Table ec_nfportraits
Plots for elliptic curves over number fields of degree at least 3
{'id': 58, 'label': '3.1.23.1-7057.1-A4', 'portrait': 'data:image/png;base64,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%2BwMamERMZRiDuCwzHy57DySJMkRQEmSpMrpU3YASVL1TJgwoRcwHFgVByPUvdqBl4Bpo0ePbi85S8PyFrDqylvAkpY0YcKEURHx5V69eu0eEQ5EqNtl5sL29vbbMvP00aNHP1t2nkZkAVRdWQAlLW7ChAn9evXqdeeAAQPWHzly5Mv9%2BvWb7z7x6k6Zyfz58/s9//zzQ%2BfMmfNUe3v7LqNHj55fdq5G429ekqSetEGvXr1GrLvuutMHDx48p%2Bwwak2DBg2a27dv3wWTJk0a0d7evj7wr7IzNRrnXUiSelJvIHr16uXtJ9VV7WcscLBrqSyAkiRJFWMBlCRJqhgLoCRJTebss88eMWrUqK369%2B//ti233HLz66%2B/fnBHzx01atRWETF6ycdhhx22/qLnnHDCCess%2BfHhw4dv09Frjhs3bq2IGP3JT35yvcWvL1iwgM9%2B9rPrjBo1aqtVVlnlbeuuu%2B5WJ5544tptbW1d%2Brh6jvfFVRcRMRYYi79kSFK3%2BuEPf7jaaaedtt7Xv/71p971rne9ct555434yEc%2BsumDDz74t0033fTfVrvec889jyxcuPC19%2B%2B7774B%2B%2B%2B//2YHHnjgi4s/b5NNNpl70003/WPR%2B336LL0i3HbbbQMvu%2ByyEZttttm/LeL50pe%2BtNbll18%2B4oILLnhiu%2B22m/PnP/950Gc%2B85kNhw0b1nbaaadN7ezjK/N9AZg3j779%2BrHAheWdswCqLjLzfOD8xbaBkSR1g3PPPXfkAQccMO2EE06YBnDppZc%2Bfeuttw4955xzRpx//vn/tufdOuuss3Dx988444xV11tvvXnvf//7Zy1%2BvXfv3rn%2B%2BusvZBlmzpzZ64gjjtj4/PPPf%2BKss85aZ8mPjx8/fvCee%2B750kEHHTQT4M1vfvP8K6%2B8cvUJEyYM6srHV8aMGQx74gk2GjmSKaNG8fzKvl6rc3RGkqRucs8996zS0cemT5/ee2Vff%2B7cuTFx4sRBe%2B211xv2Vd19991fHj9%2BfIe3gRf//GuuuWb1gw8%2BeFqvXm%2BsAE8%2B%2BWT/Nddcc%2BtRo0Zt9YEPfGDjiRMn9lvy88eMGbP%2Be97znpkf/vCHZy35MYCddtrplT/96U9DH3roof4Ad91114B777138D777DOzKx9fEZnw9NOs89hjbNLeTu%2BZM1nVLY475wigJKl0s2bR68EH6bA81cM22zB3yBC6fFTYvHnz4otf/OLa66677oJ58%2BbF9ddfP%2BxXv/rVYyNHjnxtAtu4ceNG/fGPf5y0tM8fP378gOeee67vmDFjXlzax7viueee69PW1sbaa6%2B9YPHrI0eOXHDLLbf07ezzr7jiilVnzZrV59hjj52%2B%2BPUdd9zxla233vrVLbbYYt7kyZP7nHXWWevstttumz/88MMPr7XWWm0AP/jBD1Z7%2BOGHBz7wwAOPdPT6X/nKV56bOXNm72233fatvXr1yvb29jj55JOfPeaYY2Z05ePLa8ECej/2GBvNmsUwgDXW4IUNNuBpbwF3zgIoSSrdgw%2Byyq67snlPfs077uCRXXbh1a4%2B/%2BCDD95g%2B%2B23n33SSSe98NBDD/X/zne%2Bs/aIESO6vHphn332eeWkk05a%2B7TTTht55plnPr/kCNySLrjggtW/8IUvbLDo/V/96lePvuUtb5kHsOTpKZlJRHQ67vXjH/94%2BG677TZzww03fEOBPOCAA94wovjud7/70Y033nirCy%2B8cPgZZ5zx/L/%2B9a%2B%2B48aNW/%2B6667758CBAzv8OhdffPFqV1999RoXXnjhY9tuu%2B3ce%2B65Z8Cpp566/jrrrLPguOOOm97ZxzvLv7hXXmHApElssmAB/SLI9dbjyTXXZLleo8osgJKk0m2zDXPvuIMOR5bq9TW7%2Btw///nPA2644YbVrrjiiicBJkyYMHDnnXeetWSJu%2BOOO4Yta/Xs7Nmze82dO7fXs88%2B2%2B/SSy99ellf86CDDnpp1113nb3o/Q033HB%2Bnz596N27N5MnT37DaN/UqVP7Dh8%2BfJnz9/75z3/2u%2Buuu4b%2B5Cc/WeoI5eKGDh3avtlmm7366KOPLrpVO2jGjBl9dt111y0WPaetrY1777138GWXXbbm3LlzJ/Tp04fTTz99veOPP37K0Ucf/SLA29/%2B9jlPPvlk/29/%2B9trHXfccdM7%2B3hnuV7/87LG00%2BzQSbRty/z3/Qm/jV4MJ4ssxwsgJKk0g0ZQvvyjMb1tBtvvHHo6NGjZw0YMCABbrrppiF77LHHy9OmTes9fPjw10YBd91115kd3QIGOPHEE9cePnz4wlNOOeWFzr7maqut1r7aaqvNW/L6FltsMfvGG28cevjhh7%2B06Nrtt98%2BdO%2B9935pyecu7sILLxy%2B%2BuqrLzjwwAOX%2BTyAOXPmxKRJkwbsvPPOrwB84AMfeHn8%2BPF/W/w5Y8aM2WiTTTaZe%2Bqpp05ZtGJ47ty5vZYsxb17987MjK58vDPt7cQTT7DejBmMABg8mJlvehOP9%2B2L%2B8gsJxeBSJLUiVVXXXXhiBEjFgK88MILvW%2B66aZh733ve2ddcsklq3f1NX7%2B858P23777V/tSvlbluOOO%2B75n//858PPOeecNe67775VjjzyyPWmTJnS7/jjj3/tdc8666wRO%2B2002aL3m9ra%2BPKK69c42Mf%2B9j0vn3/farg0Ucfve5vf/vbwX//%2B9/73XzzzYP23XffN82ePbv30UcfPR2KMrrDDjvMXfwxcODA9tVXX33hDjvs8NpI6nve856Xvv3tb6995ZVXDvvHP/7R77LLLlv1wgsvHLnPPvu82JWPQ7GQ5oQTTnjDCuOzzz57xNVX/2a1Rx7hzTNmMOLVV1/hW9866tW11375McvfinEEUJKkThx55JEv3nnnnUMuuuii1efPnx8f/vCHZ1x11VWr7rjjjm8Ytfzud7/7TEev8f73v3/WkCFDurzopCNHHXXUi9OnT%2B/zzW9%2Bc52TTjqp76abbjrn6quvfnSzzTZ7bQ/AadOm9X3qqaf6L3r/2muvHTplypR%2Bxx577LSlvebkyZP7jRkzZuMXX3yxz2qrrbZwu%2B22m33bbbc9svhrdsXFF1/81Be%2B8IVRJ5xwwvozZszoO2LEiPmHHXbYC9/4xjemdOXjAA8//PCAG264YRgwedG1P/zhltVfeKHfwA02oFevXrQNGvTc0zff/JtRU6ee1GfYsKHLlVGFSNdKq44W2wdwWGa%2B3NnzJbW2CRMmvKVPnz7Xb7rppq8MHDiwy3PwVE2ZMHkyI6dMYV2AVVZhzpvexL8GDKDT0vfqq6%2Bu8uijjw5euHDh3qNHj/57/dM2F0cAVReeBCJJWhkLF9L7scfY8OWXWRVg1VWZvtFGPNm7N45cdQMLoOrCk0AkSStq9mxWmTSJTebPp38EOWoUT40cyTT39%2Bs%2BFkBJktQwpk5l9doWL7369mX%2BRhsxaejQxl0h3qwsgJIkqXTt7cSTT7Le9OmvbfHycm2Ll2Xub6gVYwGUJEmlmjuXvpMm8aY5cxgEsOaaTFlvPSZ7y7d%2BLICSpJ7UDnR541%2B1vhdfZMgTT7BxWxt9evWibcMNeXz11Vd%2B7njtZyyh6%2Bc9V4krNLVMEdEnIr4SEY9HxJyIeCwiTo8If3YkrYjnMnPB7NmzB5YdROXKhKefZu1Jk9isrY0%2Bq6zCq5tvzsTuKH8As2fPHpiZC4ApnT65ghwBVGdOBo4FjgD%2BBmwP/IhiZe93S8wlqQmNHj365QkTJlz23HPPfQpYY9CgQa9GhNt6VMzChfR69tlYd/bsGAIwdGi%2BuPbaOTmTXq%2B%2Byior89qZGbNnzx743HPP9Wtra7tk9OjRs7ondWuxAKozOwHXZuZva%2B8/EREfpyiCkrQizlqwYAGTJ08%2BPCIGAt4OrpAFC6Lfiy/2GdHWFn2AHDasbcacOW2vPPYYg7vpS2RmLmhra7sEOKubXrPleBKIlikiTqEYAXxfZv4zIrYBbgQ%2Bl5k/68LnexKIpKWaMGHCEGBtnI5UCQsWBOPGbXTAE0%2Bs8qXM6Nu3b/vT73rXS8cfe%2ByUR7r5S7UDUxz5WzYLoJYpIoLiN6iTgTagN3BqZn6tg%2Bf3B/ovdmkI8AwWQEmqrAgGAhcAh9cu/QY4IpOXSgtVcf7Wpc4cCBwKHAy8jWIu4IkRcUQHzx9HMeK36NHhweiSpNYXwWbAXyjKXxtwCvBhy1%2B5HAHUMkXE08DZtaPdFl37EnBoZr5lKc93BFCSBEAEHwUupfi34HngoExuLTWUABeBqHMD%2Bfc9lNroYPQ4M%2BcB8xa9H%2B7iKUmVE0Ff4BvA52qX7gAOzHRLlkZhAVRn/g84NSKeotgGZjvgBIrf6CRJeoMI1gV%2BQbGLBMA3gf/M9Ei3RuItYC1TRAwB/hvYH1gTmAz8DPhyZs7vwue7CliSKiKC9wE/BYZT/N1/RCbXlptKS2MBVF1ZACWp9UXQGzgNOJ1iX8f7gY9lMqnUYOqQt4AlSdIKi2AExajfnrVLPwCOz2RueanUGQugJElaIRG8E/g5MAp4FTg2k8vLTaWucB9ASZK0XCKICE4EbqMof38H3m75ax6OAEqSpC6LYDXgR8B%2BtUs/A47O5JXyUml5OQKouoiIsRExERhfdhZJUveIYHtgAkX5mw98GjjE8td8XAWsunIVsCQ1vwiCoux9G%2BgHPE6xyndCqcG0wrwFLEmSOhTBUIqVvQfWLv0aGONZvs3NW8CSJGmpItgauJei/C0EvgB8xPLX/BwBlCRJb1C75XskcC6wCvA0xVm%2Bd5UaTN3GEUBJkvSaCAYDPwF%2BSFH%2BfgdsZ/lrLRZASZIEQARbUuzecBjQBowDPpjJ9FKDqdt5C1iSJBHBEcAFwABgMnBQJneUm0r14gigJEkVFsHACC4FfkxR/m6kuOVr%2BWthFkBJkioqgi0obvmOAdqB04B9MplaajDVnbeAVRcRMRYYi79kSFJDiuAw4EJgIPAccHAmt5SbSj3Fk0BUV54EIkmNJYKBwHkUo34AN1Ec5/Z8eanU0xydkSSpIpZyy/e/gL0sf9XjLWBJkioggsMpVvl6y1eOAEqS1MoiGBTBjyg2dx4I/BHY1vJXbRZASZJaVARvBe4BPkFxy/d0vOUrvAUsSVLLqZ3lO4ZisccAYArw8UxuKzWYGoYFUJKkFhLBEIq5fofULt0IHObeflqct4AlSWoREWwD3EtR/tqA/8SNnbUUjgBKktTkard8jwHOAfoDz1Cs8vU4Ny2VBVCSpCYWwTDgh8DHapeuAz6RyfTyUqnReQtYdRERYyNiIsWGo5KkOohgB%2BA%2BivK3EDgR%2BJDlT53xKDjVlUfBSVL3q93yPR74BtAXeAI4KJO7y8yl5uEtYEmSmkgEawA/Aj5Yu/Qr4MhMXiotlJqOt4AlSWoSEewCPEBR/uYDnwE%2BavnT8rIASpLU4CLoHcGpwK3AusA/gXdkcn4mzuXScvMWsCRJDSyCtYArgPfULl0BfCqTV8pLpWbnCKA6FRGjIuKKiJgeEa9GxAMRMbrsXJLU6iJ4H/AgRfl7FRiTyWGWP60sRwC1TBGxGvAn4BZgH2Aq8CZwvokk1UsEfYEvA6fULv0VODCTR8pLpVZiAVRnTgaezswxi117oqQsktTyItgQ%2BBmwY%2B3ShcAJmcwpLZRajreA1ZkPAfdGxFURMTUi7o%2BIozp6ckT0j4ihix7AkJ6LKknNLYKPUKzy3ZFiD9WPZfIpy5%2B6mwVQndkY%2BBTwKLAXxW%2Bi34uIwzt4/jiKv7QWPZ7piZCS1MwiGBDB94GrgWHAX4BtM/llucnUqjwJRMsUEfOBezNz58WufQ/YITN3Wsrz%2B1McRL7IEIoS6EkgkrQUEWwO/BzYqnbp68BpmSwoL5VanXMA1ZkpwMQlrj0C/L%2BlPTkz5wHzFr0fEfVLJklNrHac2yeBc4EBFIvsDsvkxlKDqRIsgOrMn4A3L3FtM%2BDJErJIUkuIYBjFlJqDapf%2BSFH%2BnisvlarEOYDqzHeAHSPiPyNik4g4GDgaOL/kXJLUlCLYAbiPovy1Ucyd3svyp57kHEB1KiI%2BAHwN2BR4HPh2Zv6wi587lGIxiHMAJVVaBL2ALwBnUdyBexL4eCZ3lRpMlWQBVF1ZACUJIhgJ/IRiNwWAXwJHZbqpvsrhLWBJkuoogj0pjnPbC5gLHAscYPlTmSyAkiTVQQR9IzgbuBEYCfwN2D6TizLx9ptK5SpgSZK6WQQbA/8LvKN26SLg857ooUbhCKDqIiLGRsREYHzZWSSpJ0VwIHA/Rfl7CfhoJsda/tRIXASiunIRiKSqiGAQ8D2KzZ2h2Ef1kEz3TVXjcQRQkqSVFMG2wASK8pfAV4B3Wf7UqJwDKEnSCqod53Yc8E2gH/AscGgmt5aZS%2BqMBVCSpBUQwXDgR8AHapf%2BDxiTyfTyUkld4y1gSZKWUwTvBh6iKH/zgM8C%2B1n%2B1CwsgJIkdVFtb7%2BvAn8E1gb%2BDrwjk3Pd20/NxFvAkiR1QQQbUeztt2Pt0sXA5zKZXV4qacVYACVJ6kRtb78fAIu2tjoqk6vKTSWtOAugJEkdWMrefn8GDnZ7FzU75wBKkrQUEWwH3Mcb9/bb3fKnVuAIoOoiIsYCY/GXDElNpra33/HA13l9b79DMrmt1GBSN/IoONWVR8FJaiYRjAB%2BAuxTu3QtcKTbu6jVODojSRIQwZ4Ue/vtQ7G331hgf8ufWpG3gCVJlRZBP4r5fV%2BsXZoIHJTJX8tLJdWXBVCSVFkRbEKxt98OtUsXAl/I5NXyUkn1ZwGUJFVSBIcB3wcGAy9SzPW7ptxUUs%2BwAEqSKiWCocD5wKG1S7cDh2bydHmppJ7lIhBJUmVEsAPF3n6HAu3AfwHvtvypahwBlCS1vAh6AScCX6X4t%2B8pir397iw1mFQSC6AkqaVFsBZwGbBn7dIvKc7yfam0UFLJvAWsuoiIsRExERhfdhZJ1RXB%2Byn29tsTmAMcBRxg%2BVPVeRKI6sqTQCSVIYL%2BwNnA52qXHqLY2%2B%2BR0kJJDcRbwJKklhLBZsCVwHa1S98DTs5kbnmppMZiAZQktYQIAjgCOA8YBEwHPpHJdaUGkxqQBVCS1PRqe/tdCHy8dukWir39JpeXSmpcLgKRJDW1CN4BPEBR/tqAU4E9LX9SxyyA6rKIGBcRGRHnlJ1FkiLoFcHJwJ3ARsATwK6ZnJVJW6nhpAbnLWB1SUTsABxNsZJOkkpV29vvcuC9tUu/AI5xexepaxwBVKciYjDwU4r9s14sOY6kiotgb%2BBBivI3B/gPii1eXiozl9RMLIDqivOB32bmH8sOIqm6IugXwf8AvwfWpLgjMTqTSzJxU1tpOXgLWMsUEQcBbwN26OLz%2BwP9F7s0pB65JFVLBJsAPwO2r106HzjRvf2kFeMIoDoUEesB3wUOzcyu/iU7juLkj0WPZ%2BoUT1JFRPBx4D6K8vcisH8mn7H8SSvOo%2BDUoYj4MHANvGE1XW8ggXagf2a2LfE5SxsBfAaPgpO0nCIYRHGKxydrl%2B4ADsnk6fJSSa3BW8BalpuArZa49iPg78DXlyx/AJk5D5i36P2IqGtASa0pgq0pjnPbnOIXzq8A/53JwlKDSS3CAqgOZeYs4OHFr0XEbGB6Zj689M%2BSpBVXO87tGOAcirsJkylG/W4tMZbUciyAkqSGEMGqwA%2BBj9Yu/Y7iLN8XSgsltSjnAKquImIoxWIQ5wBK6lDtOLcrgQ2BhcDJwHfc3kWqD0cAJUmliaAX8HngbIp/kx4HDszknlKDSS3OAihJKkUEw4EfA/vWLl0FHJXJzNJCSRXhPoCSpB4Xwa7AAxTlbx5wLMXIn%2BVP6gEWQElSj4mgVwTjgFuBUcA/gLdncpHz/aSe4y1g1UVEjAXG4i8ZkmoiGAFcDuxVu3QF8KlMXikvlVRNrgJWXbkKWBJABLtRnOW7DjAH%2BAzwI0f9pHI4OiNJqpvaLd9TgJspyt/fKW75Xmr5k8rjLWBJUl1EsAZwGfD%2B2qXLgU97y1cqnwVQktTtItgR%2BAWwHjCX4pavo35Sg/AWsCSp20QQERwP3EFR/h4FdszkEsuf1DgcAZQkdYsIhgKX8PpZvr8EjszEBWBSg7EASpJWWgRvBa4GNgMWACcC5zrqJzUmC6AkaaVEcAjwA2Ag8AzwsUz%2BUm4qScviHEBJ0gqJoF8E51Js6DwQ%2BAPwNsuf1PgsgKqLiBgbEROB8WVnkdT9IhhFcZzbZ2qXvgLsk8kLpYWS1GWeBKK68iQQqfXUTvW4ClgTeAk4LJPrSg0labk4AihJ6pLFtni5maL8PQRsb/mTmo8FUJLUqQgGUJzqcQ7QG/hfYOdMJpWZS9KKcRWwJGmZIlgf%2BBUwGmij2OLlu27xIjUvC6AkqUMR7Eqxv98IYBpwQCa3lJtK0sryFrAkaakiOJpivt8I4H6K%2BX6WP6kFWAAlSW8QQd8IzgMuorhT9HNgl0yeLDeZpO7iLWBJ0msiWI1ii5f3AAl8Cfia8/2k1mIBlCQBEMGmwG%2BBTYHZwCGZXFtuKkn1YAGUJBHB7sA1wGrAU8CHMnmw3FSS6sU5gKoLj4KTmkcEh1Gc47sacDfwDsuf1No8Ck515VFwUuOKIIDTgTNql34BfCKTOaWFktQjHAGUpAqKoC9wCa%2BXv7OBj1v%2BpGpwDqAkVUwEgylW%2Bu4NtAOfzuSiclNJ6kkWQEmqkAhGUKz03QGYQ3Gyx3XlppLU0yyAklQRtTN9/wBsBkwH9s3k7nJTSSqDcwC1TBExLiLuiYhZETE1In4dEW8uO5ek5RPBW4A/UZS/p4B3Wv6k6rIAqjO7A%2BcDOwJ7Uowa3xgRg0pNJanLItgGuB1YF/g7Rfn7R7mpJJXJbWC0XCJiBDAV2D0zb%2B/C890GRipRBDsANwKrAvcBe2UyrdRQkkrnHEAtr2G1tzOW9sGI6A/0X%2BzSkLonkrRUEbyDovwNBe4C3p/JS6WGktQQvAWsLouIAL4N3JmZD3fwtHEUI36LHs/0UDxJi4ng7bxe/u4A3mf5k7SIt4DVZRFxPrAvsEtmLrXYdTAC%2BAzeApZ6TARvA26mGLG/nWK17yvlppLUSLwFrC6JiHOBDwG7dVT%2BADJzHjBvsc/rgXSSFolgC4qRv2EUq34tf5L%2BjQVQy1S77XsusD/wrsx8vORIkjoQwYYU%2B/ytAdxDMefP8ifp31gA1ZnzgYOB/YBZEbFW7frMzPTMUKlBRDAcuAFYB/gbsE8mTruQtFTOAdQyRURHPyBjMvPHXfh8t4GR6iyCAcBNwE4UmzzvnMmz5aaS1MgcAdQyZaaT%2BKQGFkEAl1KUv5coRv4sf5KWyW1gJKm5nQocBCwE9s9kYsl5JDUBC6AkNakI9gX%2Bu/bupzK5tcQ4kpqIBVCSmlBtxe8VtXe/n8nFJcaR1GQsgKqLiBgbEROB8WVnkVpNBH2BKynO970b%2BHypgSQ1HVcBq65cBSx1vwjOBE6n%2BH9rm0yeLDmSpCbjCKAkNZEIRlMs/AA41vInaUVYACWpSUTQB7gE6A38IpMrS44kqUlZACWpeYwFtgFmAJ8pOYukJmYBlKQmEMEawJm1d8dl8kKZeSQ1NwugJDWH/wSGAQ9S3AaWpBVmAZSkBhfBSODTtXdPyaStzDySmp8FUJIa33HAKhT7at5QchZJLcACKEkNLIL%2BwDG1d7%2BRiZu3SlppFkBJamwfBIYDzwLXlpxFUouwAKouPApO6jYfr729IpOFpSaR1DI8Ck515VFw0oqr3f6dAQwEts9kQsmRJLUIRwAlqXHtRFH%2BngfuKzmLpBZiAZSkxrVT7e1tLv6Q1J0sgJLUuLapvfXWr6RuZQGUpMa1Se3tP0pNIanlWAAlqXGtVXv7bKkpJLUcC6AkNa6htbcvlRlCUuuxAEpS4%2Bpde9teagpJLccCKEmNa27t7SqlppDUciyAqgtPApG6xfTa2xGlppDUciyAPSyCvhEMiSDKzlJPmXl%2BZm4BvL3sLFITe6r2duNSU0hqORbAHhBBRHBcBP8A5gEvA69EcH0EG5QcT1Ljmlh7u1WpKSS1HAtgzzgO%2BB6wGbw28jcQ2Au4sqxQkhrevbW3O5eaQlLLsQD2jMFLvN%2B22H/36ckgkprKrbW3O0SwWplBJLUWC2DP%2BA7wM17fzLU3RQm8HTiwrFCSGlsmTwF/o/i7%2BoMlx5HUQhx96gGZzAEOjqA/sAHFX%2BZPZfJquckkNYGrgC2Bw4DLSs4iqUVEZpadQS0sIoYCM4Fhmfly2XmkZhPBRsAkivnDm2XyaMmRJLUAbwFLUgPL5HHgd7V3P19mFkmtwwIoSY3vm7W3R0awXqlJJLUE5wCuhIgIYEjZORpMP6D/Yu8vWgE9pPh2SVp%2Bq94P/7oT%2Bu4Cc8%2BKGDm27ERSi5iVFZ0L5xzAlbDY/DZJktR8Kjs/3QK4EpYYARxP9xx71kivsyKvseQI4EhgAvAWYEoJeer1Oo2UZQjwDLAuMKsB8jTS96a7Xqe7vscrmeX5H8AqB8LEuXD8OjC%2BrfPPqWeebnudRvsZbsXX8Xu8dJUdAfQW8Eqo/dC8DBAR7d3xW0QjvU43vcai/3ylEfJ01%2Bs0WJZF/zmrEf5cjfS96a7X6a7v8cpmieBzwF6w46pw9zGZnL2ir9UdebrrdRrtZ7gVX8fvsZbkIpDuc34Lvk53Zekurfi9acXvcaN9bxrpe7xSWTJ5jtdXAn85gu3KzFOH1%2BkOjfZnarTX6Q6N9mdqpO9N0/AWsOoqIkZRu%2B2Qmc929nwtP/darL9G%2Bh5HEMA1wH7AP4HRmbxSZqaV1Ujf31bl91hLcgRQ9TZvibfqfvOAM/F7XE8N8z3OJIH/oDhacjPg4lopbGYN8/1tYX6P9QaOAKqu/K1Tqo8IdgZuo5jLfXIm3yg5kqQm4gigJDWhTP4MHF979%2BwIPlRmHknNxQIoSc3rAuAiinOCfxbB9iXnkdQkLICS1KRq8wGPA24ABgK/i2DTclNJagYWQNVFRIyNiIkUG3SqDiJit4j4v4iYHBEZER8uO1MriYhxEXFPRMyKiKkR8euIeHPZuZaUyQLgY8B9wAjgDxGsW26qromIT0XEQxHxcu1xV0TsU3auVlb7uc6IOKfsLCqXBVB1kZnnZ%2BYWdM8u71q6QcCDwGfKDtKidqfYX2xHYE%2BKxRY3RsSgUlMtRSazgH2AR4ENgJsiWKvcVF3yDHAKsH3tcTNwbURsWWqqFhUROwBHAw%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%2Bqss5gFKTqq3q22SxSxtFxLbAjMxsyPleTeZ84GBgP2BWRCzaVmVmZs4pL9byyWRqbU7gr4E9KDaL/mQml5ebDCLiLOD3wNPAEOAg4F3A3iXGaimZOQt4w7zViJgNTG/0%2BayqL0cApea1PXB/7QHFIoX7gS%2BXlqi1fIpi5e%2BtwJTFHgeWmGmFZPIyxT6BV1L84n9ZBF%2BKIMpNxkjgcop5gDcB7wD2zsw/lJpKqgDnAKouImIsMJbil4w34xxAqXQR9ALOBr5Yu3QZcHQm88pLJakMFkDVlYtApMYTwbEUK5t7U2wc/ZFMppWbSlJP8hawJFVMJhcC%2BwIvUywSGR/BW8tNJaknWQAlqYIyuQHYCXgM2Ai4K4L9yk0lqadYACWpojKZCLydYqHLYODXEZxemysoqYX5P7kkVVgm04H3UcwJBDgTuDqCoeWlklRvFkBJqrhMFmRyHHAkMJ/i5JO7I9i81GCS6sYCKEkCIJNLgd2AZ4G3UCwO%2BWi5qSTVgwVQkvSaTO4G3sbr8wKviuBbEfQtNZikbmUBlCS9QSZTgT2Bb9QunQDcHMGo8lJJ6k4WQEnSv8lkYSYnAx%2Bh2C9wF%2BD%2BCN5bbjJJ3cECqLqIiLERMREYX3YWSSsuk2uA0cCDwAjgxgjOjKB3uckkrQyPglNdeRSc1BoiGAB8FziqdukW4JBMppSXStKKcgRQktSpTOZkcjRwKDAb2AN4MIL3lZtM0oqwAEqSuiyTn1LcEn6I4pbwDRF8zVXCUnOxAEqSlksm/wB2BC6sXToFuD2CDUsLJWm5WAAlScutdkv4U8DHKOb57gg8EMHHyk0mqSssgFqqiNgwIi6JiMcjYk5ETIqIMyOiX9nZJDWOTH4JbAv8BRgG/CKCH0YwqNRgkpbJAqiOvIXi5%2BMYYEvg88CxwFllhpLUeDJ5guIIubOABP4DmBDBdmXmktQxt4FRl0XEF4FPZebGy/E5bgMjVUgEewBXAOsACyjmB56TSXupwSS9gSOAWh7DgBnLekJE9I%2BIoYsewJCeiSapEWRyC7A1cC3QF/gWcH0E65QaTNIbWADVJRHxJuA4Xl/115FxFCN%2Bix7P1DmapAaTyXRgf4ppI3MozhV%2BKIL9Sg0m6TUWwIqJiDMiIjt5bL/E56wDXA9clZkXd/IlvkYxUrjosW5d/iCSGlommclFFHsGPgCsAfw6gotcICKVzzmAFRMRw4HhnTzticycW3v%2BOhRHPt0NfCIzl2sej3MAJUXQH/gK8AUggH9SHCN3b6nBpAqzAKpDETGKovxNAA7NzLYVeA0LoCQAIng3cBkwClgInAGcncly/90iaeVYALVUtZG/24CngMPh9b%2BgM/O55XgdC6Ck10SwOsVc4kUbRv8JODyTx8pLJVWPcwDVkfcBmwDvpljIMWWxhyStkExmAAdS/GL5MvBO4MEIxkQQpYaTKsQRQNWVI4CSOlI7O/hyYJfapWuAozOZVlooqSIcAZQklaJ2gsi7KLaPWkCxdczDEexbYiypEiyAkqTSZNKWydnAO4C/ASOB6yK40O1ipPqxAEqSSpfJ/cAOwHdql44BHohgp/JSSa3LAqi6iIixETERGF92FknNIZM5mZwAvAd4mmIh2p0RfDWCfuWmk1qLi0BUVy4CkbQiIlgVOBc4tHbpAeDQTP5WViaplTgCKElqOJm8lMlhFPsFTge2BSZEcEKE/3ZJK8v/iSRJDSuTXwJbAb8D%2BgPfAm6pbSEjaQVZACVJDS2TKcAHKBaGzAZ2Ax6K4Eg3j5ZWjAVQktTwMslMfgBsTXF83BDgYuA3EaxVajipCVkAJUlNo3Zm8O7AScB8ipHBhyP4aKnBpCZjAZQkNZXa5tHfBLYHHgTWAK6K4KcRrFZuOqk5WAAlSU0pk78Cbwe%2BCrQDB1OMBu5VajCpCVgAJUlNK5P5mXwJeCfwT2Ad4PoILohgcLnppMZlAZQkNb1M/gJsB3yvdulY4MEIdikvldS4LICqC4%2BCk9TTMnk1k%2BOB91IcJbcxcHsE34xglXLTSY3Fo%2BBUVx4FJ6kMEQwDvgOMqV36G3B4JveVl0pqHI4ASpJaTiYzM/kksB8wFdgSuDuC0yPoW246qXwWQElSy8rkNxTl75dAH%2BBM4K4Itig1mFQyC6AkqaVlMg04ADgEeAkYDdwXwRci/HdQ1eQPviSp5dWOkvtfitHA3wP9gf8Bbo1g41LDSSWwAEqSKiOTycC%2BwDHAK8CuwEMRHBNBlBpO6kEWQElSpdRGA38AbA3cDgwCLgR%2BH8GoUsNJPcQCKEmqpEweB/YATgDmAXtRHCV3iKOBanUWQElSZWXSnsl3KE4RuQdYFbgC%2BGUEI8rMJtWTBVB14UkgkppJJo8AOwOnAwuBj1CMBu5XajCpTjwJRHXlSSCSmk0EbwN%2BAry1duky4LOZzCwvldS9HAGUJGkxtePitge%2BASRwOMVo4HtLDSZ1IwugJElLyGReJidTbBMzCVgX%2BEME50UwqNx00sqzAEqS1IFM/gRsA3y/dmks8EAEO5eXSlp5FkBJkpYhk9mZjKXYJuYZYBPgjgi%2BFkH/ctNJK8YCqE5FRP%2BIeCAiMiK2LTuPJJUhkxuBrYDLKf79PAW4J4JtSg0mrQALoLriG8DkskNIUtkyeSmTwym2iXmBohDeE8F/RtCn3HRS11kAtUwRsQ/wPuDEsrNIUqPI5BqKbWJ%2BDfQFvkpxW3izMnNJXWUBVIciYiTwQ%2BAw4NWS40hSQ8lkKsVI4BHAy8COFAtEPhPhv69qbP6AaqkiIoAfAxdm5r3L8Xn9I2LoogcwpF4ZJalsmWQml1HcCr4JGACcC9wQwXqlhpOWwQJYMRFxRm0xx7Ie2wPHAUOBry3nlxhHcfLHoscz3fsnkKTGk8lTFNNljgPmAO8F/hrBYRFEqeGkpfAouIqJiOHA8E6e9gRwJfBBil3wF%2BkNtAE/zcwjOnj9/vCGbRGGUJRAj4KTVAkRvJniKLl31C5dAxyTyQvlpZLeyAKopYqI9SlGABdZB7gB%2BChwd2Z2aWTPs4AlVVFtRfDJwBlAH2Aq8B%2BZ/F%2BZuaRFLIDqkojYEHgc2C4zH1iOz7MASqqsCLYDLqNYMQzwI%2BBzmfj3oUrlHEBJkuokk/uBHYD/oZhSMwZ4KILdSw2mynMEUHXlCKAkFSLYjWJ3hY0oyuB3gFMzmVtmLlWTI4CSJPWATG4HtgEuBgI4AZhQu00s9SgLoCRJPSSTWZkcRbHLwvPAFsD4CE71KDn1JAugJEk9LJPrKBaG/IpilfBXKI6S27TUYKoMC6AkSSXIZBrF1lpLHiV3rJtHq94sgKqLiBgbEROB8WVnkaRGtcRRcrcAA4ELgN9FsE6p4dTSXAWsunIVsCR1TQS9gM8CZ1OcqDSD4gSRX5YaTC3JEUBJkhpAJu2ZnAO8DbgfWB24KoLLI1i1zGxqPRZASZIaSCYTKeYDfhVoBw6l2Dx6j1KDqaVYACVJajCZzM/kS8AuwCRgPeDmCL4VwSrlplMrsABKktSgMrkL2Bb4Qe3SCcC9EWxbVia1BgugJEkNLJNXMjmG1zeP3pJi8%2BiTI%2Bhdbjo1KwugJElNoLZ59FbAtUBfitXCt0SwYZm51JwsgJIkNYlMXgD2B44EXgF2pVggcoSbR2t5WAAlSWoitc2jLwW2Af4EDAF%2BTLFlzBplZlPzsACqLjwJRJLqK5PHgN2BU4GFwP8D/hrBXqUGU1PwJBDVlSeBSFL9RTAauAJ4S%2B3SecBJmcwpL5UamSOAkiQ1uUwmUJwgcl7t0meACRFsV14qNTILoCRJLSCTOZkcB%2BwDPAdsDtwdwSluF6MlWQAlSWohmVxPsV3MNRTbxXyN4hSRDUoNpoZiAZQkqcVkMo1iUcgnKbaL2Y1iu5hDSg2mhmEBlCSpBdW2i/kRxVFydwFDgSsi%2BN8IVis1nEpnAZQkqYVlMoliBPC/gDbg48CDEbyrzFwqlwVQkqQWl8nCTL4MvBP4F7AexbzAr0fQr9x0KoMFUJKkisjkbmA74GIggJOAv0SweanB1OMsgJIkVUgmr2RyFMWZwtMpCuGECD7lecLVYQFUXXgUnCQ1tkx%2BDWwN3AgMAL4P/CaCNcvMpZ7hUXCqK4%2BCk6TGFkEv4LPA14F%2BwFTgE5n8vtRgqitHACVJqrBM2jM5B9gBeBhYE/hdBN%2BLYECp4VQ3FkBJkkQmD1GUwO/VLh0HjI9g6/JSqV4sgJIkCYBM5mZyPMV5ws8Db6Uogce7QKS1WAAlSdIb1M4T3hq4DugPnENxW3itMnOp%2B1gAtUwRsW9E3B0RcyJiWkT8quxMkqT6y2Qq8CFgLDAX2JviPOF9Sw2mbmEBVIci4v8BlwM/Arah2EH%2Bf0sNJUnqMbXzhL8PbA88BIwArovgXBeINDe3gdFSRUQf4AngvzLzkpV4HbeBkaQWEEF/4Gzgc7VLDwMHZ/LX0kJphTkCqI68DRgFtEfE/RExJSJ%2BHxFbLuuTIqJ/RAxd9ACG9EhaSVJdZTIvk8/zxgUi90RwnAtEmo8FUB3ZuPb2DOArwAeAF4HbImL1ZXzeOIoRv0WPZ%2BqYUZLUwxZbIPJbigUi3wP%2BzxNEmosFsGIi4oyIyE4e2/P6z8ZXM/PqzJwAjAES%2BNgyvsTXgGGLPdat559HktTzagtEPkhxgsg8YF%2BKBSLvKzWYuqxP2QHU484DruzkOU/w%2Bq3biYsuZua8iHgMWL%2BjT8zMeRR/GQAQ4V0BSWpFmSRwbgS3Aj8DtgRuiODbwH9mvv5vgRqPBbBiMnMaMK2z50XEBIoi92bgztq1vsCGwJN1jChJaiKZ/DWCHYD/AT4NnADsEcHHM/lHuenUEW8Ba6lqK3YvBM6MiPdFxJuBC2ofvqq8ZJKkRpPJnEzGAvsB04HtgPsi%2BKQLRBqTBVDL8kWK28WXA/cAGwDvzswXS00lSWpImfyGYt/Ym4GBwCXAlRGsWmYu/Tv3AVRduQ%2BgJFVPBL2Ak4D/pphu9iTFnoF/LjWYXuMIoCRJ6laZtGdyNsUJUo9R3EG6PYIvRdC73HQCC6AkSaqTTMZTzAf8KdCbYkTwpgi3CCubBVCSJNVNJi9ncihwBPAKsDvwYAT7lZus2iyAkiSp7jK5jGI08F5gdeDXEZwfwSrlJqsmC6DqIiLGRsREYHzZWSRJjSGTf1HMC/yf2qVPA3dHsHl5qarJVcCqK1cBS5KWJoK9gZ8AawJzKI6Vu6R2wojqzBFASZLU4zK5nmLPwD8AA4AfUuwZOKzUYBVhAZQkSaXI5Dlgb%2BBkYCFwAPBABO8oNVgFWAAlSVJpansGfgPYBXic4sz5P0Vwcm1DadWB31hJklS6TO6mWCX8c4o9A88Gfh/ByFKDtSgLoCRJagiZzAQ%2BDhxFsTDkfRR7Bu5ZarAWZAGUJEkNI5PM5GJge%2BBhYCRwQwRfi6BvuelahwVQkiQ1nEwmAm8HLgICOAW4LYINSg3WIiyAkiSpIWUyJ5NjKVYHzwR2olglvH%2B5yZqfBVB14UkgkqTukslVFAtE7gZWBX4VwbkeI7fiPAlEdeVJIJKk7lKbA/hV4Iu1Sw8AB2byz9JCNSlHACVJUlPIZEEmJwHvB6YB2wITIjik1GBNyAIoSZKaSia/pzhG7jZgMHBFBJdEMLDcZM3DAihJkppOJpOB9wBnAgl8Ergngi1LDdYknAOounIOoCSp3iLYA/gpsDbwCPDWTNrLTdXYHAGUJElNLZNbKOYDXgd80vLXOUcAVVeOAEqS1HgcAZQkSaoYC6AkSVLFWABVF54EIklS43IOoOrKOYCSJDUeRwAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUB2KiM0i4tqImBYRL0fEnyJij7JzSZKklWMB1LL8FugDvBsYDTwAXBcRa5UZSpIkrRy3gdFSRcRw4AVgt8y8o3ZtCPAy8N7MvKmLr%2BM2MJIkNRhHANWR6cAjwOERMSgi%2BgDHAM8DE0pNJkmSVkqfsgOoMWVmRsSewLXALKCdovztnZkvdfR5EdEf6L/YpSH1zClJkpafI4AVExFnRER28tg%2BIgL4PjAV2BV4O0UZvC4i1l7GlxhHcct30eOZOv%2BRJEnScnIOYMXU5vYN7%2BRpTwDvBG4EVlt87l5EPApckplnd/D6SxsBfAbnAEqS1DC8BVwxmTkNmNbZ8yJiYO0/25f4UDvLGDnOzHnAvMVeZwVSSpKkevIWsDpyF/Ai8JOI2Ka2J%2BA3gY0otofpqlnAsNpbSZLUACyAWqraSOHewGDgZuBeYBdgv8x8cDleJzPz5XSugSRJDcM5gJIkSRXjCKAkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLFWAAlSZIqxgIoSZJUMRZASZKkirEASpIkVYwFUJIkqWIsgJIkSRVjAZQkSaoYC6AkSVLF/H8HJ%2Bi/w4ym%2BQAAAABJRU5ErkJggg%3D%3D'}