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mf_newspaces • Show schema
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{'Nk2': 8400, 'analytic_conductor': 30.976002753013823, 'char_conductor': 35, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 13, 'char_orbit_label': 'm', 'char_order': 4, 'char_parity': 1, 'char_values': [525, 4, [176, 127, 451], [4, 3, 2]], 'conrey_index': 118, 'cusp_dim': 456, 'dim': 144, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_orbit_code': 824700830221, 'label': '525.4.m', 'level': 525, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 7], 'level_radical': 105, 'mf_dim': 504, 'mf_new_dim': 144, 'prim_orbit_index': 6, 'relative_dim': 72, 'sturm_bound': 320, 'trace_display': [0, 0, 0, -4], 'traces': [144, 0, 0, 0, 0, 0, -4, 168, 0, 0, -224, 0, 0, 0, 0, -2752, 0, 0, 0, 0, -48, 192, -400, 0, 0, 0, 0, -1052, 0, 0, 0, 1344, 0, 0, 0, -5184, 456, 0, 0, 0, 0, -1068, -192, 0, 0, -4024, 0, 0, 0, 0, -1344, 0, 1728, 0, 0, 96, -696, -3016, 0, 0, 0, 0, 36, 0, 0, 0, 4784, 0, 0, 0, 6176, 1512, 0, 0, 0, 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0, 0, 0, 0, -84048, -2736, 0, 0, -429792, 0, 0, 0, 0, -561376, 0, -60624, 0, 0, -258624, -317288, -919896, 0, 0, 0, 0, 372920, 0, 0, 0, 554288, 0, 0, 0, -28800, 453520, 0, 0, 0, 0, 215952, 287856, 0, 0, 534016, 0, 0, 0, 0, 110160, 0, 674320, 0, 0], 'weight': 4, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 236120
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 118, 'conrey_indexes': [118, 307], 'label': '525.4.m', 'level': 525, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 27], 'sub_dim': 20, 'sub_label': '35.4.f', 'sub_level': 35, 'sub_mult': 4, 'weight': 4}
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id: 236118
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 118, 'conrey_indexes': [118, 307], 'label': '525.4.m', 'level': 525, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 13, 'sub_conrey_indexes': [13, 97], 'sub_dim': 48, 'sub_label': '105.4.m', 'sub_level': 105, 'sub_mult': 2, 'weight': 4}
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id: 236119
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 118, 'conrey_indexes': [118, 307], 'label': '525.4.m', 'level': 525, 'sub_char_orbit_index': 6, 'sub_char_orbit_label': 'f', 'sub_conrey_index': 118, 'sub_conrey_indexes': [118, 132], 'sub_dim': 68, 'sub_label': '175.4.f', 'sub_level': 175, 'sub_mult': 2, 'weight': 4}
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id: 236121
{'char_orbit_index': 13, 'char_orbit_label': 'm', 'conrey_index': 118, 'conrey_indexes': [118, 307], 'label': '525.4.m', 'level': 525, 'sub_char_orbit_index': 13, 'sub_char_orbit_label': 'm', 'sub_conrey_index': 118, 'sub_conrey_indexes': [118, 307], 'sub_dim': 144, 'sub_label': '525.4.m', 'sub_level': 525, 'sub_mult': 1, 'weight': 4}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 13, 'label': '525.4.m', 'level': 525, 'portrait': 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qgEYK1gYc1y3hZLNUhYaHqcXFT4CjwPBj3JBTtiOoMIX0s8ZTi56HOu6VH1LRds67G0ojEWqoFk56aIPVtb1KoDhIAwkjS7NeZXA6brkiQOODnvcfyc4MRczFwzxKsOuOK8Dj/yWsOgP8Wxsw1OzSvmFhPOLUecXrIcXrJcedESv/jOFbZOTnD83BTzy1UWVjyW1gQr6XFcaScsrRkWO9LO7NhlvvPl+x9499sv/JeV+vlHID4hxNgLDY1vefu2B/h/fd+nSKJoZ2Nm9tdPnDz35u3VP+d7X7FEp72ZpbUGy2tVltcClpqalRb5yVlaS5hvwrFFwebZVX7hB1a4/sIqp+amOTlXZ25Zc27JMr8cc3ox4fRqwqaZDt9xQ5fztynqQYAnKyytBSyuKBbXoDeAKLZoZalVEibHYmILJ+eh6oVUAo2WCY0qtHoB9eoAAdQCw0ozYLUtqVcFKy3BcjuhFlgsUK8o1vqCyeoALRXVaoivJSfOecRGM90Q1AOBUhDHgm5fsLjmLqalVoTn9anUYs7bMeB110dsmahzbnGCU/M+55ZgbjlmYSXm5CIcW7Fce+kS/+5dK2yZnODEuSm3SuTgNqy2IlZbMStty1JbcLql6LbWePc7+/yrH30FMXv+stVc+2mt1akt5731hYbIN71922rwc3OLNBq1ieMnzv6j3/3g56595PbH3vzwM4ts3eJx4XmCG85vEsWKJJEkRpIYsFZjjcJawIIQCVJYji1N8u//WPJv3rXIVXsjJupTjNXGqFcCxmsekw3JllXJycUJPnZ7DeUPuHh3n11bE9qdHrtmY177koRBpBEY7ng0YKUTUEsGnFlSNNsVNu8IWO7C/CJcuEtyZM6yf7vHRC3kzKpiy0RMYiRL7SpLbcOWqYiVpmKspjhvW5djZwMu2h1zZtGy1qpywY6EXVtCTi4ljDUGNNsRdz5WASRhZHjx5T2u32VZ7nicvy3kwl0SX1Tp9Wd49LmAhRXJ4krC0lrM2WXDsUVBO+5z3cVr/PzbO2wam+L4mQkWVissrXksNwWrLcNaO6LZSWh2LWtdwUJPsdqJuOXSNb7vpSu05z/FSnf/mxOxx27b96aHw0Hvt+Kou1ZrzLzQkNnw9m3J4F/40l1UK0GwtLz22w88euAHH3/6hDp6psVaEjDfMVy9Z55f+/EFLj+vxtzyJCvNOivNCistj5WmZrUNq83EsVArZqkFJ1cE9fEe11y4xlteMuCCbVU63XHOLNZYXPVYbkpWW5alNcPCmqHTT2iHhv4gZtPEgIt2G6wV+Npy6ExAnFTZu1lywc6EyYk+C6shzxyrc+U+mBhb5Z4nJtk0ETJRFyy3PS7YERKGMQ8dGSeMEvZvNax2BVONPjPjmnueipio1bh8X8IzJyIWVjymGwEX7LDs3hpiCDl8RuF5Fqzl4j0RM2OCbi+g2/fp9DTzK5qlNcFqK2G1lbDUTDi1LGhGMft2tXjzzatce4FiojrOmYUxlrKVr+mYe60dsdZOWGtbljsw15HMNROuv2COX/3xJfbvaLDcHGe1qenHm9DV85KJmYs/4FcmfjKJB4NLr7j5hYbOutu3FcCXlhbQWntf+Pznvcb49G9/9e7733Hg0Gk9iCSdgWCtJ5jvKubbMdfsm+M//dgyV55XY35lkpVmjdVWwErLZ7WlWW0Lmq2E1XbMWjtmtWU5syaY7xjGx7pcf2GLt90ac+H2Ct1+ncXVKistn1ZH0uoKOr1CkoSxwBjwtKVaga3Thu2zfVADnj0V8/QRn4qqcuvVEZ7f5JFnG2ydVTxyMGHHrKI7SBirJiyuGq7YL1hcNdQrHr2+YMeWmIefrbB9Fh4+PMAXVW65EvxKl6eOJTx3vIrEZ9u0YtsUVCvgaUFiBFEMUQy9PnT6hnbX0OoaVjqw0LS0ooQL9rT5vpevcf1+w2S1xkpzjHNLNZabPitNxWob1loJa+2YZidhrWNZScE93zRcf+E8v/pjC1yyu8rS6gSr7RqtTkCzrWl2BLq6I957/rV/dPL0wk+++jWvjeI4jjbNbnqhoZTfvm0Avra6yvjEhD554ugv3nHH7T/47HNHZlfWukGvb1yCpm9o92CtJ1noSebaEdfuWeDXfnKZq/YFLOQgr7DW9llra9bagrW2dUtuO2atk7DagfkmrAwsQvV5081NLtkZc/1+y0S9QrNTIY494kQRxZLECMBirCXwYsYaXR47IukPIm5/uIGIKuzb7nPzlR1Cs8qX75/iin0+i+0Wp8/VueaiiOdOaCJrOXbW8hNv7HP0jCEyDZ47Zbhuv+DEQpfl1QmuuCDiKw/3iAZ1XnyZx76dIVa0+NIjgkFf8MThgEbVo6aFk2GAMRAmliixDAw0u4aJ8T5XX9Tjsl193vjiBEWNdqfOwmqNlZY7NqstSbNtWevEtDoO3M2OZbkrme9IFlsxL7pwnv/8Dxe5aGeFpbVJmu0qzU6FVsej3dO0u5JWTxAlwWDT5j2LL3v5Kz5w/r59v9BcW4snJidfaEgB3yYA/+KnfpfTJx6v3HDLO/7FsWPH/s3jjz0hWt2Efmjo9RO6fUOnb+j0La0eNHuCxZ5krhNz/QUL/KcfW+SK83zWmhMsr9VZa1dodnzWOppmW9HsCFpdQ6sT0+4mtHuGZtey0hWs9iydMOai8/qMV2NMHPPGm3tcuS9hECm0tAwiyye/XuPgmTpbJw0nzvpoquzfrrjiAkul1uGBZ7vMLza4+oIqU1Nr3PmozzV7fZY6bXrdOpMzlkcPSN51W5+HD1g2TQV0Bm1W1ya47IIudz0Km8fGuPqiDnNra9z35CQ1r86V58MFu/oo3eHInGHzVMiJsxGfuiegFymkhDCyXHXBgO98yYAo0kxU4bI9gk6vRqtTZa0dsNbxaHYUrY6k2YFWN6HdSWh1E1pdQ7MHKx3BuY5ktTvgxgsW+I8/tsrleyssr43R7DjmbnX9FNyKTk/Q6Qs6PUM/tFx22RV2797zfnHPnt1/se+83UeA/gtdxPWCA/zrX/5NalW/trzc/pmlldYvLi136A0k3YGg17f0+gm9QRnkhk4fWn3BYk9xrmW49vxl3vbyJb775oSxSp3F1TFWW1WanYBmx6PVVbS6knYXOj1Lt5/Q7Rn3OLB0B+6i6YaWMDH4vkWn4benIJAWaySBp5kZU+zYJNmzzbJ7a49EtPjMfYrnjozxqqt9Xnz1Ku/7dMKEP8Vrbupy9xMR45Vxtm3t8NWHq7zp5oTbH0vYOxNQH2tzz2MB3/Eij0Zjnvd9coqXXlrllde3eOJkny/e62HjGrs3++zdKtix2TAzERL4EcYmeDpBKVc24muo+IIo0nT7Pq2uptvXdPqKTk/S6UGnb+n0DJ1uQqfnLvRWD9Z6gsWOYL5pGRtr8ZZbFnnbrQMu3VNlabVBs1Ol3Q1o9zzaXU2nV4C7N7C4VTamN0jwg4Z5w+tfE1104fnXd9qdJ6+56uL/cwH+8Nf+C77vVTqd3r9YXVn9+bW1ruyFHt2BpNsX9DKQDxLH5AOTHkxDuw/tgWClL1loQZj0eNdr5/mem7pce4EmSRqsNOustiu0u25J7fQUnX76u/vQH1j6kWEQWqLYEMeWxEBiAAtSCTwtqHjQqEnGG4Kt04Ydm3tMjDe56wnL7Q/4+HKcay/wueqiFg8f7fDkgQleebVHUFvhs1+v8LobAiYnlvjM3ZPceq3g4/eFbKnW+I4Xt/jMvZaamuDW6/o8fKTNkwfHuXZfhasv6uMHy3zxIcXdj9WYqgXsnNZsmRaM1yWNGlR88DyLku54JokgNhDFgigSDCJLfwC90NLvm5wougNHEu0+LHQki22IRJ+bL1rhDS9u8a5XJwzCMZbW6rS6FdpdF8S6uyyOYQru/sCRUG9gaHVj/KBuZmc3/fvx8fFfGQwG/d/41Xe/YBh7QW3C6YmBjsL2z3fi5Z+RNpS1qg/CMZJAIoRrwhFCIYRAygQlQEmQyqK1xVOGqhYsdmt8+Es7+dIDTV537SpvunmNK87rMD1RY7lZo90L6PY8ugNNb6DoDxSDUDCIJFEMcaJIEjDWXfVSgqch8Cz1qmFyLGLHpi6x7XDwTMTH7/V55sgYU9Uq116oueWaFl9/usmXvzHODRcGbJru8bkHLSapMjUWstwauIsG2DLRYXUpQIkKN125whfvqXBqrsrrb+gSJ8vc8egMUVLhuos384Ybm+zd1uSeJzWPn6pijwXsmJZM1QW1iiDwBVqJFOQWY50ujxN30YaRZZBexP0QuqFb/VYHgtU2SN3nqovWeMstTW67OmJmrMry2iRr7Srdvk+7l4Fb0evLlLUF3b51EnIQ0x8Ydw8tiVHML3XkSod/ceUVM7t+9d/+8CP/33/8qfdq/cJA7X/7X73jzvdx6Z4dtHuDd4vk8deZ6OTNvoz9eq2C7Mc4A1un4JZIQAqBFBIpcGl2JVAqwVPgKwi0oaotY33FUmuKD3ypwR2Pt7nh0iY/+Jo1Lt7ZZGaiQhRX6A0C2j2fXl8ziBRxLIkSiTECY4UDt7AEQUI9iAn8CKn6LDQHfOoByYk5n6OnJrFRhf07PC7eo7jmohbCW+DRQ2Psmq5w2XmW6ck1lpsVtk8rkIbP3hcQIKkGlu+8sceHP5twbjFgdpNiqT3gqSMB22cnufb8Re5+vMk3nh6nP/C5aM80V+/pcvmeFofOrnFi3vKNp2ocPVkjEJJAS+oBVEpMbi0kxhInECYQxoLOQNDqC5ohRCZGqD5X7GvxQ69uccMlhp2bPLq9KRZWao6x+z7dnpM4vYGrTXcrKo65BwmDMEmB7cDdS1eL0CgWF7tB59FjP/Iff/tTa3u3Buo3f/9Lv75nxwne9Nq//3cX4L/0u5/i5be+kS9++b/9lJc8+e/Pmz3bqGiJrQQgQsAihEUIkEIhhUVKF0hJJVBKoZVE6wStBJ42+NoQeFDxLVU/YaIiaQ08Vtam+OjXxvn60z0m6j3eeVuTfZvXiCPNBTssF+1V9AfOLUmMxFqn1pRMCPyYw2fg2IKgFxv+5Ms11joT9Ls+01XFtinN7q2a87YLLju/SSKX+d1PNeg0x7nhYs2+nW0eP5bQalbYuQ/q1ZhWWCHwJViL73ms9eH0vOTCPQGX7Otz4GDIk4er3HDZFD/6+iX+4LNtHjjQoNPTLDcbnLe9wqU7erz44jbfeWObZm+ZP/5ylW7kc2re44ljPr52RABgcFIrNoY4hK2bQy65qItJIvZtHfD3XjFgvKbZMukTRlVOz1fo9nx6A49uX6egVvQGMr1DP7RO1g0S+mHCIDTudejuvRB6kaAbCfpGc+ZUkyN/fufEW29r/IfXv2xf8obveP97w9U/xp98+989gLfmP0hjk1S/+r4P/eja4oO/9l03PRJsmvLpdsdIHS/H2jnALVJopAQlJUoJB24l0FqhtcTTCb6X4IeWYGCoeJZ6ZBirwFRV0AklrV6Dk80Gv/ShaUgiJDGXXdjlol0hg1BgTYK1ThZJKZBS4gc+Tx7xOXyyQtX3qGvJTF2wb5tk05Rm26xk91bDhbtXiVjmv32ywckT41y/3+P8nQapW9z+cMBkzWN6AibH+tSrFRTOv271fJY7huWmZa1d57Zrmzx+MOTIGc30eIXrLpngR9+wwn/7BDx8uE6nb1nraOaWx9g6XWV2asC28R4/9/d61CotnjtleOKoIggsUhmkSHWWtVgDYSi4aFfMVfsThNVEkQ92kn4YcG7Rozvw6A00/YGiHzrG7oeC/kDSCwX9AfRDwyA0DAbusR8ap/HD7F6AuxMJ1kJBOzGYVo/7HjjVeMOLW792+vCPRv7k9//ee/6gmrz7R77n7w7Af+V9n+bnP7DHu3bvoz+0MP/Mb/72H5/0Hn9ygl/6Ry3272gjpEFK6+7CoKRFSQ8lLVpptLIO0MolOXzP3QeeYBBKAs8w8BOqoXWaM3bW3kRkCGMYRIJ+LBkkAVFc4fCxBk8fsiTWVR8CKOHkjqcEgYZGABdvgkYVJuqSyYZiekIzOwm7tw7YNrvGwK7w3o+Pc+ToBFefp9m7XbJv5yoPHhlwam6SF++XTI4ZfN2jIj2UxfnqBjB9VloVzi5qbrisyiXntXjiQMDMuKRWaXDl/oSf/O5V3vsJw9NnGjQ7hmZLsbiqmZloMDVeZaIRM1aLmayFvPb6iMCL8FSMUu54gisAM0YSxoqVFUUca8JYEUaKQZQ+htLdI+maQyLBIBT0QxiE1gE7ZexBZAkjJ0kGUcrqEfRTcLdDyWoE7SiBXo/Ld6/y735yhRv3nw0efjb4zW98/QPmppfs/sN/8IY/jeqbv/9vP8D/4I8+x87NY/rRg8/9/Q986sxvfPXRNS9Sm/jMAx3k70r+w0+scfH2NloapDAukJTG3ZWH0hatFForPG3xQomvSwD3FWF6cqLIEsaGMDJEsQuysmxfnNh0ybYY44LJLFki0sBVS2e3BR4EgaRWkdQrivGGZHIMNk0m7N7aZayxykfvjrjn6SnWlsa4bJdizzbN+TsHCLXGR+4aY1NNMTUumZkYcPeTkjPzigu3QpQIztuU8JIrBhw4PMFyU7DSbPDWl7V46ECfo2cl9YrE98a5dB/82x9Y4u5nenzqzhmW2rB7U8JqSzPRUIw3AhpVn3q1SiUwVPwETxtHCNKCsI7IAWPc6pEYSRwL4kQSxYIwFkSRJIwEg9ixfRjDIHQBahgZwtAwiF2g6t6z9KMU4FHG3JJWJGhG0BvEEHa4fNcq//EnlvmOaw3d7gSXbjvkqYr/W2cOVVTE+b938uBn4137v/NvN8BXerE4c2DuHz74yKFffubZ4954xaMVa0Ih+cx9il6o+K6bW7zj1W3GGzGqW0VLg9IJWhm0TvC0xgs1vpb4nmLgOUCHvnAnJhKEkSKMIYoKyy9ODHFic3AnicWmrG2tAzaAkgIlBVoLfC0IfEk1kNSqgrGaZaKRMDsRsmmqDXKVP/uq4sNfnGamUuHy3YJdWz12bTXs3rLG5x4xrKxWuXKnZGJMMjkWcnzBo9XVKAVJImlUFds2x3zjCcNayzC3HHDpvhovvarJHfcFTNYhCHyUGueyffD3X7OAJxf4+N2TPHumwpZWxMx4zHhd0ahKalVFNdAEvibwnIevJUhp8++IdRe1sYIkgdgIkthdcHHiSCAjiCg2RJFJycISpatiBu5BBP10ZeylkqQVC9oxhP0+416bd373Et9zc5eXXQmtToP+ICBKfNrLxzyv5v9abcJ4UgbvTa+/v50A/8/v/yxxYn76qSef+8UDB0/WJyqKfmKRQtDCZyAkX35Yc9/TFZbay7z7rV2mJ2I6vRjdD/BUghd5+NrD1wm+p/EjQ+BLwlARxoIwZZ+cjWJBHCt30hLrrD9jSYwtWLvE3ELgbDaFWxl8qPpQqxgaNTfYZ3aiz+bpVe49EPL7n6tz+OQ4u8Y99m0R7Njss2Oz4PwdHYS3ylcenmQyUEyPSybqlolGj7GGwfec7WkMDELNWjui1U1odhSLax7tboPbrp7n8/d1OXyuQTWI0MpHiHH2bZe84xXL3HDxHO//7DgPPj3J9rZk81jEWE1Qr7gLMggkgSfxdGodKoEUxYVsbSpZbOH3J4khSVP9cU4MGdAdoN0qaBmkoB7ETpL0YkErcsDuhzGm32es0uLdb13mn72tS9UPaHaqDMKAQeQThpow0vSWj9fbXe8/7NxzsVo+9ZH3TO/8X1dy+78E4LGxKOG6hf7Rz/7X2+bOnB2frEIYOytLCdBC0JYeXalohZr/8hceDz23xttf2ebV17eYGg/p9Cr4kY/v+QS+xyA9QGGkCH1FGEuiWBJF6WOSAjxJWSoRJIbcArRWOGxbF8QKmUoT5QqpfM9Q8Q21Sky9EjPeGLBpqk2r1+E/f0Rz+6PTtFt19s0Idm0SbJ914N6ztU+jtsKHv+Jz5lydS7YKJhuKybEEYwe0ewItHdiMdSw+XouRKma147HWgvmVKvt3VXnHbWv82Vd8Ti54eDpCSQ9rG0SJ4rKdK/zCu1rc8XiH939yhnOna2wdh8lqQj1IqAZFfOJpiVZp4JzmE9xXLy50d+GDSQxxusI5oDtyiBN3zqLYWY2DJGXtGDqxdMCODEk4YLzS5rWvWOX7X9nhlisMUtRYaVYYRAFh5BFG7vxFsQtk4/bCeGzrt+3ftfqe++54Dze+4t1/ewC+tLRKtRK845Of++q/O3fqxKyWCRVfuCAyJk3WWDwp8KSgIyu0Qs1n7qtw9yN1XnVtk7e9qsst14RMNALCMKAf+gw8jzDSRLGXShJFHKsU3JI4EcSxJEkyvSlSvS0wI8zt/HSDUuApg+c5DVuvRNSrIY1aD6XafO0py8fuGePOh2fYUldcuhW2TEm2zPhs2yTZPhuyb8cqDx/u88m7NzHtK6bHJGN1yexkn4OnLXc/EiCtu5iSRCBQ3Hp1xN1PhCyuVWh1EpZWNdtnG3z3Szo8dqTJE8/OUPNjlBKAh0lqDAaK7ZsDvv+WVbZOzPHxe6p84/FJzrQqTAWCsYql7hsqPvg6Qas0Z5B+33Le2maSxTjPPGP0OAV2nEBkHGFECQxix9jdWNCJoRcZTBwy7Xe49SVrfP+rmrzi2pia9hlErm5lEPqEsSaKNIPIPYZpYNsPoXN6/jX9/ux/PLt2wb/58mf+W3Lb6//htzfAjbUIqCwsLe36jfe+/5LDx+f2hGFI4MnU9nPMqSTIGLQAT0IgHZv3YsVK7POxr9e4/bEOL7q4zbvf0uGKfSGT45ok8en1fQaRRxQ5kMeJIkpcwiYxiiQWxMY5B8YKjCkq72wObufYaGXwlMH3EmrViGowQKsB/bjPUycMv/3pCR49PIlOAvZPWzZPWGYmFJumfLZMS7bNRuzd1mZ+rcUHv1zHRhW2bhKMNzTjdctYLaSXJBir8KVAyJTBjUJpRWwM7b6h1U1Ya2vOLVW5eKzBO29b41cWqhxdqKF15KSN1cSmwiCStLs+L7m4zU0XN3ni2Cl++1NjHDjZYHGlSiAlVU/QCCwV7bqPPJUeezl8vmwK8Dz7mbo8Tt5BmAhC44DdT6AbWQZhjLYhM+MdrrygzT976xrXXhjTqHmEgwatbkAYeoSxY+0oVvmq65671TZOJEnS9+bnV/6l7x+Ou9GmX/7kR3+3/6a3/Pi3L8CPHz1Eo1G/6JlnD9137txZL+y1qFcVcWLTVLs70Cp91BJ0DL60BErQU4KODuh7HithhS885AZgfsdNTb775T0u29Nh10yP8bomjL20Q17nS19sJEmiUmBLjAGLKMKYFNy+ZxzD6QRPR3gq5NxqzKGzhq8/qXns2Bj3Pz1BHFXZOmbZ1LBMjQmmxxXTEx6bpiRbZ2K2z/aYnFjhI5+He5+a4MrtgskxwVhd0qgZGrUB7STE9xQ6dlLBWudgMJB0+wmttACq2bGstDQLK2PcfEmH77hxhT/4dEB9WaJE5ABpNFHsM4gk3b7HzESF6/e3ed+7O9z/bIvHjnnc90SDUysVDixVCZSkqpw88rUl8CyKlMjTw5IxeWKdnIuMY+4wgV7opEpkY2wc0fD77N/a45I9Xb7nlR1ec0NEw/fo9xu0mz5hnDF2BmxFFGui2NmUuZSMZboySHrNgVDeyr9B22RubezXfuO9v939xz/1k99+AD956iw7d2yt3H333d9z+1e+5PX7XVkJNFFsXSZSWlTsaiZU4lhcJ9bp3wS8GCrKUk3SpVAFDHyPZlzlz+4a40uP9Ng53eP1L2mzZTJmz5YB11/URaCYnpJoJUkSjTESa2XK3Nm6nCWPDFa4poDewCB1zDee1Rw5J/nCAzUOnW2wtlbFF55j6ynDeM354BMNzfSEZnpCsHkqZutMj22bVrn3aSdNto9rZhowVteM1QTj9RgpQ545oWh2FTvq6XBbC4NIsnlacNHuAV9btDR7lnbPsfjSWsDc8gRveckCTx9f5sEnZ/GUBRFhLcSJk2j9UNHra5odn8lGnZdd0eGVV3dZvm2Rw2fh8w9WOHI24KEDNYSnWexr+ssKKSRCiFSTixTkNgW5JbEGmzgXa2pswLiIuPaSHns299k2FfGGF4dsmRJMjSl6/XFW1nwH4iSVILFOZWN2lxvcXZwUxYLEKDrNNkKLX3jty2+QV1/74l/5oXe9tT8+sfnbC+CbZ2r61Mmj//rQ4aP/7/xiKwe3EBYhLUqkd2mR0gFdpw28XuLKUv0E/NhSVYK6EfQTQV97DDyPZr/KEydiHj8+jTAROzf1uXpvj/F6wi0v6rNtOiKJYqxJT5wtpAmpBpXKEhq4/4kqTx+t4VckjxypcXa5SkVrxnzJ7inLRMUwVrE0qpKxmmS8oZkY00yPw+xkzOapPjs3t0hY5cO3T7C8PMblOw3jDddj2agZxmoR1kY88LTP8orH+VMuu2gtDAaSTROSGy/t8bVHE9o9Sacb0+ooVtse88t1Lt3X412vbPLAs1WOLY+hhAGitMbESxM0gu5A0ul5rHUCxmoNJsf6XH9Bj5sv7XNuuc+Tx1pUqglPHtU88ERAYiVCCvI67dxGtGANGEMSW7bMxNzyoj6TVcMVew07ZgVxojGmxiDyWFp1q6drDEmlYsrWWVyU1fnEKVs7aZI5XSK3KBOrEVFHnjx59F+OTWzRY+PT/xaIv20AvrzWZaUd/vvPfvHudx8/8qRfDXSmx4lTcMUCpAKZOP2tpEVLgTZuGfQSS5S4bGJkoJJYaokgMk4LDnxBmHiExiMyljPNMU4+YJAq4QuPRtR0jLHGnSTrutVFdgaFdHcpMULR7HjEoSbQkkbFcv401H1Lw4+pBlCvCGoVRaOqGKvpPNEzPRGzabLPlpk2sVnl1/6iyqOHptk1Y5moixTcgno1oV4Jqdf6VKpVvDTQE6ksSIwgjD16vT5rfcNk4Gq12z1Ds61YrfmcnBvnqvMG/Ozb5vlPf6E5tVYFkWBsjDEQJZowlmntiKLT13R6Hs12QLVSo5oGy7deEeL5IddfkPDWl/bzRJoQJi+NyDRcRg6JcVbjREOhpE+/r1la02nFpQNzHCti42KfOMkeM0C751nQn4HaAVq6IDYWaTBb+PIPPvS4b+K1t4+N1X/prru+Gt9668teeIAPVr+Ep74WPH5y/NZzpw9XpIAgUMRJkX5P0kdlbApsF6k7K8+ilfuynskieOtsK2PdQUqj/Mi4ADI2EAaSpC6JjSaKA5ZClwG3tsgbCOHKU7VwK4aXZiu31C3VSUugDZVUm1Y8QTVw91qgqFU1jZpirC6YbBgmGzEzEwM2TXXYvnmZ3/us4eN3bmLzuGamYRivuYuhXsUBvBpybsVw6ExANXWQ0vIQEiPoDzQXbIvZMj2g3QlcQ0cvodVVrHU0jWaFsdoEb3vZAodOz/GHn96RWoYGY+LUs9YMwqx+RNLtK2oVTTXwqPquaMz3E3wvJvASKn6CFglKJi5rLCxCmiGfPFv9kkSytOImFhiTPYoU5JLYSEwK4iTJAJ2COgeyY+rYpI/5z0rATnEQJYI4Njz97KldV11762/PNes//oefenDwQ2+8/oUD+JlzK7TUZG31xCfee/y5e2+qej2ElSQJSCFJUnDH0iKlITEua5hIi1KGJAGVgM6sqtS3zko9kxELK3+d2VtpZs7aDNzDny8rr5Uiu7Cc5+1Li6fTuhYNgSep+IJK4BIm1YqmXhWM1WC8njDRiJkcC5md7LBtdoXHj/b5o7u2U68EbBkzjNcE9ZqiVhXUq6mPXh3w6HHBwwcq7J10f1+kFG4sdAea6y6y7N/R5/4nxumG0OsndHqGVkeyVvNYXK1SCSb4vluWefCZRZ48tgV3yRoSkxAbmyZjXD1JbyCpVQTVQFENDIHnpQA3eNrgKZcdVsqkUtEWTF46bllCyCWFRO5GmTTVn5iSFZvI1HkRacOF+1n+OgXzaG4iLoE7TixJmnE+M9/Xp+948AduePFN5ge+55U/9Y7+WterTLwwAB90z2GipX/69fvP/PDpE2sEvk/gQSxdgiFJRM7eRgnixDjQK4FKBImyaOO+nPOtXZ1IkjAEapNmIZNSHUmerMgswDK40xOWW5Npckkpl7XUaaeOr8H3BIGnCHxBxVdUKpJ6RdCoWcZqCeP1mIlGyPREl63Tqzx2tMs/e/9mTp+b4Pxpw0QNGlVJvaqoV6BWSahVYjxvQC+0aKkJFLnmzSRKFEuSxKPhx/QTQ2cgXftc32nyZltRDQIqfoPdWyL+8z9c42ffL3j80GawksQkJIkhjiPCyDAINf2BpD+QVAMIfEnFt/i+wtcWXzuQa21zgDs3y5akSgnkAGn+wGYAtyKvaSlqW8hB7s6byK3GnLAygJsC1Plzk4HbZVQB6M2JcOngDx85ct6RKIr+w/8MRv+HAf5nf/Ep7nnw7I4x9dx1dnCOelVjyexAB6pYgjLudWKEA72yJInBKJEC25IomyccXHZNFFm2kldrU9a2aS2JzZ4PY7sAuHTNEiq94LR0iQ/H3jKtTJQpGKSTKBVLvWJo1BLGahHj9ZCp8R6bp9d45HCXf/nfpzlyeoq9k5bJGqnmVtSrknrVUgsSGtWQZjfmE/dUsYnGVy6wFqLwnqNYooTmjTe3ufvpkFa/kraAJXR7inZPUutoqn5A4I+xb0vML//oMj/3B5JHDmxynr9JnK0XJ+l4C8kgUvQH7jsFgSDwBIFn0+/rgnqtLEqlslGASGtWBMNAL5g8S/FTYnNnLeaAz0mpAHX+OvvZBsA2GcCHXgseeeIYnd4Xrnvz6y7fcf89nz19w0v+x4qy/ocAHg0W0P7s9icf++qvP3jf4nf3Oi0qge++gLXIRKR+t/tSSqZXr0yBqySJMfmXy8BtSzUjZujRHdDMziocEluwDUU6OstUihLAlSzqMzztUtmeJx0AfEElcCPWqoGhUU2op+CebPSYnWw6cP/+FE8dm2XvtGSmnjBedYVT9aqiVmLvWjXEipC5lTGkcNucyKEsomM0Yz22TFq0ienEgl5o6Q1cM3S7K6kGiorv4XsVtB7nst0xv/z35/mXvw8PH5glsYooMcSlupEwNAwCRcWX+KH7fr4n04s6K8RyAHfHxabHqgzy8mcdATppZWJmutisHIISs2evR1bjUl1QdjdJ6XUGcAPdZpP5+fnvPnjKJi9+yev+8ckzi2d2bf/r7xL3PwTw1uoJPH/pwpo++5ap+jkUFRJjSFKmNtISq/TKTR+NcRIhOwBJmojJvmAO5uyesnQGdFtmbspFU3bojIhcd4vUOBFFtaCSaJ0BXOB7rjS2EliqgaEaJNQqCfVqzFhtwHjdgfvhQ33+xe9N8uTxWXZOKmbrhvGqoF6T1CqKWlVSr7jfUavEBDrk/oNwbtmn7rs8gBDOmsuXeyPp9jVbpwSXnd/hvqcbdAdZO5hJg05FxVf4np9q6Aku3Z3wK/9gnp99n+XhA5uIbcrkiSVKXP17GFlCX+L7Mq1NkfmKpXUq0yQ5yDOAZ4VZ+dEUJemXyUKc25Kdk8SKFOjkwDbl12klZwHs4jxvBGyTsblRPPjUHJt3L75lZsux9zab7TP/Wxj8iccfYqU1tv30qUO/fObYozQCqATGRclS5FerSiCREBsw0kkLNbKUGQNGiWFwp8/zstYM4LijmzNKwTEp65TYO/V5lXSySCnycljXNAG+Z13dt+8KrKpBQrXialEa1QGNeo/p8RaPHOrzz35nmmdPbmLbhGZTzTBehXrVVfEV7G2oVRKqQYTvDXjqiGZxscp5mylqQdJr0qROSm+gOX+n4LJ9Xe583NANJb3QJaF6fUOn56oDfU/jaR+takhpuHTnKv/lJ+b5J79tefi5TURGM5MYB/AIwsDVbgeBcQBPVytXgCXSe1qnIgspJzKwp+AevWWkkgE9k42jKX9j01hpKHYqQF08L8VVSXEBZDUx1liefvwBLtxZ+eULLjj/LQ8+9OCZ66/767kqfy2A/96f38Hl4m189sAvbKN/5loTdYm1xlM217xZwGhSNlfGkuTMbTElFs+udueKZOzGEGO7dHvB3NiSFZieifKyKksxQJ5QUuldg6csvrZ4nqXiGwLPgbsSxNTyQqsuU+NtHjk04J/+7jTPnnJ24GzNJYDqlbREtaKc6xKYtOEgpuJHSDWgE3pI5Y6NUqQsXgAkSbKmA4+6HwEx7TBwrWKhoR8mdPuSwFdpoOjhaYNSNaS07N9u+f/+4Tz/5LcMDz23mSjx0gZjS5hYBp6lEpc0uGfwlLvIs9Y/JaXLTaTHKQN5+Xjmaf2RYL6QKyXpaLJa+wzEGdhtOhy1xNTf4jExUAkUc/Or3HnPY9e2+/Pbvu/Nv37Gxp9H6Nf+rwF4VXX4k0PvmzDhuT/V3cP+7FRAFBuMFSXXJAsQxZAmS8pLV1IOGjN9zRC4y1q7nJXMmTvN5GQnI7vnrkl2T5dhrSyelwLcM/ieIfATqn5CxY+pViJqlQHjjR7jjRYPHoj5qfdu4sCpWTY1PGarhvGKpZEyd62iqFUU1Yp198BQDWKqlZDjc4YPfrlBUAGv5FRkH9vawmJrd33e8eomf3RXl4WlCr2sDWxg6PkJQV8W5a/aK9l7lgt3wG/8P4v89G8mfOOZTfTiCrOJIEwMNQ8GkaXiWwKdldC6FUxrkwJcuGbudKXLyMHJqQzkAoQFW1B6RjBl2WjywN+WVuD1K3P2WOChbDAU+EhSYgsjyZHjR/zvfcOOj0T9z34XausTZRj8jQL87a+6R6ws6hsef1ZsirVGSoMQRSQtpXAyxIjS8iOGAhBjSVl8xCHJQG2E87RNobVz5i59luxwlwOjrOYlC3AduNN6F21cy5s2KcBd4qPix1SCkGolZKLRpR91+PyD8Et/soUDp2aYaWgH7moB7mpFUamoNDHkAtOKHxP4MYEfYojpDqqM+wItXYOHyEPg7GJ2nnIUaxp1hRYD+rGhF4m8kTcYGPq+oecpfE/ia4VWGqX89KKx7Nsq+JUfW+O//GnC3c/McKbdoJ8oxj1LwzeEiSXQliC2+DqzSG1Jh4uCwVOnJ3ssS7/RW3FOSo5WHi8VoC/Xnhfn3JY0ezHLpQz6pLS6Lyx7/N6fnt771mj5A7V6/0X8NdL4f2WAP/rEER47Gb7OrP3u740FixOhrOY9foUnKjCJwFhZNBpkgLe2ALjJWFsUwWTJKSlH7OuYuwTw/CTIohQ3kycqdQoyW8xLfWBfO3AHKSArfkitMmBmosNis8ev/FGND3xlE6EdZ1NDMVs1TFQtY3kK3/Vq1gI346QauHEVlcBdKJ4ecPsjHonxHFumtTdCFt+jaB2TRIlCCo/brmnzO5+eoR15jKcsXgndNKqMwT2lUgZP2VVYrBFcvEvy/p9t8se39/iPH9rMuZVJOmOayUQxFhuqniWIbOqHuxjE9W2KkpuSSrsywEXK5mVGKYM8Jx9bkNGQVCnVndtyDsNmZS950q4M6nLAmlhnSNz18Ana5k+3/PrP/cBrOmvHPluf2Ps3C/DV5ZNYk/zUwefCbTdemCBFTJRIp7ltytyJdBIlBXOSJQeSwkPNZElmMRVSpNxSJp6XucusnZW/5uyd1nm7JEZ6ErVxdd/a5GMmAi/Gz8Hdo1rpcvsjho98bYw/vX0TRoyxqSGYqaSypAK1ikhBLakEikrK3hXf5CtB4EVov8+XH5rAJB6BIgdNrmuLmiaXwk4USmpefW2X9308pBv7jsUjm3e09wbGaWftZsMoRc7g7vgIJsclP/TqFlV9jr/8WpfbH51hPq7S9RXjsaHmpUyuwNc2jUtszuLZhaOkKCV/0tgh1YJD2c4S62QsnoF+1PUqWHw4Sees4SwjXWLxfIVzPwsTh5ndkyvbjhw5+VNSqs/+jTK4DZ8EqX/kwCMffRFbegih0TpBCEsiTV6vYKTNzf/8boVzSkwJ5HlQmbG4GHJHrBUbAnsI4BmwsWn0n2bmlM2zdEPgVq4mw/cSfD8k8EIa1R5+pccff0nzSx+Y5fjqFJ5XYXMVpgPDWMW47GTgxqRVKw7c1ZS9K75NA1S3IlSDkJWWoRv7KK3wpcldiiENTrG6xbFiEPkEusfEeJfmoE4/km5qlG/xQ1e77qxNVQSHwm2mRVo/YoxgoiF52yva3HrdEr/8hwM+9MVZVqIGvcCjHgkanmuCCJTIQe7JNPFTWvnyQF2UjnWJxUfJvExEw+dxmMELdh+Wp8VrMVSGkbltsQElFHc+mHB67fEX/YMf+J4fuf3ew3/wypvO/58H+OLiMsKf4Td+7wM3ba8fnb1qbxNjAoxxV7o0AmUtxpjUNSl30oghJrdpA0KR/i1qHoYlSanUdQjYNj/Ajl1KQ4LS4EtLN/xGZ3eduJY0HeP7Eb6OqFYGBH6PZ08k/OXdVT74+RnOrE5Sr3pMVSyTvqVRMdQCqKcFWJVAulR+IKn4zjuvBC5QDTzH3o16ny/drTh8tEY1S6hk7kQJIZkkS9JCpTDSXLIPbr2qzUfvmqZd1TRiNzxzEFr62qA9U9h8UpYuHDuUmIkTydbxDr/wwx32bYv46N3jPHl8gr6u0kk0dS2oK0ugszkwaRGacsdTiyKOyS5MKYZt2HVMXgZ4+gWzFsEc4GXwj9QSrQN8usrHpX8TG1hekFxy6ZHZafWVm770xR/5g9XlRSanv3ny51sC3ETLrK2c+gd33PHpH2yINQLPEidx2hJmnDSxkiSRKCuw1gHdltvGhop3Ckswd0gYdkrIWHwjcK+bflWA281ScY86LSzydIzWCb4XUg1CfH9AJxrw239R4f2fnWF+eYJIVRmvK6YDy5jvgrMyuB1jq7QYS6Ts7cBdSav2KkFEkkQ8fdynGwVM+enyLzNQiKHvVg4041gxpjSX7gn5iB7QDjU9X1CNUu0cGbzQpIVSEiUFQrkpXCI9hU7bu2MeJ5KxmsdPf2+Ht79mnt//bIv3fXyGlW6Dng5oe4qaFlQVBMo4oEvrcgXpZ85BngPcDtuHIzQ+FCuVGXwdk4uR1+vBnrO3FfljbGFgJY8eGHDvI8kPvultpx84M7f2/v8pBv/IV57lgw+eX3vF7O9efv6mJ/1AShAONCYFdnZQtSoydEMMXirUIZcjGWOL0pVeFCMN0UNpWSzA7e6yxN6ugMhVymmVpMM5YzwdU6mEBHpAsxfzwBOC3/vMBF95ZJLl7hiVSsCsD+O+oeFb6r6lGjhZkjN3oFy9SiAJfCdNKl4Bct+LqVVC5ldjPvO1KQZofF0Cd9ZYlGnwfDl2lXlRorDW4423tHjf57osrtXoxYJB5Kw+PwIvTPIEjVbKOR9CFr976MJx3U21qmLLVI+ffkufq/ad4X2fGeexQ2Msd+r0VYDnKypaUpXgK+uqLNOS4izDOQzyEtCLBYnRU5bLSyuGmZvCHjYlwGfPy2yd2ALY7u58qNPnPD74qSP+Sv8Ll/+zn3hHzdoHukK86H8M4GvLS2z2HvuOzz0Q/eOLZw9y65USa1U+DsxYWQK0LFWdyRJLl0Fd1tsFyNcxdgnY7jhaF+SMAlsY1y0kDbIEbnePCYIQ3wtZ68Tc/ojk41+t87kHJlhsNlDVCmN1xYQHY74Lwmq+peqT14Vn4HbSRDlp4luCFNiBn7kxEYE34PEjkqVeQKAlvnQJHlVa6jPJPNTRnoi0A0YzVRVce36HT903STf26MeCSmTxQ+ffa+2CTTVw7O0uoKKTuFj+0+o+K4hiTa3i8V0v7XHrNSt84YE2H/tqnXueGGehXSPUPl1f4UmJLwWBBF+m2lwUlmvG4lKIdfUq6wLQoaRc6TuXLsIssMzS/SYFcmKdDo8tRENgdwmkkIRKcJibr5z5x8ng4Tu73c7H/ocYPOq30UF99uH773jTpz9zgqN1zc2XNxmv+oSxSkGscjDnvZBWYHNp4qSKJZUsiCHNzRDA11NCXtmWBZMZwLPkibSueF8alHSF/L7n5ELgRSw2Y770kOazdzf4+L3jrLTqCL9C0PBoaMGE54Bd9SzVDNy+oBIIVx/uSyqeG6hT8cnZ2wHcODdGx/heRMUf8Ln7As6uVpluCLfk5y7EBoFZLlEKHT4zofnOGzt84uuRA3gkGHgQxG6alBcaZ+2VyhAcq5ZATkEkSdqEnf3+emXA21/Z43U3rvCpezt85u4adz/WYKFZI1Y+PV+7MXlS4EmJFo7RPUnacijS81Bo85FSoNK5LDT5EMgzgFOyS0ssHWcSJQ9MLdjE0X4cM95o8fqXrLJ85ihf6b7oTa+57VVfW1ruLM5M1/96AD+9sAAq2js91f7Bf/LmJ1FBi/F6iBIGD421qsTgDuzuwMoCzCmrD7E3lGzAkiwZCSrLZa9lWSLSThSZsbZ08wx9LyaoRMRRzOlFy9MnNB/8/AT3Pt3g3EKdJKigG24DpzENdZ1Q89xc7Ura0eMYOgO3q8hz4BY5wAPfEnjGMbeX4HuuduWpY5Znj1cQ0sNXlDKOIg0yC5ivA2Ga8IkTzSV7+lx2XpsDZ6p0PUktThy4FYTapsFzOrVKSiRZUka631625FLicWUBmjj26IUe1WDAO28b8Opr1rj36TYf+nydZ05UOb5QJe4ExFXNQGuEkKh0LruW0tXUC9eZn0sXNlQqlE9pXrvCesY2FIB2pc8ZqLP2wwRMAjYG4zbM+uDnavT6TX72J7o/SLzwW4N+a/GvxeB33flVfu49H2OiMa3q3mH2ToW84tqESs1gkxBtY6xxvXluPIMq2NvKXJuTShZKJ5QyyClAPnpohnzujL2zAZ3CAVvrBKVihIqZX4Hb79Y8e7zK7ffWONeqcGKhBjpANTxqWtFQlrq2VHUKam2peBD4Ip0xXoA78F0dSOBJAg/8IfZOCDyT2o4x1eqAI3Nw/GwVJbWTJ7K8tDOilUcCrLwVTHPeNsuFWzs8dXSKbs2xeKDBiy1elGZnlckzkK5+JHNpZH5MjS2kokvCpa1miSKKPYLQZ2Ys5HteOuCGi5vMdZp8+RsBB44HfOnhOvPLAVZ6RFKDUoRSQrrTRpbKl4iiOKsM9PI8xBGQF4xuU588o3tT3EnLT61xwHZlhgjcXPJOP+GmyxaZ9m9n7ugh1e8tcv83vsYNL77lrwZwrSz/6gdfvvmZg0fe//sfnRMfeG6a932syvYtET/8+h4X7YqoVw07t0V4RiJSFrcpG5XBnjN4SZ6QA/x5wJ0HMwVrK2kRacOsVQnGGhYX4eBpxZ/fWeORQwEnTlZpDwK6SQDaR9Y9KkpQ01BThopKQV2uJvSEe52CO0jLTIMU5DlzZ/UrXpIytwN34EdIIppdSWh9lwqXxg2/FMMeeJlhbVaWkLWBJZIo0QiraNRDYEAv8uhrQTW2aRlsmpxRxjkpee2NLJUCyAJQ5b+RyBzgXpyOUY48fM9nZjxk60zEZTsHtMMux081eeyQz5/dUePAqYDlRZ/YamKlMELlDdwuPeuu3qLBW4yczeyJLV7ZlM8zpqYEblM8V8agbMLO7RH1WsLFuyJ+6PVdtm+JmG5IHnrinHj88IvfPzXzstuiuDn/V2bw/paXiUHv4X2Xnzd3/s+94yS/+N8FX7q3zuNHK9z9aA0lLXt3RHzXS/tcf9GA6y6PSIxzISaqQM7g0mUtczCLXJ4878ImTNpulnV9GwaxZbVjwYOTZyR3PejT6is+f2+VQycqdBKf2HqgPNA+KlD4SlJVlloGauWcgiADd9qu5nsQaNf0EPiuPNWxtyDwIfALGZOBPKtlydyTM0sJH7t9jIVmlcnxTLMOs3eJ1IZZPO9vlAwGHjNTije/os+dj3Y53azR9SW1WOBHECqLjkFHpNKMQotTGgWBLEpb0+RJ0UrmJvTGicLTBdA9HeN5EQ0dcfUFMVedP+D7Xt3juROSL9wb0Boo7nywwunTPmjJclfTj1QKaInNlqjns1cKa6W4yilJEQzCWiaqCXXfkFjDdVeEXH/RgO96aZ+9O2KUgEbFIgPD5++t8fMfMLzplSvnv+t7Bvuuv+ilC6wTus8D8O2qXV0YVD70ua89UBv0JfcdbEBNY4WgFbsP89ghn8efrbF1NmbH1giTWK6/OORNt/Sx1k11nWpY9p8XUQnS75CfYcnGNxc4hgPBEwcV3YFEa8lTxzw+8pUKVkiW2x4nTwXEVmE8D6s0eB5SaqSUBFJQkSmopUkTGq4Gw0/T1F7ei0k+a7wAdyZLsoYIJ0scexsCnbJ3CojAG3D3E4o7n6ojfEWgstHFJfdkhNhyF6lUm5N1pg8GHrdc1uclV7b5szsn6MYB/RgCDWGczpLJam1SB8lJBjmi8zMmF8MBbbpaxF467iFReIkmjmPC2EOrOHehlIq5cm/MVfsHJBhOva7DSktgheAvbq/w5FEPrQW9geLJg5pwoNKamw2AXgY3rtY7CBw+JhuJq0A0lu9+2YDrLg4xCezYkrBl1kAoscZNLAsHEhlZbjjf8PqXrDIVfLW2e8d1H4KVq4DuXwngzeUTnD417//+x8c4167TTYybypMvLQYrDdZLONMMOLPilpaHnrO87zOJ+wKxZftMwquuHzBRN5jcEH0ebKcokBLWOpJPf6PCSkchpJM8JBqEcm1BFQXSvVbCRf2Bgoq0BNLgp76uVwK2p1Jgp83GnicItHCPadeLn1btuTY2J0183zrG91PWTn1vL5UnYRzx9AmfVqdC0JAEMi2wyu3Mch1hca7zoqssd2AksVGEkcfMpOSyPT0Cr+dqU2JBELtAU0e21I1jXP12fhFlIV9mxcqiii8vn0jyWvRYSxJPEicJsVKoOMshxHkuQcsEqZxDtXtzzHnbEoQ0XLe/g7WuoG2tI/j0PT5rPZHOPxTfIvJ0n2mibrjtupBtM5Yk3X9MKocFayVJ7BF1Cqlrcsnrgt9/+mbJ0mrCytyy3276G/65dQC39iyDfu+Hjx94YOri7ZbWUU0kBJEpaaaydpIGvNLAnWzp8Q1nVi0f+lx92BQdRvUwwDMZIyUEAjyJzTRf/ui+nE6zboGwTnqkSQo/3d3Ay9LQyuZdPFk9tOtyEaXtUBy4M2nie5lGd7NT3CxDk45fSNJZ5W5Y54klw1cerIHy8VVqD44EmOuN43J2T6QZO5kO1dHEicerrx/wJ5/v8sxCnbbnUY1doZSXFkllf0PklqkpGHykLMABJHMvhJsJbkzu4OhYEWcbDqgEpZXbhEA6kLstURLC0CCkQQk3cMnJSEPNN7zzNQahbJqzKOltSF+Xv3x6ERqII0XYl+kMSYGJRA7i/DE3KbJciyRONIMw4LmTDZ78xhNT3/mGi3746cPLv3Xp+dPfHOAPPHwnJoneOb/25FhX+gziBlXp5pzEFoxRjqFz0JoSeE0pmLCgLPjw/LRdAnmq5XJEZNSETIt/XFJaSzfXxBcWL8+8OVbzstrvtEw1e+5p8m6WjMU9LfC8rGdRpbtHpLLEd+D2PYufdv34XpJ63omra/EipIx45rjkyLkqQuk8QZLXiZTLTtOvOlSPkXUwJUVdSpw4Ft+zZcDFe7scmB/Qiz16WlBJ3BxHnc1ZV5ldOlwXDzI9BaK0WsiiuUBn/ru7a22IE5kCXKITB3CpkvTR5NvKyNTJyh0t6UDd65vCyk1BLsjqZOzwuc6JPHXUUgCTmxGUTIkM6OTmRWZPe9qAXObc6mNjp09veqevvd/6pgzebrUxxvg/918/JL9wZ4WlvoennZrTWaZJitzHNKRXFZTsntIXKnesPi+ws/+IYoYgaTd8+jzLqnkStHAFQVkhky4BXKkC5MVd5JtX6fQx66r3PZmCvAB3cS86f/xSk4QLxhzAIxvxjUerLK9W0WMKP0tzj6a4N/j2QyC3JTfFSPoDj6lJyYuv6vHlBwe04yq9RFGLi5VJJzadWFtOfJmhQNMdeVFaeDOZYvLAMzYCL5F55aUDeFr3IhVxOihIiuyxyEGUjQA5lKvIAF5koUvffOj8l6dpDQF/yHkr1zIVzpwRcOX5ERfuXqYxfUrO7PqHfrvdCRuNIukzBPAoCgF+bcd47fqa9Imkm06VV/9ZMNluuhRjdw2lKsH0wxfPvwlvlxIFGZhVlh5OgSyFTRMMaWCVdeuIAuBKZqMQ3Ml3teBiCOCu4VikneWjABcbADuVJ9rgeW5feCdPYnwd4euQuRXDw4eqWOWn2b9S8VcpsCx74Dm4c51cHl8s8tl/NtFcuz9ierpLa6lGN65SUwIv1eL5INNsLDUGIaR7zP+SHEqsFfUfafZZu8I4o9xjotw9VtJJFGWdREknk2WP2W54WetcuWwiY+2iOK4guXLcuU6tlvMiWRIwe8+UwE4Z7AJrfDrtCu1k0/VjW6NfA/GPn5fBu83DAFu2jB2V02OGQeyGX7oMZNH4mxewI8gG75RTstmVaEa/hMi5uriLbApVWl+SvpeBOu/SKYO93HMpHLBzoKfd4l5ayK9z9nYBpWvZkvnd6XEK+9AzBNkkqJS9vQzkXoLnxWgdIWXIXY943PN4A1HR+CnAc/87v5fav9YxeMHehSfukjLdns+LL+/z8mu6/NGXQ8IkoJtIKmljsZag4swHT7t8YrMuqZTJFUN2DgVFaap0bYVaOE2uBIkWqMTNrlHGoBKZg1sNbfeYgj0tmZClYZ5iRJ4UF/rzU17O5CWwMwTorF6pYPUsEzy/Krj766fkd8hjW0aXyxzgzfYa2h/ff+rQ+3cm6hhz3TqxcT2FLu9UrikQQ7KkDOQhUTLC4mU/uAzuvL47L4MtpYFFlvYuLf2pVHGdLQXYi3EI2eyP0hyQtJu8mA9SgDsPKnXRcZ/P8ysxt6djPOUYvJfE/O6npwlFgJYKP6tFL+VAiu9Ytu+GdXh24pIsrZ7aeEmikdbjx9/Q5hN39FlNKnSTCtUEvESgE1Cx+5tRJlVSuSAYFQIlJtcpi+u0OVy7cQ2eFunYBtfGliQ2zZZalJKpM2SQqgRuKUt/t0jKlUuaNwL6N7utlyrFajdcu+Te08oyM9VksXuc+59+Zs8//7G3X9LpNJ+p18eHAS6lhyeTH/nYnfFL/vAvNd2upu45xiwvK1maNX9dQrXNrsBh0h4Cfx5WZAU7ZaDnFWsMA11k8wVLswaH7mKIvfM2rGwGSCpPtJYpyLMu85IsSYHtleb4+Z5jcc/LdoNw7O0FIc8clZxdroDyUFI4/b0Bc+fhhdj4eNhsPkzW35q4rVjcSGKPrVMRF+7s8sDhGpH26caCihIu2JQO5DLt+5TxSAY4T5QDNmXyvOCp3COb/n1lHHNrSKRBJSLvbU2yv5FkI9+kY+7cErXDDF6qH89GNP9VAF6wecrotixbyu8VlDHTUPzwbSusRs9tspY9Uspn1jH4ubPz+L7HyoJkTFRo1O26wZa5+VN+XY4tv0U3f87eJW2ayZPiYJRLMwtwl4doFhk8CsmiRM7iShWDbfLtv1OAOwbnm4C7aFAeZW+tXHAZxhEf/Fydc4tVRJDJk/JAy1IWk+FV6/maADJHJWNwYxRhrNk2K3jXd7Z46ncbdOKAvgroJa42RWffPabEpCIN7AzOlTL5mTGkRXBkAWdR1ej8cidZdDpez5GHycdeuxJdQ7nJJD9X+XgMO8zgJS0+ev6/NcDLQWgJZyX3JcLS7XvE4TgN7ZlnnnnamKSf//85wA8+dSdKSSb9M2yZhLWOm9Gd128/zx//5pDeAOBDdlYZ3MNlmGWQDAFcFnMPZYm9lRQpaxdzCLO7yka2Kelmo2QA1zYdJVFibq/smBQg99L9fKpByMHTcMe9NSLho6QikAXYhsAth1nclhozR4OloQkEaVdOHGuM8XjlTQN2fbzLsyerDLTnEj8yjTNiRi4qWzrOKcjTGRzWluxDW8yeSdL5j4kBnQ5o0kk6v1BJZApwJUjnqBTBdE5EuZNTyJIykzP0uf4qIC9zNIU8KamG7NjFRrK4rDm+aC8YO/voK6w1XxwC+IOPPscv/NSF/NjP/Gqg/DkGsfuRVhRB5IgLOFTqOvRkhK7zlzbtzh7uCBmSKUMMXmZvsZ7JS8CWqtitONPf2SxClTF3OlVWj4Dbz+/OOSnY26QJnQLcno5QOuTxo5r5ZgDKcxs8pR38UrCuwaHsg4+6ZeUpucaWRm9kSR/jakU2jw24el+PZ08MMIlPVwXOE8+SSiW70KXti0GaZCDP5Epe8ZlJI9Dpc53qc2Xc2D1tnCQZGtRpSqvUKNCHwE3ukZfLnstGw8b2IcXnHAJ89q9EiSBSzS4ElUqf5e5ZEq8S/Oy7/1+aywcYn77IAbzf7/NL/+3g2//003f/1Ge/cpyG50o0sz87Oq4r+8mo1bPezk9fi+JaLNdljAKgXLuRadhhYIuCJcsyJWNvWehulTK3p2Q+tk2rEeb2So+eRat0r3ddPBapa9e03OknfPDzEywPAkSg0EKgpXFBrxy+OEfHn5WPU6qUnbNhKLkqMvfDTVraOl7TvOu1XT51b59OXCFSHj3pWLyoSykHmqXgLg08XZGIwSKx2WN5moHKZIubl2JUCnaZShhlSUSxgUGu+0XB3JlEKYJOscFnGZEqOVEX7xewGl7xCjyKoVUQYLwm+a6bOsxuG/upf7Bw8MHBoPfHOYMvLszRbvp1Fa56O8YTpPSITTYXsFT4NQrm560rWf90tFl1SH+nXz4r3h+VJkKCSufmDUuU8vixskzJdLccSvp4XjrCLQN4/jyzAjNJYlKwJ+g0sePpGC8I+fBnAx58ugbSRyhNRdmh4FLI0RXJfTkxgvAhFyWv3x7ZSSHJ0vceL7qkx9tf0eb9n6litE9P+lTyRFcpAC8Dqwwca8A6cGeh/mgbobEpm0uX2EvSicBKOlYvwF1sCVkweGHpDulwingqP//r9LhlPS0OA+r5dHkms3r9CmcXNav90NstztVjl9NxAN8y7REEHvt2BCye9VhuC3oDSMTIuOLRK+xbALz8kYeW7PSNobFrG0qU0nyOIfbOmFsOM3jacV4ONEcHbw5p7rIkUSXPW6d+t3K2oFaucXlpxfCVexssdSoQeGgh8IUtxkNkfrQU61h8o1vB2uVgr2wZKhLjNlKdrEteeVOXT97TZ64VECpNNxF5k3B+XHLdmwabJdPQ5pocjDV5jUr2ObQtjbm2ImVvN2ovKQX4mYs1PAmrSDoVF9iwkzLsqgzHZO6N5wHUSEP6kKKwLhvb7StOnZOshB7VaU0UJg7gp8+eIKhu2b148tNvnB07hBdYotViRl3B3PZbA7uM7/yKFeu+zJAuFSN3SiPESiN9s+6V/MBmo5FH5EkhUxhmb23RQ6xdvjv2dnNUyiMnUgZXMb4OOTYvOHCsAtbPa090FnyNBsesT2Zlh25DF6U8LCnf+EnkBVgGzSV7Q/Zu6TO3UsUmjsX9pCgPyDKbRbpc5FKhOGmZTMlYXZSA7tjblICupQs6HXtnstCSjFxUGekIk04aFtZd6JTlyuioazuEkdwIHCUFWxYw7uAVjp5bhXxtQYTc98Rhxjdtf+Pb3/IdX1hcOHFCr3UEYyK88JHDyRs/8sWTLC7O4ON6EMsMZL/pEjIC8FEGX8felNqehpfz0WEzxUEsmDuXJpLUuhoJMEfA7Ua4rQe3zvetKSSJlz3qrC46wfNCIObuR+scmKtC4GrPfVnMPhltTxOlL/x8R65MGLlEGZIqKpcpYd/jgs0hN1/T5b4DNUh8YqXpGUmQrHdxyjrYMWPG6A7keb3H0BYlAiNTyaLSCzAFtUlXKFMilyLLLEoyJWVzKRAJObPnF9wQDuyGZPh8pFkcLzEU70lpqdVirru0w+TEES4975o3Qv83GnVzQgskgbbML9V44tlJNo0rqtUsg1gG+DALrWPs52NwRAH4jZg7/Xk+fD0FdQZ4lS75RZAphtg7CzwzHzwHdz6bMGvz2oC1U8bO5InO5Ek2ekJHaBURBCGPHJf8yRcbDEIfamV5shGwMj96I7cgJ6H8sQgyKRVelXY0S5uSx6uat9/W4877ujx8xMcqj77w6Yk02ExG2DKXBuVorshYFIGbyUd7GCXzVSW7cI0kZ29TkmIyPz+uarps8WbnE5HKJgrZUmAhW90Ld6X8UTcg8nUvMm0fJ4JqJeCa/VNsm65gEolAoX0ZI4nZ1LBctE3hee7/yMYdDAnqobz70Gd5foCXWZsRUJeZe0MWF/mBFDnA06HtopAjMgu0VBEUZYPnM+bOAa6yzvSU0dPZhbkkUQlKJ2lnS4zvh4RxwhfuqfHkiSp4HkKoojQ23cE5dzBGv9sGIB/WkOWxZuWZjrIUbDotPhh4XLo74jUv7vLMyRq9OMRITc8o/KQoZVAl1hRDfzrLJdv13WMpYytrsDIFu5RYVViHmbMirUAa97eS3DIUeYAphUCY4VVklNyGsVFaXZ5nxRvtiMpeJ4BItzHs9jVR5OFNVahNJwz6Fn34qU8T+Jqks8L5uyqstqwbam/Kh2T9FfStPoQQGX+PgHuU4UoBpSsBFyNBpiikiSizNyX2ZugxB3c2PrkEcl2aE651klqBZuixYHCXuTx8Fj5zd40ocuwtpXDyRAyXxmYbKpe/V2YR5UAbyQoPl4KKdSw+Gmw2Koo3vLTPx+7qceCMY/GBlPSSlMWNRRncjtKZNEhSeZBk/klKTWr4c+R5D+U+j0ytQyUFVjqlY2RR/yNlCnbhtLcsnb8y2DOmLeKC0dgkk1LrjYm/yi0L0MNIMr8sefbMEwR3nsKYGG3sAWLjMlS+r1wROUUaNz8no75g6a+L9W89z1X6zUAuCokis8i8rL2LHQiUKqzCMmtnTQBaku4HmXX3FEDXOpsQVbgnXt7NEufA1jrCUxGxjfnEV6t846kqVDUIjScFnih17oxmMNdp8ec7M2Io2WNHZqoPBZyJxCjFoOdx02Vd3nhrl2N/WmVgPEyi6AkPL3F2qsqYM8mOceGsDNNWcYIzza1U4Ysra3KwGyuQxgFdyoLVh0wA654bYREmPZdQtNWNnv8R8luHnSH2HD12JaJIAR6lu1ucXjnLwC64PoZf+UgdhMCGA6bFgKm6Stm0iFQFhfc4+gc3uuLK2/kN+99iBAQZwEd2FhAjjF32wEugGiq4Uq7RoXg+ctdOjugN7koVSZ1MmmgV4+mII3OCD3yhAdoH4SGkLEablXov8xOdsdU6NA8LhQzUIJwrUPJ0i/R9KemTsnhiNCbS/OBrunzyzjrPzXkgNVGi6EnpqgyzVQU7wpaj6/FwGbTLWouh19IKbGrHSulS+tIKJ1kkOahlWv6SWbp5jQqkYC/Oc3kibu6qlI5Z8TO70eEbAbjIWVwruGhPzHe8tMv4uHTbxHuRD0Ii4gTpuSIV6aKDvBx2I1dQjLxal8jJrs6SLi1AX2iyvF46z1wW+8SUWVuWl0ZVBHYqmwGYBpUqa1fLNj3Nn2cBpS1YO89aZpLEsXeWubQ65uN3VTl0ograAUnLNLgUpc8jClDL8vejuG90crITY6EI8jLr0Aw7KkkmVRJNFHtcsKvPm17W4df/tEKkIqzw6CcST2Qp9gw8RYnEMHu759YKUKPl0IVUkRasNU6KZNpbWqx0jF5OxuXPTek4yOLYDAW9o3HKhgxegElsgMLhKkOHBRc0TKCsB9airztPUK36ot2OaLc93J47WZ3EMOtsCO4yW4kNNHf2/tCXFOseiyt/RKoIhgGuygxuhxhcZcPcy/pb2ZK/bXJ5olXhdyuZUAztdCzuBSHPnhT84ecbROnMFSFdcJn737k1ln4vWZy44mreCOGlpZWifHUjTZ5JlKw+JVHOF6/6ih96XZfP3VPjqZMeyNA1SiTSyaeMxTOwJalUKYPc4vpm1zF59hnc8bUKpLVII1Gy2GJGCotINXg58CwcsTLY18vSDLgbSZYySY6SaEYMQyRhIbSSdlfT7NWp1eoiigaoO7/43/dt36Q+0Fo5utnN+XZfvJAKbjTYqEUnN3ivnD5XOfumP8tcDynT92TuiiiZTUsV6ZZ7Yr2+Vlm9dwbekiWoC5cky1huBG7nlgwXVLl7OkM8LajydYiSIe//ZI3P3D1OrCtuBJzUVJWlmo6j8JQbSaHTzv28PS7LpJayqkrKvEZd6ZLrk8usbHeK7Pua0nYsxYjovIsGw9RkxOKa4O4nAiwShJs8JYRr0F6fcBLDBCVEefO0MmeOFDpZ1gXHpQtiuDpyRIKNliWYkdeUhrSWJhGXtzrJn49sgVJ+nRjBIITFVcPxMyF7L7zp2mtveM3n9dK5B2pVeXz/RbtP02xvYqXpbACJwI6kTkfne7DBVUcqSRCZRzmyY9eILEnV0FDFoBCl5a4csZdYu9hoqrThlCwkitLWFUGloM72Zx9ib53kEsVLB90oFeH5ESfmBR+9o07feE6eCOXGUuStcsMdRplMGbJHRXFssudDUmDdcjuySUAqU8r9mkapXKpUPcX3vqLLh79Q59icBhlhhaJnNKp03F1ckAadCMSoXCnnwK3AKosqs3gqV6XF7eaR6XAJwlqscFLGZAkeOxxrrQu+2fj5MHuLIXyNwG40RgbrzsMgTHjgQAvbOLJ/vhnV9MNHYlZWQp59usPpM3UwVSpBMVxxI19SlP7qOs1d1lel/39jaTJcNShKQFkvT+xQcCnL4B4CeLbnjC2BO2VwZdAyqxA07gJQcTr7owgwjYr5nU+PcfCk69hBaqRQ+AI84Tr8y6PZRpsbhvX3BvqEjdmt2LxJDDVBOLCXZYokMW5a7P5dfX78DW3+9fsDkiQE4S6ALgKVB5zOIhyu91yvyXNmTgGtSkV2ShafU5YYVEpXKmKsswRN+p4RhQ43IwAva/JRC5nSMSzja4hQS9+gfJGM1y2T50eIYI0LL2qxZ2cH/diBOoeOTvPQQ1s4f5vH1JhBCJVmMcX6PzIK8CEmH9XgpddDZr/IE0nDJbLrNffo3pdSZXO37ZD2LgNclZI5xV49xoE4e1RJDmylYpSMUTIhqEU8elhzx/01+km6mb3Uzl8vrR5FmtoOXbSjJ29dBFU6hmUPulzAn494yDcaMOlg+Ow9B+I4diz+iht7XPHlHo8e8qARgdHEePSFa20bKqMtsWV5/chntitSV0fkYFfpz6W0abCZsrlI2VykoE+DSGvFOmDL0vk3oyw+qgQ2CjxLTD6sFtJVXrkNZKfGAr7nxRPs2htQG1fo87cIgkgQLSlqVY3W5JNLR/dIXBdMDl1pBeCzBEcO8tTgH2K6UlnpUP1JXrVmR+SJLbWr2XTozcYMrkbBXQ4o88f0vXRwvtYua7mwYvjQZ8Z45mjB3kI4d8ITpeTOUM3MSBA1cmI24vDRGnszxOTFjnRFXYocsg2TRBFL19Z2yd4B73p9h9Mf8lnoOC1uhWRgFJ5Ig7/8s9gSNRUiyY4wuSr33VpSyeJAbEvPHbBToKekZLIANMumrgP7KPltwOgbAH6YYIvnQhSbCM8ta+aXx2gxzuymBnpmUhH3PXZt9TF4JEk2t9n95nX2TV4nIDb8ALmnmem/IbAPA7lcaJUBpugWyRjcph54IVNU2tmdd5qobHc1m8/zyEBc3MtsXjQyqCyxo9xAzdsf8vngp8foRL6bJSE0UmRNxcKNLSv1i47aYIyAfZgZcjQVKfKS1TW8a/Aok5eAniiMTDApi9eqMT/whi73PR3w57f7oFKpIgQ9I1FJUWtfsPdoAVYB8/LMFmULyeJ0t80vSCVTaSIzO9FihGN6I0QOcpn+vcxpMpADf5jJR2RvGdhDGFsPdmthYCHpQKcH1UkLGvREw2KnDe1thmZXsNYWxHHRcLxOnoxeUWXbh+GrcTTRs3HNdwbwUjd9SQIM7filcAArsfiwTEkH4+csXrqXrMBhWzBGywjPDzmxavmLL9VZbvlp1tIDKV1wWa77zuXU6E5khXAbUigjBTuWvMR52InIAjvKm3eRbgljCsvQFil8aTRh6DE7nvC9r+5wz6NVTq0qkCEISYQrxsqlVOqJb1SANbS8lGqwFZbULk81uPt9zipMLU6ZMTcjOtyBPZeoNi28Gi1pwP1OGMZNmWQ3YvPshTUQJZZWJ2Z+acDs1oj6WIyeaLTRdoXupmX6pzcD2jFmDvDh9bYs8tkA1M8H8lG9VSzxpVkoedKgpLnz51mbVAncotDcmY2m5XpwDzG5zJ7Huf7WOkbIhK8+FHDHo1XX1yZ1GlxKfDHcNaPKn7UkuYZO2DfN9BRAL4N8dMfncvFV5qgYUwa3QRnl5EqoeNXVA156bZc//4qHSTKpohgYlbo+6R47iUgrwlOwixGQS0r6O2VymTF8Bui0K0jY/HMLgUvli6IgymbHKIu5RP5nKdeqCEHK7EX8NpTgWcfgG8Q1uDqqE2sxm9qGet+gP/1AwKFjNR59OODSnQkz4xKlZL63+ujVM3olrctgbnTCSye+DOAy2DM5UgZ+sfNu9rOi+TX3h1V5f8wSyKUZ0treSCrejSRLg0sVcWIRPnlXjdWmn9ecICVakBZW2VwmlcE9BHIxjOsNiGaExkeLroYTPesdlaJnUxqJSq1DJR2LT4wnfPetXe57rMLR5TTlKxQGQV9IB26KKsNMpKzv/HGxZgZoJYsVRuXgtqlMEc4eTNk8c1MyYrKZDjeuASIdTpWXueYBpyxKakfxNApqkUusEhYFeJ7kiv2K73zpgN37ejTGB+jZiqBbk8yPefjaoXqUndYxeAnoQ8Aeeb4O2CLTXmwoR3JgZ+9LW7IIC4APJ0BKmru0GWwhU5ISc2fP0+BSuaKq0Bh+80/G+Ms761AZYW9ZDPQZllZ2yAHKlv/8+GwA9A2JvGyIWwqGtOkcEzNSo1LaIj0xCpWOQZZGEfU1b3l5n1MLTf7N73h0k4hs7HRsPPoIVFn7YomG2LHIaOYec+aNy9xgQaYWohCOqoV0QLYp0LNAtNDh6TGzqWxJrcUhorQlvGU4GbGiN/LFs6cqLQQKQ83C0hRjUxMgG+ixmmJmUrNzi0+jplFaDE2zWsdEI3+sfAWVn8v0uQQo22mUgzO7oVRR0pZ+Xu53zIBNaV6eLYLIdHaeHpEjme7O7uVOee3HPHlA8+m7ayTSc8wtsuH6DDU1DJXGUr6AR4Il1p+IjeCdd9VTliklFjcU1XzlCkMrh1wVmWrxJElQJuaNt/T48Of7PPacwsqQNNVDJDQ9k8oUSno8lSiZTCKXIyVpkl58ShTXpBIOzcKClTYFOSWr0OaAFukFgCjkzPMRYv7eRqQ6chizl4mxxImrC19pSsZnJboi0DMTEkJJd4trJEgSm9YhlwKg8i8TGz8OM7YdPuFiGMQiB3gZ2HbIIizLklHmzrbtdhLGAV1n2joHfIm5y+xd8r61imj3Le/7dJ1jZyvga5CpNShFaRyyzWtP1pXFllevUZnG899s+UnO0EUNkMm86HKN+EaOilEYY9zODUYRRx57tw74sTe2+dnf8mjFEkQERmKFJETmu6NJMjbfKNgU2ZKSgjmFvEy7fWymt23K7A7AVg5rb6fHHdhtdrHIcnbb/W2Z/myoVoWs6lCMvB45lpZ8J4vEWPqDiM3bE7yaQe/Y1GfM66GjLu1ejbW2pjtwLUBZ08Moe6/X4HZkqR5duu2QFViWIrlkkcO6W5QArjLdW9qXRuYuihlyUJw8KXveyQioY5SMUDJGV2J+/0/rfORLDWKdShPhdGveklYuXBr5nKNgd7ZnWb+xzhcvI3x0JF65yCmvwciBbEvD32060N61mplEkgiFlNoFnlHC976my3MnPd7zJ+me4tb1nhk8BkK6Wu4s2htxVAqPXmBlCmCZ6XJStyO9IKX7P6VIGTwLLtNzWJYpNpU1BYMXc1OyQVZ/FSYfPZzGQJxY+qGh2TEsrMZMb0+QVYOeHF+lqhfQyWnOLW6j3ZvIrxglR35TCbBs8CHWB5bD49iGX68PKDMfXAwFmMPuiRvEXgL5CLjLOnt473pnFUrpAkw/iDhwUvGnX66z3PYgUGlgqREyLTsVGw+0H5Ipo1JtiAjE0ONGDG4zz7BUmlw4KkUwlxUkGZM2BpeTP8LJFGMMJlEkUjFbT3jbqzp89utVnjutIIgg3UEjMR49surCUQbPQE/KuO4zqNLnztg8A3QGdJOSgRAitwyldBajLMmXAtzllT6LX8rVhZkGL9mHGyE8vcWJZb5lOLjQZ2dzwGQ3Qn/87ikOHGtz+70zXLytwkXb3CZM5WVXMLw8jF5VufVTYuvhux1xG+yGweXzsXbxOnNOzJBU0VnlXV7+ago5km71rdNUvJZOmhgMn/9Gg0PHAleSKAsGV4J8e5Ty4P1Rv3uIhYaOyfOw9jBXDIF9nf4ud/ps2NIm3U4NRiKlzGdlS6GQiSaKE/afF/Ham7oc/kvPVYmKtIMYSYymL1zaXZg022xSkCuBLc3EVhmzQy5NVK67i8SQFNk1VDgow4xePlZlshNs2IycgX0o6WiHjjXpqqmVYMu0x0uvDdk222LL9gFjEwn62iuv7w76wcFpdfQyQku37+ZCe7r4oBvq7aH3hmt6CyYfYXDs8weX5Z3JVOn5kOYua/BS+WjG1DJL9CSFPElBnduCKsarxHziawHv+aMxVnqe095pYFmk5dPh+qKIFcoxQ/GdsuMwmikU65E8yuCjNmGJ1TMWN8bJhPJgIGsERozWi6cMLtNCrMgwVTG8+x0tjp7z+NRdEqoO3NmnjoTKmRyEQ20G8szHKxVoWYuzQtLvZVOWtyYF+hCgM9mSyZKC2HJiyL3yVIfnx8+WVsJSN37mtNjy++nKrwTVikbYBhVdYfu2Sw5u3n55V02Mj690W4sHZyfEu8arhnpN42f1yqUy1Vwnj6TQN6z8k3boPce6w8/zofaqFECqEZ9b2cLfLhdSlQJKncsQU1iAeUBpKDcyKBXheRHnlgXv+bNx7n687ua5SR+UD1KjlaAqLUGpsaE8+6S8bcrwbPJiTuLoQKKNxlxkHTBFZ9JGx9KOHNciGC9PdS1ej8wmxDI7ERNby71P+7S7I75myU+RlFee8sj+0WVnpLfGrv9HdoMfZSUAecY2v5DFuovd/Q8j74+UNRR/oPiU1gp6A0GYjDM3v/bOhx9+9CF9zcU+Ugrb7UpabTn0sYYcEGwuQ4Z+Vmbq9O9tpLfL7+dMOHKilCj0dzF/2gyxdsHmI8Fl5pTkP8sSOU53S+kylqE0fPAzDT765XohTYQCWWJvWUysyrdRGQkoR+/ZoR51VLIflCXLsM88zODl3TOGSmnNsJuyzjqURQ+nFBIjXeePjBK+91U9njzm8RsfUvQTWfqAwgWduYM/zOR56WyKpkxrK5xjoigVX6Xetk3PnzUilSkpm6cMnjF6xt5yCDvieTCVXni2kCxlzW6tc/8GkWG1aVhu+1SqsbUG9MzUCgjB9FhId8yw2groDWTuoIy6I6OSpNDhpfnPGy3lpeHo5WymHAV1aZh62fvOts0YDjBLfncWVMqyFVj2viMQMV991OdDX2gwiLVL6ogU5LiB71lwqVKJUnZL1teerJ/v8k1UyXoyLDGRzVgrAzbF3kjGCrf5VwpkN0czG4PsalSskRiZNicLizBuF7Q41gQ1w7te0+HhJwNuf9TNW3HZGYdKYzUDK5wW30iupJ9YZcFnmsF0H9mmMiUDeHqZpK5K5p7Y9E9mKfrcQiwfQzsS5+WW4fD7pNnYLNdihHNSBqFhsWmojQ2YmhIksUF/45mE7kBx9XkdLt4e0unN0g9lXq9dDhTLAM7+8LAuH0nmlKYrrU/olIAt7BDgh/1vMwL2LKB0G5KWmbsMbpkCW6adOlrHzPcE7/mjMZ4+EhS7JUvt2DtNyxfDfEqWYAnA5ZWp4EHWLem5hvwmGtw+33vr0vZ2XbBZ3LP9L1MtLmwKdGcdCqGJ+gmX7Yt49zuaPHHAY643zOIgSND0JQgrENbiZiUPg9yK1FERxeqj0rR9Dm7BUGCZB5s581ICdxkzI2RhR9wTIdYRrLuQ3ImwFqIYjizCTTtjXnZ1n2bXol/zoll8z+PUQsRffC2iKjVTDYHWpYCwLP6HAquS3tsgsBSsB/awRBndAiOTJiZPz4shB8XkLC7lBuDOs5UlFpfO+w4Tyx9+ssGdj1VdI2WWtZQat3syaccO+faF2RiIoVWoDItRmVJi9XKMWcb40Ex1OyxNhqzCDWtTCqA7Nk8DT1FIFCNSsAuFkQZjFYnxkKHlFVeG/OB3tfn1v5AMsgJtk39wEqPoZ59arge5EqWfGXLmVqlfngM8LYXOWD1L8pRb2cqJoHIQKUfAXlj1JUuR0uqJq33xtGDvdo89e1bpJmM8e3IXiQnRs3vfztTkGA9/9m4ee+oLXL0f4lrqIqQZxOFtMdbLlPX2oB0GxdB7I/OkxXBafnj/l2Fg57Ikq0GRI+AeScnL1DWRfsxjTwf8+ofG6IfpNg9pQmfIOSnZgRu1pA3r8PIM7vVg3pC4n0+7lBM+OehHtXjB2tY4RnSPAitLOjwrpRUSmSiMMBihSGJFxTe8+50t7ngk4MGnFNYXaRJI5BtBxBuBXI7446UEUPalLSLX4Jm1nwE5qy6UKdAlZQdlmCQyt6Vge1GweBmDuSMnchelEmgu3lPhuhtvYNvuWwgHLWTgBygVsHky4IIdPuNjgopfbO2RdawPuRmlWSTlMtbRir9hqVE4Ieu6xUv7MCo1+rwUUJbBne+h7vZRd7KkeK5kjBbOHjx6WvOfPjTGYtcHVQJ3ib0L7W0pD5MvZy83YmxKbDJahPK8irzE3LnrsI6xs/eyzVDJGyGyHabXT6SVJb+8PDBIklhFHCtma5Z//q4m5+0cgEnAxMN3a4gNDAwMjCCyEBlBbCC27jHbJTkx6e7X1g3Ld3eRPzfZz2zpeZpOT6x1/ya9l/+frMAs+7dFGt7d4+wxhji2RLElDA3NdsJzxwNWW3WCoIpSVXQlcJ735inB/l2CsUaC76Usm/XqbUBChegv2LrM7HID5s4TPiU5kttbIwGmKOnt3ElJdbccAn75eQb0GCkTdBCz1oV/+75xPnlnjdgr6+7M9xYO3GXXZCiwZP1Wh+lxGHq/ZK2J8j/8ptQ9nK4vbC+7HvAZc5bT+EOM7uRJYiSuyMkihKsbF8JiErdxiZaG77q1Tydq8tO/qljrptosK8Y2AqQmtpK+KUuSTGuX6sARaflsmt1M0/bu89ghT3yoNiV/nv2bYjW0ZelHQSTC2vIiMmQfihgGoaUfRiwsR1yzmBDF0BuAdpOfqs9NTySfuvLi4I3hYA1jFXEiieJ0Jp4tplyRJQZyMI+O6i1kyqjuFjId5SVHgsp0G2jnBZt8/0UlSltHyw3ArQxKFAGlax5OUMKVwVpp+PjdNb58f5U4G7IiXCMAqOdh72EpUu69HC2PZeQkUH6vTATfQppkQB/1fddnOAuGkzIFtiwYXOSJofS1kU6iSOnqyK1EJBrfWF7zoh7fdUvAhz8nMUl6ZZvIfVEDFo9YCgYlkFuTPmYXonGFU8oAJWmSJ31kai+bklQpHdsc6La8OqZEUVJFo5nL7NgZC3ECUWJIEkEYJ8zOTNLs8al6LXhuZbWJnprZztrZj5/Yuin41Jj039hrzhPGdVaaVZodnwECEkoDYsxINtMUwWYKcMf+JWAPVQwOB5ZDDD6kwbNAswRwWcpcyhK4VYJUhe7WOsZg+NjtVX7pD8Y510z3DhRpG5pInZMU3J4sNxPbIe976MKlsAfL8ci6gDJ/PSLQ1+O6lMQYZvJyX2RWZZjNI8lKaY0YnkYrhHQNwKY4rllxViIUAreJSRQZto3F/Nzfb9INJR//qtvVOv+g0iHVGk2U2pLgGhtIa1NIQayy51KgzHCg6YLMUgntCIMPMbodjtkouyopyEdtp8TAILY0e4KFtmSpnfCynVsZqLFP/eYf3XXip3/gNrdHT3cQI6WmNejy4S922bEp4caLoNkJ0oO/fo/DjfZcyYLHHOgCRNpDORRkZsyeW4BZkDmyyah0Xu5woFm4J1KUgkoRF/rbTzi5KPnwZ+ocOhpALdPbJd9bpLagsOuSOaMFVRuVxxbuSnnXggLF5eAzx/fICVqf6dvAQaEkU4bswix9L/O+R1nS48K4+d4i88WFCzgTKxFGE0WWC/fGvPMNbR583OfYonRSJUOocV/SGk0sBf3UexcmTf6kzcc5q6dgdlLF5g4KOaBT2bIBuHNGL9mIRaApcnAPyZacUASd0HDr9YuM19ucbe8g8GKSOALSTaiePruHRq3S+fiXL4z+8o6Ot3XcImLNRN1LG33tOvCu19clxyTvoC7AvN7/Lh6z91wlYRnQTr5IVWbzMriL9HyeuVQx8y3Bb/zxGF98oOrqL2QZ2Kk0kRDINGsphidVjW4nPrRijYA9O9LDzL2etb/ZLc9splZhOdU9BHQ2sAtTBs+YvczmJsnORarPhdPjiWtrJukaXnfdgMNvb/Er/12w0C19aAnFPrIO5O51VojlqDUrtsqK0iygTAFmm8U02edP14Cs82eU0Ue9cpHLl6LORaak42kIfMGubZq3v7zC7ISgOlOPtu+Z7MRRj59IvwadQY0br7rij70wfO9LLpzgvE0Vziw0aHYVSVIw0mgjQtkJKe9ZXqTQh1PsUhrXQ6kKZ2TUCiycEzv0uhxIFuB2EkXKVKKomEgZ/uBjdX77Iw1CO1zjnaXkwc3u87C5512exTI0DmIksZPzdKa3R4PPUVCLjXGeB5Uj8qQM6qG+zRHPPEvXr682dHp7uJdTlgqzVOqNu/FvWgh+6ns7/PB3t6lkrorNHmPntNgEayyRhX7qroQGIiuIrdjQQUnSi6/ssJj8URQ/N8M/L6brZr8ne52NMykyvUoKGlXJ1qmAgydmeO7keZw56793fOqaP57a5BUM/qaXX8af/9mHkFIOqnKNbscwOeaGWA511jwfY5eYu5Aj6b+lyFiWmbsoDipfIGb4sSRL3IWTBZSmlK1MG4dFjPAMjz7r87E7a4RxOhmz1IJWZm/nnIzMGFynvUfYZIS9ZQnEBZgLff7N4stRmTIMeLcm25ydCx2eT5zKHwsml2nSxw3aSUc1ZBLGSATk7ooQ2mnzxKCDmDe/osudDwQ88Ew1rwPPZEr+IY1yTJ5JkyyDmWUzjevcH5UslNh8yBsXoqgyteWalRJh2OL/k/nxdFNtXZBpWW3FGKPohnVsMDX44z/6MEK8qAA4wKWXXIzvB3esLJ15az/ggol6QjVwlmHGwKNB48YSpeScUJYpwwGlWxHMkGQpdLjLVjq5kronmcedsbgs7EApE1SQ8Mghj599zwQPPRuk4E4ZW2ZAlwghhrS3KrH3kHvCSBYX1kkVRFEcxAaPfyVkk0U4doTBS0VO5feyYDOtTXGd7OSOibACmabvpbF5WW32nrFOlzupohyCBpbrL474lXev8U//i+DRgxWnx6HIdGZXcwryTH/7JTCXdblMj62TKO7zZjXjmZ1YgLfYBqWc0h+Vh+ULxOQyzbF6FBkaY+rQ/osuvaPfH+THNgf4hRddiufX5LGDt8v2yoBa1ckGGN5ltqyjR1k8vxpHKgXL4B4GcwriEeekHFwWDL5eluS620sIjeD3P1nn3seqGE+5ryYyYG+Q1Cl16qgNnZPi+xayZf2kr7I8GdIlfwVwDwWZI+/Z8vsjNqEsJYNyTU6xQVQOfJEGm6kGF2T+uEUYiRAKYQ3CKmRkeclVA37kjR1+5j0eYSxccILIt7kvgzwRglCmF0AKbEyRzVTpgbHlC0C47yVNyVHJgJ7VwWT4giHNXdbm2ccJsRAK2j2LryI2bfHktddcJdud7nqAu+4Qjl+wb8tC3Hxqn6RFt1+h1Q0YRCpdktgQ2MWHympSSlIFm7N4fmHIEXmSglkMSZSSLShK+rsEbindjmgJ8Dt/2eBjt9cIdSmoHJImjiWKZoaS9s7uFGDesHs+a/EqXQCZLCna0/56tyLBsx7M60ppwdl3OXM5UAub7p+TsXkqbVzhlESkrC+sdPNJUlfFPdcIIMGiI8tbXtnjuZOa3/logzgRRSPmKMhRbiZ3Whpr00YIQxZM2hTMbkaKssMeedEMkQI924bQlqRL6qTkQWgK9OxYDWJY6wvWeoaZiTov37J7AThuSs3EOcAr1TFOHLv9GV3fcvy5I4Mb+701tk/HBJ7b3YshJh4BOMOMDSN6XZqSO+EAXoC5rL1HdbcpSZZRcDvHJDTwvk/U+aXfH2N+zU+7c9T64DLVgy6pU1QMZp3yGYgLmbJRI/XI1iSjTspQ4Pmt29YyhJe98AwcZfBnjQIF+G3JTRElrV68l9mHVhhXSpuRS5oAEsIgUOn5c48klm1TMT/3Iy2shd/7RINBwvOA3AIaYwQDkc5wEW7MRuaRW5HuEJFO97ElGWYQ6TCLQrrkMqQkXUTJSSmvrhboRQKCARdtWWXX9hluuG7r8a/e9/Vnbr3ppesBDhDLSwDmPvfQS8w3HnhCvua6mJsv89Ktsc26RM2oBMkYfqNETvnfS2mGAC6GZMkwi0uZpAMvC99bZo0M2vLRL9b4D783zkLTc1surGNuF1gW7G1HLMHM67ZFiTAMgXt0CFK5CKhg8f/5W7kRonBQStubpBiTmVTJkkFZgsWWCrCwJRYXObBd8odUhzvtnlmJAkUcWrZMJPz8j7ZYakr+9Av14Yh6Aya3SKKsHly62nWdgtgFnulsQ1kExhmYs8lXlmEpUvbEs1xDFq1o4U715gnB9ZdpXvOiBrv3XWh2XbR3bvSYDgEcUcVa+zNX7qreaFaqNygrWVg1zE6GaDVsB4pStnLYHx8GdDk9L4XZEPhlpySTJsMBprMBpUgDS5GgfMOhOc1f3l5jYdmDatkKlEWAKWSRsRSlRoYh7V1IlG9VFiuHcb0e+OUf8jzA/yvYK+utQbeMu9rnYZlStglFSbIYUUgXayQGSETmqMv0HDkJI6xy9R7WkoSWLVMJb3lllwce9Tk8J9KgM2FDTZ7+xjj9WeaqlH8mU5dFpvIkm5JVdNyXkkC2kIeUJEomXWxa7DczLhBxjUcPjNO2mx887zL/Z0a3Ax8aDLFv1yTnTjwaXnD+imJ62AAAMqRJREFUdrNzS43ZSQj8tJFXjwyzlMNp9OG0+og3XvK289EPpaRNVvaauSRDGjyTJhl7iwQVGI7Maf7t74zzl1+rQqUM6Gz8Qwb2kjTJKh0zBqfE3mI9kMs6PP/vyL/LpUjJQimcFVE4LSX0D6fg16fqh0pmy9KkFPAPta9RTgKN7nVTKrPN77L4eXmTK6PS5mVN0he85aV9/s1PNDlvSwhh4nxxW/LJTVT45qmbEduiEjE0OL8898hF7pfHptiHJ0m/S7ZVS9k/z7zyOBm+JwYGkWFhNWJxTRPUNps77nw6FGLzN2Fw4LLLr2LQ7334zMlnLrODY2OTjZB6NSLw47zGZIiMxAZMPuKalK3CUUlSPLcj2jvT3GZYmviGo/Oaf/Xecf7iK/WSDZgVUI0EljAyvH5jW/B5/e6yri47KyNMXIo5h4i6/OybkXa52GoI7ZTBvcGYN1IGN1m6vpiI5TKaaSuaKGQKZJWGLiIVFkTWophmoTEWISLe+ZounoKf+60Jjs774CXF50sznaTFVkiNRZDYQq546RfJ5JWyrvXNWYWpDrcjAWdeL+6+4Ohxi9ILxcV6CfvOm25ddtmlH67VauuO6zqAT05Oc/LYk//9Rddd/s/njz45NjU+QKvYXWWlYTPl+eFFs8OID56D2lCuPRnS3HkQajYA+Ai4A8PROc3P/fY4H/1yDZNXCBaNwwXYXemfFqN9lqOOycjMFjZO6oyy9rpiq/wC+J9T4xtKE1sGtyhZhRmT27zVzAHb5oC2dj2zi/xRuguj+Mu5uwKKBIPC8NZX9zAI/vVvjXNszge/9IFNdtAyS8fZsQbH4Ea4ojBPUKTvcbtOZNo8K8EVJaDnQX3pzxgLccr+iYGgbWn2LO+47JqVuYWV/37t1Tu+NcABdu7eSb9tw5W5iJOLi8yMG7bPKsKwSm/gE+N0Xs5PTvgNBZzOKiwnd8wIsw/rblcmm1UImhT0pQpBz3DkjOKf/9Y4n7izRjyUwBllbrmBa5Jqb0ZS8iUZkpX0lsFO6UAPsXOJuYd+VmL6vx6wyyXJmXMy7KaMpu6zH5YdFZMOmC8ak4viq4zNrXBN5VlwibUO7NZVIma2iYNdjBIJ3/eqLp6y/P/tnXe4XFd57n9r7TJ9Ttc5R11Wd5Es23IH23RsIHRiCIGEx5BGy8MFEkISuLQAyQVj40sPhBITSMAYF5qxwT1yN7Jly5Jlq+vo9HNmZpd1/1i7rL1njixXAbnreaSZ2WXOzJ53ffv93q+s913cxfY9bjtyYmsO0flSO5+Zj64d0PgvxNzcIm6eLyJnU7Vd71Bpyz3eEswGPosHZuirejjuPPqHF7TmL2wH95wAR3TNPrBjyxv/6+aTf/61795QXjzf44N/OsrGFRaNZjp9s1mEKg3yGPJg1pKrNINQmEpKCm4RgTvm21oODMGBb/60whXXlvFVtEBm3qk0AJ5Phc1kC9Iels9b8U7JVWSseM6pbLuGhwvszhw8xbQgjXK2L9ga694phYlkQ6FSBzNJsdVlbSIuilBSL7ONQgldLEF0Nw4NxzMMwHECXnLWLHdvcfjIV+3oIpqfOg/yeEiCaFcAuNH3CVV8R43aLgtjIsQBnxjo0XVWSjDr+Zy2Zj8f/tNRBrtDPPvEGcqTbxyR5dnDBvh1112n5vdXH1o0NG9rWOw9bsfekC/8sE7plQ3mdVlRk/OYioS56KaaE9QJXTEst45khoYVjx3OSC2xQkJbcMWvi3znqjKzgaVTADOAngPcnaiJ6Tx2AHwnALf9y0klZpDH5OKPJZZ05NxK/4GYkqTad2ql24JBxjGanhDREJVIhKHBw0OlDJCnASApI2CH2o4KUmseeCFlN+T8F01z+xabq24sE1jx7sztxPgi2k4rJVFC4EUh+kBFlCUOBindDMnUyWUEaBnVftpSY+34xYq3vrjA/Ho/LS9g2pu31WtaD8mD16pO17gjwEuu4F0XXr9vwbz6BWceO//G2ZEdYnlvjb37KxSsWcrFFtIOEgssMKVBOtCRrFMpOtASYYTkE9XECglsuOqmIn/72S7u217Q7aYyVCQP9iiVUmJ0hlWJatLer6UD3yYHcpNji3Y1hVglyY/HsuLKOCZyzDKYVxnotFf55B8zIXyVOJ866JKG8ON+KiLOG0dEVEXz4DCKKoam+C4UtHyOXubxsXdOoJTgJzeV8IlB7uuD41tK8s+KvqNEhQJPaF4eB3tspX8nFUarRaiIm0cgJxRJPXDdVSyq2zyycxCHJmtX96qFfQcusNRl+36z6+yOl7gjwE8+7dnc/8B2avVacPttt/Hzn+5iybBFwQ2Tqmcz3VXM8S9NpgpzPNzk3p3BLWWIbwuuvKHI319U555trk7gzqe+JvxbZlQTmw7W2+Decb5DBsRzADejdeesdAbPCS839swFcpXdl8k9Sbalud9tabOxsRRZWRFIcj/iML6ILLlCRE1/omy8UGqfQ0WcPMo6RBJZ8YgUSZ2uKiTQ9Fm3rMVH3jGBlHDVDUX82MnsNLlVfqMgiO4NgYrBHq3FGaYqilRRrIIoSzL67ZpeyLZdIZPTFkvXPIsVCzcEk1OTnL1q6eEDHGDJwj4Kxer2vQP21zcc3f3mkjNGb71Fudii4Ho4doCMZmkqE3aiKGFOPQlSeTDel7fcMiR09cX7wGfr3LO9ELU37gTu1KkUQt/K3Lxj2UZPOkmEHdJkTTB3stjGpDjkeJxOZ14bJw7fK0iLIkQHiqKS4EncZyWRCwFh6Wp8oUCp0NDEdRhShHFlgga9fiQK7GhyrSTQ8NmwvMXH3jmOUoorbygTOmT5d6yuJN89tsmWNvRR8lV6uP6OkrgVi04T9tGV+6GSOh4zBWHQQFjd7BuVX3eKvdtlszDntZwT4MVSjUe2/vrAvIH6ZSefMP/NrfGtOK7CsQIc20NERaihTh6OJLMc5ybVtuPnsXoiMhJhFtw4gsuvL/J3F9a5d3vOcmMC204lQdJkqhTcpuyXA7UB2sSaG/s0cDu1kc5Zc+O9zHyUxwTxHMA297cBmJinZtsrJ5zcqGaPMwvTHPI4KYqkOy1GGF8lVCUCfWLRARmrLLoQIbbkxy71+Ni7JpFS/17KpoOTabLqpIU+sQvpR3PBjq6oHV0ZAXhKt6oIAn3mlG8x2gA5ojj2+OVUal2XXfGT6w+c98IzmWtIDjF6enuZv/iEqx8+0LzwrkcEjr2X/p4R6tUxqqVpHMdLaEce3KauLTLJUnEkM0gKFTLgduGyG4p84DNd3LvdRbkyC+o2yx1RE9kObily9Za0Ry2TZsIGiDPW2gS1AfiOdMQM6Bgn5/He5lcaFltlduS3iTbrnjYJMltLZKOZ2opHVjKKGmYWtTLbwOXW4jSXDtd9V2T6vAnHLW3xsXeN85IzGggvKstRYRTdNPutBGQqhVQAKkQpRaA0mFsxoIlkQSWYCRSzzQZeY4rxqVlm/AlecFbAyuWtCzeeeMLVA/PmcahhH2pntedofnr9b2bcnpfcc3Cb39pz8FH3cz8ssW1vkXe+aorjlwa0PJd4DRZd5JAHt4qUFjNymQZxhAgQQpexKVtwxQ2R5X7YMRzKSJMSeXCnabC28S/Pu+NOVaaFTkBu6N5Jn5NOcmEHoOapyaH4+eGNSBJU6ZtlQ/X6mMyKyMK05rFyknc606zDREYMo7UdZMrFY/CLhLpopAkZGq+J1BZLBy9bAccu9vjoOyYIQsVVN5YILdJVY0WnmWs8VxKkRYimIxbRep5Rvgq+z6krDvCuV02wbY/gOz/v4mVnHds678Vn3zPbuGPm5A0bnjjAAcrlfk6fN+9Ly+tf3fjNHy+/4N9/CkKW+EZplgXnT6Gw9DqUVgAGJTGzA7U+nkYnNV3QFl2IAGkpQktwxY1F/uYzES1x53IoY8BbCfqkiPsKqugC5ZWTGNRzWO8ckDV4DY5N1qp3SpMVHZB9WDJh7nXiOCbP48SlmFPnc1VUdhLElUBtII8dxTTiGXNwpcKIm4dJfopuMSFAas6u34CkhC12TAFoBhy3tMUn3jWJQHDVjSUCiBxPQyMXKvrtIsqiooqiEJA6+hlE19aVUJUhXS688bkVTlzhctKqcQJRY9P9C77+knNf/SWlrnhMk/GYAD9jwzw2b70bt2TftG3fvlcs63+kf2GfZHF3F9t2lpjXO0213ADbNypwAkMWNII5wtS9NbgtFzwpufqGIh/83KHALcnKgtlopYXR26SDY9mWb0LsGLerKJ14elt24BMz0YdGeQdN3FRXksBPoqgYabLKyCMPIYzUuTDK5ehkzcNIUxcGpSGUCKkXt5Jh1Gcl2h7nnWhubmUq72OQf+TtEwBcfX0RX0qiZJT0SyUidxhZd62VE1ooaeFHE9QWilohZKhLsHN3Pzffoxjur/CiU4YOzF+x7qa3vu47CLHkMS+v9ZhHABdfeAnPPutVty+bP3yObO1fOdgTsmDQol4JqBQ9igUPx/ZxHC+zHry0DEseSX9xJY4QIdKF3aM2P76+yIc/X+eurYeSAnOOZVQ+5gqjK2xchpY8pr0FLWGsMy9zgZ/MyhUxqAWZ1S2Eri2M85PTnoXGtmi/Lm0zXguRHCeS443JJLPVREkOtMzRptghzh9nKEH59xdxNFBm/QiiwoRMC2yMydxhQif7MZ4IY2egGJ4XcOxqn9Exwci4YHpapp5eJucgN4tjKoNECkHRUlQdRb2k/ZxG00I6A6xZ++xr/ebMexYtO/Ww7MdjWvB4bDh2CUHgX+RP9hw/OzU13Fv3qVdaFAseruPhOi1c28Oy/FQhia12EsKPLDcKUYBte2w+eEmN624p8uhBe25wY/wzJcFIJ7UNOpJvv5bpLZix3h0kwcSKi8zvFwd4MgCI9uad0djtbJMOzdc5tcQM8pjbE8nP2NhGRzJqSrZ3oYg4umYH+eLltIBZswQBSiJUYFhyHc6XYRSYiZuZKJnNJDQfG9qS/9N7JvjlzQX+/pKazl1xzQin8SVECCKAQIIIUCqkgcOULyh7golZhTPmM9PwKdWGdtvFJRc5rsPhjsMG+PIVy/np5V+4cqhfvsmZV/kPGe7p6qo2qVemqZZnKBQbWJaHjNZujGdlNkcl4t8OPLTH5r0X1vnhL0r4oTw05ybvXOoP7qIjlhrYxrr2RDQlBrJZlhZvQ7WBO3E+yTqiCT7znLwDgA+buSRh+fZNitx7xcCNPoxZ0mbawpjmKmVq5CqVEC0zf0UY3FzfdVSkN0sVRtQk6r+GmZClHdR2cIvktWwFLOr1+cMXBhQcxfsurLN9rwN2B3Cr9JsKJbBUE2W5TAZFlLJRKDzfZ92ahTzv+S/cO90UP1m79LGpyeMGOMAxRy9S0q7e0pp9dP/M/q1dvfUpbGeaW+4L+cGvHDzf5s3nzXDKcS2EZ8hkEciRIF0N7g98vs4Prynhi8MAt8yCO1ZFLAE27a3X2ld3ywK2Uyu27O23M+/Wx3SC8KHcySdG1jMad34SRA6myFT0kEyCjMoSgzgu4MXcrh3MuM9KGN0FRCgjix1GEVCVaOOgUzFCg5OnjyrDyW1b8YpzZvEDwQcuqrF9jx2l2uZnt8LyQk5d3+TN583Q8iz+49oqN2/uYadXoelbHH30mu0LFwy/af5QX/DYV+8JArxQ6qb34Onjs72f/cMpqjfcuXmn+81rerj8pi4mJywCz+OW+yb4wnsPcNoxDcIY5CLy3l3BQ7tt/vaiGpf+tKQBa3VInEpS1aQhEYoE3OlKDHHpWYeq+BjQtEctgQw9SUBNOz0xj8V8bRzQxl+fKLRjp9L47eOnGfVEpGqLKRvGlt4QXRIqkmjoIrbiKrX2Is4xT4NCSRFzKFBSr8mJlMmtQi80paJ9OXDHltzXID//BTMIofjbi+ps323rH08YX9JXnHLsLBf/9QRrlwr8lstLTx3nqlum+dIVFezK+taWPTOvXjDcf9flP731cV3SxwXwvuHTaY79iFJXbfddD5dv+/uvi1PvedCiWnXo6YKRaZ8HHg748Y2TnHZ8Q8dYhUBIgRdKbrzT4cv/WeHSn5VSz64taNPpn0aOIObcRkBHZq23zAFadrDG5lpCh0q2InlMT+7odB3KgB8ero0X8Y+fk45NLp7XwmM5UeUstzCSrky6gmH1w0hulNG2UHNtDW6p141VIRKZhveJ6E20TcQpuUR3BYhAr0EuLMXrnjdLyxd85T/L3LzZpRVGbawQ4MF5pzdZuRgmJ7sZn6wSKsHLTp3htOMsHhhbettUcNzus350DS95/sbHdW0PS0Uxx0c+8R1OPuuvJ53iqq2uVXnzgV3bWNQNAxWolOHFZx7kZadNsnSe7rksbEEzlHz1R2Xe+ckubrjHJVkkMhOweewU2HgdnVgOtOPGmUbDeivzWhmKSjbwIzLbUjUjUU8y+0U6aaRI5pyQpjKSqilC5p9nFZV44mFMwHiyZCr9pchQKHNhsLiNsznJ5rpDdXSs40kaqxcdaVu7n2LM+tRixOYneWOVNRJR24d1K3xe8KwmE9OSux+wddlZfOHRtQYFq5e9Iz2MTpSZmC6w+KhzOXHdxjeuXdS8e8O60x+38XhcFjweJxy9gKHB3i3jIzu/f3DnvFdNjo9QLrksHG7yynMUCwYcvGaAU/LwFXzxv8p89Ms19o1Z0QpPcRN6g4Z0ArbUoRgT3DE1sc3mmLQXMAgjPJ/50enwoyePRi+TjAWPAGCE4tNWP+1W3xzmDcAcCfXodIHNneYtI9K9M1U9Jj9X6TaTaydVPqbjSUxVokr1JIoJIaZzGUYauK4/E1LGHfj1H01K1qJDSF9HbpdmLKFe2GBhf8CH3zaJYym+8P0Kvieg6PCLu7rY/KjDa053WTRQROAxf3iI4ebC7w8WV28Jg4NPBKqP34ID/POnP8lJG0+adCz7+v4u76iuir+mt+6zcqGiqxxi2x6FQoudB+ALP6jwz9+osXfMiriXyFpsObfVTpxKUp3bjouHM/ne7WtaWjJLU9Ie5Dmr3clSZzRxkbHwWa2bNssca96JhY16spj787SoY//xvDXtcA7El0jkrLzIHtPJOifPVZuFzrbIzhoC8q9zTocgszO5S4ho5qoQahXFhrUeAtixz2JitohVqtJXchE+tFoBflimXJv/g3nzBt+xefPmXavWrHtCAH9CFhzgpS95KaP77t5p2Qs23X3bVS/f+uAYjqNzu0sFn01bJB/+Yi+/uqfIdEukfyn/SyVWvAMXj/YmeSYY/QSNur10pbZsrnfiaMrcj2V8DzNSadLp9h8992OaI0/MM9vU3Ocd4hBTAky2RRZZLxeil5KJX6eOZZpRqHP3I2gl/Nvg3tLMUcltI+XvWn4UhEQSYsS9Q0SSv51EQol1cxW9l0p4eZwWFnowVA/44FsmOOvkJh/6gsUtD9YIqxaeH3BwPKRveCWnnPncTY2mt/O5zzuTJzrkEz4T6O4foNaz6l/c2uqvVepDqlps0lWb4s5tPu+7pJ+rb+9nOizrlc1CYdy/yHFvUynJKiaOQU3iRj2dys9i3aXNAibAVYe2hHmEmx81fpmA3ugRTm4iPMFrmVAOE91xnlLyXOReYyRiiQS8MYUJM3q4MIBrOpoiC/I5sxGNPipKJJmFSaeFyCnVEyI+XybHKaWvcbwan/IlLi7PP17xiT8/yMYVBxid8ZiYgWWLh9WZJ6/52jHHLv+XweGhJwPRJ59RsWnTrYRKFmru3i9M7rv0DT+6acy++rY6dz1QJ7AkXqtJxRpnYc8ME9OCXWNOtE6lQ2ZZkUzOiUgsd1xXGa+CZjasN9fUSUGfZg9mQvCm0pJ3IuegJ8kajAlFEZHTGtOTOEQfUxURrSuqncp0vzDe3/g75t+SJrVS6TZTJYrAES/VmB7XvjBB6lB3WP/IODbbF1IH5Kxk9Q2z84HRDSGuzjK3me324sQ6ES/rqHu427bP7nHJ+LRgQbdEUmWmUcS2FHc9FHD5rQVuvvco3nvBK29cMlw+JwhU84QTTnxS+HzCFCUeJ564kQc3/7K5a899f7Ftz/Jn/+uVu5fZymbFALQCwYwneMMLJrngpWPcdJ/N+y/q5pF9jjbLiRW3I/KYgjsGbRyhbM/xzllu07HM3gg6KghZPio68kzIOZkZbtNuIsSTNhe5lNh4Q9v7Rtq20B5nhqYYiVfZdFqRJmaZEiOm9dZvGSqVFP1qehGmsh8SJcI04gmAoZPH7eX05igYJZGWYsc+m/df3M3N9xf4k/ManH9OidnZbjxfMtjlc8ELG6w7emlj/fp117puoTncVziMK3bo8aQBDrBi7dls2TbasqoHvv22V/zqf916621uEC11t3aF4oJzLRb1Fyie2ODk1S0e2VWJStDMJUZSh9LM7balbuQY14AkIaAcoE160g5s1Q5y47g2oEb/tcljMaYMqpI/F/JAb0f9IZWTHKbz4fvMKSoFZZq3Eof1jVwVDI0cshmIcQWQERkFYzKEEEqJFGEyOXQDfqJoZkjsLYVRuY8SAmnGDsIQyxHcssXh2ltr7J7p4uLLJIEnWbekhJQKz4flq9a3Xnfu6f9cqLX+UYj6UwHNpwbgAPVSw1950oqPOOFOf3Z8ywcf2DYpFwy6HLPEYnKyn7GSIAx9woCIjjjRP5s4kSkuMo2bZNpRfndCOQxuHYPdBHHnKvlsb438czpMiAwwDY7eNinI7suckDzLmuDE8BoANh/b0G0em8kF7wToHL+OnU0T0BiTwYhcxi0kYmkvsfT6JpGUu4VES6pEnykGeeReEsaFyhFnJ3KGdTtngXAdXEr0FgT3P2hRki6DvR7TXi1cJFd9vFBb9YmRkf3+U4XLJ+VkmmNoaJiHt9/fWLH8qP86+5wXBL09deplhW1LWr5eGEmj1QZZAMtFSBtL6B4ZrjScSZEvPctq3Pl8746WG+a02gn6BImenYl25mhMFrciOSYLZ9o2dLTUhxgqd0KaC55OFbMBZ/ag6I/n9sUKBzkq0t5uooPT2da0cy4H1Fj0KtSLBweBhR9Y+L6N5zuEgat19FBhC0HRVgR+wMiYh+VU6e2pfejSy+/+5Cf/5XON/v5Dl6E9nvGUWXCA+YtW41jcu2FDz9ulkJ968J6r3e7KRKFSaiFFk8t/7XLd5m5EuYRj2RRkKumF0Y8o6JDymqEmKokCpqB9jNC7abHpDH7IHSvaj++orhjA7/Q3Hu8wQRcHYITxGMkRxDw8tciGJU+sukiWwE7fJ0s/4mW2db/xbFV+GlRSab6KMDrcGp9bW+iYk8f3TQtfKOzAYmoKTl0zwwvPnOA713Uz0XQYmfQZ8svKF73/+/mndH9yqH+m8Zxz3/FUQvKps+AAri0A/N7u6tcWLz1+8TFruj892K+8vq4J9o43+Pi3+xib6aJesuh3Q3qckJqlKErdYk0DO9dijRTswuDanSx3JiUWA/gxiPPAz0cjEyczR8iFaD/G9EQ7DfNu0OG4TKHxHKZe5Z+o7PmdDo4d044V+fGdIO9gxrwb0WbFSSx5PCkMydCw9Fnrri14y3NoNAvMNEpMTleoFsu8//VTLOkZZee4jyh00z+0/CuvPTP80A+umW0859y/eCrhCDzFFlz/oAKgdfuvP9169zf+6e8+9vq/PH775h3n/eDGLvZN9tNTtukrhhR0ewyavmDWV3o9GAMbMWAzNZSdWqvlKlySf7ngjvm+maw/E/ykj514e/Z7pu+Z+eBP5ciH3Ttx7oyDiU5vFXFovr2kLb4B5HsZKhV3Qczz+OirpSINEEfr9flxb5w4+ISCIJA0Ww4tX0PMsR38QNJVFrzz1SP86JaA85572sSbX/3aOzzPC//8z6pPNRSflp8kM/7uM5cSqvBdV19714fufuBgva9WYKCsqBUURUc3YByZkuyekswqbU1toYzys6z1tgwwd6q9bAvLJ8+NfeaxUhjPjX1mcpVxXHafSMvZkoQqc7uhe8f7Be3JXBktnkR3F21pBeZrlXkUyX5T4zb8lg4auLmko6mZ5xcIy3Qoa1u+Ju1Wlq7MoadAEDgcnKgwOl4kVIKi61Mtt6hVZumpjlLpHppwaqf/A4jP2N0XPG0YfEK5KIc7rrvqe5z+wvNvXjg8MNVdlM9uTR50e6uC3hr0dVnM67ZpBC32TLWYbElUvH68jOTBDHDTCp22KGZb3smhgG9k4iXgyN8pUsUkBqswwG3moiT5Jx1yUtJHQcdcFOaWLjvelXLH05bXEqs5Inu83pRxqGMq1uaPRL+djg2o9I7WxsjSW6B53R07oOC08IImO/aW2fpoN7MNmyC0tH0PFXZp9XSl5+gPSGF/zul5+sANTwNFyY9V88qqr6d+yeIu17uzwoV7dm5zBrqL9Pc4zO+H5506wf279/Ghbw7gixpKSmMFNM3Byf24ZtVOPv0jz8PzvDv5eTJcPLst+9wEpEpep+9ziJvgY0V+crsVWacoU+wg8v1QSGoG8lRFRCebjqdIclhS6iESpzTi2XEwR2A4qVnakv/AYXKN9PLolvQpFqf51PfqPLCtwFAtYLDPZl6vROLR27/KE8WV7xmbGf6y35p4vELT4x5PO8Df8kfn8sVvXOHPX7TkK5YMgv0D1sWt6V3O4iHBkqEGRy9rUK81EWEL0GmwjlS4RkMeEwx5yOSr0zsv/9eZM8cTAJG3XsYxOZLdMZo51/65PrfJrXPblfE58oCNP2smZSVquhQjPsvHo+MNTVxgTJT4b6L3gxEcyk8Y4yOY5xE5lgi99g6AZQXcsqXE/VsLrF/YwvND/MBi4YIVXrG24C8XLpr/r3v2jPqLV73k6YbfU6uizDXe+sfnYnv7va7eNV/duGHV2zduWNRcNjzJ4qERpDXGjfdKlHBwpKBkKYqWwrX1atyWpMPtsd0CmwpLm/UmC/R8aD5r2UXm/aH9GJMCZLd2GIewUYflAOUkuUTxyCkqytgXa+LtyolIJlWseGTawZmqSNje3DP9g/rcIJB4vl5H1fNs/MAmCG1UKHnWsZMI0eDB/Yqtuzyc0vxmsb787avXb/zq5i0z3sIVTz+44Wnm4Ob47qXf4v3vfo16znPP21TgTWOLB/c9+/5Hdrof/jebS6+p0qJKreDQUwipuIqCTdQUPV5NTL+PEGkbtk4JVW3OZAcnM3X4Ot0BUufRPC51Js0ccMNplCbPjnl8e8VPp3zwNg6cOy6dqJ16I2bfA+N1fn9K58zWFtnFbVOunu+jbjqo+sAg1AD3fDtaHQJsK8R1fE5ZO8HKRdNs2eNC4aip9cesfN8fve5Tl5x2+np1xrOe/0zB7ulVUTqNR+7/DguX7UE1Cu/84mXFD11/8z1dTW8bP7xpmOGqw7xyQKWgs+VmW4KxGUHDj9YaEDrxypH60c5k5HV2LPPOWlKMIDsdl92XdTbTLECz7CwL+qxSkiop0vgM2WzCzg5wnHumfZG2XHcjgzBxwGX7o8ioKLEByO0TpnqSy0CMHq1oGUg7etS9CgUtz2V8qkCzZWPJkHLRo7s2Q1/3KJfd6NFdGZwu1RZc/6st665s+d5nhrq6eO+fv/wZxdvTzsHzY9Hq8wGYngk++0cv94PTll+y4bLrHn3DlTf6he6CRXcFaiVJ0RVMNhR7phVjnsASgrKlf3BEB6tMO7/O0pL0HAwHzbR0dHpuWEvyx8zhRJqcea5EqcMdJpcGk5NHbDhHkM2oJhG3FtGxKrK8yb7o/HjZvoTDkzqcIgruxMsQW1aIY+uOwEEYsn+0xtSsS8kNqFckjh1Qr8Ke8WFk7fxdIT0v+8R7Tmk+3biaazzjAI9HpWxx6RW/vqi7/uyB+vCqVy4d/Hmhy5mhr2bT0+XQW7eY19viDPZyyeUFdo90YZcFBUslt8/2Osw5pLXkn8jdinPDmCUiN2Pyqspc974nfEs0nUPRtivh2YmqYTiSicISB1ryJxPPhwjoGI9xKB7SLMHonQhjIyESLi+tgHqlwe7RWf7v5f34s4J5XYLeLoemJxHCp7t7KHzby2ufqi8+417LqT5liVNPZDxjHLzTuPSbX2HF4mFv2aKhkaXDtRdOjOwUpUIghvsdFg/BMUfN8ux1I4xNzXDj/VUKjkXZVrgWODbR8uIdrDRZbTyvbQtyVCBHUVLqIAwqEz/P8u90UrX3H0zoSIdzHusfc+2jXfEx71T5SKwZqY3OSCZ79DIBMeb2BPzxZ1bYlqLg+pSK03zrF5Iv/XgAvymx0JTFkhK32EOh1P+PK5fJj+/dcdOm7sFznnYp8FDjiFlwiJaQU8qb11v7+knrjvpVT/XFrxk98PA/zBy8QyycN0N3bYZKMeTko1tYV+i8Y1sSKSwqaaMA2czSdlqSUz3MHz7ZlDWbInNCTqqDzJ2h/ewOH2qO0Wl3mlhldIzFsNrmW2fSYdPvlBYw6PfI0BwV1SWINPVVRa0dtARodrlC53ljYVt6qRPfV9z6mwITDZuD04Jtez2CEDZs2KiOPnr5h3925Xc+uXvkuMbLX/P0BnEOZxxRgENiORoHR0d/89xznvXR3bvmu+O79r4paNzV71jTBSkVttQcvGBBydFhflenkaMU+GF78lFq1bINMhNQ5jReyE4M81izXYT5+HSPtvlh8OyYLsWEI4H9nJPKWOcnIjIyVIQydw2iP6RCiR9JhVLodFgpVKKYeIFecXikFVISVYaPWutt2HDKJ9esWfGRRUvW+t093c/QVTr0OOIAj0dvTw/Tk3v97u7ef5wZKX/0nr2v+nyhcesbSu5d9nRTUbIt6m5IpaAoF5LMRTwfAk8vVgqRbm5QjMTKG6CFductO9otcj5q+kwO8zOrXEBHkAZk9DGxfSeZyTFok34q8fspoVcZjiLGmtrpBoRBCC1P0vJ0bY7r6sLightQLBQoOVCxfF5z5mDrz/74rDu7+jb+oj7x6w8+8mhNLV705AqFn8rxWwNwgEptEMC7Y9OvvWWD5bdV3GIw0XTe9NNND1uuCuitQL0sKBcFBUdgScHYlGJkKsQPNC9PV1+OQv0yvaV3KijIV9iYZjpv0c3tcR7IMzHiyGHsJwpjhyKOZGZzx/PpxOYXCKNccGFwHb3oaohthzhWiGMrDk44jE06WFJRLCh8Xy8eW3QcXv0ci66+VcHZp67/pmrV/mLbljub55xz7jNzQR7H+K0CeDyOP/FMlNrdhOV/vfWRxVtb4dUnnLZ25FVhc4R6WVAp25QKFvWKYIk1y747m+zcU6S/rJO0dHW6wI4ioaAT+v2ANGBE1rLnnbOUzwsD7ClSUj5/CLN+CLVFGf/mnCdG/kfMj7XFNoqSRWrBzc5WmY8nVEJmwlCH1ONOsaEUIEK9MrqAohNQr87w8N6AOx6wEcqlXpWUC4qZWUWz5VCurOScjYXvn3zGubdNeisutsVE85yT+o40bDqO30qAAwgxDDD+lW/88GNnH79w4aL568XU1Ogr7//NHUxNTVEpWwz3w7qVDTx7nEsu62fWs6kWNKgdCwqOzvIDXdTqB4owVGlDnEjnbdPMk8+Q/0yPz3rnHdMnMzq9TSoTpvo3hlMaB3HiNhBxe7YgEHheFDyLdDTbUkBAwfVxnGl+dofNLzaFrFvSQuEwMxNS76px3PEn0D/Q/Z/jjf3vovngo+uPW/vMAuNxjt9agMfjLX/8B0xNTT0qpfXuPXt2f65eLXz83nvv2zgzuVdWir4Y6m2wsL8B0boylgTHFhRcQdGVOLb+IWdmA6Ybiqan39eSWuuNW+y1yXhxCzSyjibMPQGgExAPE91zWnqRcCuVPs0W+YQi6iIVNbMXIkot1pFI2wqxrGgmN2HSs5ma1V/ctfV5thUSBCK6U4TsHpHsGZUsG/CZ12urZcsWhMtXrL510bKj/2ZwcOihMAgfLZTKRxoejzl+6wEOUK1WAXbcdsdvdgwNL3n1gZHJ4f61y79TFpsGDkxMdt20WbcgKJUVBQcKDpQKknJRUirYuA5MFiTb9zdptARFB4q2TgeIW0FktHKJbnuQ596kxxibgZQaJLT2cHCdpxP59yR2hLNtH8z3TipsjKbhMmn/oEPvtq0ouj4F12fWgS07LManJAVXUCroVR1sy6LohjRaNt01yUlrprhlc4Wu/tWcddYx212r+dpVK5fulrKx03GLRxoShz1+JwAejxOOP5pbbr195zHHrNu1ZLB0/Ge+/t+nHphY+c37dzWGak5A2QkouZJy0aJStKiUbeoVQV+3YvmCCcLiNN/9+QDz67r207FVRDe05ZdWqpuDwdENhy3Vz7Pt2wCISsDS9NVDAN3U1EX6t/JOoUr+y6axmn832xM8KveN7kxSgGsHlIseAz2TfPuakKtucDlqKKSnblOvaPJtSQvXDpmasZguF3jOiUXWryntXLDseXvLlVV/MjxYv+vBLXexcvX6Iw2DxzV+pwAOcPLGDQDq9e/8wPS3PvOXP1eNvW/55aad7/r3H9x/7MTIyDD+BJUSVMo25aKkXlUM9rRYNNigXpxlpuEzW7YpR8vDxO3SbEtgWyJRIczQuBnV0bf+dhOadBE2nL545EP7HUN7HVSPNO86+hthNHlyk0ahVRGl0GvtoNUjNyoDtKwQ1/WoVaaYbLrsGJHUiwGOBbalexb4foglBd3dA8yydPdoeNw9jdKqz6x4y/AVsz+piunZ1u8cuOF3EODx+PZnP8q3P/tRgCs23//QFe++4Oi3XHPdLWcQTL96avzR2v4DEyilqBSgVvYoF5u4to8KVRIYEggsS3N219F8HbQz6vspJbDi271I+wyCjv6FSi+wGk8WBWAZ+eZmFNWIJMaP8XOtQaf1mKABHRjHyKgHd5z4HkugQQh+KAh8vT2wBFKE+IGWBIUAK6qZ9IOAySZMzSpmm4paEBD4Pi2nzuDCZZP9Q5XvLVp24vWL4Su9A8sAKLlPKl/siI7fWYCbY+3qowC+Mjk59Y2Z6bEbrr/h18eWuprvaIxvE5Y8SLU8g2KarXsLhHb6lbXaIihEtMZxJCqERjOg5fl4vkryui00WC1LYEX3/yAICUJFEOo2waHUC9OKKIAC2VwUbWlVcmcQ6PyWmFdbUmFZ6V1AS3oQxEGsaB9EzZGsqEeML5htCmaa2pLrVfYErqNbPMTD822WD7UIRZMDUw5dZZ+jFndx5ilL1diUc+Exxz/nnr6+7q9XKxXvSP+mT9X4vQB4PGq1qnfNzQ9+uX/x6T2F+t6f9ZSWvKqn5r25rH6uPve9MXHVDV04FjQ8zZUtCa4jKBctahWbSkmHox/eGzAxo1Ch5ulCSBwrVmgkri1BQqsFjaZP09N9+2LJzRIKbG3preg8hAasryAIVcIyZJSKKqU+37UVtqX1+lAJvAY0WzpPxI2CW6CwLEXRVTh2SKhgakaw/6CehJWSBQiKrg6ng6LgBDSaLs89vslfvWIft2w5Vb3h5SeKvrr9r2tXl78/OL//eoKJUWEvONI/41M6fq8ADnDOKSsARsNQXY7g1tbsyOdHH71LUj/uS687r7Vy7MB9xd88Mkar4eDaioIrqZQseuswr9enXpnllq0tNj/qMtwlqBRjjVjzVW3tBQVX0WwJ9o8pRidCXEdQcCPra0X0R4Jt6eQwBLQ8aIaKlhcghMBBIqXAQZ9nW1BwFSU3wHUUB8YsHt6taHkK15EoZWFbemo4tqJU9KmWfAb7JmmFHj+5tYeukkV/t40UDqWCoNUS2JZi50Gf8amFnLhueeMvz7cf2P+1wgWnn3pSODzYswPYKw5L9vndG793AI9HxJP3Ansv+u4m5s8Pnnva2YXlS+ef/m+33rPdueyKO7q9mf1dxQLUK9DX1WLZ8DSFwkFmmzY7xvuxLME8QoquJtG2LSgVBPVKSF89oKdriq0HfLY+UGZhbzwJ9Jo4RM6rliwVrqNoeoq9IwHNVqABWwDLEknhsGMpim5IreIzv3+a7QcVt28t018VdFctnRPixI10FNWSR1/3DEN9Y2zd4/HIeJn940WUamLbgq6qgxIlZGFwvKdv/ViPvdzz3Ok3Dg/s33rxe639otp7pH+mp3383gLcHH/12hNR4eR+lDiAVOvFffe23v+O179t0+13/enUxAF/wTy53gkfLNjFMb5ypWLH/iLnP38/v7qjzuhMga6KvvW7jqBSUnTXAgZ6mwz2TaBEwK7xEl0lTS+KbpQLIwS2ra16tRzS1+XhFqb4wY0Fqpagt6bTfR1bErraemraEVAtewz2TSAsn0cOFiGQWCLQE6xooRQ4dki90sQPRvnG1SGnHeNy/vPGuPLm+RQq3axZu6w51GfduXzZoL1k2TFfvfH2//7CmtULXMdidtfkKrVguHKkf5ZnZPyPADiAkDXQ/tzMozv3Ytv2xY7jXPyHr32Fq0Lv05NjW+f9ctNvFhTr3plvfVmLZx17N0q1uOZmxdSMR18XFBybWhnqFZ9auUXBaSFCbZlnPEnNV0muS0JPHEW5ENJbb1KuHGT3RB/9ToGSqyi4ioIbJgW7ltSWvlTwKBUaOLaiEcDkrKBcULhuSMn1aDRB0qRSmuW/t7pcvWkpQ32V+155TiBPOWnZAaxjHjlu7fJ9xaLznp3bb2nZbpkzTjqdar1yRKtrjsT4HwNwcyxcMGi+bAHvGJto8qLnrF/7ihfbb54Y2xuOPGrz2hc+WijXl79Vzo5Ulg651Aqj9FZ20V+fxbECwlARBgG+FzDVFHS3QsJQO5e2JXBtcCwdSXRdH9v2CMOApi+0tBfJkUGgkkikLX1cu4VleSgkQRAyNh3SaClmGy3m9Q+xYNEQQ8OzdA+60w/ddOCLp64/Klh1zLE/X7PxOGsN4Q7gbiF+d6KNT+f4HwnwTqO7XgDYDLwP4Ja7tjGw0HJfd97spr27d5f7atLrrsy+vKva/INquYnvC0b33UClepCB/hpuSVCoQKXs4/vaUNqWYmIaXCfA83wcx6fZ8vDtFkJJbAmT0y0cq0C1ZOGHDrWaolZr4KtebEdy3MohXnTmCShpUS8qeqryh0sX1n8w0O05PQMDMx94e/E/wjBolaqrj/Ql/K0c/x/gc4yT1y0Dbd2/BdBsTABcK2X4eSlU6PsB46MPUS779PWUcR2oVi3x2lee/H82b9mxZqCbwHICdu6XDM6XdPU3KBTHeMGzanTZDsO9FquXNNl1AGyrxGCfsKpdi+4ril+9u1hqqkAVsG3BsoX9vPZlZ2C7LrZQ0pI8oGBbb/dTs8TH7/v4/dSGjtCYGN1JywuW/+JXd5Z664pW6LNtt+SE5Q4D3S3cwhTfvbZE1bbpq1usXzXDw3vA88oM9iqqfcfNCmltXbV88ZH+Kr834/8BDuQNOSgS0gcAAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMTFUMjI6MzU6MTAtMDU6MDBEA0gsAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTExVDIyOjM1OjEwLTA1OjAwNV7wkAAAADl0RVh0U29mdHdhcmUATWF0cGxvdGxpYiB2ZXJzaW9uMy4zLjEsIGh0dHBzOi8vbWF0cGxvdGxpYi5vcmcv3d388wAAAABJRU5ErkJggg==', 'weight': 4}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 111089000
{'hecke_orbit_code': 824700830221, 'n': 1, 'trace_an': 144}
-
id: 111089001
{'hecke_orbit_code': 824700830221, 'n': 2, 'trace_an': 0}
-
id: 111089002
{'hecke_orbit_code': 824700830221, 'n': 3, 'trace_an': 0}
-
id: 111089003
{'hecke_orbit_code': 824700830221, 'n': 4, 'trace_an': 0}
-
id: 111089004
{'hecke_orbit_code': 824700830221, 'n': 5, 'trace_an': 0}
-
id: 111089005
{'hecke_orbit_code': 824700830221, 'n': 6, 'trace_an': 0}
-
id: 111089006
{'hecke_orbit_code': 824700830221, 'n': 7, 'trace_an': -4}
-
id: 111089007
{'hecke_orbit_code': 824700830221, 'n': 8, 'trace_an': 168}
-
id: 111089008
{'hecke_orbit_code': 824700830221, 'n': 9, 'trace_an': 0}
-
id: 111089009
{'hecke_orbit_code': 824700830221, 'n': 10, 'trace_an': 0}
-
id: 111089010
{'hecke_orbit_code': 824700830221, 'n': 11, 'trace_an': -224}
-
id: 111089011
{'hecke_orbit_code': 824700830221, 'n': 12, 'trace_an': 0}
-
id: 111089012
{'hecke_orbit_code': 824700830221, 'n': 13, 'trace_an': 0}
-
id: 111089013
{'hecke_orbit_code': 824700830221, 'n': 14, 'trace_an': 0}
-
id: 111089014
{'hecke_orbit_code': 824700830221, 'n': 15, 'trace_an': 0}
-
id: 111089015
{'hecke_orbit_code': 824700830221, 'n': 16, 'trace_an': -2752}
-
id: 111089016
{'hecke_orbit_code': 824700830221, 'n': 17, 'trace_an': 0}
-
id: 111089017
{'hecke_orbit_code': 824700830221, 'n': 18, 'trace_an': 0}
-
id: 111089018
{'hecke_orbit_code': 824700830221, 'n': 19, 'trace_an': 0}
-
id: 111089019
{'hecke_orbit_code': 824700830221, 'n': 20, 'trace_an': 0}
-
id: 111089020
{'hecke_orbit_code': 824700830221, 'n': 21, 'trace_an': -48}
-
id: 111089021
{'hecke_orbit_code': 824700830221, 'n': 22, 'trace_an': 192}
-
id: 111089022
{'hecke_orbit_code': 824700830221, 'n': 23, 'trace_an': -400}
-
id: 111089023
{'hecke_orbit_code': 824700830221, 'n': 24, 'trace_an': 0}
-
id: 111089024
{'hecke_orbit_code': 824700830221, 'n': 25, 'trace_an': 0}
-
id: 111089025
{'hecke_orbit_code': 824700830221, 'n': 26, 'trace_an': 0}
-
id: 111089026
{'hecke_orbit_code': 824700830221, 'n': 27, 'trace_an': 0}
-
id: 111089027
{'hecke_orbit_code': 824700830221, 'n': 28, 'trace_an': -1052}
-
id: 111089028
{'hecke_orbit_code': 824700830221, 'n': 29, 'trace_an': 0}
-
id: 111089029
{'hecke_orbit_code': 824700830221, 'n': 30, 'trace_an': 0}
-
id: 111089030
{'hecke_orbit_code': 824700830221, 'n': 31, 'trace_an': 0}
-
id: 111089031
{'hecke_orbit_code': 824700830221, 'n': 32, 'trace_an': 1344}
-
id: 111089032
{'hecke_orbit_code': 824700830221, 'n': 33, 'trace_an': 0}
-
id: 111089033
{'hecke_orbit_code': 824700830221, 'n': 34, 'trace_an': 0}
-
id: 111089034
{'hecke_orbit_code': 824700830221, 'n': 35, 'trace_an': 0}
-
id: 111089035
{'hecke_orbit_code': 824700830221, 'n': 36, 'trace_an': -5184}
-
id: 111089036
{'hecke_orbit_code': 824700830221, 'n': 37, 'trace_an': 456}
-
id: 111089037
{'hecke_orbit_code': 824700830221, 'n': 38, 'trace_an': 0}
-
id: 111089038
{'hecke_orbit_code': 824700830221, 'n': 39, 'trace_an': 0}
-
id: 111089039
{'hecke_orbit_code': 824700830221, 'n': 40, 'trace_an': 0}
-
id: 111089040
{'hecke_orbit_code': 824700830221, 'n': 41, 'trace_an': 0}
-
id: 111089041
{'hecke_orbit_code': 824700830221, 'n': 42, 'trace_an': -1068}
-
id: 111089042
{'hecke_orbit_code': 824700830221, 'n': 43, 'trace_an': -192}
-
id: 111089043
{'hecke_orbit_code': 824700830221, 'n': 44, 'trace_an': 0}
-
id: 111089044
{'hecke_orbit_code': 824700830221, 'n': 45, 'trace_an': 0}
-
id: 111089045
{'hecke_orbit_code': 824700830221, 'n': 46, 'trace_an': -4024}
-
id: 111089046
{'hecke_orbit_code': 824700830221, 'n': 47, 'trace_an': 0}
-
id: 111089047
{'hecke_orbit_code': 824700830221, 'n': 48, 'trace_an': 0}
-
id: 111089048
{'hecke_orbit_code': 824700830221, 'n': 49, 'trace_an': 0}
-
id: 111089049
{'hecke_orbit_code': 824700830221, 'n': 50, 'trace_an': 0}
-
id: 111089050
{'hecke_orbit_code': 824700830221, 'n': 51, 'trace_an': -1344}
-
id: 111089051
{'hecke_orbit_code': 824700830221, 'n': 52, 'trace_an': 0}
-
id: 111089052
{'hecke_orbit_code': 824700830221, 'n': 53, 'trace_an': 1728}
-
id: 111089053
{'hecke_orbit_code': 824700830221, 'n': 54, 'trace_an': 0}
-
id: 111089054
{'hecke_orbit_code': 824700830221, 'n': 55, 'trace_an': 0}
-
id: 111089055
{'hecke_orbit_code': 824700830221, 'n': 56, 'trace_an': 96}
-
id: 111089056
{'hecke_orbit_code': 824700830221, 'n': 57, 'trace_an': -696}
-
id: 111089057
{'hecke_orbit_code': 824700830221, 'n': 58, 'trace_an': -3016}
-
id: 111089058
{'hecke_orbit_code': 824700830221, 'n': 59, 'trace_an': 0}
-
id: 111089059
{'hecke_orbit_code': 824700830221, 'n': 60, 'trace_an': 0}
-
id: 111089060
{'hecke_orbit_code': 824700830221, 'n': 61, 'trace_an': 0}
-
id: 111089061
{'hecke_orbit_code': 824700830221, 'n': 62, 'trace_an': 0}
-
id: 111089062
{'hecke_orbit_code': 824700830221, 'n': 63, 'trace_an': 36}
-
id: 111089063
{'hecke_orbit_code': 824700830221, 'n': 64, 'trace_an': 0}
-
id: 111089064
{'hecke_orbit_code': 824700830221, 'n': 65, 'trace_an': 0}
-
id: 111089065
{'hecke_orbit_code': 824700830221, 'n': 66, 'trace_an': 0}
-
id: 111089066
{'hecke_orbit_code': 824700830221, 'n': 67, 'trace_an': 4784}
-
id: 111089067
{'hecke_orbit_code': 824700830221, 'n': 68, 'trace_an': 0}
-
id: 111089068
{'hecke_orbit_code': 824700830221, 'n': 69, 'trace_an': 0}
-
id: 111089069
{'hecke_orbit_code': 824700830221, 'n': 70, 'trace_an': 0}
-
id: 111089070
{'hecke_orbit_code': 824700830221, 'n': 71, 'trace_an': 6176}
-
id: 111089071
{'hecke_orbit_code': 824700830221, 'n': 72, 'trace_an': 1512}
-
id: 111089072
{'hecke_orbit_code': 824700830221, 'n': 73, 'trace_an': 0}
-
id: 111089073
{'hecke_orbit_code': 824700830221, 'n': 74, 'trace_an': 0}
-
id: 111089074
{'hecke_orbit_code': 824700830221, 'n': 75, 'trace_an': 0}
-
id: 111089075
{'hecke_orbit_code': 824700830221, 'n': 76, 'trace_an': 0}
-
id: 111089076
{'hecke_orbit_code': 824700830221, 'n': 77, 'trace_an': -2352}
-
id: 111089077
{'hecke_orbit_code': 824700830221, 'n': 78, 'trace_an': -1416}
-
id: 111089078
{'hecke_orbit_code': 824700830221, 'n': 79, 'trace_an': 0}
-
id: 111089079
{'hecke_orbit_code': 824700830221, 'n': 80, 'trace_an': 0}
-
id: 111089080
{'hecke_orbit_code': 824700830221, 'n': 81, 'trace_an': -11664}
-
id: 111089081
{'hecke_orbit_code': 824700830221, 'n': 82, 'trace_an': 0}
-
id: 111089082
{'hecke_orbit_code': 824700830221, 'n': 83, 'trace_an': 0}
-
id: 111089083
{'hecke_orbit_code': 824700830221, 'n': 84, 'trace_an': 0}
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