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mf_newspaces • Show schema
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{'AL_dims': [[[[7, 1], [19, 1]], 2, 1], [[[7, -1], [19, -1]], 2, 1], [[[7, -1], [19, 1]], 2, 1], [[[7, 1], [19, -1]], 3, 1]], 'ALdims': [2, 3, 2, 2], 'Nk2': 532, 'analytic_conductor': 1.062010346883029, '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': [133, 1, [115, 78], [1, 1]], 'conrey_index': 1, 'cusp_dim': 11, 'dim': 9, 'eis_dim': 3, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 33554565, 'hecke_orbit_dims': [2, 2, 2, 3], 'label': '133.2.a', 'level': 133, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [7, 19], 'level_radical': 133, 'mf_dim': 14, 'mf_new_dim': 9, 'num_forms': 4, 'plus_dim': 4, 'prim_orbit_index': 1, 'relative_dim': 9, 'sturm_bound': 26, 'trace_bound': 2, 'trace_display': [-1, 0, -6, -1], 'traces': [9, -1, 0, 11, -6, 0, -1, -9, 9, -10, -8, -16, -6, 1, 0, 3, -2, 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100, -150, 156, 138, -36, 32, -96, 44, -24, -78, -52, -76, 82, 232, 148, 30, -38, 100, 1, 130, 20, 20, 68, -86, -74, -20, -24, -4, 54, 60, 64, -104, 96, -32, 280, 160, 12, 1, -136, -2, -106, -6, -104, -60, -124, 36, -42, -40, 37, 64, -84, 54, 92, 40, 20, -165, 24, 80, -40, 164, 24, -180, -80, 66, -30, -180, -144, 6, 38, 84, -60, 132, -4, 256, 72, -22, 0, 268, -136, 8, 84, 40, 32, -16, 46, -160, 148, 104], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 134858
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '133.2.a', 'level': 133, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '19.2.a', 'sub_level': 19, 'sub_mult': 2, 'weight': 2}
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id: 134857
{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '133.2.a', 'level': 133, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 9, 'sub_label': '133.2.a', 'sub_level': 133, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '133.2.a', 'level': 133, 'portrait': 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EQxQki8Wp0LNrnsmQ2o+WCMYGHNcOEWQ91PWGi7nFpUeApcF4KBZN+OmF4Q4TkSV2lOLXqcb7vUPcO+bQOWVhy0gbov2bkpYvfWDo16gBAQRpJ2v8H8qs90U5LEPqfmXU6cF5yci5lrh7j1gKsu7PFjr9MEwymOn2txel4xt5hwfjnizJLhyJLh6kuW+LV3rrB1coIT56eYX66zsOKytCZZacesdCJWuwkrHc1ST5qxzVv197z8ovv/9bsu+wW3sfcoJCeFmHquofE3Pr7jAf7eP/osJkl2uq3x3z1x4uxbdrY+wQ+8colOZxuLq2Msr9VZbnsW5B1YaSestCOW1hLm23B8UbB5dpVf/aEVrr+4zum5aU7NNZlbdji/ZJhfjjmzmHBmNWHTTI/vurHPRdsUTd/HlTWW1nwWVxSLazAIIIoNjjI0agmTYzGxgVPzUHdDar6DIxNadegMfJr1AAE0fM1K22e1K2nWBSsdwXI3oeEbDNCsKdaGgsl6gCMV9XqI50hOnneJtcN0S9D0BUpBHAv6Q8Himr2YljoRrjuk1oi5cEfA66+P2DLR5PziBKfnPc4vwdxyzMJKzKlFOL5iuO7yJX79XStsmZzg5Pkpe5dYcVlaE6y0NaudiNVOzGrPsNQVnGkremur/Msf6vFL/+xlBMmFf724EP6854vTO/d933MNkW/5+I7V4AsLi4w1GxMnT5/72T/4yBeuu/epubfc9/g8O7Z67L/Q4caL2kSxIk4k2gi0AW0cjFYYAxgQIkEKw/GlSf7DRyW/8q5FrtkTMdGcYqwxRrPmM95wmWxJtqxKTi1O8MnbGigv4NJdQy7YmtDtDbhgNuZ1L0oIIgeB5muP+Kz0fBpJwNklRbtbY/MOn+U+zC/CxRdIjs4Z9m93mWiEnF1VbJmISbRkqVtnqavZMhWx0laMNRQXbutz/JzPJbtizi4a1jp19u1IuGBLyKmlhLFWQLsbcfujNUASRpoXXjng+gsMyz2Xi7aFXHyBxBN1BsMZHnnGZ2FFsriSsLQWc25Zc3xR0I2HPP/SNX75HT02jU1x4uwEC6s1FtdcltuC1Y5mrRvR7iW0+4a1vmChr1jpRbzkyjY/8NIlunOfY37t8rcMkn1m5743PDQYDN8Xhf218Ynp5xoyGz6+Ixn881+8Hd/3/LW19vsff/KZH378wEl1+HSHpdBnrqe5dvc8v/1TC1x5YYO5pSlW2g1WOjVWOi4rbYfVDqx2Ela7MSvtmKUOnFoRNMcHPO/iNd76ooB92+r0+uOcXWywuOqy3JasdgxLa5qFNU1vmNANNcMgZtNEwCW7NMYIPMdw+KxPnNTZs1myb2fC5MSQhdWQp443uXovTIytctfjk2yaCJloCpa7Lvt2hIRhzINHxwmjhP1bNat9wVRryMy4w11PRkw0Gly5N+GpkxELKy7TLZ99Owy7toZoQo6cVbiuAWO4dHfEzJigP/DpDz16A4f5FYelNWG/eydhqZ1welnQjmL2XtDhLTevct0+xUR9PNXcPktrDssdwWrbgnutm7DWNaz04HxfMreWcP2+Of7zTy2xb0eT5bUJFlc8usFm3PqeZMuOi/+00Rz/mSgMg0uuuPm5hs66x3cUwBcXF3Acx7311lvdRmvq/Xd84/4fPHbirBMlgm5g6zXmeor5bszz9s7zn39yiasvbDC/PMlKp8FqCvLVjsNqV9BOQb7WjVntGM6uCeZ7mvGxPtdf3OHtL4u5eHuN/rDJ4mqdlY5Hpyfp9AW9QSFJwligNbiOoV6DrdOa7bNDUAFPn445cNSjpuq87NoI12vz8NMtts4qHj6UsGNW0Q8SxuoJi6uaq/YLFlc1zZrLYCjYsSXmoadrbJ+Fh44EeKLOS64Gr9bnyeMJz5yoI/HYNq3YNgX1GriOINGCKIYohsEQekNNt6/p9DUrPVhoGzpRwr7dXX7g5Wtcv18zWW+w0h7j/FIjlXXKkkE3od2LaXcT1noW3HM9yXxbc/3F8/zWTy5w+a46i6sTrHaarHV91joO3YGgOb4t3r33+X92/NTCz7zmNa+P4jiKZmc3PddQyh/fMQDvdlZptiac0yeP/dptt932w089c3R2ebXnB6FhEBp6A0NnYFjtSxYGkrluxHW7F/jtn1nmmr0+CyuTrLQtyNe6Hmtdh7WuYK1r7C23G7PWS1jtwXwbVgKDUEO+9+Y2l+2MuX6/YaJZo92rEccucaKIYkmiBWDQxuC7MWOtPo8elQyDiNseaiGiGnu3e9x8dY9Qr/KV+6a4aq/HYrfDmfNNnndJxDMnHSJjOH7O8M/eOOTYWU2kWzxzWvP8/YKTC32WVye4al/EVx8aEAVNXniFy96dIUZ0+PLDgmAoePyIT6vu0nCElWGA1hAmhigxBBrafc3E+JBrLxlwxQVD3vjCBEWDbq/JwmqDlY49NqsdSbtrWOvFdHqxPUY9w3JfMt+TLHZibrh4nv/y04tcsrPG4uok7W6ddq9Gp+fSGTj0h5LBUBDEfjCzedfiS1/6yj+96KK9v7qyuhpPT31nBKDfEQD/xpffz9yZR2vX3PSuf3fs6IlfefiRx8VaVzMMNP0gYTDUNgs51HQHgrWBYHEgmevFXL9vgf/8k4tcdaHHWnuC5bUma90a7Z7HWs+h3VW0e4JOX9PpxXT7Cd2Bpt03rPQFqwNDL4y55MIh4/UYHce88eYBV+9NCCKFIw1BZPjMNxscOttk66Tm5DkPhzr7tyuu2meoNXrc/3Sf+cUW1+6rMzW1xu2PeDxvj8dSr8ug32RyxvDIQcm7Xj3koYOGTVM+vaDL6toEV+zrc8cjsHlsjGsv6TG3tsa9T0zScJtcfRHsu2CIcnocndNsngo5eS7is3f5DCKFlBBGhmv2BXz3iwKiyGGiDlfsFvQGDTq9umXcnku7p+j0JO0edPoJ3V5Cp5/Q6WvaA1jpCc73JKv9gJv2LfAff3KVK/fUWF4bY63boNP36fQ9un2H7kDRHwp6A0FvYM/PZZdfZXbv2fvr/9fv/OlvveSF1w5/7Rd/7rmG1nMP8Fs+9d9B1BtCr/yb4WD115aXe3QHit5A0B8aBsOEQZDQT0HeG2q6Q+gMBYsDxVxH87yLlnn7y5d4880JY7Umi6tjrHbqtHs+7Z5Lp6/o9CXdPvQGhv4woT/Qdh8Y+gG0B4J+aAgTjecZnDT8dhX40mC0xHcdZsYUOzZJdm8z7No6IBEdbrlX8czRMV51rccLr13lA59LmPCmeO0L+tz5eMR4bZxtW3t8/aE633tzwm2PJuyZ8WmOdbnrUZ/vusGl1ZrnA5+Z4sWX13nl9R0ePzXkS/e4mLjBrs0ee7YKdmzWzEyE+F6ENgmuk6CULRvxHKh5gihy6A89On2H/tChN1T0BpLeAHpDQ2+g6fUTegN7oXcGWMLoCebbhrGxDm99ySJvf1nA5bvqLK21aPfqdPs+3b5Ld+DQy8+PPUf9QNMbRHT7CfXGGLMzU7+6c8vUb7e7g/4vvOefP6f4ek4TPV//0u8x3nRqSbz2nnZ7+VeG/Y4QUoLJrjsBQthd+lIKkNIgAU8aPEdyYr7Blx5s0A5Cxut99m4bMt7UuI7BdQy+a6h5hroP9ZqgXlM0aopW3WGsqZhoKmYnBFsnBdunFJvGFJuaii0TDlsnXbZPu1y03eOS3Q7X7INrLxmw94JlHjwy5OO3uQz7E7zocp9rLuly76Ehc/PjvPAKRSy6PPiUz/WXKGYm2hw77bNzi+ShowlJ4PH8S0JOzMcsrdS5cLuL8ro8dsQhGDS5eKfipis6rAxC7j5gOLsoWFyWLKw4zC/XWO3UWW03bOzRbrKw0uT0XJPTC3XOLvrML7ssrEoWVwSLa4bltcT62+2YlW7CStew3IWzbcnpVUEnHnLz5Yv8+OuX+ZdvjZhsjrGwUmLung1kewNJbyjpDwWDwDAINMMgIQg1UWzodAckcfKyYSQSI2v3vPAlr4m/ecetzxnGnlObcPPU0AnDzi/3ktV/48uBdOouQaQxBgwyxbdACIUQAikTlAAlLchdx+AqTd0RLPYbfOTLO/ny/W1ef90q33vzGldd2GN6osFyu0F34NMfuPQDh0GgGAaKIBQEkSSKIU4USQLa2ItJSnAd8F1Ds66ZHIvYsalPbHocOhvxqXs8njo6xlS9znUXO7zkeR2+eaDNV+4e58aLfTZND/jCAwad1JkaC1nuBGBAAlsmeqwu+ShR4wVXr/Clu2qcnqvzhhv7xMkyX3tkhiip8fxLN/M9N7XZs63NXU84PHa6jjnus2NaMtUUNGoC3xM4SqAk2FjB6vI4MUSxJowMQaQJQsMwhH5o736rgWC1C9IZcs0la7z1JW1efW3EzFid5bVJ1rp1+kOPbt+jN7SsPRhKekPBIBD0A8Mw0AyCmCAwBKEmiAxxIjl9vi0X28m/u/zymQt+9d/9+MO/8cv//L2u+9xw6T84wD/26Q9z95NNJlr63QudB16/ubZwc9PDU2MewxCUVBlpI5BIQAqBFNKytwClBEoluCqVEI6m7hjGhoqlzhR/+uUWX3usy42Xt/nh165x6c42MxM1orjGIPDpDjwGQ4cgUsSxJEokWgu0ERbcwuD7CU0/xvcipBqy0A747P2Sk3Mex05PYqIa+3e4XLpb8bxLOgh3gUcOj3HBdI0rLjRMT66x3K6xfVqB1Hz+Xh8fSd03fPdNAz7y+YTziz6zmxRL3YAnj/psn53kuosWufOxNncfGGcYeFyye5prd/e5cneHw+fWODlvuPvJBsdONfCFxHckTR9qrklBDsZAog1xAmECYSzoBYLOUNAOIdIxQg25am+HH3lNhxsv0+zc5NIfTLGw0khB7dEfWIkzCFQeUA4CUuZOCMKEYaAZhukFFEEQGYaRYv583z/fO/Zj2//iY2s//aZIGfOW3x3EnxBxhBlv/MMp439QgL/nv3ySf/K9/wohfuXnPvrxp//DddNPtPZfpdB6HGcASjooYZASlMz2EilBKoFSCkdJHCfBUQLX0XiOxnexEsRLmKhJOoHLytoUn/jGON88MGCiOeCdr26zd/MaceSwb4fhkj2KYWDdkkRLTCqLlEzwvZgjZ+H4gmAQaz72lQZrvQmGfY/pumLblMOurQ4XbhdccVGbRC7zPz7botce58ZLHfbu7PLY8YROu8bOvdCsx3TCGr4nwRg812VtCGfmJRfv9rls75CDh0KeOFLnxium+Ik3LPFHn+9y/8EWvYHDcrvFhdtrXL5jwAsv7fLdN3VpD5b56Ffq9COP0/Mujx/38BxLBAAaSDTEWhOHsHVzyGWX9NFJxN6tAf/0FQHjDYctkx5hVOfMfI3+wGMQuPSHTgpqxSCQ6QbD0DAMDMMgYRhaWTIMDcPQ5AAfRDAIBWuhw5njq2z+xi0T33dj81d6S7/4ExdeyHu0CD7/D4m5fzCAG/Mx4FL155/+pZ949IkHf/uGSx/3r74kxvdaNGoDwCClZ/W1NEipLFtLg5QSpYQFtxI4jsJxJK6T4LkJXmjwA03NNTQjzVgNpuqCXijpDFqcarf4Tx+ehiRCEnPFxX0uuSAkCAVGJxhjAzUpBVJKPN/jiaMeR07VqHsuTUcy0xTs3SbZNOWwbVaya6vm4l2rRCzz3z/T4tTJca7f73LRTo10Otz2kM9kw2V6AibHhjTrNRTWv+4MPJZ7muW2Ya3b5NXXtXnsUMjRsw7T4zWef9kEP/E9K/z3T8NDR5r0hoa1nsPc8hhbp+vMTgVsGx/wi/90QKPW4ZnTmsePKXzfIJVGilRnGYPREIaCSy6IuWZ/gjAOUeSBmWQY+pxfdOkHLoPAYRgohqFl7GEoGAaSQSgYBqQsXWwZa1tgW/kzjAT9SNAJBcuBINKahw8a3veXx6df9cIPTa8uP33JC256x60//Rtf0//9l17xvw/A/+Djn+LH/tN+9ydf880fuW7PQ//tllsPuktrNd78ig7b6wMS7SCElQZSGpQ0KGX3jnJwlMF1pJUkjsBz7Ra4giCU+K4m8BLqobGaM7bW3kSkCWMIIsEwlgSJTxTXOHK8xYHDhsSATg1lJbBFUUrgO9Dy4dJN0KrDRFMy2VJMTzjMTsKurQHbZtcIzArv/dQ4R49NcO2FDnu2S/buXOWBowGn5yZ54X7J5JjGcwbUpIsyWF9dA3rISqfGuUWHG6+oc9mFHR4/6DMzLmnUWly9P+Fn3rzKez+tOXC2RbunaXcUi6sOMxMtpsbrTLRixhoxk42Q110f4bsRropRSiOlSYlFoLUkjBUrK4o4dghjRRgpgijdh9JukWQYSoJIEISCYUgKYk0QJoSR1dkZcwcRDCNDUAZ3JFgNBd0wQQR9pryYlz4v5vjJh7nl02P/1x/8+Ye7P/72mT/5N9//seiiS/7pP36A/48P3comf9zZP3Hwx//bx87+Xn/1rPvUyRkOHhE4SvEbP7PGpdu6KGmZRymNknZzlIPjGBylcBxlg8pQ4jklgHuKMD05UWQIY00Y2Yg+inWe7YsTk96yDVrbYDJLlog0cHWktdt8F3xf0qhJmjXFeEsyOQabJhN2be0z1lrlE3dG3HVgirWlMa64QLF7m8NFOwOEWuPjd4yxqaGYGpfMTATc+YTk7Lzi4q0QJYILNyW86KqAg0cmWG4LVtot3vbSDg8eHHLsnKRZk3juOJfvhX//Q0vc+dSAz94+w1IXdm1KWO04TLQU4y2fVt2jWa9T8zU1L8F1NI4yONKAMJbIAa3t3SPRkjgWxIkkigVhLIgiSRgJgtiyfRhDENoANYw0YagJYsvY9j3L2hbgMIgEg0jSiQRrEQyCGMIeV+5a5T/+zDKvvyniycM1as7d7pUXDN53/ujz1Xjzwj84d+xz8bYLv+cfN8BrTiTOLZz76QMHDv/ml+6ZczvBLgISaEXccp/HIFK86eYuP/iaLuOtGDVo4MgERyW4oR1X5joKN3TwHInnKgLXAjr0hD0xkSCMFGEMUWSBHceGONHEicnBnSQGk7K2MRbYAEoKlBQ4jsBzBL4nqfuSRl0w1jBMtBJmJ0I2TXVBrvIXX1d85EvTzNRqXLlLcMFWlwu2anZtWeMLD2tWVutcvVMyMSaZHAs5seDS6TsoBUkiadUV2zbH3P24Zq2jmVv2uXxvgxdf0+Zr9/pMNsH3PZQa54q98OOvXcCVC3zqzkmePltjSydiZjxmvKlo1SWNuqLuO/ieg+9aD99Jnaa8Wd6QFqQJkgRiLUhie8HFiSWBjCCiWBNFOiULQ5TeFTNwBxEM0zvjIBL0Y0E7EnRjCIcB426Hd75pie97cY+XXWNot8e4YJPLzlmPpbWT7uLc1G+rRt0V0n9vev394wT4x/7qFrTWP//EgYO/duLYqeaOSUU7hLXQoRc7hNLlKw+53HugzlJ3mXe/rc/0eExvUMcZJjiOTWZ4kYPnJHiugxdpfE8ShoowFmmnjijYKBbEsbInLTHW+tOGRJuCtUvMLQTWZlPYO4MHdQ8aNU2rYQf7zE4M2Ty9yj0HQ/7wC02OnBrngnGXvVsEOzZ77NgsuGhHD+Gu8tWHJpn0FdPjkommYaI1YKyl8VyJENbCC0KHtW5Ep5/Q7ikW11y6/RavvnaeW+/tc+R8i7of4SgPIcbZu13yg69Y5sZL5/jg58d54MAk27uSzWMRYw1Bs2YvSN+X+K7EdVLrUAmkKC5kY1LJYtILXkOSaJI01R/nxJAB3QLa3gUNQQrqILaSZBBDL5a0YxgGCToYMlbr8O63LfGv396n7nl0+nWC0CMMPQaBT2/os9Y53VQ17zc2bbtKPfnIF3/nimu/638ZBv+XmZP/5f/+b/zXP3yCbdPhLx05dvqqJLG3Swm4QqCEAKFIHJdh7PLgQY+HDwkcFbJ3e8BYPUZKjVS288VKFY2rjN3SJI7nGjzH4Lngezap43vWVal5wiZ3fOsZN2uSZt1uYw3BWFMw0bLb1BhMjRtmJhI2TYVsngrYOttn97ZVNCv83qfhT740xdm5CfZMKfZsEWzf5LNzi2Dv9iEzk4v82dckDx2YZM+s4oLNLru2JmyeXuGeg3DmXJNtU4otM5LNUwFnVwY8ftRnou4w3lA064q920I8r8uDh2sILXAlgEOsXZT02L9dc9PlXbZt7nL30y6nlzyiVE4Mg7S0YZikm33eG2qbtR0Y+gNbJZml1vsD+3uDQWz3Q00/0Gl20jAIKO0FvTC1G0PBWihZDQXtQBMOh4x7a7z55gV++YdW+IGXx7iqTqfXZBjUGIY+gyDbbEDb6Qz9ICB5wU1Pf/Saq97BX3z8c/94AP6vfvF3eepUXb3mBuc3zpw590P9Qahs7tE+pABHgCusx62lQz/yOHyqxlfv8zhwzOB5Abu2h4zVY1ylUUpboKskBbdObUKD52o8T+N7Os1aamq+oe4bGr6mUTM0aoZmTdOqa8YaOpceEy3NZCtmcjxiZiJk89SAzdN9tsy0GWsuc+eBgN//fIvP3b2Zlqqxb5Ngx6xk66zP9k2SnZsjLtm9wmPHe3zgs9NMeR67Nyu2bXK5aGfA+ZUuf/YlH6F9dswoZicV22dDdm1v8/gxj07bZ3pMUPcdpsYNV1/U5clTmqdPNGi6GiEExjgksUMY+Uy2FDdcHLB7a5tuGPDUSYeFvmutvBBr44U2w9hPATsYagbDhH5a8jAICjDnoA5MZRsE0A9FAexQ0Akka6FkJRSsBZogCJhy27zuxkX+z3cu8rNvGXDpTgetG/SHjRTcHkHoMQxchqFDEDiEkUMQwlonuPDY8c217/u+5I7vfc3rzQf++At/71j8e5Uo6TSp2sLi0q5f/60/eMfBI0u/EAV9oaTAUTaAw1i3RAmrE10JvhR0pUs/VqzEHp/8ZoPbHu1xw6Vd3v3WHlftDZkcd0gSj8HQI4hcwsglipSt+ktswibRiiQWxNo6B9oItC4q7wxU3Bp7R9B4bkKjHlH3AxwVMIyHPHlS8/7PTfDIkUmcxGf/tGHzhGFmQrFpymPLtGTbbMSebV3m1zp86CtNTFRj6ybBeMthvGkYa4QMkgRtFJ4UCGl1cKIVylHE2haQdfoJa12H80t1Lh1r8c5Xr/FbC3WOLTRwnMhKG+MQ6xpBJOn2PV50aZcXXNrm8eOnef9nxzh4qsXiSh1fSuquoOUbao7tPnKVSUscRs8XecCtNcSpy2PlHYSJINSCYSwYJNCPDEEY45iQmfEeV+/r8q/ftsZ1F8e0Gi5h0KLT9wlDlzB2072TOjVO7trEicAgELrvyuTcL3zza9Px0Oz4zdtv/e/Dl7/up79zAf74k8/QajUveeqpQ/e215bcQb8nXFchjMFVgBEITKp9TepcGFwp8JWgrgQ9x2fouqyENb74oB2A+V0vaPPmlw+4YnePC2YGjDcdwsglTlyi2CEIHdvdoyVJolJgS7QGgyjCmBTcnqvxnEzjR7gq5PxqzOFzmm8+4fDo8THuOzBBHNXZOmbY1DJMjQmmxxXTEy6bpiRbZ2K2zw6YnFjh47fCPU9OcPV2weSYYKwpaTU0rUZANwnxXIUTWz1sjHUwCCT9YUInLYBq9wwrHYeFlTFuvqzHd920wh99zqe5LFEisoDUDlHsEUSS/tBlZqLG9fu7fODdPe57usOjx13ufbzF6ZUaB5fq+EpSVwJH2kYN3zUoiroek4HcQGIEiYZIQ6QFYQKD0MYxkYkxcUTLG7J/64DLdvf5vlf2eO2NES3PZThs0el4RJGXAtolihVhel6iOLMkJVEpcywl9Hp9kWj1K2PjKmlNTvz2N770/v5LXvsz33kAP3/+PFu2bKl95bZvfN9nbvmSG4V92aw7qWMh0rJFY2tL0iylkxjrXiiDG4OvDPVEMEgEfeUTeC7tuM5f3DHGlx8esHN6wBte1GXLZMzuLQHXX9JD4DA9JXGUJEkctJYYI1PmFunpNClza4ywTQGDQCOdmLufdjh6XvLF+xscPtdiba2OJ1zL1lOa8Yb1wSdaDtMTDtMTgs1TMVtnBmzbtMo9B4Z85s5NbB93mGnBWNNhrCEYb8ZIGfLUSUW7r9jRBIG9mwSRZPO04JJdAd9YNLQHhu7AsvjSms/c8gRvfdECB04s88ATs7jKgIgwBuLEIYpdm5AZOrR7HpOtJi+9qscrr+2z/OpFjpyDWx+ocfScz4MHGwjXYXHoMFxWSCHtOUiLISzITQpyQ2I0JtEoJ2FqLGBcRFx32YDdm4dsm4r4nheGbJkSTI0pBsNxVtY8otjJtzAuQB1HijCW6WuZPhfEsbUs7TmSDMIesVa/unPvTfL5V7zwt5aW3jacmdn8nQXwVrPmnDp57Jfmzp34/wk9kK2Gi9YmZVML6CIFb4uDVGz92iixNSVeAn5iQd5yLNCHjkvgurSHdR4/GfPYiWmEjti5aci1ewaMNxNecsOQbdMRSRRjdHriTCFN8ipEZQg13Pd4nQPHGng1ycNHG5xbrlNzHMY8ya4pw0RNM1YztOqSsYZkvOUwMeYwPQ6zkzGbp4bs3NwhYZWP3DbB8vIYV+7UjLdsj2WroRlrRBgTcf8Bj+UVl4umbHbRGAgCyaYJyU2XD/jGIwndgaTXj+n0FKtdl/nlJpfvHfCuV7a5/+k6x5fHUEIDUVpj4qa3fUE/kPQGLms9n7FGi8mxIdfvG3Dz5UPOLw954niHWj3hiWMO9z/ukxiJkIJ82GZuIxowGrQmiQ1bZmJecsOQybrmqj2aHbOCOLH6Oohcllbt3dM2hijiFNRRXEjGKJb5PkpE+tpKyCQhB3miJe1eX6qnj/2CW9/qTE5N/3sg/o4B+GAwIAzD//DNb9717qcOPOE16o61nBKTWnSCJDEoIYilzoGupNV7TgJuYnLt52t7a6wngkhbLRh4glC7hIlLpA1n22Ocul8jVcIXH4loODHaaHuSjO1WF9kZFNJuUqKFot1ziUMH35G0aoaLpqHpGVpeTN2HZk2k5bSKsYaTJ3qmJ2I2TQ7ZMtMl1qv89l/VeeTwNBfMGCaaIgW3oFlPaNZCmo0htXodVwlUatcZ7IkNY5fBYMjaUDPp21rt7kDT7ipWGx6n5sa55sKA97x9nv/8Vw6n1+ogErSJ0RqixCGMZVo7otKKP5d216dea1CvRTTrIS+7KsT1Qq7fl/C2Fw9tRabUCKFzqZhpuIwcEm2txomWQkmP4dBhac2COU4USWz3sbZAjpOiaM2+ToGdiOrzFNxxAklSgDxOIIjg0Uce9zqdwTtardZ/uuuub8YvetHfvcfz7wzwwwcf4NypJ/2l1fhlR48eroHB95RNnqQea6INiRQkyiATmYIbHJVmGBOIE0GcGFxtK+GiJKuIE8TapPowPUAaQl+SNCWxdohin6XQZsCNKfIGQlhb0hH2juGm2cotTUN90uA7mlpWL+4K6r7dGr6iUXdoNRRjTcFk6rTMTARsmuqxffMyf/B5zadu38TmcYeZlma8YS+GZh0L8HrI+RXN4bM+dU/YpAtZpZ9gGDjs2xazZTqg2/NtM8cgodNXrPUcWu0aY40J3v7SBQ6fmeNPPrcDJV2M0Wgdp561QxBm9SOS/lDRqDnUfZe6Z4vGPC/Bc2N8N6HmJTgiQckEKWzmWEhd8cmzu1+SSJZWJImWaJ3tRVpWLIm1RCeSOLG/GyXSvp+DOt2niSS7F/nrJLGa3/7MjsOIEs2JkycuePGLX/Z+g/9Td951X/DiF/3dZpj/nQA+HCzh16YbTz7y1fceeOzBFwjTp+ZL4gSklMhYkEhDonW6t1nDRNroPk4MjiLNrJn8S2elntnzPCmRvU6j/iTNzBmTgbv6+bLyWinSupb0ovKkwXXSuhYHfFdS8wQ13yZM6jWHZl0w1oDxZsJEK2ZyLGR2sse22RUeOzbkz+7YTrPms2VMM94QNBuKRl3QrGsatZhmPeCRE4KHDtbYM2n/vkgpXBvoBw7Pv8Swf8eQ+x4fpx/CIPWoOz3JWsNlcbVOzZ/gB16yzANPLfLE8S3YS1aT6IRYmzQZY+tJBoGkURPUfUXd1/iumwLcWqquSnBSy1WlRW05k5eOW5YQskkhkbtRmZxItEzPlQV3ogtdHSf2Z3EicnaO89ekv5ee8wRiDXFs8mTTYLXv3PGNe3/oedddr9/8xtf+3Pz8Sn/z5v/5/s6/E8BXluZxnNV/tXD+mR8N++dp1j3CECJJqrOtNIkTgVY2dZ5IQ6IEOrEFVYk26MRYXZbWiSQJFVDrNAuZlOpIsqykzizAMrjTEyZFYY8pAUrZrKUttbXg9lyB7yp8T1DzFLWapFkTtBqGsUbCeDNmohUyPdFn6/Qqjx7r868/uJkz5ye4aFoz0YBWXdKsK5o1aNQSGrUY1w0YhAZHOviKXPNmEiWKJUni0vJihommF0jrQQ+tJm93FXXfp+a12LUl4r/89Brv+aDgscObwUgSnZAkmjiObBFU6DAMJMNAUvfB9yQ1z+B5yuYK0ryB45gc4Eoay+K5VCmBHCCdN2MygBuR17QUtS3kIM8kR6JHWVpUGDs7v/a5ScspNHFi64jmjpwR0hn70Usv3nc0CMPf+Ltg9H860fPUI59BmGDHoafv/4mF+TOXxokGU3ThyKxpQabPpbCNCynw5chrJSn2yvrmStn6EEdh60RUVi9CvvkONouZbjUXap7d132oe4KGL2xtSbpv1gTNtG2tWXdoNhSthsNYUzLeJE2xJ0y2IibHAmYm+myZWePho33+3R9Nc+T0DBdMwKYxmBwTTLYcJsdtomZqLGLT1IDEdHnvZ2qcOj/B1rGyRs8sxJjZiSH1eo9vPNGCxKHlG3wXO9bNlbjpcRBCsGtzwnUXr3HgJDxzppE2g2gLQG3S9LtJb/eUAjvLrmHqYtjShlI1YepPB5G1W6tVhql/HWa/L/OfhZEkiNN/K5ZEkS2VsH/HFnBFsb2Q7T4rekvrXhJjywJKNUNRbIgiC/5ub8DZ84ttofw7X/89b+18+pN//g/H4MacBjZtXzx7+++K5Myb47CNUh6uozFIhDApgEEmoGV6pUuRSg5DomwAqpOUtbUhMelrU7B24cQUdlbhkJiCbYDMjBSpNBHSZkqziyerz3AdYctvXYnv2ravmm9HrNV9Taue0GxEjDdDJlsDZifbPHykzy/84RRPHp9lz7RkppkwXreFU826olFi70Y9xIiQuZUxpLDLnEhRPn72lq2Ny5ZJg6NjerFgkGcgE7p9Sd1X1DwXz63hOONcsSvmN398nl/4Q3jo4CyJUUSJJi7VjYShJvAVNU/ihfb7ea5MJVlWiJWVI6eulgCRFmYJitoV+1nLkqVUmZiZLql/bs9hxuwU75XvxqW6oERbWaJ1emdPyJncIFhcbjPU59+8e/8Vydv+yff+ixe+dOHsZbv/9vNW/qcAfvrkAq7Xv3ju3Opbl5eXUY5PEtmSU1elNSel9jL7xSBW5bLNVG4kJi/+0doUW1rxp0tFUiZ9L0tQkIG8dEZErrtFapyIolpQSRwnA7jImd+m9TV1P6FRS2jWY8YaAeNNC+6HDg/5d38wyRMnZtk5qZhtasbrgmZD0qgpGnVJs2b/jUYtxndC7jsE55c9mp61SG1vqShu91rSHzpsnRJccVGPew+06OftYOkEgYGi5ik810s19ASX70r4rf9jnvd8wPDQwU3ERpHoxCZkElv/HkaG0JN4nkxr56W9oB1hAa4EjiQHeQbwrDArP5qiJP0yWYh1W7JzkhiRAr0AdbYlxp7f7Nxm8VR2jstAT5Ii1tLG4LoOy8tLDPsrbz174sR7253e2X8QBn/qyQcxprH90DNHf/OJR5/CVz41X6RgTllAgkos4GMNWtoProxA51e0ZWWtRMHUJdbOy1ozgGOPbs4oBcekrFNi79TnzaSQUuTlsLZpAjzXygHf09Q8C+56LaFZi2jVA1rNAdPjHR4+PORf//40T5/axLYJh00NzXgdmvWseCtjb02jllD3Izw34MmjDouLdS7cbPV/xuCGDAyCQeBw0U7BFXv73P6Yph9KBmFRK9Ib2OpAz3VwHQ9HNZBSc/nOVf7rP5vnX77f8NAzm4i0w0yiLcAjCH1bu+372gI8kzyOzGOQTAKqND+RE0JpgsHoIyOVDOja5K5sJeWvTUpeldipAHXxnFLclRJdYv89RwmmW5LDBx5kx0ztNy+88MK33nvfA2dvuvH6/3UAP3Hkfn76R7+bX/z1/7Zt4fzp64RpoxwF6Lz2WKdBXSJBaoFKDEnG3IkhkeSSo3Kl64zdqDC2TbcXzI0pWYHpmSjfVq2uT09aqukdlW6OvcN4jsFNi7J814K75sc0Uu+41egzNd7l4cMB/+p/TPP0aWsHzjZsAqiZVibWa8q6Lr5OGw5ial6EVAG90EUqB1cZlCJl8QIgSZI1Hbg0vQiI6Ya+bRULNcMwoT+U+J5KA0UX19Eo1UBKw/7thv/7p+f5l+/TPPjMZqLETRuMDWFiCFxDLRZWgrkG19VW0ztF65+SEqmK45SBvHw887T+SDBfyJWSdNRZrX0G4gzspkJiFeOgLEnzc59mvIXk7LkV7r3/sevm5te2/fiP/sjZO+58gJe9+NsH+d8K4IN+m/f+wScn2qtzfx72T3sTLYEUSV7EYwwYaTWzShM8WolUn4FWFM+zq12L/HnmihR7UdF/GQPmT0qaMdty1yTbVOa5G1w3Bbir8VyN7yXUvYSaF1OvRTRqAeOtAeOtDg8cjPm5927i4OlZNrVcZuua8ZqhlTJ3Iw1S6zVjN19T92PqtZATc5oPfaWFXwO35FRkH9uYwmLr9j1+8DVt/uyOPgtLNQZR1tyrGXgJ/tDKDNeROI5bsvcMF++A3/vni/z8f0u4+6lNDOIas4kgTDQN13a41zyDn3ZAuekdzHF0CnBhm7krQX8mpzKQCxCmNKumIJiybMwkpRmRlhvemTOQr4u1ym6YZXshBE8ePOldtO/ij8/Nn37T5k0zj5dh8PcK8PmzT4skiW8Mhu1NnpsgN1hb0aSp+Yyl7S1IkBiTa7dEk+u2MmPrjMlJb30lpsBUv1U+GqgEcpl2sUhRBrf12m15rS2ztQC3iY+aF1PzQ+q1kIlWn2HU49YH4D99bAsHT88w03IsuOsFuOs1Ra2m0sSQDUxrXozvxfheiCamH9QZ9wSONJYZ8xA4u6VbTzmKHVpNhSMChrFmEIm8U90PNENPM3AVnivxHIWjHJTy0ovGsHer4Ld+co3/+ucJdz41w9lui2GiGHcNLU8TJgbfMfixwXMyi9QUMiWTcTKTdsW+LP3Wnef8nJhSIGpKcsWUTIH1DF0GeI6FkgSldH6NMTz86FN7rrx8/5+urLRv4G+Rxv+2Ab68eAydRK9/8qFP/UEczE3U/dIJK4E7i6yL5EBJkmRzvLUomNuY3G/NbnfliH0dc5cAnp+EFNRSVGteVNqb6FTqxy24/RSQNS+kUQuYmeix2B7wW3/W4E+/uonQjLOppZitaybqhrE8hW97NRu+nXFS9+24ippvLxTXCbjtYZdEu5Yt09obIYvvUbSOSaJEIYXLq5/X5fc/N0M3chlPWbwWagZBkjO4q1Q+TkMIQFjSuPQCyQff0+ajtw34jx/ezPmVSXpjDpOJYizW1F2DH6WNIY6NQRxlUhY3ucskZXYHFKW7oviWmtykT3IyqkiVEnHlTE+uz22QygjATWEgpNLIsvgp/uTPPrflJ37k+1574ODRz19+yd6/X4D3145gjP45Vy5uazUihJC5fICSpMgSAhmQ8/fKciTLklWlSHEFi4KxzQbgroxyMwV7l7vyJdVOIEfnYyZ8N8bLwT2gXutz28Oaj39jjD+/bRNajLGpJZippbKkBo2aSEEtqfmKWsreNU/ndwLfjXC8IV95cAKduPiKHDS5ri1qmtK6DIWSDq+5rs8HPhXSjz3L4pHJO9oHgbba2bGzYZQiZ3B7fAST45IfeU2HunOev/5Gn9semWE+rtP3FOOxpuGmTK7Ac0wal5jUTRGlOTSilPxJYwdK4/NGGNzuTFWb58A262Rn9Y5tKtK0zOC5xjfpdN9EcPL82rYDz5z+OSXFtz1b5dsCeH/taYR0fuz8kY/d0HDPU1MqrbeWBVub1D6qgFesB3nuaWegLir/cr2dOSbP8nmyzJutNTFp9J9m5pTJs3RWaxZpas+N7RwVL8R3Q1r1AV5twEe/7PCf/nSWE6tTuG6NzXWY9jVjNW2zk2nLW71mwV1P2dvOO0yo+faOUPdDVjqafuyhHIUnde5SVDQ4xV0sjhVB5OE7AybG+7SDJsNI2qlRnsELbe26tTZVERwKu5gWaf2I1oKJluTtr+jysucv8Zt/EvDhL82yErUY+C7NSNBybROEr0QOcjctm1ClO18eqIvSsS6x+CiZl4mofOetgj1zxUYAXwZ3yX6s/kwSa8PSyTafvu2JG37hZ7/vx+579Ogf3XjN38zifyPAnz66QN1sor32ey9oeodmRatLGPvEsWPrDkqdM1l9bxnEVZAXgM6+UBZ0VQ5MuUmhAmyTH2Ahiq7xjLmltJJE5u1t2jY1KI3rxHhehOdE1GsBvjfg6ZMJf31nnQ/dOsPZ1UmadZepmmHSM7RqmoYPzbQAq+ZLm8r3pc2U+oaabwNV37Xs3WoO+fKdiiPHGtSzhErmTpQQkl3YSVqoFEYOl+2Fl13T5RN3TNOtO7Rikc4gMQwdjePqwuaTsnThmEpiJk4kW8d7/OqP9ti7LeITd47zxIkJhk6dXuLQdARNZWwGOB1956ZOk5QGRxRxTHZhSlG1YdcxeQng9vuZdSDXG+x1jocRQGe+urGFdbEWBIlkLdDEz5yf/fBn73jBf33Pu//IJOcQatvfDeDnFlZZ6Zz9P2790od/+KYLT/KiKz36Q00Qemn5ZAryROaAzkahldm8XM9QLuYpgF2q36aQPuvAXWZvYSrgVlKngaXt3XRSYDtOgueG1P0QzwvoRQHv/6saH/z8DPPLE0SqznhTMe0bxjwbnJXBbRlbpcVYImVvC+5aWrVX8yOSJOLACY9+5DPlpbd/mYFCVL5bOdCMY8WYcrh8d8jHnYBu6DDwBPUo1c6Rxg11WiglUVIglJ3CJdJTmN3OtbblqmMNl5///h7veO08f/j5Dh/41Awr/RYDx6frKhqOoK7AV9oCPS1fzj5zDvIc4KZqH47QeCVWehY2z3GwEdjT3ED2PDYW2JEWDBPsSIog4tqpp/nBl/s//NvxA/frcPmDfycGv/v+Z3jB9fsa//o/fvTKz3xxxTt8WYtrLlmjWRMIoYliF5Uo2yamsj5Iida61A85KkVGQA7wbDZgQXolO9DYtrdKYFkaGJQ2JtvhnDGuE1OrhfhOQHsQc//jgj+4ZYKvPjzJcn+MWs1n1oNxT9PyDM10zHKjzNy+ssVLvsT3rDSpuQXIPTemUQuZX4255RtTBDh4TgncWWNRpsEzcBtLDlGiMMbljS/p8IEv9FlcazCIBUE6zNKLwA2T3PlwlLLOh5DFv125cGx3U6Ou2DI14OffOuSavWf5wC3jPHp4jOVek6HycT1FzZHUJXjK2CrLtKQ4y3BWQV4CeuncVIBeZnMjqgCnmhSqBNwlFy3WEBtBqGGoBYPEEEchW2pr/NhrV7ho+rB37uhXr9y2/8cbg/aRfn38ov85gJtogQNPdL5ruhb8i/nOGp+9b4wfO77Gi64YorUFl6Ns8XtWM2zKksVYyWJyfWWbTau1DSI/EOUDVGYIgUmLuGxglQNbaETK3LIEbrvF+H6I54as9WJue1jyqa83+cL9Eyy2W6h6zc4Gd2HMs0FYwzPUPfK68AzcVpooK008Y7v3vSTd7ARa3w147KhkaeDjOxJP2gSPKt3qM8lcvkUniUi7YRym6oLrLurx2Xsn6ccuw1hQiwxeaP17x7HBpgose9sLqOgkzoGk0+o+I4hih0bN5U0vHvCy563wxfu7fPLrTe56fJyFboPQ8eh7CldKPCnwJXgy1eaisFwzFpdCrKtXeVY2H2HyUUNBU8iUJHVUEmObXAIjCNJJZCaJIBpw2eUd3vCihOXlLisx/2IpePx2k/Q/+T/F4OFwDdcfn106dcv37t9yDztmujz1TEIQGFwnJE4H2VgXQKV1wioFskw1t9yAsUvtZBnAWS9J7IEzOX3bZuWSJBEmBXdiwS1tIb/nWrnguxGL7ZgvP+jw+TtbfOqecVY6TYRXw2+5tBzBhGuBXXcN9QzcnqDmC1sf7klqrh2oU/PI2dvPR1TEeE6M50bUvIAv3OtzbrXOdEvYW37uQmwQmOUSpdDhMxMO331Tj09/M7IAjwSBC35sp0m5ocaRdqZM5l9bVi2BHFGRiknaoBBGDs1awDteOeD1N63w2Xt63HJngzsfbbHQbhArj4Hn2DF5UuBKiSMso7sSlLAdWZKSwyLWk1HlYhth9FySpCSX5HLEXoyxgcikNeLG2KGoOoYkQOiAmp8wsynk5Lke7/3ME9x0497v/al3vOIbS6udxZnJsb8dwF33NDCzZ2p2+Yff9MqHeeDwJBdtU+zbEyNlgqtCBAYpHbRWeeeHNqokTWRFmhhTBJXfGtxF1C4omNtuOgV5ytpSI1Ng+7WIOIo5s2g4cNLhQ7dOcM+BFucXmiR+DadlF3Aac6DpJDRcO1e7lnb0WIbOwG0r8iy4RQ5wO1xIW+Z2EzzX1q48edzw9IkaQrp4ilLGUaRBZgHzdSBMEz5x4nDZ7iFXXNjl4Nk6fVfSiBMLbgVhannmU6ukRJIlZaT9101JBqRFXbYswCGOXQahS90PeOerA17zvDXuOdDlw7c2eepknRMLdeKeT1x3CBwHISQqncvuSGlr6oXtzJfC3p3KF29ZtpTrhXIpku+rWjuXJ2lyyBgNJgETW4DrEGNijpxQ3PJ1lycPa/74L05y0UW9Hz58auV9cwuri38rBv/wX32VP//UHyDlJtXvn6C95vOy5w352R+I2TFrBZTjRYjIIHWC1g4q1d+2o13aqzR1VYogstzpXnJM1l//VZ87ZW8hddpqlQ7ndBKUihEqZn4FbrvT4ekTdW67p8H5To2TCw1wfFTLpeEoWsrQdAx1JwW1Y6i54HsinTFegNv3bB2I70pbo11h7wTf1antGFOvBxydgxPn6ijpWHkiy7d2RrRy1TFI8lYwhwu3GS7e2uPJY1P0G5bFfQfc2OBGaXZW6RTg6cUjM5cmPdZk1q0sVW+mrWaJIopd/NBjZizk+14ccOOlbeZ6bb5yt8/BEz5ffqjJ/LKPkS6RdEApQikhXWkjS+VLirr/DNtZ32mGbD3C6Dp/btK6nOxWrktbYjcd230SQ5Jw7KTkZ39zgisvjvlnb1+mIb7Aww8eUPNLC5w7/hW27Xn1twdwKWB2+h2b73n4yAff/5GnxdjYBNddFhF/Dr7/lQGXXhDRbGh2bgtxtEToCK0VRksSU+hwq7/FiDQput7zdNUouMvBZMraShpE2jBrVII2msVFOHRG8Ze3N3j4sM/JU3W6gU8/8cHxkE2XmhI0HGgoTU2loC5XE7rCvk7B7adlpn4K8py5s/oVN0mZ24Lb9yIkEe2+JDSeTYVLbYdfiqoHXmbYPC7J2sASSZQ4CKNoNUMgYBC5DB1BPTZpGWyWgdTWSclrb2SpFCAdgD/6N/KeSYUbp2OUIxfP9ZgZD9k6E3HFzoBu2OfE6TaPHvb4i681OHjaZ3nRIzYOsVJoofIGbpuetVdv0eAtRs5mCeF5ZiiFepb2pARuXYBcaY3SCTu3hzQbCZfujnjbK0LiBJ5/ScBE/aDQtRs/aNzXvDpJlue/bQZ/x1tfKY4cemzv/Ln+RT/8hh5vee0qQQL/7Jcm+dE76ni+Yc+OmDe9OOD6S0Oef2VIomNanmGiAaQAx0hbL5wCHDLtLXnWh9BpPXnW9a0JYsNqz4ALp85K7njAozNU3HpPncMna/QSj9i4oFxwPJSv8JSkrgyNDNTKOgV+Bu60Xc1zwXds04Pv2fJUy94C38POOUxlTAbyrJYlc0/OLiV88rYxFtp1JsczzVpl7/VlDRmDZ/2NkiBwmZlSvOUVQ25/pM+ZdoO+J2nEAi+CUBmcGJyIVJoVtSSC0igIZFHamjYnFK1kdkJvnChcpwC668S4bkTLibh2X8w1FwX8wGsGPHNS8sV7fDqB4vYHapw544EjWe47DCOVAlpislvUs9kr5dR0dpWPMLcwholGQtPTJEbz/Cstvt70kiF7dsT4HhyZU/zUL08RJ+O84iaPG6/WF+3b7+695ppXLZSvp28J8DDo1memax++csdjjddeFTI7rfn1P6lzeMEl0A79AB497PHY0w22borZsTVGx4brLwv53pcMbTFNAlMtw/4LI2p+eqFCWpW2cQEPqf0XBoLHDyn6gcRxJE8ed/n4V2sYIVnuupw67RMbhXZdjHLAdZHSQUqJLwU1mYJa6jShYWswvDRN7ea9mOSzxgtwZ7Ika4iwssSyt8Z3UvZOAeG7AXc+rrj9ySbCU/gqG11cck9GiC0PuEulC5ZdLchfcsWQF13d5S9un6Af+wxj25oXxuDEmb+eZWx1Xlpa1fkZk4tqQJveLWJX5mMg3MQhjmPC2MVRce5CKRVz9Z6Ya/YHJGhOv77HSkdghOCvbqvxxDEXxxEMAsUThxzCQKU1N88C9JzFbZ2/71t8TLaStOjK8OaXBjz/0hCdwI4tCVtmE0QkEGkwu39TzKteGPAbf7yFJ85NcuOBI43f+fcv/XC7078G6H9bAHf1AZrqnHfB7FEajR5fe9jlk19vEES+jXYEGCUwLpxd8zi7bK/IBw9pPnCLtl8ghu0zMa+6PmCiqdGF+HoW5rYokBLWepLP3V1jpacQ0up6EgeEsp3DNQXSvlbCRv2+gpo0+FLjpb6uWwK2nUibAtoB1xX4jrD7tOvFS6v2bBublSaeZyfYWpAn+RgGN5UnYRxx4KRHp1fDb0n8dBxd3vAsynWEBYvngVc2R1FLYq0II5eZSckVuwf47sDWpsQCP7aH3olMqRtH2/rt/CJKJUNuxcqiii8rcNNJXoseO5LElcRJQqwUKs5yCHGeS3BkglTWodq1OebCbQlCap6/v4cxtqBtrSf43F0eawORlk6LZ+ewFOhaw0RT8+rnh2yb0SSxFe9SpVgwgiRRxH2HdCYYQhhqXsL3vXTA1x/pcucTde492Ob2B095JxeGG/6pdQA/cXaJQ+c7P3rrF/9sqrs2JNaKW+4e45HDTdvfJVT16lTl241JgwcDnubsKnz4C63Sz7PTm6O6CvAsJpcSfAGuxGSaL9/byN5Js26+MFZ6pEkKL60gzFZgs+OWycdEuCqVJnnbWgHuTJp4bqbR7ewUO8tQp+MXknRWuR3WeXJJ89UHGqA8PJXagyMB5jrjmEKH69Qiyyy9OHGIE5fXXB/wsVv7PLXQpOu61GNbKOWmRVLZ3xC5ZaoLBh8pC8hyEUnm3CTajvJIHRwnVsROkk/vVY7CyaxXlaRLoiSEoUZIjRJ24JKVkZqGp3nna3Xa12ls/Xj5PJc79st15VrY8W5DN8+H6KgapxXFGfbfTrTm2osifuunVrjl7oBAe7TkZ6ZedcM//1Edzb9PutWRb+sA/hdfuJ8gjN/53j+OxubbW0FIjHFS1lQ8q+k5qq0wtmffG/my66m7BHBZICKjJmTefe+QLjMiDZ4wuHnmzaSTatMCorRMNXvuOuTdLBmLu47AdbOeRZWuHiEqc8Y919ixzJnmdmyxlpt631JGPHVCcvR8HaGcPEGS14mUy07Tr1qtz0jLiJOiLiVOLIvv3hJw6Z4+B+cDBrHLwBHUEnATK1OyeneZavFqw7BMT4Eo3S1kXr2XOJn/bjfH0cSJTAEucRJVZIVlgiwtKyNTJyt3tKQ1AwZDXVi5WJBnFu9GpJYPGSpbxWUbmXLpRoYR+29Hkce1F8Vcu2+IYUCYPDMmBne/czj03vctGXxlpYM2xvu3//njMjY+fs0lAbQo32QzjVcy8kvlklWW3oi1Rz90+p/0wpGCfG1MlT53pMFNkw6OsAVBWSGTUwK4UgXIi03ki1c56T7rqvdcmYK8AHexFZ0/XqlJwgZjFuCRibj7kTrLq3WcMYWXpblHU9wbfPsKyE3JTdGSYeAyNSl54TUDvvJAQDeuM0gUjbi4MzmJSSfWlhNfuhJo2iMvcrOiaHjWeeAZa4GbyLzy0gLcPpdS4yhlGVzodF/kIMpGgKzkKkoAT7PQGz42yIVUSzfEuunAOXqCtEVSCxLtEsl5ObHzx7wg6IS+XyR9KgAfBAHAb0/VzPVTfkLTFem4tJKfWeqPzK42TVFzoNNPstGkqdFHXicNOZhVlh5OgSzzfRpYpaljJQqAZ2OYVXrybS24qADcNhyLtLN8FOBiA2Cn8sTRuK5dSsXKkxjPifCckLkVzUOH6xjlpdm/cqZ1pDBpNMjMdXJ5fHGqOxOFSRyu2x8xPd2ns9SgH9dpKIGbanGVlQcLkS5trhHCzkop/pSsAKZcfqq1QDs6bSu0+0TZLVbSShRliFWSJq10vs8vKFE8z8omyuOxM8SIzB991kcZ0CXgj+7LF0L6PZLEriDXdGrXjyXRbwP/ovwvVwD+1NPHMLDl2LHjcsyL7dw/bSzAsxrv/ARllWH2g+sSYZfJPNsq2S4KYGfzA/PqQArmU6Ja1aZKtRH5Jiywc6Cn3eKuBJWxdjbNys1atmS+WT1OYR+6Gj+bBJWyt5uB3E1w3RjHiZAy5I6HXe56rIWoOXgpwHP/O99K7V/rGLxg78ITt0mZ/sDjhVcOefnz+vzZV0LCxKefSGppY7EjQcWZD552+cSa0aRSJlcsCZmiVl+nANEG7QiryZUgcbJGcWl96ETm4FYZuHNQp8m3HPCFRCkP9ixUrVmncKskWJYo1Yx3eW5i1l+QpJWTQSjoh6dlY+r4ltFLJwf46lqbifHWZb//h5/YHYd9Gr4gSodhZnMCC4CLFNCjbF4Au/hKVWBTel3Wjdb7zspgq3MFywU/WfLESYFdBnwxDiGb/VGaA5J2kxfzQQpw50GlU3Tc5/P8SsztOjGusgw+SGL+x+emCYWPIxVeVoteyoEU361s31V1eAb0JEurpzZekjhI4/JT39Pl018bsprU6Cc16gm4icBJSuOnM6mSygWx7riXmNxJz6Nje2cTxzb3uk42lEnYkXqJSbOlBqVk4QyNglwWNUIirQ8qA1yUGPxZLfIc7NUMdwHqYl+Rc3nMIkiCkMX5E7svf95bLhsOuk/V6q0qwJWSgNh95NjxTcNBn5prp8BGiW1ILXdClwtnig9UMHjp64yAOo2JS7fujL1zMIji9l4GupIF2Ctd86WRb/m4t6wNK5sBksoTx5EpyLMu85IsSYHtlub4ea5lcdfNVoOw7O36IU8dk5xbroFyUVJY/b0Bc2fYHh3HnYM961tNT5pObNGaHUnssnUq4uKdfe4/0iByPPqxoKaEDTbTGesy7fuU8UgGOBeW2ORaLlGEbQguTTTQWpAobZnbgURqVCLy3tZElv6ONKgUzGX2zidk5X+fCpOXz/3GAK+CvSxPRu94efY3nT8+CIbIuVObhGC3kPKpdQx+/wOPU6/5etjva9eRkGQgNKh8FJfNikF52lQ1O1ecvKrmKn+vsqtgmbsM8HJpZsHYFRYvNcnmmlyJnMUrsw1VadhNLk34FuAuGpRH2dtRNrgM44gPfaHJ+cU6ws/kSXmgZSmLSVWWbdQEUASa5CdOa0UYO2ybFbzruzs8+T9a9GKfofIZJLY2xcm+e0yJwUUa2GmsK6Xzi0lTjpeyrqvMIzfpHcTg6FSiSJsxVdrkPZu2Dt2UWDw9VxWZUjSl2PNsqvsNgF7FDnncUCmvpkQEeXIsG2QqGAwG+vSJx3QcBfm/lQP8kccOoJR8xTAI94HBUTK/vWR6OJEW7JU5dWVZsoFE2QjclE58pYi+BIwySDIgZwc4B3t5YKcUKWsXcwizTWUj25S0s1EygDvFcoRuWXfnjkkBcjddz6fuhxw6A1+7p0EkPJRU+LIAWwXcssriptSYWS5AK7f86ZK2jGMHrV1e+YKACz7V5+lTdQLHtYkfmcYZMSMXVbkSMwV5OoPDmJJ9aIr67CQd85FocNKxek46/VcpiUwBrgRIVTB4IU/IAZ9Zg+skiijV9ZdxkR2S0RzgKLjXMbjIE1aWEAxxHO47dezxVxijv1QB+FNPPcNll13ML/367/qDQYCSxV/Pgr9EgDR2DFt5JECVvUX585XAXdj1ZXlSZu1RgBeFRGIdk48CW6piteJMf2ezCFXG3MpKEmcE3F6+WeekYG+dJnQKcLtOhHJCHjvmMN/2Qbl2gad0sFARGD/L9xs9gZXRCiKvF9FZ0kfbWpHNYwHX7h3w9MkAnXj0lW898SypVLILbdq+xJ4ZyDO5UipjziaLOelzJ9XnStvJZI4WyGRkUGcK9iQ3AAqgZ1gpMqtVqVLU9dvvXClhGDEoKg5KGdzZscpHMlv21gZ0EhCHbf+Xf+ZnOH/mCFt3XGQBPhgOefrgoXd8+ba7fu7gwUO4jkSn9mWcolGI6hrv5aBSlz7VqDVY7mQZDSoZAYGs7O3FpQT5zLxixNiITMnYWxa6W6XM7SqZj21z1Ahzu6W9a9I1ONNG5XRfpK5t03JvmPChWydYDnyEr3CEwJHaBr1y9DusZ6rsck+5zTobunwSZe6H67S0dbzh8K7X9fnsPUN6cY1IuQykZfGiLqUcaFJlTqHTyj87/ddk+/I0A5XJFoMjhZ1CZkjjLzvfPRHFAgaybFHmoztGQb5epow2ST+rVCkzOAWLV+aUVwbtC+L+kNmtEz/3sTuOPBAEwUdzBj937jy+7zfba8uuTc+6dm5zxrzaJnu0LLX9lz7M3+R3jzaqrtPf6YmQiKo8KRUsqXRunqpIlPL4sbJMyXS3rCR9XDcd4ZYBPH+eWYGZJMkWnE1w0sSO68S4fshHPu/zwIEGSA+hHGrKVIJLIUuBc3qhwkg9yqiLktdvj6ykkGTpe5cbLhvwjld0+eAtdbTjMZAetTzRVVioFlzl0WupZDF2frtBU7bjyh1X2qRsLsEx6cDUNK+gdBnc2R2DKsBFNpTIVC4ymVZKFef9WQLOsv1jivt++S5XNIrYDHCcri4RJ5LBMGJhcdWdmD7fjKKwkCiu6+A6irrv0KxlJa4m7aFM/4wBYQRGgDSlQS+VD/M3Azy/VYtqGrsclBXjCkrzOSrsnTG3rDJ42nFeDjRHB29WNHdZkqiS5+2kfreytqCjbOPy0ormq/e0WOrVwHdxhMATphgPkfnRpVrtv8k1qHSZl7xwnbYAJloRRg6TTckrX9DnM3cNmev4hMqhn4i8SbiQc5ksSIPNEmpMrslBG130y6afw0kdFaUsmCx725mSSSUOKtXaqJR80n7N/AKTBcBH46wyyDe6w1XdOIqAszKhgZIOFwSRoDeUDEOZxjD2H3RWV84wMTm76+H7b3+jL1cZb/l0+po4trefsiYSpYNRZm5T+m8F1OnvrWPwUX1avq1TDIAshthnJ6807leWVodQYgOZQpW9nXSE2wjIcwZ3szkq5ZETKYOrGM8JOT4vOHi8BsbLa0+cLPga2Uqx5bp68A1dFF3esoWfRF6ApXG4bE/Ini1D5lbqmMSyuJcU5QFZZrNIl2fPy9SYyZSM1UuN4Sl76xLQnXTRAsvemSy0U4KlsBOEk6wZWVJhcyFFSZYUzxHkd7RqlrN8lFKgC5EDviypcqmSbnEi6A8VTx6cwx9be+PrvutVXzxx8uxJx3djkrh/8baZ9htnx45zVE4SxSbPUIrsqkzxOipLRq7D9a9KYC7ALXJvePR2XmbvdYFmNj8vXwaFtLt8JMAcAbejNga3k69bU0gSN9s7WV10guuGQMydjzQ5OFcH39aee7KYfTLaniZKyH42Ei+TR/lkFYBXuUwJhy77Nofc/Lw+9x5sQOIRK4eBlvjJehcnd1SEsMyUM7oFOZVe2VIQJ1PJolIgpaDW6R1Kl8gllylClHR4yuZSIJKSPMlZXKwjvPVJIFE6QEXBWHHXK1gc7N9wlXX+bn/0PJv2hG8cDIa/F8TmpHN+WTM1YfjSQzF/9LmQSTfCd0t+ZfpJsittfUJn4xNYfFaxHuCVYDP98jlARMVmU+m+CDJFhb3zRWUzHZ6BWmbAztq8NmDtlLEzeeJk8iQbPeFEOCrC90MePiH52JdaBKEHjbI82QhYFIzFxgeokiTTVHRmpTmh1JQ8Xnd4x6sH3H5vn4eOehjlMhQeA5EGm0mJLStWnSidqeJ+W5xDXehbJfO7Snbh6nTeexnoObCzO2pGWLqIRYrza6rHJGfxDBNiBNujprioALy8F9iMdtPRTE9EXLJ3jsuuWaXViHFliLPcBuloTpyvcfhUjYu32uWr3XQwOpDP/x49U6Njbv8mBs+DjOyL5ulsUQHGeg1ejPXNh7aLQo7ILNBSRVCUDZ7PmDsHuMo601NGT2cX5pJEJSgnSTtbYjwvJIwTvnhXgydO1sF1EUIVpbEi9YQzBwNRYfGNQD46qDKv7ylLlbxhOB39oBVB4HL5rojXvrDPU6caDOIQLR0GWuElRRWjEiWpUvnTJoVEQVR5hXPK2MpojEzBLiVGFdZh5qxII3IgF2PeRB5gSiEQunBzNhysPyJXq3e67K6TfexRhjD574j0zuU5CeOthG0zLtumJEpE+E6M8ycf/gye53D67CK7px08JzsIxQeQo//+BoxUfqtwS4pbdAHuEYYbAXZenJQDXBTSRJTZmxJ7U9nn4E6BXQa5U5oT7jhJagXqyr5gcJu5PHIObrmzQRRZ9pZSWHkiqqWx2YLK5e+VRVX5MShJu0KLj7oZzx5stmqK73nxkE/eMeDgWcvigZQMkpTFtU3GyYQc5CSpTEiyM5syuap+Dkel3ryyn0em1qGSwi6gl0qWcqJNmpSctMnNgKLZ2iARJIIC8GU9Xgb2uiznxsKu/LP87pBesEEkmV+eon/wELVTq2gd43RWF5BSQdxnqpWO6M11Fc+ypEX1preOxUdBTWaXjQaWZSYXIwdI5MxeaL7UPVGFVVhm7awJwJGk60Fm3T0F0B0nmxBVuCdu3s0S58B2nAhXRcQm5tNfr3P3k3WoOyAcXClwRalzZzSDuU6Ls/Ejdasqc7X1swSciUQrRTBwecEVfd74sj7H/7xOoF10ohgIFzexjobKgJRkx7hwVioMWA7mMgZXhS+ujM7Bro1Aagt0KQtWr5gA0jpsOge0sDFWLlcKCxMK4lynyTeIW6oXQ+HQZPI5SSAIFEHg049CPG8ZYzTOrq0+jlIsrUacje31LUX5Klx/y80+TBngovQfscGHrejtdSxeXVkg34sC2LkHXgJVpeBKlcpmM0CXN8fKEWeDTakiqZNJE0fFuE7E0TnBn36xBY4HwkVIWYw2K/Ve5ieaZ2tyqAqFDNQg8qpMPcLmuqTBdcriiXbQkcMPv7bPZ25v8sycC9IhShQDKW2VYXZXoUi0ZABjBOSV+n5jRpIrBmkEJrVjZbo8jTTCShZps9sy1d7Zso1FPGXLnwv2LlvDNnFU3OTECINnn9Ssf0/anIktf0i/hyFfcXml52NEHUhwIi3QwhrngmpqPF/EtfzhSuerrJnKadfK74wAmxGQF5KkAHcebJZYu1JwpYrATmUzANOgUmXtak4297oEbkeXdHeSMnmSa28ntQWzzKVxYj51R53DJ+vgWCA5Mg0uRenziALUcuRYbUjglaq5rKanuihAxQbLA047HCiKXfZdMOR7X9rjd/+8RqQijHAZJhJXZCn2DDwpc5caEMogN0aAKo07zi8+K1WkAWO0lSKZ9pYGIy2jF3mKEsj1eiesSpJlZ4X1wK7gLCseK/2esbJcCHt1GW27Iy3pGpSMESoEY3COnu5Tq9fEoBcTxeD7ZVtufQC47moaiYY3/KCVLzOyPIYo/Y0M0BVNThXgqszgpsrg2TD3sv7Ogkqn5HPn7Vnp2u0yoRjaaVnc9UOePiX4k1tbROnMFSFtcJn733lqmtz1yS7qygHYQKJkQNIU5asbafJ8oYEs2FTWF697ih95fZ8v3NXgyVMuyNA2SiTSyidRMKsUIJJUqoyC3GzE5NlnsMfXKCs9pLYl1Jm1KIVBpBo80+JSFzpd5yRm/5wcwUBxdy8ViG0EeKrHVWDS1fzSzyHtd1DS1hRNTca0WrEIwwD14Y9+dK8Q6k+fePKZza7SuK5MLbYiBb6eSddbdWWPuvp+yaceeT9zRVT590rL2lX0tcrqvS2YXVWyBJ3CJSnbgqPgtm5JtaDKbukM8bSgynNClAz54Gca3HLnOLFTsyPgpENdGerpOApX2ZEUTvp58va4LJNayqoqKfMadeWUXJ9cZmWrU2TfV5eWYylGRNteSFvrPTUZsbgmuPNxH4MEYSdPCWEbtNcnnLLgrLjFmjJZjcio7C1TqqrLg9LSBbEuEVOWYKNlCbr6elSWmdKdLP855d8t1fGUJxSnF42joObFXHz5C6+78nnfdavzjbsebpw8eWZ/HA7x614aoJVYdIRtR6+sdYGBKK44WZYk2QEekSXF1V2+a1S91SJ7mQ21LEChVHXBqey14xhbBJWC2jK7qbK3k+QSxU0H3SgV4XoRJ+cFn/hak6F2rTwRyo6lyFvlSlq3JFMoHaMqS6VgKUuBCqOLPPmSr2OUypRyv6ZWKpcqdVfx/a/o85EvNjk+54CMMEIx0A6qdNxtXJAGnanzUJEruW2ZsrMyKENqz1k5YjBIA8qUdLgEYQxGWCmjM4vQiHWypPKajZ8/mxpYF1hS/HtGFAsJGyxR9gd9VpdO7RcibjhTDU23ZZhs2QWWMl85A3jxR6q3lfXp1uL3ytq7EmSO6O11Om00YVJxKcxIcJkCPVuTJwd4WXvrgsVVmtiRWYWgtheAitPZH0WAqVXM739ujEOnbMcO0kEKhSfAFXZudnk022hzQ1V/b6BP2JjdyotwlZsgLNjLMkWSaDstdv8FQ37qe7r80gd9kiQEYS+APsKuNp0d46TMy6L0vJArOTNTkkyQArvIZMsSG0tp39fGgluLtKxaUIlHtBgBO+sJ4Ft546MY1Jm0ETaIlWkcmSSSIPCYX/aIpYcz0XTojjlMT9iCq9Ldq9itCxTXX2XZ6/IHq7we0eHZ3OzyeLNRYBfsXerLVCZvRlbPAnBVSuYUa/VoC+Jsr5Ic2ErFKBmjZILfiHjkiMPX7mswTNLF7KVj/fXSzJMiTW0qF+3oyataSuVjV/WgKQE7H/GQaXCjLYvn71kQx7Fl8VfcNOCqrwx45LALrQi0Q4zLUNjWtkoZbYkty/ePfIR1+oGyxcCMEaj0tZQmDTZTNhcpm5dBnWp0kYJ9vZmQgp3q56kAuvzzESxWLwqx7ucGO0xosq1QNYXTakgmWoqpMReNk68lni+XnQO5uLVV9FzpEqt+qLIFaKPmCtOVykrLix0VADclgKeAFiWZUirCzwBeBJkj4C4HlPk+fS8dnO84Nmu5sKL58C1jPHWsYG8hrDvhilJyp/SZ11mfZRIYxVKZwSm7KCPp+nJ9SqUAS+bZzVjatrbL9gS86w09znzYY6FntbgRkkArXFFkHXMveh2LZ0UYhYZWWUrfZBnO9Lko3XVSYJsM6DL9/KJctms2APso+W3M4pU9z/6z7HNmq2j3+oa1rqbe0jhT45pooJkcg34oiSJjl40ot+vkcmTkihlh7PxiGP3Q66zB9c+r+tuUHJRCc2cyRSnrP+edJqoM8gLcqrKV2bxoZFBZYkfZgZq3Pejxoc+N0Ys8O0tCOEiRNRULO7as1C+ae75ldimBvXw3LKGpSJGnGrgSuBnsbPXRleoyoCcKLRN0yuKNeswPfU+few/4/OVtHqhUqgjBQEtUktbal+7ImTQRI5GASVmwAHYhWazuNvkFqTJAy0y2WD0upEGLonRWpn8vc5o01Rrx0eP1N0kVKt+juOASDVFkWOtGrLRj6q0Ep1FLqPsaz4MghkTaCFyvW+Vs/T9cZerqh9ooyHo2YOegzp+XJECZvRUWYJIKaxeBps4BrkYTOiUrsGoLxjgywvVCTq4a/urLTZY7Xpq1dEFKG1yW677zu83oSmSF7q4olJGUbx6/lRi8XCWXN0Bk60amMqWyNmnqi0vtEIYus+MJ3/+aHnc9Uuf0qgIZgpBE2GIsVaqVoVSAJUaYvPiEhS5XqW+dZV1lKleMSTuuDLZpP2VvkWrzjMm1KIbmC2P/ph4tacBeEDnWclA/S/6lLEvSY5ikS8eHkWGYLaC72lGsdhTdvhXp2R9QJZb+G4FeZrANQL5uo3yLrwI7A7sqM7golgQpg9suglVe3XhjcFeYXCbp8zjX344TI2TC1x/0+dojddvXJp00uJR4oto1kxf+j0iuqvYWVFC+wWN9hVzWaLK++Mroqlyx4NYobVe5i0PFq64NePF1ff7yqy46yaSKItCqCDYxiESkFeGFfBwFea6/MwBJkz4XhdsirTyR2Xsl2Zb1XJrSuYXCabJ/1gamGWZ0hbWLCtaNWbz4/8pFf0oJWnXFeEsx3lQ4J89rzp2LmVuKGWs6Nk0uq2nT9azNs/989ISPAL1g8Y2AXQ3eim768lqYVPzhTJYUbK5TptVVre0keXCZOycyDS5VxMlF+MwdDVbbXl5zgpQ4grSwyuQyqVIeuoGG3AjT6zCeyRRGGbzwhdc7KkXPptQSlVqHSloWnxhPePPL+tz7aI1jy2nKVyg0gqGQNnVPUWVYRFTrS2lVap8YrB2YXYgqfS+XU0JgpCmqDIW1FbPza1Idro2VK0ZUj1MecMpqrTgjdSvrgV18+gyPUtrpZc0ZxZ5tDlu2SpzVTsJqN6Hbj6nXNJ5U6265ZUBvBPSNxP/oSS/87mr2r9CxVVdCZoxZAnSFwfP3Cn2dsXhuFeZrZmbSJclZ3JEZe0eEWvPfPjbGX9/ehNoIe0vWVw2K4vNW70ylGGUDoG9I5NXC7MKiM9XFmvIESF5Oa0e8qXQMstSKaOjw1pcPOb3Q5ld+36WfRGRjp2PtMkQUpbQUAWchAQrglr1xshFqMrMNTWobWnBn9UtWgxfsXejw4hhlGn0UW9mNpIK3EtbKwM9kcYG1VOenxWJjDcPUWMLUWIJjl8yzA3HyuSKqlLio/OPk9lY5YNlonwMabHHM6OyTETBXxrblNcYF6FVFilCal2fyIFKl7+WyRK53S5Ssdso7XswTBx0+d2eDRLqWuUU2XJ9v2dQgSwd4QwavIHo9vHMm5Fm0uLZLnORTqCq14oWrIlMtniQJSse88SUDPnLrkEefURgZkqZ6iITDQGfyJAv+i5a2LBtpT5p9rbLnxgaqKgU6WHli0osw67Ive+JCZCn1DIQGk6b3y45JLlvWkWVWRzNCFHmiqugU0un/qLUgjATDUDIIJM7kmMOw5zDecvBdO/WpfAuuMPbo6RqRJcUVVV4lbZTlssbcIlATYj3Yi6zliAZXhd62v5OCWmqkMulUVJ0Pbs/mWuevS963oyK6Q8MHPtfk+LkaeA7I1BqUojQOuSSJRlyTSqA0KtN49ocpP8kZusgm6tS9KCoNi5XTEm1QuXWo7MrSOrHeeOSyZ2vAT76xy3ve59KJJYgItMQISYjMV0eTlPs1R3W4yG4pBdCTtLgp/cxa2gDUam5hAS9HtHf6M1H6WfW42e8ppAB0LkMKsJt1AC9/vvzOKbMmeUEYwtKaxG0onGZdMt5UTI1LfG9EUxue9ZFfYSPsXv7/CyBUb1M5iEXxszKwrf+tSw7KqFTRVRclA7UsZEnheScjoI5RMkLJGKcW84d/3uTjX24RO6k0EVa35i1ppayl2kCeVJwhSkF5xkojOrKM8HJf62iRU+brapkB2YwEnKmzYoSdZygUUjo28IwSvv+1fZ455fI7H0vXFDe290zjEghpa7mzaI+NQW6woM3Sf0ZYQFvFIjKiT4urrEWYB5epDCnLFJMxdz4BS+SkJ4wpjte6Hk1KF2IZnMVnFumowSgSJHFCu6cZ6xucVl0TNjXT43a+c2W4T1mLfSsGJzuZGzHbCLjLMzRG9HcBHvMs7knqQZeBXVmn3mzA3LqUmk+Q0gaYnh9x8JTiz7/SZLnrgq/SwNJByLTsVFQH2peTURux+LrbbGF0PSuDm8wzNEWAVwk0MaWBmaUEUDn5I6xM0VqjE0UiFbPNhLe/qsfnv1nnmTMK/AjSFTQS7TJAFEEn60Gen/oSsDINrkThspjMA08dFZOCVJtCbhqRavQMC6aQLIUkyeKX8lQuUSHT0aNnSixRLs4aDiM6vZjeIMbZNBXjmpDeSsgwVASRbcHX2QxCSmDf4C4xqpvKtbv5MtYlkOeF8M+mwdMmArsuZjYKoVRRl0oRlQO9zN5Z+WtJiqRLfTtpKt6RVppoNLfe3eLwcd+WoMmCwZUgX1EiG8cwGmQWF3A1iZUlxTZk7VGCKJ2udfq73OkzUm1XlNGmAaaU+arJUihk4hDFCfsvjHjdC/oc+WuXJEnZRFs9HuMwEML60jq1C/UIkxt7TWSxQmYZFiukpBdCGpgZQSpDCgelyuiiJH3Ti6GkowsMZbo7xdII9gzFx8vvdgbixBDFhpV2wlLbMNYXODt2X9V3XQ4tzR+8wrQTDAopSUE+WhK5kRIqfbBReVK6GnP2znVYIVEK+60YwasqgaapBJWy5JYUciXJWTtfISxL6siSLahi3FrMp7/h8zsfHWNl4FrtnQaWeVo+096iiBXKMUN+sRY8U/XBny142egkZeBeB/hUkmQTxcoSRYzWi6cMLtNCrEgzVdO8+wc7HD/v8pk7JNQtuLNPHQnFgEwSCFA2ALQjhEXaLVM602l9eHbnMWWgp+A1xl5HSPI7g8AWZokSw+c6PdPR5YShMDmoNyKKirQzxWjvODEMAg2yxq7duw7ddMNVffWaF42tdNtLh5LEvCsKw3Q57mo560aVfvlW7kkcLUTaoMS1bPXJvB66JDvUSH2JIl9OIwO3UwF3tliSzpsXVJ7gqTYyKBXhuhHnlwW/8xfj3Plo085zkx4oD6SDowR1afBLjQ3l2SflZVOqs8mLOYmjA4k2GnMh8mNDtTOocizNhu+JEktm8wCzIfTlmhMwzE7ExMZwzwGPbn/E10xFSn5xZswpypdsGeOC4l+uqIXcXcuv6JEYI3vfMKIGTPX9Cpmuc5bK9ToW2Pl888QQJzAMNY1Gk/mFpXfedvu9DzqbZ7o4qmtWhGZ1zV6SMjXzhSiCHXsFb3yvzb/2iKtQTBwtPy/JkvL43WyVgIp7Uk7wlFlcl+RKAfKCxZPKJmWMlDZjGUrNh25p8YmvNFNpYoNKZJW9s4lVdtsgJT+yZadw1FHJj1HpddVnrp7cQhaakRNaLcCqeOIlNrcyRaKlrRmPo4Tvf9WAJ467/N6HFcNElj6gsEFnqsTXafGsRDCFYMbaqqQbUos8TQIVbJ6Vy2ZaPAs6s6pCk2wUo4k85s2Dzg0wVx76mjlP2bBYKaAziOnGQ4PROA8+ZZtEo8BBxxLPs19UZR5n+oez4qtnCzbLWhsy79Okf7R0W5ejQaahkuSpBJc6B3k5qaPSxY+yYFLmoB7R36rsfUcgYr7+iMeHv9giiB2b1EkDS7AD37PgMgd2pdKxusTKuobsnPn+5kfld3LmKmlvyGdDaiPQGMrltFpmY5C1vetqiZZpc7IwCG1XQYtjB7+heddrezz0hM9tj9h5KwiZRYZo4xAYgdApotL2NpOWC2YFWEqUKFmKig7ProtMb8v0aheZpNGZfVjCghH5xZ+TYE4IInMI1wN8AwLIpNFYQ3HhJsXEhCJOBM6xM7MYBK4MmGoO8DyT1w1onUYOmDz+qOrw0kBFMsO+xNol0BfALulvqSuJHTEyWF1twN6yxN5KZYuSlhM7FtgyY++0U8dxYuYHgt/5szEOHPWL1ZKlY9k7TcsXw3yqwW8RUJZes34rA3gdk4+epGd7b13a3qwLNrNOH5mvf5lqcWFSoFvrUAiHaJhwxd6Id/9gm8cPuswNqiwOggSHocQGnNKC3FWWwU1Zh2DIZupL7JgKyJySlMV1FnAahM7S9SmTlwBtsuSfGUnhmxRHJQIdZe9RuQI2ueS5sHnCY/NMnSjWONddOYOUDv3eEsNeG8+VqTQpBrbYFiX7h7I68UocVQkWqq8LjThqEZpUh5rqa1FezQuyxUYLcJeyluLZpEnZRbHed5gY/uQzLW5/tG4bKbOspXSwqyeTduyQL184Gm+UJ0VVpVjJQcl877Js2eD2mjN3SZqstwpHLMMy0LVdMz6XKJlfLlKwC4WWGm0UiXaRoeEVV4f88Ju6/O5fSYKsQFvnH5xEK4bZp5apt6zI3RUjsX8Xk1qFKSZIKwElkDM1aUNwRnoivwhGE0EiDSorkxtKJFIqbqzocltpafJyBqENUaRZ7dWoj00RRjHOi176ejx/jNNH7+TQE8cR0kdrQZyU7juayuqLZVlS9i2rwF6vu6uBUVWa5O+nsqSiw1NA54uR5h54tsy0XWq6LElU7nnHSC/m0QM+v/vhMYZhusxDmtCpOiemWjEoCl1XlSZVeVJh7Y0kCN/qzYLKK8BmVIsXzG3BTQE4mQJdlrS4kMhEWcCLhCR2qLkh735nh6897PPAkwrjZZQr8oUg4hTkIquzSLCVVzqVqZnkkHbwT75CSmYVykIBGAo2z61DaclSbAR0TF6Twkg6X+QEa19n4E7SJoc4sSUCw2HMG668ijd814tZXevg+J6D47o064LJsYDECIJQQajy+Xg2S5e1ImWsXTbpNwZ2npbHVILKsgZftxxdCdgFk+t1MiVj7bKTkgNdpswtrD147IzDf/7wGIt9L+/SGWXvPLFTCSrLLobZkLHt96+uxVMYh8+C6hJzk3rMG8mSPIWPyebXW4tQZplMMzKRNmVwYZDSBpxCS4Rw7HFPHGabEf/2XW3e817F0fMCRFyRKkjrpwclJjdJalWmPqDRIq82hJStRQb2ouhKyOJnuTxJy2oloiiwWgf0/KjkdSvlJGve4kfmf0MQGYIY2j1BlLh4no/jhDj9QOMa6Id9xlvL1LwJFlcbxLHM70H5bXVkflzFKSmBvuxxl0FfDiILUGcg12zonIiSY5Lp71Fwl10TVXJN/Ji1Pvz7D4zzmTsaxG7VNSEdseCK1A4sy5KyLZpfxNWTUHk/t9oy8IsStp897KxYaeVobQTw2fqk5cRGldEz/V2AXYjUHxcGLTRaaByd8KaXDelFbX7+/1Ks9VNtVpIsRjpERmJ0AfJKEiiXI4VcyeSJBbS9IKQuAF6RJ1j9nTVgpKGbvSDMSCVrCvQsIM2PaPpxBLbJoTsUzHckQTLE9UMavqbvJciFNeiHjWeePMFnT642CJNFEhMSJ5IoXf8kKwTKTmAhK4plt8s127mHq0r12hloRZGNLKRGuTKwXEyVae4yU5fAnfreMt0KiWKDSiM1n7qzzlfuqxNLVak1AbWOvfNREGm/aKWNrvQ8P8CiDOhiq0iVbxFolqPMddWElLaMsUp2oSEF9rq54jJl9+x5xvbZ+psOjpa89oYBb3pJH6ljSGIwMejI7k2C0YbYQKAh0ILIYJcL0aW9SVdZ0KTv2xxRUno/W+gqSX+W+daJLjpwyn52cfFSKRvJFj4rA9yu5mFzEDgJidPh5Tcqrt7X/6xf85/ZNBmj3vd7/w+vfO21a61ms3XHI903fvDTq3S7YzT8OnEiS+xdHvWQ9deNlLiWkziV8Q7Z4BpKzghU60nMhiBXpTpvWbEFC3ArmVQzlU6MFpq/vqPOr31wgpOLXprQyaoFvbxi0JdQUyadN5gODco/W2n+iigNupfFGp3F0oalVd/y1+WhSBuMoitXVW70XmUbkXbZuSjZscUddX3+oVpWYZisa67YH3FuSfHMCaeIscq/jLQBbHaHqgZfZY2WP6/mSqpBykauUfX9IjJfxwmlID77/kqC60qaNcnNVw94x2vOcsPVuxibuvy/njl74Gu7dr/QrtFzes6jWXd55tg4587NsDjZYKGlaDXBd7Sd1GpKnzc7uNlBzfXzRuWvulJ/UmTcCuCXFxLNNHehwUclSsHkUpTArWJU9tpNOLUk+cgtTQ4f86CRFlJlW2oLesLWe2ee9+hSJNltcqOhNflEgFKKuZz5G00xi+qZXHfCy4xdlSfPZhdmSTh70Whhh/EUSSBp/XCh8r0WGmEkWjtEkeHi3THvfEOXBx7zOL4oU6kS5XIDKTBaEUvBMEv2ZdFeWj6QaQWTMqpJTYlcmpBKlrw+paq3keXAPI1K0jYfIXOZXzZRIMsCK4HnSMaaitnxSXZOhmzZ7tOctncgSBehunj3BdTrtd71l5yJ6uEZd7JlTfIkzmZFF6dDUNLXab1GFbysA+2GDorUxXLQ2YWQgzx7XgV3OaljwV2SKSL1vJ2I+a7g9z46xpfur0M987sziWIpUgrySVXZLL9Rn35d1WDp4h6V2GVS+zakdwXZeWazNKOwAvpcsmQjy8rOipUtIg0+ZZrhFFi7VwtjtbgwqS9uSGwKj2Sgef31AUfe0eG3/liw0C99CZnqckkF5EYKTDpFyojMEy+SQCY1svM6ldwTTycXVxP61k8vHVfS429EWo6bfRSKKhrSO4oU6Wg8KVlakzx5bAv+1P5o8+59vTC0hqcEmJ6o84LnX/LRcX/w3gt3TtBsSFv7v4FLQgUAKUBlWaKUkzPV11XtvEHZa0V+VDV3BdxlFi/pb0fFRMrwR59s8v6PtwhNCmxR0t7SAezkAJcR1i4no2T1Fp+zecbTZbBT2o/eWcXGOC9xxjpGX8felNLSJd1d7tssZvXJtJ6IEV0u0oIslXrjNpXvCMHPfX+PH31zl5pOQGd6PAYTpfsEYwpNHmpBpCE2ItfecTZeTlOMmitr71xzF9o82UifZ/62KUq3tR69vZWPlSGKNWudhKVOk6eOBO9tTV360cS0Cga/5qqL+dRffwQhZCD1Mt1OgOfaQZa5tVdi6Nz5KFf8lRI15XXLy+spbiRPMpbOWL0sU3JZkjF+rrl1KVsZ55OphKt55GmPT97eIIzTyZhiFOSiSMnLjaTJejuwYPb0llrRsyU5ksmUZwH7sxB4FfCZc5U7KaICdm2KBt+8Jjv7nTTpI1LJQmobyjT5IwAtrLsicCyrJxrHj3nLK/rcfr/P/U/X05a0Em0aUtmhiLIUfZb8EWl3fVoMIlOGVyU3xUqZrCal8PgrbJ7+jknjCtKfm3Tovi4dKGGwg/Y1RAmIMCGMwPUlCY3gT/70Q2zauq8AOMAll1yM5/lfG7RPvy2JzD6lRDowvjzCoZSFLPvYeTaypLnLmrqix0t2YeV3qrJEljS31eMlcGfOiSj2ykt4+LDLe35nggef9lNwl2xBYeVJZgu6Zdckv0ir1mC1Om9kn1lcG4L820B3mYVSa7DqmmSK1FRcFHKZQpqjMOlephq7SN+LrOPHCIRW6e/K1B41JFpZtASG6y+N+K13r/Gv/qvgkUM1q8ehyHSmoCOVK6Qg91MAZ2B28tkPpcxn5pcDogTkjbS5zPS/yPSFLRcRFZfJfudEGLsUd8oOsVGHL73siq8Nh8P8MGcfm117rmDPRVfLmIYUGHzXrmVTLlMtl2wqOQJuWdLRJWekkCi6+P2yY1KyCWXmlGwoS0rMnbF3NlPQTQi14A8/0+SeR+toR9lrV5SYO7UnnMwWLGUt88FCIw5FHlDmTD4y2H6UyQth8u3RdvktU/2RGX0/B3nWcV9K4VO214qa8SzYLA8LsvKlXENuJQuR5EXXBPzYG3t4MrHZE5MUciWTLiaBzEI0MNSC0FC1EQ1Exq5CnFmGcb7mUCFJCjtRrLMGq8/NuvftoE2IYzvoRxvD7NSYvOH518obr78mP645g9vGVU7s2rVzYU6c3ZtEA4t/UZoRmFf2FbKk7IFnBVJVVwTESBJHiA2YuyRFqiye2BS9HPG8s72TkAC//9ctPnlbg9CRRVApnAp7yxTcWVBZ7rUcLYXduCx2dJnsDM75wIhvS5asw/o6EI8WE9mAS5tsyI6VBFm9RzbOuBgcZL1vYWwDQ/Fz27AsUlfFdvMUgacTGd76ygHPnHL4/U+07GrBWUOmHqFEbUfDhSWWzgNhbaVfVqei0kaHrHVNpUmgio7T5aCVPEjN5FGldFfag2US+//rSDPmNtix84IF4ESSTbAqM/jY2BiDlW8+de2Vsycu3Bnje3HKwFVwV7X1SCBZGe1QLnHVI4xcykBm3rYoae5Kyj17vyRHSnUmoYb//tdN/tMfjnFu2QM1wtz5ZlchK5I6pipN2KCwah1bV9dzrKTsR12Wknz5mxCeyxJKMpxSTUq5PqU09H2jdrbs5+X5KUaXmbw8ciIrx1Bo46ATxbaphF/8sQ4/9ZYevowtTZp4YyY3thYkTJNBRfCZBqAmrRPR6fN0y9g8SxAVQWbB8uUAs9gXJbJJ+n6iYRBoVoY+zZmdJz771fufajZb6xkcYGx6N8Cc37pQx8lBmfXTibJmfhanJOudLNrNdEWHVy+KTIuXfqfC5GWga5SouiUy7a+UruETX2zwG384zsKaa5dcqMiSTIOLUsZyY/aulBxQyl6W5coGYC9vf9dH3oBMURNeaYwwBZllzC0MSG3yykKbCBEltk/ZPG0ZE1rYQDNlcht8mjTwVMShYctEwi//RJuljuTPb22U9HCZUbMXCo0kLNuB2k7h1WnjgyMKW1GV9bZI7cWUtSkFoXlUmVUoZoFmtrpxUUmC70quumK3vmz/nrnRY1oBONLHGPNvTs+N3TQI3Bt9N6ZY8WxkK2lwVfKwVUmuVBi/5G2P/ixjblGRKIUdaD3uNKgUcRpUag7POfz1bQ0Wlt20vjsLLOVIYGnB7ZX6P4u13YtkTjHIx2wQVIp1kiVj8pzUxeiKvc8C/G9xRZTZvNKyVaL3gsVHEj+Qs7nM61HSZt/ya21ynxysqqsRNQAAMONJREFUREGrvL4jCQxbphLe+oo+9z/scmROpEFnUsxay8CXf1RJBHkzhsbg5NenQGqDykpmZdrATCphdEnC5MdHFP+3TINTrHmRf39hnZZmw+GCWe+Bmu/+GyGrB1aWXwixmScffSLcvm1Wj4/JtBsjO9lVKVLxqkspdqmqMkSOeNnlwFJWvOyyLCmBWxbgznW3rzk65/Dvf3+cv/5GA/wM0KWMpSxswSywVMJe0RVbkEKulLX3aIKnzN7F8SqkSKWyMndS7IvsAsmAsVGP4ejkgrIMsW8U7knhJpTXsynJlEyaGDBGFoM7898pgk5jimAz0SqVMYpkKHnriwf8yj9rc+GWEMJS0GmSQq7o7H1d8cqDVK5EBitb0kAzq1/JpUnpZ8XrTM6MeOkVn9weFm0g0g4zM5v1ww88GO7cPPktGBzYf8m1xFHvI1H3gSsOHloe89w0SBTlILPqktiumlIWshJ4Zv9vWY6kdd/ZgkpiJLAUBeCz17nu9jTH5h3+z/eN81dfaaa3kpS9KWtuubE0qQTJG3vd66dxlbQ2Iyz+LbTJqKvybUnycrFVWZ6M7o0oAk1EagsW+3zTWPmhbed8VnVIFoTmEsUWPQmcUqGY4Z2v7eMq+MX3jXNs3ge39GHz4E+n5rSDwQLTpBLFTWNDRxo0oHQmVbIGiKL+3giRDxbKbliqzOTZsTfGJtwEOFJQm9zaueqqqz4yPtZYdzzl6Bu1xgzD/uIfT2x+wUoYy/yEjupuNTLscnS6VMbQjhzJUKY2nypp7aKeO1nH4hVw+xbcv/i+cT7x5QZapoMUSzUmZYCLNKAsVws+m9ddgHrjRE81RV+C7sjP/37UOOTd5uuSPSVrsBx0ju5LVaDVwUHVpQmzwDOpvE6znYkEDW97zYD/8LNt9mzeiMnTLatG1JbNdWodBgaGpsh+2k2kWzXgLALQwgbMsp+6lBEtShus/n7Ta29YOb+89sdbt0yvO4zORse2PnYxUXI+nJ5soOM1qiOL7YiG8lSpTFvbmd3VwLHSf5np7Jy1Tfpe+XmCkBpRCS5jHFdz9Kzi375vnE/f3kjLX0sBJeXEzgh7Z6MfyuW9PJsVuAG4RwLKHNgbsfW3wezrwZxl94qESMHgo2tYll6PFmJlnT6pbMmKr4QWGFLmTjOati0xSwhZNrcWY3pFoPLiJyUSfuBVA1wF73nfBMfPe+uRkwee5a8liLHViBpwjUibSuwqxyoNQm29uu30sZOw7P+TNznnB9aeP60hEUBscGtNLr9oR7jrgq0bHlq50ZuNZnOA6bxr1+49fUeGVeuvvCSIU5reOjIirRjlkA6bL/nZcsT6G32e1XRLFad2oAYXPvLlJp+/o0FsMuYuBZUj7C3F/7+9L4+TqyrTfs45d6m11yydzr5BFpKQBAKCLIKioDO44cK4jSPjT53B5ce464iK4nyMnyiI6DAanXEGFUVkICAIMoYdwhISErLRCXQ66aT3rqq7nPP9cc6595xb1UknBAL6HX5FVd1bVam+9dz3Pu/zbgY1gXRGGEkn4maTqrKKSB2Y62RAueNgOD7YflMWhAa1IPbz5IkUvu1Zk9l8lJS7c06QLVSuf06NpvpU8XIlHwomH8cMLhF40xkVvOd1o9IMJ9xb55CbEqLm51LL40pKrAp9k5JioCy6+TiMpXWPYmnNQ1NKjFPrzoXAaDXC3LnzR3v7Rt6bL5QqjY5vQwve9cydws+Vtnl+casg3hICs7FlZmqCGYU08kqIYcHT52nNpQ7+EAgQGoMRbvByQ/NmHNwhuOVPOfzXmgIqMZNpgJbGXU9NXBjUhGZC8qhPiz1QHortbGan9KYOpHVSwHZIxwJ3XeqgAew6zg3dfN7Yp/NRkHahJVyAMLuBvrTQFEKF7wmnyfAoycclt+VCqiwyrUxacgCIQ46Cx/HuN4xg3WYHa+4rIGZ6d5T+AUkPBzNCxABBEFN5ZYkJEBGAGRadqSuunNwmubWcAm2f5SQmKrcGyPkOmsrFrUOjtW2/uPEPotExbghwANi04dE9uXzponLLtPtqw9uJo4eoOuYIbBVaN/JIiCH/2eDmDR4reqJB3wDcsQOsuT+Hz1/ZjKd3+DK/1XIkM2AHLMfSrrG0rXcjANflfoNYdMQKy5uKipEnS+wdB0a44VCZN/ssMIGe4qi+jlOH8rWMJhS4ddheO2kkAbn+igKSKhAVFidaitbaMxFAEGHR7BDf+PgghCC4/f48IiCNdmo8Exhv1IIgVS2ciQwCqWPNhB7uBTgQcjo0kXzbEQIOMZUjeTDk2JMIi4+dJcJg9KL77n1gz+LjFjc8xA0BPvOY16Kvdwe8XFO8u+shbN+4Ga5L4DkR3GTOpEkzhKGICAO8Ikmz1Tzb3Jdq4nGyPU2i4ogcglvvzeHLVzVh/XYvIwfWJ1Jp3u1o3m05k7ZDWZ/rbbS3QMZqW05kPcjrc1Eyq9EOcYDt6t4cFZJo4gZX14EeMwnJBHpquUnyWhnC5ynIjXsoRQUUyoqrf43KHjmEAqhFWDo7xNcvHgSlwJp7c4gI0sqE5Msr2iggRWxCAcGMA0ql84sU7BQEjpCGySWaswu4qvGRboRECBBGHKtOPB6ve82qeH/fII6dP2v8AAeAQrENXq68w/fE6ra2wgco7wNziBr9kfbfphkLnOaOqwOkqAkSsAsD7GlwJ7HmqpCBe/LgfeHKJqzf4R8A3KlTKWUjGZMwu1PVV+rYDTRpxprXh93rdfCElggD9AbYD7YaXU8tWVCZVWEAHQ1AbFp2Lg+z5XjyRCpUEqLRT4VApddaYJchQqI+lCTRQ2nthQL58rkBvvHxAQghcOu9BXAXqUcnuPxdtOXXoUqikkxkGVhywGQPHoIYQETk92IEcDngUQJfpQhzJv/GWsjRMaEVsWCrJ7S37nAcd8zjPCbA/XwTBvfc3tvSVrrJFTM/0NfTDRDXbmapHMOElljARgJwCQAT4IaFJ2nkkkBSHbgEN6/N4YvfbcJTOzwVRWPpzQrqSBfSst5ZUJttH9C4UscEsMW3LcBnopkwTgpzkQM+rQN6wsVJY0pu0hB9FgjjAyyaovZxBWpNVcygkOxeRSwuLjhVUXCpl3OVCE4AgEqlRWjJGwKkFuO4WSG+8YkhUCp/L+FkrAAgzw6hqGTKd9QZbEpOCuxQJyAIIkIQCIIaJ8hRgrwQiCkQhAKnLTwWpdb2m352472973vLqYcOcAAolieC5o6/ra/nqe8KOulih/TAd80hqtLiJqAFEpNGzJ9BgRuGdbdpipQHKQXgAjetzeEL32nGhi4XwhvDcsPk38RWTZRaUtffhIwB9AM4lga1htkOOP0j0x/Tyig8gCkXDTYIknmBwb1TemIGdex8FK6srlUFxHUDVQXsRBdXlES9l6jSNBgOJ5R8qD+XC2mRKdU0R4DWYiyZFeAbnxgAANz8pzyEqyx28ofpOLvqhVino2b9FX2JlCNXIs4QE4aAUoSCII8Y8zpb0F72vvvm1y6/7Y4HtxwIwgcGOMsvR1/vptHy5HPXEwwHqHR5vidLwzxXZvNpoEJ587pxft2XR8aSU67ArqiJAwhGcMu9ynI/69Y7lLSBU6lA6hq3ZPRgxsE01RMrBRb1ljyx1jCcT9OiG7+HFao3/nKSOQIHBTqUDEgMHVyoNFItEZrqCrI1nEZAiKR0JgV/qpdzyCIJoZp3EsHTMD9kTWdq0ZX1VXeycFlilgYxjpsR4rKLBxFzgTX35cGZMJKxRPJ3JZ1+xBgHJInDpyAHKARzETsORriDiABLFs8OLnrn6esfX//M6OtOOubwAQ4Art8KZ8ukH3lTrjyR++5FVPTDYRx7BjkqcUpBhABaCgLtZQ4Ry7kxelqybheUzjbMOKEOwBW4P/cdTUsaWW6agp2wBF2NMgUZGlXGZ7l3A5rSgLJkUZtVULIYPdyVdruqPwnqFBZNV0gm2GNSFmKDO6EtJFVdeGLJiRq2A2W9SZ1Fh8pI5JyllfcAoCz55Z8YAoH0naSEqGlJotOopybIk8sNSCzQ1hSjJc+VYiKzIyuxi54BD7FgmNTZBrdUXD13zoofPd+94aDH9KAAL5UnQdQeBoh7fyQ2vmXf3ucm/OExD9ffUcbu/Q4YlV8+jjmWzA9wwdkVnLyohnIukpc+ngI8eZTwc4B6QEgJblubw5e+lwU3zdCSjGNJJTWp590qj72BPDimcpK5ctZZZcvZJOlrGoGbZDccCNWNgQ5ht3RL70nqbMIGNxLQCkVH7Op76RQrZYWkfFzW2BPVWUonYynezQGurLhWU9K2Eki/XI1jyawAX//HIUAAt92bk/0t3QbXMZHiQXvHTbkYJy+u4e1nj2LJvAg8kq+gjKB7H8P1d+RxxyMlzJk6p/f9b1p5/7vO+SM6p0w66OEdt70Rwz9HFPNbvnLVmnO//V8clZovz3gikGSXkRCTWwO848wRXPjGEZx8XAAe6B8xo4sRgLgE3fsZ7lrn41s/LOHJbUoKNPl1Eo43K+Nl9JIQ6X/6RDbOTAM7wiooZvqx7qdBzCIOpcfqxjtEN+/Jbif1+6n5WrPBj8p1ZqpJDaXGY3nPmPHvsbSJkG6aZDdQMu/tckGzuZJZXWV1NSBpSoWcbcTVazMlhkmKBE/LB5N8oTgJxDGSRp7N2lhCOKhP8MQ2D5f/qIS71/nYvY9BuFnebZzJgcBJS2u48LwRvPOMKia3CMRwIDhTgSl5Qo5UI/znXdMx4r7nVoCd95kPnTsu3B7UgicrtxDVSnjV7U/sOD5E95RciYEDiIVALAQQh0BcRU8/xdW/YFi/3cEVnxjEioUmyJFcnqgHbOt28KVrSrjnwRx27WdKLVESUgMZ0KQoBGmzTB2O19ybERmatxzLTDV8os+jvgazET2pyypUZj1xqQ1rXyckjGk1kFy9E94Nm5ZoHKRqSWqZkaUlxmekGjgsSqIVFQ75foLUwhOjiRCEzEDkNJUNpUMKcKqcR61NKotOKcBrAktmB/jWJYO4+wEfX76mjB3dDuCpL6IPjBBAKLB8UYBv/MMAzlxRgwgcVKo5BKGHKHYRx1QVSRMwEuKdZ03sfnpw+lVc+OOGLRvvCy/96rV44zs+t/1VS+de2NPd01EZHETBofAZAaMMMXHkZZByCMLRtYti07MUx82NMXWivMjp6z51CbbtdvDp75bx6zvy6B/R4fcMNbEsuFnMIK2gT5CM2rYtt2mltTU0qnisLgH2PVPWlxgWXZ4AJAmcUmJbY1kMoQtD0vxvYjzWhSPp61BHj+oeA9Znpp+tHusTjxjpA438CcOhbkjBLDpmD9Oqp2oNIsCJMqbAwoGWssCiuRGmTYrx8AYH/YO6TZW6cYGViwJc8ckhnLm8BlGjCAIPQZhDtZZHtZZDteajGvio1jxEZPqAlytf2Nm06fYFiy8YN8DHb8EBnHr87Pi57t73n3vK/N/u2bVzFhcCHATViGA/oRjgrnJACLhDcPdDPm66K8SCORGKrjxpqSuwrZvhC1eX8du7coigeIaKbqWWWmunBmWR3dRB1VukM2mrJdIim11iRf0P3uDHN+VAm28bP7QCgMW0MorKQUXxA62MR2nmRQP1oXoZDMpEO83gUPJcWDKhlcOiWjAAUNo4ktB+op2rgTsk4ecAuFCvl9FPHdanKizFAwGHAW85q4ooJvjCVSXs6GYySUgARU/g/LOqeM0JNfCKTgxjCCMH1cDHaNVHELqy/jImmNB+yl6R73xwJBwR4z6eGCObcKx1+50Pimmd054YGK6+/Zi50wKfRZhQ4phY5CgzARIJJEm/sfweP7gxj63POtL4ehLcn/9eGf99Ww6RUOYUBrhBbYCb+SaqkR2FzvMWSXAnra8UlmqSnCKNnEvY1imxhkhBj+w287UHgfLhCCrCEsRThFvVPsYnp7lIaRKWnUsOA6xG1DPJNNSQ1FQlHRnOk+xCmtR2JtMlhNGCAtQ6IYSKWIlYwIHAu19fwTf+cRizpsRAACAG5s2M8OHzZQIgdQDX4/DcCC4DaoGP/QNF7B/IY2iEIl+eHhBRedfjvzttgLltOJR1SBb89a89Cb+85QE0N5W729vKj7Ko/2QejYAQhrb2ADNq/eDRiHQ61WXIzwnkfIEwAu59ysO//TqP63+fM2QLNDanpuVOwrppIpXm3ImzmFVKMvf6nxmrWqdRdNKy4kg/o26ZXD2L7HEKKVnubVltw5LXlbllgUyQ8nJiaOVGUEgrjIniopUUCtUxSgWIQIxkrTQTETC3ySiooDJiKTl+GtjTw6fe+boqggi47oY87tvgoVIjWL/Fhb/TMXokA5VajIEhD7VqCVEkMLG9GbPblz46ecrs7pa334PmSasOCeCHY2Tw+BNPolAonrn+ySfueuD+e1AuOjhx8V4snL0TudwIKOMJqggDPFfgpzfn8fUfFdHdx+SPpxsAaqcyKwnW1VamqolHZQGxQ+2BrVop0aqJxbcT/i3qubd6HTGUEvvebJdMlBtgqCUUlnqi+bZun0yoaqVsqigG62J1PkC9kpI0KDJ6QSYBLbOth1X8DWtbUiCevI/X77Na5aUdxkyFRT6OkTZlSiuviKrGIirCLa0KBVEt37r7KC79UQn/cXMOvitUAqjEgKAuqFvE4s4yTpqXQ84TOPPMM7B48dLXjFZG7547b9EhY/WQLLheM2dMRXNz6+aRwedvqAy0v83hu9FaZvCcIsr5AJ5XkV/cIwhjgmuuL+Cyfyuit0/1G9cGGhjbcsOw3Ib1Th1KZNQSQwdH40BOQz5ucvCGFt0ejJRVVQ5uIhoXRYjxvBUZhVUYzwVR6a1m5NKw4jAsuW6ko1tIEK44s5mNKNKgD/RrVZ2nqsanIk3Ootp663uVP8IUTcn6KlAnYUc7x1c/PAyPCfzg+gLiGNJiUQdwivDyzRgaEtiwbRgL5nWAea03dHTO3Lxvf9/hQHX8Koq5Lr/8W/jrc08YosRdW8oNzWku9C1oKfWhrXkYnl8FETFAgK7dDq69IY8rflKEiIFvfnwYbc0cu/cyjFapwR1oAytuSoVGu2MiNW+tmjAT7ImCIizrnAR9MtbcTsYidVbdtLh6uoNpuetVE+mopTPZGysq2ZOrLgfd3IfsdpJ5jf2cGieeWfGf9RuyKkpKsVJ+lhZyiPQ9ar/ZaD8tQ6y/gQDUIdg7SHHDnTlc99s8XnNSgNOWhyAE6NrLMDgqhQlwBwQeCCVobypg1owpN07taL34oUeefP6kE5cfFsAPy4IDwMqT/wp9e9c/R+nrHund2f/mkYGNuPIGgaaih/efF+GpHQ6+9oMS7nnCQ61G8J43VfB3fz2KC99IcMMdAS67toyuvSTxqi25QtMWpNxbO5FmApUOx+tytGxHqmzVzgH5dmZb8gMby+p7orchBYotrxzCwcxkEuptxIxyk3S7pZknqR5GCi1RSgjJaOQqfG+qK4Igqd+0w/4ytK8dfyIgq/h1tBMGB9fPQRKHQR9D6hLs2Mtw2bUl/PpOHxVOcMKiEO85r4Iv/f0wTj8pwNd+UMKGHS7ef95eFAr9+Nnv29AxfSUueMu5j1Sr4XNveP3Cw4Xp4QMcAIrlDrh++7fvfmDenP/43b4P3La2nxTJMG59YAA9vRSPPe2BU4IcFXj18SH8vECBc/ztmyrwGPCVa8p4dp8ryzpsyKRgJ8RSTaxZOoYFJqTe2dTgq+sSqwFtWGUT2ObV1QYw0hMxsz2bbDVukBvgJiaQExDrUjWoQIklpyTqh5kTpEvYZEdjknFIRZKmLUzZUMuFFCktoTxpX5zQG5WUxTkFYaqETp0QEMQ4djK4tn0Pw1euKeO/bs0jFHL04L2PuXjXGyooORznnljF5CaOnl6K5Ys4WFjC+a/2Ra6t4ycLjpn77f7+/hcC0RcGcC83Af/+y9tHgdaPvPbks+nQ0O//Ztn8fc7yuRVc84siOHdkNCaKlXbKwQNZbfPe80YxWiP4/PeaMRBkmJJGn5YFSaqcNEp/HStbUNONFOipb3vQiGUW8MQ69ewzoCGex2/C6/i4kUhlgdkEveK9ur7HTLBqaMUVD9eNPHVuN4CkWxRXZwwRutmn4uQmPzdK4BJgk/REkV9V0pOBGsW3flzCf95SQKxHaIQqICQ44oCA5QWGqsDq/2nCA+spTlk8E8tWXHD/lM7+j4j4f2odk9/0ggB+SDp4o/XBC85ByXFrC6c/99Evf3Dazg+8No85011UIhdwiwAtwPUYci6HiCni2EEcUVAu8FevrmDpgkCWR+kss4wFJ9ApsEZPQQ1kq3FmJlMwsc6NmmjanBbZfQY/TaFqb2hoqQ+Floyx6rMGM8+RfZJq5PX9U+zADze2cYuKULsCn6e6eKp3p/u4+Tqlm0PRkwTkFHhso4eb/7eAmDI5n1TNKK0EFLUqQxjlEAc55BjFpu0t+NltM/Fw1wlVVl7xx4HaG2q08MLADbxAC67XO97yGnT3DAY86P356L78Pz1wz63eM7vb4JVLiGOB+XOrWLmQI6rmEMcUlMYQIkTHpAhnLK/hgXV5BAlyiIUwrZyktKS+l3c6+MoIb8MAt75R1HNwNODf6ruYz7OPgczJYRyPceWhZNcYskqGfmcUEyP7VNGXrBU3tXFA0xf93rTXeKKoJNmr+oDIf5DqAA+1rbemJjJgpOexAREF7n7UR88eF8ilw3e5Bzz8VIwNmyMsnJHHcIVgzqQKViyrYmL7iuAdbzzjX5sL4iu5wvjzTQ60jgjAAaBjwkAEOvvrj+6fG935xOwvUR7TOa0UUUxwzNQimgvNGByhYDSC6wQgRMAJOc5aEeAnN8fYtT8FlpYJCUmtt66OT0f31Qd1TBVEg7xRh9hEmdAqgeHbAvbzrP9IGqKXNARnneU3AGoCeCxECyUjmzUD5sfVU5L0dWmPFA1iqeykwFfj2QXU9pSyJDwckCVt4DJaqQsedKdalVZLwa0ILCFATw/DXY96iB0GUBdgORDqwfEodg94eGqHi6ZcDjEnaCkN4z1nlTlrmfbNfNusyzfv7ImOFC6PGMAJm44/Pri5Wi4v+c355+Q+O7TvZhfRCJ3Y6mHJ1Bbsep6hrWkU+ZyafkU5WBRj2YIAba0cu3o1UGhiarXVNtuu2VbcfpxNLBpTijPBnuHWJihTS53h3RjDqWy4xqt4N36nvCfJsyz/NsGvLbbFy4nm3ca8G12NA2FRmJTLS4dTlqcJQI9zF/XWW6h2zJTwZBuhAvv6KJ7c5EEwKgFOfeRdB20+x8Sij6e3TEaeOmgt11AJWzFnavnS2dPvv6K/f211xrGXHilYHjmAA8DpJ84HgE0Tyt7SRx+878LqCP1yOR+RCSUHA0M5+K6syHedCC6PrMCCrc+ZfQUN601tQOsTwOTdpuM5dladUk4yJYKm1baZkgK8xqrFR9IH8qXpzkOBtkU/Gu1PrLlIpEOddpL4o5n36x6FoJkyOG3d9YnBZU8UqUUDEv1c1Qerv53rv1H9R1QrZqP1BOdUzrPXwy8JlLFy4FCGkiPQ4nG0FwT6+j1sf46BTG8Vxabmr+VLhX954pmguuyUTx5JSL5wJ9NcKqBR/fHqn2++6fZNX111wsLrZk5rRd6PpDXgBHFstgijGK7KaGeqmshStLSI2Eh/tYI16eArOxwvxqYsGTBnLXeC3QwqTZpS73w2fu0L8jeN5Corycq0tOZrk21pNyskciEUR05L1HSyFTfaKpsOpD16kCaOZDom3G7cKUSakKXbNTsUKOY0xCgcKmtZmLqCjFRDVAIv5Kzjm8sXTfjqk5vIEQc3cJiRzIOtu/+wBru2/EksW3r8jLyz79U02urn/Qiex+G5MTwnhOuE8HIBfr7Gwy/vLCMiHsA8gHogjMoR21TAZWkTH8fI687mdJuFxvX6eApoHZ3MUhf7ntiUhprP9ShpYuvodZHKbBSzPh8cmX97rMfA2M6x5UMgPUHTq1Fa65/6GdqBts9W8+S2rlyZ1yRXOOM7JGMkVV5KU1OErj0O1m0sQLg+XOai4AC+I1TJHMPUqdPWfPIT//uhRctnire+4yMvBhSPLEUxV7lcwq4tN149eSJzy6z10v37upuSeJcO4zoxevpziAMG+LosTU5C8xSgE4qiy7NMIFvh+ExGoQY30h8lASZQZ8HNn7MRcBoucYD9JgAav9VyCnXWgqWamJ/fgO+ojt+JZdcZgESIdB9RkUp9rzs4wCzGSXmNbkLFVW63npqsK4yTCns5HSEJ08eEgqrJbRF34ORCTGqJQGLVTtnwC2oRkG/tHJw6Y+4d16yej/e9/40vFgyPLEXJrmnz3gyXRVcWWxZ+MVeaM8K5ahJEOVw3Qv8A8PhWHxF1oat2KCUqY1DATUBt8G5qKCkZy12ngSNrDetzM8xADhoCOt1ALDM5/tUQ5OKAT8fcZm20g5p2cbKxzaQuPENVrKFVJlXhRDayF3owFE22cU7BY/UaoyttrMcSxgwkZlg2L0RLc6ACfUJObYg5li2eObJqxTFfHI7olR95EcENvMgAB4BKrSQiOuuaprZjLim3zA4ZqcFzIuRyNfz+IR9r1xXBmSupCWXwKJBjAl5CS0RCTZyM5U76lmsQZ+RDOha4M5f61Mqnl+SsFSfKi9POXPLCl3BZ+d9Iw/TCIOWai3MDvPZNz9HUo74NPm7w8pgT8FgCWKgG+TGn4DFFLNRNAztm6kYRxQxR7IBHLk5fHuG1J44AtRqiKMZwLcZxC2eHK5fOv2TlsZOv6SgzcdgHY5zrRQf47IXnwWe9kV+ad11z2+yPFZvnhGE0ihv/18UVP2tFXzUHOD5AHTiUIJ9kDKbc2wS3zcHN0eIZzduy6MTeB9u6j6WMZPF7UDwfCcAf7CcXB95lOZ+JzFIf5ZTjBWE4makVNyOUPBnUqnuIp0JBzCmi5LGc8aMBHoQeij7Dp987hPNP3w8fw1i+eFa4YOGcj61cOOO67c8NRu971xuOFMxe1J9kXGug+xdo6jiDDXb/5kNX/fyZK6/42S6/f9SBcHOAU4DjMBQZUKDSertMKJAbc3UsxURYCkkjh5FAOZSwrTYavE4HfSgSGd6y/LTuOcmk0GbSaM0Ch0wKrVVM0aD4Qhcq2PKn+VxkHGi9L9vfXJXvWXnwdtEw1Q1Tk/en80PT6RzZuajm+BpZAOE4MRzK4TgRXCeC5wbw3Spct4b+IeCujatq63ad+vHjl73p37p23BN/9kPnvCS4e9EtuF7NU96BbZvvjJs7Z187TE655MTlxw43FQGAwXMYSga4PSbgqUJ7h8niVWaAnVJRJ/81oiWmWtKQkyOjHGjw4yVnHy9opRTF+NaZsLvOPzEttmW1jX3pQFY9lDXdFquuZZKOaErCEEVMPo9k4bBs/cAwVPFREcuHz3nVkku+9akPXVsbuO0lA3fmiLw06/Pf/i0u+9huPNflf/ynv48u/fffbGse7B+C71BQoq23zb0bdqmi2gKlwLWtubLIpsyGBpZc3VMd0MjSHBDdROtlacHld9SWNrXa5j47eNXYmqcFC0isNoH6dyDS75OZh6onWTvJKBslJCBGsUhHukenrL3r6dNv3fSc851vva8PrdPf95Li7agZqpFajCCM/+Ezl61e/sijG/6mpz/wfZfBZyk90fWV+lLJkh+xHtQayJY+jQyYM1Y7vbdnXZqaNwFe3gA3gKrBaOniY4A82WedICJ9bhx3s3KHEB1wS6daMyoB7joxXFfO6AnjtqDUPOEK13X/efpxXzpiuSWHul40Hfxgq+gz3PaHh6666O2nTDxp2ey3fu3a2/3a6AhKLoGvZkxZk4hp1rLawG7UUMeSA2GDXd6lVlsv+4w/cLD98LNMxr8Omplo7lfJV1on1A+lNq7rJUTib8iaYAFKZPN5ytPjpsP0wrL4SmsnABWQY8GpAFcZhoQIuE6Ectnjw8GEb+7pm3p5zh08auAGjiLAAeCc15wAAP3TZk7/bJWz7/3057cxXhukvktk7z4gsTxZcMM66EjTHtD4REhyKvQ/TsYJTnKAbVmEHwnEk4PsIuN+uRXmT/NXSBJg0rkkQlEUnlx9VJIVkScMUYld+pjqkX+ECCCWRiikBDEXyBcmwMv5lx4zbfSKkdHN1fKMf32BB+RFO5wvzVJ5yrnHN3bN2bhpxwVbt2z557X3rSMx51YoOeHD5uVX/a/OecxQDejo5MEOhnVCGJQEBu8nBhWBuY1Yju1hUxRq05CUgtl5OCSroiTHILXeB/tbYbwnVVVSWlL3OthURf5+6jckFFNnHi86p8786tCu71zull9Vnbnkc0cbXkfXggPQIK7u2btvw7KFp1/21MYpLiX49IaNm9y+gRHE3FBEoC67QBpabqCQmI5mNvhoBQIbaMpmDEcYT4jeSVJ1gtCXiKaY34Gkj4n5jdMN9t+jswcb/YFIKQpVFfBCGuXESU/eydM3UUJAmQR5EAKE5GsdnTN6p8w8bfWkKXO/XmpbHhVLrS/yURnfOuoA12vSxHZ0d/dEwXDPly7627c5Tzyx/qzV19+xbEdXt1fKO3BZak04t4sGGkmAiUQI25pZWXrEBrlVYADYqNaPhLFdjJfnHOLKnJRj0iliv1Zb2OwyI6Dm364pHlSqbJJ7QnRPcCSFDGZYn1LAQQTfDdDWNiUqtb/qvxF1fzRfbA/7+3qj1raJL8JBeUGH8uW1fvyLu+H7vj8wMPD9TU9ven/P8ztZUBtBzncRRQJhJOoCeqbVrk+RTQFqthvWHcP0PmJ+FtKMv1QZQUI17MdHlqIwQ0VhBmVJ5DyTqlh/Z/0lyUqRVdHLBODGZyR9x4mtwiSfAyCMKIKAgJAQbS15TJ06OZ42Y+7qQrH80TAIam1TXzp9e7zrZQlwANjVvRelYqG5a2f3x37z2zUrgsq+t+3eswd7+zgoZQn4dJAjzUUhSQtkM/EKSPMxYjVeWk2aVjuhFIMGjXTMaOaYUqA+uRoD3GwQVC8JZvNrMhmTRjIZy8h3VnE1Uv/B7DSrk6Ti2BjuCv1d0shlEjFWJ5OALIYAkUG2iEfo2QcUSh2YN6v9hmUnnP1oubnj6rA2OpAvHXzawtFYL1uA6/XLG36HoZFw2vELJ1z51Nbdb/2PXz8IBMNoLkl2FcUSqHraAmNyDLQ5fSGx4EKomecCUSySmedC1yIm/J0YdZuwLK8NXtvplCeXstQK1HJuFgEzAd7IejcAeJ31NvsWmkEZs4LJ6AGum/dEMUlucUwSC56MeqEikWUdJsCYDOZwThBGkoUXczV0TGJg5VUYCWb+ujnX//GIO7tWnfLi55O8kPWyBzgACDECgM14bMOOOX+6f9M3t27ecGI02kMHhmPSPyyB6jqA7xC4DsAYScAuR4coXskFohgIQ45aJBBFMoVTGH5amuNhF0Ukz7Nt3jKW2jypUstO6wsmaPpv1TXfNAFugdoEu5kibAZmbIUj5hRhRFALKIKQIIxVl1kVzHGoTIWgTEaQXYfD9zhch4Nzgt5+iv5hKpYumsQXLZz3UNPEeZ8bjeZvI4i7Jk8oHW1oHHS9bJzMAy1CigDQdf/DG7pWLJn79rI3MmV6x+Jf3Pmnp2bvfqILo1WguUCR94gFbocROA5NurwKIRCEHFEkrX6orL/m31Tl9dOMOiKv6pIHEV2pTtJ8jrHMhPRFG3uImimMZWESfwBmApWmIcIo1jD6AyYVTSnIKeeq7EygFlEEgSpmoLKsDA4AIuCAIIIAYwQu4ygXKhgcoSg3dQ60T1uy183X3l1sOaabR/S5jgn5ow2J8WPnaH+BQ127djyO3PSl4Pv7l/bv7/rx2rW/mrzmvsrUvr1VdLQReC5Vnj6B5xL4LoPnUTiO5NbVGsfevgD7B2PUQpEoJ0xzd2paVLu8TFtuQiEph0GDmKIkjBGM7WDCepylKYyq4VREU4b69smmFbf08YRDCyshjXOgFjL09rvo2U9QrcnTynUIfA/wXQHfle8XAmCUo3NiAL8IPLa1bfdopfSed771jff3DvBRHtfEGaeuONoQOKT1irDg5po2axkGh2vwWlqefNtXulZe/sG/OS/O7fxE17YNx/mkf8qevX3Y2xchn2NglMFzKQo5ioIP5HzZnP35fRy79skf1qGAywDBdGDDrjgHUksrIEe2UCFlNKbH94FYllzLb6Ymn0n0k/dGxp+5Pc2ZsXm2FchBJkADJElQDhNwHEkzGOPw3RiDww529fjgnCDvE+RyqjyQEVlh5UTo2U+Qy7fCLTV3L102Z/3Jp037Trm17c5/+vL1uOJrlxztn/6w1isO4ADQVPIBhYdTr8YtW7buuAUnzf+7np2PnLphW9/b1/zxmbITjoAVHOR8imIeaCnFaGuKMKltCKNiEH/a0gqn6qMlz5FzRRK5lFMO6v9NYfwvbUgJm6YYYE6StbQqA9jXS7M6x1CDTP3TpCYJFzdPFmHEA5KrggS378bwvRDlYgCQITy23cdjW9sxqZmitUTQJABGHDgUKOVizJ3poL1jztBgdcKvlp2waq0Armtqm3G0f+oXvF6RAM+ueXNnAcB1XT19P3Xa+u59di87bnobubinewfh4RDyHtDWFKNz4ihmTenFc/3DqIYFVCt5uI5IKoa4rqfNRES1XJbkwUA3w9ETgeX3SHX0TCW93GgVE1sSJweScfHJZ5hBK0lVrDB50t9EWEEcacVlZl/eD9FaHkUtGsT2vU3Y2ANEHICIQSDACEdzcxtmzZsjZs0e+e7MY09fT5wJqwmZGB7t3/RIrVccBz/Y2rJ1OzzXa92zZ/epwyNDb/MY/8C+3Y+LVn8jmTGlG4/vCHHdLS5Gaw4e3joZReJhYoGj6AvkPcBzCTwXcNXgVg0e2dZMokiPLWGMwDGcWdchYExe9hmjlmYOaDoiLCutlRb5OfLmOoDnCDiOohssHUmiF1flZgKqtZ0j4LtSAcn7IQq5EC3lCly3H0/uGEUlILjmpglYt7EZCzp9nL1qhjjr9JXE99hPWlubb5jSMXltLQj6OqfOOto/4RFdfxYW3Fzz5s4GgD4uxM0EeGhosO/768NddP6sVT+q8e75P/7h3hwTVVz8lt34P78axoYtbdb7KZE6uutIgMccCCIhg0O6/YJuz0Bkqig33m/Kg4kmToyoaRJBTRo7ACDgBLL3H7SVFhanZjSVAnXNZKx07ZgKEMIhHMD0GHw3wuPbCb79qym46A0Mn7/QxQ0PLa22Nk16ZmKhctHy5ct5W1trF4Cexj0XX/nrzw7geqkKnR4APaP77oDrBmc/u2/B3E9dNPlnJbrTdcI1LS3FweaiR+AwASE4Yi5phcOAnCctcqXGUalxBKGEjlY0NEAJTfv3k4ROEGnVjfwZwtMrQcwFhAopEk4gmDwxmA6jq9xqRmFZca2eAAIIKIZHCSoBhasCMzmPgIAjjjnCiCGIPAi46JhwzMDEGaf1n3bi5LBp+uB71z0Tby3lnb3t7W2HfmBfYevP87RtsJ7vGYIAiENJfiLuCbrDxR++6fb1H9y8rTtqKWLZxk1dfv/gCEQ0gkmtDia0eGguUwhEuOfxCCIW8JyUFzMqqYzvEuR8Ct+jyHkUvieVG0lzAMokaKNIZt7VQoEwihGpfBpKAZdR9R6CnAd58zny6ua5Ug2hkE6k53LEPMIfHs4jihiaSxQTW4FJrVVMaHNBaAGlltm15mLlca841WGllf9+zeqt1/7zp07wCOMVcAjCmo/2T/KSrD9bC55dnZPLgDTCo8/u6oHnOlc7jnv1pZdc4NWC8IrH1m+ftO7JbVODyvCrmwoReLAHk1uqKOT3YfWdMYq0gI4WgogzRFw24hKQnFmIVDWhlMBlgO9KjZmp/TUic0EE5wgCjiDiEFzyeOEi0dD1LABKZMG173IUciE8VyDmFNWaQMEfhuvtxcNbpmNGewuamkrIFfynJ3dQOqVzWm+uPGdnoWneHsq8S0b23R20NBXw2Y8tBHXKR7W65misvxiAm2vmtMnJ44vk7N2LR0erOGXVcQtdx/1Ab28Pf+zhP6Cl2O+3trX//cqlA8WS14Ki6EVvfw8e2yEgIgedLRQuo8h7UHqdpAquS5D3BYo5Dt+T3H14lCKIKKJYYLQWY6QiNXnfJeBcRhCdGIhjlV8j5AzKnF9DS3kIEa9i3eYWtDV3YuasafDzrTjxpEUjfLD6wylTW+Ljli2+c8WKJYzHvAvAk8zJHe3D/LJYf5EAb7QKhRwAbATwGQDg1SdAfOYN7Ks88ldn7ykwUgg7m2tvbi5Xz39ka4T9/Q7WPfwYmBhGc7ODYp7BdSggIkDUkHNjNBdDlItVVAMGRn1Uagx9gxH29oUYrgpUQ6ApR9BSpqCUo6lUQj6fk7zb5SgUArS2NWHmnNMxWOVorzVjYtn9bVsHu9Fxh9zzz5k/OhqUf+nQMFi5Yt7RPoQvy/X/AT7GormlgLTu/wkAYW0YAP7InOj78xZyPjDM0b1zJ0YGOMolF/kcg+sysnz5sv873P/cgvamKG5rqqEaV7BzTx5zpjJMmwkMCaAzFJjUHmJnL0EcOGgtARNaPLbgmFlPb9zw+CcJuHA9Ad+nKJZa0dJxFnKRi1Vlh5bz4hkhyPYJ7U1H+xC9ItZfjJP5UqyunbsQx9HcXc9uzLeWQjSXAvSOVLFlVxFLZso8jzsfkclfC2bWsLmbYGjARXMBaGv2cMKKJRXGnK0dUzqP9p/yZ7P+H14fz8asciilAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI3OjQzLTA1OjAwRbo/5gAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyNzo0My0wNTowMDTnh1oAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 114000
{'hecke_orbit_code': 33554565, 'n': 1, 'trace_an': 9}
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id: 114001
{'hecke_orbit_code': 33554565, 'n': 2, 'trace_an': -1}
-
id: 114002
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id: 114890
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id: 114891
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id: 114892
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id: 114893
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id: 114894
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id: 114895
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id: 114896
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id: 114897
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id: 114898
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id: 114899
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id: 114900
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id: 114901
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id: 114902
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id: 114903
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id: 114904
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id: 114905
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id: 114906
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id: 114907
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id: 114908
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id: 114909
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id: 114910
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id: 114911
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id: 114912
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id: 114913
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id: 114914
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id: 114915
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id: 114916
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id: 114917
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id: 114918
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id: 114919
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id: 114920
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id: 114921
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id: 114922
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id: 114923
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id: 114924
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id: 114925
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id: 114926
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id: 114927
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id: 114928
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id: 114929
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id: 114930
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id: 114931
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id: 114932
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id: 114933
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id: 114934
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id: 114935
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id: 114936
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id: 114937
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id: 114938
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id: 114939
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id: 114940
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id: 114941
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id: 114942
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id: 114943
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id: 114944
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id: 114945
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id: 114946
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id: 114947
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id: 114948
{'hecke_orbit_code': 33554565, 'n': 949, 'trace_an': 12}
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id: 114949
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id: 114950
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id: 114951
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id: 114952
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id: 114953
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id: 114954
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id: 114955
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id: 114956
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id: 114957
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id: 114958
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id: 114959
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id: 114960
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id: 114961
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id: 114962
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id: 114963
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id: 114964
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id: 114965
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id: 114966
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id: 114967
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id: 114968
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id: 114969
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id: 114970
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id: 114971
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id: 114972
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id: 114973
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id: 114974
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id: 114975
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id: 114976
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id: 114977
{'hecke_orbit_code': 33554565, 'n': 978, 'trace_an': -180}
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id: 114978
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id: 114979
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id: 114980
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id: 114981
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id: 114982
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id: 114983
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id: 114984
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id: 114985
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id: 114986
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id: 114987
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id: 114988
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id: 114989
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id: 114990
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id: 114991
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id: 114992
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id: 114993
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id: 114994
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id: 114995
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id: 114996
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id: 114997
{'hecke_orbit_code': 33554565, 'n': 998, 'trace_an': -160}
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id: 114998
{'hecke_orbit_code': 33554565, 'n': 999, 'trace_an': 148}
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id: 114999
{'hecke_orbit_code': 33554565, 'n': 1000, 'trace_an': 104}