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mf_newspaces • Show schema
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{'AL_dims': [[[[11, -1]], 1, 1]], 'ALdims': [0, 1], 'Nk2': 44, 'analytic_conductor': 0.08783544222340842, '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': [11, 1, [2], [1]], 'conrey_index': 1, 'cusp_dim': 1, 'dim': 1, 'eis_dim': 1, 'eis_new_dim': 1, 'hecke_cutter_primes': [], 'hecke_orbit_code': 33554443, 'hecke_orbit_dims': [1], 'label': '11.2.a', 'level': 11, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [11], 'level_radical': 11, 'mf_dim': 2, 'mf_new_dim': 2, 'num_forms': 1, 'plus_dim': 0, 'prim_orbit_index': 1, 'relative_dim': 1, 'sturm_bound': 2, 'trace_bound': 0, 'trace_display': [-2, -1, 1, -2], 'traces': [1, -2, -1, 2, 1, 2, -2, 0, -2, -2, 1, -2, 4, 4, -1, -4, -2, 4, 0, 2, 2, -2, -1, 0, -4, -8, 5, -4, 0, 2, 7, 8, -1, 4, -2, -4, 3, 0, -4, 0, -8, -4, -6, 2, -2, 2, 8, 4, -3, 8, 2, 8, -6, -10, 1, 0, 0, 0, 5, -2, 12, -14, 4, -8, 4, 2, -7, -4, 1, 4, -3, 0, 4, -6, 4, 0, -2, 8, -10, -4, 1, 16, -6, 4, -2, 12, 0, 0, 15, 4, -8, -2, -7, -16, 0, -8, -7, 6, -2, -8, 2, -4, -16, 0, 2, 12, 18, 10, 10, -2, -3, 8, 9, 0, -1, 0, -8, -10, 4, 0, 1, -24, 8, 14, -9, -8, 8, 0, 6, -8, -18, -2, 0, 14, 5, 0, -7, -2, 10, -4, -8, 6, 4, 8, 0, -8, 3, 6, -10, -8, 2, 0, 4, 4, 7, -8, -7, 20, 6, 8, 2, -2, 4, -16, -1, 12, -12, 0, 3, 4, 0, -12, -6, 0, 8, -4, -5, -30, -15, -4, 7, 16, -12, 0, 3, 14, -2, 16, -10, 0, 17, 8, 4, 14, -4, -6, -2, 4, 0, 0, 7, -4, 0, 4, -8, 32, 2, -16, 0, -4, 12, -12, 3, -36, -6, 0, -14, -20, -4, 2, -8, 6, 19, -16, 8, -18, 18, 0, 15, 2, 2, 0, 24, 16, 8, 10, 10, -8, -30, 4, -8, -2, -16, 24, -3, -16, 0, 0, 6, 18, -23, 8, -1, -16, 2, 16, -2, -12, -6, 8, 0, 36, 14, 0, -6, 0, -15, -14, 10, -10, -28, 8, 8, 14, -4, 2, -2, -20, -14, 0, -18, 16, 4, -6, 0, -8, 16, -16, -13, 0, 7, 8, 24, -6, 5, 0, 5, 20, -4, 8, 12, -4, -2, 0, 12, -8, 8, -4, 16, -14, 12, 0, -1, 14, 4, -20, 13, -12, 0, -8, -18, -4, 0, 2, -16, -8, -10, 0, -16, 2, 7, -12, -6, 24, -7, -8, -22, -6, -9, -4, 7, 0, 20, 0, 1, 12, 28, 0, 30, -16, 20, 8, -21, 10, -3, 30, -4, 30, -20, 0, -19, -14, -1, -16, 4, 24, -17, 4, 16, -6, 12, -14, -26, 4, 9, 0, 0, 20, -5, 0, -8, -34, -1, 0, -2, -8, 12, -14, -15, 8, 2, 0, 18, 4, -10, -4, -2, 0, 0, 16, 2, -14, 28, 4, 1, 0, 3, 0, -30, 16, 7, -32, -10, -4, -6, 32, -10, 0, 20, 4, 22, -24, -16, 0, 8, -6, -24, 36, -4, 12, -18, -20, -11, 28, 0, 20, 0, 8, 40, 0, 6, 16, -11, -6, 15, -38, 10, 16, 35, -16, -8, 18, -2, -36, -8, 0, -12, -30, -10, -2, 12, -4, -11, 0, -7, -48, -27, -16, 14, -16, 7, 0, -6, -20, 0, 8, 12, 60, 20, -8, 12, 16, -2, 2, -7, 32, 23, 0, -4, 6, -8, 16, 0, 0, -2, -28, 6, -12, 20, -18, 12, 46, -26, 0, 2, 2, -3, 16, 15, -4, -8, -32, 0, 4, -16, 12, 8, 12, 6, 0, -3, 0, -16, -36, -8, -28, -14, 4, -22, 12, -10, 0, -32, 30, 18, 0, 15, -20, -3, 10, -8, 56, -7, -16, 10, -16, 8, -14, -24, 8, 0, 0, 20, 4, -3, 20, -2, 28, -24, 8, 2, 36, 4, -16, 9, -8, -2, 0, 0, 0, -28, 8, -17, -32, 4, 16, 33, 26, -4, 0, 12, -14, -6, 0, -8, -48, 28, 6, 0, -10, 2, -12, 44, -10, 4, -20, 0, 8, 40, 0, 2, -24, 14, 4, 1, 4, -22, 0, 0, -24, 32, 8, -16, -16, 8, 0, 18, -32, -25, 14, -5, -24, -30, 16, 11, 2, 0, -14, -6, -8, 7, 0, -12, -26, 8, 12, -12, 0, 6, 0, -33, 36, 29, 4, 6, 0, -7, 0, 5, 32, 14, 8, -41, 20, -18, 32, -8, 32, 10, -2, 37, -14, 8, 0, 0, 12, 0, -24, -19, 14, 12, 16, 14, 44, -20, 6, -42, 18, 14, 0, -18, -14, -16, 0, -7, -40, -15, 24, -24, -2, 17, -12, 4, -56, 10, 0, 16, -60, -24, 16, 2, -40, 0, -8, -8, 42, -4, -10, -25, 6, 20, 0, -7, 8, 4, -30, 30, 40, 15, 8, 32, 38, 8, 14, 0, 2, 3, 0, 13, -8, 12, -24, -36, 34, 3, -8, -7, -32, 50, 6, 0, -24, 4, 0, -10, 52, 12, -4, -36, -18, -23, -32, 23, 0, 2, -20, -22, 10, 1, 0, 12, 16, -20, 34, 4, 2, 20, -16, 20, 4, 2, 8, -6, -24, -28, 0, 6, 30, 0, -8, -3, -4, 0, 12, -7, -36, -32, -4, -14, 20, -18, 0, 48, 4, 6, 0, 53, 0, -16, -32, -30, -4, 4, 14, 2, -56, -10, 0, 0, -2, -38, 0, 28, -6, 4, -8, 0, 60, 16, -16, 22, -14, 39, 0, 4, 20, -52, 4, 25, 12, 2, -32, 6, 20, -12, 0, 35, -40, -5, 0, -29, -44, 18, 24, 3, 32, -2, 24, -4, -16, -3, 6, 14, 48, 0, 0, 8, 8, -15, -12, -16, 36, 24, 40, -6, 22, 13, -28, -10, 0, -28, 0, 14, 0, 18, -8, -12, -80, -24, -4, -43, -12, 4, -16, -5, 22, -22, 0, -16, -30, 1, 38, 0, -20, -15, 0, 4, -70, 0, 16, 12, 16, -12, 0, 7, 4, -12, 36, -4, 16, 12, 0, -6, 24, -12, 30, 36, 20, 10, 0, -8, -24, -12, 4, -12, 22, 32, 0, -30, 14, 0, 48, -12, 54, -2, 0, 8, -28, 1, 16, 42, -14, 8, -20, -10, 12, -27, 20, 16, 0, -13, 0, 34, -24, 17, -60, 0, -40, 14, 8, 18, -24, -36, -16, 4, 4, -32, 0, 0, 14, 47, -32, -20, -46, 16, -48, -27, 8, 15, -6, -20, 16, 39, 0, -2, 0, 16, 0, 6, 4, -8, 56, -7, -12, 0, 12, 38, -40, 15, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 1, 'char_orbit_label': 'a', 'conrey_index': 1, 'conrey_indexes': [1], 'label': '11.2.a', 'level': 11, 'sub_char_orbit_index': 1, 'sub_char_orbit_label': 'a', 'sub_conrey_index': 1, 'sub_conrey_indexes': [1], 'sub_dim': 1, 'sub_label': '11.2.a', 'sub_level': 11, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 1, 'label': '11.2.a', 'level': 11, 'portrait': 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JUql6xy2TIdUPHBGMHssmHrGkPVT5htupycU3gKXBeCnmT7hphOEOE5EldpTs55nGu6VD3D9nU95hcdtIGqL9m4KmLz2ha1aoAQEEaSZrfGzJLPZF2SxD4nZ1yOnxOcOB9zvhniVgOu3trhfd+qCfoTHDvb4NSM4vxcwrmFiNPzhsPzhmsum+dn3r3I2rExjp+d5NxCldlFh4WmpNVN6PUTeoFmsRkxs4zxpi7Rd96+47F/+67tH/Rqlx6B5IQQYy82NL7p4x89wH/7Dz+DSaKN3sjUrx85fu6t6+of5223L7GwtI6ZhREWmj7NtsNyR9LswFIrYakVsbCccH4Zjs4JVk8v8Z+/e5GbdtQ4PTPByfN1zi04nJs3zCzEnJ5LOL2UsGqqw+tu6XLpOkXd93Flhflln7lFxdwy9AKIYoOjDLVKwvhITGzg5AxU3ZCK7+DIhEYVWj2fejVAADVfs9j0WWpL6lXBYkuw0E6o+QYD1CuK5b5gvBrgSEW1GuI5khPnXGLtMNkQ1H2BUhDHgm5fMLdsb6b5VoTr9qnUYrZuCHj9TRFrxuqcmxvj1IzHuXk4vxAzuxhzcg6OLRpuuHKen/vuRdaMjXHi7AQzi1VmF10WliVL7YRWJ6bVTWh1NYttOL0sOb/Q5gPv6vD/fv+3EOhtn5ib7/6Y58pTmy9784sNkRd8/KPl4IuLCzTqtbGTp87+6z/607tveOLep9768DNzTK7y2LnZcMPWJRItEcKgpIeULlIojFFgwBiABCEMx+bH+fmPSf7Te+a4dkvIaH2CRm2EesVntOYy3pCsWZKcnBvjk/fUUF7A5Zv6XLI2od3pccl0zLe+LCGIHASae5/yWez41JKAM/OKZrvC6g0+C12YmYOdl0iOnDfsWO8yVgs5s6RYMxaTaMl8u8p8W7NmImKxqRipKbau63LsrM9lm2LOzBmWW1W2b0i4ZE3IyfmEkUZAsx1x39MVQBJGmpde1eOmSwwLHZdL14XsvETiiSq9/hRPHfCZXZTMLSbML8ecXdAcmxO04z43Xr7MT7+zw3RjgmNnxphbrDC37LLYEiy3E5rtmGYnodnVLHfgfFtybjnh1iuavP22BRbPfIHzS5e/tae3mi2XvX53q937zSjsLU9OTr7YkFnx8Y8ygu/f8w2qVc9fWGz91hNPHfqeh3cfVQeOLTHX8zjZhMs3zvIrPzjHrk01zs2Ps9SqsdTyWWq5LLYVyy1YaicstWKWmjFzLTi5KKiP9rh+5zJve1nA9nVVOt1RzszVmFtyWWhKllqG+WXN7LKm009oh5p+ELNqLOCyTRpjBJ5jOHTGJ06qbFkt2b4xYXysz+xSyPPH6lyzDcZGlnjw2XFWjYWM1QULbZftG0LCMOaJI6OEUcKOtZqlrmCi0Wdq1OHB5yLGajWu2pbw/ImI2UWXyYbP9g2GTWtDNCGHzyhc1969l2+OmBoRdHs+3b5Hp+cws+gwvyzSVSxhvplwakHQjGK2XdLirbctccN2xVh1lDOzDeaWKywsOyw0BUttTbMV0ewkLHc0Sx3BbFdydinhuu2z/PIPLLB17Sjn5sc5P+ex2FlFKDYmU6u3/XG1NvIjcRwGr3/tK15s6Fzw+EcFcGMOAI775MNfcjeuX/NbT+7e864Hn1h0zs4lzC0nzDbhbFNyYllz7ZYZfuUH5rl6a53zC2MsNmssty3Il9oOS21Bs5Ww1I5ZbscstQxnlgUzHc3oSJebdrb4rlfG7FxfoduvM7dUZbHl0epIWl1Bp1dQkjAWaA2uY6hWYO2kZv10H1TAvlMxe494VFSVV14X4XpNntzXYO204smDCRumFd0gYaSaMLekuXqHYG5JU6+49PqCDWtidu+rsH4adh8O8ESV268Br9LluWMJB45XkXism1Ssm4BqBVxHkGhBFEMUQ68Pnb6m3dWWVnRgtmloRQnbN7d5x7csc9MOzXi1xmJzhHPzNRaaLotNh6UWLLcTlkuRe6kjmOlIzjc1N+6Y4Rd/YJ7LN9Y4Nz/B3GKD2aUKZ+Ycjp8JaccT4atffefTd7786numXnv3B7/xe680t1+//sWGUv74RwPwPceWePb0mPO6q3b/7BMP3vc9nYXT0/NLwj816zC7ELGwHLHY0iy0Bec6ktPNhOs2z/Lf/tU8126rMLs4noN8ue2x3HZYbguW28ZeuHbMcidhqQMzTVgMDEL1edNtTa7YGHPTDsNYvUKzUyGOXeJEEcWSRAvAoI3Bd2NGGl2ePiLpBxH37G4gogrb1nvcdk2HUC/xlUcnuHqbx1y7xelzda6/LOLACYfIGI6dNfyrN/Y5ekYT6QYHTmlu3CE4MdtlYWmMq7dHfHV3jyio89JdLts2hhjR4stPCoK+4NnDPo2qS80RKQUDrSFMDFFiCDQ0u5qx0T7XXdZj1yV93vjSBEWNdqfO7FKNxZY9N0stSbNtWO7EtDoZuA1LXcH5tmK2FXPzzln+27+aY8eGGjOL4ywu11hoVplfdpldUswsaE7PBODUuen67dGtt73kV269dtfPwPlYiLUvNqSAfyQA/6+/+psc2/905Vve9N0/dfDIc//p2L6nxNqJOtWKQy8w9gKkAF3u2Isw01WcbcXcuH2O//qDc1yzxWO5NcrCcp3ldoVmx2O549BsK5odQauraXVi2t2Edk/T7BoWu4KlnqETxly2tc9oNUbHMW+8rcc12xKCSOFIQxAZPvNAjYNn6qwd15w46+FQZcd6xdXbDZVah8f2dZmZa3Dd9ioTE8vc95TH9Vs85jttet0641OGp/ZL3nNnn937DasmfDpBm6XlMXZt7/K1p2D1yAjXXdbh/PIyj+wZp+bWueZS2H5JH+V0OHJes3oi5MTZiLse9OlFCikhjAzXbg/4tpcFRJHDWBV2bRZ0ejVanaq96TsuzY6ilSbjrW5Cu5PkyWSzB4tdwbm2YLkbcsuOOf7LDyyya3OVuaVRllr1dIX07ArZkjQ7hl5f43uGS9YF3HzT5WbD+qt+7g8/cvcvX3/djv7r3/QDLza0XnyA/8lHfodVk7XavsPzP3HkxPzPnjy7xGhNsWrCxfMUOjH0w5huzwKz3dW0eoblvmCuKznbMlx/6QLf9cp53nJbwkilztzSCEutKs2OT7Pj0uoqWl1JuwudnqHbT+j2tH0ODN0Amj1BNzSEicbzDE6afrsKfGkwWuK7DlMjig2rJJvXGTat7ZGIFnc/ojhwZIRXX+fx0uuW+PBnE8a8CV57a5f7n40YrYyybm2Hr++u8qbbEu55OmHLlE99pM2DT/u87maXRmOGD39mgpdfWeVVN7V49mSfLz3sYuIam1Z7bFkr2LBaMzUW4nsR2iS4ToJS1jbiOVDxBFHk0O17tLoO3b5Dp6/o9CSdHnT6hk5P0+kmdNLz2erBck8w1xHMNA0jIy3edvsc3/WKgCs215hbGqHZtitbq+PS7Di0e5bG9QK7glQ8WDWRMFqPic0EgR7/z62g8au+Cro/8iM//H8uwL9694eo1dzK3Hzvp46fWvrp0+daMkkkQoLjSJQQJNoQRpp+YHXZTi+h0ze0+4ZWT7DUl8y0oJ/0+O7XzfAdL+1yw3aHJGmw2Kyz1K7Q7rq0ew6dnko1c0GvD/3A0I80QWiIYk0cGxINiQYMSCVwHUHFhUZNMtoQrJ3UbFjdY2y0ydeeNdzzmIcnR7lhu8e1l7XYfbTDnv1jvOo6F7+2yOceqPD6W3zGx+a5+/5xXnmD4FOPhKyp1njdS1vc/bChpsZ45Y19dh9ps+fgKDdsq3DdZX08f4EvPaG4/+kaEzWfjZMOayYFo3VJo2aB5boGJe35TBJBrK2pLIoEQWToB9ALDf2+phckdPuabqDp9KHdh9mOZK4DEX1u27nIG17W4t2v0QThCPNLdVrdCu2OR6vn0u6q9BwKun0II2tLlgJcB6SEbi9GU9VuZeznlVf7ZZ1E/Z//6Q+8aBh7UWXC1VOBEwTtnxbJ0k/UvFCuX+3SDwSJtjKf1pBogRBy4P8TIkFKcKTBVQm+I5nvVvmTr2zky483ef0NS7zptmWu3tphcqzGQrNGu+fT7bl0A4deoOgHiiAUBJEkiiFOFEkC2ti7Xkp70XzXUK9qxkciNqzqEpsOB89EfOphj+ePjDBRrXLDTofbr2/xwN4mX3lolFt2+qya7PH5xw06qTIxErLQCuxNA6wZ67A076NEhVuvWeRLD1Y4db7Kt9/SJU4WuPepKaKkwo2Xr+YNL2myZV2TB/c4PHOqijnms2FSMlEX1CoC3xM4SqQgN+j0vMWJvWnDyBCkN3E/hG4Irb5gKRAstUE6fa7duczbbm9y53URkyNVFpcbLLerdHoe7a5Lp2+DQ7dvwd0LIIgMUWRIEo02gIFYG8JQs9xelEb2f2rnZZdf8h9+4vue/JkP/uiHlPPiQO0f/Le+56fv4iM/d5rm2coHOkuHX3/u7MJtVTfxJscq+F5MP5BEsSBOBHEMUSJQUiCFQgiBkAlSgFIaRxkcpfEcTdURNPqKhdYEf/zlBvc+0+aWK5t8z2uXuXxjk6mxClFcoRf4tHsevb5DECniWBIlEq0F2ggLbmHw/YS6H+N7EVL1mW0G3PWY5MR5j6OnxjFRhR0bXC7frLj+shbCneWpQyNcMllh11bD5PgyC80K6ycVSM3nHvHxkVR9w7e9pMeffC7h3JzP9CrFfDvguSM+66fHueHSOe5/pslDe0fpBx6XbZ7kus1drtrc4tDZZU7MGB56rsbRkzV8IfEdSd2HSimSGwOJNsQJhAmEsaATCFp9QTOESMcI1efqbS2+9zUtbrlCs3GVS7c3ydxilXbXo9PzUmA79AJJty/pBRbc/cAQhIld9RJDnBiSxBDFhn5o6AaCpXbHn+8eed/PfujTy/URT73lA1/49U/+15MI/x+Wl/+DAjxa+jju+HkcufZHb9p038+/8frDjdFaHa3rKCXxHIeepwgjSRgJwlgQRmmEUtZ9p6QFvHISXKXzKOt7hpqXMFaRtAKXxeUJ/vr+UR7Y22Os3uPddzbZtnqZOHLYvsFw2RZFP7BqSaIlxli2pmSC78UcPgPHZgW9WPNnX6mx3Bmj3/WYrCrWTThsWuuwdb1g16VNErnA79zVoNMc5ZbLHbZtbPPMsYRWs8LGbVCvxrTCCr4nwRg812W5D6dnJDs3+1yxrc/+gyF7Dle5ZdcE3//t8/zB59o8tr9Bp+ew0GywdX2FKzf0eOnlbb7tJW2avQU+9pUq3cjj1IzLs8c8PEcg09VOY6lWrDVxCGtXh1xxWRedRGxbG/Av7wgYrTmsGfcJwiqnZ3y6PY9u4NLrO3T7il6g6AaSfiBzYPdDC+4w0oSRJooNcWwIYwjjdJUIoB06HD7WYs/xr479+/fWfuEvf/6KBO+HPvSff/sefvZfveqfH8CPHvwzPv3EVSpe+Mb3/8WXvv6rh4894/tuQsWVJFoihcFRLq7jEISKIEqB7ghCR+I64CgLdsdRuI7Ec2yi5bkGP9D0XUMt0oxUYKIq6ISSVq/ByWaDX/zoJCQRkphdO7tcdklIEAqMTjDGJmpSCqSUeL7HniMeh09WqHoudUcyVRdsWydZNeGwblqyaa1m56YlIhb4n59pcPLEKDftcLl0o0Y6Le7Z7TNec5kcg/GRPvVqBYXVr1s9j4WOZqFpWG7XufOGJs8cDDlyxmFytMKNV4zx/W9Y5H9+GnYfrtPpG5Y7DucXRlg7WWV6ImDdaI//8C971CotDpzSPHtU4fsGqTRSpDzLGIyGMBRcdknMtTsShHGIIg/MOP3Q5+ycS6/v0gsd+oGiH6qUwgn6oY3a/ZAC2KEmSMEdRoYotipOmNi/04/sarEYCBZCGBE9zpw50vjl3/N+9Xz/k9GHfmrV721efVfyvre+8Z8PwH/tDz7Px+/f5vrm8e/9w+P7/8fpM0+7R88ojs9F7NrUJkkEUlq64ToJgesShJogkinQDU4ocRyb9LmOwHMEnivwXIkfagI3oRoZyzljK+2NRZowhiAS9GNJkPhEcYXDxxrsPWRIjE2SAJTAmqKUwHeg4cPlq6BRhbG6ZLyhmBxzmB6HTWsD1k0vE5hFPvSpUY4cHeO6rQ5b1ku2bVzi8SMBp86P89IdkvERjef0qEgXZWxOgQZ0n8VWhbNzDrfsqnLF1hbP7veZGpXUKg2u2ZHwI29Z4kOf1uw906DZ0TRbirklh6mxBhOjVcYaMSO1mPFayLfeFOG7Ea6KUUojpf1exgi0loSxYnFREccOYawIoyyIKIJQ2iOS9ENJEFn3Yj+EILQcPgw1QVgAO4gMYRq5g8jYcxwJupFgOZQs9A1hv8fWbW12bQ3Ze/RJ/7JL+B/PP7uk3/sdV/3Rm05+Ipq+5K3/9AH++3/yeVZPjTgHjz33fV957PRvfP6BJTdiM8QhC61FfuGHmuxY18RRCUomOI6H52pc18ELFV6kCUKF50j6kcRzZApsgR8JgpTSBKEkigxhXCydUazzal+cmHTJNmhtk8msWCIEKAmOtHKb74LvS2oVSb2iGG1IxkdsR9CmtV1GGkv89f0RD+6dYHl+hF2XKDavc7h0Y4BQy3z8ayOsqikmRiVTYwH375GcmVHsXGtziq2rEl52dcD+w2MsNAWLzQbf+YoWT+zvc/SspF6ReO4oV26Dn/nuee5/vsdd900x34ZNqxKWWg5jDcVow6dR9ahXq1R8TcVLcJ00N5EGhLGBHNDarh6JlsSxIE5srhPGgiilhEFso30Yk4LZ5FQkiDRRBuzI2L8bWYD3I0E/FnRCQTMSLAeaOOhx1SUL/PT7Fvi2WxPiKKLb2+22Yvc3Tx5oKKey4fdOHf5cvPHSb/unDXApYnHy9PkffnrPwV86fOiEu3aqzmIIvSjm7kc9eqHDm25r8c5Xt5gcjWn1KnhOjOd6BK6DFzn4riKIHLxIErjSAtpLL0pkeXoYqXy5zCS/OCklQRqSxFh1xtjnrJE84/VOujL4nqTqS2pVwUjNMNZImB4LWTXRBrnEX3xd8SdfmmSqUuGqTYJL1rpcslazac0yn39Ss7hU5ZqNkrERyfhIyPFZl1bXQSlIEkmjqli3OuahZzXLLc35BZ8rt9V4+bVN7n3EZ7wOvu+h1Ci7tsH3vXYWV87yqfvH2XemwppWxNRozGhd0ahKalVF1XfwPQfftRq+I0FKk39HjL2ptREkCcRakKRJfJzYIJAFiCjWRJFOg4VNHsMsYkeGIMLeBCm4e7GgFUlaMfR6EQ2vzbvfNMdbbutw+9WCxeUx+kGFbr9Ks33adev1X62NKlco/0Pp/fdPE+B/8fG70Vr/2JNPHfjZ48dP1MdrEjdM8KRkWTk0ZYOvPOnwyPNVFlrzfOA7W6waC2n1qnT7Pp7r4YYuoePgRQlepPDdNGJHtpRuE1KrFETpEcfKXrTEWOlPWwN/HrVLkVsI0iQWS3s8qHpQq2gaNTvYZ3qsz+rJJR7eH/L7n69z+OQol4y6bFsj2LDaY8NqwaUbOgh3ia/uHmfcV0yOSsbqhrFGj5GGxnMlQlgJLwgdltsRrW5Cs6OYW3Zpdxvced0MX3iky+FzDap+hKM8hBhl23rJu+5Y4JbLz/O7nxvl8b3jrG9LVo9EjNQE9Yq9IX1f4rsS1ykScymKG9mYlLKYQu9PEm0VkMQQ54HBAj1OAR2lCaRNJCGIbbTvRYJOLGhHgk6oiYOAEb/Jj711nh9/R4+qU2GpVaMXVOj1fbqBRy9wmV8+VXeX3F9Yte5q9ezuL/3a1Te89n8bBv+3ddX//u/9Du95z93ceFPtP544efJqibFJnDAoAa4AKSTacelEPrv3e+w+KHBVn23rA0bqCVJolDI4jsZR6eEY3PzQls44Bs8F3zOpogIVz1DxBFUfqr7VjOsVSb1qj5GaYKQuGGvYY2IEJkYNU2MJqyZCVk8ErJ3usnndEppFfuPT8EdfmuDM+TG2TCi2rBGsX+WzcY1g2/o+U+Nz/Om9kt17x9kyrbhktcumtQmrJxd5eD+cPltn3YRizZRk9UTAmcUezx7xGas6jNYU9api27oQz2vzxKEKQgtcCeAQaxclPXas17zkyjbrVrd5aJ/LqXmPKKUT/cAe3X6SHvZ1p69t1bZn6PasS7LT0/bPe/bv9XqxfU6LQL3A0EsrvNlzNxR0Q5u4t0PBcqhYDAXLgaHfC6j7Td7ysln+43sWePu3aBxRY6ldp9Ov0u1X6PY8On17tLouS8t9vx+Y5PZXnfvYxg1v4a67PvtPB+Cf+Mvf4earR9W1N0z9wszM+e+OwlAJISwnFFZrFgKc9EAqOrHPgZMVvvqox95jBt/rs3l9wGjV8kqlNI6jcdNnx9EW4I7Bcy3QfU/ju4aKp6n4hqpvqPmaWsVQqxjqFU2jqhmp6Zx6jDU0442Y8dGIqbGQ1RM9Vk92WTPVZKS+wP17A377cw0++9BqGqrC9lWCDdOStdM+61dJNq6OuGzzIs8c6/DhuyaZ8Dw2r1asW+Vy6caAc4tt/vRLPkL7bJhSTI8r1k+HbFrf5NmjHq2mz+SIoOo7TIwarrm0zXMnNfuO16i7GiEExjgksUMY+Yw3FDfvDNi8tkk7DHj+hMNs16UXSHphIeX1Ap1XLXt9Ta+f0E0rmb2gBOb02VoWygd0A1EAOxC0QslyKFkMBIt9TRCGjDltvvWWOf7fd8/yr7+jy2UbXLSu0+rW6PVt3aHb9+gGHt2+mxaLrBHu3Fx/65NP1Stz3erX3vhtrzVf/MLn/t6x+PdOUfY//l/ZuX2u8sX72h+Mg+YHHRWJes0F4pQZWElOYEu8SlqQe0rSimosRS6ffLDGPc+0ufmyDv/mbW2u2hYwMeoQJz69vkcYu4SRQxQp6/pLbMEm0YokFsTaKgfaCLQunHcmvbGkMIVqozSem1CrRlT9AEcF9OM+z53Q/NZnx3jq8DhO4rNj0rB6zDA1plg14bFmUrJuOmLLujYzyy0+8pU6JqqwdpVgtOEwWjeM1EJ6SYI2Ck8KhLQ8ONEK5ShirWn3Na1uwnLb4dx8lctHGrz7zmV+ebbK0dkajhNZamMcYl0hiCTtrsfLLm9z6+VNnj12it+6a4T9JxvMLVbxpaTqChq+oeLY7iNX2XMtBwvCebU4r36mKo+ldxBqQZhYjt1PoBcb+mGCowOmRjtcs73Nj3/nMjfuiGnUPIL+CM2OTxB6BKFHP/ToBw699LDeGJl6YwQLzY4bz8UfdCvj0Zu++70fMz/2IyeaPfpjtb8/B8nfK8B/9Xd+jp//a7f2g69e+Inpxrn/NOM6jNR8olhYrqdNCjgDCIRIQS4MrhRUpKCtXDqOw1JY4YtPjPDIng6ve0mLt9zRZdfmNpdMScYchzDyiBOHKHYIQocoVsRakiQqBbZEazCIIo1Jwe25Gs9JcJwE14lwVci5pZhDZzUP7HF4+tgIj+4dI46qrB0xrGoYJkYEk6OKyTGXVROStVMx66d7jI8t8vEvwMPPjXHNesH4iGCkLmnUNI1aQDsJ8VyFE1s+bIxVMAgk3X5CKzVANTuGxZbD7OIIt13R4XUvWeQPPutTX5AoEVlAaoco9ggiSbfvMjVW4aYdbT78gQ6P7mvx9DGXR55tcGqxwv75Kr6SVJXAkbZRw3cNitSAlJ4WkyafibEWiUhDpIXVtSPLvSMTY+KIhhdw1ZouV2zp8h3f0uG1L4mouy69/gjNpk8QeYSRSxA6BJFLEDj0QyfX1nuBTA9BN11pzs0ti5lO/6dv3P/kT62d2PGShaXO03+fmPx7A/jJ03NsXD9V+eK9X/v3x05+5Kdvu2yZWnUzfsfgu4LAVXipmckYazYRpJxcitRXAr6CqiPoxh4916UZVfiLr4/w5ad6bJzs8e0v67BmPGLzmj43XZYgUExOSBwlSRIHrSXGyPRGEunlNGnk1hhhmwJ6gUY6MQ/tczhyTvLFx2ocOttgebmKJ1wbrSc0ozWrg481HCbHHCbHBKsnYtZO9Vi3aomH9/b5zP2rWD/qMNWAkbrDSE0wWo+RMuT5E4pmV7Ghng63NRBEktWTgss2BXxjztDsGdo9G8Xnl33OL4zxtpfNsvf4Ao/vmcZVBkSEMaQ3tWtB03dodjzGG3VecXWHV13XZeHOOQ6fhS88XuHIWZ8n9tcQrsNc36G/oJBCpjTRnhsLcpOC3JAYjUk0ykmYGAkY8SJuuKLH5tV91k1EvOGlIWsmBBMjDt1ejcWeSxi5ROmqmh1BpGzBLnQIQpkWkWTq/0klxlATJZIDJ5fl/Q98wr3u0nd8x+VX3LF/eXGuPzYx/Y8L4BvXOM7pU0f/4/P7jvy77lJLxtur1rgkbHLppM68JElpA+ScXErro3AUeI6hEgvqjqAfQ9d1CHyHVlDl2RMJzxwPETpi46o+123pMVpPuP3mPusmI5Ioxuj0wpmCmtjIDVIZQg2PPltl79EaXkXy5JEaZxeqVByHEU+yacIwVtGMVAyNqmSkJhltOIyNOEyOwvR4zOqJPhtXt0hY4k/uGWNhYYSrNmpGG7bHslHTjNQijIl4bK/HwqLLpRO2umgMBIFk1ZjkJVf2+MZTCe2epNONaXUUS22XmYU6V27r8Z5XNXlsX5VjCyMooYEo9Zi4aYFG0A0knZ7LcsdnpNZgfKTPTdt73HZln3MLffYca1GpJuw56vDYsz6JkQgpyIdt5jKiAaNBa5LYsGYq5vab+4xXNVdv0WyYFsSJg9Y1gshlbsklju0KGsWKKLIFpCgtIoVRoXYFafEojDKVy3plTFpwrXgevlyWM2cPf1C6m51KfepngPgfDcAfffjrPPD1z3rdbuudovust25ylGNnqnR6duAOxpbBVSpduaWOlDyCq5QvJrai6CeGqgP1xPLAwBUE2iFMHGJtONsc4eRjGqkSvvhURM2J0Ubbi2Rst7rIrqCQ9pASLRTNjkscOviOpFExXDoJdc/Q8GKqPtQrglpF0agqRmpOXuiZHItZNd5nzVSbWC/xq39V5alDk1wyZRirixTcgno1oV4Jqdf6VKpVXCVQqVxnsDw3jF16vT7Lfc24b73a7Z6m2VYs1TxOnh/l2q0BP/ldM/zKXzmcWq6CSNAmRmuIEocwlvSCInHr9FyabZ9qpUa1ElGvhrzy6hDXC7lpe8J3vryPlAlKaoTQqUxa6KZZcEi0lRrHGgolPfp9h/llhzixOY+VYRVJYgGd5UBRXEi3USwJcxk3LSglkCTkNQjlCOpVwdbVDudmqvzFXU96l+10/u07/8XbVLvT/2CjXnnxAd6eeQzXlf4Te6Z/68HdT19yft7hyk11DvWsPh1EgiS3oEocx+TGpjyypsmmkuAmhlgZogTiBOLU+hlrW5yItbA8sSKJ65JYO0Sxz3xo01djirqBENae6ghrJ3XTauWauqE6bvAdTSXlphVXUPXtUfMVtapDo6YYqQvGU6Vlaixg1USH9asX+L3PaT513ypWjzpMNTSjNXsz1KtYgFdDzi1qDp3xqXp2lUrtISRa0A8ctq+LWTMZ0O74dPvW697qKpY7Do1mhZHaGN/1ilkOnT7PH312A0q6GKPROk41a+vbsRxX0u0rahWHqu9S9axpzPMSPDfGdxMqXoIjbMVYCutZEVIP6OTZ6pckkvlF6xPSiX3Oj0QSJ8WzrYqmr2Npp4hFMq9LhKk/PU5SKzQghcB3JdThUt8g5Rhb14a0l56rPP/8Fa88Oef7f/XZ3cHb33DDiwdwo8+AWFc7ffizH4paD3/3Um9e7DnawEMzNmK9I8bYu5b0SzlKYIwEdMqLLbCjBJwSqN1S9THOihKawSJFWpkzJgP34OeT+Q1kUNLgZDRIGlyH1NMCviupeIKKbwsm1YpDvSoYqcFoPWGsETM+EjI93mHd9CLPHO3zp19bT73is2ZEM1oT1GuKWlVQr2pqlZh6NeCp44Ld+ytsGbe/X6QhXBvoBg43XmbYsaHPo8+O0g2hl2rUrY5kueYyt1Sl4o/xjtsXePz5OfYcW4O9ZTWJToh1VmW0NKAXSGoVQdVXVH2N77opwK2k6qoER1nJVUmTVjrTSF6+rmlByBaFRK5GJamt2AJdpCBPgZtIa3FOLMAHLM8pyOPYfnew1WPfU3iuxcnEiOCaHT2+vneW3/rTL976qttv/Z/f9y9e+6OHTy90L93wdx9J8b8E8Gefn8F1l3/83q8/8d49+/fztScnWFPXtHoxyhFUPIVU6bqcylTKSIzSCCFTfm4rZypdvuIU1NY3kYJaZ6A2g9KWKU7YALjTCyZFIY8pAUoVjsQM3J4r8F2F79nPW6lI6hVBo2YYqdk2rLFGyORYl7WTSzx9tMu//d3VnD43xqWTmrEaNKqSelVRr0CtklCrxLhuQC80ONLBV+ScN6MoUSxJEpeGF9NPNJ1AWv25bzl5s62o+j4Vr8GmNRH/7YeX+cnfFTxzaDUYSaITkkQTx5H1ioQO/dTaWvXB9yQVz+B5ytYK0rqB45gc4EoaG8VzqlICOYAReXlfa4FJ/Sy23J95W4rXcQ52KzXG2XMsBoKUMZYxOsJaoCs+jNQ0Wkve/LIun330aeEK8d6ZmU1HPBP+wv8KRv/OAP+jP/kUp0/MbvjMfftv/NrjTZqt1WycVIxWLbgsSC3ZysrFUqasWEiktic30fZEJ8qa5h1Nmoimbj89BGhdeEnsYRjCdgFwaVcNJe3vdiRpDgCuY3mm58oUDNJSlKwgVEsYqUWM1kMmRnusnlzmycNdPviHkxw5PcGWccN4jZRzq7RCaqj5CY1qSLMb8+kHq5jEwVM20Rai0J6jWKKEwxtva3P/3pBWv2IriP2Ebk/R7klqHYeq5+N7I2xbE/NL37/Af/gDyZP7V1nNXyeWrsVJOt7CJnX9wH4n3xf4rsB3Tfp9TZ7rKGWDixIgUs+KLcAVZ7OI5CnIDbk6lWiRd1zpVDvPg1IK7CQpdPUiWBVUKE2L8kaNVtejVpniXa9cxnGPsXjy8zdG6uYNe3bfdfqqG/5u9tq/E8Dn5+eZnJxc/9V7v/Hrpjfzlo2NLt6ki+/aBM1zZX5BZZbjGYFQBiklWhtkBmxtwa1Tl1+itd12LwW4SbVznZmksCcZk+q4JXiLLK3MqIm0kdPy+8KfYS23EteVFgCeoOLbEWtVX9OoJtRTcI83ekyPNy24f3+C545Ns2VSMlVPGK1a41S9qqiVonetGmJEyPnFEaSQOMp2IRXAsZFOG5c14wZHx3RiQS+vQCa0u5Kqr6h4Lp5bwXFG2bUp5pe+b4YP/j7s3j9NYhRRooljXRiiQk3gKyqexAvt9/Ncmd7UmRHLAtyeF5NeozLIy5+17GGhALsuPWvyaK61SSP6IKjL4M7yJCFTyqaxw0XbDnFSY365gtYRymu/ZdvlMrni2je8f3Fx4czExN+eqvydAH727FmazebO5vLC20y0xCWrfTTkS7/vWXurktbEVFzcNBpIkYLWoDL7qk5BbkTpdQrq3N6aRm4ojWfL/+kBcFv5MVVvMregGvKUu9Yaa8v6mqqfUKsk1KsxI7WA0boF9+5DfX7q98bZc3yajeOK6bpmtCqo1yS1iqJWldQr9t+oVWJ8J+TRg3BuwaPumfxGs2X39LtrSbfvsHZCsOvSDo/sbeTej6zM3ukpKp6ypjNH46oxrtyU8Ms/MMNPftiwe/8qYpNG8sQQJdb/HkaG0JN4nsw989mK5WSNI5Ic5BnAs5W2ZEBcAei2eFZUQNM8qwT07M+y93RudDMD1yyP5JENTtpYnVwp0Nqj22/RmFp82/jpEx/q97pn/i5Y/VsDfO+eJxhpuOsPHdn/S3v3PMVow82XL5nSEDcFUqaMZK698onKuJ3JonMZ1Lpsa00BnobsrMG1JHHnwM4Bnuq8SopUniS3w7rKNhN7rrG+b09T8Sy4q5WEeiWiUQ1o1HtMjrZ48lCff/vbk+w7uYp1Yw6raprRKtSrmXkri96aWiWh6kd4bsBzRxzm5qpsXW35f3aTG7KLL+gFDpduFOza1uW+ZzTdUNILC69Ip2fdgZ7r4DoejqohpebKjUv89381w7/5LcPuA6uItMNUoi3AIwh922Ts+9oCPF2tXEcWXVHK0jUlCyonpE1hhYDheQtZUMmugV1JuSAnMimFzD33petqKABub6RSAqttItqVltJqA2GkefSxJwgT9UubNm1926OPPX7mlpv/djvD/a0AfuzQY7z3PW/k5//Lr687f/rUDYo2YyNu3o0OJeVCkfI7hpbn4mTpMti1yKlIcRNYcGcnpojc2VlKIwCUltcscmfR2yonjgLHAVcZPMfgpqYs37XgrvgxtVQ7btS6TIy2efJQwI//ziT7Tlk5cLpmC0D11JlYrSiruvg6bTiIqXgRUgV0QhepHFxl7CqW3ujZ904yxSF2qXsRENMOffqhoB9q+mFCty/taugpPMdNTWc1pDTsWG/4/354hn/zm5onDqwmSty0wdgQJobAtQWznIO7GlfZm9xRMu3El0hVnCcpRB6MygEju27DzwXITX4djSkBeihymzQyZTUKISywpbBKi0zBTRYEEsPs4gKhfvaGs+eW173vfe898437H+f2l//NQf63AvjmS28Sn/7iM1cf2vvAx/ud097EqCSMTMonyStT2QnKegOHd6gbTF4YeDYDP4uBv3tBNBGDv6/MvbPVI1uGHWVw3RTgufswoeolVLyYaiWiVgkYbfQYbbR4fH/Mj35oFftPTbOq4TJd1YxWDI00ctcqilpFUa0Ye/iaqh9TrYQcP6/5yFca+BVwS0pFHgRNpj5Y49S7XtPkT7/WZXa+Qi9KexsDTc9L8PuWZriOxHHckrxn2LkBfuP/mePH/kfCQ8+vohdXmE4EYaKpubaVrOIZ/LS9z01XMGs/Tlc4Vax0GcBECej2JBswg1HK5NdxsInE5H9mBjj3sISbnQ0x9PusncHkAA8j2HfwpLdt246Pnz938s2rV009C6z4r/0vA3x5/rAKgt4fz54/sMVzdDrwJU2Y0uibPQYTloJQlKNwHgUGwC0GQD4QNUqfRazwe2TaxZIXjlSqfysshy15yL208FHxYip+SLUSMtbo0o86fOFx+MU/W8P+U1NMNRwL7moB7mpFUamotDBkE9OKF+N7Mb4XoonpBlVGPeuxkan3o1wVz/TkKHZo1BWOCOjHml4kLMDDtJHa0/Rcqxd7jsJRDkp56U1j2LZW8Ms/uMx///OE+5+f4ky7QT9RjLqGhqcJE4PvGPzY4DmZRGoKmpLROEkhDKTPWZS92COLygOKVpb8Dyhd2TVcCZeiUG6y/jpjBYasESOMNLuf3rdlx84dfzw737yZv0UZ/28M8PbSIbQOX3vuyCfXmP456lUvHRkgU3sqF7r3ykhMITqwxBlRigSUTk75pFwI7uyfzS9CCmobvU0awa1S4EiTNklk/nELbj8FZMULqVUCpsY6zDV7/PKf1vjjr64iNKOsaiimq5qxqmEkL+HbXs2ab2ecVH1jVwHf3iiuE3DPky6Jdm20lKlEKIvvUbSOSaJEIYXLnde3+e3PTtGOXEbTKF4J7TSqLIK7SqURPOPJBqMFl18i+d2fbPKxe3r8l4+u5tziOJ0Rh/FEMRJrqq7Bj0yqh5NOKDBpFDe5yiRlkUcVq6LIpdeLgRyGwV10TuURPQtsF/4LF940pWKeHWAkeOq5E8w2P7vm/T/41tc+vffo5669cuvfL8Cbi0cwxvxoHC2vq1YSVBwTxZIo1racm2bQ9ouJwQx86EVxIkTpS2WAL3jayieklOnniolJL06q7ebmLVvYsN36Oh0xYffG8XJw96hWutzzpObj3xjhz+9ZhRYjrGoIpiopLalArSJSUEsqvqKSRu+Kp/OVwHcjHK/PV54YQycuviIHTb6aFZ4maz1IFEo6vOaGLh/+VGhdlJGgHxnb0Z4mnY5j+bNSKlWmbAQnVTXGRyXf+5oWVeccn/hGl3uemmImrtL1FKOxpuamkTw1tNm8xOS1AZUHhsLGnK2KIuWCwxgvB+XydcvBTennoeC20r9Ttu9qXQwvihLb+zk7v7zuwKETP6qU/Bt3RvyNAL4wcwgpnfcdff7jNwe9ZVxHImWMo2xmbr3eRUZcBm2ZlmRPBbBNibKIXNPOT8BKYTsDeNoxLrKonYFbmbxKl7W6ZWVqz43x3ATPC/HdkEa1h1fp8bEvO/ziH09zfGkC162wugqTvmakom11Mm15q1YsuKtp9K54Jk1Q7YpQ9UMWW5pu7KEchSd1rlIMcHCKpDqOFUHk4Ts9xka7NIM6/UgShAl9z+CFOp3/InAdVSSHwrEJWXqOtRaMNSTfdUebV944zy/9UcBHvzTNYtSg57vUI0HDtU0QvhI5yF2ZFn7yooulVPmNWTrX+fkvvWZolR2WcIeT0mGAl/++oeibLSJ42iBtBAsLyzz06DM3v/8H3/q+PXsP/cFVV37zzbC+KcCNOcVHf+6lvPIdv3Qr8dlpz7XbgiRa42QmnKQo4VrpLz3pKXAHInEacYbv9EwjL3/pAWyn0pXAlBLLwcgtpaUkUpV7OC24XSfG8yI8J6JaCfC9HvtOJHzi/iof+cIUZ5bGqVddJiqGcc/QqGhqPtRTA1bFl7aU70sqntXOK75NVH3XRu9Gvc+X71ccPlqjmhVUSupEhoqsWJKkHo4wcrhiG7zy2jZ//bVJ2lWHRmyHZwahoe9oHFcXMp+UpRvHDCTxcSJZO9rhP7+3w7Z1EX99/yh7jo/Rd6p0Eoe6I6grQ8Wxrk0LcvsspcERRR6T3ZhZ4pkHlzLAB67rha8zxauI5EOr8xA1zeTGRBeV0Tgh5eSCg8fnpz/x+Udv/eD7f+IPdu+b44bLX9g3/k0B3u/N8Y6f+soPtE9/4nuS2nHixCu5yFTJbVZE8OwCFuqHuGAZKgPanojBM1Ye61CAvPBN5K1nwiByWqLTCK5xUmOR48QpNQmp+iGeF9CJAn7rryr87uemmFkYI1JVRuuKSd8w4tnkrAxuG7FVasYSafS24K6krr2KH5EkEXuPe3QjnwkvXf6zOkAJEbmClM8pUYwohys3h3zcCWiHDj1PUI1S7hxp3FCnRilbQBPKTuES6SW03N4WkOJEMlJz+bG3d3jna2f4/c+1+PCnpljsNug5Pm1XUXMEVQW+0nbgkcwaT8grnLkqNbRiXnhdVqAdK0Xpi4C8rJoNAjxzkNrxFqGGs4eXWb1p6Xueev5rj7Xac7/7zfD7ggB/4ukDVCo7ar/5kf951eaxp71bd8yj9Qj90COKMn+wRGuVexK0kWm1rpxEFpGrDObhyL3yY+jE5vzQ5AC31ESnALfgVirBVTGuE1OphPhOQLMX89izgt+7e4yvPjnOQneESsVn2oNRT9PwDHXPUPUtLckjt6+sX8WX+J6lJhW3ALnnxtQqITNLMXd/Y4IAB88ZKnIVzUUFuI1dAaNEYYzLG29v8eHPd5lbrtGLbedLEBm8CNwwyZUPRymrfAg5UJQpbhzb3VSrKtZM9Pixt/W5dtsZPnz3KE8fGmGhU6evfFxPUXEkVQmeMtZlmVqKswqnbSksIjlloH8TcA1TkkyAKL9fdoJmQI9TG0Ccts8FCXQTQTc2mKiD6D/itWd7V7389vfXlucOdMemd/7dAH705CyLS63XPf589f2/8oDi//thwWtvbiNllUB5ufFdJ4ok64M0EqMFhXdBFLSkTEdKZ2A4ehcRwuQ/C0zJL2FKtMQCW5bAbY8Y3w/x3JDlTsw9T0o+9fU6n39sjLlmA1WtMFJXjLkw4tkkrOYZqh65LzwDt6UmylITz9jufS9JDzuB1ncDnjkime/5+I7Ek7bAo0pLfUkFKxKpxPLwKHaYqApuuLTDXY+M041d+rGgEhm80Or3dpqAQAU2etsbqOgkzkGS2lkTI4hih1rF5c0v7/HK6xf54mNtPvn1Og8+O8psu0boeHQ9hSslnhT4EjyZcvOUAqpSFJelqQjlSF66fy8EeTn/Ggh0ZYCL1P6cGrQ0RCZtdk4EQZwg4y5vuHWOf/eODus3XP3++bNP3IfufvKFMHxRgM/MNVk1NTL9kb/4ypuefu4AJ07XueeJCq96yRIVXyCEJlYOceLYRl8ti072nJ7YUrz9kmKQnpRv8ZUIXc71sohh8qgtpEGlZv0c3NIa+T3X0gXfjZhrxnz5CYfP3d/gUw+PstiqI7wKfsOl4QjGXAvsqmuoZuD2BBVfWH+4J6m4dqBOxSOP3hbg2qoxToznRlS8gM8/4nN2qcpkQ9glP1chVviGOUUpePjUmMO3vaTDpx+ILMAjQeCCH9tpUm6ocaRAlWwIFmglkFP4uJO0CTv79+uVgHe+qsfrX7LIXQ93uPv+Gvc/3WC2WSNWHj3PwVEKRwpcKXGlwRVpRBcGJQSSkmelFMWHnYjDgWuYnpRrIJmnPzEQG0FsIDSWkkTakCQRRAEjos3rbm5z6SWKE2cOMLbuyjet2/qabyRha055I387gAfdWaJ6uEXI6Hv2H5kHJ+Hrz7gcPQVXb+ljjLGgUgk6oylGYlKQlw3z+ZfNQJ5/6wsXuZy8ZFE7A3havbMgt6AuonfatVKJiKOY03OGvSccPvKFMR7e2+DcbJ3Er+A07AZOIw7UnYSaa+dqV9KOHhuhM3BbR54Ft8gBbocLaRu53QTPtd6V544Z9h2vIKSLpyhVHEWaZIrStxsCYVrwiROHKzb32bW1zf4zVbqupBYnFtwKwlTyzKdWSYkkK8pIsppa7g9JTV3WFuAQxy690KXqB7z7zoDXXL/Mw3vbfPQLdZ4/UeX4bJW44xNXHQLHQQiJEhIpwJESR1igS2EH6khReFdEWlpeqWpduqpFQgl5xNYGEmwEj0zmJDW2BVHHoANIArZu63H71QGu8BmpnCKMw+85O7P8myZemvtbRfATh77KyYOfoD0zrrz4OP/yNWd5eI8ijhNbDfQjhDBEsYOjswiu0Hk3uwW5BXQpmmcX4JuwN1ECeKb3ijRiW96dIKVO96iJESpmZhHuud9h3/Eq9zxc41yrwonZGjg+quFScxQNZag7hqqTgtoxVFzwPWFdhSVw+571gfiuxHfBG4jeCb6rU9kxploNOHIejp+toqRj6UmJxw7wcBhQC7L6ge1xdNi6zrBzbYfnjk7Qrdko7jvgxgY3SquzSqcAT28emQFLpuDJFC1ZrBJapeKAIopd/NBjaiTkO14ecMvlTc53mnzlIZ/9x32+vLvOzIKPkS6RdEApQikR6SYEmcc/u7lketXywtsK17RMT3KpdIB/G4zRVirWGkwMOrHPcQRRRKQ1jmvYdyrinici2tFjxHpe9fuL/OWn7uEdb7lw7viKABdotu54xer28uHfvXztcXHHD3SZb/X4zAM++0+6aC1o1DQb1vbxtAKdUZRimHwG8gzcWa/fCwM8k7xMSSnR6W7GGpE2zBqVoI1mbg4Onlb85X01njzkc+JklXbg0018cDxk3aWiBDUHakpTUSmoy25CV9ifU3D7qc3UT0GeR+7Mv+ImaeS24Pa9CElEsysJjWdL4VLb4ZdiUAMvR1jbxC5yJcVWNR2EUTTqIRDQi1z6jqCazQWMsgqkTgsy2e+QJStAOgB/+HfkPZQKN07HKEcunusxNRqydipi18aAdtjl+KkmTx/y+It7a+w/5bMw5xEbh1gptFAgFElRToWhFYoXuL72BjfFichPiAaTdiSnwFZao0zMxnUhjVrM9ksi/uCzNe66v8GZhUnWT8yL73/7rt992c1X3Lmw2J75G0fwjZfeKdrzT2yjN3dpbWyZiYZGOpr9x11+5Q9H0cCWS2Le/PI+N10WcuOukMQIGi6MVcmVlAGQU6IopuTLyE5HvsyZIb6tCSLDUseACyfPSL72uEerr/jCw1UOnajQSTxi44LywHFRvsJTkqoy1DJQK6sU+Bm403Y1zwXfsU0PvmftqTZ6C3wPO+cwpTEZyDMvS6aenJlP+OQ9I8w2q4yPWl25SMxW9lgXiWZWR5AEgcvUhOKtd/S576kup5s1up6kFgu8CEJlcGJwIlJqVnhJBKVREMgcO1atKRoS4kTiuVYccJ0C6K4T47oRDRVz3faIay8NeMdrehw4Ifniwz6tQHHfYxVOn/HAkSx0HfqRyicWmCx25yL5SnXPcvUnA7jOn4XRjFUT6l5CYhJuvCrg5stC3vTyPls3xiTAJ++pMLMoaXYUQaw5crZ76VW7Ktu+6ztunv0XKxS+V+bgSbPqepWP9ttP1FzR4YkDCR++a4w//3KDXuyAFDx92PDMvjprp2M2rI3QieGmKwLe9PK+vXCJYaKu2bktoeKZnLIMXOXBZcM+SUPYh2cOOvQCgeNInjvm8vGvVjBCstB2OXnKJzYO2nUwygHXRUgHJSW+FFSUoao0vkyBrKwHw0vL1G7ei0k+SL8Ad0ZLsoYIS0ts9Nb4Thq9U0D4bsD9zyrue66O8BS+ykYXl9STIcUhtyXoog0sqy0Egcvtu/q87Jo2f3HfGN3Ypx+D79jJrk6c6euF9m/deHKI52eRXAwmtFlXvCvzMRBu4hDHMWHsWgUqjHFUjFIx12yJuXZHQILm5Ld2WGoLjBD81T0V9hx1cRxBL1TsOeASBnbmysXNKwXAjbZ+9R1bI8YbGp1ytje/os+Nl4XoBNav0ayd1hBJjFYIafiXdwYIFvmtT8Pxc+Pc/+TztXe/9WUfnV/sXAt0/0YA/8aTR5mfP+N9+QvLdKMKX39mnCNnKmmngCzuR1dzpmU4s2jvwCcOJnz4bjubxCSG9VMJd94YMFbX6dZ8pRruBQBPuZ2E5Y7isw/5LHYchEy78BMHhLKdwxUHZJYE2azfV1CRBl9qG6nT4oXrZDs3pK/TZmPXFfiOsM9p14uXuvZsG5ulJp5nbMT30qid6t5uSk/COGLvCY9Wp4LfkPjp7m95w7Mo+wgHY1nhg7cKVKwVYeQyNS7ZtbmH7/asNyUW+LFNNJ3IlLpxtA2g+U0k8+hpT7XMWwFzv71Oci967FigR7G2NoA4qyHEeS0hExKUTNi8Jmbb+gQhNDdu72CwN9pSF+5+0GO5a6/fC4rkaSKmExira+68MWLdlCaObQCUEpBWrEgSh6BT5HJgv/P7vjXkldfO8rVnWnSDGaaq+zwTNlf8dRcA/Pz5BRZb3ff+p1/78sT9j68j1pYaUBdk/G4gFCkDrk6XGk02lg2lObNs+MgXRmzSkH07c5HwXeJzCAG+HWRisqE9Il0Opc3sHWHHC3vC4JeKFF7qIHQV6WHyLp7MD227XLK2tQLcGTXx3Iyj29kpdpZhNqo5wXOselL1A07Ma776eA2Uh6dSeXAowbyg0bF0r2sj0rmAVtKLE4c4cXnNTQF/9oUuz8/Wabsu1Ti9aVOTVN4tJQsql0fwIVuAMTKV4bKOeE2ida7gOEqTJDJVaBKUo3Ay6VXpfFhQECYDypUVADQ1V/Pu1ya50pWpYCsu1abg6UYLotCl3xdDlLYkUpSEiuxb9QLDmnHNu15lSJKEbvLARL3+o+/tdxd/s1KbeGGA33f/YwRh/O7+0vmRtZMu3UQS6lLGmx15smTS91dIGjDgkb6+CMDT7N++lkNgl7nMJoXI54q70uAJYyN0vl+mfXYkxesM5A55N0sWxV1H4LpZz6IqbY1SzBn3XIOXdv14bpJq3qmvxY2QMuL545Ij56oI5eQFktwnUradpt91sKkjtRknhS8lTmwU37wm4PItXfbPBPRil54jqCTgJpamZH53mXLxQf+9TC+SKK0WMm8lS5z0pkp/r+No4hzgEidWqVKjcaSdHialRpXkWZkqWiIVAXqBQab5E6KUS60A83xmZCknsyCWheKWS8yDY/jKqlySSILQpRu0RkaSPe8W0v3NF4zgy80WWhvvQx/+S+mYgAnfUIntxNE4B7koCfTpdnVGoCkqUfbPU39w7lMwL8C9B9vOpBC5zuqIdGBPOjg//zktpLgpH7Xm/cwdV2pTU1kfpkgbH4ques+VKcgLcBdH0fnjlZokbDJmAR6ZiIeeqrKwVMUZUXhZmbvk4ZAXWa0HQG5KaoqW9AOXiXHJS6/t8ZXHA9pxlV6iqMXFyuQkJp1Ya3I3ZRHFi6CRV5BT64SlKdomnspOCnMTWdpkQJaGA9n3pFRp1DYD4C5AXjpykOflvBUfplQfKQA+COALjtLf12ku0Q8d2j1g+ay8/Lq3e71uO6zWGisDvNcPAH41TrgpjjWeSiuWqasraxzVpgB51q6kU/egHgK/zqNI2X8yeNEz8iPTO15JkwNcpcBWIptQlW0Ylb5f+jkDtfWCiwGA24ZjkXaWDwNcrADslJ44Gte12xVaehLjORGeE3J+UbP7UBWjvLT6V7IQlBLL4Sbe4kIWakqSt7HZxM8kDjfsiJic7NKar9GNq9SUwE25uBKmZG01SOwwJYku/SpZVJHL2nuqj2vH2pwTpXG1IFGCREni3NdjUoBr+/tUFr2zHENbWkLRRlfUMC6sbA4AfCWQrwhwLgB55nlK0lFxkgTPMTfpJPpV4P0XjeBP7jkGsGb3c8dlnGiUUnYnBmmKkmopOhfRetBXkL1f7tLJv9QQwPN4k4I7A0Zh8DG54UeVvBE5z82aGzKgZ9OrpB3u6KRbAzrKJpS2ZUvmh+XjFPKhq/GzSVBp9HYzkLsJrhvjOBFShnztSZcHn2kgKg5eCvBc/86PlQsgxayRYmpUuSjT7Xm89Ko+33J9lz/9SkiY+HQTSSVtLHYkqHiwi0nEmuGiUkZX7MprCseetkBPtCFxbFSPlbCNzYltTFaJJlEy5d0GlWRRvLiRM4oyOCGr8Ay9oJiSGe2GorMxwm6TUKIqF4yTy/xO2u5+HXQOyn7r0JrhX5UDfGa+xarJxo4P/urHN55b6NtBmQpQRem33H+XAzn/xWbQFcYguL9Zd47IT0oB8myuYLbNX+btsD2XRTQvGozFEMhLc0DSbvJiPkgB7jypdIqO+3yeXylyu06Mq2wE7yUxv/PZSULh40iFl3nRc/5dbqsry3eDPDw7f0lWVk+X3iRxkMblh97Q5tP39llKKnSTCtUE3ETgJKBi+zujjKoILOAuCCSlSO6kUdxJh/Q46QZdjkClQ3scZYcx2bk2JjV2lc1thSfIrh5lmsIgRRmiaAMepHLLIitF7CIIGAor9oDHCVtV9dQyhHs3T236nivicPl5xxsbBLjvOUSxfp/uN19G2KJWUfkSU47W5Lyx7ONdoYE4t8GWunbKwC69KIBQArkcBnoRwWVJpXAkSFXyMecgt36NDNw2yZQpyLMu8xItSYHtlub42f06bfS2u0HY6O36Ic8flZxdqIByUVJY/r1C5M7rH2Loe2dgz/tZRclbn40pdlk7EbFzY5fHDteIHI9uLKgoYZNNaUEu075PGTPAg9M4mP6yNJLn5qbSxLD09ztKkyhFrA1OYu0ATmKQaZeU/T0yvQ6ZdYISD6fExfmb83BYkZKUJytkuUoe1XXpJhaSeDEC58yqqc1sllI+f0EEn5s9h+e5TFQCVo/ZpLEwpJtBGlLqmC4AXSRN+QyMchQ3paolxesyTy1cg2WjfVHyLo9azjrBi1aroktclQbbZDNAnBTgrpONMbsYuIsG5eHo7SibXIZxxEc+X+fcXBXhZ/SkPNCyVMVkkI4NN+ZqU040ySO41oowdlg3LXjPt7V47ncadGKfvvLpJdab4mQrW0wpgos0cmpLT4TOz7dG5CJB4dnPNHJjJUNtUBoSJe2cSKmRSdHnmlMUadLdIkxOk4qbq3xdSwAvLS05JlYA+fDIEJ13izF0ExSBNIoclvpKOxN7dRz1L6Qon7n7qyglOXnyNL4nLwStLv9cAL6YfTF0M5Sj9gsLKAUPz9TCiwJcFP7kErCzrnClSlOsVHGobGSbknY2SgbwgS0JC96dRe0yyN10P5+qH3LwNNz7cI1IeCip8GUBtgFwy8EobkqNmYMXVJQKMWmXTyKJYwetXV51a8Aln+qy72SVwHFt4UfaOoCKGbqpytEzBXl68YwpyYd5cBLpHqIClUZypQ2ONugsYme9mukNnNmVs5a5orOKEg8foii5EWdQbChz8CxCD0duk89BLP/Z4HeIYoMrwu0zp5++Q2v9pQGA7356Pzdcexn/8Wd/3W91wzxCDs+4KEBdzspXiOalm4Py8woUZcBTXAJ0MbhTDCZt2cRYlUVzYado5fMHM5qSJkpZ5E6nyjorgDsbL+y5Q+Ml0i78DNyuE6GckGeOOsw0fVCu3eApHSyUJcPDuvSKLrsytcsKPrrExRNFrK1XZPVIwHXbeuw7EaATj67yrSae5SEludCW7U3pvKYgz+hKqZCSjfpw0teOsj8rbSfDOqrYXiabRpvNWk/yqF2K3qWcyYLaDFzbgppkp6DMEoZAPQzuUpdY/pzRHANaa3z6CL3kf9/bfoSluQOMT++0AO/3+zz1zIF3fuW+B3/0wMGD+K7MJ3/mUVuXAW5yyWlgqTNFIspFQF5G+PCXL09VKhuVhiN4DmxZoitZtC5tlaKUtHMS07FtjloZ3Bk9sTw7i9oax0lKpWvbtNzpJ3zkC2MsBD7CVzhC4EhtdfqhvGGAd5cvcHpxTaZs6OICa1PspKBTa+tozeE939rlrof7dOIKkXLpSRvFC19KOdEs8hnSxNMW0TQ2JUyfS0OWjMqAZHC0QKdgl9K6I5TOaKEhESXeLxgCd0FRikg+FNUGVvZyIB2kH7rk1Skm2hY/G10OmpJev0+1Nvqjjx85+HgQ9D+WR/DZmfP4vl/vthddO6vPG1RM0kmw2by5JL+zUrDLQUVADyzDw3euGZiWVKYpAyPYIJ9rKErAzud9qyySF9NjZZpcypx3y8G5hOnAG9cZPvQQ77Yla9dJbNOymyoofsiffM7n8b01kB5COVSyTvR8xSk1AaSfHYb8KMMqSu7fHqQpVk1RxInLzVf0eOcdbX737ira8ehJj0oqj2YdN0XCVx69lkZRYyO5QV8gy2lTXpEFiQRHp8CWtvlXpUC3kVsUnfeljcSK6QFmoH+zPG5iIM5lYKZ8gw8llnoQ6EmeM5TocfoLOt2Qs+eW3PrY+XoUhQVFGWs4eL5iesxjdsRFKmUnvJZG31qeZnKOVkyEzT6MuYCiUH59ATlZAdwpqDNpLQeMKEXvjLJkY5FV+bUcmAM+UNF0MsNVKXq7g+D2yiB3bdR20+hdqYTML2q++nCD+U4FfBdHiNz7UiRgBfcuR/GVHoMXlRK4M8lQkWhFGDmM1yWvurXLZx7sc77lEyqHbiLyJuHsnORRFJF32eRXQOhCTcG+LgcmJ1upFWglUKZwRuoS0IvVNOtYSqd3kUVzMRjBxcW/PwORe5CelMGd6ALY5RHNWpMH3H5f0lhWrO3aza8AnMX5M4xPTG964tH73mjiBcYant1QVRu01vn2IXawuUnbiYSN5EO7L+RLLYPS4cWUogEFJf1hmH8XCWc2ILJ4XaYnSg7SEyc1HrrZ7A8nHeFWArlTjuBuMUclGzmRR3AV4zkhx2YE+49VwHi59yTzv6xUns8PMbA6r6yi6PIhS5q4NWBpHK7YErJlTZ/zi1VMYqO4lxT2AJVHUVMCWrZiZqpWRlNsVM9MTvnNJks7aSg7y11Jg07PfZL+PLBiZbRSZv2z5d978YpmeXyIzrj0AGsQF8wdt3mKSXcBKcZLJBr6fcGho+eYXL31ja99zau+eOLkmROO1oJ+P9gZJ/qN7dYC1Yqfbj8hSv9YeqQ7MsjUgil1Nqw+/WCSFaN4+W4tL1cFyAdNSQMnrRS9xVD0Hn7O9uBRsuDc+YiyIXCXqYlToiRu9uzEeYe+64ZAzP1P1dl/vgq+g5S2c94pKToDDQ4lZF8siJeLYDlFyXs1i4bkJFGEfZftq0Nuu77LI/trkHjEyqGnJX5yoYqTcWP7GYYieUZThkrk2gi7OYERKSe3kVtLC/xshUpK18FuRZNSlXQuewHyTEm5+DI2IPkN5XUZHcmHAGVboWQ7SCTF/MIsEM/PzGGMfmMUhb8hpTjhhDG4saDblwShpFKx4Cj2VxHESQHyOLG7MiTpUd5DZ3AnhsFhP8MSykChJyvupC/KyaZKd0fIT2jpKE9GzQo8A/PAVbplR7YH5zC488lXBdAzkDsqwXEiHBXh+yFPHpf82ZcaBKEHtZSeiItE71yPvjDBvHB5Lq18JTXFRnI10JQ8WnV455097nuky+4jHka59IVHT6TJZpLp4SUlJaUrWeWhXHjJpTq01celQCuZrypKZgCHpCTJinyaWDbLMP3eupQ/CUCagdxjAOdl9QRK8mCJimQAz4GdbVKWjnRLjLX+JrZJ2RjsDnkVx3qDHIGjk5gkCREkeJ6dlmrI/hG7gVAUC2IpiFMtNEkMIrHONS00WqSEX1xcKhxG+DD/pnTXyxKoRZl/C7v3jx2uL0r0pEiCssQoGzzvOKk/PKMlKutMTyN6Bu5spoqToBw7V8UqJyFhnPDFB2vsOVG13UNCFdZYkWrCmYJRXo3K8uBKMll2QUuRLN/NzMhSB47l4kHgcuWmiNe+tMvzJ2v04hAtHXpa4SUUpjRpEIkoJhLki4kFeVlAGHA5S1BGY2Qa2aW0kTzl3mVlxUZv0PkELFGMyMhK9VoMXN/sNJSRkOMkk/7Sz1Pe2ycf31YCdpwY4ljbneayDc9S2hVGMUEYEoYhznNPfhblOCwvzbN6AqTUaEO6iSdEsb1Lo3gQdNlOaUki0cJYkBuQxuSJApiBRGI4epdH82Ynqaw+DCgoUg5E8eFqZgburNslj+AleuKkw3OyCO44SWlAZ0k9KQ0P8tyIw2fh7vtrRJGN3lKKnJ6Uo3femwGDNKXsRinVBAb1X8Gg/lvw8XKy2ago3vDyPp/8Wo/9Z2wUD6Sil6RRXBtkkrkzU5AnZZowSFfKn8NR6eqrUu9HHsnt55IpZZG6RMt0eRe9TAMXF54HWGH1KMmUpaOslJSjtt0pWadjuzVRrIlju1donGRiiOaerz/Bs88fJ45jnLp72oKn3sMXoTXcx4owFASR3RSoPHwxyk+UyMvAOSjT5TYvWq2ggQ8sUxdEPDEA7mwkQqEQCIpG21KZXpWpiUnlwgvBnSWWTk5HyomlTqO2TSztTMOImJhPf73KQ89VoeqAcHClwC1Zd8s2ArHCcXESLgaKPWagtWwo4UwkWimCnsutu7q88ZVdjv15lUC76MShJxzcxK5sKqMmSbl0X6YLw5w8owwGpyTb2QkGxc0n02qnlBbsUpdVLhuxc11cD65i2cUf+K0DenhGcwt/TB65NcQxxIkmTjRRpAljY5+jdHe52BDFdtRdN2xxajZBa40z2ljGIBit9YnqIa1uhV7g0HMUKlBIofKLlEdhk31MWzzIkwqtMUIgsXp57gEfSqIH/SdFOTsbkFOO5mVgFypKAWopobxjmFVPiv0gy0B3ylNn06Pg20XUtoetXB45J/jjLzbA8UC4CCmL0Wal3sv8QnOxJofinbKKkp7YAUWlKN+Xij5pFE+0g44cvue1XT5zX50D512QDlEi6UlpXYb5qpKCfIiilEGe0xWVasZppDapi1Sm1CWL2FoyAHRhLrRVDGxJkieaK9/nw974nJ6YchJJnv/Z/UBNuvltOn03NHYLxlAw35GMjMOqio3uzofuiun0Ha7b2uUtty5Tq46x2KyilGdTkmyAjMmE9bIYnyUuAqENAtsWhSG987n4o8xRS5F7gM+JErhLasWgycrkYM+pSba7wzC4HZ3z7mK8clrQyUDuxHnl0jgxn/palUMnquBYIDkyTS5Fyfh1sQvMCiX6Ek0pLvDgNN6B6t1At48dDhTFLtsv6fOmV3T49T+vEKkII1z6ibSj1rRAJuWKprDr/kD0zkKnAFVyfKoU1Fi6otLPJY3IX+tUTpemiNqDo5aHcpC8AHSRhaycs5W2IMyVksSO607SPUHj2BClo6V7gaETGFqBYLal6Jk+b33pLK+6waHZMTh/8Y1xGvWauP9ZTbM5x/d/+xKTY8WGq0mS7QgmSFQq9uuitGuGTprIlt0VIncex8rJZeluzyL4BdXLMg1QRcODLDXflvfjyXfzlQW4h+mIW3qtZEIxtNNGcdcP2XdS8EdfaBAZF5SLkDa5zPTv8ojhXMsvF3dWNKEMRvG868mYFTl5PvMxSzaV1cWrnuJ7X9/l8w/WeO6kCzIk0YqelrhJOhcxSc9ZkoWhcl9VAfLMMpD9iRpKglWmjGm7aZUUBehlmn9JU5Z1B+nZxZLtMsApJdu5MlfaPzWXq7WxNCWxkbwXGdqBYKal6OmQ73/Dad7/Jo/p8SlhdBfVO/E/tl12CX/8sc+fWv3gs5JGpcsNO2MELmGs0jng0gJ8aKs/e0JEEZEGOHSxVXN5W7/BQ1rOmO1acIH0R74FX96Klr7vOCZVS1KlJI/YQ7JgDu5MRSmqlYX3JMZxEjwnwlURrhuhZMjvfqbG3fePETsVOwJOOlSVoZrOWXFVNkQ+bXrO2uNW8sVIWbx2iu9RNGyYC27YorGjGBGd90GimRiPmFsW3P+sj8FOHdDY8WoOaVdUaRXJCy9DtCmrRQzKG4OLjSm/zm+ALPKXBqyukDReqBYNvT/8c9kGYkxeZCz27LG8ux8auoGlJctxzPd9+1n+3dtb6MRj95k33vDU7Pd8QX7hSwdqTz95dscqL0DJCT5+/zjnFvvUq318J8FR6djigQ6VwYg8kBiWASwGj8GizNBzpmWXyuvl5DFPIp1iyw3HKTaaUqnm7ZaoiUqjdNZbaJto0/dT/q1KUVupGKUiPC/k5Kzgr++t09cOSBeEsmMpMgDmktxgklk2fw8u0wWG8uV4ADyCokWrfJHFQL9mzsUTB08o3n5Hl02rAohC0CFGJ/Q19DWEiSDKahl5wiZKWrJJZTeItbFHxndLr5OhOoh91nlUjVMtOq+XDNCLgkvnW3qboaNUdi9vLlsGfXZn5c7WtBE+iGA5gEumm7ztZT3CYJoTZ2qI8OyOKeeJmozCGuPVKjdtVVy3EU6dG+dLT/goFaGUGaRrZdoxzLVyD4Yo+NhKRRlVAnnJx+2UvCO55KcurEaqcuk9mxFSUkoK7l2K3GqwDF8A20ZvVQa6E6FVzG9/ts7Bk7ZjB+kghcIT4ApTOAeH1RMGg0AhEF58WS4/Dzg0zSAHL5fuLR93iGOHHZdofugNLZSOIAnBxMTa0NWCXgJhYqciRCnAoxzQQyCPMyAOAtv+P6ZUWMn4cAnwebVbp/p06X09xKfLz2XAl92qQwGgHE3LRj1j7LjlwCS87uYWm6brPH90NU/tX8XC4ghCV3CuurTDqnqf3pLkuSOSEwsKIxwEpthHJjcAlS9C+QOUKmSC4rKKgbdKor/Io50s3SCFnlrskpwVLgqbbLacF8t3xreVKiY+qTRyZ/M9sqht38+2A4lz/u2qGCVj/FrMU4cd7n20Rj9JN7OXTjGSIuP/FDtNDCbIgxH7gkpHiZ6XNejcWZfZQPOErszFRbrRgI3icexSdWPueEmPq7/S46lDLqgQhCIULn0hclXFqinlzzrMRwp2bmShsKi0UbnMU7RJr5Gx398WhQo3oRHG5mJClDYtKNSyC4o/Yqj4VeZBA8HUfu7cd5R6YjAGkyiWWiMcOV3l8ed7rO0ErOtGOItNw6nZgDDpsHX9BA/u04ShIgjtzIkgUoSRtEWfdLnJlo8Lyu8lkTO/wKYAdXnJlnIQ4ANKRDk6lhp5lShce6oEcFVSTZQ0KEenJqhhWbBIJNXAa0tPPC9kdlHz0btHeP5oEb2FsOpErn2X1ROGVrIhxeBiMvjwBR3cxkMMSoYXM2FJ29Z2xZaA93x7h9Mf9ZjtSBAKIyQBCoWV9AYkuzwErQzyTFJRqXynZJqASoE0Bpklxem5yKmELH6PLAE9+3lg1TdpQp4KOcPnJfuznP5KiUrHW+i03dB3BVXXUHcFrmfzxaOnBX6lxcY1ISMj4Dyxb5RTp0dQscF1IlZNh+zcAIvNBkstj3ZX0e0LglAQRSIX3stLShHD7V1cvjPLqsKwjHTB67JqkoJJZF7ngTERJte9yxu+FhE7A3e6EWwese2kpvI+Pior7Cg7UPOeJzw+8tkROpFnZ0kIJ61cgitFOuzSDFCzC4FeJNvFEjaEpQEdPCtVl4s+2XDOYbpiGyESmaRR3KFWjfnuN3R5ZK/PX97j5VE8FoK+ttp4biPIo6cZjEjpBxuYImVMqqCI4rUcpFUm/f7Z5xap6cpkPvH0nJgBG21WfBpIWUonqmADgtT/kqMs606SaKOJtWFVIDhwssq5xZhAJ0inwjVbPaanJM7oSJd1qwLOn1bMtWLe+/o2l64d5fi5MRaaDt2eJIhsqT7jTBeQfzKxqZyVX5hkiRXAPej5Ju33y6J4sZ3dcNOrU9pFoaAoQ+BWhfXVKYG6DG6VUhPXCzmxZPirL9dZaHlp1dIFaaO3l+5Zk0fvzHA0rP3mUbsoz4tScMzxnQXLsgY8zL9zE5tMrctZRTOL5rbwE4Yu06MJb39NhwefqnJqSYGMQCgiJD0hUClFsUPr0/pFktUxVo7kikwmLFGWlI4YUr08A31KuYSwUd6k160AemGhLXZsE5iyaCGK1WUgMTemiOISlJR5NdpLzXInTjT4wy/22bU5YGZBcnJBI+oxzhWbJcujkrjlUq06yGSSJ/f5tLrKgjpNPC7WHS8Gb8GLRuthenIhwM2g5l0CdzHRqrzZK6VIPgjuQe6dvU5KkTxTTVLN24kRMuHrT/jc+1TVtv5IJ00uJZ7IRkKUtgwf1nyzKFPm3i/EUUqx0+T/GdTDB3ziuVfFFn2kViRao7SydCVUvPq6gJff0OUvv+qiE1VQFa3S6qa4oLr5QnTFYG/mLIA5RoDMdHMLSJN9Zpmt4BbsUhQruhAGZJlyFFFcGPLEZSAQlIAvpR3lR17xNBgjqRnDaN0wOWZYM6lphw6zCwmLi4LnDnt0Yw/nqUMOJ0+5HNovkCrigWWJ78SMVGI8N90+WpYqi1JQntZEppqUPtxwhEYMvTdc/RsCs5SDwJYXUJPUb5L+LOUguHM6opI0uutcJlQqwUmnpTrSRm+lQk7MwWe+Vmep6eWek8HoXSS4ahjcMLhKMQiglVhKTlOKlwODlIb3Ocq7fYxE5cUfKx1KaaP42GjCW17Z5ZGnKxxdSE+ckOiMqgzsklY0QhT0YIiulD55VgZSGaCNsPQEgxElT02qnhlpkDoDe1r2lyJfRTIjnhQi74vOGVMpEJbPa1ExLRS4rDNrpJZQ8QPmm4L+WsmuXQlT0zHO9o0JHhFHj0ZMjrrs2tnkMw/WOD3ns3rMUK+kI4WdYgRDvqtA2n9oTGk8QmlpGaAkciWQl3bULXHtLLkst4ENFDxKXd7lzV8HwW1/lhklkYPzrosIHhFqzf/4sxE+cV8tnz2eR29JPsFWDeUIg7O5B5fWlej3ioG8zGdzX4YppMO8sJbRlEGXodI6V1WivsPbvqXPqdkm/+m3XbqJpSkIRYywVAWT5gtFS1veoDzkMlRDlAVSXi7L6o9Ia/bpZxcFfUGm0TtVU9DD2BC2/TlNOs0K2CkoauEadZUFdcXXNKoJqyb6dMImn31IsXHSw3VijpyNWQ41UmmXuuvS7WvOz7m8cpfPK29Y4lQr4dwiLLU1nZ6mF2iCyDq5Mo1zIDEqUZbsIuf0Y9hLogpOnRdzUmVEZmX3XPIrJ5BF0qhSlUQ5+iLgLmhJTldkmX/boo7jx+w76vDZ+2sk0rWRW7ggFY4g951ksxHLm6IWx6C5aChzuii88y3Ny8eAkjI0M8UUKsqAGSuxXDxJHNCSN97eY+eWPiKKQUf2MAmRhp4WBFqk2rjI94KPSjsLX6hbm9yPXXi001HM2pQKOSbdLsUM/J2sGpkfef9umY6ZAkNcCO6s9lHxNLWKZqSWMDkSsXaqy+rJee59JuD+JydYO66oVSJ6PR90FTk53sH1uwgJnuNwfqHG664PqdW7zHYE7Z6h27fGljAyRRdF+kEL/njhhxsAQq5jG+SAKlJE6xzMQ/JfrpJklKTEsQtjVQnc0qolTraltxxKLlNq4qqYdt/w4c/WOXY2bWWShTRYjEPOZoIMjbQYpiUDSeZFqTcDp6xES4pS93DJe2h8gin8KXpgAzCHOHLZsjbhB9/YplGJIEkBrmO01gQagrzKme5LqQuQxyWQxwNFGTP4XjII5Oz1AJBLHpIc6GkJ3pRBvoJpqYyjAuBWHqz4mlolYaQeMTnao9nv8JUnGqwdFwRhhUQ79JOA2VaIPHrOsP+4JOz5bFvn4DiG9VMGzwlphYJeJFKvrclLujZ6m3wppczWVpIBy+AecAMWBRqZ+riz6F0oIyuBPQNzVugZBHcWvVWZdw9E7tQxWIn4/btqfPzLDWKnoCake0LmVcv8Rk2ly7JMOPSdMz9OQdcu4qQbUqHKQDcDrwe5eC4fluaJFxu+WpCLyOHtr+3yfW9qQVCK4jomMYaeFraUPxzJSyX9AZDrQZAnZvi9UsTOo3zWzliewDD484AsekHxMOXhJUUt8xN5jt1SpuLFVPyAKI45M+eRJJojpx2qbo3LN8OW9TFOu92g4tS5epvP1g0xk2M9HDfEUCc2g6bzbEyEHsB1xuNWoCcDEbxQIDKQlLVt6xQ0pcrl4Dy8goPrIdBfCO6iwJNx7mw7jqxyGeP5EftPKv78q3UW2m6ueSPKhZ1S5bSsAlHOJcQFEb04H4V6e7EInvFYgxmgKCYdwjPgE9dcoKiUC0A69ajEImGqlvBdr+7wuQeqHDit7JYwaSaXYKucUhfjJYrEOOXUepCTq/xzZ5lk6fPLEldPlRUp7HtSirT0aTNNiW1Ut3svmdyEJXKOJlYsIA4U+0peI1uX0ESJZq5jOHYuIoocJqarTE/6OFfvSGitjpif7DA2YlgzuczZhYhOaMeSUboQpvQFLX8aXJCHwT0QuUt8KmttygCcyYQW3HoI1Bnwh8Cd8vB8mw1ZfGGpSjshDyeY0jYzaDRfeKjBoaN+Sk0yU5WN3nbPnyJ6DysnubmqBIyL2UIvXIAvDnYLcpH66odmYQ/5w5XWaCkHuLnUEq0d4jhhx5aYb721y+FPuCRJekG03fIvEg59SknngB7+AupKnkGmfyOru6TYMDmg02JVqaBk/74FeaLT99PGCW1SGdFceL7yG7C8aqYqTKIlNU+ybrrFyfkqCsPJ2YjKtOHSWCI3X3pVd+f28YNXbl9k64ZZOuESH/zwKKdnGjScbEkuLbmphjPAMVeiJQOyziC4Bws3paYFVSgkSg69LlGSMrizrTVUKv2pC0ryegDcSkW4lZi7H/T5tY+NsNjzSgBXiEwazBPLC+nJ8PaAAw7LTAUY8l6sCOyBAs9Q0YehjQWGQG4GIrckMRkfV3mFc7wq+MC7Wnz7y7rQT6mKicDEGK0JV0o6h12H+SwSLkJPyKmM3W+omJdjskQ0TTLzWTq5I9DkHDw/KJLPQbLCoKyaJtlB6LJxlcuv/OAc9eoye87DoWWf2vSGg9ffeG1Xvf+dS4tRcPZgxQ3e43pz/NU3fP7q3jV4qsJk1VDzDFXP1v2z7T8caceiyfRwZKGVl1vJCjmvtNRf5LnwmJTpB0NS4IXgzjh4YYdNBpSUvMdS2tnenhtxbkHwa38xyv1P18F1QXrp4eJKYf3eirw1zc2amUt+dCWy7yrS1yV3pEwbA1Z6nfWYinIuUuoOkqK0mpmSCmVyLpob07JB9CKTXEuvUyhMj8XExvDwXo92L4tWNmYbIdBZk0n+bhq3RYlamYJurQA7m3cUL4f/NL/Li6BYJC+DuUy52UUMUJMyhorG8swmbVg/FTI712f3XpeR0VFOnZ9798c+8+ATTqJHkTimHys+85DHf/uLtfSSOhsammq63XVm3i+PTRsorwsx4AYUQ9y6PJQyA3WhpBTa9iDXLhv9S/x7CNxKWUpS5uM5JckSypR/O05MKDUfubvBX3+lXorcafQWIufeTl49LfT6zBcvSwAQpeslhhLMFcEw9HM5sbJKSjZTplQlLMuGWZIp0xK+zBQLSSIlIqUpUihE4hBHmre/useeYy6/8VGHfpzepUKAFiQI+ohixUmpg9AlujLEyQfMUWnEpUxnU/5tpEg32CtVbyh+FtLmdAJ7dwlt0CnIV/SKm2xlEcSxJIgUbuDS6lSZHEt4/9tbtPrzPPj8FESeqbsS58hMh9Ga4GtPCn7xY+tY7oyyrmEY9Q013wLcdco+7TQaiXJnzqDOfTFXYBbNy+BeEeCq2AMmK+IUfzYIbiULpcRSkRLIZZmaxCASvv6Ux0e/2CCIXVuxzAAuJEqQF3ayTa8G7QRFUWQlX01Z/s4Tzovwk7L2jRmiKwxWNTOzk9HW0VeAPH0tRcG/RZpsSo3QhijWVGoJ73lth917PO55yv4/dtqsBXqsHQIBUoscaIPl++K1QeDkgE8fMv3Ama4vsrct8EUG8qykqdN/UmerhS3Z2xtZkxiJ0KBFOkou2wEjsQOI4lgQKokKJUo6SOkjMEyOwU++s8UffGmWZ48Jan6E83MfXYXvCo6fDYn6EVvGDA1PU/WgklKTfF/JtIo50LQgRLHMloBe7KFTAnOJy8oXAnc2YD2NzC8I7pxjl4EeIwcAbkexzfTg1/50hL1HK1BRaZXP7qAshMRPpUGVH8XU1uyzD3tQ8i6ejG8Py4TDGB+2fJQqmJhBJWVg0pNcyVlo30+0tU9oLdEySzaVHcokHcJ+wq6tIR94V4tn93uc76WZfclDESVqwCRWVDAvBDlDIDdDIC8nnjmwy5E8/XMhrWQotMjL9EIbjLCRXAurt0tZqHlSgoyt8UoIlVdQEy2IEofRusN7X2to9jsooXHWjW3EdR3oz+H1z1GrpBszOdkGTQXAh3sN8+i9Ak+SqvzeYNl9kH4UxZ+B8vsFNOUikVuWwF36eVj3DhPNH32mwX1PV20zZV6xdHLlxFIThhyDgxG63GA8hO1vXpa/WLY5sNwP2WhLWvEF/pTMPitMSlV0+rPVxYWw249o4ZBEmjuuCfmeN7f59Y8rAi1zVQXsKhBqOeSEfGGQq4yKrBDJL7irh0AuGFol0r+fkLkOtf0ewk4IiDNuXroe2caxSSKJYkk/dGl1HMbGV7N6ahqdxDg/9a/fyPjoCJ//8v382V+dolr1yPoj80ZaV6SD5LPdylJPSr5lSJGE5VVJUTQoKDkEdlXylFwE3MWmR9+MlmQe7yxyW5BLWVQslR+xe6/Hr390hH7kgnLyyG2jt7DtaLnfpBgoeTH/+kom/vz1gG14UHIqU5JsyS9vGpBd7cICUWz/ZzeOSu2pKTXJnm00T/eml9YrrbUiEQaROAihqbghH3h3i3uf9Hn8OYnxy0uNwBiXQJdvXMELRvLyd8peZJp4DugLQS4wJAP/NiULrY3W9rRZQ1icFAGmvL5YedTuMheEEqUs1Zm+5FbW7biNsN/CqVU9qlWf0YbL5KjC82R+cQb7JbNDFhNcS43BZTNMbndVF0btHNAXcPBSEll+76LgLl7LHNAaJWOkKni3UjFHTzv8ykdHmet6eUKJUHn09krRe7ByWT6GuHeG3Vz0Hhq2WY5gw8WLEh6GJeacbw+V6i8YJ5FRFDEUzWUWxVNwS4k0qTaeaKZrEf/+PU1+8kOKI+dSLm5EKZI7KchTo1Q6cFKIbPZNCeSSlEebUgQv2bVeAOQKQ77hobA0pXy7CCAh1SSRA6c08/BoLex2h+nuciCIY8OW0ENKD4OP47k2Co/UFasmXbSxJ8KCvJC+iv1uigHzxSzA7Cj7tMsALr1Wg+Ae3n+xALcurLBD4B4o5JSSSimHvCZezHIXfubDo3zma3ViNwN3oZyoNKksJlWVZ22XAM4g717puax7D0TxiyWbpnge1sBzQGszNJa6VMGUlGiKRos02RQGLQxCpN0/wlb7hHBwpOHNr+jTCZf5sV9RLHcleOW7UqClIjAiHZ6ZuiYT7InRZRttGeSUfs5+sv2TFwO5Ka8O+QomKHaGKO8vZAOvLgWCJIE43avJYKcHLLcEi03L14MIpJKCSqVyoFFTd229xCacvivxHHtke7m76VFsy1eaUVJy/g2DOy/WKDMQxVcC87AFdiVZUOZmqqEijiorKVYSNFLzqfurfOXRKrHMIrZTAFyInHu7JVo1wL3lhdH7Qv220H/zCF4Cef5WTkuGonb2etg2m0Wr8q4HppgwZrQsSWgyLQAVXnFTLuHn4yYUSktee0ufN9/eReq0q8XEeREIrUlSU1aghfWsmNSjYkpFn6wAZIodGPJO+XxMhEkLPeX3i2JQ2bOSGGMLRSt08MexHfYTRRCWjiAS9ggF7a5GueP0Q+7yXP9AkhjkqtXrePihb5xw3epd9ZFJojhGymxPSYHnKAvsLNEsDZZXziC4i2E2K1QiV+jEGS7i5Hx7BXBbyjOYUDp5FC/UEpmCW4uEj99T4Rf/YIRzzbRaKUrRO5MFhcHLVBsxmFiuxL8HojUl1aQctcuR+wUepgzygcRy8Lhg38jhKbR5VJcXmLCyCG/SKqfWijhyWDti+A/f1+Str+7gEEESg86qnTGYhDidrzIA8pID8ZuBPAdxMlj1TFYAeWbLLZu37GwWO3cl1nZkW5wO2QwjCGOIIjsBWRvAJKxft4qJ8fpdDz30jRMbNqyz8xbPz0f4vuTMXECnGzM64lDe6ybbPWF4mms2Ki2nIakT0CaNF3Ls8t+zPFznQB9MMIe8JdIMSoEyQaokBXfKudPeSiVjHDfm2LzkT+6uc+hoBWrKUpNc8y4Sy3JJXg0ll5m5Z5h7X/BzCdArAfuF2Ek5hF+gi19QyrceFZmCXBiDNtKOrM6kwnSkmo3ohkSr9LPabU2SbHuTSLNzc8y7v73N4894HJuTQ3zK3s2xkfT1sHyY8rVSMciU6YksU5kSyyi1wg1r57lXZXiZK58LpQuzmcp2pCgGQ43UDOumE1ZPaMLI8iIHYMP6tVSqlc6RI5PRqRPHXSDd9lpckEiWS/Dl6a6DoxyKCuVAJVLABVXJMgdXBiVWAPewFKgGVRQlE6QoqMlMS/AbHxvhS49VoSpLwM6iuCiaGWQZ2IX3ZKXGjVweLAsjZd5d4icDwH+BEF6O4gOaeO4uLG/vUYxssLPY08bkkkYusudUPhQpH7eSm0QISSIUQriIruFbbwr4f97Z4pf/SDLbKRSVjFcbHGJpQV5O88ogN4BKpb8sn1bS5g/5Vx0Ceaa4mBzYJSMfdh6LVZOK2YjZrPI8wVYSrez5UspQrzqMj09G45PrOmHYz+8tarUK11192cd6vfaHxsfq+V7uvpdud51twedQ2imhNORSFZE88wnI0pSp4QE9KyaU8m8K7iRXTWRKSXIrrLKl+D/4VJ3f+niD0DiD4E4TSylt9M43bxrg3kPFnAzkZF4NLpyFwuDzRcP2RXE+EBtXUE8KCnOhT5zSsPyMdxeJ6OAQz4KmZOPfXCH40bd3eO+bW1R0jDV0xylNsVTFGE1kIDCZhzxrkrgIJ88nVg1y8sJfng2rH6QrSWrMSkqTtPJJWbEhibPXdvh9GCWEoZ0R3g8MRlRZWGx/aHrNjo85TqWI4NdcdRkf+ehHkEIGxEv0ezG+VxpuU/Zsl3y5ZWfgBaapFfwk2S65Miu/i3L1Mv15GNxqGNxF61lWrZQpPZFewtP7PD55X40wduydWU4sS9TElybtlr8wehc821ygfRfbHJaKPUMNmOJvQr6HbKEDs0bIkkszoKxobX+XNgap0/ENpkxLSlFcCxutE5PqzhlFUWR7ymthwaL8mLfd0eW+x3we22ebie0vLPiWLQSJC1WTUiQnjdyUInfRScyQh8WgxOAMltwbL7KfBSobQZHmIlKnWxaKYiPaONaEEuoNj4TR4K//6k9ZvW5HAXCAq3ddgev698a9s9/ZXGa7TPdZyZfbzPZaKrUPdr5nz7r051nJPYviuvCYXKB/61I0Tw1UQiNF9nMBblUCt5IJSsQoL+Gpgy4/+WvjPLGvYsEtyrTEqiaqpHnndGo4essLk8zhgwsiuBigJbl56ZtF7xfi4APAL49MKHYCFiLl5BkHFwIpUnqSglwbk/J1g9CmoCqJQuBAaLjxsohf/sAyP/7fJU8dFNaUI+OSxCcwUhUgNyWPSQrynJIMgVoNmbRy/V+mkmGSUpj0hGgpkMbOYzHpiGZp0qlagtLuESXB0hgafXFo245d9/Z6QX5+c4BfddUVOG5dzpz4ijxDRBw7xElRcct4ZnmkQ+EWHHQGFnuaw3ARp5xQXgzgcqCIMxi5s2RT5h06EY4bE2n4/bsaPPx0Fe2loB5ILO14Zl/aZobyhNiVdkobBnvGvzN6IocAPRCwvtljKBEdKNG/ILALVcU2CGTROovs9uck5eD2s5nUEittFMcghEojut3TBmGQkeFl1wS87w1tfuLXHcIk/YB5xM4ieQryHNRpPDY2ype1cRuls+84VNoX5N9LymzIUGr9SMfCGWwE1+l7dsuU8hQAMCm16QUJY9OevPqqq2Wr3b0Q4FprDBzfeMn62ah/btviUkSYqFxzzU6WlMXSPQjwgrIUAM+ArweithSpelLm3HnHTqmAk1UpRRnccV7QkdLuiJYAv/3JBp+8p0boqKKYU6YmsrDCuoJBM9VQ9L6gsbgcmctcuwTU7Aag/GcUW7KU9fEBZaQUBDMgFGMjLEhsQlmudJKX940WNlrntCSN5Mg0uttydhbxEp1tEqvSrhrHRnUMTmx426u6HDjp8NufGCFOSstVZnEcArlJv7ObfUBdRGuVFm1sEpr9MyntSMWKbL/5bAaiHT1hf1VGT4QpeVB0oWplY5SDSIOssmHD5lnguNZFZSkHuF8Z5dTRx5+vjWw/LuS+l0i5iIO0+ydSnKAysEUZHNKsCPjMFVgGfRa15UrRezihFEUpXoqk1IYW4aiYSBs+/Jk6v/j7o8wsUkjBDQAAN8dJREFUe3YivRiUBAvNu/B555OqVkgsLyjLi6wRYVAGzKmJKAXkgT8rvVlqChiu9OSAH3y7oCtkEmEK9BJNyUGf2kszLm6deTKvaApNXuHUGchT8pDz89iwbjLiP7yviUHwe59uEMQZOsmpid0FXBGtxMnTO9nIwt6rcuqSfl5hW+UMpeGdMmMtGYbSnd3S6K3zoJP1e9pHYqwleHq6xnVXbzv+9Qd2P//Kl994IcABRie3ApyfXLVJt9uLMg6xXSOUQV0AQ5RoSgZg2zxcitiioCz5LgWiTFfKakkB+IyW2GhfLubElnPLBOlq/vpLNX7h90eZXXYLcAu3iN6yALcnTBG9V6Ilpeg9fJRZxcAmS6WIPdAF83d5rFDkKftT8j9PwVzsZmY1cVmK4gJyn4pI30tSz0kiTBoJs2frXREYolCzZizmp7+/yXxL8udfrBd3eUZVUqBr5AAnR2dyYOYoLHNyMNKg8up7eoOK0iCh9J/JkkyZJqEZuPVAkE3/TQMGyY5LN+tdl205P3xKBwCuHA+M+Yk41i/p9Z1bYm33XpRK46gs0mUTnUpFEWkouuQLGlKAfwjQqVpS0JVia44BcOegHqYoMY6XcOi8wyfuqTG74EG1bKAq+7yF3ZmhnFiWOfbQAM2VovdFj6GIXQrWF77/zYBdchXmZfpU7xaZgpA95wrLYOKpc7ALu/tZKg+KLOHMaIuWedRGGETqOrQR2BCHsGY85m13dHjsKZfD57IELEVhxgCki8lAngI5azI22GTRaPJpVyrXvgvVyqQJafb9VOb9yq6NKaJ21jWWdQxJJeyWjjWJ64jHPc/9ieHWugGA1+sjfOnLXwmTeKM+PXeMsXpAo6ZzvbtMTcQAuIdpyvDr/3973x1nx1Fme6qq001zZ0YTNJJGsiQL2wqWc8IJB8CsscEmY8DkXXhrWB7hgQkmrIEFdnkGw4JNesAuu2DA4LyO4GxjOchJtrIljUbS5Ju6u6reH1XVXd33ygnbMuz2/O5v7u2b+576+nznSwrghNj0ROSuiwzYWS5DUIFe8W/H51g36uC873Xh1zcXgYBmObfJGKRqgapck1waLywZtINyktXBSc5Kd5YJO1X1PA1stycaZpxNzWmt6wb0BvBm0lkSCNIOnqm3NGoKkdB8G4CmKlAiRmJtE8WzKXHm0U3U61M471+rWL+dAD408jqDPEnjNU05NWWR1CSNKcBT0/6NpIlSlKSONLWAnFhtIDPRTUIJPb5PMHewhJcePEesefjO8NAjTto9wAFg2fID0Ww2frZ545plJNpc8RwBz00tMIGmLcaRpqbY1XYss2AmhotnrLiVY2KDnFoqSaJzm4COkgPXjzr41IVV/PK6UodATppIZVMTOxU2ac+8G+6dcTCpPQVOqyeWg5nJSUmOok3EnwTctkTYIaMQSY1mGqYnkiRti4WwnC0pM4oK0aH8BNxCaOnSWHQKTpDkZxNClV5OGAAV0geXOOvlDbgOcO63q1g/6qsDaif5AQB1IKE4uSSwIpxpr0KprXraeRZJcbWx6NRwc0NLdP0rEmOjFgwVANOZjlISzB6cPb102f4/KxQLbceY5nfMHZoFwid/dOThK8d7qzEqpRhFP0bgcdWLWU9PyHZsFZmoZrY/YNqJKsOl87fzdMQ4llb6q+PH2DBKce6FXbjk2iIEsRUTWzmhVq6Jjq7amjfpFNTJRi53V+SA3P5OOG7DdAeQd+hWlrmvnYPnk6+yszVVx6v8jB+ahrVz835MYlba85C1XTh3IAXB606q44sfnMJeg6HqlCXjNNopzIVDSolYqgStpjQJWiryGemWcLEgiKWJaJLMHHpuPcb0RkxnCelZQ7H6CI1QYqYJTMxILNl35fjmLeM/8oOetmPpdDrAc+fOR7PmhGIK4NEMothBzCm4Dv1qmpWhKiRDS0QbRcnuV0EcYiknyqpz7YR2yO12OdZtc/DxC7tw6Y0lxNTR1RV5663AbXqb5C13p+b1Geud6Q5AkjA9abvkOsnqG53yv/P43q1aYuemWOqK7qOTqCVSz8WBTkNVFhsJ9xa6aFj5fWm9pirupdqxNFq50ZR1/JQYUU99Eh6rvJA3nFiDyyQ+cWE3NowAcJG15Nq5lIQhIjqNl6r3F0TCMbycIG2irzk4IakDahQVU12fFHnrA6ma/ahUgUYI9M+qoH9wTrhg/lBHY0E77fSCcmPjyMTbNk/PqUu5A9VyE57LE8udSWc1FtzJW/R8QpRJf+VWMMeiIcQCdK5JJmMc8CR+9l9FXHFTEbHUGWDECuiQrCTomyIGeyqDZb3z41LarDk6pcvmusgiF8E0gLcXwO4NdSajMInJScu650CehOyTdNm8hbdSZ+1cFDNALLHaVsMgfZGSQkiVoyKkvggGIR0IzuCA4NTjGjjr5Joe1pS34JG26io6yCXSRp+CIJTI5rDo4cJ2w8/YmgaXNP00nbz0QLSYE7RiYGeNYkbW8JYzBuvFYPxtla5yo9Mx7mjBv/aDa2W5WF23duPgWtoorPjgq1uYaXiKe5sSpZz81/5fWJZbgiRhemFZcm45odzi4hbnZhzSBX5/cwH/flURDe6kRcPUSSVBaoGbmMaZaa2oCewYJ5lZ1rrjJZNz0n6xHc48H39GSmE+LdRYb4tzJ5Oa7GimXkTKgsvEekP3FtE/kd5PtWUXKT+3LLoQ0CqK+iCqIJhZKWASiCSKHsebX1HDqjUOrrq9qJxTo5EnabLGbDIIULSE4tOuJKowWvtGSaBNEh3gQXKfNIZIIqmoMx/P0LOZUOLvTp3BG45ja6sDM+v4xG86kr6OAOec4tZ7rhuN0f3e5XP2u23H+EYSxQ6MkE/QSTExSkmOjhB1ndAcuIlNTUwwpx3cwpW46vYCPnVBFY+s9wE/x7kT601BjVNJ07bHabZgSkWy+ncHWdC2zB25d/a+NFc61cGJeYDZb4PeBrU+7Zo0UykTQ64eYvHupHef4dzGgROwpiwQS1o08qD+XEZRAQUhAkQY3U87n4BOzLIXqZYSAUQhwdKFMc4/ZxJSElxzRwFxG8itD0tV58MQBByKWojE8BA1xhxSF22o30tQ6FYkWlrUC8b4R5SoNKP+Ese+CxZL351479pHrhldvPDwjvajI8A/+f4TsebxtfCDCt+ycRU2rNmF/l7VIo1YOjixGmIaFURZRxvQKdgJSfXuFNgp/06Lh1Ugh7vAlbcW8NlvV7F6nQ1uSwoknXi3Zb0ta5GfStwmCSbWm+SoSVYlSf5bXmaGtmSO5m7MuUzvkrn9mczCnFVPnU3Nv6lJvJIJFxeJMmLALhOrrcLgQgNdcTUlHyK12AS6wFiF9GGkRUhELYn9F8b40t9PglKJq24rIibGatvg1uZW00ZO1Htz/Ts5UgXdHKr6nzCdM0Ml9JArnbtCZdKQ0/hILpWYVRIYHDwWQf9BvJdNg3QtefoAB4D5c2fDD4ob6mPuT+o9pbMZnYCQTJN2IwOm7YoToGpebmRDYlltQtotODHhdyqUzq2BLn2Jq24t4Nz/W8XqDR3AbSkmMAUMNB3WmnLvbATWpiZpVAzZ1nOWtWhXUkhWD0+AbUsqJH/1KbcE1EZOQ5qXIpPUWFjWmegfXiaJV2lgyEQw1WcQiUMsk6imEBqVyffQdEh3lSLG4dTJVMnXIEDcAg5YHOH8D01BSuDKW4sQnrbeZpGo3FZ1etHtOYSeFxQTZaVdAnjSpE8Q3ZMmbVmnGm/p9GDrd2tGAn193ZhuBD8BHdwAp2u3x3W3AA8KJdxwy007CSv/LvQWns1rd8NzXUgqdFkaLGcydSSNdTacW4Fah4UN2BPawi0rrnNNGAdxgd/fUsCnL6jiwY0WuJMopXEslXVwtOVOebfM0JI8B8+Au4MFb+fbeUqS6uF5NaWTY9kJ5EloWmb32VbcpivZ/HCrZ6FQfSFtOiIS2pFa76SDlPlAlIJIoZO10uzDZKma8CmAhIMQqOJLAGhJLFsQ4vwPTYFSgstuKUC6liU3K5ZI69syAKpZT0wIOAEiAjiEwJFp8TfXCowJFJmYS1J55XG8/Pj5OHhF8LsHH7x+5/LlJz5zgAPAeDgA0r3v1bL16AWt2tA5AZtEtSxB3DRv27F7AhpHkUgdDBIplUlaF6TXM/SEcFAmQDyJ391SwLnfrOKhTT6kR7OAzoTi1dxEMwktGRaVUA0rLE8tx5HsnqZQkkbLbEdzdypKxtlEciWx9E/Xeidc3L4OC+h20pWQUMzB1GWa/9BWGClVMRKiyV+RAAQFSew61Rw7FdSU5dYSol5xiZxIZWLh0QJWLAhx/ocmIQFcfnMB0tX0hFinGyKsi66NIhSSGKAThFCSricJPCITpYiYlFtdNlnwBBYt6ENvtXzB8IJDrgZWP+mxfVKAn/Gy/fDYY4/X3QOPX33fn0RYG1/ldVfipEWD65gpwdwCd0pHUnDr7ApjzfXjCEktN2MC0iG4/NYCPn1BFx7c5KvlnA/BWw17CEHSrD4dFGWsdtqCuFMTn04BnswwKaTOZntHK4um2EBPnvPkYM6kzSZ3ILXW5rqhLAa89iJIUmkVuNPWEjKDLSmUM0eoWjlE55KYqCak0IqKkjuS/UAKcCKTMD9AE9ADEiSUWD4c4vy/n4QQElfdVoBgUDJuxnLrN5bUkkY00KFaOYeEIpYELUIQmO9AFNNxde1n0ac4cPne4cuOOWn15s1P1OfPP+jZAxwASqUqfvQvR1/0sleff2jFLb634E7Dd2N4nhqg6joRHCfOWm8ikrCqKY8i+lRFqbHkIuHkjAkIB7jitgCf/GYVD27wlZCdANumJCwBt0dV6ZmrHUpTfsby9MNyLJllmSntTEnMfZ3Abeh2Vmmxc1VSFWV3YDcgJhkgW6F7DepEMUEW1EmYntoKi7HcNthT5UVICgiRpFqkHF3bckJAqIpqEi09CmGoibHkZhxreh0EQBhjxV4hvvLhKRAQXHVbISshSpmAOQU30VlTGuj6v9CXWFBETLV3lhCa+QgMDXTD9Ss/6R848qKZ6XueCr5PDfA5c/pRm3gEhDq3j65/8LWNqXqfwwDPjeC6EVxHjQQxhQnGaqsfOSWYBuAG/AbozJWIKMHVtwX4zLe6LHDbgHZyt62GPSQbrTQDW/PV8nnubVfPJ8pJvtgh40hmwdzJyWzHcgr2p7slYM5QlrwVt7MJpVX0oII5RJloRUsyGTIUAkoL1ydU/YJUl58BMPIhUU6i0clTqqK/lqHYXIIwQ1cifOnvpwAAV99aQMwBuBYtMdY7c1Asr4VoykQpJHHQlC64pCrYI4FaRCELAzsPOvjQ2+++7zqUK7Oe8ng+7UM/M/pbSCmuGNty1SnguxD4IUqFJgI/BHOilGtB5ytzJE1p0jcSFtAlqAdsG2O4YZWPr15UwQOJzm0Bm+boiQ7mBMZ6U+1cUmvepnE0qRWeN4oKtW+nFt5MqEgtPrEea00bIKajLslY+bQggiSPI9Y+lkiPWY5vp4Fm319mbyfFJBbtsiqoTGVSvtg7eV6mFXX2etqAqXPhSb5sMNMHklrF3yQGCyTuX+/hKxdXcOM9HkbGHEiXplY6ExGDCc2qlEbTmoIY0u0Cng/meygxYHigC+9+0wlXMkZf9aGzjn9auH1KC548sLAPhIi+LUjfASV/61BXuYZ122JcfZeDsZkCGDOjmSUO2y/C0fuH8DwBl0mIyHyhtJaOesC6EQef+W4Ff7gzwBNjjuIchKkvl3EsWQbcWTkQyKTB2hQFlpWmMiMFZvXwrPO4W9qSe1wb57aUlawVeQo7Yni5TUdM4AYWPSFSd3DSr2s16hRIHU2bawOKkiQBIAEIohQUZKgN0YEf051eRTpNBYK6TzuXicFKaUrSRrCp6MpX//ckbrzDx2e/W8GGEQ/wuKYmQFJ9HKtBX14gcMz+IQ7dL1SjwaXqbrxr2sGVd5bw2JZutNwACwYq2w5dOu/bvuc+Xdg+s/KTdau+RmI+fdLkzIZf3nTvturPrqli7RMeGi1V+SwlB5Ecc/oiLByKcMJhDbzl5AaGh7iKSOnQHXUVuD9+QQWXXl9ALKgGt1UFnwnkWBmCFAh0ywdX827Hstz2PHl7BAmjeYudUhPWZkFJ9nqyKLLWOpkjQ6CtNUkely4IknmNTPJ+Pgfd+hxGt88sRCoty9/e1UBVU7Vb87xFz4xkzBd/M5G7L1sfm7Xo3LLoHISkQTrqA5Gk+M11AT5xQRc2jDipOZWAI4HhOTHecnIDJxzWxKIhjqFeASLVYFuAoBESPP4ExU+vLmCkcTDe88Y331stlw894sC94qdtmJ8JwC9/cF9ZrZbuXLt2247v/L+bqrsiD5QA3ANiwZMpXhtGI2wYiXDnAz6u+GMRrz6ugb99XQ09RSUhrRthOPfCCi69IUBMaGq5jROSOJUa7HrUhl2ZY4ICmdKz3bR+sCW/TFIVzTZUb7fSpMN+YvHuvLNpXX8GtiMx4JYFB3JW3OLeaQRTBUVEkkAt9eQEoloeQ32o1LKnvNxYZ6KdzbRwWXN4i06Y6n3onBYipQZhVkakVEJKpt6rxeE4Aq89oYmYE5z77bICOQV6igLvf10dpx7XwMolEcoM4NxBFAeIuYOYOxDcAZcUi4ckPnlWDHQv2NA1MOsdpWA2fyaYZc/kwUee8hGc8+YTWksPO+PWsk/PFrVxVg4cUErBKYOgasa71vMRCWDLdoo7VjlotAgOXBZj2xjFud+u4D+uCVQ+txmUmckM7BDMocr39IjMWW7bessMv96t9basNLMspuHbKrJJ0rn0NvfuaKXbb5PM/s6LxnazEuppUZ/8dfNo87j8PjvSmjwO7e+TeV19I/dysIup7aWa6OHJ55UpNTO3k5dVZ5MVSzgG+yRWPezAIRL/5701fOSsGSwajOEIiijy0Qp9hFGAVuSjFQaotwJM1crYOVEA85eG5XLXK3557ivuPejUw/D5z//s+QH4Db+/CFf+1y04dMV8MtDtHDs9PjqvNt0C0blnklBwMKRNFFXPjTCSeGw9w/zZHFfc7OPi3xQtZFnWu63FsQI4Jakk6OmKeCf5L3dDS2wtHBkwM0ranTqd5ENy1CShHwbkOZqRcSpJ1pFMQN4J4B1AncNxVoI02NQcP/vfutO+ujugk+x72AsE5nXR6Tnm/XSkNPkOll5u+ydEJM9dsSRGixP09Ep87B019AQcIiLg3EXMPUSxhzD2EUYewtBDK/QwNe1jvDaESv9Rd3X1rPzB4iPfOl3pPv6ZQLZzPviTbaecfASKvth6zBHLP/naUw5BpRwBkCi5ErM8gYpLQFk6+wYC8F2JM1/RxMsOC1EpKUCmfbwMUoynbQEeSu92qellkk+e6hTEsfiqrVAkQNY/Up532+C29W+atdyJRm4D3oTrrUtm68BW8tmCnRvg25U72dxwM1I96Rmuy9WkbvwjrOeZ/aaqh5uWy2Ysu3k9M70tc0lzx5MWzZImg2ilvqjqIXMf1QUZJPmiMQdqNYIb7/BwydUBWhHROj4B5wxR7KIVemg0fYSRCwmJiRpHV//h6Opd+cmJKbZ19vwjnilcnznAAWDOnLkYmL1wzUsPKV1y8AElNKMQZU+i6kt0uwK+SgMDIsCFwHtfW8Pn3zeDhcMxzjy5icOWRlB5lrYkkQO3RptptWbyTJjlVO2utpLsDvS5i62BZ7IGE75OUvDbFMDYL8siG7NlW/F8pDMP7mzDn86AFyIP9uz/zALQwE5Bms7X5DIdx5cukvR+qUvceH6SW6eL6TtuAd4035fS9NKhCUMnLnD7wy4uubaADZtdfO77ZXz/0hI4AZirWkBHsYtG00etEaDR8iFFEzvrRWyb7r5kaO7wmr7+2c8Gqs+Mopjt61/7Kr70sb2me+bEt9xwJ13UmA737fYiFDyJWBDUQoJW2ML8vmm87/RJfOxt05jdzSFDoK9LYtcUxc0P+OCCWjzbSSmKoSbU5HfLxIqb+kqTCpsWNKTqSKoiZKOXlCjFJOXbecUky7XTiGc7v26PdGorTnP0Ic9n81Jjzrp3WA/J8+wdxoG0/mWIe3acIclSolwAyn56J78gXdRSn62kdZ/MUhO9z0S0GZNohRT/+usSLr0lAFyGWoNh1SMeBAGGB2NUAoZGq4DJmSLGpoqYmPbgeWVUumf/9ofXzDvnrnvv2fo3Jx6MZ7M9K4ADwBe+eilOO+NL0wcuXbrEl2MnOGIMDmOYqkuMTHIctGgMX/vQDrz15BaqAYWIKaQEHF8gKAC3r/IxstPVU3c7NKinSjXxDUWhlmpigTqdnGyNMMxx8U6BHNYB3NkgDMlRF5uikOSxgHUfzYXukeatUJvf5oDdBnaLD+fh37YoEpSSduAjRXB2f/b186qQvRAyoLd5uuHeycI1hRFpnQAlEswXuG+jiwt+WsG2Ud15zHEw0/Jwx/1FrF7DsM9eLczu8TA61oX1W0tYs4nALe6HQw8//ecvP6x0+WtPOe7ZwvSZyYT5bcWS2XAL3f/sRosW3Vrcdfaja3aRh7cILF84jvPfM44jl7mIYx9NrjRUh0ZgUYTZPTGG58VYtV5aR8vi4SRt+dBGTYidWJWG3W1w54fSdipNSx3A3YOb5MBtHM6nC+6M2pDbTEIVQVp0nCDMdIgyt6Vd10sAob6noFASn5YF1UqSYFbgh+hCZa6erFNrSRqa169BACUz6g5VRFcTm2xEJB2z1J8gujLItJyQKqwvpUh6lxMCgAObNjOMjLG0SJyqkTIzkuHq+7pQu3gSX3jXNHwaY+M2DuGUpfAW/7i3f/E/b99R+3Mg+uwtOAB88R+/ig+9/xVRf0/hqkd3lOeLxrrlw4NT9PXHRVg2v4iZutI1pf61CAEgBXp6OXZOM9x2TwHN2LHmVioLbgI6SQosSeVAx7Lcdig+CcNbVCVjqe39bda7M7hpB8udOpZPA9w2TYEBdIcFYIBsNoP6Dvd1oiYk86BUk0+eQ7KfJ3mceX1k1Y/sc2yBJqU91KYpMNbc+EK6sssRmGxJXHxJCdffXQIKLkB9gAagro/Ac1EpuNg1WcLGbS6maxKSVvD2N77s9q1jPa9fu/6J5iEHLPqzAP5nWXAA6J1zFH72u2taM+NjHyhU9z6WkkcX1mZ68MgGjr6eBiqlhh44qrkZVRO9KFK9NLXgDEBqvdOpw7ubXWnlc+zGgbSn46bPIZ2vkycHd5sDiXbO3QbuDsdMWqmv5hiYqHimfk1oK23SRqEteTKzXiZvQInaZ0Z9SCHVTl3KZuoliTDqhQoYqXRw5ZCqF0KunlONKExC+ro/IdcKmSmNo5JCCqnGGUoKmqgoyuFMBATqgTAPBYdilifQGwj0dwFl2o3JqQgnHbdPs3/OUTedOt9rlYr+nwvPPx/gAHDWaS/H7Q9NhVFz5N/WP+x87E93PeYduK+LQsDhuzFc0zqCxSoF05KPgCw1ISTNDswMZs2AvL2nST5qmQDWTo3VAZyMQ2kBvV3XbqclCT0h6WOQAXdOd+5koXNgTx6cU1UIoLvCJnhPG0qZiGWGv6QvpFooK5ATk4YIJA6i6QirWURmoREdGSUa7Ak9SaKgpj0cVfkxJhJKVLtmaS6ZUw+BScFwGEWZSRQdiXIgMdDtYMUSisX7HRQe97LDv9FVmT6PkDnPBTSfG4ADwOH77YyBJV/yxaZ4zSMjnyGYpqYymguKmDM4gmm6Yn51o32zBODGsbQbZear4vO8muQ5d86KM5qz0NTm1ym4MwoKSReDrZqkVKRzcCQfuGlDbA7YiSXPFULYzxcmnVo/jxIk3Bk5kEsD8oRP65nw+YIHapWymeo0Y5FBkjVgWk8IQUGoSK8TqIQtfYoxjYUEoXqUONWZpDbfUr+zT5VvRaBkyyjiKJWqon9wny9vbS77ypot2592rskLBnBCFuGfv3lh84nR8j8dsawi5s2a/Hy1OAlKWVuwQD9Dm9Q0JM9oOjPesap0OuWXpBFKq9+JnW9icexswCYHeg3uNIppS4DtCkqyv5PFtoGd4c1kt8ctb8GtxEK1YLTxNWM7qGYb0rLskqRFyRTIWHJDU0AssCcfz84MNKBOMw0hkHl0oqkQpFX5UBVAHAAhQo1HERSUqNmcqhlQupoppcmEjRYn2DQpUKiUsXT/E/mB+y76zeTU482lSztXyD+b7VkFena3feTDH8R7Tt9ef/3r+v7p/q3lL+yqQzo0Qit0EMUOhKBwHGDzCMM1tweYaDpJhypCqG77INMZOiSreTOSra3sVHrWxrtpFtAZPVvz5zy4lV5uclWIZf2JtXCyWYIZPdxSG/LgVhU5+mL9CT1DJxPoEem4EjM5OLmd358J7qRDWZNgTttzrV6FSeRT91hJIppWr8PkcVZ3LBO91IEfbvoactUZK44ZKgHFyUe2MHd2DESqUKWg6UkrjLDPIuDTHzohXLHy0P/V1Tv04PBeez+XkHxuAQ4ASw//OD76jc3Nv33X1OeHZh/wg23j8zE2FSAMXUhJQZnAzimKLdt8QHgA8wDK4DJVxOBl1JJsAXFiufPOZAcZMON80tQCJ3q4nfLaFuCxEqWodTagRC0Gi96QzHPagzidJMIE87mopbqt2hpnopYiBbM9Jju53QZ0+3mk7b7kMSIFuWwDvN32Lf84A2iSTlbmzJqwzMBjhpg7ABzMmy3Q1xUBQhmuoiPRUxRYOuzVznzFyzcceehLP9LfW7gIQEw6HrBnvz1nFMXevvGpz2JmpiYYc+/dOnb51Mz267t6uxpwGAfAcdVtPh7YXAR8D6AuXEpQpCrP29XSILOqdNqdyuw+AhvQqWNp54tkaIsFYNsZzVhl2p7fnc0EzKsmu/EjrbrL/G502meuS5mwDMV3SUJVTF9t3dbEmqwApCNFZOJ4EgrdB0XzayKTCW1JgbLpoUJJWpNpmnmaFFlLP09DQPYbw8rHUZ0Vmk2BpfPqePlRddy/qQXOCyAAeioMRx+66MbDTzjtdN8DGiFk0X9uwf28ARwAyuUSbr35mgs9r+AOzh74fCkY6SoWGrjtIeDXf6gijEtAwYfLKMoMCJhMq+Op3TDTohc2NaEWNaEdqIllyQ0tsQM8jNp0JAV0FuAmkpkLu8OOTHbGtLmS9NWzQW6sdQJmG9gwCMpMAEm6rOrPb2o2qe2zG05OlXXORI8SJ1PJf0YyNBsxD9fFzkmeOHJgt5oJZcGdZoqZQI/6PBKVEscZxzRxxwOTuOWRAsYdF32Dc6eW7bfk2m33Xc3JvFc+XzD88wI9T7X94Ic/xfmfOe2Onu7yjO/Xjr3t/q3epy+ehbsemwVSKMBnFBVHnbJ8pp1LZkaD51quETtwk72ehuVJGuAxlMLOQ2EKtOa/uV85oCRDW5i9L0mxzeWt0HY6YpSUbDjdum5lDKrrNu9O+TlgXzeZhsSy8iR7ApDtxz/rAViFGPYZyFq0eRUorxCZ70KSL6l3SKKbEWX/GwvPOcX8QYGlCxt4fLNEdXBZ7aD9l5w706LfOvtNr3o+Ifj8WXCzdXdx6fX2ffeh+5dF/3FLcMHda8bdoBTAoQRFJlFkEh5L5UBiJe50zgCUbTw7E1bPU5UMv7YsOrXUEs2t8/uyQZ8siDvq28ZSI0dJZOafdVtawLafI63ruvoG6ftL6/hA6snEJF040nwuZWpTYGpaojRumbaNILbVlsnTCIFFUYhuY6GrgwRRWjeVkEQPmtWt4TihYEJmGu1HsYulww184yNzopvXDX/0/idecvEcb1uHZfncbs896emw/e15v4Vwq27At5+9fuPmC++4f6NLKEXRkQgcFZI3p3z7g9mgMuBPrLUVprctdXofUakPlgW2K3aUFSc5a22F4ymx6E32vx2itrek1MzO3RapOiEsMJvrxqE0pWk2dUmOhb2oLJmyY3IYtc5wlg/DmHVsTJoDs2s09X5m12x2uG0arNJ0tGRa8JAcCaV+MQHPjeC5MeJYwi3uE/XOHf5gV3/px0AzIuTdzzv2nleKYra7b/wF/u5dbxLvfs0h901M1rbPNMOTN2+fcKoBRSWQCFyo8Se2pbXlP9iWN59TkvJplqMm5nq6AMx+Yu23qQjRC4FkFktm4bBsKwraYQHkwW/RW/3zp5bQdKOS+gH5Yod8h1n1/HQJJEp2YrbT905shkVBkv0W9UjpiF1bmp5NYX8v64WM2wpLgYk5RRQzRDHTwSGJgl9HoWtRiwYrz+HsVT+Y2rEr7up94wsBvRcG4ADwu1//HIsPOFl++H0f+9Or3nDaBIQ41hN1rxpwBJ52lpKNZLhgRg60aIgCG0mAZ/NqaoOb2YsgD+Qcz86BmxlQ5wDfkT7RHLBgUQZzO1OsoHm2kKpXtlRtkEUO3IlVz++3XhPIwju/wJIAj825MwuyQ556zqfoCHqkn01IiphThJGDRstBo0nhOAx9ff0zfbP3+kT3vHd/tzF+jBxa+OoXCnYvHMAB4PLf/hznfPlbOHSv7jsXz+9rVHxBy344m8jYE5Ig5iaNNHfytzl5Pg3WzhQkeSBb1MSAmhHLktNU37bBrTM7Heu6fYZIipspzLTCROGxI5up6c5X5JigjkwALYSeDKyToPJVPCL3OtLSGdsoTQdLDuSBnV7P91psB7uVbWjJtkQ/SepqHiEJYkFRb7rYMc5QD8u13lnzb6zO2v/7O8cHL6i4R6Fr6G0vJOReGA6+u+173/uuE4bNz2/cNPLRux+a8lqcgWqHiut6QfMhk65V2po6zKIcxFhwm4IY60ssq527zUiOrijA2hVC6YLKjhjMHzyBNPrIreBKMmsmmT2j5sVzIcG50I+zgN7mcGadWrtaP9X2LfWHZb8PazsL2cfQXFeyq6M5d8rZRcLBnWR6XtoZyzi/QhJwrk5flErM1CjWbOkN/eLg1z3f+9w73/n+5yy35Jluz7uK8mTbkUceEVfLpW+u3bjlA4+NXuat21RDNXDAqPqxOU+1XsNg7FOmTQ1sTTytnbCijhZlSUFh83DkHLHUIctGRlNrZm8JnyZKa+baQhr+zEX6WLUQTBPNFPBCZBUVqblJlh/rTEGp/lMJMKmHrFqvr46VZbGFtUBMwYQJ9uj7k+QqWONQdM6LuW3a75lhB1IS8FhRE7V4ZkD9iihVyl/ePlb8SrlQ22PgBvYwwJcuPwCMYLJrVt8bhq+95Sgh3PNkcwZSEOycARqxcp6MjAg7mSoX1CHIt2qwKU0KapMrQikBZTla0sHaJX0BM85vVjUwIBa6CaYJhsR6aKvJdUoXRQ7cPAW4kIqqmEZg0O9jB3rMiGsz0x266Nje0vey6EcSsSRqXr0BPiGgTEU3KdWpr8KSCXVvcUqVDkop4DgCLuOQUI7ldM1BLIBZs3rFrPl/Ew3uu++vJJ9pHrBs6Z6E2J4FuKPS4cIPf+ab/3XljY/88TtfeB9Z+/jaz15x/Z/I9mmOiRZD4DL06B6HIEgoiJ08lZEUYW6353XnLTgzlIa1O5Pq1GzzbdOGwvBPZDzJZC6kHnAKno7fNlZQPzShImrYqQJ3zNVtKdppSt75o0QFJikBmF5cdqdiezNWm1vKDiEAlQRcmGIFmXS0NU3z82cdQgCqK/IpkfDcGKWgCd8L4To+RscddPUfIgfnLf6CV537y2L38Lo42pPo0hjb0x8AAL75xQ+j1ZhoekH1SzeVelwhx95x5NSjfRO1Ef+7lw3AZz7KSDVwh+WUDJpzkpKLxVdN5iBFhqfnNWOHpXpwElHVPNRO+kp7ZiMDZC4AytV7A1LXQ2are4z1FkIocMdST/SVaeKUhVSzmKix3lQBlJlhTXaYHLmIKpDQG673CUNHiO3EEt1bXO+DWkQ8E86ncIRq5uQ5MYJgGt/5vQuGHhy8Yll09PEr/2n1owf+41x3Kh7q2qPuXbK9KAAOAH6hG3c8sD4uVbrPm91f+se3nnrKdzZvvPKtN9y7y9m8dQhORRVkey5RAO90Ctbm29alDdc2LYxtWZDuhpYY58t2wtJgRxpNTZJFkGbmcQ7ElILEKeiZseAklQeN0xlziYhLywHNqiaAdZbSjq76HnrkHstZbZKt0IFOalFzeKAsuTrBgGhKRamtzKgPKYlVDCEUpRFSglEGzilcJ8b960Lc8fjK8G2v/pv7Dj9q+fVB8PHPHLLyo5KQl+xpONmH48W3yenfAoXAb0yMfecXV695x7/8uM6qbBJ9VRcFXwHUgMQk3RHLMjNG4FgXxsw+mtxvy4BOcpH6oqy248hEWXBM11YmLVUljdwkgQ5BEMcEUcwQRgStkKAZETRaBM0W0GwJNEOOVkugFQm0IokoVpeYm/RXmdZIIpXyMrntTFE8ddbR38d8T0pB7e9ujgklyfc1/10m4TjZ727mmyqspym2jEoUAo5KsY5Fw8B1Dw3x8fiwn/jBwAcEr7c++s5j9zR02rYXjQW3N1J5DWZmtrVKswofOfqIg9fe88A1BzWm/DPj1gQCjwKgaIYcMlIjo+25kkAuONGmc2ebbma0bWZ0bwnXMT+4gONoqcwKXRM9aCulHSo/OuYEMaP6DMPABcB42nBIOaMSsVCWO4qlBjkQcalkxY7fRWboFZOApBKCER3ZTAkT0TmyhoaY1+AEur4yzWkRNHWSjUpjzn7GX2hFBM0WRRQLBB5FqTwHIa1e8upXvvIeuHMulKLemjf47DpPPd/bixLgAFAuDwHA5I9+dun5SxfPnrdowQrSakyeseaRVdi5cxI7JghiLsC1YkF1cMIGhqnMUeCmuRC+LQemVMRhUlk1JuE6CtyuHpdotGClFYuEMgBp1YsKVVNQwhRdEAwxl6oXH1LOyzW4w0iiFUq0YiCK1bx2LrJtUozlNo1GHSbhSFVFD2l1m9LfmesFISzqlk481hKm5ayas6CheibvJFkYnGJkZwzXL2PFAYdg7lD3r5kc/fDUjsee2G/lvnsaKk+6vWgBbrZ3nnU6mo36E5SxfxgZ2fat+UPOlx9f8/Chv752E90xJUjZpyrIozvpMC1l2dXxaWi+PRmJ5BrJM6qoiesIuI6E53AtiRnApzNBTeKRcieVBeecIYxYkozEBUEUWxZcygTcrVCiEUo0QqAZEQVyqyIHROn/JsjlMAKHqoljQgDCMXbXfGeACvW+gpjGQGlHWGJZcA5Nd0Q6JYLSlKpQvdgDP0Sj5UqnMFfsu9/Su/Z+yfJPzp49tE5w8USpXNjT8HjK7UUPcAAICkUA2DS586FNXQsXvG6mNj104slL/vPKGx5cWN+1GQBBLCmkVCAATBidgDGqubgu/7S18zxN0RzU0fzbczhcV8BzBFyHw3M5HIdrax7DYelocsVXVaJRK3TgOi6o1sSjiMJhMhm7HXOBMJJohkCtSTDTAmoRQT2iCLnSz0HSHugulfAZgcclXJaqLGmgXjmSdnxAUF1fSawJycJ2SAmoVfJmCklcR8J1uA6yCQwNlib75h28gz/M3zw8f69tI7vqWxYu/PP7lbxQ218EwM1W7VuK2++5f8vRx79xy6LR8dcsW7LwR5f89orBtVum527eOo7uAuB7LJEGHUbhOgSuk1rvTNYfUn5KEwUlpSWuK+C5HL6rwO26anSip8cnem4M34shhAKslARFn0GWPdTqBTAqICRBGDHMNGgSgYw50Awlak2JiQbFzjrFZEsCNEJAOCSgwc7AXIrAISgwoMiAwAG4Lh8zaKWQoFTp2iqyaWUgwlTYKKecEDOdTX17Sgi4k7ajKPgtdJdDROhFLRwYGZ0kZ+1/8N63l7r9OkFd7rPvYXsaBs9o+4sCOAAccdD+qDdamDPQ88Bn/nPzwW9/7RmvuufBTR++6db7lzutnUPgk2qIEXXgORSeS+C5GtxoD4QA5vQtE83boQKetty+q5oX+V4Ez4vhuSECt4Vi0EIjirB2ROLBtS5uvteDkARLF3McvmIa/aUmBvtKIAQII4apuqOkPaF4d70F7KxRbJ4CKqUals+awaEra1ixKIQQEjff6+GhtQHW7ihipl5Aw/PQcBnKQqIkKKSrx4wYp5AqkDOBTJDIOJ92YQWBBOd6nj1hcGPVmyT2BCqVLizYy93WNevA1U6w9zcL1ep1l//m9zj1jA/u6Z/+WW1/cQAHgGLBB7Qf9kPgilvvXXfFEQcsevequ+58adScft3mTRsrPK7BcyVKBQLXSZOC4hipvGgFRihJ9W7Fv0VioQMvhK8v5UIThaCBP9xPcNltBVx+ewXjM0XsGPPACEWpi2Ogp4WDFs/gzKPrOOQlElHsYGLGBaMUXEg0Q4EdMwQ7WxzHHrgLbzhmEisXcQz0UFQrEowInHZ4HVP1aVx+u4vLbivj5nu7UfeKiAIHcdIOTcXT7TEtglkj5pP0BXVL6Iip0JzEjQkEF3AoQd+sKubNnz9d7Sv+avbCZbcA+IFT3LNh9udie1Hq4M92m5yccsfGJt5xw41/XB544pza5FpCxDgIYZCSIeIUtQZBM1QAd5gq7C94AgVfabxFn6MQxCgEMYp+iIIfIfBbCLwmKuUGto+38Mf7HXz933uxemM3mFNAKWAoBYCvRyk2I6DW4qhWavj4G8dwysEB1j0xgIfWF/HYphiPbo7w6CjHyUfswCfeMIPuYgG1RgGtiEFKCdeJUSqYOaR1PLIpxtd/UcIf7uvGpl1VOEUfFYeg25MouwIlHyh4EgWPoOABgU8ReASBT+G5DA5TQZtWyNFocUSRRBRzxDHHvDmzcOQh+8nebu+CAw566epyufsnQbH0IgiyPzfbXxXAAWDduvVwXL9nYmzkpVRMnEmpOHv94w/IqL6BNEOODSNFTEyrhCPfJygFQLkgUAwkSgWOYhCjFEQoFkKUCiGKQRPFoIFqVx2bdob44sUlXH57D8Zb3SgUPPT6QLcvUfYlAlfCZUqOa8YE26cJ4Nbx/lPHccje3Vj9eC/ueijGg5tDHLBsF97/qhYYurFzsoBWyEAAuK5A4KvFVSy0UC42UC3NoBE1cPkdLr5wcR/Wj1bBSgV0eRS9vkSXL1DypQK6T1D0CYoBRbHAUPAdFTsgwMRUiMeeaIAQhv33HZaHHHwAcRz64/lzZl0yPDznlmazNT5veMGe/gmf0+0vkqI82bZo0UIAGJdSXgbgrpnp8e/s2jFC5+8366Javb5k++SWYPXaKVQKFF3Cge9QzdlVnrNyMgU8hyPwQpQLdTCnhmvvFvjB5V247NYehKSCYtFHfyAxqyBQLUhUigSlAkPBo3AcpZYMNyXWjxbx82sE9hpsoFKMMNMAensaePtJHJNTQ9iwrYhaQ7W0cxyJgi9QKXJ0lRzEserlSABUy8Abj6+jEoziostauHl1L6ZaFbiUwmcEvgOddpum7jJKEPgE3WWJ7nKMDbSI/QeWN8vF0mNdXuO9xxx9qOif1bNJANsZ+auzdQD+CgFuNt0haTuA7bVd1wMyPrEquxef+frjfzp/yRZ31ap7uuvTY1UhpZb74iSRXxXLxigGTXh+Df9+A8PnLhrArqkiIseH43moukDVF6gWJXrLFD0VhmrFQVeZolwACr5AFAN7DQncs7aMmx8QOHBhBEkoXrqCY3THAFY9WsTouEAUxQh8oFRgqJYZuisUUawAx5hKbGI0RiEATjkixOHLx/C5i0L823XAVNiFkkNQ1HkscSzQCoHAI3Adit6qhwXDfZPLlq+YONKZG63b2njbjrHaWtdhOwb6evf0z/S8b3+1ALe30qwTIOLxHUWGnYUWWTk28Vj4zre/6f2rH3zwXc2ZHfFAr1jZnNngS16DENNgNIbnNkHIDP7tehef+uE8TDeL4AFVERJJ4FGJggtUAoLuLob+HheDvQRz+iP09dQQxiFcJjAxEyAISli71cd4H0dPVaKvq4DbHnCwelMd43WutO2Qoa+LYajXQRg5IMSB50gUghhlrqY8C+GgXvdQcoDzzm6Bi1H86o8U060SSowjcAR6qmV0V4rYf9nC1qwqu2/vRXOcffZZ+sOx0T99b2BgttfVTRqUSDm7v7qnf5YXZPtvAXAAoE4PoEST+tZt2+E4zoWOwy489bTTPMGjr0/s3DCwc3TjcH1qXV+huEuUK86+j2yK8IWfdoNEPoYrAuMREMUtgBDEKMBlQDGgqJYd9PdQLJzbxN7DO3H34yEu/UMX5s/yIEHBnBibdwB7z6XoKREs6J/G2HiMYw9gkIRi3kANv7lZ4r5HywgjNWbE91xUigxxTEGIgEALLS4wM92FiekAlWITnzprGk9MCGwa7cbRB87G3D4f/bMqN79kyaIt++2zcDTwvI8+/uifQt8vYmDOkejqru7R6po9sf23Abi9zRkatG+GAM4Joxb6565YQQibX9t1B6fh7ScKp5ud/rL93kcaE6VyQPDIpu2Y3z8Kx2/i59f0gYsCPJeiUiSY3dvCnP6duHttDf9x7SB6CyWUCwJDs5rYuosjgoNCIDAyphKxGqGLLSM+5nVHiMrdeMvx05ByAo+sqyJwJcoBQW8XgRACQk7hgl87YCzASQcNgzoLIeMQC4bc2mErxr/fv2NB65z3nIx9Fg/RMIx+DEIeLgTBnj7ML4rtvyXAO22e6wPAA/qC+x5cd9XAfOa9+4zmn0ZGthVdRqLD6zOvWbboqNN9r4458xlW3/sQekst9Pe6GB6aQVACfnVDP6qui8P2m8bmnREKfhOlIIBAGYLHaLUkZurAjvEQ41MhBqshrltVxDHLS3jbSRzn/8JBXZQA5oJQBjeooGfuUViwdxd8J0DXgLzUc7t+63vc9aqD9U9/IPil4Dys9Azv6UP4otz+B+C72VYuWwQo6/5zAJicnAGAm0DIdxgV4s2nNfG9HaMg0TjKZRddlRDUK5LXnXL6v8jWtn2JU+NNh6DlCAzOYzjR97H3wgh+F0XPQIhjDgN8L0apSLFtl4TvdLGlywcf6e3+wz8wWZS+z+B4Dhy/iu7Zr8RZrynAAagk9DEA6wul8p4+RH8R21+nNrSHts0bN4Fzvnj9+ocKWycaaDZVPnhPBWhFDHsNcGwfJ5g/wBFzgZ5KBC4c1JsRdk11Y/8V+zcch60dGHxu5tP8zwb8f2dCKX4pskGsAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIxOjI1OjQ3LTA1OjAwtQDLyAAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMToyNTo0Ny0wNTowMMRdc3QAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 0
{'hecke_orbit_code': 33554443, 'n': 1, 'trace_an': 1}
-
id: 1
{'hecke_orbit_code': 33554443, 'n': 2, 'trace_an': -2}
-
id: 2
{'hecke_orbit_code': 33554443, 'n': 3, 'trace_an': -1}
-
id: 3
{'hecke_orbit_code': 33554443, 'n': 4, 'trace_an': 2}
-
id: 4
{'hecke_orbit_code': 33554443, 'n': 5, 'trace_an': 1}
-
id: 5
{'hecke_orbit_code': 33554443, 'n': 6, 'trace_an': 2}
-
id: 6
{'hecke_orbit_code': 33554443, 'n': 7, 'trace_an': -2}
-
id: 7
{'hecke_orbit_code': 33554443, 'n': 8, 'trace_an': 0}
-
id: 8
{'hecke_orbit_code': 33554443, 'n': 9, 'trace_an': -2}
-
id: 9
{'hecke_orbit_code': 33554443, 'n': 10, 'trace_an': -2}
-
id: 10
{'hecke_orbit_code': 33554443, 'n': 11, 'trace_an': 1}
-
id: 11
{'hecke_orbit_code': 33554443, 'n': 12, 'trace_an': -2}
-
id: 12
{'hecke_orbit_code': 33554443, 'n': 13, 'trace_an': 4}
-
id: 13
{'hecke_orbit_code': 33554443, 'n': 14, 'trace_an': 4}
-
id: 14
{'hecke_orbit_code': 33554443, 'n': 15, 'trace_an': -1}
-
id: 15
{'hecke_orbit_code': 33554443, 'n': 16, 'trace_an': -4}
-
id: 16
{'hecke_orbit_code': 33554443, 'n': 17, 'trace_an': -2}
-
id: 17
{'hecke_orbit_code': 33554443, 'n': 18, 'trace_an': 4}
-
id: 18
{'hecke_orbit_code': 33554443, 'n': 19, 'trace_an': 0}
-
id: 19
{'hecke_orbit_code': 33554443, 'n': 20, 'trace_an': 2}
-
id: 20
{'hecke_orbit_code': 33554443, 'n': 21, 'trace_an': 2}
-
id: 21
{'hecke_orbit_code': 33554443, 'n': 22, 'trace_an': -2}
-
id: 22
{'hecke_orbit_code': 33554443, 'n': 23, 'trace_an': -1}
-
id: 23
{'hecke_orbit_code': 33554443, 'n': 24, 'trace_an': 0}
-
id: 24
{'hecke_orbit_code': 33554443, 'n': 25, 'trace_an': -4}
-
id: 25
{'hecke_orbit_code': 33554443, 'n': 26, 'trace_an': -8}
-
id: 26
{'hecke_orbit_code': 33554443, 'n': 27, 'trace_an': 5}
-
id: 27
{'hecke_orbit_code': 33554443, 'n': 28, 'trace_an': -4}
-
id: 28
{'hecke_orbit_code': 33554443, 'n': 29, 'trace_an': 0}
-
id: 29
{'hecke_orbit_code': 33554443, 'n': 30, 'trace_an': 2}
-
id: 30
{'hecke_orbit_code': 33554443, 'n': 31, 'trace_an': 7}
-
id: 31
{'hecke_orbit_code': 33554443, 'n': 32, 'trace_an': 8}
-
id: 32
{'hecke_orbit_code': 33554443, 'n': 33, 'trace_an': -1}
-
id: 33
{'hecke_orbit_code': 33554443, 'n': 34, 'trace_an': 4}
-
id: 34
{'hecke_orbit_code': 33554443, 'n': 35, 'trace_an': -2}
-
id: 35
{'hecke_orbit_code': 33554443, 'n': 36, 'trace_an': -4}
-
id: 36
{'hecke_orbit_code': 33554443, 'n': 37, 'trace_an': 3}
-
id: 37
{'hecke_orbit_code': 33554443, 'n': 38, 'trace_an': 0}
-
id: 38
{'hecke_orbit_code': 33554443, 'n': 39, 'trace_an': -4}
-
id: 39
{'hecke_orbit_code': 33554443, 'n': 40, 'trace_an': 0}
-
id: 40
{'hecke_orbit_code': 33554443, 'n': 41, 'trace_an': -8}
-
id: 41
{'hecke_orbit_code': 33554443, 'n': 42, 'trace_an': -4}
-
id: 42
{'hecke_orbit_code': 33554443, 'n': 43, 'trace_an': -6}
-
id: 43
{'hecke_orbit_code': 33554443, 'n': 44, 'trace_an': 2}
-
id: 44
{'hecke_orbit_code': 33554443, 'n': 45, 'trace_an': -2}
-
id: 45
{'hecke_orbit_code': 33554443, 'n': 46, 'trace_an': 2}
-
id: 46
{'hecke_orbit_code': 33554443, 'n': 47, 'trace_an': 8}
-
id: 47
{'hecke_orbit_code': 33554443, 'n': 48, 'trace_an': 4}
-
id: 48
{'hecke_orbit_code': 33554443, 'n': 49, 'trace_an': -3}
-
id: 49
{'hecke_orbit_code': 33554443, 'n': 50, 'trace_an': 8}
-
id: 50
{'hecke_orbit_code': 33554443, 'n': 51, 'trace_an': 2}
-
id: 51
{'hecke_orbit_code': 33554443, 'n': 52, 'trace_an': 8}
-
id: 52
{'hecke_orbit_code': 33554443, 'n': 53, 'trace_an': -6}
-
id: 53
{'hecke_orbit_code': 33554443, 'n': 54, 'trace_an': -10}
-
id: 54
{'hecke_orbit_code': 33554443, 'n': 55, 'trace_an': 1}
-
id: 55
{'hecke_orbit_code': 33554443, 'n': 56, 'trace_an': 0}
-
id: 56
{'hecke_orbit_code': 33554443, 'n': 57, 'trace_an': 0}
-
id: 57
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id: 961
{'hecke_orbit_code': 33554443, 'n': 962, 'trace_an': -24}
-
id: 962
{'hecke_orbit_code': 33554443, 'n': 963, 'trace_an': -36}
-
id: 963
{'hecke_orbit_code': 33554443, 'n': 964, 'trace_an': -16}
-
id: 964
{'hecke_orbit_code': 33554443, 'n': 965, 'trace_an': 4}
-
id: 965
{'hecke_orbit_code': 33554443, 'n': 966, 'trace_an': 4}
-
id: 966
{'hecke_orbit_code': 33554443, 'n': 967, 'trace_an': -32}
-
id: 967
{'hecke_orbit_code': 33554443, 'n': 968, 'trace_an': 0}
-
id: 968
{'hecke_orbit_code': 33554443, 'n': 969, 'trace_an': 0}
-
id: 969
{'hecke_orbit_code': 33554443, 'n': 970, 'trace_an': 14}
-
id: 970
{'hecke_orbit_code': 33554443, 'n': 971, 'trace_an': 47}
-
id: 971
{'hecke_orbit_code': 33554443, 'n': 972, 'trace_an': -32}
-
id: 972
{'hecke_orbit_code': 33554443, 'n': 973, 'trace_an': -20}
-
id: 973
{'hecke_orbit_code': 33554443, 'n': 974, 'trace_an': -46}
-
id: 974
{'hecke_orbit_code': 33554443, 'n': 975, 'trace_an': 16}
-
id: 975
{'hecke_orbit_code': 33554443, 'n': 976, 'trace_an': -48}
-
id: 976
{'hecke_orbit_code': 33554443, 'n': 977, 'trace_an': -27}
-
id: 977
{'hecke_orbit_code': 33554443, 'n': 978, 'trace_an': 8}
-
id: 978
{'hecke_orbit_code': 33554443, 'n': 979, 'trace_an': 15}
-
id: 979
{'hecke_orbit_code': 33554443, 'n': 980, 'trace_an': -6}
-
id: 980
{'hecke_orbit_code': 33554443, 'n': 981, 'trace_an': -20}
-
id: 981
{'hecke_orbit_code': 33554443, 'n': 982, 'trace_an': 16}
-
id: 982
{'hecke_orbit_code': 33554443, 'n': 983, 'trace_an': 39}
-
id: 983
{'hecke_orbit_code': 33554443, 'n': 984, 'trace_an': 0}
-
id: 984
{'hecke_orbit_code': 33554443, 'n': 985, 'trace_an': -2}
-
id: 985
{'hecke_orbit_code': 33554443, 'n': 986, 'trace_an': 0}
-
id: 986
{'hecke_orbit_code': 33554443, 'n': 987, 'trace_an': 16}
-
id: 987
{'hecke_orbit_code': 33554443, 'n': 988, 'trace_an': 0}
-
id: 988
{'hecke_orbit_code': 33554443, 'n': 989, 'trace_an': 6}
-
id: 989
{'hecke_orbit_code': 33554443, 'n': 990, 'trace_an': 4}
-
id: 990
{'hecke_orbit_code': 33554443, 'n': 991, 'trace_an': -8}
-
id: 991
{'hecke_orbit_code': 33554443, 'n': 992, 'trace_an': 56}
-
id: 992
{'hecke_orbit_code': 33554443, 'n': 993, 'trace_an': -7}
-
id: 993
{'hecke_orbit_code': 33554443, 'n': 994, 'trace_an': -12}
-
id: 994
{'hecke_orbit_code': 33554443, 'n': 995, 'trace_an': 0}
-
id: 995
{'hecke_orbit_code': 33554443, 'n': 996, 'trace_an': 12}
-
id: 996
{'hecke_orbit_code': 33554443, 'n': 997, 'trace_an': 38}
-
id: 997
{'hecke_orbit_code': 33554443, 'n': 998, 'trace_an': -40}
-
id: 998
{'hecke_orbit_code': 33554443, 'n': 999, 'trace_an': 15}
-
id: 999
{'hecke_orbit_code': 33554443, 'n': 1000, 'trace_an': 0}