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mf_newspaces • Show schema
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{'Nk2': 7600, 'analytic_conductor': 15.171576384043274, 'char_conductor': 5, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 2, 'char_parity': 1, 'char_values': [1900, 2, [951, 77, 401], [2, 1, 2]], 'conrey_index': 1749, 'cusp_dim': 282, 'dim': 26, 'eis_dim': 36, 'eis_new_dim': 0, 'hecke_cutter_primes': [3, 7], 'hecke_orbit_code': 137472509804, 'hecke_orbit_dims': [2, 2, 2, 4, 4, 6, 6], 'label': '1900.2.c', 'level': 1900, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 5, 19], 'level_radical': 190, 'mf_dim': 318, 'mf_new_dim': 26, 'num_forms': 7, 'prim_orbit_index': 2, 'relative_dim': 26, 'sturm_bound': 600, 'trace_bound': 11, 'trace_display': [0, 0, 0, 0], 'traces': [26, 0, 0, 0, 0, 0, 0, 0, -26, 0, -10, 0, 0, 0, 0, 0, 0, 0, 2, 0, 8, 0, 0, 0, 0, 0, 0, 0, 20, 0, 12, 0, 0, 0, 0, 0, 0, 0, -44, 0, 0, 0, 0, 0, 0, 0, 0, 0, -20, 0, -32, 0, 0, 0, 0, 0, 0, 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mf_subspaces • Show schema
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id: 546040
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '50.2.b', 'sub_level': 50, 'sub_mult': 4, 'weight': 2}
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id: 546042
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39], 'sub_dim': 8, 'sub_label': '95.2.b', 'sub_level': 95, 'sub_mult': 6, 'weight': 2}
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id: 546035
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 49, 'sub_conrey_indexes': [49], 'sub_dim': 2, 'sub_label': '100.2.c', 'sub_level': 100, 'sub_mult': 2, 'weight': 2}
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id: 546037
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 39, 'sub_conrey_indexes': [39], 'sub_dim': 10, 'sub_label': '190.2.b', 'sub_level': 190, 'sub_mult': 4, 'weight': 2}
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id: 546038
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 229, 'sub_conrey_indexes': [229], 'sub_dim': 10, 'sub_label': '380.2.c', 'sub_level': 380, 'sub_mult': 2, 'weight': 2}
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id: 546039
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 324, 'sub_conrey_indexes': [324], 'sub_dim': 28, 'sub_label': '475.2.b', 'sub_level': 475, 'sub_mult': 3, 'weight': 2}
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id: 546041
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 2, 'sub_char_orbit_label': 'b', 'sub_conrey_index': 799, 'sub_conrey_indexes': [799], 'sub_dim': 26, 'sub_label': '950.2.b', 'sub_level': 950, 'sub_mult': 2, 'weight': 2}
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id: 546036
{'char_orbit_index': 3, 'char_orbit_label': 'c', 'conrey_index': 1749, 'conrey_indexes': [1749], 'label': '1900.2.c', 'level': 1900, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 1749, 'sub_conrey_indexes': [1749], 'sub_dim': 26, 'sub_label': '1900.2.c', 'sub_level': 1900, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 3, 'label': '1900.2.c', 'level': 1900, 'portrait': 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cuxs4aEIVOthFNtxWAwIolihJD4tTrnbfTYOTeiFoC1grOrll2bLfUg4Wzb49iCwlfgeTAaSC7aHtMbRfha4inDsQWf022Pum+5aOuAxWWNsVAPJDs2RlywpUOjPkIICCNJu99gfiVgtilJ4oBj8x5HTguOnok50w7x6iOu2tXjh19rGA1nOHyqxfF5xZmFhNNLEScWLQcWLVdfssgvvX2ZLdNTHDk9w/xSnbPLHourguX0OC53ExZXDQs9aTdsP898+7fueeDfv+3inw2aFx6E+KgQE883NL7hzz96gP/P93+KJIp2tGbnfvvosdNv3lb/a77nWxfp9TaxuNpiabXO0mrAYluz3CE/OYurCfNtOLwg2DS3wi/+i2Wuv7jO8TOzHDvT5MyS5vSiZX4p5sRCwomVhI0benzbjX0u3KpoBgGerLG4GrCwrFhYhcEIotiilaVRS5ieiIktHJuHuhdSCzRaJrTq0BkENOsjBNAIDMvtgJWupFkXLHcES92ERmCxQLOmWB0KpusjtFTU6yG+lhw97REbzWxL0AwESkEcC/pDwcKqu5gWOxGeN6TWiNm1fcTrro/YPNXk9MIUx+d9Ti/CmaWYs8sxxxbg8LLlussX+a/vWGbz9BRHT8+4VSIHt2GlE7HSiVnuWha7ghMdRa/T5t+/fcB/+pevIOaCj3baq+/SWh3fvOu7n2+IfN2ff7Qa/Mz8Aq1WY+rw0VP/5vf/9LPXPfqlx9788NMLbNnscfEuwY0XtoliRZJIEiNJDFirsUZhLWBBiAQpLIcXp/nlv5D8wjsWuGZnxFRzhonGBM1awGTDY7ol2bwiObYwxcdub6D8EZeeP+S8LQnd3oDz5mJe+9KEUaQRGL78aMByL6CRjDi5qGh3a2zaHrDUh/kFuPg8ycEzlj3bPKYaISdXFJunYhIjWezWWewaNs9ELLcVEw3Frq19Dp8KuOT8mJMLltVOnYu2J5y3OeTYYsJEa0S7G3HHYzVAEkaGl1w54PrzLEs9jwu3hlx8nsQXdQbDDTz6bMDZZcnCcsLiasypJcPhBUE3HvLCS1f5+bf12Dgxw5GTU5xdqbG46rHUFqx0DKvdiHYvod23rPYFZweKlV7EzZev8L03L9Ob/xRL/YvenIiddsuu73h4NBy8N476q82JDc83ZNb9+UfJ4J//wp3Ua0GwuLz6ew8+uu8HH33qqDp8ssNKHDDfM1x7wTy/+eNnuXJXgzNL0yy3myy3ayx3PJbbmpUurLQTx0KdmMUOHFsWNCcHvODiVd7y0hEXba3T609ycqHBworHUluy0rEsrhrOrhp6w4RuaBiOYjZOjbjkfIO1Al9b9p8MiJM6OzdJLtqRMD015OxKyNOHm1y9G6YmVrj7iWk2ToVMNQVLXY+LtoeEYcxDBycJo4Q9WwwrfcFMa8iGSc3deyOmGg2u3J3w9NGIs8ses62Ai7Zbzt8SYgg5cFLheRas5dILIjZMCPqDgP7QpzfQzC9rFlcFK52ElU7CYjvh+JKgHcXsPq/Dm29a4bqLFFP1SU6enWAxW/najrlXuxGr3YTVrmWpB2d6kjPthOsvOsNv/Pgie7a3WGpPsrKqGcYbkbVdyczcpX8a1KZ+Io5Ho8uvvun5hs6an39UAF9YOIvW2rvtttu8icnZ3/vqXff/wL6DJ/QokvRGgtW+YL6vmO/GvGD3Gf77jy1x9a4G88vTLLcbrHQCljs+Kx3NSlfQ7iSsdGNWuzErHcvJVcF8zzA50ef6izu89eUxF2+r0R82WVips9zx6fQknb6gNygkSRgLjAFPW+o12DJr2DY3BDXimeMxTx30qak6L782wvPbPPJMiy1zikeeS9g+p+iPEibqCQsrhqv2CBZWDM2ax2Ao2L455uFnamybg4cPjPBFnZuvBr/WZ+/hhGeP1JH4bJ1VbJ2Beg08LUiMIIohimEwhN7Q0O0bOn3Dcg/Oti2dKOGiC7p877eucv0ew3S9wXJ7gtOLDZbaPsttxUoXVjsJq92Ydi9htWdZTsE93zZcf/E8v/FjZ7ns/DqLK1OsdBt0egHtrqbdE3j17fHOi6778+Mnzv7Eq1/z2iiO42jDho3PN5Tyn380AO+srtCanNJHjx76pS/ffvsPPvvcobmllV4wCA39gaU7NHQHsDqQnB1IznQjrrvgLL/5E0tcszvgbA7yGqtdn9WuZrUrWO1at+R2Y1Z7CSs9mG/D8sgi1JDvuKnNZTtirt9jmWrWaPdqxLFHnCiiWJIYAViMtQRezESrz2MHJcNRxO0PtxBRjd3bfG66ukdoVvji/TNctdtnodvhxOkmL7gk4tmjmshaDp+y/Ks3Djl00hCZFs8eN7xwj+Do2T5LK1NcdVHElx4eEI2avOQKj907Qqzo8IVHBKOh4IkDAa26R0MLJ8MAYyBMLFFiGRlo9w1Tk0OuvWTAFecNeeNLEhQNur0mZ1caLHfcsVnpSNpdy2ovptNz4G73LEt9yXxPstCJueHief7Pf73AJTtqLK5O0+7WafdqdPoe3b6m25d0B4IwDkabtlyw8PJvfcWf7tq1+xdXV1bj6Znp5xtSwD8SgH/uk+/j2JEnai99+ff/x8OHD//Co489Ibr9hGFoGAwT+kNDb2joDS2dAbQHgoWB5Ewv5vqLzvLff2yBq3b5rLanWFptstqt0e75rPY07a6i3RN0+oZOL6bbT+gODO2+ZbkvWBlYemHMJbuGTNZjTBzzxpsGXL07YRQptLSMIssnv9bguZNNtkwbjp7y0dTZs01x1UWWWqPHA8/0mV9oce1FdWZmVrnjUZ8X7PRZ7HUZ9JtMb7A8uk/yjluGPLzPsnEmoDfqsrI6xRUX9bnzUdg0McG1l/Q4s7rKfU9O0/CaXH0hXHTeEKV7HDxj2DQTcvRUxKfuDhhECikhjCzXXDTi2186Ioo0U3W44gJBb9Cg06uz2g1Y7Xm0e4pOT9LuQaef0O0ldPoJnb6hPYDlnuB0T7LSH/Gii87y335shSt31lhanaDdc8zd6ft0B5puX9EbCHpDQW9gGIWWy6+4yl5wwa5f2rnz/L/Zvev8g8Dw+S7iet4BfveXfodWw2vMLwx+emmp80tLy136I0l/JBgMLYNhwmBUBrmhN4TOULAwUJzuGK67cIm3fusib7opYaLWZGFlgpVOnXYvoN3z6PQVnb6k24fewNIfJvQHxt2PLP2Ru2j6oSVMDL5v0Wn47SkIpMUaSeBpNkwotm+UXLDVcv6WAYnocOt9imcPTvCqa31ecu0K7/t0wpQ/w2te3OeuJyIma5Ns3dLjKw/X+Y6bEm5/LGHnhoDmRJe7Hwv4ths8Wq153vfJGV52eZ1XXt/hiWNDPn+vh40bnL/JZ+cWwfZNhg1TIYEfYWyCpxOUcmUjvoaaL4giTX/o0+lr+kNNb6joDSS9AfSGlt7A0Osn9AbuQu8MYHUgWOgJ5tuWiYkOb7l5gbe+fMTlF9RZXGnR7tXp9gO6A8fcvUEB7sHIMhga+sOYwTAhqLXMG97wmuiSPRde3+31nnzB1Zf+vxfgD3/1f+B7fq3f7/3HleWVn19eHchh6DmADwWDDOSjxDH5yKQH09AdQnckWB5KznYgTAa847XzfNeL+1x3kSZJWiy3m6x0a3T7Ht1BemKG6e8ewnBkGUaOfaLYEMeWxEBiAAtSCTwtqHnQakgmW4Its4btmwZMTba58wnL7Q/4+HKS6y7yueaSDg8f6vHkvileea1H0FjmM1+r8bobA6anFrn1rmlefp3g4/eFbK43+LaXdLj1XktDTfHyFw55+GCXJ5+b5LrdNa69ZIgfLPH5hxR3PdZgphGwY1azeVYw2ZS0GlDzwfMsSrrjmSSC2EAUC6JIMIoswxEMQstwaHKi6I8cSXSHcLYnWehCJIbcdMkyb3hJh3e8OmEUTrC42qTTr9HtuyDW3WRxDFNwD0eOhAYjQ7cf4wVNs2Fu4y9PTk3++nA4Gr7nN979vGHsebUJpydHOgq7P2+i5Z+Wdiib9QAhHCMJJEK4JhwhFEIIpExQApQEqSxaWzxlqGvBQr/BB7+wgy880OZ1163wHTetctWuHrNTDZbaDbqDgP7Aoz/SDEaK4UgxCgWjSBLFECeKJAFj3VUvJXgaAs/SrBumJyK2b+wT2x7PnYz4+L0+Tx+cYKZe57qLNTe/oMPXnmrzxXsmufHigI2zAz77oMUkdWYmQpY6I3fRAJuneqwsBihR48VXL/P5u2scP1Pn9Tf2iZMlvvzoBqKkxgsv3cQbXtRm59Y2dz+pefx4HXs4YPusZKYpaNQEgS/QSqQgtxjrdHmcuIs2jCyj9CIehtAP3eq3MhKsdEHqIddcsspbbm5zy7URGybqLK1Os9qt0x/6dAcZuBWDoUxZW9AfWichRzHDkXG30BIZxfJiV670+Y9XXTl33n//xR9+5H/+yr99j+c9P0nzf1CA94YWpRHB4k/Z1fiGdw/bT72u3T95k69iv1GvIWSMM7B1Cm6JBKQQSCGRApdmVwKlEjwFvoJAG+raMjFULHZm+NMvtPjy411uvLzND75mlUt3tNkwVSOKawxGAd2Bz2CoGUWKOJZEicQYgbHCgVtYgiChGcQEfoRUQ862R3zqAcnRMz6Hjk9joxp7tntceoHiBZd0EN5ZHt0/wXmzNa7YZZmdXmWpXWPbrAJp+Mx9AQGSemD59hcN+OBnEk4vBMxtVCx2R+w9GLBtbprrLlzgrsfb3PPUJMORzyUXzHLtBX2uvKDD/lOrHJ233LO3waFjDQIhCbSkGUCtxOTWQmIscQJhAmEs6I0EnaGgHUJkYoQactXuDj/06g43XmbYsdGjP5jh7HLDMfbQpz9wEmcwcrXpbkXFMfcoYRQmKbAduAfpahEazeJCP+g8cuiHf/E9n1qdmWyo//h/ffm3r9p5mB948zv/+QLcmhGY4HX7u2/9jVr/fdtqYnHW14pGrYYQEQiLEBYhQAqFFBYpXSAllUAphVYSrRO0Enja4GtD4EHNt9T9hKmapDPyWF6d4SNfneRrTw2Yag54+y1tdm9aJY40F223XLJTMRw5tyQxEmudWlMyIfBjDpyEw2cFg9jwoS82WO1NMez7zNYVW2c052/R7NomuOLCNolc4g8+1aLXnuTGSzW7d3R5/HBCp11jx25o1mM6YY3Al2AtvuexOoQT85KLLwi4bPeQfc+FPHmgzo1XzPAvX7/IH3+mywP7WvQGmqV2i13baly+fcBLLu3y7S/q0h4s8RdfrNOPfI7Pezxx2MfXjggADE5qxcYQh7BlU8hll/QxScTuLSO+/xUjJhuazdM+YVTnxHyN/sBnMPLoD3UKasVgJNMbDEPrZN0oYRgmjELjnofuNohgEAr6kaAfa46fbPPEn9859YoXTP/KO99yXvLqK/6v9/zeB/6an3jH9/7zA/iv/P6nac0G8kuf//NLHn784Ssv3/E0r7zGx9gWpJG2qADcIoVGSlBSopRw4FYCrRVaSzyd4HsJfmgJRoaaZ2lGhokazNQFvVDSGbQ41m7xqx+YhSRCEnPFxX0uOS9kFAqsSbDWySIpBVJK/MDnyYM+B47VqPseTS3Z0BTs3irZOKPZOic5f4vh4vNXiFjif32yxbGjk1y/x+PCHQapO9z+cMB0w2N2CqYnhjTrNRTOv+4MfJZ6hqW2ZbXb5Jbr2jz+XMjBk5rZyRovvGyKf/mGZf7XJ+DhA016Q8tqT3NmaYIts3XmZkZsnRzwc98/oFHr8OxxwxOHFEFgkcogRaqzrMUaCEPBJefFXLMnQVhNFPlgpxmGAacXPPojj8FIMxwphqFj7GEoGI4kg1AwHMEwNIxCw2jk7oehcRo/zG4wiBy4e5FgJRL0YkPS7RN3D7cYzf/mPfv/ffSv3/7CP/yR1/9FEsy+7Z8PwP/HH97Glbu3eD/1Sx/5of/6/kO/cc/DR7nl2il2zHXYs72HlDZla4sUBiUtSnooadFKo5V1gFYuyeF77jbyBKNQEniGkZ9QD63TnLGz9qYiQxjDKBIMY8koCYjiGgcOt3hqvyWxrvoQQAkndzwlCDS0Arh0I7TqMNWUTLcUs1OauWk4f8uIrXOrjOwy7/n4JAcPTXHtLs3ObZLdO1Z48OCI42emeckeyfSEwdcDatJDWZyvbgAzZLlT49SC5sYr6ly2q8MT+wI2TEoatRZX70n4iTet8J5PGJ462aLdM7Q7ioUVzYapFjOTdaZaMRONmOlGyGuvjwi8CE/FKGWQ0n0vawXGSMJYsbysiGNNGCvCSDGK0vtQulskXXNIJBiFgmEIo9A6YKeMPYosYeQkyShKWT2CYQrubihZiaAbJTAYcNWuZf7t96/y0svmA6O93+2c1CaU1/7J8omPRDPb3/JPH+D/848+x8bZCX3P44d+5LG9h3/nrkdPe4mY4zP31VFS8iv/apVLt3XR0iCFcYGkNO6mPJS2aKXQWuFpixdKfF0CuK8I05MTRZYwNoSRIYpdkJVl++LEpku2xRgXTGbJEpEGrlo6uy3wIAgkjZqkWVNMtiTTE7BxOuH8LX0mWit85K6Iu5+aYXVxgivOU1ywVXPhjhFCrfLhOyfY2FDMTEo2TI2460nJyXnFxVsgSgS7Nia89KoR+w5MsdQWLLdbfPe3dHho35BDpyTNmsT3Jrl8N/yXf7HIXU8P+NQdG1jswvkbE1Y6mqmWYrIV0Kr7NOt1aoGh5id42jhCkNZJPsACxrjVIzGSOBbEiSSKBWEsiCJJGAlGsWP7MIZR6ALUMDKEoWEUu0DVvWYZRinAo4y5JZ1I0I5gMIoh7HHleSv8tx9f4ttuMAz6U/R6h7wwar03aAVK1bb/4fLxj8UzO77rnzbA6yoU82dO/etHnzjwa08+fcSbrms6sSYUglvvkwxCxXfe1OEHXt1lshWj+nW0NCidoJVB6wRPa7xQ42uJ7ylGngN06At3YiJBGCnCGKKosPzixBAnNgd3klhsytrW5soIJQVKCrQW+FoQ+JJ6IGnUBRMNy1QrYW4qZONMF+QKf/UVxQc/P8uGWo0rzxect8XjvC2G8zev8tlHDMsrda7eIZmakExPhBw569Hpa5SCJJG06oqtm2LuecKw2jGcWQq4fHeDl13T5sv3BUw3IQh8lJrkit3wI685iyfP8vG7pnnmZI3NnYgNkzGTTUWrLmnUFfVAE/iawHMevpYgpc2/I9Zd1MYKkgRiI0hid8HFiSOBjCCi2BBFJiULS5Suihm4RxEM05VxkEqSTizoxhAOh0x6Xd7+pkW+66Y+33I1dHsthqOAUeQT9g96w6H/m7rpe0IG70mvv3+aAP+Tv7gVY8y77nli3y8dPHC8OVOXDBOLFIKO8BkJyRcf1tz3VI3F7hLv/u4+s1MxvUGMHgZ4KsGLPHzt4esE39P4kSHwJWGoCGNBmLJPzkaxII6VO2mJddafsSTGFqxdYm4hcDabwq0MPtR9aNQMrYYb7DM3NWTT7Ar37gv5o882OXBskvMmPXZvFmzf5LN9k+DC7T2Et8KXHp5mOlDMTkqmmpap1oCJlsH3nO1pDIxCzWo3otNPaPcUC6se3X6LW66d57b7+hw43aIeRGjlI8Qku7dJfuAVS9x46Rne/5lJHnxqmm1dyaaJiImGoFlzF2QQSAJP4unUOlQCKYoL2dpUstjC708SQ5Km+uOcGDKgO0C7VdAySkE9ip0kGcSCTuSAPQxjzHDIRK3Du797iZ96a5+6H9Du1RmFKbhDzSjSjDrHm6oT/MrUxmvU/r2f+a2Lrvj2f3oAX+108T3v37z/Tz7+S0eOnJhsBs6yUrFFCdBC0BUefanohJr/8TceDz27ytte2eXV13eYmQzpDWr4kY/v+QS+xyjUhJHrfgl9RRhLolgSRel9kgI8SVkqESSG3AK0VjhsWxfECplKE+UKqXzPUPMNjVpMsxYz2RqxcaZLZ9Dj//yw5vZHZ+l2muzeIDhvo2DbnAP3BVuGtBrLfPBLPidPN7lsi2C6pZieSDB2RHcg0NKBzVjH4pONGKliVnoeqx2YX66z57w6P3DLKn/1JZ9jZz08HaGkh7UtokRxxY5lfvEdHb78eI/3f3IDp0802DIJ0/WEZpBQD4r4xNMSrdLAOc0nuK9eXOjuwgeTGOJ0hXNAd+QQJxDGDuBhLBglKWvH0IulA3ZkSMIRk7Uur33FCt/3yh43X2WQosFyu8YoCggjjzAqzt8oksTD05OJbdxy3cUnf+urn38PN7/mJ//pAPy//frv8lu//ssymN1z7RNPHZjU0iJ8gYyt87EFKGnxpMCTgp6s0Qk1t95X465HmrzqujZvfVWfm18QMtUKCMOAYegz8jzCSBPFXipJFHGsUnBL4kQQx5IkyfSmSPW2wIwxt/PTDUqBpwye5zRssxbRrIe0GgOU6vLVvZaP3T3BHQ9vYHNTcfkW2Dwj2bzBZ+tGyba5kN3bV3j4wJBP3rWRWV8xOyGZaErmpoc8d8Jy1yMB0rqLKUkEAsXLr42464mQhdUanV7C4opm21yLN720x2MH2zzxzAYafoxSAvAwSYPRSLFtU8D33bzClqkzfPzuOvc8Ps3JTo2ZQDBRszR9Q80HXydoleYM0u9bzlvbTLIY55lnjB6nwI4TiIwjjCiBUewYux8LejEMIoOJQ2b9Hi9/6Srf96o2r7gupqF9RpGrWxmFPmGsiSLH3FFGTpEkjGG4cPo1X+lv+28r4fZf+Nynfj/5tjf+q3/cAE+nSdUWFhbP/933/vHb9u3b9yPdTo96IIlScEvhEhIyBi3AkxBIQVd6DGLFcuzzsa81uP2xHjdc2uXdb+lx1e6Q6UlNkvgMhj6jyCOKHMjjRBElLmGTGEUSC2LjnANjBcYUlXc2B7dzbLQyeMrgewmNekQ9GKHViGE8ZO9Rw+99eopHD0yjk4A9s5ZNU5YNU4qNMz6bZyVb5yJ2bu0yv9rhz77YxEY1tmwUTLY0k03LRCNkkCQYq/ClQMiUwY1CaUVsDN2hodNPWO1qTi/WuXSixdtvWeXXz9Y5dLaB1pGTNlYTmxqjSNLt+7z00i4vvrTNE4eP83ufmmDfsRYLy3UCKal7glZgqWnXfeSp9NjL8fNFHnAbA3Hq8jh5B2EiCI0D9jCBfmQZhTHahmyY7HH1RV1+6rtXue7imFbDIxy16PQDwtAjjB1rR7HKV133OF1tY0kYjbxOb/Fna00ZG2/u1z71sT8YvvG7fvwfL8CffuY5ms3GJfue3X/fwuKiNxr1Rb2miGKbptpTBk/vtQQdgy8tgRIMlKCnA4aex3JY43MPuQGY3/biNm/61gFXXNDjvA0DJpuaMPbSDnnNKNREsSI2kiRRKbAlxoBFFGFMCm7fM47hdIKnIzwVcnolZv8pw9ee1Dx2eIL7n5oijupsmbBsbFlmJgSzk4rZKY+NM5ItG2K2zQ2Ynlrmw7fBvXunuHqbYHpCMNGUtBqGVmNENwnxPYWOnVSw1jkYjCT9YUInLYBq9yzLHc3Z5QluuqzHt71omT/+dEBzSaJE5ABpNFHsM4ok/aHHhqka1+/p8r5397j/mQ6PHfa474kWx5dr7FusEyhJXTl55GtL4FkUKZGnhyVj8sQ6ORcZx9xhAoPQSZXIxtg4ouUP2bNlwGUX9PmuV/Z4zY0RLd9jOGzRbfuEccbYGbAVUawdmGNVSMk4c3Ako1FfDMOlX5gwIpmcnP7NWz/+B/3Xv+nvD+R/bwA/c+YMmzZtqt35lbu+67O3fcEbDPqy5mviJGMPi4pdzYRKHIvrxDr9m4AXQ01Z6km6FKqAke/Rjuv81Z0TfOGRATtmB7z+pV02T8dcsHnE9Zf0EShmZyRaSZJEY4zEWpkyd7YuZ8kjgxWuKWAwMkgdc88zmoOnJZ97oMH+Uy1WV+v4wnNsPWOYbDgffKqlmZ3SzE4JNs3EbNkwYOvGFe59ykmTbZOaDS2YaGomGoLJZoyUIU8fVbT7iu3NdLithVEk2TQruOT8EV9dsLQHlu7AsfjiasCZpSne8tKzPHVkiQefnMNTFkSEtRAnTqINQ8VgqGn3fKZbTb7lqh6vvLbP0i0LHDgFtz1Y4+CpgIf2NRCeZmGoGS4ppJAIIVJNLlKQ2xTklsQabOJcrJmJEZMi4rrLBlywacjWmYg3vCRk84xgZkIxGE6yvOo7ECepBIl1Khuzm1zn5uKkKBYkVjPs9Eis/sULL7lBXn3Ni399YeG7hnNzm/5xAbxeD/SRI4f+84njR/5/STSQ9bomiS1SgpDCSRNhHXtLB3SdNvB6iStL9RPwY0tdCZpGMEwEQ+0x8jzawzpPHI15/MgswkTs2Djk2p0DJpsJN98wZOtsRBLFWJOeOFtIE1INKpUlNHD/E3WeOtTAr0keOdjg1FKdmtZM+JLzZyxTNcNEzdKqSyYaksmWZmpCMzsJc9Mxm2aG7NjUIWGFD94+xdLSBFfuMEy2XI9lq2GYaERYG/HAUz5Lyx4XzrjsorUwGkk2TkledPmArz6a0B1Iev2YTk+x0vWYX2py+e4B73hlmweeqXN4aQIlDBClNSZemqAR9EeS3sBjtRcw0WgxPTHk+osG3HT5kNNLQ5483KFWT3jykOaBJwISKxFSkNdp5zaiBWvAGJLYsnlDzM03DJmuG67aadg+J4gTjTENRpHH4opbPV1jSCoVU7bO4qKszieOBVHiwJ0B273mzIAo0XQXuvK55w797MTkZj0zM/tfgPgfDcAHgyFhGP7yPffc8+69Tz7h+75EJpZE2JTBLbEAqUAmTn8radFSoI1bBr3EEiUumxgZqCWWRiKIjNOCI18QJh6h8YiM5WR7gmMPGKRK+NyjEQ0dY6xxJ8m6bnWRnUEh3U1KjFC0ex5xqAm0pFWzXDgLTd/S8mPqATRrgkZN0aorJho6T/TMTsVsnB6yeUOX2Kzwm39T59H9s5y3wTLVFCm4Bc16QrMW0mwMqdXreGmgJ1JZkBhBGHsMBkNWh4bpwBWidQeGdlex0vA5dmaSa3aN+Jm3zvPf/0ZzfLUOIsHYGGMcKMJYprUjit5Q0xt4tLsB9VqDehosv/yqEM8Puf6ihO9+2TBPpAlhUpu0iL4zckiMsxqnWgolfYZDzeKqTisuHZjjWBEbF/vESXafAdo9zoL+DNTOc5cuiI1FGswK4hjCGB5//HG/2+2/rdls/erdd38tfulL/+49nn9ngO998mEOHXwq6PbClx88sL8mhMXXCikMSRrMJdLdK2NTYLtI3Vl5Fq3cl/VMFsFbZ1sZ6w5AGuVHxgWQsYEwkCRNSWw0URywGLoMuLVF3kAIV56qhVsxvDRbublpqU9bAm2opdq05gnqgbs1AkWjrmk1FBNNwXTLMN2K2TA1YuNMj22blvjDzxg+fsdGNk1qNrQMkw13MTTrOIDXQ04vG/afDKj7Lv5Iy0NIjGA40ly0NWbz7IhuL3ANHYOETl+x2tO02jUmGlO89VvOsv/EGf7k09tTy9BgTJx61ppRmNWPSPpDRaOmqQcedd8Vjfl+gu/FBF5CzU/QIkHJxGWNhUVIU/HJs9UvSSSLy25igTHZvUhBLomNxKQgTpIM0CmocyA7po5Nep+/R27lRjkOBHFsOHLkyHkvu/nlv6e9+o/fd/+DoxfdeP3zB/Bud5lmc7rx4H1ffs8jDz/4YhP3CXx3hQohXVApLbG0SGlIjMsaJtKilCFJQCWgM6sq9a2zUs9kzMLKn2f2VpqZszYDd/XzZeW1UmQXlvO8fWnxdFrXoiHwJDVfUAtcwqRe0zTrgokGTDYTplox0xMhc9M9ts4t8/ihIX9+5zaatYDNE4bJhqDZUDTqgmY99dHrIx49Inh4X42d0+7vi5TCjYX+SPPCSyx7tg+5/4lJ+iEMhgm9gaHTk6w2PBZW6tSCKb735iUefHqBJw9vxl2yhsQkxMamyRhXTzIYSRo1QT1Q1AND4HkpwA2eNnjKZYeVMqlUtAWTl45blhBySSGRu1EmTfUnpmTFJjJ1XkTacOHey59n4B3LTWRWZEZySXq+R52BvufeB//FdS98oXndt93yk4uLy/0NG2aeH4AvL83TaS//H6dPPvfOfucMtZpHHDs7KpHuC2bsbZQgTgyJtCRKoBJBoizaWJLEpr61qxNJEiqgNmkWMinVkeTJiswCLIM7PWGuItF9HiVAKZe11Gmnjq/B9wSBpwh8Qc1X1GqSZk3QalgmGgmTzZipVsjsVJ8tsys8dqjPT71/EydOT3HhrGGqAa26pFlXNGvQqCU0ajGeN2IQWrTUBIpc82YSJYolSeLR8mOGiaE3kq59bug0eburqAcBNb/F+Zsj/s9/vcrPvF/w+P5NYCWJSUgSQxxHhJFhFGqGI8lwJKkHEPiSmm/xfYWvLb52INfa5gBXaZFbIVVKIAdI8wc2A7gVeU1LUdtCDnJ33kRuNeaElQHcFKDOH2fnP7EpsRkOHT4u/KD1zgt37z4YhuGv/F0w+n8b4Hfd+RlOnzq9/fSJZ1+4cPYEvi9RaRo+SSARkEj3hWV+70CdJAajRP6lEmXzhIPLrokiy1byam3K2jatJbHZ4yq2C4BL1yyhpMvoaekSH469ZVqZKFMwSCdRapZmzdBqJEw0IiabITOTAzbNrvLIgT4/+79nOXhihp3TlukGqeZWNOuSZt3SCBJa9ZB2P+YTd9exicZXLrAWovCeo1iihOaNN3W566mQzrCWtoAl9AeK7kDS6GnqfkDgT7B7c8yv/cslfu6PJY/s2+g8f5M4Wy9O0vEWklGkGI7cdwoCQeAJAs+m39cF9VpZlEplowCR1qwIqkAvmDxL8VNic2ct5oDPSakAdf48e28dYGdlFHFi84wqSI4cPc6tn/n8C6+56tLtH/v4p05815ve+A8H8E57kdbE7La9j3/ttzvt+TeNhh087aUJFIilSMHtvpSS6dUrU+AqSWKMe5wU4LalmhFTuXcHNLOzCofEFmxDkY7OMpWiBHAli/oMT7tUtudJBwBfUAvciLV6YGjVE5opuKdbA+am2w7cfzTD3sNz7JyVbGgmTNZd4VSzrmiU2LtRD7Ei5MzyBFK4bU5kJYvoGM1Yj83TFm1ierFgEFoGI9cM3e1L6oGi5nv4Xg2tJ7ni/Jhf+5F5fvaP4OF9cyRWESWGuFQ3EoaGUaCo+RI/dN/P92R6UWeFWA7g7rjY9FiVQV7+rGNAJ61MzEwXm5VDUGL27PnYalyqC8puJik9Tx8bBMurbY6fPP2mq6+6InnTd77h3509u3Ry48bZfxiAt1dOMRqsXhwOFt4SjxaoB8pNdZXOJVESYpV+OSXSL+YkQnYAkjQRk33BHMzZLWXpDOi2zNyUi6Zs5YyIXHeL1DgRRbWgkmidAVzge640thZY6oGhHiQ0agnNesxEY8Rk04H74f1D/uMfTvPkkTl2TCvmmobJuqDZkDRqikZd0qy539GoxQQ65P7n4PSST9NPrVLhrLl8uTeS/lCzZUZwxYU97nuqRX+UtYOZNOhU1HyF7/mphp7i8vMTfv1H5/mZ91ke3reR2KZMnliixNW/h5El9CW+L9PaFJmvWFqnMk2SgzwDeFaYlR9NUZJ+mSzEuS3ZOUmsSIFODmxTfp5WchbALs5zGdgmj7XcY1AcPX6W4ycX3rLv2UPv6XR7J/9BGPzU0fsIanLb4vzeX5s/fh9135BYWejolLlV4iRKbMBIJy3U2FJmDBglquBOH+dlrRnAcUc3Z5SCY1LWKbF36vMq6WSRUuTlsK5pAnzPurpv3xVY1YOEes3VorTqI1rNAbOTHR7ZP+Snfn+WZ45tZOuUZmPDMFmHZt1V8RXsbWjUEupBhO+N2HtQs7BQZ9cmilqQ9Jo0qZMyGGku3CG4YnefOx439EPJIHRJqMHQ0Bu46kDf03jaR6sGUhou37HC//hX8/z737M8/OxGIqPZkBgH8AjCwNVuB4FxAE9XK1eAJdJbWqciCyknMrCn4B7/yUglA3omG8dT/samsVIldipAXTwu4qqkQnTu9VEEt33pXqzwfu2Kyy96yxe+fP/JV7/ib7cz3N8K4CeP3M+H3vsiXvvWD25dXTpyXRKtEvh+Gjxm2ivV0NJpM2UsSc7cFlNi8exqd65Ixm5UGNul2wvmxpaswPRMlJdVKZzmlzl7O+dEK9AaPGXxtcXzLDXfEHgO3LUgppEXWvWZmezyyP4R/8cfzPLMcWcHzjVcAqhZS0tUa8q5LoFJGw5ian6EVCN6oYdUGk9ZlCJl8QIgSZI1HXg0/QiI6YaBaxULDcMwoT+UBL5KA0UPTxuUaiClZc82y//1r+f59+81PPTsJqLESxuMLWFiGXmWWlzS4J7BU+4iz1r/lJQuN5Eepwzk5eOZp/XHgvlCrpSko8lq7TMQZ2C36XDU4vE3uncOmeTMwip33//EdYsrna0//ZNvP/mlOx/gVS+/4f8ZgI8GK3zvj391qtc+/ZfdlRO+pyXSJEiZRdGCJNPZlWi7tHxZ8vEMNg9UqiyQuSPlAKdcMJU/KGnG7Ja7JtktXYa1snheCnDP4HuGwE+o+wk1P6Zei2jURky2Bky2Ojy4L+Yn37ORfcfn2NjymKsbJmuWVsrcjZqiUVPUa9bdAkM9iKnXQo6cMfzZF1sENfBKTkX2sa0tLLZu3+cHXt3mz+/sc3axxiBrAxsZBn5CMJRF+av2Svae5eLt8Dv/doF3/W7CPU9vZBDXmEsEYWJoeDCKLDXfEuishNatYFqbFODCNXOnK11GDk5OZSAXICzYgtIzginLRpMH/ra0Aq9dmbP7Ag9lg6HAhwO5RUrN/kPH/Re+4NIPnzoz/51bNm14ogyDv1eA95b3ijiObhwM2hvdRCWJNDa9uYZdVQG1LSJuk1lNpCw+5pBkoDbCedqm0No5c5c+S3a4y4GRTLtYpCiDO6130ca1vGmTAtwlPmp+TC0IqddCplp9hlGP2x6EX/3QZvYd38CGlnbgrhfgrtcUtZpKE0MuMK35MYEfE/ghhpj+qM6kL9DSOUsiD4Gzi9l5ylGsaTUVWowYxoZBJPJG3mBkGPqGgafwPYmvFVpplPLTi8aye4vg139slf/xlwl3Pb2Bk90Ww0Qx6VlaviFMLIG2BLHF15lFaks6XBQMnjo92X1Z+o3/FOek5Gjl8VIB+nLteXHObUmzl2VJAfqMFG367+5/6JmdV1+x508XFts38LdI43/TAO+3n8Uk0esOP/2RP7TRqanA1+mHFqiMkYzFJAJjZdFokAHe2gLgJmNtUQSTJaekHLGvYe4SwPOTIItS3EyeqNQpyGwxL/WBfe3AHaSArPkhjdqIDVM9FtoDfv3PG/zplzYS2kk2thRzdcNU3TKRp/Bdr2YjcDNO6oEbV1EL3IXi6RG3P+KRGM+xZVp7I2TxPYrWMUmUKKTwuOUFXX7/0xvoRh6TKYvXQjeNKmNwT6mUwVN2FRZrBJeeJ3n/z7T5i9sH/LcPbOL08jS9Cc10opiIDXXPEkQ29cNdDOL6NkXJTUmlXRngImXzMqOUQZ6Tjy3IqCJVSnXntpzDsFnZS560y0BdCVDzfy957Olj/O4f3br5XT/+5tc8/OShz1x35a6/X4CHvWex1vykJ+a31oO45ISkWtsKTCKdREnBnGTJgaTwUDNZkllMhRQpt5SJczJ3mbWz8tecvdPSAJfESE+iNq7uW5t8zETgxfg5uAfUa31uf8Tw4a9O8Je3b8SICTa2BBtqqSypQaMmUlBLaoGilrJ3zTf5ShB4Edof8sWHpjCJR6DIQZPr2qKmyaWwE4WSmldf1+d9Hw/px75j8cjmHe2DkXHaWbvZMEqRM7g7PoLpSckPvbpDXZ/mo1/tc/ujG5iP6/R9xWRsaHgpkyvwtU3jEpuzeHbhqLQwLpd8Mo1yxrOdJdbJWDwD/bjrVbB4NUnnrOFMb5dYPFvhbGExhrHk8KnO1keePv6TSorP/L0yeNh7AiG8H14+9mc3SObxA58kJk3bClRar2Ckzc3//GaFc0pMCeR5UJmxuCiuftxr6wG7AvAM2Ng0+k8zc8rmWboKuJWryfC9BN8PCbyQVn2AXxvwF1/Q/OqfznFkZQbPq7GpDrOBYaJmXHYycGPS6jUH7nrK3jXfpgGqWxHqQchyx9CPfZRW+NLkLkVFg1OsbnGsGEU+gR4wNdmnPWoyjKSbGuVb/NDVrjtrUxXBoXCbaZHWjxgjmGpJ3vqKLi9/4SK/9icjPvD5OZajFoPAoxkJWp5rggiUyEHuyTTxU1r58kBdlI51icXHybxMRNXzWGXwgt2r8rR4LiplGJkKiI1rjj50us3Hv/zEDf/1XW/64a8+fOCPb77uwr87wIeDMzz8ic3suuF/v3jUX5iTwnXBSAHSWFSSMbYpwJ530ogKk9u0AaFI/xY1D1VJUip1rQDb5gdYiKJrPJ+pkhZySeWAnXflK4OnY3w/wtcR9dqIwB/wzNGEj95V589u28DJlWmadY+ZmmXat7RqhkYAzbQAqxZIl8oPJDXfeee1wAWqgefYu9Uc8oW7FAcONahnCZXMnSghJJNkSVqoFEaay3bDy6/p8pE7Z+nWNa3YDc8chZahNmjPFDaflKULx1YSM3Ei2TLZ4xff2WP31oiP3DXJk0emGOo6vUTT1IKmsgQ6mwOTFqEpdzy1KOKY7MKUomrDrmHyMsDTL5i1COYAL4N/rJZoDeDTVT5OV/nYkN4sJ04uzH368/e/+Jd/6j/88fGTC+zYNvd3A3gSLnHNGw7/6NLxj/5gNFpCKYGQMdJIB2aZau5EoqzAWgd0W24bqxTvFJZg7pBQdUrIWHw9cJfZW9gKuN0sFXev08IiT8doneB7IfUgxPdH9KIRv/c3Nd7/mQ3ML00RqTqTTcVsYJnwXXBWBrdjbJUWY4mUvR24a2nVXi2ISJKIp4749KOAGT9d/mUGClH5buVAM44VE0pz+QUhH9YjuqFm4AvqUaqdI4MXmrRQSqKkQCgX1Iv0FDpt7455nEgmGh7v+p4eb3vNPH/0mQ7v+/gGlvstBjqg6ykaWlBXECjjgC6tyxWknzkHeQ5wW7UPx2i8EiuVGXwNk4ux52vBnkuTNEsapyC3UnB6fpkzC6s/+NRzdz1wcn71/X8nBrf2QeDSxsrx37mS8Enf90KEVPm0pKLv0TGLKYPalKrRUgYnlyMZY4vSlV4UI1XoobQsFuB2N1lib1dA5CrltErS4Zwxno6p1UICPaI9iHngCcEf3jrFlx6ZZqk/Qa0WMOfDpG9o+Zamb6kHTpbkzB0oV68SSALfSZOaV4Dc92IatZD5lZhbvzrDCI2vS+DOGosyDZ4vx64yL0oU1nq88eYO7/tsn4XVBoNYMIqc1edH4IVJnqDRSjnnQ8jid1cuHNfd1KgrNs8MeNdbhlyz+yTvu3WSx/ZPsNRrMlQBnq+oaUldgq+sq7JMS4qzDGcV5CWgFwsS46csl5dWVJmbwh42JcBnjzOQx5lEsYLYQmhTPW4hiQVfeuiwn6g7rvz1n31b40O37e9//2sv+tsDvDe0WJiYX3r250y49O8a+iBG1Ulsgi0B2wFapq1iGZhliaXLoC7r7QLkaxi7BGx3HK0LcsaBLQwiZW5ZAre7xQRBiO+FrPZibn9E8vGvNPnsA1MstFuoeo2JpmLKgwnfBWEN31L3yevCM3A7aaKcNPEtQQrswM/cmIjAG/H4QcniICDQEl+6BI8qLfWZZK50tCci7YDRzNQF113Y41P3TdOPPYaxoBZZ/ND591q7YFONUktWurLkMovmADeCxAqiWNOoeXznywa8/AXLfO6BLh/7SpO7n5jkbLdBqH36vsKTEl8KAgm+TLW5KCzXjMWlEGvqVdYEoJWkXOk7ly7CLLDM0v3Gpk3PKZhjC5F1DS9xHrC6/+HA0ZO84oYt/27v4/fcURODj/3fYvDeICIIvEsefHTwHx68+yn+9XcNmWxAGOkSqFUO5rwX0oriArBOqlhSyYKoaG4qAF9LCXllWxZMZgDPkifSuuJ9aVDSFfL7npMLgRex0I75wkOaz9zV4uP3TrLcaSL8GkHLo6UFU54Ddt2z1DNw+4JaIFx9uC+peW6gTs0nZ28HcOPcGB3jexE1f8Rn7ws4tVJntiXckp+7EOsEZrlEKXT4hinNt7+oxye+FjmAR4KRB0Hs0tZeaJy1VypDcKxaAjkFkSRpE3b2+5u1EW975YDXvWiZT93b49a7Gtz1WIuz7Qax8hn42o3JkwJPSrRwjO5JXLuhEOl5KLT5WClQ6VwWmrwC8gzglOzSFNBxythJfgFkoE7SxIibwzdV63DVtju48ZIN31Gf+b6vWru8IMT6NePnBHh39SCTzSkO7DvI/fd3+NG3gO8PwHoYox2wbcbgqmBwKwswp69V2Dtduirsnf+nQgqlTKUt3UwqS1LWlm6eoe/FBLWIOIo5sWB56qjmz26b4t6nWpw+2yQJauiW28BpQkNTJzQ8N1e7lnb0OIbOwO0q8hy4RQ7wwLcEnnHM7SX4nqtd2XvY8syRGkJ6+IpSxlGkQWYB8zUgTBM+caK57IIhV+zqsu9knb4nacSJA7eCUNs0eE6nVkmJJEvKSPfby5ZcSjyuLEATxx6D0KMejHj7LSNe/YJV7n2qywdua/L00TpHztaJewFxXTPSGiEkKp3LrqV0NfXCdebn0oV1lQrlU5rXrrCWsQ0FoF3pcwbqrP0wAZM4cFs3Y67ZjNh53imMjH7w+Kml9yq5sPC3YnDb+zCnj70HsTKrrtl1kmNXDDm9INkyE+EFIdgIa1xvnpMpqmDvDPiZ5i41AWev5SCnAPn4oan43Bl7ZwM6hQO21glKxQgVM78Mt9+leeZIndvvbXC6U+Po2QboANXyaGhFS1ma2lLXKai1peZB4It0xngB7sB3dSCBJwk88CvsnRB4JrUdY+r1EQfPwJFTdZTUTp7I8tLOmFYeC7DyVjDNrq2Wi7f02Htohn7DsXigwYstXpRmZ5XJM5CufiRzaWR+TI0tpKJLwqWtZokiij2C0GfDRMh3vWzEjZe2OdNr88V7AvYdCfjCw03mlwKs9IikBqUIpYR0p40slS8RRXFWGejleYhjIC8Y3RayA0qANkBafpqxtitLRJAACVs2RTz5bI0vPfwwi522iqMF/tsf3s7P/ctXfnMAN7Fh8/Y3bbLJ4+/ftvGL4thikx/8ry12bIr54Tf0ueS8iGbdsGNrhGckIpUsNmWjMthzBi/JE3KAnwPceTBTsLaSFpE2zFqVYKxhYQGeO6H46zsaPLI/4OixOt1RQD8JQPvIpkdNCRoaGspQUymoy9WEnnDPU3AHaZlpkII8Z+6sfsVLUuZ24A78CElEuy8Jre9S4dK44Zei6oGXGdZmZQlZG1giiRKNsIpWMwRGDCKPoRbUY5uWwabJGWWck5LX3shSKYAsAFX+G4nMAe7F6RjlyMP3fDZMhmzZEHHFjhHdsM+R420e2+/zV19usO94wNKCT2w1sVIYofIGbpeedVdv0eAtxs5m9sAWz2zK5xlTUwK3KR4rY1A2Yce2iGYj4dLzIt75hj7nbYp5/IDmTz96TLzyluvff8P1L7plcXFl/ptmcDn5PeKhx+/dfeDA4MIPfaLJrfdMEyWCvYcsX3usgZKGndsjvvNlQ66/ZMQLr4xIjHMhpupAzuDSZS1zMItcnpxzYRMmbTfLur4No9iy0rPgwbGTkjsf9OkMFbfdW2f/0Rq9xCe2HigPtI8KFL6S1JWlkYFaOacgyMCdtqv5HgTaNT0EvitPdewtCHwI/ELGZCDPalky9+TkYsLHbp/gbLvO9GSmWavsXSK1Kovn/Y2S0chjw4ziza8YcsejfU60G/R9SSMW+BGEyqJj0BGpNKPQ4pRGQSCL0tY8I5i1krkJvXGi8HQBdE/HeF5ES0dce1HMNReO+N5XD3j2qORz9wZ0Roo7Hqxx4oQPWrLU1wwjlQJaYrMl6lz2SmGtFFc5JSmCQVjLVD2h6RsSa3jhVSHXXzLiO182ZOf2GCWgFVgEgovPM2BOoSeOXHj9Fbt37959y9n/8M61ucF1Ab6w0qt3ww0feNf/XGnMn9mB0RaUwVpDJ3ZbkD22P+DxZxpsmYvZviXCJJbrLw35jpuHWOuaSGdalj27ImpB+h3yMyxZ/8cFjuFI8MRziv5IorVk72GPD3+phhWSpa7HseMBsVUYz8MqDZ6HlBopJYEU1GQKamnShIarwfDTNLWX92KSzxovwJ3JkqwhwskSx96GQKfsnQIi8Ebc9YTijr1NhK8IVDa6uOSejBFb7iKVanOyzvTRyOPmK4a89Oouf3XHFP04YBhDoN1oBR1n/nqWsTWpZJBjOj9jclENaNPVIvbScQ+Jwks0cRwTxh5axbkLpVTM1TtjrtkzIsFw/HU9ljsCKwR/c3uNJw95aC0YjBRPPqcJRyqtuVkH6GVw4+r8g8DhY7qVuApEY3nTt4x44aUhJoHtmxM2z1kIBdY4ORyOZKoGJN/1LZbEPt4INn/HB5K4cw3Q/6YA/tjeQ+w/etbv9yNsYwJM7IR+aSmx0mA9w8m25eSyW1oeetbyvlsT9wViy7YNCa+6fsRU02ByQ/Qc2E5RICWs9iSfvqfGck8hpJM8JBqEcm1BNQXSPVfCRf2Bgpq0BNLgp76uVwK2p1Jgp83GnicItHD3adeLn1btuTY2J0183zrG91PWTn1vL5UnYRzx1FGfTq9G0JIEMi2wyu3Mch1hca7zoitT2K2xUYSRx4ZpyRUXDAi8gatNiQVB7AJNHdlSN45x9dv5RZSFfJkVK4sqvrx8Islr0WMtSTxJnCTESqHiLIcQ57kELROkcg7V+Ztidm1NENLwwj09rHUFbas9wafv9lkdiHT+ofgGkaf7TFNNwy0vDNm6wZKk+49J5bBgrSSJPaJeJnPLsjc9XolmFMW0Gsd8HSbr/rk1AD8zv8Rqp//O9/zv22ZqyhBayUj4WGGqS0qmo6QBrzRwJ1t6fMPJFcsHPtusmqJVVFcBnskYKSEQ4ElspvnyexfZ6zTrFgjrpEeapPDT3Q28LA2tbN7Fk9VDuy4XUdoOxYE7kya+l2l0NzvFzTI06fiFJJ1V7oZ1Hl00fOnBBigfX6X24FiAudY4Lmf3RJqxk+lQHU2ceLz6+hEfuq3P02ebdD2PeuwKpby0SCr7GyK3TE3B4GNlAQ4UmXsh3ExwY3IHR8eKONtwQCUordwmBNKB3G2JkhCGBiENSriBS05GGhq+4e2vMQhl05xFSW9D+rz85dOL0EAcKcKhTGdICkwkckA7aStLLlzq0FmBMe5YhZFi+fS9M5sv/NF3DvtL7601qn2bawD+N7c9xCiK3v70ofkJgLqyKCuIhHTeJCoFcgbaDPilwCHjKGXBh3PTdgnkqZbLEZFREzIt/nFJaS3dXBNfWLw88+ZYzctqv9My1eyxp8m7WTIW97TA87KeRZXuHpHKEt+B2/csftr143tJ6nknrq7Fi5Ay4ukjkoOn6wil8wRJXidSLjtNv2qlHiPrYEqKupQ4cSx+weYRl+7ss29+xCD2GGhBLXFzHHVs83p3mWrxasOwTE+BKK0Wsmgu0KJoUEkEWhviRKYAl+jEAVyqJL03+bYyMnWyckdLOlAPhqawclOQC7I6GVs91zmRp45aakCQmxGUTIkM4Iw5dYIkcXtvJuGxicHKA28X0nvv12Xws0sdEmP9d/3Gh+XZboTGZbWUtfgi9SsRuY9pSK8qKNk9pS9U7lg9J7Cz/4hihiBpN3z6OMuqeRK0cAVBWSGTLgFcqQLkxU3km1fp9D7rqvc9mYK8AHdxKzp//FKThAvGHMAjG3HPo3WWVuroCYWfpbnHU9zrfPsKyG3JTTGS4chjZlrykmsGfPHBEd24ziBRNOJiZdKJTSfWlhNfphJouiMvcrOiaHg2eeAZG4GXyLzy0gE8rXuRijgdFCRFdl/kIMpGgKzkKjKAF1no0jevnP/yNK0K8CvOGxUWd21/DvgCS6C7KPOcnNj6434SrYbKm1of4L1BCNjf9KS4HmPQ2hn7WSGPS7favDosG7trKFUJph++ePx1eLuUKMjArLL0cApkN7SzGJqf7XSsRAFwJbNRCO7ku1pwUQG4azgWaWf5OMDFOsBO5Yk2eJ7bF97JkxhfR/g65Myy4eH9dazy0+xfebe4scKk8SAz18nl8cUin/1nE811eyJmZ/t0Fhv04zoNJfBSLZ4PMs3GUmPcNDFM6U/JSmKtqP9Is8/aFcYZ5e4T5W6xkk6iKOskSjqZLLvPdsPLWufKZRMZaxfFcQXJlePONWq1nBfJkoDZa6YEdiixvfv9JokxRl1vTfibFv7dORn8kb2HsLD52X1HZEMleEqV7K2i8TcvYEeQDd4pp2SzK9GMfwmRc3VxE9kUqrS+JH0tA3XepVMGe7nnUjhg50BPu8W9tJBf5+ztAkrXsiXzm9PjFPahZwiySVApe3sZyL0Ez4vROkLKkDsf8bj78RaipvFTgOf+d34rtX+tYfCCvQtP3CVl+gOfl1w55Ftf0OfPvxgSJgH9RFJLG4u1BBVnPnja5RObNUmlTK4YRHoOBUVpqnRdWFo4Ta4EiRaoxM2uUcagEpmDW2Xgzi9kk5dMyNIwTzEmT4oL/dyUlzN5CeyUAG3LoLfFhYBwaX+7fET6k/s3j//eHOCLS6vMzkzu+fXf/ZsdMuzRSgdGWoqrrQA1FVlSBnJFlIyxeNkPLoM7r+/Oy2BLaWCRpb1LS38qVVxnSwH2YhxCNvujNAck7SYv5oMU4M6DSl103Ofz/ErM7ekYTzkGHyQxf/DpWUIRoKXCz2rRSzmQ4juW7buqDs+AnmRp9dTGSxKNtB4//oYun/jykJWkRj+pUU/ASwQ63e9IS0uUSZVULgjGhUCJyXXK4jptDtduXIOnRTqnxLWxJYlNs6UWpWTqDBmkKoFbytLfLZJy5ZLm9YD+9X7WSpVitSvez6pQM5mjGCUxauHwBTsu+f7LwlHnaT+YqALc9z3iJPnhTrv90mG/Q8PXrtiltJTaEpPnLFRCtc2uwCppV8CfhxVZwU4Z6HnFGlWgi2y+YGnWYOUmKuydt2FlM0BSeaK1TEGedZmXZEkKbK80x8/3HIt7XrYbhGNvLwh5+pDk1FINlIeSwunvdZg7Dy/E+sfDZvNhUg1uErcVixtJ7LFlJuLiHX0eONAg0j79WFBTwgWb0oFcpn2fMh7LAOeJciDXrpncLPfIpn9fGcfcGhJpUInIe1uT7G8k2cg36Zg7t0RtlcFL9ePZiOZvBuAFm6eMXmLrXJ5UMJl2Rg0irDq68bxLuEAI+fQaBj92/LQDeTSk5rszUW41KndsVKrFyrHlN+jmz9m7pE0zeVIcjHJpZgHu8hDNIoNHIVmUyFlcqWKwTb79dwpwx+B8HXAXDcrj7K2VCy7DOOLPPtvk9EIdEWTypDzQspTFpLpqnasJIHNUMgY3RhHGmq1zgnd8e4e9f9CiFwcMVcAgcbUpOvvuMSUmFWlg56YeuPus2CktgiMLOIuqRueXO8mi0/F6jjxMPvbalegayk0m+bnKx2PYKoOXtPj4+f/GAC8HoUV8VwZ3tvrFkYDeyJw69rhJ4mH+/+cA//DHv4hSkiNHT+Bpt8hlO5RV9HVZZ9tvBOl1AF6xs8rgrpZhlkFSAXi6LV7RQ1jMHlSqNMVKFTeVjWxT0s1GyQCubTpKosTcXtkxKUDupfv51IOQ507Al+9tEAkfJRWBLMBWAbessrgtNWYW2rI6njjv8kkkcawxxuOVLx5x3sf7PHOszkh7LvEj0zgjZuyisqXjnII8ncFhbck+tMXsmSSd/5gY0Ol0BJ2k8wuVGw2SBfgya1AWthRkUnJyCllSZnIqn+ubAbnNqaHAnShqefICPrcKxgnYML7o9PHHXmGt+XwF4I89uY9rrryEn/q53woGg7BSQyGz6a0lBq/Uceef6Bx0nT+1aXd2tSOkIlMqDF5mb7GWyUvAlqrYrTjT39ksQpUxdzpVVo+B289vzjkp2NukCZ0C3J6OUDrk8UOa+XYAynMbPKUd/NkWieO+9HpBpjtR5dEK5a0P06SPcbUimyZGXLt7wDNHR5jEp68C54lnSaWSXejS9sUgTTKQZ3Kl5CNnk8V0+lin+lwZN3ZPGydJKoM6TWmVGgd6BdzkHnm57LlsNKxvH1J8znVYvarHi0DdWoNJhiTRavAbP/1vWZzfz4ZNFzmAd3tDHn1i39tu/dzdP9npPpsW7xRX2RrNnf6pcatnrZ2fPhfFtViuyxgHQLl2I9OwVWCLgiXLMiVjb1nobpUyt6dkPrZNqzHm9kr3nkWrdK93XdwXqWvXtNwbJvzZbVMsjQJEoNBCoKVxQa+sXpzj48/KxylVyi6mMeWTJXM/3KSlrZMNzTte2+dT9w7pxTUi5TGQjsWLupRyoFkK7tLA0xWJGJcZzO7L0wxUJlvcvBSjUrDLVMIoSyKKDQxy3S8K5s4kShF0inU+y5hUyYm6eL0KK1FVDTkexwNPiUn61OoTP/m+W597MI4Hf5Ez+P5Dp6jXguaxk4veKIxp1L21wdA6Tsm560rWPhxvVq3o7/TLZ8X749JESFDp3LyqRCmPHyvLlEx3y0rSx/PSEW4ZwPPHmRWYSRKTgj1Bp4kdT8d4QcgHPxPw4FMNkD5CaWrKVoJLIcdXJPflxBjCKy5KXr89tpNCkqXvPW64bMDbXtHl/bfWMdpnIH1qeaKrFICXgVUGjjVgHbizUH+8jdDYlM0laJsOUU3zCsqUwV1sCVkweGHpVnQ4RTyVn/81etyylhbHftZh9HK5tRBAEhINz3qD3rFmEofkAK8wX6kTvPzL1sX0NwB4+SNXluz0hcrYtXUlSmk+R4W9M+aWVQZPO87Lgeb44M2K5i5LElXyvHXqdytnC2rlGpcXlw1furfFYq8GgYcWAl/YYjxE5kdLsYbF1z1nOWuXg72yZahIjNtIdbopeeWL+3zy7iFnOgGh0vQTkTcJ58cl171psFkyDW2uycFYk9eoZJ9D29KYaytS9naj9pJSgJ+5WNVJWEXSqbjAqk5K1VWpxmTuhXMAqjwXcR1MOjgJRJbpdD1HDuCHjpxg+9aN5//VR7/wxoWzC9RrrjpvvT+W6e+yz3pOfIviD49/mYouFWM3SiPESiN9s+6V/MBmo5HH5ElxsVJlb23RFdYu3xx7uzkq5ZETKYOrGF+HHJ4X7DtcA+vntSc6C77Gg2PWJrOyY7iui1IelpRv/CTyAiyD5rKdITs3DzmzXMcmjsX9pCgPyDKbRbpc5FKhOGOZTCFldVECumNvUwK6li7oVOmmBipl72TsospIRxibrszWXeiU5cr4qGtbwUjuk4yTwhhbZy+W7UT3FT1WlpeY2tB/4+7Lbvlce+XkUS2A/mB0scC8cXl5kXrNr9JwxQb85n7WeL5r2JtS21N1OR8fNlMcxIK5c2kiSa2rsQBzDNxuhNtacOt835pCknjZvc7qohM8LwRi7nq0yb4zdQhc7bkvi9kn4+1povSFz0XiZamXS5SKVFG5TAmHHhdtCrnpBX3u29eAxCdWmoGRBMlaF6esgx1ZZYzuQJ7Xe1S2KBHpnBuRanI3211JB3wpbXovSsCmxNzkF5iUApGQM3t+wVVwYNclw3ORZvl4rdcNJvBYWlpha2zfGEWj37FWHNVZ5OtrN9TG08Xut/B15MnYH1/zPAe5KAC/HnOn7+fD11NQZ4BX6ZJfBJmiwt5Z4Jn54Dm489mEWZvXOqydMnYmT3QmT7LREzpCq4ggCHnkiORDn28xCn1olOXJesDK/Oj13AIqx7UohCoVX5WbE0pNyZN1zdtuGXDHfX0ePuhjlcdQ+AxEGmwmY2yZS4NyNFdkLIrAzeSjPYyS+aqSXbhGkrO3KUkxmZ8fVzVdtniz84lIZROiKk8EpdW9cFfKH/XrEoOtPs7clShye3bmMUUcxURRhCCh5ruB6Jk/Op5qP9cf+7oAL7M2Y6AuM/e6LC7yAylygKdD20UhR2QWaKkiKMoGz2fMnQNcZZ3pKaOnswtzSaISlE7SzpYY3w8J44TP3d3gyaN18DyEUEVpbLqDc+5gjH+3dUBetbnKY83KMx1lKdh0Wnw08rj8/IjXvKTP08caDOIQIzUDo/CTopRBlVhTVP50lksurN+80jllbGUNVqZglxKrCuswc1akFUjj/laSW4YiDzClEAhTXUXGya2KjdLq8nWAvS7+SuA2FkahZBRaojAiCmP0Jz75aTxPc2Z+gVqgC3+05H9/sz/lFUakZ3Vd7V1muLItKKtgz+rAc2kiyuxNib2p3OfgzsYnl0CuS3PCtU5SK9BU7gsGd5nLA6fg1rsaRJFjbymFkyeiWhqbbahc/l6ZRZQDrZwFLgG76macO9hs1RRveNmQj905YN9Jx+IjKRkkKYsbizK4HaUzaZCk8iDJ/JOUJlX1c2iVevPKfR6ZWodKCqx0SsfIov5HyhTswmlvWTp/ZbBDAfZxc0GkR0OsI+e+2YxnubY+STTPPPMkJ06eIkli9OrqEkpJhsM+Ugkw7suLks9Y+W3r/HWx9qVzXKVfD+SikCgyi8zL2rvYgUCpwioss3bWBKAl6X6QWXdPAXStswlRhXvi5d0scQ5srSM8FRHbmE98pc49e+tQ1yA0nhR4otS5M57BXKPFz3WGRCXZY8dmqlcCzkRilGI08HjxFX3e+PI+h/+yzsh4mEQxEB5e4uxUlTFnkh3jwlkpM3n5ass0t1KFL66sycFurEAaB3QpC1avmADWPTbCIkx6LqFoqxs//2PktwY7FbyNH7sq95an07bbPbp9d0D1KHQjh8PIbTUhUpaE6v6TZaum/AfXu+LK2/lV/W8xBoIM4GM7C4gxxi574CVQVQqulGt0KB6P3bSTI3qdm1JFUieTJlrFeDri4BnBn36uBdoH4SGkLEablXov8xOdsdUaNFeFQgZqEGQdUmaMzU1Jg5uUxROjMZHmB1/T55N3NHn2jAdSEyWKgZSuyjBbVbBjbFkWlCW5kpcOlIrr0ufSCmxqx0rpUvrSCidZJDmoZVr+klm6eY0KpGAvznN5Im7uqpSOWfGeXe/wFR+/9GZ2TKW0+AEEQZqlbfdjpJQMhwlJ4oIyOX5JrfMjxp6tSeRkV2dJlxagLzRZXi+dZy6LfWLKrC3LS6MqAjuVzQBMg0qVtatlm57mj7OA0hasnWctM0ni2DvLXFod8/E76+w/WgftgKRlGlyK0ucRBahl+ftR3M51cooa+9L03cwTX9Pt44YDRbHHRecN+Y5v6fHbf1kjUhFWeAwTiSeyFHsGnqJEogzs7LG1AlRph4b84nNSRVqw1jgpkmlvabFSpNvWlILK7LEpHQdZHJtK0Dsep6zL4AXqxTfQytn/oyW06oZGI8EYg46jhFrdKzR+Brr1rpr1wF1mK7GO5s5er3xJsea+uPLHpIqgCnBVZnBbYXCVDXMv629lS/62yeWJVoXfrWRCMbTTsbgXhDxzTPAnt7WI0pkrQrrgMve/c2ss/V6yOHHF1bz+ccyAZCjKV9fT5PmA0yzYVM4Xr/uKH3pdn8/e3WDvMQ9k6BolEunkU8biGdiSVKqUQW5xfbNrmDz7DO74WuVqkqSRKFlsMSOFRaQavBx4Fo5YGexrZSnpqrKeZCmT5DiJrotHkXnvGc6UMEmE+qu//PPdnlZ/uu/Z5zYpgStQklS11TrW3HrPy+lzlbNv+l7mekiZviZzV0TJbFqqSLfcE2v1tcrqvTPwlixBXbgkWcZyPXA7t6RaUOVu6QzxtKDK1yFKhrz/kw1uvWuSWNfcCDipqStLPR1H4Sk3kkKnnft5e1yWSS1lVZWUeY260iXXJ5dZ2e4U2fc1pe1YihHReRcNhpnpiIVVwV1PBFgkCDd5SgjXoL024SSqBCXEmPKsqvRilbGsCY5LF0S1OnJMgo2XJZix55SGtJYmEZe3OlnvceU1CrmXgf2yK15y3bU3vOY2/dBDjzWOHT+xJ4lH1Gt+PhKsTPtrv/4Ye1dYvFhaZOakiNIBHpMlUpC/VkTfpeWuHLGXWLvYaKq04ZQsJIrS1hVBpaDO9mevsLdOconipYNulIrw/Iij84KPfLnJ0HhOngjlxlLkrXLVDqNMplTsUVEcm+xxRQpUGF3kyZd8k4BUppT7NY1SuVSpe4rveUWfD36uyeEzGmSEFYqB0ajScXdxQRp0IhDjcqWc/7YCqyyqzOKIVI+7BvRch0sQ1mKFkzImS/DYaqy1Jvhm/cdV9hYVfK3H2MVztwpk/aZxd8TpU8f3JEnS0L7n5mE3am7oTfV/PMeSUPoLazR3WV+VPuT60qRaNShKQFkrT2wluJRlcFcAnu05Y0vgThlcGbTMKgSNuwBUnM7+KAJMo2J+/9MTPHfMdewgNVIofAGecB3+5dFs480NVf29/lFcj92KzZvK+jsDe1mmSBLjpsXuOW/Ij7+hy39+f0CShCDcBdBHoPKA01mE1XrPtZo8Z+YU0Cr7jLhjnn1OWWJjKZ3/YKyzBE36mhGFDjdjAC9r8nELmdIxXEOyonK35o3suMexoNOHWt+is0GT9UCjtExr478ZQV9a7spau/S8vAVd1ewX+dzsaonsWs09vvelVNncbVvR3mWAq1Iyp9irxzgQZ/cqyYGtVIySMUomBI2IRw9ovnx/g2GSbmYvtfPXS6tHkaa2lYt2/OStiaBKx7DsQVMCdj7iIdPg1qSD4YuhN0laK173FK940YCrvjjg0f0etCIwmhiPoXCtbZUy2hJbltePfGa7InV1RA52lb4vpU2DzZTNRcrmIgV9GkRaK9YAW5bOvxln8XElsF7guYa1y5++Shyj0N2iSKB9L9vJQCKEclu7lQb7rFvIKApeKq60AvBZgiMHeWrwV5iuVFZaqT/Jq9bsmDyxpXY1mw69WZ/B1Ti4ywFlfp++lg7O19plLc8uGz5w6wRPHyrYWwjnTniilNyp1MyMBVFjJ2I9Dh+vsTcVJi92pCvqUmTFNkwSRSxdW9tlO0e84/U9TnzA52zPaXErJCOj8EQa/OWfxZaoqYCGHWNylaX0bZbhzBVMserkwE6BnpKSyQLQLJu6Buzj5LcOo68D+HHSFuXjmD5ODAyGbiPdUWTRzQAaNUstcINgSEjnUNi8w7kM5KJOQKz7AXJPM9N/FbBXgVwutMoAU3SLZAxuUw+8kCkq7ezOO01Utruazed5ZCAubmU2LxoZVJbYUW6g5u0P+fzZpyfoRb6bJSE0UmRNxcKNLSv1i47bYIyBfQ3d5Gej7IOPBW42PQcVJi8BPVEYmbjxZbGmUY/5F2/oc99TAX99uw8qlSpCMDASlRS19gV7jxdgFTAvN5orW0gWp7ttfkEqmUoTmdmJFiMc0xshcpDL9O9lTpOBIoXP2uO1Jkm4HsjXAbjLZGZ7iyYMRwk6Y+vsD0lB3t2xzkWz9o+VbR+qV+N4omf9mu8M4KVu+pIEqOz4pXAAK7F4Vaakg/FzFi/dSlZg1RaM0TLC80OOrlj+5gtNljp+mrX0QEoXXJbrvnM5Nb4TWSHcKgplbBm0FHmzihORBXaUN+8i3RLGrNn4KzEKaTRh6DE3mfA9r+5x96N1jq8okCEISYQrxsqlVOqJr1eAVVleSuMbFJbULk81uPt9zipMLU6ZMTdjOtyBPZeoNi28Gi9pwP1OqOImMynOhb9yhWG+CpZWAD0MBaNQEMbuQ2U5gXHpMf6Ly5poTZCwnsYa01vFEl+ahZInDUqaO3+ctUmVwC0KzZ3ZaFquBXeFyWX2OM71t9YxQiZ85aGALz9ad31tUqfBpcQX1a4ZVf6sJclVOQ5fN9NTPTmFtVbd8blcfFUMnSyD26CMcnIlVLzq2hEvu67PX3/JwySZVFGMjEpdn3SPnUSkFeEp2MUYyCUl/Z0yucwYPgN0mj0UNv/cQuBS+amMESLT5cXxyZwmh7GiVkUIUmYv4rfMJ1+DvXFBXiZh6QY9+b4bqKr7Q0NvYBiODEGQ/sEyWMu/fL3XzgXu8gkv/ZsygMtgz+RIGfjFzrvZe0Xza+4Pq/L+mCWQS1PR2t5YKt6NJEuDSxVxdAE+eWeDlbaf15wgJVqQFlbZXCaVwV0Buajiet3Vr0Lj40VX1UTPWkel6Nl0+5Q661BJx+JTkwlvenmf+x6rcWgpTfkKhUEwFNKBm6LKMBMpazt/XKyZAVrJYoVRObhtKlOEswdTNs/clIyYbKbDjWuASMea5C1secApi5LaAsTj92UJY9fFpJRuX9NmTdKoCXQYGcIoIYoMvue+WbkrvAza/JePMfe6IF8P2CLTXqwrR3JgZ69LW7IIC4BXEyAlzV3aDLaQKUmJubPHaXCpXFFVaAy/+6EJPnpHE2pj7C2LgT5VaWUrDlC2/OcHfR2gr8s5ZUM8L/1Ma1PIKjtL2c3SFumJUah0DLI0imioecu3Djl+ts0v/L5HP4nIxk7HxmOIQJW1L5aoQlZFRjNP7GTeuMwNFmRqIQrhqFpIB2SbAj0LRAsdnh4zm8qW1FosE2WmGvLXyin9CnOPk2sBeukWH5SX7szhgzbW5qWxeT2BLK6wcQtn/T8y/uHcHyK7L9tplIMzu65UUdKW3i/3O2bApjQvzxZBZDo7T4/JkUx3Z7dyp7z2Y57cp/n0XQ0S6TnmFtlwfSpNDZXSWMoX8FiwVGKUrwfvvKueskwpsbihqOYrVxhaWXFVZKrFkyRBmZg33jzgg7cNeexZhZUh2amPhGZgUplCSY+nEiWTSeRypCRN0otPieKaVMKhWViw0qYgp2QV2hzQIr0AEIWcORchriHMMt7WAXweO0oXs5R3gdP1wHngtUDlTcflJXgNmEssvuYD5R/MVk+4qIJY5AAvA9tWLMKyLBln7mzbbidhHNB1pq1zwJeYu8zeJe9bq4ju0PK+Tzc5fKoGvgaZWoNSlMYh27z2ZE1ZbPlkjB8Lzv1TDo7IGTotcrIinShWSJW17WyZdagwxridG4wijjx2bhnxY2/s8jPv9ejEEkQERmKFJETmu6NJMjZfL9gU2ZKSgjmFvEy7fWymt23K7A7AVla1t9PjDuw2u1hkObvt/rZM36vUqpBVHYqx5xnYsylebgXJJhonMfSH0B+BzraorgUS31urKVnvfg2j2yqYx8Gdvl9N6pTnZ4w7J9lr2Rw8m0uW8pTTbBuPsoPi5EnZ807GQB2jZISSMboW80d/2eTDX2gR61SaCKdb85a0cuHS2OccB7ssLZm5TBnzxcsIr3i4lJi7VD5bANmWtga06UB712pmEkkiFFJqF3hGCd/zmj7PHvP4rQ+le4pb13tm8BgJ6Wq5s2hvzFEpzxuxMgWwzHQ5qduRXpDS/Z9SpAyeBZfpOSzLFJvKmoLBi7kp2SCrdZl8XQYvSg5cgJr67cbtYDEMLaPQopV0pkHdt3he9RxUDJTKH7TrvLZeYFkdx1Z9vjagzHxwUQkwq+6JG8ReAvkYuMs6u7p3vbMKpXQBph9E7Dum+MsvNlnqehCoNLDUCJmWnYr1B9pXZMqYJKmcnIppuD6D28wzzHpgc7Bn87BtMTAzY245lvwRTqYYYzCJIpGKuWbCW1/V4zNfq/PsCQVBBOkOGonxGJBVF44zeAZ6UsZ1n0GVPnfG5hmgM6CblAxEyqbZKmxFaidWMFDusi9kHuVVPg8qS/bh2GsZmYjs0wmI0pgySSy62RAM6tCsuTnPpsQs64F9PRbPrZ8SW1dvdmxlsOsGl+di7eJ55pyYilTRWeVdXv5qCjmSbvWt01S8lk6aGAy33dNi/+HAlSTKgsGVIN8epTx4f9zvrrBQhWHOXdpZOicVsK/R3+VOn3Vb2qTbqcFIpJT5rslSKGSiieKEPbsiXvviPgc+6pEkqS40To/HaIbCpd2FSdkw7eZCCWxpJrbKmB1yaaJy3V0khqTIrqHCQakyevlYlcmuysblsRIiv95KMmX8AJbIwlrLcJQ4Bo9B79lzRT/wxHPzp569YjRyNQ/Z1NHxM1IW99UTWq3pLZh8jMGx5w4uyzuTqdLjiuYua/BS+WjG1DJL9CSFPElBnduCKsarxXziqwG/9ecTLA88p73TwLJIy6fD9UURK5RjhuI7lfRgRYuXmWCdk5H+pwLu8omi8MGttJXBQNYIjBivF08ZXKaFWJFhpmZ49w90OHTa41N3SqhnPoP7kJFQOZODcKjNQJ65DKUCLWtxVkj6vWzK8takQK8AOpMtmSwpiC0nhtwrT3V4fvxsaSUcG/+WYc6uPZbGQJwYhPTZtn37c9dcfVVf3XDN9HK3s/AcmHfEcZga7FkL2XqFT1XPet3Kv7H3HOtWH+dD7VUpgFRjPreyhb9dLqQqBZQ6lyGmsADzgNJQbmRQKsLzIk4vCX7rrya56/Gmm+cmfVA+SI1Wgrq0BKXGhvLsk/K2KdXZ5MWcxPGBROuNucgcq6Izab1jaceOaxGMl6e6Fs/HZhNimZuKia3l3qd8uv0xX7PkpzjYiwJU612b6XsV7rNr/5Fd562sBCDP2OYXslhzsbv/Yez1cjKsstpRilcsUWyo1RrMzy+9/St33feQDnyFlInNlvnsKs2WRveZq7PkcuYe19rp6+vp7fLrOROOnSglCv1dzJ82FdYu2HwsuMyckvy9LJHjdLeULmMZSsOf3driI19sFtJEKJAl9pbFxKp8G5WxgHL8lp3/cUeF0rEqL6WFz3yuE2irJ9BU3ZQ11qEsejilkBjpOn9klPA9rxrw5GGP3/mAYpjI0gcULujMHfwqk+elsylEM62tcI6JolR8lXrbNj1/1ohUpqRsnjJ4xugZe8sKdsQ5MFUuzLKZ1F4jT7I9QaPEMooSi1Box4CSURHnlGSILV+4RRAwdiKdDrcV4Mt1A8xSkkeWl/wSqEvD1Mved7ZtRjXALPndWVApy1Zg2fuOQMR85VGfD3yuxSjWLqkjUpDjOpmy4FKlEqXslqytPVk73+XrqJK1ZFiiN5uxVgZsstnsqXuCzYHs5mhmY5BdjYo1EiPT5mRhEcbtghbHmqBheMdrejz8ZMDtj7p5Ky4741BprGZkhdPi68mV9BOrLPhMM5juI9tUpmQATy+T1FXJ3BOb/sksRZ9biOVjaMv7+RSBpxjDVnH80t9fPqjCsXmcuPyOXum51rHhQBBG6wytKWmi4g8XV1nZOShfdVUWXy+hUwK2sBXAV/1vMwb2LKB0G5KWmbsMbpkCW6adOlrHzA8Ev/XnEzx1MCh2S5basXeali+G+ZQswRKAyytTwYOsWdKLY7c+wCvL8fhra9L2dk2wWdyy/S9TLS5sCnRnHQqhiYYJV+yOePcPtHlin8eZQZXFQZCgGUoQViCsxc1KroLcitRREQVrqjRtn4NbUAks82BTUGQrc3CXMTOGPTvmnqSsX8kQC1u8JlyLpK8FjZqkXleuq74bziGVYjBcJhwNqQfVtPp4RrPS8l9+bZ3AUrAW2FWJMr4FRiZNTJ6eFxUHxeQsLuU64M6zlSUWl877DhPLn3yyxR2P1V0jZZa1lBq3ezJpxw759oXZGIjKKlSGxbhMKbF6OcYsY7w6a6YqTSpW4bq1KQXQHZungacoJIoRKdiFwkiDsYrEeMjQ8oqrQ37wO7v89t9IRlmBtsk/OIlRDLNPLdeCXInSe4acuVXql+cAT0uhM1bPkjzlVrZyIihXCzYL3EUuaTkX2EuEm8W9UoHWkp07ptm2ZY4witGve923U280efzR+3nw3i8Aeo21l51cKP3RNcmd8nNbBUXltbF50qKalq/u/1IFdi5LshoUOQbusZS8TF0T6cc89lTAb39ggmGYbvOQJnQqzknJDlyvJa2qw8szuNeCeV3iPpd2KSd8ctCPa/GCta1xjOjuhUtRZzo8K6UVEpkojDAYoUhiRc03vPvtHb78SMCDexXWF2kSSOQbQcTrgVyO+eOlBFD2pS0i1+CZtZ8BOasulCnQJWUHpUoSmdsiMlmTEYZdqyiywsCsLBcE1iRcfvlVvOyml9DpdtGB71ELAmq+clWiecIlfYw9B4jXkylfH9iZHVhh8Qp7m3UeVzchLQqskhLwM1lSPFYyRgtnDx46ofnvH5hgoe+DKoG7xN6F9raUh8mXs5frMbZjkepePIVCPAeqS8xNmkhZT5bkKXxsNr/eWYSyJE0qKXyJlSZtCi7qVBJhEFIhYsNcI+Y/vKPNz7xHcfC0ABFXRZYUxEYyImVSaSvWoTXO6cpey4uwcg1eSBYpC9mVFiQijLsInAwpW4MlMsmkjC3AXAF6fjFkmHIXjLFgEhcYa+2hlEYXciNLmti891F+PVDny0UB6jKzy3UBnk2BKllcYp3AMpUv+cajmZOS6u5s7/RcppSdE5W5Jgk6iFntw3953ySfvKNB7JV1d+Z7CwfusmtSCSxZu9VhCofK6yVrTZT/4del7mq6Hpv923UAD6xJ41cY3cmTxEhckZNFCFc37nYDdhuXaGn4zpcP6UVt3vUbitV+qs2yYmwjQGpiKxmasiTJgFuqA0ek5bNpdjMDtEnrUkqeeKU2JX+c/ZtiNbSMYy09ntaWXiutnqX6HYvFxMa1Xaarn7QWtA6elVJ8asPsTNrCVRQXVTYgyvRx7lWbynt5Xcia56b0u4psZLW2pOSQqMLnzlLw64I79b2zgNI1Dyco4cpgrTR8/K4aX7y/TpwNWRGuEQDUOdi7KkXKvZfj5bGV1HzpVpEq4uvg21aBvq7vW5Ytud+bSgKzTtBZfs3IovrQShLrNpjVRvKaGwZ85819pIlddZJNwERgYzAx1lhiCyMDIyOILERGEFuIbbb1OMTZSAvD2C1rkk5byUz1Pnuc5PaezW2+/H1b/L78dUu6YW12c+/HictgTs/MIoT8VL1RexYhkBs3beXAM185Oj1V/9SmTbN4MsoH5GiV1XeU6z5KDQYKKts7lwbUVDKO5XR7Blwxrq1t5fE4Q5ctwfx1kRTyRBW6W+sYg+HDt9f51T+e5HTbS3V32oYmUuckBbcny83EtuJ956tQxtqpLiwX/6wJKPPnYwJ9La5zAFfeyzT42JB6U35u1k6jze3C9GZTYGcdQCbRGKOJIsXWCcvP/UibN7+qj8aB2t1SkFsH8sjCMAV5aFKQG9JbAezYjoHcloBe+ndm7EIoAzmbapxYW3qevjcG9sRAkriLI04scQKDYcz0zBxB0PjUpz/z5aPbt211e/S47Z8dqHzPDc3JDnd5lS2WjHLxy1q9LfIgwP3u8sZElV1xcwuQXGtXbULn5VYDzcI9kaIUVIq40N9+wrEFyQdvbbL/UACNTG+XfG+R2oLCrknmjBdUrVceW7gr5V0LChSP16KIcWSvB/R1GLt4Pm4XZul7mfc9yhKTC+Pme4vMFxcu4EysRBhNFFku3hnz9jd0efBxn8ML0kmVzAox7ktao4mlYJh678KkyZ+0+dgaJ2GcBk/rxfPn7ovn6fo80VOVK7mzYssrZMkCRBT/33iuJn9iiWKXyUyMkymQbkI1Ob0F7dV6k8uHo+6K9Nz29qKkC6kwVg7qTKKNAzzT7bIA81r/uxxg2jQGsOkFUdXfUmW2ockDTAfuQqbkmUsVM98R/M5fTPD5B+qu/kKWgZ1KEwmBTLOWojqpao2DVNaFY2AfPzYVsj639K4CPUe2O8vlVHcF6KxjF6YMLivzDAVCSEySnYtUnwunxxPc6Lekb3jdC0cceFuHX//fgrP90oeWUOwj60DunmeFWA5tWbFVVpRmAWUKMGfBpsw+f4qsrPOnrMkL/7s49ti1YM+PdSkbbKwF4bFhw2x0/nnbev3+IP8aeF7AL79jz18Is/SeVtNP+xeLnkdZ1uCl8lWpbEmb25yd1ToyJWfkXPKYSjlsVVeb/N+XU/FZIFmA20kUKVOJomIiZfjjjzX5vQ+3CG21xjtLyYOb3edhc8+7PIulMg5iLLFD+QCPB0PrMDdifZzn5DEmT8qgrvRtjnnmpiRdqtWGTpbYMXel0OQq9cbd+DctBD/5PT3e+aYuNZM4mWKz+xhMAjZZX65YMSZNSo/Tiy9ZR1qYkj4flyvFdN1CmpjKvZMwJtPgibsPI4Pn1zg1337PVVdc/Bf1eq1g8E1bL+apB9+HEHI07GuS2GCsdJZOloJKl4F1ZcpYEqeSlqfIWJaZuygOKl8gpnpfkiXuwskCSlPKVqaNwyJGeIZHn/H52B0NwjidjFlqQSuzt3NOxmYMrtHeVTYZZ285ztSZTCkFmt+IxCuFSTngHT3ZnJ0zgJcmTuX3BZPLNOnjBu2koxoyCWMkAnJ3RQjtQJIYdBDz5lf0ueOBgAeerud14JlMyT+kUY7JSaVJlsGUhZWpxFrJQonNK964EIVTZ8s1K1U2p/Q478+guPhd/QkoHdBstkY/+1/fx9VXXlIwOMDspsuZ23rNl2uB3u/pwi2pSgkqbJ0HkNljUQSKRVBp88xjpqkrXTilktcyqCulsMJUwZ2xdmoHSpmggoRH93v8zG9N8dAzQQrulLFlBnSJEKKivVWJvSvuCVWw56RdcVGK4iDWuf+mkE0R6VQZvDrsuGDqrEaFtY7JOIuXZozn23fbrLQ22xpFk4wU118a8evvXuWai4cQJnmgiSmxuU0gc1csDI0gtBCZqsMSG5EHoHEWgNqxoNJWHZd8CxLL2gBzHSYvO0rGQhRbLrhgO+9462v4/rfckh/bAuCbX8CGrddLoZoyE+hCVHWyHHNMyl3t5cSMKvvWa/591UKsOCWq0NW5DEltwwpzl2pNlIxRXkJoBH/0ySb3PlbHaOUWJ6EYDyxzW7DUqVM0NFTZu1ihMtkyNpZtTJ5UdMk3Ae5KkDn2mi2/PmYTVtP3xcjirPu+PEfFljp/cocla1q2KrUQFUSSl14z4off2MOXCcROmmS24TjIEwOhhTCzEEvAjitWYdU2zPoNcmekdCuaqktAz0B8DpBnx01gmWjVuGjXNi7cuTU/rro4wAkCe8RvXHTWisXdNhnkJzEHew76cTniliFZamiAot6kLEdEXoNSTuyYdKUoS5RCdxfPC82dM7pOSIDf/2iLj93eINSloLIiTdxyWDQzlLR3dqPkeZcDzBzE5e3wCiyLIvT5ZuPKKtZLwVI1wbPWE6fSnOxOtrDp/jlCpM8dy7vCKYlIM57CSjefJHVV3GONABIsOrK85ZUDnj2m+f2PtIgTUTRimnFKVCRGMEqzqzYtCDFkwaQLON0uEOk45tykEXkzRLk2pSjIKrY6ySULVEdLZAdbgDWWjbMTbJ2buFtK+cdhFK1l8KA2yeljDz09u3HnkSCoua2ec6aqtpONs3GWacwSOW5uoMllSsHW1XkmsiJPyomdcemylrmzOpPQwP/6aJNf/aMJTi2VUvHjwWWqB11Sp6gYzDrlc/tPrBNc5u+PbU0y7qRUAs9v3LaWIbzshRf111VPPENANbAcDzBLw4JSxnaeuaxImDwBlEoVF3hqkkSxdSbh5364w4+/uUsgI2c253KlzOQxWJeYGRknV0ZjHnmcS46MvQu2jm3ptbHET5HYEXlCqRyAlpNiAnex1xt1Lrt09/Evf/Wh52amJ9cyOMDMhguwcGZiZqfpdFZkZThm2d7L2bkaUGa7eRXp+IK9i8DS1ZkUbJ393oKpyywuZZIOvCx8b5k1MmjLRz7f4Ff+cJKzbc9tubCGuV1gWbC3HbMEyb9PNtJ5XGtX5w5mr5e1yt+eudfFetlVyR2U0vYmKUPK9ERLUkBnLWO2VICFLbF4essCTgvCuESXMDK3EgWKOLRsnkr4+X/ZYbEt+cvPNasR9TpMbpFEWS2KdLXrGje4yAWe6WxDWQTGBWuXZhKWWNqm39NVqWaroy27lzmBeFpw+SU7zSV7dp4Zb/CuAFzqAKz96d5AvyiKvRs9HRcuyHh5ayY/oARg1gBaSJtuJedAW/HAy+CuSJHsAkjT86kNKEUaWIoE5Rv2n9F89PYGZ5c8qJetQFkEmEIWGUtRamSoaO9ConyjslhZxfVa4Jff5BzA/ybslbXWoCtoQpTZe22duChJFiMK6WKNxACJyBx1mZ4jJ2GEVa4O3FqS0LJ5JuEtr+zzwKM+B84IlwRK8yNrQe5+Y5y+l7kq5fdk6rLIFNCq/B1FOv6tFODn1YSmOOZZ11F++FLiDXxFsyYeDHz/p+XYsinLT/xgikPPPRhOz24xWnvpSRsvhioFh6KUkJFrg9D8/yl52/noh5L0qJa9VoGeyZKcvUWCCgwHz2j+y+9P8tGv1qFWBnQ2/iEDe0maSEtl+xFK7L2OLVjW4fl/19iF5fpvUfHGs3+UM74omHr8tj6wRVWXZ8/JAk6ROyrjqX1TujcVCVM4KtYWAWiezjcKYzTJUPCWlw35hX/VZtfmsOqsZD65iQrf3Lq58pEp6ldCQ5reH0/Zu2DUlALNYquWco1KNbVvcselOk898D22b99i7rjrvnB2duLcDA5w3q7riML+BxdPPXFFv3NkQq0D2IJ9SVm8mqUU49JkHbmSMXbxeJzJs4DSVKWJbzg0r/lP75nkb77ULNmAWQHVWGAJY8Pr17cFz+l3l3V12VkZY+JSzFkh6vKjr0faZV1ZQTtlcK8z5o2UwU2Wri8mYrmMZtqKJgqZAlmloYtIhXVM6T5jahoYixARb39NH0/Bz713ikPzPnhJ8fkyrWBSypUahANpJle89Itk8kpZ1/rmKg/d+ZHWlioMRS5PbLaSlgJUkR54IS1JKtO2b9vSufH6qz840WysOa5y/IVGa5ZBf/l/79h13XK+v2R5glRu6VXbydSaYLEUkIoxAI/VlWRae+1tDNyBA/fPvXeSj3yxgZFZhWDROFyA3ZX+aTHeZznumIzNbGH9pM44a68ptiod/L/Lz7rSpGQFZqxMha2zQqwswBwrzDoHs1tbWIeJKVmH2caziQIj+O5XD/jlf9Nm56aMyZMSk5eznlGa+XQ6PyyxeV6klQaY8VjWs8LeuVcuKgFqXApC40TkNuTLb75+mnmRpgAAKaxJREFUeWFh5X9v2ji75njq9Q7yzNwFBDUvnGjVSaLVfEeFIiNpqlV2Yxp8bWCZ6m9Zft1UmVsYRF4haNJCrFKFoGc4eFLxH947ySfuaBBXEjjjzC3XcU1S7c1YSr4kQ7LguAx2x9hrxyhUkj/l98oW4t8K2GmTQ+l5uYWtXI1Vdl3ypojSTENBuTG5KL7K2NwKiTEZW0uwFmElNk2BZ96g49IYJRK+91V9PGX5mfdOcfi0vxY5GZtD+v9LF3yWPrrB7feTDjHOtbkiG56fsncpEM3IxeKG5mcBtRSubHZqapJdO3eEuy/Ytu5xleu96AcTAxP33jG78aK+kmGx7YfOJrWW2XssC5lv8VFlbCGrr5W1dhncIgV3te3MgAcf/EKTz9zZILYZc5eCSll1TcZLYSvVgqxNy4+z+HrFVazH6udC7DcJ8gpYx55n2rr8eFyiFLaZKN27bUKyevHxEltjsloVWbETk7zMtkgAWaswicITlje8fMDbX913otqUmbzE5ja7mfTmWHeU3mKb1ZanjFy2E23JYswYPWXsyLp0fJQIwkQQJYLBKOGaK/b0V9v9d0xNNgfrHd91GfzEwS9Y7U0cVF7rgOeJqzwdkY3Yrbpjjo3JLcIqg0tpHBCyzUtzJi8uDiHGgZ61oqVuiTIYLfjMXTU+dFuDQaJcCWDFBjwHuNeTJhWvey3g1wPwmtuYVVJO8pS1+DcyS9bV3Nb9gUxvF4mfgqXXJINK/8aYoh3MWJtbhKakw421zh4U1QSQlKTvOR51l5Nj8yQyNHzD97+2xyPPam67p0Gisrcry0npizietlZihSBKO34S67qoLDbX5a7i0BatbdYN7qzUoKSYc7UpFk9rpqeaB8LR6OCHPnq7Xe8Yr8vgAEn3C/OBXv7RDXNbbOAN012Ay9Nay5512UUpdPW4DFG5rq763qpcESiTCrgTDZ+9t8Z/+u0pnjkUjIE7HRFVAbgDqyuDtdWMJVUQrzvIhzFwj7F3hu61zL4OlL8Ri4+BezxNP/7ami6f8ftKCj8LPou6FmOqLkploGdehej0t2PxUuWh1SSh5PJdEb/6rjbf9uIBOus6sGZtMii/Ze87mzDKUvwWwlSLx2vS+dUUfpz9fwmMEsEwFqyMYMfOC+yxxeGPvv+jD8zLcxzrdRl8x4WvYdTdh/Jmkv7SnSwf24sVtUqQUozod5dbrsVLbF1o8TJjV5/LVJZkjzNLUEpDrAWfvbvGL7xnkicP+a6Ae7z0NdffsuKaaNZh75L2zgYVVUB8DuBWvO4xlq7gueLXfgOQ2+p7ldqT/LWi9ntN2WxGlqJqKwJ5JV+Wxhcpk2cgd86JkypCOv1tjDt/xrjibcfiadJdus4ZIYFRzNW7Qn7l37WREm67u0YsKGY3jH9vO/6iIEnXhiR1RwxFcij7q0WpWfHdTQp+g6A9jHnVt1zL93/79cmZhTbXX3nBNw9wAOVvQnnTh0H9adCY/iGbrJAknttpNwN5+WOvA+qyVCEPUpPCHszkyhi4lTQY3x28n/vtSZ48HKTjjdcDdxFUCuGKqPzxwHKNPFnPIlynTLYM5vUYu3RRfN2fv2XQOe6NQ9F5XzRFiHUkSpr4EZDNWcntQkAox9TCgrWmxObO1xMm60xwoHf3pIkdt9hbCQxjXnBhyK++axVrLZ+9u4HxqOoBQ/UApuEjKEjlR6q20tr8VBDZ7Nyk8oQM3E6Hj6xgFBq2zs3gafmnOzZPH67554TxuSWK9mcYLt+2EDTmPinrl5IkfTwdpiC0uYOy1hXJQGvXsQOTSgpengPceIJPf63Of/rtSfYeHmNuysDWhSVIUUxVgLts+42BugTanM1L7zngVifGjjP3uJQp16N8QxCfA9jl99cAGCi22i5dCNljU7xe7OtTSJQ86DTrJIDMmITJejpNIV0y+WKsJhkJrtwZ8avv7vD6lw0QcZKW+CVjt3LtSjkAdRdjbAvJEqdNFHl1oc2Kt9x9aASD2KBkj1e/5AK2bJz95Ps/es/CxrHkzjcFcAC/thV/8ubPve+zM7/z0OE5tBqmxS2pRElP0xotPu6giJL+zmvCk7xRoQJuHz55d42f+60p9h72sb6sgvr/396Xh+tV1ee+a6299zeceUhyTnISMpKEzChIDVBmRIFeGXr1Vi+t3msfBwZvsddbxZaWaunlQUHURxFFqdIqoFSFAnqF0iBjQggBEiBzQnJy5vEb9l7r/rH22mvY+5ycJCccoK7nOdnfHvMN7373+xtXirljaULT4KbEqbdEOmqZNBM2QGyxtQlqA/CZcsQM6Bgnu3hP2ZUGYwtrh7uNpNhdNwkyW0u4CVixbxzp4mVugV1HNe1KIBZHOSXIk9dlYMXcCr58TT8uXFsCqcbhRsGRTrWNYFUKJUDX7FyJl6HQ05HodNj481ZK+OPTOf7XZYO31kxf/dCCjmnjEok33k5WXI11G7aMnL72ohen0+7K8OgzQTUMtI+SxD5xaA8JDL+3ArfW3VzLFKW/SXwDMA7hETzwRB5fvLUem3f6sn+xAjJcY1KtS+b2jD9Xd6tOVVY1jnpt+L3N5LKUuzADqK40GU+fT2xI0lDaOnGFGwyu5ErC4ETr9MQP7nhWkkogw50oZYvqiiW1uAI/SaQLZESTcmMdsbeFyeBlJcLyOVX8/VUDiLjAv/2uAM6gZ41V7o/ET55hWVMCDoIqidN/Y+IgRHc7SFy9OYLprcsqy9dc9OKCgU0jxYaV436j4zI4AMyd1YTe3558e1hd+IOuwYUYKXkIIyajacYPLd2FZhagYm7lG9fShJiyhIZgXgTuAb/6XR6f/1psUAZjGZQK8CxBHyWqr6AMGqQ9J0jkVCZ7O0CWn8nQ2OZ+5zg3jO/al4d0Ezrrlg9cKEDHV0tJFpKWKaoSKCuKye2Ip5Ijyieuj6Mp74pbJJHIFc7AYyb/h2sGccEflMBUONKVKzwjCirCpHpBxJIkiu8HlQ5LiUCOCdSxEKcsasHcGbN/QMj7bg8x/ZCU4R3qgFnTp2OgZwsI9Z7c9cquD44O9LYSEkmAKD93Umxs6HDHz00MRle5JoREYAFQpRQPPZHHdV+PNXcmuClst6AdrWQweptkGJapfBMowzjtRcnS6answCOj6PFRnuETN70rSeAneXwbabJCZ/AJDnDpMU0YMYvNeWzlEUPSgFMQ1f6NU4jYVw5lgCbeFmZV3qMcYcXcCm64cgAA8NC6PEJKAd/5sCIOyhk+dkC9UQpOKKrxf+XHsRdGZKJcjgkcN6u166w/fM+TGzY9jPqGtkN+vYdkcACob16Mvq7t36trWfMM85us+VuI6R2x8kzk9Nhj5ZkQEoEGwL5eDz95pIC/+lo9Nr42AeZOtpPMgI7bMNQ0JN3ChhR7u7rb0tq27jYNTHe/5XqZwP1gBXyEwdxEryeM7gSAIEz9ncXgsfGpIpyJD1yzedL+zeqUFWccGmVuwjI8Y/YWulKfl4HVCyv48tUDuPzcEbQ3V6UuF1nGZ5YRKo/lsfEZKRsvvsPbpzXi7FNXPrP55W3fW7Ni4USge2gGV6O2YT44r9xWqq1ZXRk+0K7Brbu8Wl6S2JtCCAeFCtVHWqfngO37PVz3rTr8+9N57OnxxvZzw/gzXYJEbvUMOeK2X7N6C1rsneESTFicpIFNiPFaw9a9KWCAH/ZmB9E2uIVzfAJY4gR+XDkihCFT7N6FJNboMtlP2DdBfKzKIecggKAgIjKYXE5XSHnsyVDNTAS1MwnNZUky+Y3XDuDRp3L40rfqZO5KEP/nBDr7kCjXIQVE/EQAAzgQUooqJ8gR+b5DLlCsq39j8cLZt+VyE4btxBgcAJqmzcdo108fDAJ2Bcu19QuhmnXqbq66P2Coo5HErqEklIMFAtv3e/jLW+vxk4eK2NPtpcPvFnO7LC7vzADyNAlsY157xIytgGyWpaltyA7Lm8e5FfUpTZ4B4AkrF8NL4m4ScK5lGIhak9vHKldaZkFyisVdbW56XmItDhhsr/LHTVehy+R6KSrA7OYQHzp/BDdeNYC5bRWZSJLS5GYPlmqcjViNeyNymYkoAM45VizuwJUfv/BARPyHly1ZMGGAT/xWAOAV14iA1T7tF/YeHOn+RYMfz5zgsapREMwtz4rykiR54QGwbb+HL3yzHvf/toCQ0PFlCcx1CW7lFWEE8JBuvZae3c0GbFYrNldiZOlueUwWhMczJ49MrFvGo3EJHZ6XEUq7PlMk5Wq2FyXuh2JFQxVgOVSfFR4/BQinMWPzOAIqYmDL90ApTyKeNoMLS5N7nsAHzxxFGBF84bY67NjvSVbSxXfxoyZ+KhAOkEguwREhwGhEUaQUa09asmPJ/LYrZra1RBP7BuP3ejgH+7km+HvP6C/k+j7U3NpSyQWDCPwKckEFuaCMICjD9yox4A0mjzta0RzBtv0+/uq2evzzwzG4WQa41WML1HARkgTceiYGVXqWURWvAI101BJAWnMTDWDiAjtLmxsHmE+GiUTpx0a1o8eNl1mV9up/0fpcVwDpc4ixz2RxW7O73hUzACTBTSxvioj7rpjBIFeTi1AS0IfPG8GXrxzA3PZQJomP5SsPq0BYAcISUC0BUQmVkRF0HNdW2dU7etms9hkvPPCbZ8VEvko1DovBW2auRaX/IYA1vSFKwfpocMcpHumW84uCJ939Pap9sSASt9WI4ncbfXz3vhr8y6+LykmdliAwvSU6kKO0rdTcRkCH2uxNHUDTDDY25xIaL9kKyVKfbLkHTVAfhVfF+sVU7wRzu8o5SQ5yWVq+kdTksUSF750aThisr1oxUyTJWZwK2euQUzlvrOCgoDq8D3WzUAghPWpCyJpPV5PTMAJhAv/17FFUQoI77iviqZcDVCKqiy05ARGyXaD8kDJlNxwtY/q0Jpz33sXrTztpyRsn3/84PnDOSYf13R7RzxINPwaQxjNo+Ovf7t99N+5/tBZ7uzyJV8GxemkVHzi9BI8ICE5QDgm+/4sibvhuLd7oYzLFnZIMbT1WGqxkVXseHaEbZxrBHFknqnNOVA2mNb+nkjlU32d6STK2E71OScZ2krxmlICkXss5M81z1FyZaiYNdX01ZyglMuXd7L5rrqt5RlNTnRudxtKz1Dm1snFePzFej9lCz3T7qn1GzEOnQUdWzpGKUhMqICjFvj6Gv/tuHe781wIqEQEiAo8C7z+9hNVLKyBxLsruLoafPVLARy+7FJdf9AdndvcOPnrxWe8+bKweFoMnd0WwAMSbtXXPri33futnyy79+j+NYHA0D4gKEFWxcH4Fr+zxcMkZZSxoj3D7zwu44fY6dPYxFZLKAHYWuOmY4PbM5phIFzAkuSdwZAkyvCnJkliSBca5IOoZogib2NrcPNZlkIztKliZ+bw1d5qPjNjvbVX1mPrceGqaWjup8jGTsqByVuL5LJMoJsARzy6llpwClEumpVRKDBqrW6PCnqpDEaUYnXKZQ9jRGuFv/3wQPhP45j1FLJgd4pIzSvgfl4xg0dwqEDJAMHT1hDh1eSuKrU33nrjs+K37OzuPBKqmp33i4/q/uxn+tPmD+3u8dY9tKM4/MMyWjIBIp77H0dMHPP6sj2oVWL/Vx1fvqsGB3rhQIZEl4zG2uR86BTbO8fZiBvQMl6A7pyWjtkzRbGezMxmLqZWCIpqxSczg0jOjZoPWVfNqSYmae0a2MabOflcWZfYfd43gjHMA9RXplF5qrCfHZBnVyWtbrkFtQ8Y5yY3u2iGOhIt3JimvxnUFB+pqBFYvjZDzgXNOKeMvPjqM6fURohEPo6U8BgdqQEg7Viye9/PjOmqvioae2NfeceYRAfywjExzfPEzV+D4+Sv3fukzFz93wUnHIccIQHz5aTiw5vgqzn1PGS/vYOjsi3WCyvgg5LDAneSZwOgnaPTH0DO12bneiaFJnR/L+BxutqDJxmNqcXe4wtzaNgGbSGRvSoXyY0aW++OlcrEkhqUZ9FFvhNjaPDEeHZdiahssg1OH86mx3WnVnBQyMx3WV0apSuGNgOmNEZbODfHwUzk8/6ov6y1BEEU+hkby6CuvARo+9pyfe/fepo5PHylMj0yiqLFywQw0NjfdvP7ERfPXv9b5p5tf20s8zrFmWRk3fnYAp62p4IR5IZ57xcfWnUEMACc7MEOSJB4TSGAHRGvtscrPlN8lxYAJcMX4TOgi3ABpspqAnrjElfK8HO6wJIfpECfaXYg4dC2MfUnQhyhgi8S1yIXhSlQgJ3bOuPbMCHsbtGQBZHKWVCdarlBKwTkHCAWlQgKZcnDI4JCRRq40EBiTv8OrOz38ze212LbTQ38fxf+9ph+rFkq9XlM3Q0T5E+7MNyy6uTw0cDQQPXIGB4Cmlmbc88BTIzOmNX3yMx85+8nV84q45sN9uPXaPqxdVgHKArNaIsyewTVrK5CnGNz2mhCYWWS2cehOCW4DOl2pk5kh6IAyyyeeaG6DmF2SHhvQZGJoF+NzvGZqx02IjNfGunKep1tQGAydwew8tYRxg+inhm40pFNq7TbOdvmbENRge4Hd+xn2dTOIgOHxF4q48qZW3PyjWhzoawxrW0/9YVBo/eRQ53+M1NY1HBXAj4rBAeDyD5yC3r5yuVotP9ZR3Lhm7fEv54sFispoHh6rIp+P8GcfGMXTGwsY5ErYThzcyiWo5YnIZm7TsDRkicnqYwV39Jzots5U4E7wamkbZwln/xEOKyVWbUhdN24xkTA6gY7i6MQrO52W6MQsGOF8EOsGIEQWHlMFZEEhwJNMP3BqBHp4zJCqXzkDaCSTtOJj5HfKATCQONQ/VAG+/6s8SiUPCHwI6uPpLTV4aXcLapuW7z6+u/SpM9+zv5xrvuSov8+jBjgANDXmIKo9111wzjnRSPfw5/r7Hg8YE8gHI6C5EloauOz8j7F0t5YmUlPDaNhj5JbEVddmD0Er3wQZWttk9QyJYjKz9dK5GRT67MKIbF3i5qZkgzhjI0m9TIXvrVOEBqXOWyFGlqGqzjd85EACdCK0rFHpIWail/KTc0pjX7i6OeS70yCnEEQVLzAAUp+ovpRcyDI1oqYz5BzdfSr/JAfqFeF5BBefd2Jl1eozfzxv1rRKrvnomFuNo5Io1pfN+0NaOOGGCnnXVzr7FvCR0QCc++BVil+uy2E4couEPdjsrZlbuQOTJpmZmtuNUGZPPaIs+UyJ4gLZAidxFiR9U8De5wJamYMuKF1cW0eNlT4L2DLFSJ9NSxDH2IQtQyx5AjuamcpTUec6c3Jm9VpJpjM088etnofyr0iBC08tS58EDRAwhhPnN/IL3rvoK6efvOCGofJQOFm4nDSA09w8rHvkttKTz/T8I9i06wlrgOdX8ORmD794vIiqMICtpvRL8ry1QelOyqrrKs0mPcIBpUjrbAOwVljeEdBm6qvp+7Yki4VbrcttOCO14bBiyhgH/ELfKmYDTvug+D939mntTCz/uQv8zAKJVOLWof6U7tZNhMw2cGrKFI9SXHxqCacsKwMjIWY21+KqK86Pznj3wp9tevHV0gkLZk0WLCdHoqhx6nlXYs/m60eGR9tuLNb3FzsHev/3Pz08ggM9eYD5APUBGsTgJhZrM4KkGidJeYWWI7o5zxjGIxljP2ygjgV+wD4265xM74oB/Iz757CHCUAVgCHGMkk5VbJDHU8MaZLIFOlFUZ6YRKoTI0xPERc1QBXUawmTaHaSFD5Qg/kB1fBTR+gFpBQhRMRTCRJQ8Njmld9RNeSY0VzFh87qQ2d/XfnKPzu7cv7ZJ3+uub6wuWP2ZCJykgEOAB3L/hq9fZ3l2prC5nvu/c3og0/eXyjzEhDkAJYDiKdD2YC1NIuCk20kzd4u6F3/diazZwHfjUYmRqYjyON1G/iH8JKYT4OM41z9nHmMukxGZNM9x8odN9nZ3CdUEUV8Yxj5K4QYkiYGvgS01N3ytVHRT3TIVD004qKc5M2q42S0VGUuyt2BF+FjF9Hq+8/0b3p469qbmusLIwDC7GzNIx+TJlGswaah82D3XR+68PzPX3jeqQN5LwBIAMY8BIygQIEilXO05igQUBHPvCASJte9uZ3G6NCvXUMTJoCd4I762l05knhHEnBna3X3e8+UKJP72+jgDcbR3HCkjcoeTGlzt34zK6jj3BRc63UzG1Fp7ZS0gdbiUdyxNorkfJxh5KEa+qiGAaqhh0jkEeSXPMz/4ZwvfvLiz/QRQiqTDW7gGDA4ADTVyTf6xa/efWtTfYGuWDL3+o3buutrvDjFVX7/8vdw/MBSbysw60IFk91TPu+E3e0bI0uDZxmbQBrkdrjTWiSos6OcxuFHqk2IkUviSAX3OCvQQ8bwkhC5kmQVEn2TaIZV0UotMZRLMJEsSY6JUkhCy5ysj2IksCev44gRDT1EkUCuOGfAK6z69cJvDIP4359sCCbjiHJRJjr+/aF7cdqF//2pjpmtQ3WMnz7S1xPkGDU8I8TKl1DLBOQEY3pRmNWGzflz9pn5KPpmIAnTu9o9ySVJ8lV0/oluN2HmlJDMnBS9JMjMRcE4N+B49kTy1HHzWpQ3h9jHy02WQa2kmGlf6H3E+i3ka6etdHK8sAjB1O2mNyWKGMLQw8gog19cPJyvW/6FSOS/nmv9+LGE4LFhcHPMbfBFU2PztzpqSbW5gFuf2LDDz/kehBBJByPETdAVIxFDOKnvjjqhdnNfylMC54dwmRvpbYB9vpbYJiBFsp68v/Ho+lBU7uwWsDVjQtJJKN7shwI984GzVLrdNDwNyZxocWKwuvaJS81NnOtZTfhVUMl5UoDCyD+n8ZyY0qsCEHAewissrSK/+NoKmfHdyvDA4TqaDnscGw1ujE9c8X4MDg2Gp66Zc8fSJfM+vWr53CpDiLwHBEwkDXlSuRjIAC9sozM7yCPGZD0XU6YcceWKJV2MMzKjmWPtN45x5Y1aCGe7JafNdaGvZ3kGk2Qros9R5yUHar83XL1t+sxh+8RNP7fW2Up2aK0v35dIZJv6PTmnCEOGStVDqQwU6xdWG1vmfToiS+8YHhwKZ86/6FhCD8Axlihq3H/fj3DCey/ls5e9e2OzN3IgoNG5Xd19ngoaVOIJi1RqsXo8M1M+ZBQsWJqb6uAPcc9xpAohxJIsljyhaXlCiSNVzOOInSZrSyAlCbIlSmaN6DiyRD+NSPrGTY51ZYpZgqcnzDJTbNX5SpwkU7QYsgRw/19zImD7NSGSxaOIoRpSjJYZ/MLx5ZrGxVfNXjz/DpR2hu3z/+jNgN6xZ3A1Pvux9yHa90L0F1+689srly+49viFHUMFHwgjjsEKwTAnGI3ncuHCIiw7SonxfeFZksQdWYyeCgJB/+D6RHUsyb7euOw+9nCZWhuCySbbZWie54RCzWtZJW0ZBqHtNSHau6L2cTdyGXtxoI/T34Gs+PFYBN8LUcxVQSBQCXOorZ8z1NCy8NrOV7/67R1b+qLmjqPPMZnoOIyfYXLGLd+5D8W8h4iLq4eHRq9/aN2zDZt3dmFvfxEk8JGnBEUqkGPx9COqsIFmzGtpsbTQrkSTFenEGZymtuvCAWVgqiIIbbiahQ+K7Y2iCApQQo3eiGb5m20AW+/TKF2znkTKgHayK5OnG3XWCZK2GapMLYknxPtUyRqFsa6+U7epajwtZDLZGIvgxdNBeiyEx0IU8xW80cPRM9g+7OdWrmuZvuhBgH4Noox5J1z2puLtmBuZ7rj6E/LuHRmJbgmjMJrTvmvNQO/2P/nHHw/ntnS2IcqxRKoASFyFKY+IKSOM4gfLr+0akfG/7jbzXJeFU8xsjkMZkQLJFBxjDbVLGXTO6dnJhECsq4U1D4GKYJLEIJURSBJbmYp5CYQVFCLQwR0ViZHTi5C4DE35DaWBRBJG148FJU3yuRCv7RvFdx46Dhecdcm+1mL9xfOWnlU+FliayHjTAa5GscggBq6+7bJLcvnXX2rd/R8vjl635VecIqfNAuUiNBlHFRAnzOp4V0wpI7/4eAnH02IcA1PXJuv2+03ZjhmoG+9eONTQIM24RpZ/29wXA5pAG+vqc5jpsURdA0j6nUiDUF5Q+cJhXE2CnEJQIYsbqJ5NWRme5qAkwta9bVi+4qOl5ctPu2Vee37SEqeOZEwZwAGA1N+C9Zs3lVqbivecfvr2zz/4/P/zeweGqWp9qEDpShINZF1w7IbEUwZYQtH2NjcqP+YyuXHIIcFv/h9j7bTcfVn7kQa95Q6M/2MJVmiXnbFdrpN4XYKWqPRZszWFgPUUAAAOAWqAXKa/UhDB4ykIpVFtlsxxDpSjGVg8r+Vvzlz8riemt+QfizgOq1HPZI83zcgcaxy/YDlmt89/bd68RSf+9Sff97eXn7tKVLhAxLmeepsKy6OS7mTleByM66eY11lxWd0yJF2JMiZgydjMLcbYMw7VZ6bOZp1iGI9mraZuymm4IkX2ta3zYIb14wadcRvlKA7PR7FfmydTc8scE8+LUNN8qsi3/rfrZ9auv9EfuPkRQkjFY2+6mWeNKWVwAKjNEwAo7d3f89Ifrj7t7xfPbfVDjr/c/MJWn5cG4as+JNQGdsp7AgPcpofEMO5MbW4OdxpA5SXJBJQpeTAOTicSrz+khI81tXmsEbCJ1bQV8LFlCLRMIepaWrtDyCbzyf9nVAZJtje+Yw7js9Pk/XEB5HLFcqGho6t+xjk/KOdW3dBYf3KYy7ccO9AcxphygKsxq60ZL7++J3x+w/rrbvrcpd4Tv3vhrB/f++tVr20/EAQBg0eIFZ4fKw8EsEGvh4KEbXym5Aix1xGflX4qjMPM5JDYTb0zE5CZ+1Xw0NDhVlqKCfxEsyujE7bmca+fGIqINT0skKvPo7pfqYiF4CFYcXZYaD3pnwnb+ikWTKsW+c6Q5OceDRQmdbxlAA4ASxd0AICY1fbbz9cUg9xF55/yzSee3XrFtu272fDQIALP0/kk8TlWxA44NLIc1ne9LgDG1c56pBFjBkuOZCS6eSIXcES6YnBAAptYyVQZofwxL0us71PbQySeapAjiiLU1NagsXlWVGxY/kPmN31qJKovN3mTV6gwWWNqBdI4Y+eeg6irLTZs3/nGp3/4Lw+eeGD/gUs7D3aBEALGqKE9DXYzP5gCcqLdSXJz2J4YN3KpfdVW5BHKP01SxyU+cGqea0Q4M84hRss2N6qZvDdq+PeJ7Qe3I6Cmv9z2kxPV6s3wgau2buo45YkyAWHp8Xir4BEAgbr6ZjQ2Tbt3/tIL1hdq274RVkf7g8KMqYZM5njLAlyNO+66H5VKtaN9RsstnQe7L/nNo0+jp68fvueBCzkVjGrrm7B5DEg3aEOtgIkO1NiR0ez15JpjANzMJkwAHneZGhPgxASyA3TVeHccgGugm9LNON7pX8iM13bAyJii3SxgiA1JzgHOIwT5esyZfxKKNc33lUa6r6bM37N45cVTDZFxx1se4AAwODQMj9E523fum//Mc5u/8sz6F0/au28vrVZBSlX9GHWlig1mDXBmgjuVj+LkihjZhEAGwJNrk9Q2HfEk6RuIZjN3up1cGuAw3y8MFqc2o2uQy2ISykywG+Anyh9uD84JhksU1SoV06a38/aOE56ZPvOE/1PfOHObENGuIFcz1dA45HhbAFyNZze8BB7xWc8893x7XV3xJ4+se2Xe1q27kQ9k91bZtkB/MGrIAEZJ0sk16TabAnhWrrY9JYkLcJb0L7R7FVoAp6bMMRO20szNDHmi5MRYAAfsSiaXyS0Wj0Ft/lFjqaxV1SecEo7Ar8LLTev3ak8+CFH+8Lz5K94glO5tbVsy1VCY8HhbARwAnntuPU48cQ32H+xZ+cIre7//vbt+OSMsD87q7+9HxIEwkv5cxdT6jySPfd2yWINeAVk1TbUz8pAhUYgBSAVwk701m9s63nlCZOWgjAVws6OuYRCr96dzSfS5CuQyb8QAuHrNeNJeWQAolaWfu7auDk1N+f25AB8Jaz7ypMf4iOCjYvGSlYf3g03xeNsBHAB6B8torA3I3i1PizdGG97/2rZd17y4afPyza8faH91Vz/yHpAPKDwWd6GlgMeIBXhKSdxv22BYgxkTb4gJcENuKJCbANeptuZNYHR6dSSP+X8qsOuniwtSm6Wz3KTSqHY0OIEFbI/ppcfkBLyMCXi0ilxQRZlPRyma88b8BUtebGyZ/TXmtz1wcPvXsWDNdVP9sx/ReFsC3B07duwABD7+nZ8+uranp3zZ9te313X39iHwKHI+gc9igDMJdsXoEuAEZilb0oQz44siJsitJwAxQJ7W5PZTQIf67Tx0g6WthvhOy+c4rj6WK9E0PNX5jMYgZzI67DEBzxPwPQ6PVkFphGJNA9pmzhrMFQr3VNiF6wDcMWv2JPdwmILxjgC4Gt29A37nwb4rfnL/o8tLpepVG17YQnp7+1DMUxRyDL4XT/vNAMaIpcstIMKoMDIS011XYQJoKq9FTSY3ZI/lY1dhIuLcNMo+MA3h2CjUksop23Oq61Vk0mRwBW4v/pNszhF4VfheFTW19WiefrygNLi1fe7ZL+YKTT/wg7rqVP+WkzXeUQAHgA2btqGQzzVt27lvbVdP76UQ/E+ffOp5sWfPbhJFEXyPwfcofE/JFtsQVINzEXd2EknwJWksTzXIGSWg8XUUuNVrl7kBmfQkN9lMbgE8llWMaZBqj4cRiIqNanOKbn0Tagb3mEDgC3iUI+IhfJ9hRlu7mD13FWEUd+aLjffW1M9cF4Xl3trGRVP9E07qeMcBXA0hw3oz9nd2z7nzR/9KWxprbh8YGFr0/KZX86XSMAoBgecZWppJBlbnhpH841wHkUzPCaXGkhF4lCavTe+MYvEkyuiU1mhPS9zVi0FLKaYY2JYqiqWFACJOEIbSuFYeJDXPj7rBfE+gtsDR2FBEfcvCkp+reZVh6H8uXXURzxebdwE4cCx6krwVxjvzUznj0cefRBRF0/K54oJiTfGuPXv2+Buf39DY1XWwYWS0AiE4GAUCn4JSijAUKFc4KlWOkAMKkcorwggBZYCnwM1kdJXF6+pmIRRu/3erf0lSpGvoeU8BnCGWFYilhZIuIvH0iDjQVaoQlCoE1VCG6H3G4fvyPQn4aG2d1r9i5cq+traZ1dHRkY8OD5dep4weXLj45Kn+aY75+E8BcADo6umXooCg8MC/PVY56/QT//yFTS9+bPuOvSGjZNWePbtzFBXwqIxSmeNgbwXDJZlCR2MqZIksQQJsz1NLGm+j2oClOhmKxxHXiIv4taZxxfwK4D4DPE8C2/cAnwkwT5Xs6YANIBBxYHCY4mAfxcgoR2NjEdOaipjV0VEmhG+sqW/3Fi5a9r2+Axu/vXDp2gAQo0JABPmGqf5J3pTxlkq2OpajVfabFgBGuroOwvO8b3ie940/+fBlQaVSvWn7jh3T+7p2z+7u2tM6OjLA+bbhJUP7yqhWRlEuV8AYQSHHEPgM4AQgApQqg1H1NY994zFIKZMA5xyIoI1WzjkiLiC4FD+UEQBUSyTozEFKlGRREiWCR6pSY7MAxaIPwfLoHCq+0tyao4sWze1aunju7pkzj+tknn/tCxufqeRyRbTOOgl+rn5Kq2umYvynYfBDjbBaBoAVIHQOH34iuvuXW85+/qVR1jGj/hO793XX+IxgoL8LXV09qISA7xHU1/go5BkCxd4ehe9R5HMEOV+yMAQQRkA1BCohUKkIVEKOMOSIIsnijBEEAYvZWhq/HgMCX6CQ4yjmq/A9jlKZoL6+GW1tjWCUgwXThqno+s7e/ppomLzrN398/goWRnwXgE2FQn6qv9K3xPg9wMcYW1/dhsBnweBQ6fIt2/YVKRFVRKX/wrn4o1JFACLCS5s3IQpHEQQMBABjFDyqgJEyaosCNQVpofYO0jhpSeBAdwQuBDgX6BuU2XnFPEVNwUNTYw1qCjmwuCw18ARam4tYtuwEBAHFaJlCCHp/c1Pwc0aFHxQ7Rigr/FSIqDKj7bip/srekuP3AJ/gGBgYBAHmcYFFEQevVsu4++6fYmCgB0HAILiA7zOyevXqr/Z2711SzEVRQ20IghC7DgTwPYaaQoTNr0co5il8n2JPp+wdUlekqC36bOGC4155efPGzwJccCG196yZLTjr3A/C931EnFAh8CqA7TU1dVP9lbwtxu8BPoljz569iKJwwc7tLxdyfoSG2hCElLFjXw75nI+muiqe38pRX+Mhn6PYeSAEhUBdAagp+li9asUoY97rM2fOnOqP8o4Z/x/NnFEtBK0iNQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMTo1Mjo1Mi0wNTowMOB16gsAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6NTI6NTItMDU6MDCRKFK3AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 27741000
{'hecke_orbit_code': 137472509804, 'n': 1, 'trace_an': 26}
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id: 27741001
{'hecke_orbit_code': 137472509804, 'n': 2, 'trace_an': 0}
-
id: 27741002
{'hecke_orbit_code': 137472509804, 'n': 3, 'trace_an': 0}
-
id: 27741003
{'hecke_orbit_code': 137472509804, 'n': 4, 'trace_an': 0}
-
id: 27741004
{'hecke_orbit_code': 137472509804, 'n': 5, 'trace_an': 0}
-
id: 27741005
{'hecke_orbit_code': 137472509804, 'n': 6, 'trace_an': 0}
-
id: 27741006
{'hecke_orbit_code': 137472509804, 'n': 7, 'trace_an': 0}
-
id: 27741007
{'hecke_orbit_code': 137472509804, 'n': 8, 'trace_an': 0}
-
id: 27741008
{'hecke_orbit_code': 137472509804, 'n': 9, 'trace_an': -26}
-
id: 27741009
{'hecke_orbit_code': 137472509804, 'n': 10, 'trace_an': 0}
-
id: 27741010
{'hecke_orbit_code': 137472509804, 'n': 11, 'trace_an': -10}
-
id: 27741011
{'hecke_orbit_code': 137472509804, 'n': 12, 'trace_an': 0}
-
id: 27741012
{'hecke_orbit_code': 137472509804, 'n': 13, 'trace_an': 0}
-
id: 27741013
{'hecke_orbit_code': 137472509804, 'n': 14, 'trace_an': 0}
-
id: 27741014
{'hecke_orbit_code': 137472509804, 'n': 15, 'trace_an': 0}
-
id: 27741015
{'hecke_orbit_code': 137472509804, 'n': 16, 'trace_an': 0}
-
id: 27741016
{'hecke_orbit_code': 137472509804, 'n': 17, 'trace_an': 0}
-
id: 27741017
{'hecke_orbit_code': 137472509804, 'n': 18, 'trace_an': 0}
-
id: 27741018
{'hecke_orbit_code': 137472509804, 'n': 19, 'trace_an': 2}
-
id: 27741019
{'hecke_orbit_code': 137472509804, 'n': 20, 'trace_an': 0}
-
id: 27741020
{'hecke_orbit_code': 137472509804, 'n': 21, 'trace_an': 8}
-
id: 27741021
{'hecke_orbit_code': 137472509804, 'n': 22, 'trace_an': 0}
-
id: 27741022
{'hecke_orbit_code': 137472509804, 'n': 23, 'trace_an': 0}
-
id: 27741023
{'hecke_orbit_code': 137472509804, 'n': 24, 'trace_an': 0}
-
id: 27741024
{'hecke_orbit_code': 137472509804, 'n': 25, 'trace_an': 0}
-
id: 27741025
{'hecke_orbit_code': 137472509804, 'n': 26, 'trace_an': 0}
-
id: 27741026
{'hecke_orbit_code': 137472509804, 'n': 27, 'trace_an': 0}
-
id: 27741027
{'hecke_orbit_code': 137472509804, 'n': 28, 'trace_an': 0}
-
id: 27741028
{'hecke_orbit_code': 137472509804, 'n': 29, 'trace_an': 20}
-
id: 27741029
{'hecke_orbit_code': 137472509804, 'n': 30, 'trace_an': 0}
-
id: 27741030
{'hecke_orbit_code': 137472509804, 'n': 31, 'trace_an': 12}
-
id: 27741031
{'hecke_orbit_code': 137472509804, 'n': 32, 'trace_an': 0}
-
id: 27741032
{'hecke_orbit_code': 137472509804, 'n': 33, 'trace_an': 0}
-
id: 27741033
{'hecke_orbit_code': 137472509804, 'n': 34, 'trace_an': 0}
-
id: 27741034
{'hecke_orbit_code': 137472509804, 'n': 35, 'trace_an': 0}
-
id: 27741035
{'hecke_orbit_code': 137472509804, 'n': 36, 'trace_an': 0}
-
id: 27741036
{'hecke_orbit_code': 137472509804, 'n': 37, 'trace_an': 0}
-
id: 27741037
{'hecke_orbit_code': 137472509804, 'n': 38, 'trace_an': 0}
-
id: 27741038
{'hecke_orbit_code': 137472509804, 'n': 39, 'trace_an': -44}
-
id: 27741039
{'hecke_orbit_code': 137472509804, 'n': 40, 'trace_an': 0}
-
id: 27741040
{'hecke_orbit_code': 137472509804, 'n': 41, 'trace_an': 0}
-
id: 27741041
{'hecke_orbit_code': 137472509804, 'n': 42, 'trace_an': 0}
-
id: 27741042
{'hecke_orbit_code': 137472509804, 'n': 43, 'trace_an': 0}
-
id: 27741043
{'hecke_orbit_code': 137472509804, 'n': 44, 'trace_an': 0}
-
id: 27741044
{'hecke_orbit_code': 137472509804, 'n': 45, 'trace_an': 0}
-
id: 27741045
{'hecke_orbit_code': 137472509804, 'n': 46, 'trace_an': 0}
-
id: 27741046
{'hecke_orbit_code': 137472509804, 'n': 47, 'trace_an': 0}
-
id: 27741047
{'hecke_orbit_code': 137472509804, 'n': 48, 'trace_an': 0}
-
id: 27741048
{'hecke_orbit_code': 137472509804, 'n': 49, 'trace_an': -20}
-
id: 27741049
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