMMR4i86OlWMfiG568nJHKwV7ZMlSkWhHFHtNNyatu6PPxu4ec7YREyqOfirxJOD8uuQ/tgs2SaWhyTQ7a6LxGJfscnluplXIxl3Qrt7KSpQjwi+GmUhqkFnm/ZiGTSoAHG2SWAF8lvOcH+XqAk6885QFBQljysu6YQrhMrnfi5Cm2bd286+Of/Nwbu2tL1EK1ztnI/lFJkZrfqG5q/GQWy5DIdfjzsXfxN4sxvpXn+TB7UTq4Yp08KWQKVfb2DF6Ftct3y952jkp55IRjcJUQeBFH5gX7j9TABHntiZcFX+PBMeuTWdkh29BF0eV7tvGTyAuwNB6XnB9x/tYhZ1fqmNSyeJAW5QFZZrNIl4tcKhQnK5MpGauLEtAte+sS0D3H2kq6Ge/SbiJWOFruonLnReiSD04Z6KLkpIgSmxef7RuRQZZKz12gLK2fHUftc/rsKrXJ0Rsvu/rmzywunDnmSSEYDkcXBh5v7HVXCH2POHVsLW2Aa0TZJdl4KM84a1ev0DF7cIzB5dh7xcAZUWKmgrlzaSJx1tVYgDkGbjvCbT24vXzfmkKS+Nmjl9VFp/h+BCTc9UiT/WfrENra80AWs0/G29NECdnfaPmlbBVWpIrKZUo09Nm7JeLGa/rcu78BaUCiPAZaEqbrXZyyDs5cClECeVZfXZ7gq41ASydZlAOOA7V2K5QukUsqDVJTyJT8HJpikKcDsU3jizFMGHd8ioNUOVZjx67cx1ueQFvMx/Q4dXqVreeaN8bR6Le15lhuE2rclnCmdDWZ0h8ZC5LWAXsda5f/32LUQFYuXCzfoqSz7QEqA165Jb8IMt2Y39LY37IPXq1HcVt25AM4x1jbMXYmT7xMnmSjJ7wYT8WEYcTDRyV/8tkWoyiARlmebASszI9ef+yqjESpEKpUfFVuTig1JU/WPd52y4A77+3z0KEAo3yGImAgXLCZloO7sg9dOpm5XCnXD+miUVzJfFXJLlwtydlbl6SYnc3izp2uWrxi/ILX2Rz3sh4XVXkiNsZSGXjVb1E9llLa6k+lXIeQMHiLaxEpI46dta1XmyZl/gHyfWXE1/mjjhs2+nm1hLP8KMbYrgrqCoOXRp/lskSJXK7YdDJ5NWEWFGWD5zPmzgGuss50x+hudmEuSVSK8lLX2ZIQBBFRkvKZuxs8cawOvo8QqiiNFcYFeI7BEBUW3wjkFXCbsbkhmUzJG4bd6AetGI18Lt0V89qX9nn6eINBEqGlx0ArgrSo31GiJFUqf9rCw7b7Fig3BnCMrYzGSAd2KTGqsA6z59IIy9wS66iUVlmRySS9UfKuhIscGxau4xipPC/VHVRclxKZCgG+0py7ZcQ5c31Cf4isDfB++/234nse8wuLKGm3WPZU9QM8n7aunLcxGVI8jgWT+ZerAiEvStoI4FKWJEp1nnXG2uXHHNzZ+OQSyL3SnHDPS50VqCuPBYPbzOXB03DbXQ3i2LK3lMLKE1Etjc02VC5/18yry4E2Vr9TBE1lN+P5g81WTfGGlw/5yy8N2H/KsvhISgapY3GXmJMpOchJnR5PM4A4DlTVz+Ep580r+3mksw6VFBinzcvZ5DwWElZ7K+mYOpeZhkqx2ZjDIzbAzbqShnWTtKpkamMN+66tT1Isn3mYuH+UNE3wemsLSCnR0YBaUIDLuhpi/Qcpf6B1H7D4dOPMnV+tGaBLF0+VxQudnb1XbD/o3BNVWIVl1s6aADxpmdtz3T1loHteNiGqcE/8vJslyYHteTG+iklMwse+XOdrT9ahbhs/fGm3a8m193gGc50WZ+Pb+NhozViwWQo4U4lWitHA54bL+rzxpj5HPlxnpH10qhgIHz91O9tl0iTNpFLhrJSZ3FkGJR/cHsvstTI6B7vdvUPkkkU6Vi9MAOto5GUWunp+K/ZlhhGRWYhiPdDHiXPs0YYW9sJVAozbZGEUeSwtR3R6axij8Vo1iVQSkQp0XGqYFWIdG23kimzI3GUwbyBNcg1OwdqZBCmzeL63pvssRWJng4IrZRsdiudjd8/KEW+Du1JFUieTJp5K8L2YQ2cFf/iZFngBCB8hZTHarNR7mZ9onq/JoSoUiiBJWGeglDovvN5S0sexeKo9dOzx/a/t8/E7mzx71gfpEaeKgZS2yjBbVcrVm/nyXgV5uWHFziop6vuNMUgjMM6Oldk2Na5sIwO6FPYxlyUZq+eyrQT2crazrBAqcs5USHMdwHP7Mft/TR58pqkE5ZHgY7TGCwMbsMWBrZtW7hNVNHFFM1EEjevkyNgHEhuDvXplj4E8lyhV1s5YUklcaj57bXIG9zJpIk2VwbOJUJ4u6e7UMXmaa2/P2YJZ5tJ4Cbd+qc6BY3XwLJA86YJLUfo8ogC1LH8/Sietwtylpw5MeZCXW15jGbtMqqQeceKz99wh3/bKHu/6cI1YxRjhM0yl7XrSApmWZAGCojeyCnJjBKgSk+cXn5Uq0oAx2uruXHsbjLSMXknGZc81ldW4cpFpUwTg48RZwdAGWc8xHGba3pko+fEjkmiU9fYFKbXQF9HIZv0yhl3/4TbQ0mP2Thn81aWoujSNgzoHegboCotTBbgqM7ipMLjKhrmX9bcyJX9b5/LEU4XfrWRKMbTTsrgfRjxzXPAHt7eI3cwVIW1wmfvf+Xxy931lIcGq2mwDdUIRYOY7XLBek5eHmqapIlXWF68Hih94fZ9P393gyeM+yMg2SqTSyqeMxTOwpUVtEc/D5FWA28+kpJUr0hiktnXhmbUohUEYJyMz8JdWM1EB+3pyKy7AQsoVK34Vb2S/O4YnIwxSCdDW4dcahJIIpUQSJ6jbb/vwntD3/vCJJ57dEie6GsSJjZMrFWYVhV1XDv7KiRhrJ2XPpfuZdD+X+fuZl10JHksBZNHMYErPC72d7eTrPw+4/cp2JuW7myHuCqoCL0LJiPd/vMFtd02SeDU7Ak561JWh7sZR+MqOpPBc537eHpdlUktZVSVlXqOuvJLrk8usbHeK7PtmXTRZqapx77kuGjQz0zGLa4K7Hg9tV7qwk6eEsA3a6xNOYkwsjVeCVFV6scqY9cExY1s7UmQYKxJsvCxh3b0YDGVrSqpJsOqMcQGlv2H/tMhfZJIlimDXBTdce8mVt9zu/fltDzeOHjux7+RCn8mmn8+bKzRwmXGrDA32Z+sDAbFOjlB6XXFMck1e/F0hqARuRcResHax0VQxBKcsUZRnbBGUV1iCKt+zpyxJimpBpRKUivGDmGPzgo9+sclQ+1aeCGXHUuStciWtW/qsVL7rGCsJqlKgwujZyStt0JWNeSj1a2qlcqlS9xXfcXOfD36myZGzHsgYIxQD7aFy1ySLC1zQWfKecyYv8uH2MyiDKrM4wulxUKakw12gZ4Rw9UrONTFVG3i8AG2d5KjECeNytipVtLtQs7+nssIfDELZ6Qn1oE1dPrvPDNsNb341YXEtoTc0TDTIa0Iq2cKKPCmW4QorjEuSHPBig+WpKk3KxVViHDS5PDHV4FKZEuCzfWaKndWKPXpMHkj6SlvQZ4Gl1G6Ckxty47S3Vgm/88kJnjtuO3aQHlIofAG+sHOz1UYnjvKJyu4b6BM2ZjddYrVyE4QFe+GmpEqSajstdt+5Q37sDV3+/ftD0jQCYS+APsI1cbvzl5Z52QKi8C1FgW+yQDMDuQWVVyqVlllyygWZRthyaikE2oG+LDW1qIJZjgG7Cuj1xkT2c1kCvNZWEhpjMQCuDkYaWvWEmcmImVaEt2XSMGhBw831yRoG8v0TS/qyrMULUIsNP0zG9lnmciNLUG7wxcc19/jelzJjcGVBplwgqVTRWqVKyZxirx47xCZ/dKBWWTmssNObwkbMIwc9vnhfg2HqNrOXHkqST40tdnQrV9CVCqxKjF05W2UxIErLfQ72bLsXqhrcaMvi+cRY19aWWBa/+SUDrvj8gEcO+NCKQVsXYShsa1uljHY8JnAaoyovHJPj2Bv7Wkpjt4c0jlwyNhcF0IVwzougAuxy8K3FejB/PbBn7+kSeQpp44JC5tgVKk0FvaHHSruOUU28Rr7/o5325LkO9Ky+I7N8ij8sKgAulryxoCBnfffzcTdGFmDYmLktcIrKNTPmnFQZvMzcahzc5YAyf3TvucH5yrNZy4UVzQdum+DpwwV7CyFL7F1taljvfVcTY88TY451qlT1ps7dlHJdiizZhoo01STStrVdcv6Id3xrj5MfCFjoWS1uhGSkFb5wwV/+WUyxspSG8phK4GnfUZQY29iAVUtyZjc5sE1esiqF/S6inE0dY/Fxp4lxsI+9t6GcyWtg7EbDWZJMCEhTj17fw697tlxWSjdGOJAozwZHWWFTeR50GeCF1iymmm4kYeSYbs+/oKwu7YXdVLC1EEXdQ5m9s5apvNOkwuLaSZYMxNqNICuzedHIoLLEjrIDNe94MOCPPjlBLw7yiV5SZE3FwnaWl/pFyxdqrrlLYAfWI7ycIncauBK4GeyWLxUmLwE9VWiZoh2LN+oJ3/eGPvc+FfJndwSgnFQRgoGWqJRiUH5+xY0XYBUwL89sUc4bx1hrEPcZpXF1KsbVhztrUYusu0jYukVRLrSyVYdWR29kFxZytwLqMsjHwG5ty2IHbWPs3kWpG/bqBQ7YzbrdRazsiDAG7PIfyfT182ctn2cZGtNh2RYfRQNrJlWquxZLUcgSWWLtSqCZa2tTAbenNF7JCqzaggmejPGDiGOrhj//XJPlTuCylj5IaYPLct23KH3GkrQqTkaRmhcw3nKYtUVWGJyS/s4bILI9RfNNvcp7IFkml9ojinzmJlO+4zU97n6kzolVBTICIYmxxViylBzheQqwKp+wNLZBYQq2NrgeAQd04Tr0RZH0yZ4LbIZRmILJbV/BWBLRAafo3yzIs5oAqhJJIX/tqpooQZyAFJJhJIhigdeoKZoNxUTTJwi8ilaGMTCPAbny828A9I3S2JVs15g8yR8zkOdtUoVEUaLQ3pmNVga3V2FwXdmJTeXBZYLnJQiZ8uUHQ774SN32tUnPBZeSQFS7ZlTps5YlV/n7jkWaG94q5gWFa1EJNrM9RnVVrlhwa7dHkiKJFK++esTLr+3zZ1/w0WkmVRQjrZzr4/bYSYWrCHdgF2MgNxaYBpHLESXJtbgxxk6hMML+ngNwLltk0YRQpO/L9xLoS9lIjViHH54PbxvgUbhBSGkKnb6gMRB4zZpkoqGYbEmUKjo8nvc2tmSs+yPud+QYwPPnsgD1uJVUtD6VNbgpBZoZsMs6vNgfs7wJbJXBS9lK55TYqamJvauYY4vw8S81WG0Hec0JUuIJXGFVxt6mCu6NVqkNML0O45lMyZ6Oe8OlIZQVLe56NqWWKGcdKmlZfGoy5U039bn30RqHl13KVyg0gqGQFtyZVMghvVHnjx2jh3NUVGmFIU/Xu5UUJ0Uc4LUwOZNnx0OX5FwepzBWzlt6XuCpqNdedzxF+UBWY5ooSun0NK2hxmvWDZNNw1TTbQqUa5nqCdjwRG2gj9ZFwWPgzpahqoY166VJBfBFsqMSWDpA55pbljR4Zc/MjLmz5y64VLaoKtKa//YnE/zFnU2ojbG3LAb6VD3dDYBOKT7ZAOgbEnm1MDu36CrTZ8vZzbyc1o54U24MstSKeOjxlm8acmKhzc//jk8/jcnGTifaZ4hAlbUvRRbRyvJMexdZndxRkRRBp8xA5fxx6WIGR1w50LOSC2EljvManpcYNmLuopRWjB3DouQ3i120Nmhj6PcTuv2E/lDjBW5D02bdbhsRJ9mUpao3+7yEPgZs2OjDV2eeiBJIysDOXZPs/Yy18wCzDHRTclAyBteWwXN9rnPnJNtmMNPfWb2JFyQ8sd/jk3c1SKVvmVtkw/WpNDVUSmMpfz+xMYOPs8E6bBe12eMZwGyr87yar1xhWNoLKQO31B5pmqJ0whtfMeCDtw959FmFkREu1UMsPAbayZScoQqJUlxr7rUsMbnJSmeLz1lO2xtp3MjAoj/TODdFZ0DHOLu51J9ZYvOvpw6qjFCwdU4G2o6GTlJDf5gyjAxRrPFwHyL0NRqNFHbWW5JPPSJfLit/o6yJsg9Sqisof8BqsZbJA8ti1EA5qCxPtCqDuQB5MQjSTV4qMXa+nbdja+k2rsrZu+x9q5ju0PC+TzY5croGgQfSWYNSlMYhm7z2ZJ1/X/6+G+nF57mZ8pOcobMTlm2pV7SUrW9ny6xDhdba7tygPZLY5/xtI370jV1+5j0+nUSCiEFLjJBElLcezC7Wavls8elNvoorQX4xKsfoBnve8gtSuKBSZJ64+/ezhKnABpkiY/aCoQsToxpo5mpblFaV0kVn8WnnK6YpxKlhFNvd2wTg1YKURi2lWU+JEvu/xhJE6iraZHGVjF1A+XGognwjiWIqr+243xK750X05VFgBcCVqAaX2ejejKULaZLZgeOedxnUCUrGKJng1RJ+78NNPvK5FolXMDdCFS1p5cKlPLgsyajy96J8otyxGPPFywgfH15aLnIqGmkzIJvS1oDGDbS3rWY6laRCoaRGaw8Vp3zHa/s8e9znt/7E7SlubCG3xmckpG2KyIGU6e8C1JYhbRCpcFlLrAdOhbmzar7MSbHAzYCuc9PCyZTS6yztnmGk6n0XjcnrDl1JllTYOzFEsaE/Mo7Bwds03cWnx1orot0LSLUNNAV2wIvQolRM8zx0VAJ1dnLHQZ19qWpDLBuydzbUsQjqitfjo3zLUsS+Lpjaq0gSt9+MtAFmEMbsP6748OebLHd9CJUNyqSHkK7sVGw80L4iU8YkSeU4VEzDjRncZJ6hKQK8wlGxEiYfmJkxtxxL/ggrU1KtnVxRzDVTvuvVPT711TrPnlQQxuB2zUi1z2CdTVg8GseWxvlwxiV9LGW7zy1KteOOzS1z29qUfPRIqRnZjOHC1jGVZxaWkz/Pv7l7efiUneeYgdwQp4Z2H852BPUOeBOtEfEwRmAZIrPrcBG3FqXkw/P8yaI7ugxwKsXtlUaH0pivIiOYgVyvswqruluv199uxwGvbAU6PZ5V4OVgl1aaaDS3f63FgSOhLUmUvr077e27PX9y312MMXa+Am3UgvU8rF3lhArY1+nvcqfPhi1t0u7UoKXtyHL7/MhUIYVHnKTs2x3zuhv6HPwLnzR1Eb22ejzBYyQEyti5JrIM8rwZ18JIZfJFuEATl1F272lj7UQhMkYv2DpP4WelxQ4o0l0MwrF45qLkJTKCbwjwTNKVp64JYQXXIBF0YoFXm76xP5jf/9z86splWqf5wc+khBivUci+99hfL+vOStdGSaYUVlG5NqI6585u+Fowdz5QR+h1QC8kSgFmy+ZZ8VQB6twWVAl+LeFjXwn5rT+eYGXgW+3t5EmRli92mch2migHw7m+zNl7PFP49YV44QCUTta6E+g8cJnpzZInLtbXi2st0dIVYsWamZrmnd/b4fAZn098SUJdUk7ax0IxKNuEwlhPb7woK6MxJ0VUibUzAsC1qGVeuHHnMJcl2QUgyhq96LTPiXEsU74hGeT1M1V7VQhbKr13R5NvetF5z112+RV9tWP79pWTp9eeixLzDpNGFEVD2VVVLCfVITzFPZMSRd3ImFYtZyTHnmfpdpmXu653TfLEjirqTDI7UMmS5y11SZKU6k3y4qoY3485syz4rT+d5K7Hmnaem3SbyLphmnVpCEuNDeXZJ+VtU4pxcbjyhmJj1vIgonW18ZK8A6Y81H99FaUpPS+OaSWXILMdFsbmAjqPZm4qITGGe54K6PYlFdbJ/RThYC9yqbDxFVn8bFwem3E4jsUY+UXC+ot63fzBMgGM3fUG75XJVwjYvKlJPFh5+5OP3vegN9kUCJmYGE0cZfLE/iUhStF99glE9frOnhQ6ylSW7KpMqU4eLevt8efKnbh82wwx7qBUGTx3SvJMpas1cbpbSpuxjKTmj25r8dHPN500ydjbFlV5AjcObSP2Ho8pykHRxo5KfnxKr01+BseWWwrHqipRqMqTcU/cMXduG0qFNpok9ZBxyne8esATR3x++wOKYSpLH1Cg8RhZX6VYmlWZyZ2DJkyRABJWl0tR9sYdNhxra2EveJMW0qUcd2VMnZ33MoNjqsdrnMEpgbr82gkpRpGm20+M3UFOOSArMJ7JJ8pmmrt8oJ9vuV0XXFbS1kWD6YbskwMo0+OFx10ZtF7R37qU5CmYuwB5+Z44Vo9BJHz5kYAPfKbFKPFsUkdkIJfO96ay6VV1tTJjIB+bgZI5KHzj2/jv2BNVOt44UOelrCYPMG0ttiiclBzYRc24EAopNEniETY073htj4eeCLnjETtvBZHZH/aCGWnhOHw9yI07uSoL7YTV5UaC0SWgiwLMEuMGaLlLRzsMyBIu8v/HHUdDEVyKdRxRLQsrGx9j1mGS4rZjAS8IUvfHEoTbqauog3Dmv9h4XFtVaq7X3ONJnkrdSbaklvR2npoXGXtXNzwq7/aVBY8V5s71eOr875I96CXMDwS/9ccTPHUoLHZLlh5Iu6OyJ8rDfNhwUmzFCWL9vXxs1jH5GKDXeeFlhioFmNlGYJVeTZcuz/a/zBoitJBoab3xVCiE8IiHKZftiXnn97Z5fL/P2UGVxUGQSo+RAVli7gqTu2xlFmzmIHNGdx54Cio6PE/6ZOBPM3eFHNTlvsx1FYXPwwbVoLxECtowilIGI02apnizMzMo5dHvQqfdwRg7bTYvltGWPb4eLZVBXfXBS26JO5ayrBNL22AUu3WZdZIkZ+8M6KoE9gq40yqTu8DSUwlRaviDj7e489G6baTMspYbsLc3FlQWgDalEI1KjLLO9y4H3WPMs+5EkenQwiosl9QWCR9TAn0p6SMEqRDIDODaoIVCS402ilT7yMhw85UR3//tXd7159IydlYo4r5IqhVDSWFbpsKWBWafzdmGMpMrmVx1bklWQpgFkRmGTL5SZ1YhbmbLmOwrMXjZNtzACrfHSRf7RmV2YZwYNtdbzG2eI44TvCte9Ab8YIJTR+7iwFPHSXVInEgSV0NcNvU3BHZeK8DzMzbjnnd1jnSFxZ1NqNyuAeXNR8f3a1wH7jF5ImWCVAkySHj0qZB3fWCCYeS2eXAJnYpzIkvjINy9Un9SidGqVZfjYN6QDzZ6s6zHS6xk99NhHaiNFna0mlv+jRDFqLVSIigV1jLUQqOFIk0UtUDzzrd3+OLDIQ88qTCBi26z9hsJiVYM3YcVsszgAqMzYJdZ3UkW4SStk6HZ15I4eeL0eaXZIbMQS8c5198Zs4/pcYrDVWJtm3lPUkO3n3L9dVfzba97OStrHWQQeASBT7NumGiM8D2dA7A4acUmQ3KdRi5F/KWGBLXud8ZKW/OUevE8lx95EKmrQeRYQCnHwF2RJTLBE9YePHzS4z99YILFfgCqBO4Se/sl3a02YO/KQPfyCWGMtUtr6vMq8lL0nwdxJVlSDPooB52Fi5Bt5lphcmcZFn55eWCQJDWKJFHMNQz/+h1tdu8cgU5BJ9W70SQahhqGWhAbiLUg1pAYW6OUGLvFTeJYMzX2Xmxaxrq7rjw3Lhtb2j0k+5kpiv0yfzt/f9xFKYPcQJzA2kAw0h5eECK9EE9Jq8HrtQFTrR6DUStv3y8z9XrmdsvJmCRZx+KUgkdRDSrzLNeYNMm3i84upnx/xqKeO99OWqZOc5eBnyBlihcmrPXhF983ycfvbJD4Jd2d+96iskV4udb769WdiLFjkVUSFtq7HCU9v76rWGkmA7wZO4mZPBEVuaKN7WC3lXwSLQypttv7aWEQwtaNC2HQqd24xJOab79pSC9u81P/UbHWd9pMU0gW6ZFoych9rzxr6ehV4eSIdvrbUXUuQ52nnvvhjqnzIT2VOKwkR0yJPErWvDNWnvcoCnfetBEs9TTtoa2aSW3zs0F6tWfbPT5xbGE78yuSUSxzHV5eewt7r7qNXNnpqJa46kq9SK6lVTYDxGzAzDr//SJoLPzuSnApx1wUZYGthC2DNVJz6101Pn9fnSQbsiJkSZ4U7O1lrskYsMfHV2wE9LF4rQLpr5vRLPvIz2sblnV4eb+kkl04dq8ODcrcFklq7Aaznpa89sUDvv0VfaROIE1s9KcTMCUmN5bJRxmDO0bPmDpx76Ume+7YPGdyW7iXM3hJKxe/lzG4Y/Xy75bvpWwlY+SrJASeYLppuOnFm5idMp/w/fBZYzSeX9/Np27/3DHP3/GJIwsXvnHQPsjmGYnnGVc7XDqJpWCxurFQlbmlGPe9N9qoqFxFOMbeoszgGVOXpEv+aGVJxuKZ7va8BI3mL++o82u/P8mZtts7ULg2NOGcEwduv8LepuJ959/RgTYvqMpXsQ1AnT9uHGmOxZnrEiKFRVt1CrJ5JHkprcimvtpgUwqJ0ZpUyPwYF5rc9sdrII412ycSfvaH2/Qjya1fbpLo0gd0gabRgkQ6CZVbhhmj2x5VI+0mWkoWG2opUWJsmSV3DMLpdQHI7PmYDs9r1LOykVKwWqCaXKtbErIDl+oBvOL6nVx/xewnDj3z1WPXXHezbTqeqCv8QNGsS0Yde7Awpoh4eX7bT0BRZ7ABsKuet3FeaCnzJotHVXFSNOUkj1Sp86Wz90ua27G2zPR3kHJ8UfLB25ocOBxCI9PbG2lvs2EyZ6OkTmUly1m8PKpubFDk2Dl5PjegzOKVRAZlFhd5ti6XLIDWdjttLewmr9pIZMkzF1o6uWIDztRIhPaIY8OF5ye8/Q1dHngs4MiitFIl0xAu6DTaI5HCBp7ayZSsdV6C0vbLGgzKuSS5PBH5tWKHA4lqqj47xs48GTvmBomw+7WOkUNRBVkcWylsc0i7C2sdwWhkf+YBzG3eih+EveXFY3Hck34WaMr8xH49T7tg5zKAM+BXbMGKY6IrjF9h7lyDl5hblHW309qicE5kXikYM98R/PaHJvjs/XWol8GdPRa2oC/LiZ1qpeN41WB+YMdZewzQ48z+jRRK0SboiCUDeVmHY1ndsnhRmyKc9pRZtaEQrkTVMrcQpngUVo+n9l8i7Wte/6IRB9/W4Tf+p2ChX/pwktIWmwXIjQN55uRoYfLED665wba5ZRdgSXtL8qlXWcZz3bQrCt2Nw5EuxTdSjOUPsEmdKLExx8TkdLxt27beYDDMvwZBGPKuf7L3Q5O15Xdvm/MIgwSvbIlRBnkB7sKrLhiwPEevMldPmopDMv7eOmdEVGWJVOXfSW3AqUpM7votY2X4/b9s8t6PtIiMK4EtM7dUgB0WXwyxN5V69GpT8Vj2MqvbKGvwErI3Csi/LsLNxi9NicJNSXtWLMMKuxfuSe6wlLp+CgtROW/cs3pcwE9+R5cffFOXmk6ds1LW46l7tFu7j0yhyTNnJXG6PCk5KFabb+CmmExfiw1dFl1yTNJcd5ux718cqMxtGYw0kQ45cHTl3bv37PlQrRYWDH7BBXs58Oh/Rwo5UhqWllOiRKJ16cSxHtyVHW7Hpcg65s5eZ9o6+390RaZkr/PHkubOunMsuMsSxTYPC1/zyDMBf3lngyhRpSrBsu9t92AvAsvxOm+zoTypBJZlYGfMU7oAnk+Tb8je5ceSNZilnbOMpX3upkZhqCZ/3PB5nbG3cPNJRCFhMqmCZTohXLYz1Xhhwptv7nPn/SH3P13HBO6zOJmSyRHwSHSWore7XJDHAs4jz5wV9zvSyRdD4ZlnjC6FvUhlJodlSYKUFhHLxLbrPiOXMotrA8PIoGohqTc5+tf/4ffZc8EFBYMDbN5+EVt2Xv7FRt0/4HvkS2C2P2F23irgLnW8K1kKDEtWX8UTL7kpmeVXBnHFPVFFfUkWUNqhO2UrMCkYPEh55IDPz/zWFA8+E9pspciaGDJ5IhFC2JQ8G7N3rsHZiL3HLcLylK/1ZPB1bxXmFhUG36j+vuykZN54dn6yNL6myuJVZyVj8qzNLdsaxSMdKa67OOY33rnGVRcOIU6tq1JhcMfoxtZ4RAYiLYhM1RdPcr+8zNDi6/vjlTmMVSY3uux/F/2rGXFkzlaSCoQMD7zsJVd+8dprLs2PW77Lmmi8GD9syaOLX5Sry4ZsXxxPmfwfq7CxLDKSZVA/r2MiDTLzxJ3+rlwMIstijmvwEoOXmLvC3n5KpAW/9/Em9zxaR/vKfjVRlidjtmDJ/lMbNTRUAkn3viwSOuOz/qpS5a8mvituyriTQsHiG5WMyjLYx1L51lEpsXmJvXXmemlpmdwohNHI2PCyq0b80Bt7/PRv+USJsBVUZQbPNDk2eTQSLi4Q5HNUwKbQM4ZW0lRiCJuUcZ34lNP5zj83FjtAttshsgTorM4lO8xKWYsw8A2XXazkG199tYzj7nqAY1ICTx893dm9cOJkb8/W6YSJBnmjQaXMteSBi8z9EGXQu5qNSp3yWN3ymBwpuycVe1CMyROZlECfoLyEFMHv/EWLv7yjQeTJsaCyCCylA3c1a+mATeEUrevcyZm7PKimzNgFyv8qbsnzEPk6nbnOG6fM4kXfpnA2YTaaupwEEhnYjUAY6XZYsK5KtmmrwAaeXmx4y6sGPHvc43c+2iJJS8tTNtwkky3YrSdH2r5lgW77MjM3RUrjZIrJrcMM+Ba8pnBadMltcT/DxUJau8MrseOaHcKlBF9J6qHgoj3TvPZVuxa0MUeTROfHNJcokxPT3H//o09fc8klR6cmJknSrExyrG6kwrzluhCdF0StK2VVeqy0tQgcZckKXOeWiMLrLqxBnfvdSlnm/u9/0eTXfm+C08tZKl5Wg0tht40rkjpFOl5lF+MYsKtBdaa3129NUr0AyAPNv0rbWobw8QKsMuBzqeLQUfjjxSMlJi8nekwpdZ+PfCsngJxUsT9T6FRxzmzKz/5Qhx97c5dQJW5v93ICKHaPKRiNMRAbGGmIjEsEufeKoFPYYDSTMBXpsj6Vn7qR0VmQWkn4jJU05KuratGYuPzowf2PPt1oTG3A4MCF+84DOLt49lx94siytGAsaWxVrT2plrOOJ3CK4LFoPC0ujILVM91eSBOR6XOhERv43tLVeEvP8NHPNviV351goe3bLRfWMfc4exeNDKoE4HJiJ2/s2kCGkL8v+LpR5F/zVtQ1j20MReF5WwY3pVqWMlsbN7fbSRMzztrWE7fJH5xEcVIFRdYFFEeGrVMpP/ePOyy1JR/+TLM4KJa2x+SK/RwJmW1oJYuXe+GWWGz/ZjZ+JJtrWA1QJaWVCvJhQhkVC11IZbsxgCFNDVEsmJzeoWc37zo7flwrAPeCAIz+6UaoX9Kocb2fD493A+XHA0VZyJf1yRtdKYO1NSl6vVQpyRFRliyiYOxCorjgUqSoQHPgrMdf3NFgYTmwfndFbxe6O89YlqRJGdTru3XMOqYe92szXK+XMVXQ/3Wwvy7DSUmelC1CXGIkr08xJY/csbl2lYb5o7Rjjl15rM16Ok1uDMLVrKANaWTYOpPyllf1uf+RgINnBQSlb1MBucHCV5G48pTMC8/dExiTKuPuinAKyFTqVUx24F0VY9lWsQWAghgbL44i/YDvez8tZfWIy/KLVnOCg/sfjKZmtula6BEEKYFX7G2TTZDKp7pWPO+xAZeyAG5RILVB8JgHjVXNXU3gjIE71Bw66/GLvzPJX3ylDrVyfckYyMvSRFbZe6NKwXUzFXNQV4up1tmCuT6pSppM1lSALArWNmMSpQpqkb9Zdk+qdeLVx8pc8XIJbWm2YeGyjDUsa4XRCq090qHgLS8f8vP/pM3urRFE2kmVDdyVXLLY1SHSMDRWskRlz1w7z3xdPUsmUUSlOrFa10KpktF27USJYRiDkD7n7tyuv/LV+6KJicnnZ3CA3fuuIYn6H+wtP3JZt92ZyLvaM9CKYrKrqPjVZYliNmRqMcbamScuyoFlJktEat8vae6MCW1UcgAALV1JREFUuQ/Pe/y7d0/y519olmzAje6FNPEotaGNsfe6rKVcD/Aq2MsUXnVQxn+cPasMADKsi0PHgV5OZOQORCmwlJRlSracZ+ztlv5S3YqVLdIu806a2IIOV3NtDEJbNrbpQ4MQMW9/bR9fwc++Z4rD8wH4SfEZXfCXM6uwtotBErugMRU2E+m5OhitRV4aYWWK+9w5e9uLNNvcNfPNpfueyjVeGHcBCGB2bkvn2quv+GCr1Vi3KsrxNyYnZzDJwv88f+81K41aQuCnbgPVYmuQopM93bhmu8Tk1USNs/lUWXro9eydg3s9cx+e9/jZ90zy0c830DKrEBxn7axq0CZzyuy9bnhPuagKin7Sje7jYB87dn8DUnxdrXNG+UWdiv005bFuFRZ310a10lCO2YmFN27yikPlWF3lbJ6mCrTgra8Z8Ms/0eb8LRswec7m2V27u818Ri4AtdnPKpvHpaDU+ugiD0wtSwuStJwdLd6LU4gSGMaCl7/sxSsnz67+z02bZtcdT2+jgzw1u5sgCKKJVp1+vweIsTayqvuRs7Ncz9TFc+2Kssrvl1yTig+eFo/S1px4nubQKcW/fs8kH7uzQZIxNxuB26bjy65JuRxWrQN5WZ5slMkc35ZEVBh7vNnhr+SejAM7K5HL37CvK8w+7olDrsGtHM4CS8vImYVY1uTaCBdYZvO4LR0KbVywCdoox+AepAlKpHznq/v4yvAz75niyJkAvIRKcUEGbGEoSpLtxRMLSLF334gxi9bpb8rxUKHXrQS3A4osq7tsp7NDJyYn2L373OiC87dveFzlRm8qf3IQRYN31CYv6adpgpRuS77KZqm6GHjpmNyTKRvWaWcaW+giG1nKUmbgVqL4XVUCt1IaAvjg55p86ksNEjPG3BtIEyE2GL1G5pyUywhYJ1W+YZo+kyYlyTIeXP6vRJfrKglzV6X8fP1elIZqRjNndF1mcbEhq2c7uBlTTMfSutDnxih0KvGF5g03DXj7a/qWgnXG1OkYiyclNs+sRENa0uZZPUtZn8cmY/iizjzvJNKM/czKtCROuOHaff1up/eO2anmYKNDuyGDH3n2DuMHE4eQkwfBvyIDWd5sMKa/N2Ls/M74++7/odDeGZMLWdbfBbi1J/jUXTX+5PYGg1RZ1H49cFOSJpj1SZ0S4PMm4gzwFLKy7G2Pg1iU3vn6+vsbY3ud9C7NKiwXXFFK8JTliTZFAsRmEYsZKsKYgsUzhtcCjbMJs/8/rzzMEl7KbovtLJs0NjQCzfe8rsfDz3rc/rUGqVtAn/+bSfJ0qJEYIUggL4H1AK/E6FJYU0Y5l0W6ElwtrWOkZTEfBqOphR5zM82DJokOfeRjd2yYXvOe7+MtnfrqvPKnfmRy5tyv6dGzwvezOSG6ElAWZa8ZaMcbIQqL0A54MTmoRTmwdAC3QC/AnXpw+z01/t27pnjmSGjHTZV19gYJHZlrbzMWWJbZ+/mZuhw8su53xrYqp/qiAnLx9YGegVaUX48Bv7gACjsw88Pzn7mkR7HHZXYhiErwqbX99HbmOAXgTSFdpLSpdBtw2rS51va8EsGlu2N+7afaGASf/VqdhI1AXga3+2KiKKMyCCtZDMTCTqdQoryvp3HPHfht65n7PbcaJIYrLj7PdLr9H/nYZ++Zv+mGyzY8xhsCfPdFr6a3dgDlz6S9pS+zdOwhELUcwIXfrSvMTbkpgvVMLsaZPAd5WmFxKaxMSTzBp++u8fPvnuSJwwGEY8wtq8mczJLzZMnzfp7BPWXNt2HdyTigS6AtEFyWKGXt/Vfgb1P8mim9rjB6pcmhJGHWeeOU9Hap6rCUBBLOWM7S90hTaHFhzWshspXAzlrB2ORKDlQpYJRw5e6YX/lnbaSA2++ukQiKghHA0n4Z3G6tNG5mnZD5l9fGavDEOUOZY5LFSjZ+KoBud3AWdIcJ111/Dd/x+hen80ttrrzkvL86wAEazRlQs0d0Lfn/2vvyODuqOt/vOaeWu/Ttvr2lu9PpTmcjOxAgIqJRQBHRUVEGt6fyxG3wKehjRhEZxQV03AjDyBOFERVH3zzEhWFRQRGJCcgSCCEkkJA9nU6nt3TfparOeX+cc6pO1a2bdDaCOL/P5/a9XcutulXf86vvbz23FAr5C8vlCQCsJvpogjZqeRvlOCAEOGLgjgOcg5DACPBwCEdevCuWN2LN805Cc9fWVspQF4xUWBFG0OK9vWt5Ng3PzeDXiAd4YmA2tXXSdZiE9yS5ijA+1OaiqDIxHZqHjmaSxHZmi4kI8DEXYoyuKD8+p0pTq3um7yHkHJTRKJJAJpUAS2ZVcfUlIxBC4K4VOXAbRn2Z2dVHafJQiwuEfSRUO2co/34A6VYEUYYypBbXvWr0qxpwNBSLmOD0lo724vOc1oVxupEJAMRqxcTgb/YQq/NXdsMJINANdfxwIifL0i85z7ue98YM0jDTMxJ7GVXx2rhUmpvYBHc8mMVnlzfiqRDcNAFqxe3CZXLU2zDArcAclqSFGsKgKQrcZpprBOo49TAXhXWZOtMtAf76iE8Aen+iNXwYxlfRv1S3oJmjkTBQEackoYuwptVEVKBsBoO0O1EoN2IgKHgFWNTn4epLx/DGV5ZAfFUoERqexucw1dZ4mXkt3Iu7HLkPwQNwzuFxgXIATHBgghNUORAEAmedehxmdrf+6uZf/HnP1LZC3Uto7e/6UmcaMoUF9wwNrLlOsCmfIOhX/nDf4M6aRAr5CIzdHMUeQ/qiqYqpufX3BKAUgA38+sEMrri2CWu32BCm5kYS5BG4tdckVsgAUcu7NUiTbsI4nmtD8HUAb+ao1LpU0iUtJG9Sj3C5XkbixmeYr4IkqOOFylzloOi+hnKqP+k14aoCmCR5uGGMInQn6siSpDuCM2n4VQIs7qvi6ktHAAB3/CkLYWuu7UNqbmpgQWvvsFMnAN2dM+UiEQCEQhCGQDDVYJRj7tQiphSc685/3Yn3rHjsuf1e6/0CPNu4EGNDaycaO9+wpsSGq3x8q2NbkjNLDS6BGgT60RkVSOh3k5uHICeGYalpCQMEI7hzRQZXXNeIpzbbtbSEalAbQFcI0zWWLDRQUjwmCR6e5v6Luf5IAuhp6bKGmN6Ug/WoiOQ/In2lGdE0w/fJHn01oXwS/c+JANE5KmbeitLoEtQUhMopUmTpvj66anSi8lFoNcCiXg9f+cQIAg7c/ecMuM4jD0/e4OSS+MC8qpERAjkA9MjlkF9kUYDaEMKCx4HjF06vfvCCZWseXv3sxOknzTl0gAOA7bbAW9v5vYae5Us9UfgQCXYjkwlQDTxsHSKwqEBHkSNrEXgeCx9pabcw7mkJIg5vAVyB+/JrTVqyvyil9qKQMBzPEE35F/YrN9Jh018iDvTwspOYNtcbJcEaTVOSAPPBRHtCg1NpaIOahBo9LFUzAS/5eKTljaZB2mANw/SRwamn+Qu1NiQ1AYcCtarMV+AmXAVYVPAolmwFAJUAi/s8fPXSURAI3P3nLAKt9UOPCqIdhXlRjYugg0W+QNYKMKU5gEUJtg9bKFccgFro7WpFsSl3y7w5i7+3ZduGA17aAwI8k+tEdd+TALFX+qXN57nW9ra1WwTuXpXD7b/PIpsReNMrJ/DWZSVM7/RAPMnTdO4yMdQPiRmliqbYgMcI7nkwgyv/NQlu492kJ0h4TUhkWNY07jH/h4gDOcm7DYQmw/ExSmLsV2NkkvjH/cE87akskutElDIqFDDMlsoxgzRmYEb0BmHWYVyrS6NStpeQ4I76jhNC5eAApIvQ1OSGBg8PXOFY3FfFlz8+BgiCe1a48HUaZ2wUiwQl0UazBDj1AvR1V/GWZRN40+llZF3g53/I4O6VOTyzqRGzejv3XHjeK1e+642PoHda+wEBPmk1U917G4Tgd678y0/f8NkbOFY83QjhK65FyjjnZWO4+uIRLJ7uA4EyTCIPr+EujHg7sYGdQxZ+/5iDr91YwJMblSsQpI7mVq5BWCGCbdXOwyHCmDhK9UgkUTma/kyp6T6MZqUwK+nlMmJ81l4YEq1T+5DYMvWZkMS2tHZf47iMGcdm+hzVuTHdUtpYZ+TgM2Oal6jGNX1O0VgDJV2wYs5aFwbajFSMWMTZSGEmUXcD7TggRIC6wBMbHXz1ew34w2Mudg1aEDaJPCsgMTdhCH4hQHiAE2eUcfXFIzh7aRVCWNKoDQRWPQXccPscnHT6u++ilJ77jxeeOSncHlCDa7Fz8zFR9q7/+s8XnPiXZwa6sjkbnBBUfR/cY/jtg8D8Xg9Xf3wEtuAQPNLeMSNTaSPqABt3WbjyhgL++FAG2wYtidT9gVsbmgrcjKhoGAzOTU0tHnlOwrA8Ig0cS7KKafX4xK4wP5NabV5XbRwSTVH3myjNbRqaJs82rPko7zreqDPuKxepnJxzgFAKoaYkpKp4GYKCiEB6TsLSdgGi/zeLHhRtoTQAV5r8a5eN4g+rXPzzDQU8v8sGbCP1MHQTmr+fwxEc7/u7cZz1igrKY1mUKjl4vg0CgsV9FfzzR/I799Ce6wXcSV/WSQOcZBbgvoc2/uaDF7yj35u4o+u5TdsgCMFwxcawyMByS2hrDsKEew1kk3vrji7UJti4y8I/XVfAL+/LwufKeW3SEqotlYTnRPU1IYj8opFhadZY1kYvk0UNyXwSM3oZD+IgPKZJY8JNTdDXeSjG7mediGU60Gu+CWaHKy5EREdEtH9kgJpuxXjDIDPqGWvkSXWQiIIIHua6CE4VZYHk8kRnJAKCyjA/pQA8jp4WH+88h8O1gU9fV8DzuyxFV5RvXJD4xVSsZWCIwi9RVLwMRscLKJVdcA5k860jM7sz719Q+MHvSOM1kwY4m/SWAH5w47WikKErqqV9b9j6/KZiS05qyHLFw4feshsff8co8kz+aGmQpYDbIdjYb+GK7xRw+70Z+NpKjvm5U3zeYVg+ngar55IPKYlBNWITOBn/szrLo+1JfDCoZWZ2YTQPu94mKvrVdCbqIU6M/aOpGlMjp4llYRmdsW/afnL2YhE7hunbT9aYhgM6HOjCWEZiTzQ9QtMMctNIiXrFS47OqMDcGQE6WzkeXWtjeITGnSmhRpGUJSAU6zfayDgci2ZY6B9sw8BQHuWqjZapy7YJZ8nnR8e6y99c/uNJY5ZOeksAd937kJg2dfoTNq2c/6qTe6ozOylOmU3xybeN4JN/X0GL68IPHHDBIjehjmYyAupKzf3Z6wv46T0K3MwE9/6AHrV2pTBK0FCbb1KjvZEOohrviaGxU4scEp6USLnuz5ysszzpCkxZHX0gtZuaUUwRBXR4XZqSyB8PvyMK8tS8oANBVGl+oxJIRNVBoiYwxOTTJwAswfGu15dw9cdH0dflyeRws02s0COUAcxB/3gBX//pVFx7WxGPrsvhqedcjFZnVweH8M73vOOCEctpwcHIQWnwW3/4faxa9SBmz+glbc3usoy1d9rxs0pYdmKAQhYQghr8VnlKqAS3xyn+9JSDb/0oj/+4JxepUO0hoQaYa2hJBHJtmIddYQ3NHU7JZ35O1d6iVmuH7yQcSzFPjNLq5npC9dSKJFxuampKtBZP0eBpmhjqpyJFsyN8eKWn9iJl+1Dji2jwmoNWp1YYlMz8X4/PWltE1FcOxNw1TBPDwtkBWooCg0MUuwZlI6DoR6lWH9QFnBx85LF9Rx5DewWcTAELFp788PQZC2464+zzx2bMXnpQAD8oDQ4Ap576MnS0+jtOOWnu5a99zSJ0TxmHEEC54qLqOQgCrb2Vz5sBFU5x069zePenm3Hr3TlEz2jtMdFXVHNuQ3vHgjsIMwWjaKVRfqY/hwCto72BmkdsmusQ4XuMjB9WQOeAkgjqpK2LdcIyQ/aGptZnE9PeIHFDk5vam6ZrcUPDA0aYHzTcR2v0mmohENn/hAOEc7z39SX85GtDuPDNJThMafKwiliCnDEbBZuAgWPbngA9s5agc9rcy7fuquxYuOjkg76cBw1wAGhp7UBL+8z1U9obbpvS1gAITyXKkzDII11GHD4Ibrw9hy/8nwJ27LEg9AyopsuIJMBOSHyZOs0YuE1vCSKvSVqIPdSIiLRZmvYJgZoCdvM7kdwniezDQHpNENNYoGlIWhFy2DMFBj0xtzOyDqNBkQztxwskkiDX68M5OhW4oQcakoOERucbAERwTGsL8MWPjOFDbx2HBS4bqOgfRCgYIXAoUK74yBfbkW9qu23B3Bnre6Z1Tf4iHi7A7UwHhrf9aIdr77sE9rRfBGhBEGiarGdb4Niyy8Y3bm3ANTcXsHvEkr2K08AMA+yx56UGukSYasiWKF4wG9UnUmMNkKflnNRGNY2U13rvJopTQE7SNz4wqMOoZaSd04ANIcIBEE/Cig8GbmptIEUzm2BPal+E+9by86h7rfmCsV6Zm7HtdKCSVwQ6ij6uuGgMn3rPPvR0erK5kK4IggADR8+UAubNnPKLwfHgkquu//WOnqlthwTwSbsJk9Lc8z7s3rF2e8u0JY+UK796KxW7kHUrcO0KXLeKlesYrrqhiAeezGDco0ZEK2HJIQXkmpeH9TYRt9aZgmGtSMiRI5qSDl5DewN1tXPddVADwFgOY109iRmpSVAD9e1M00Vo2GNmYhYhpoYWhq9cJVbB0OLGd8pIp3IBhvuIxECQCVqMGoUTLHI1hvdMa2oV+ofKadEzJwszpq9+bFAR6CgEuPKiUbz61Aqu+k4RDz1NAVJBICyMAzh+fg8++v5zHilXvO2nLJl/qDA9dIADQLZhKpx807e6yjNnrlv39IUbtg+SUxZW8eRWG5++rogHVmchLBb5P6GueBo0arR5pL0JSeaZpAVy4kCuLSaOOHcq305wciOpxPgsDI4S19bm9x+2mL5wJAZBCHwSX5MYBPF6Tah8chJtI2TfQJnPpPJSAOVT19ofKh8FAHSuim7XTGV+C6IMRJ2wRWKPQXVcdc76HMCBLBU455QK8pfsxWXfFtg0UMUJc0fR2jpXzFsw7wcL58/61tDQ8GFdykOiKFoKjUX4w3+YaGtv+odnhs5f+c0fzcZdqzK4/N+KeODJAkQmA9gO5KSrNsIcktrbFkmIuEh763wTZmjveBV2PGJp8vJI+0p/r0lb9HfLbUgI2jStnjzF1H9IyvrDFLM0U7sM9fIYgBEZkTBAGm0rc1S09ucxDm4akYjli4fvQIymmPtoOmNSqtglMsDNBUXALfiBg6rnojrh4vRFHFd/bBivXzqOr/+vwP/+F+b+0M21/8NP7nh4oqWl+bCu32FpcADIt56B0bFK5byzq/f3Nm1YIsrPZx5cl4PI5AFmqzvEZVK7mr0rdvfSuG2oxRFyb2a+q5cGbtLYNJlPzAWHBL1IPkAQB37NAyYFwfW09qGCXCSoSDKqWUNrDCpjhvQ1fZFNdEjN90rtLMKGOrpELfxfJV/FWk/AiG4aWjxMxSUkljsYVvCok5RUR/Uk50wWUQCwAx9LjyvhKz9uwu8eedXWrXtw8Qff8kyFOO88XHgePsABoLHgQvjDV77urNcEKx8a+0fHfc5BkJNV1AIIApWHIDjgQVabQkQhyBgs4sYnIXFQ6+oc7WmMR/pE+DmpvVM5OQzj0kBlxEISgE5wb41BGi5IIn+SIlK2Tw3Tx9dp0BJEoA7zWIQwwvFRNmLYFStGXVLcjUTP6ibC1szSS8ITQaPIyNQnHJFQ2daPWnIJ94FKlSAIGDzfgR9Y4JyiTASqvo1zX/Xy6iknveEns3o7q8SpX6VzMHJEAA4AVW+v72QWfnlveae/oHvkyt17xqgnLEz4wDhlKFctUCHQ3lxBMech4ATb91go+RbAdJWHRkakwTX31rWVujEPpbWFw8kQeN2gBGpBDhI7ckzLm5o9qdVRu/iQROxvXSzZytDYBscNgUpMg1Plf6sTDNu60QSwAUNrR/xc5oArLs6Jwb+JUs4GTTGirXKsy5nxKgGwtd8C50AxJ1DMCQTcRtlz4Xk2PN9CqUzB7F7+trMWXcOaZ3/VL23xcYTkSNJFPLr6GTQWciesXrNh1Q0/uNPe0j9BObFQDgh2jQdYOG0nvvCB3eid6kMI4Mf/lceNtzdiIlA8PfayQIjMNckQOWGUnBFNpoeGud9hJFOk5pyQ5HKDuujIZTIyGD4Zwuiljkvpam8znyRKg9Wfda6KTpsNX8SIiNLoxZQ9HaXnivg25m8wJ/2qeTfnSdLfY04SFnVFCLermb4xOQlB1Ls9NuUMUxOB6UapqomqxeR8SRarosID3PiLPG79rwYIQdHT7eHKC8cxo6MJQ6MFeD5D1QdKXhssu/PzxebiN8rl0sTi0y49Ypg8YhocAJYcfxwAPNPUkFn863tXf2DC3/2Z0ZERtOYputoFPv++Cs5cYsOyADtbRfXMCfznnXlM7BMJ60+OO90cJmxSDxEHoklZkuF1NXyTPm89qmPGo/nQCE8hWV+KaHo7c9n+VMRk1EcdejKpZXpVgrKEpo2IKIpSuFHeitLgREQ1DDGjExFtARBmG0Jxcs4pCBOIoqMkzI8BZC/54TLBz+7N49H1DYDr4ontNib8CVzxTgLHaoBjVZHLucLJFb+0dc+Mf+HYVT71zEuPJCQPz4tScz9l3kW5yq0N3/7SR9Ze9O7XlaZ3FtA3heCtS11MKXRgYKgFo/saUBl3MX0Kx+IFFdCY6zAR2CFRbkkyFdbMwTANzGTvk3rUBMl1qb+pzvIjehtSvpzU0pa0KKfZt1DvZEY0ze3iPDstYqm248Y6Hq+4rxfOD6OqYaBKYPVaB1t2O0DOBck3oLExj8GBFtz5pyl4dlseZa/Jy+SnXNPcMuWLc3s2lE898xNH/FIeUYBrmdpRxO7+vT+64E2v+Mzbzz15tKfDRUuBYmw8g/FSBp7noFq10dbBcdrxHmzzrioNTqH93vF2x1HzesQfxzUgFnGNjTSQJ2osTS1PkODYtRo9KYfsOUl+1prSWFYDbOOoQkTvppckFopHHNyxnitmGZsBbGFMe5Lsdbi//BWAwCcEKx53MNBvA7YNlzE0uwJNWWBwmGPHgIN9/pzfzDrpqitK44NB3wlXHA0oHlmKEl5yhYw777z7uo62AmULuq9yxOZGywoiI4UAlRLBzj0MPNaQW35OtoBI9jkhSXCboDc0d1qjH9OARL3ldYC4XxCTuv8clMSinPUOmgwGadegXqWLHZT1rNu+SfDLAI2swhFhBQ/AVdcr7WZUHhTIwmUAIMqjonscEiL7jtOYd4WAcoKpbQHcrMAEh+pWJeAHAkNjHojdM9rQPOd3f/rjvZi55HNHA4YAjpIG13Luueego1UsXzh/xudm9nWOu3ZF9hSnAZyMh3UbLdy3KguPxkvSKIkHdtKa1tdrYB/PJkxxDYYvdcPUuR7o3ZSjSk8OQmr6qAAhD44xl0TCVVJjaw+KTKZSFIXHe4zHOtXqz9yY3MrMFecMlFOcdVoV82dWgEoAX3BUA2BsgqO9c/p417SZn9s1WF3+ymWvParX6KgCHACmtvuib1rxhq7uGZcVW6d7jlVCQ76MrQMBvvEfDdi0KyNnRtPTbIfaO94VNtbnhKYsMzwMJpDTcqeR8hmo9X/XALkeUU8VMdkN68qkDmXycOOoad2vIu4dRstjoI+mOdnPNCgazDxOS3jYTF92VfACGzM6BC571zD6OvahWvIwXAowb+5Mb968OZflmzpuGBq3Dv8iHUCOPsBnvRmVyqgfsPk3tbT1fSzXNN17ZlsFV36vEbff3wSPGi5CwsIeJxZN9PYOMwjrTD1CRSqwU4M7ifwRzcsPhCpz31Q5xNtV7xtF2oJJHCMM1yf/T+SC11b6JEDLDUOTa15uAt6c34fEZoYIfAvwbbzt1VV88YO7MadrN05cNM2bM3fWx85Y0nvT3uFR/8PvPedIwayuHBUOnpTu2W/GeP9PvdyUE2++9eec/vw3DcvvemCr6xECWFYIbqJygW0qVHdY1f6Bxn3eyUaaNdNwp7gHawxMU4srMRX0EaEhByTttevlOYiDPn6YRais08jYJACEkZmo/lccXCgOLv1XmpvLbSjlEBwIdOW8UFxdSK4uu3yRcErCQDdkIXLGtqoHWILi704DTjuxo7K73HbJ6Recd7Pb8Nvgyg+/4cgBbD/yggAcAPId78TFX/5VUCo//t1pfcvsRYO5a1Y/vamhKgjAbFBCYZGov0kyPM+MoEaSmrAUYFPATCU3qAipYRppBQ+HgvAj9rytM9IiN1z9I0VjSgNZLVfA1t+n+TpXGYIUJGyoBggFcgoQbiS86q1olAKhWr0RoufdRBi2J1YAz8+AOLP3dTWfcPlTFz/2XbH1ZhBy0ZG6UpO6lC+oXPbN2+G4NrgQlwzvHbrqrvvXNu3YOwHHomCQ3NumMnIpaYqqu9S8myZ84jTuNgy1tTY0YWrqqB4SiNc/xip/zAp6vUxHJxMV92aEMh7B1O80tt/+IpmMxp9IelksocyIZMYpmbY/VD4OjQJj8VycqLV1pBTMiQuiqKj8fWr2amZGNOOzW8t3WeQStuNDgEyOjWfz0x7kztK7QMi1wq+isfsDLyjeXjANruUb//s8AEC56i2vVP1gdOzHS1Y9vO49g/sqLmUsVmNZD9wRRTHcgTQO5ppckwS4Uzl3QnMnR78uDIip/AO68SbBU0hiC5GyLOX8Uo+pthOxTMRI64eflE9Rdj3RLj8dIiJh7je41OIApELX+pwQ1X1W3oewkSco/IBDoK1qoW15qWJ/vq33vUcst+Rg5agbmfUk49h4YOVT1198wemf+cxHzy21FBtQqvJo/hZtZIYgj3h3OF8nTWh0QytGWjbqT0ITHpQaAxOTe6TVuOHC9+hvMjCTlP0eJ5WXT+K8Ep9j0cwwLZbUuAy5dgsqYzJQLx7oKQZpjRclCKRxGaiXgB4gHiy7wInddc3oRNeXhkdzxwzcwEG2jTjScust30Vvd7vX290+2NSYf/3Kp7aSfaUqyTEgawnYTII75NqGwRnT5MbLBDUlxHiEI9SKISdHurZPa5wTb7oTpddStaNuqxwaXnod6reNSA1CGUZ0Lb048Aux3xn/HXFjIypSCHV7aIkSo7bC9Djpx5+xv/paxgJZrpgtwMq0fYE6bV/POCOl3sX/fCwhduw0uLwwBAC8tuaGW5Ye33fi5R86+4t/f/YJwrUEXMbhWAi1N0sAnRrLmOa2lIBREvJz+fg0QIpacO9XDmQ1GqFxwNTUB2duGjhKYvBgnTAp50hi5xlOOcjNED6p1d6cIAio0uQEgZqQlYtI2wcBRdVjKFUYfN9CruUVoqnr/KtI9eF/aXAHJzrnfvGw8HEk5AXn4ElRIC9v3D6w9pJ3v+YrK+Z229Ob8E+PrV5nD42MqyR7DUgRpZUaQDdbjdV+v/FZ/akLqHrniJrimuhYRqVMuJ36R76pv+ZOKZwjtsjUukihVDXnlz6gzKVEF0eIOAcX+uJq3q+0OCcytC4E5HNeQE1shXC6bcEJAi5ASL6SKfTtyba+7hansODLbY0v84l1aG0ejrQcc4Brmdndjk1b+v3H1m678lMfPd96YOXqM392+70nbNi0ywEsMEYMba20OiMx4xIwbmpNYaDxVmcwxBL2DUBqoOqSLKL8yNoRR2oQns67ayQx2KApCdLtg/AMSfrArBnk4blIZGuQAwbQTZoiYCgT6Slk0SEREMmzmWoP4nkCdnaa39nzsp9OjPVfzOxOrzzR72fzLw5wm5f2RSW33/F75LKuu2dw5Dsr/rL+/Y+u3cYmxsbQmGdwLMC2AEv129atDbXUzFBm/lAT5OqDqSX1uvpNLo3iCGpyaaOFG41chJPqD570DFGzuCFZnlf7WT/ZtFtRB3qSvyu6BiK+PJFhaGYuE6KNfAHL4rAtDscO4LAy8g05UHdWkG1aeIvjFC8Ogkplxtxlxxo6NfKi0eCmnPemM7Bj50ClWMh9at68454b//e7TtrT3//2wcE9sBlgMwaLaXBEhpSeeImrmQmSrCAmk+C3poRPcrWfENH8FfrRr7P29EaxrMD4oWvPyTQoobVxPBVY72NSkkSNSPp5m0833TPFzF9R+Smah3O1jhIBzggEE6pHZgCbcWQap6CxpfW29p43Pcrcnn8Twb5KrnDg2RaOhbwoNbgp19/0S1Sq3rSpHa3LBwYG37Zi5UMojY/BdRgoJbAYCeuW/QDwA4EgECphKPqRpoauxx5iueAgNRqc0nhjfDPoEw/kKC3NdKkaBWORBpf0yvAMsUgrx4M/okaTh4EYrbETmpzsZ+AK41pE/dsRJln5AYHnS4MSkE8T25KzQ0D4KBbzOG7+EuQbWn5eKQ9eQqm9rfe48441RPYrL3qAA8DQyD5YjPVufH7HzKefXnvNE088tfTZTduozUAyLoNtSYRXPY5ShaPqCwQ80l4mKLXU9htJugvj0cwoBTdJX0gtwNWTRXt1KK0DcOXrjyiLkYpApUHNSARIE9TUADtJbGOKWdUT3nRje6KefEFAUPEoJsoUFU8OZNsWyNgBLAui0NTNp8+Y//DMWXMuLxSnbhScb2F2w7GGxgHlRUlRktLc1AAAW9auXbdl0fxZ54+NjXUdN3fO/92wYf2MwYFdKOQZLItidJ+PfaUAfoBw2o14bnh09zmSM5ZF3J1SIHSPACEINEVJNpSS+0ZGqG7PoI1Rc5YFIOENSYAt2ZHLpC7QtAW1GtsEd0hJDHBzowcFgQgHDqMyX4UQwOcCExWC4VEBxoCGrEB7ezdmzpr1/Ph45YLmtpk7h0fF9qbW3LGGxKTlr0KDm/LHFY/gVaedhN0De4/fsWPHv//2t/d0NGZL3YXMAP6yzseTG0isSt1iBIxJo1QDRje64WYvduOCRIZcmrGZoC4wDM6YgRnRFBZqcALGiPTtM+Ol0xGoYWgSM1fGbEUnYkGgeOmeqHlK8dCvDWirgVLAYkK+LB5SHhCOR57heGQdw/y+VszuK24/48yz+6d0dP7PXL75ie1bHse06UuONQQOSv7qAA4AlXIFjusQ+M+Izduscyvjmy/dN3T/omt/NtL1xFMeChkORhlsC8g4BK4tgW6puC3nQMCF4uxa28bpTBTyTwc5kNS2qkkRjTwpGtQWoyG4mToPxhC9a2qiI7WxVAOROLaIUROzZYS5jfydBD4n8H3Jr7lKg7UYYNscGZsj4wawLTltdkO2iv6SjTsf7tt59suXrlk8v/faVY8P3vk/Lng58T1P2I5zrG/9QctfJcCT0r/rCQC46Nu3PHm6w8fPH967rvD7R/Yhb1loa6LIuQSuTWBZklv6XKBSFShXBXxfGaOhyy+ez6K9NDozMaIUBt0wNL7JwS0FaAluqgYZAbMkuLUmt5jKq2EJDm74yalyzifBHnF3EVY6ycxA2ZnK8ylKFYpyRUYlAcC2BDIORz4boNhQgmXtw7P9U7F47uyx6d34f3vFqx4EcNOcGQuO9a09bPmr4OAHko7O4wHgpt17Sj+Ev2fFQ4/yRTxHPrHhqedIpTKMxpyNjGvBtqQ/2vcFPC9A1ROo+lLbaY8GGIla6pFaN5t0EWo3ofYIEoStWfU2RLVJC4sOlOinBMyBYQwoYqTLJrwdSSEG6HXHAcai+TH175ooMYyXKfxADj7L5+BcIONU4WYa0NUzRzw71nRd67Q3rmnuKt7S6uS8Y31Pj5S8JDS4KfetWg/XdZu3bdt5enVi9O0ZW1z43IY1YnBgJymXPTQ0OGjKA+u2VLD6OTlVtMOkVrMVbdCuR+nKIzHKoCXNK6GDOyEVoQTMkhTFYhS2JZ8iNpOFTPJddepiQlGWeL63Ppb29sQTslRWJQMsxmExAdvisBmHZQWwbQ6L+nhsvYunN+XRkKNwbDlvfN/0qWLpyQtILsN/0NLm3pYvdjwIXh0i7IRjfQuPqLwkNLgpZ556HAAMCSHuAPDw3r1D3/FKe+gJi/q+N7BnfM7Y0OZMT/se7BgdxvPDWbRkHRQcgRxI6IdOd6nFvRPRDAkR4ARV/3CpeTnR+RsiauEAGDQnSv9lCtyaqoQGow7ACKj2DgAgogcGIaFnRXNx2wmQdTxkMx4a88MYejyDpzc7OHl+EQsXzSlzZDYQXv3Q1N6TeaGxeQuAftPD9FKSlxzAtagb1g+g/5m1D8Hzg7Om9eRnNTWe/qMcXW8/O/xAsb1YahobD+AFApQEcKzQFxcDoamhASAQMpAUqKgpoHzaOucDOm8DoFzIueATg8aszmEs8qJYTKgKGbmtroAXPjGORUBhzFNvxkuFgEU9FHITcByOsl9EU/u0kfPPf+3wspN6PM8vvXdw79hzhNCBxqaWY32bjrq8NIdtioxPjMqUfEGyuezt1S3bl33kt/ev+cADqzf7IM4Je3dsceGPY3x8AllXUg3bIrCZNBC14UgI4PvSQC1XZUCJKP5uWwgNSU11bIvAtigcm8KxGRyHwLEB1wYcS8C2lVeDCViWjBzaFodFOQgF/ICgXGEoVSg8Xx5fDgLlz6aBpCUW4DoeXDeH5iaG3t62CqXe6pHKYivfeuLNn/nXx7+7/LJXO1ygBEA0NTUe61vygsjfDMBN2b6zH7Zt4Z77/oLXnXGqU61631i7btOUx9dt7tmw4fk2i0/warU6T/AqCC+j6lVR9Ska8zayGRuVKseeYQ+7RyStsZiAawMZWwJacmn5HoGbwnUYXIcgYwOuC7g2h2MbPmkm4FjSdec6ASzGQQjF7iEHu/faKFcoHFvSj6ovQJmDliYHDXkblmWva21mtKW9d0++adbWppYZuxmzL9u26aFq69SXQXAfjU0vznyRoyl/kwBPk7GJCgAsZpT1rlj5aPDIY2vOqpT2seNmFj88OrI9v3lnBvCH4ZARBMLDnQ/5sBwf2wYyaM0BxRxHQ4Yg69IwtZdSCfiMQ5FxmXoRZB0gmxHIOAKOLbP1ZGCKw7V9FHIeGhsqKDZMYNuAAOcu7nywAZ5nY/7sNsydVcT6nRxTmtvHG93hG9ta8kFn98J7u3qPZ0IEWwA8SVn2WF/SF4W8ZDn4wUoh5wLAk+qFXTs33w1iO1Tse2RkeGNuzXOu1+B6by0W+FsI9dA6O0CLfR++f4eHXQONyOUFWgoARBVj42X4yv2YcQh4wEAJA6OWnAeSAURw2JTDtSSx9n0KwTJgdhbZXBkd7VVsGRC4d00XLjp/KV5hFcCEjeZG9svpU91fjNrcntE9baKlkP3PiudXp/b1HetL+KKU/wZ4Hensmg4AVQC3AsD4+BgEcL/FxHco4bx3lg9v9+NY+fRu7B7NoaFBoNhEyWuWnfzt9Ru2zJsoBwEXBBkHyLoUuSxDNiO7BuQyQCEnkM0EyLqBSnSyWKE4fV3/tkc/6bhUFPLj2L4+hy2DvWjqPAtndmVBQSij2ABg09vm/W1w6MOV/6YoR1A2b9kC3wtmrXr4yexEJUDAgYwDuDZBNsPgugyCA1kXyGc4XJcj6wTwfYqKb6Gze1GJMuu5KR3dx/qnvGTk/wMS9IonnC0jBwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTozMToxNy0wNTowMDWFuhYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MzE6MTctMDU6MDBE2AKqAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 371000
{'hecke_orbit_code': 33554822, 'n': 1, 'trace_an': 9}
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id: 371001
{'hecke_orbit_code': 33554822, 'n': 2, 'trace_an': 1}
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id: 371002
{'hecke_orbit_code': 33554822, 'n': 3, 'trace_an': 1}
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id: 371003
{'hecke_orbit_code': 33554822, 'n': 4, 'trace_an': 9}
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id: 371004
{'hecke_orbit_code': 33554822, 'n': 5, 'trace_an': 1}
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id: 371005
{'hecke_orbit_code': 33554822, 'n': 6, 'trace_an': 1}
-
id: 371006
{'hecke_orbit_code': 33554822, 'n': 7, 'trace_an': 8}
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id: 371007
{'hecke_orbit_code': 33554822, 'n': 8, 'trace_an': 1}
-
id: 371008
{'hecke_orbit_code': 33554822, 'n': 9, 'trace_an': 9}
-
id: 371009
{'hecke_orbit_code': 33554822, 'n': 10, 'trace_an': 1}
-
id: 371010
{'hecke_orbit_code': 33554822, 'n': 11, 'trace_an': 12}
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id: 371011
{'hecke_orbit_code': 33554822, 'n': 12, 'trace_an': 1}
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id: 371012
{'hecke_orbit_code': 33554822, 'n': 13, 'trace_an': -3}
-
id: 371013
{'hecke_orbit_code': 33554822, 'n': 14, 'trace_an': 0}
-
id: 371014
{'hecke_orbit_code': 33554822, 'n': 15, 'trace_an': 1}
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id: 371015
{'hecke_orbit_code': 33554822, 'n': 16, 'trace_an': 9}
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id: 371016
{'hecke_orbit_code': 33554822, 'n': 17, 'trace_an': -6}
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id: 371017
{'hecke_orbit_code': 33554822, 'n': 18, 'trace_an': 1}
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id: 371018
{'hecke_orbit_code': 33554822, 'n': 19, 'trace_an': 4}
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id: 371019
{'hecke_orbit_code': 33554822, 'n': 20, 'trace_an': 1}
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id: 371020
{'hecke_orbit_code': 33554822, 'n': 21, 'trace_an': 8}
-
id: 371021
{'hecke_orbit_code': 33554822, 'n': 22, 'trace_an': 4}
-
id: 371022
{'hecke_orbit_code': 33554822, 'n': 23, 'trace_an': 8}
-
id: 371023
{'hecke_orbit_code': 33554822, 'n': 24, 'trace_an': 1}
-
id: 371024
{'hecke_orbit_code': 33554822, 'n': 25, 'trace_an': 9}
-
id: 371025
{'hecke_orbit_code': 33554822, 'n': 26, 'trace_an': 1}
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id: 371026
{'hecke_orbit_code': 33554822, 'n': 27, 'trace_an': 1}
-
id: 371027
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id: 371119
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id: 371120
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id: 371121
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id: 371122
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id: 371123
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id: 371124
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id: 371125
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id: 371126
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id: 371127
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id: 371128
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id: 371129
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id: 371130
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id: 371131
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id: 371132
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id: 371133
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id: 371134
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id: 371135
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id: 371136
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id: 371137
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id: 371138
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id: 371139
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id: 371140
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id: 371141
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id: 371143
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id: 371144
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id: 371145
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id: 371146
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id: 371149
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id: 371190
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id: 371922
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id: 371923
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id: 371999
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