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mf_newspaces • Show schema
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{'Nk2': 12096, 'analytic_conductor': 53.888963457161495, 'char_conductor': 7, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 17, 'char_orbit_label': 'q', 'char_order': 3, 'char_parity': 1, 'char_values': [336, 3, [127, 85, 113, 241], [3, 3, 3, 2]], 'conrey_index': 193, 'cusp_dim': 616, 'dim': 80, 'eis_dim': 48, 'eis_new_dim': 0, 'hecke_cutter_primes': [5], 'hecke_orbit_code': 1099612291408, 'hecke_orbit_dims': [2, 2, 2, 2, 4, 4, 4, 4, 8, 8, 8, 10, 10, 12], 'label': '336.6.q', 'level': 336, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7], 'level_radical': 42, 'mf_dim': 664, 'mf_new_dim': 80, 'num_forms': 14, 'prim_orbit_index': 3, 'relative_dim': 40, 'sturm_bound': 384, 'trace_bound': 5, 'trace_display': [0, -18, 0, 62], 'traces': [80, 0, -18, 0, 0, 0, 62, 0, -3240, 0, -604, 0, 0, 0, 0, 0, 0, 0, -2714, 0, 0, 0, -2992, 0, -26364, 0, 2916, 0, 8144, 0, 10990, 0, 4716, 0, -35964, 0, 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0, 16628792, 0, -156387570, 0, 149299272, 0, -63029248, 0, -26513400, 0, -922914, 0], 'weight': 6, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 188082
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 2, 'sub_conrey_indexes': [2, 4], 'sub_dim': 4, 'sub_label': '7.6.c', 'sub_level': 7, 'sub_mult': 10, 'weight': 6}
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id: 188074
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 3, 'sub_char_orbit_label': 'c', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 11], 'sub_dim': 8, 'sub_label': '14.6.c', 'sub_level': 14, 'sub_mult': 8, 'weight': 6}
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id: 188076
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 16], 'sub_dim': 14, 'sub_label': '21.6.e', 'sub_level': 21, 'sub_mult': 5, 'weight': 6}
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id: 188077
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 6, 'sub_label': '28.6.e', 'sub_level': 28, 'sub_mult': 6, 'weight': 6}
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id: 188079
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 12, 'sub_label': '42.6.e', 'sub_level': 42, 'sub_mult': 4, 'weight': 6}
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id: 188080
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 9, 'sub_conrey_indexes': [9, 25], 'sub_dim': 20, 'sub_label': '56.6.i', 'sub_level': 56, 'sub_mult': 4, 'weight': 6}
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id: 188081
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 37], 'sub_dim': 14, 'sub_label': '84.6.i', 'sub_level': 84, 'sub_mult': 3, 'weight': 6}
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id: 188073
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 9, 'sub_char_orbit_label': 'i', 'sub_conrey_index': 65, 'sub_conrey_indexes': [65, 81], 'sub_dim': 38, 'sub_label': '112.6.i', 'sub_level': 112, 'sub_mult': 2, 'weight': 6}
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id: 188075
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 25, 'sub_conrey_indexes': [25, 121], 'sub_dim': 40, 'sub_label': '168.6.q', 'sub_level': 168, 'sub_mult': 2, 'weight': 6}
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id: 188078
{'char_orbit_index': 17, 'char_orbit_label': 'q', 'conrey_index': 193, 'conrey_indexes': [193, 289], 'label': '336.6.q', 'level': 336, 'sub_char_orbit_index': 17, 'sub_char_orbit_label': 'q', 'sub_conrey_index': 193, 'sub_conrey_indexes': [193, 289], 'sub_dim': 80, 'sub_label': '336.6.q', 'sub_level': 336, 'sub_mult': 1, 'weight': 6}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 17, 'label': '336.6.q', 'level': 336, 'portrait': 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6ASgLWChTXLRZss1SBhoelxalHhK/A8GPQke7fFdAYRvpZ4ynBq0ed806PqW/Zu6bG0ojEWqoFk+4aIXZtb1KoDhIAwkjS7NeZXA6brkiQOODXvceK84ORczFwzxKsOuOqiDj/8BsOgP8Xxcw1OzyvmFhPOL0ecWbIcWbJcfekS/+7dK2yenODE+Snml6ssrHgsrQlWmgkrrYjVVsLimmG+reyui7aZf/quPQ9922sv+/kw3H9UEJ/0g+qLDY2/8fF3HuD/8jc+SbsXbb9698xvHj1y/m2rS5/m3/zAWZJoloWVMZbXqiyvBSw3Ncst3MVpRiytJcw34fiiYOPsKv/m+1e48ZIqp+emOTVXZ25Zc37JMr8cc2Yx4cxqwoaZDq+/ucvFWxT1IMCTFZbWAhZXFItr0BtAFFu0stQqCZNjMbGFU/NQ9UIqgUbLhEYVWr2AenWAAGqBYaUZsNqW1KuClZZguZ1QCywWqFcUa33BZHWAlopqNcTXkpPnPWKjmW4I6oFAKYhjQbcvWFxzN9NSK8Lz+lRqMRdtG/DGGyM2TdQ5vzjB6Xmf80swtxyzsBJzahGOr1iuv3yJ//s9K2yanODk+Sm3SuTgNqy2IlZbMStty1JbcKqpEP01fvsX2rzt9XcwiLf/dSBP/ZSxwelg9odfbIh808ffWQ1++uwi9Vpt4vz58//kv33wc9f/4V88/rYDh+fZuTXkubNw08UtBqEmSSSJkSQGjNVYo7AWsCBEghSW40uT/Ps/l/zr9yxyze6IifoUY7Ux6pWA8ZrHZEOyaVVyanGCj91VQ/kD9u/ss2NzQrvTY8dszBteljCINALDVx4PWOkE1JIBZ5cUzXaFjdsClrswvwiX7JAcnbPs2+oxUQs5u6rYNBGTGMlSu8pS27BpKmKlqRirKS7a0uX4uYBLd8acXbSstars3ZawY1PIqaWEscaAZjvi7icqgCSMDC+9sseNOyzLHY+Lt4RcskPiiyq9/gyPHwpYWJEsriQsrcWcWzYcXxS04z437F/jF9/ZYcPYFCfOTrCwWmFpzWO5KVhtGdbaEc1OQrNrWesKFnqKZjfitkvX2LdpmbUzn6Qd7n7bWn+f3b7vDY9a2/6dsN9bC6obXmzIXPDxd5LBn3r864w3guDU2bXf/dzdz/7AkwdOqqNn2qzEPotdw7W75vn1H1vgyotqzC1PstKss9KssNLyWGlqVtuw2kwcC7VillpwakVQH+9x3SVrvP1lA/ZuqdLpjnN2scbiqsdyU7LasiytGRbWDJ1+Qjs09AcxGyYGXLrTYK3A15bnzwbESZXdGyV7tydMTvRZWA159nidq/fAxNgq9z01yYaJkIm6YLntsXdbSBjGPHJ0nDBK2LfZsNoVTDX6zIxr7nsmYqJW48o9Cc+ejFhY8ZhuBOzdZtm5OcQQcuSswvMsWMv+XREzY4JuL6Db9+n0NPMrmqU1wWorYbWVsNRMOL0saEYxe3a0eNutq1y/VzFRHefswhhLawFLTc1K0zH3WjtirZ2w1rYsd2CuI5lrJty4d47/+GNLXLK9zkpzjJU1j064EV3dncT60j9JxMRPCDsY3PHq219s6Kx7/J0C+KnTc0jlec89+VdeK9z+u489+si7Dhw6o1s9QS+UrHYF813JQjvmuj1z/NqPLnP1RTXmVyZZadZYbQWstHxWW5rVtqDZSlhtx6y1Y1ZblrNrgvmOYXysy42XtHjHK2Iu2Vqh26+zuFplpeXT6khaXUGnV0iSMBYYA562VCuwedqwdbYPasBzp2MOHPWpqCqvuDbC85s89lyDzbOKxw4nbJtVdAcJY9WExVXDVfsEi6uGesWj1xds2xTz6HMVts7Co0cG+KLK7VeDX+nyzPGEQyeqSHy2TCu2TEG1Ap4WJEYQxRDF0OtDp29odw2trmGlAwtNSytK2Lurzfe8co0b9xkmqzVWmmOcX6qx3PRZaSpW27DWSlhrxzQ7CWsdy0oK7vmm4cZL5vmPP7rA5TurLK6Ns9aq0WxXaHU1i6sS6W8Kb7j5lU9Mb77irq0bj/x8t73T1sdmXmwo5Y+/MwBPBitIf1Iffv7Iv3v2yc/8wNMHzs2eOtcPBqF1F69nafVJl03JXDvi+l0L/PpPLHPNnoCFHOQV1to+a23NWluw1rZuyW3HrHUSVjsw34SVgUWoPt9+a5PLtsfcuM8yUa/Q7FSIY484UUSxJDECsBhrCbyYsUaXJ45K+oOIux5tIKIKe7b63Hp1h9Cscuc3prhqj89iu8WZ83WuuzTi0ElNZC3Hz1n+j7f0OXbWEJkGh04bbtgnOLnQZXl1gqv2Rnz50R7RoM5Lr/DYsz3EihZfekww6AueOhLQqHrUtHAyDDAGwsQSJZaBgWbXMDHe59pLe1yxo89bXpqgqNHu1FlYrbHScudmtSVpti1rnZhWx4G72bEsdyXzHcliK+amS+b5Tz++yKXbKyytTdJsV2l2KrQ6Hq2uptVVdPvQ7FfZuG1v9O2vu/XXxjZd9G/by6vx1s1TLzakgL8jAP/d//b7PPjQM5Wf/LHv+bmFuWP/+sGHnhJhDGFk6PYSun1Dt29o9y2tHjR7gsWeZK4Tc+PeBX7tRxe56iKfteYEy2t11toVmh2ftY6m2VY0O4JW19DqxLS7Ce2eodm1rHQFqz1LJ4y59KI+49UYE8e85dYeV+9JGEQKLS2DyPLJe2scPltn86Th5DkfTZV9WxVX7bVUah0eeq7L/GKDa/dWmZpa4+7Hfa7b7bPUadPr1pmcsTx+UPKeO/o8etCyYSqgM2izujbBFXu7fPVx2Dg2xrWXdphbW+PBpyepeXWuvhj27uijdIejc4aNUyEnz0V86r6AXqSQEsLIcs3eAW962YAo0kxU4Ypdgk6vRqtTZa0dsNbxaHYUrY6k2YFWN6HdSWh1E1pdQ7MHKx3B+Y5ktTvglr0L/IcfXeXK3RWW18Zodmq0OgGtrker69HuKTo9Qacn6A0M1lr27rvSXn7Zxf9uy7ZdH9mxffvRfkS/6r+4EHtR//py21Kv45+dW33Flz/7/pf11lr/NgrbSKlpdQX9gaU3SOj1Hcg7+RNafcFiT3G+Zbj+4mXe8col3nprwlilzuLqGKutKs1OQLPj0eoqWl1JuwudnqXbT+j2jHsdWLoDd9N0Q0uYGHzfotPw21MQSFfHEniamTHFtg2SXVssOzf3SESLzzyoOHR0jNdc6/PSa1d576cTJvwpXveSLvc8FTFeGWfL5g5fe7TKt9+acNcTCbtnAupjbe57IuD1N3k0GvO895NT3HZ5lVff2OKpU32++ICHjWvs3Oize7Ng20bDzERI4EcYm+DpBKVc2YivoeILokjT7fu0uppuX9PpKzo9SacHnb6l0zN0ugmdnrvRWz1Y6wkWO4L5pmVsrMXbb1/kHa8YcPmuKkurDZqdKu1uQLvn0e5qOim4u31Bd2DpDRx5KJmwYWbCvPLVr472Xrzrxk6n9/T+S694UQH+oroohw8+QeDXJ5ZXzn5YmoXJbdM9VtoVBpGlVgGBYCgXJXBJGmGQwqJkgq8kzx6f4f/3/hrPnpnnO1/S4fq9A8brDVaaderVCmNdj3YvvTB9Sbev6fWhP7D0I8MgtESxIY4tiVEkBrAglcDTgooHjZpkvCHYPG3YtrHLxHiTrz5lueshH1+O8+prfa6+tMXXD4Qk0QTXXgFrvQGn5iq88WbL5HiPig4YRJKFVoyMJa/fI3iqMeDxQxVeccMUt1zV5rHDEsE4117q8398xzJffCTknidqHDoTsH1as2k6YLxepVGDig+eZ1HSnZ4kEcQGolgQRYJBZOkPoBca+n1Db5CuhgNHEu0+LHQki22IRJ9br1zhzS9t8Z7XJgzCMeaW6rS6FdpdF8S6p6TTd+DuDSy9vqE/SIgTS68Px84uyeXmx70rLt317ne9+8efsdb+uRAi+V8O4GeXDNbGP3n4id+/rrt4pDpTDfG1JjIxaiARSAQghEAIhRACKROUACVBKovWFk8Zqlqw2K3xwS9t50sPNXnj9at8+61rXHVRh+mJGsvNGu1eQLfn0R1oegNFf6AYhIJBJIliiBNFkoCxblmTEjwNgWepVw2TYxHbNnSJbYfDZyM+/oDPs0fHmKpWuf4Sze3Xtbj3QJM77x/n5ksCNkz3+NzDFpNUmRoLWW4N3E0DbJrosLoUoESFl1y9whfvq3B6rsq33dwlTpb5yuMzREmFG/Zv5M23NNm9pcl9T2uePF3FHg/YNi2ZqgtqFUHgC7QSKcgtxjpdHifupg0jyyC9ifshdEO3+q0OBKttkLrPNZeu8fbbm9xxbcTMWJXltUnW2lW6fZ92LwO3otd34O4NHHP3B85l6g8s/TChN7AYKzl0fCCXWos/O77p7sMT440PA//rAPzn/tNH+Q8/NMahU5//qSee7/y7laUDE7fvb9LsjNHrJ9QrINBIQAqJFCCFKL0HpQRKJXgKfAWBNlS1ZayvWGpN8SdfavCVJ9vcfHmTH3jdGvu3N5mZqBDFFXqDgHbPp9fXDCJFHEuiRGKMwFi3ZkhhCYKEehAT+BFS9VloDvjUQ5KTcz7HTk9iowr7tnns36W47tIWwlvg8efH2DFd4YqLLNOTayw3K2ydViANn30wIEBSDSxvuqXHBz+bcH4xYHaDYqk94JmjAVtnJ7n+4kXuebLJ/QfG6Q98Lt01zbW7uly5q8Xz59Y4OW+5/5kax07VCIQk0JJ6AJUSk1sLibHECYQJhLGgMxC0+oJmCJGJEarPVXta/OBrW9x8mWH7Bo9ub4qFlZpj7L5Pt+ckTm/gatN7A0Gvj2PuQcIgTOgNDIPQ0A8tvQEMIksv0hycW2Ny9qNbX7Z/7yc/8Jef+dzRM8Fv/My7z1Ld+P3/cAH+/IG72Hv5P8aaX/vJHROP/NKV20409l48oBJ4xEkfgY8QFiFASoWUNn11ckEphVYSrRO0Enja4GtD4EHFt1T9hImKpDXwWFmb4q++Ps69B3pM1Hu8+44mezauEUeavdssl+5W9AfOLUmMxFoXjiiZEPgxR87C8QVBLzZ86M4aa50J+l2f6apiy5Rm52bNRVsFV1zcJJHL/P6nGnSa49y8X7Nne5snjye0mhW274F6NaYVVgh8Cdbiex5rfTgzL7lkV8Ble/ocPBzy9JEqN18xxT/6tiX+8LNtHjrYoNPTLDcbXLS1wuXberx0f5s33dKm2Vvmz++s0o18Ts97PHXcx9eOCAAMkBiIjSEOYfPGkMsu7WKSiD2bB3zfqwaM1zSbJn3CqMqZ+Qrdnk9v4DkJN1B0+4reQKZP6IfWsfUgoR8mDtgDSz9y3+9F0AvdzRQaxZce8uuPPXfqde9+Y/Nl/+L7Lo8rG77/t//yo1/hHd/1qn94AD9/8gNs2nFKnT70S//oS18/8utfuP94cP1FC1y0JaDTs1SDTJKkABcWKTVSgpISpYQDtxJordBa4ukE30vwQ0swMFQ8Sz0yjFVgqirohJJWr8GpZoNf/sA0JBGSmCsu6XLpjpBBKLAmwVoXqEkpkFLiBz5PH/U5cqpC1feoa8lMXbBni2TDlGbLrGTnZsMlO1eJWOa/fbLBqZPj3LjP4+LtBqlb3PVowGTNY3oCJsf61KsVFM6/bvV8ljuG5aZlrV3njuubPHk45OhZzfR4hRsum+AfvXmF//YJePRInU7fstbRzC2PsXm6yuzUgC3jPX7h+3rUKi0OnTY8dUwRBBapXHyCAKzFGghDwaU7Yq7ZlyCsJop8sJP0w4Dzix7dgUdvoOkPFP3QMXY/FPQHkl4o6A+gHzqmHuSMbZzGD7Mn9CJBNxK0IkE7FpydV1QqS9SYb/zBh6d/PfH/Orrh9uQP3vehv07+8fe97R8OwD/7ubt49sil3jee+NoPLi8/9V83Tz7lXbIzYmG1z3X7QiwGIUAIg5AWKS1Keihl0VKjlXWAVi7J4XvuOfAEg1ASeIaBn1ANrdOcsbP2JiJDGMMgEvRjySAJiOIKR443OPC8JbFgUkNZCSd3PCUINDQC2L8BGlWYqEsmG4rpCc3sJOzcPGDL7BoDu8Jvf3yco8cmuPYize6tkj3bV3n46IDTc5O8dJ9kcszg6x4V6aEszlc3gOmz0qpwblFz8xVVLruoxVMHA2bGJbVKg6v3JfzEW1f57U8YDpxt0OwYmi3F4qpmZqLB1HiViUbMWC1mshbyhhsjAi/CUzFKGaR0n8tagTGSMFasrCjiWBPGijBSDKL0NZTuGUnXHBIJBqGgH8IgtA7YKWMPIksYOUkyiFJWj6AfCjqRoB1JViPohDEybLNrtsnRecNXHnkseNsd7f86OHOlecvNN/3xg/feFd1y66v//gN87fyfMz6zrM8c//KP3Pm1ud/6tQ+uekF9Emk7PHlUsHtbk/3bOmhlENIgpUEJg5IGpVKQK4XWCk9bvFDi6xLAfUWYXpwosoSxIYwMUeyCrCzbFyc2XbItxrhgMkuWiDRw1dLZbYEHQSCpVST1imK8IZkcgw2TCTs3dxlrrPJX90Tcd2CKtaUxrtih2LVFc/H2AUKt8dGvjrGhppgal8xMDLjnacnZecUlmyFKBBdtSHjZVQMOHplguSlYaTb4rpe3eORgn2PnJPWKxPfGuXwP/NvvX+KeZ3t86u4Zltqwc0PCaksz0VCMNwIaVZ96tUolMFT8BE8bRwjSgrCOyAFj3OqRGEkcC+JEEsWCMBZEkSSMBIPYsX0YwyB0AWoYGcLQMIhdoOq+52TJIIJ+lDG3pBUJ1iLoD2IIO1y5c5UfeVOLbTPwxpssJEe8bzw38TuPHlNKj0//wa/90Wfjn/mhN/39BvhH7pwUYdT/8eWVw79i+ke9gZ3hyIkZBmGDxw51aPc033Frm3e+tsN4PUGJKkoZlE7QyqB1gqc1XqjxtcT3FAPPATr0hbswkSCMFGEMUVRYfnFiiBObgztJLDZlbWsdsAGUFCgp0Frga0HgS6qBpFYVjNUsE42E2YmQDVNtkKv85dcUH/ziNDOVClfuFOzY7LFjs2HnpjU+95hhZbXK1dslE2OSybGQEwsu86cUJImkUVVs2Rhz/1OGtZZhbjng8j01brumyVceDJisQxD4KDXOFXvgR163gCcX+Pg9kzx3tsKmVsTMeMx4XdGoSmpVRTXQBL4m8JyHryVIafPPiHU3tbGCJIHYCJLY3XBx4kggI4goNkSRScnCEqWrYgbuQQT9dGXsRY65W7GgHVvC/oBxr827v2OJ77ytwyuugTip0u1VObMQc+LMg95N1y39+rX7r/U8r/rbP+Puv7+fAH/60S9ijP2pT37p6L/7xN0L9UjWWetAvWrB8wljyZ2Pah48UGWpvcxPf1eX6YmITq9KV1XwVIIXefjaw9cJvqfxI0PgS8JQEcaCMGWfnI1iQRwrd9ES66w/Y0mMLVi7xNxC4Gw2hVsZfKj6UKsYGjU32Gd2os/G6VUeOBjy/s/VOXJqnB3jHns2CbZt9Nm2UXDxtg7CW+XLj04yGSimxyUTdctEo8dYw+B7EiGchTcINWvtiFY3odlRLK55tLsN7rh2ns8/2OXI+QbVIEIrHyHG2bNV8q5XLXPz/jne99lxHj4wyda2ZONYxFhNUK+4GzIIJIEn8XRqHSqBFMWNbG0qWWx6wxtIEkOSpvrjnBgyoDtAu1XQMkhBPYihHwl6caa3oR/GmH6fsUqLn/6uZf7FO7pUfZ9Wt0p/EBBGHpONhO9+FUThmfpjT0z/kqxfoT70kS/8xvd99+v//gH89HwHpbx/8uhDf/XvFpdOj8/WNWdXBBtqln4MvhC0pEdfKlqhx3/+iMcjh9Z456vbvPbGNlPjEZ1eBT/y8T2fwPcYhJowct0voa8IY0kUS6IofU1SgCcpSyXCldGmFqC1wmHbuiBWyFSaKFdI5XuGim+oVWLqlZjxxoANU21avQ7/6aOaux6fpt2qs2dGsGODYOusA/euzX0atRU++GWfs+frXLZZMNlQTI4lGDug3RNo6cBmrGPx8VqMVDGrHY+1FsyvVNm3o8q77ljjL7/sc2rBw9MRSnpY2yBKFFdsX+HfvKfFV57s8L5PznD+TI3N4zBZTagHCdWgiE88LdEqDZxFljQDS3GjuxsfTGKI0xXOAd2RQ5xAGDuAh7FgkKSsHUMnlg7YkSEJB4xX2rzhVat876s73H6VQYoaK80KYeS7Z+yuna89FparnDl3Yrw6Mbjjn/7Ewm8cePDXuPyWn/n7A/Df+733sq3/AfkLf+Zd+/VHDo6vroZsrAnGq26IjZbgSYsXCzpS0JEVWqHmMw8G3PNYnddc3+Qdr+ly+3UhE42AMAzohz4DzyOMNFHspZJEEccqBbckTgRxLEmSTG+KVG8LzAhzOz/doBR4yuB5TsPWKxH1akij1kOpNl9/xvKx+8a4+9EZNtUVl2+GTVOSTTM+WzZIts6G7Nm2yqNH+nzyng1M+4rpMclYXTI72efwGcs9jwVI626mJBEIFK+4NuKep0IW1yq0OglLq5qtsw3e+rIOTxxt8tRzM9T8GKUE4GGSGoOBYuvGgO+9fZXNE3N8/L4q9z85ydlWhalAMFax1H1DxQdfJ2iV5gzSz1suzLCZZDHOM88YPU6BHScQGUcYUQKD2DF2NxZ0YuhFBhOHTPsdXvGyNb73NU1edX1MTfuEoatbCSMvfer82Q8V1cDw8mubVKut1z345Ut/ydv4479u7f/VBcK/7QFEf6sA78YWX1Hp9c/v/OjHPvRO21r8kUnRodpwB+1rQFhkGtB5EvwEAiloS49erFmJAz52b5W7nuhy0/42P/32DlftCZkc1ySJT6/vM4g8osiBPE4UUeISNolRJLEgNs45MFZgTFF5Z3NwO6dGK4OnDL6XUKtGVIMBWg3ox32eOWn43U9P8PiRSXQSsG/asnHCMjOh2DDls2lasmU2YveWNvNrLf70zjo2qrB5g2C8oRmvW8ZqIb0kwViFLwVCpgxuFEorYmNo9w2tbsJaW3N+qcr+sQbvvmONX12ocmyhhtaRkzZWE5sKg0jS7vq8bH+bl+xv8tTx0/zup8Y4eKrB4kqVQEqqnqARWCradR95yrokmRy+XjYFeJ79TF0eJ+8gTAShccDuJ9CNLIMwRtuQmfEOV+9t8y++a43rL4lp1DThoEGrGxCGHmGckZEmylbdWBFGrkJztTXBqTnpnZxv/csrzKP/rF67+nv6vd7n/1bR/bcN8Pu+cRjfb1y6uPDcg2cWTnuBNmLjlEezExNGbtmTEpSwKOFArmPH5oES9JSgowP6nsdKWOULj7gBmK9/SZO3vrLHFbs67JjpMV7XhLGXdshrBqEmihWxkSSJSoEtMQYsoghjUnD7nnEMpxM8HeGpkPOrMc+fM9z7tOaJ42N848AEcVRl85hlQ8MyNSaYHldMT3hsmJJsnonZOttjcmKFj34eHnhmgqu3CibHBGN1SaNmaNQGtJMQ31Po2EkFa52DwUDS7Se00gKoZsey0tIsrIxx62UdXn/LCn/46YD6skSJyAHSaKLYZxBJun2PmYkKN+5r896f7vCN51o8cdzjwacanF6pcHCpSqAkVeXkka8tgWdRpESenpaMyRPr5FxkHHOHCfRCd80iG2PjiIbfZ9/mHpft6vKdr+7wupsjGr5Hv9+g3fQJYydFosgjSq3IKNZEsbMpo0g6WZlIwlCy1tacne8E81//RBB27r7lLW8e/9qZZ361u+2Kn/u7B/D5hXk2zG6ofO5L93znB/7ii95Ksyu3zwRUlSDwJEIYZCzSxI1LK+vEOiZPHJNXlKWapEuhChj4Hs24yl9+dYwvPdZj+3SPb3tZm02TMbs2Dbjx0i4CxfSURCtJkmiMkVgrU+bO1uUseWSwwjUF9AYGqWPuf05z9LzkCw/VeP5cg7W1Kr7wHFtPGcZrzgefaGimJzTTE4KNUzGbZ3ps2bDKAwecNNk6rplpwFhdM1YTjNdjpAx59qSi2VVsqzsdbC0MIsnGacGlOwd8fdHS7FnaPcfiS2sBc8sTvP1lCxw4sczDT8/iKQsiwlqIEyfR+qGi19c0Oz6TjTovv6rDq6/tsnzHIkfOwecfrnD0XMAjB2sIT7PY1/SXFVJIV9/j0mopyG0KcktiDTZxLtbU2IBxEXH9ZT12beyzZSrizS8N2TQlmBpT9PrjrKz5DsRJytSxTmVj9pTrnpk5YAxcvgc2TK1Ql/pfP3/41WLXZbf96sL8D/c3bNz4dwvgG2akbq88/690fPz/2j0dyoaq4AY5gOcJhJAugRNbIumKg3TawOslBcj92FJVgroR9BNBX3sMPI9mv8pTJ2OePDGNMBHbN/S5dneP8XrC7Tf12TIdkUQx1qQXzhbSJKtClMoSGvjGU1UOHKvhVySPHa1xbrlKRWvGfMnOKctExTBWsTSqkrGaZLyhmRjTTI/D7GTMxqk+2ze2SFjlg3dNsLw8xpXbDeMN12PZqBnGahHWRjx0wGd5xePiKZddtBYGA8mGCcktl/f4+uMJ7Z6k041pdRSrbY/55TqX7+nxnlc3eei5KseXx1DCAFFaY+KlCRpBdyDp9DzWOgFjtQaTY31u3Nvj1sv7nF/u8/TxFpVqwtPHNA89FZBYiZCCXOvmNqIFa8AYktiyaSbm9pv6TFYNV+02bJsVxInGmBqDyGNp1a2erjEklYopW2dxkfPane+eAzwzAmIBAozxWVie5ennjTx8/ujP3zTYomdmZv4tEP+dAfjZxQEnzg/+/Ve/dudP76g84u/eNoXnKXqDhCS2xKYU2ElQqYWnpUAb995LLFHisomRgUpiqSWCyDgtOPAFYeIRGo/IWM42xzj1kEGqhC88HlHTMcYad5Gsu7FEdgWFdE8pMULR7HjEoSbQkkbFcvE01H1Lw4+pBlCvCGoVRaOqGKvpPNEzPRGzYbLPppk2sVnl1z9S5fHnp9kxY5moixTcgno1oV4Jqdf6VKpVvDTQE6ksSIwgjD16vT5rfcNk4Gq12z1Ds61YrfmcmhvnmosG/Ow75vm1j2hOr1VBJBgbYwxEiSaMZVo7ouj0NZ2eR7MdUK3UqKbB8iuuCvH8kBv3JnzXbX1XkSmNyxoLVxqRabiMHBLjrMaJhkJJn35fs7Sm04pLB+Y4VsTGxT5xkr2mwX76Pgv64xTUUZpgihMXuCZJWlPet5yZD/ncQw/4tfq5d27fPPbLB566J778qttefIA//dQjrM09E5w833vFZ790pHLz/gHCWDytMBZiaZCJRUlLLG3+XklIpMss6jTZ4Jksgnc3hWMrQZxG+ZFxAWRsIAwkSV0SG00UByyFLgNubZE3EMKVp2rhVgwvDW431S3VSUugDZVUm1Y8QTVwz1qgqFU1jZpirC6YbBgmGzEzEwM2THXYunGZP/is4eN3b2DjuGamYRivuZuhXsUBvBpyfsXw/NmAqi9c0oWs0k/QH2j2bonZND2g3QlcQ0cvodVVrHU0jWaFsdoE73j5As+fmeOPP70ttQwNxsSpZ60ZhFn9iKTbV9QqmmrgUfVd0ZjvJ/heTOAlVPwELRKUTJBpTb2QZsgnz1a/JJEsrbiJBcZkryIFuSQ2EpOCNUkyQKegTkQJ4Ok1S+1b9zXp1y7BFEYuF3H1xQMm1Nkd0xNv/t12v/pjDz300OCmm2568QBu7Rlga+3Q01/47UNPP/aSmUrC8ydmmWxkxVGFNEnyGhP3XilDkjg21yq1qlLfOiv1TEYsrPzrzN5KM3PWZuAePr6svNY1Rzi9rxX40uLptK5FQ+BJKr6gEriESbWiqVcFYzUYrydMNGImx0JmJztsmV3hyWN9/uyrW6lXAjaNGcZrgnpNUasK6tXUR68OePyE4NGDFXZPur8vUgo3FroDzQ2XWvZt6/ONp8bphtDrJ3R6hlZHslbzWFytUgkm+J7bl3n42UWePr4Jd8saEpMQG5smY1w9SW8gqVUE1cBZcYHnpQA3eNrgKZcdVsqg0uuRM/nQdSWVeCK1WJ0bZdJUf2JKVmwiU+dFpA0X7mf512k+opybiBPS9xAb97dmJz2mxmc4csLqQ6ce/f5te24w199+x0/e+1S7e+tV/+93o/gfAviRU/NIufp/9toP/9D2qdPEuyZodVLPGZBSkiQO0BnAE2VJEotKBImyaOO+dr61qxNJEoZAbdIsZFKqI8mTFZkFWAZ3esGkKOwxJUApxxQ67dTxNfieIPAUgS+o+IpKRVKvCBo1y1gtYbweM9EImZ7osnl6lSeOdfkX79vImfMTXDxtmKhBoyqpVxX1CtQqCbVKjOcN6IWuWCxQ5Jo3kyhRLEkSj4Yf008MnYF07XN9p8mbbUU1CKj4DXZuivhPP77Gz75P8OTzG8FKEpOQJIY4jggjwyDU9AeS/kBSDSDwJRXf4vsKX1t87UCutc0BrqR1LJ5LlRLIAdL8gc0AbkVe01LUtpCD3F03kVuNOWHlrJ557aVrnBTX9uwCtLuGQ6ePi70rwQ/ddP3Oo2Ne+Ev/Ixj9fw3wj3/ik6ycWd32x598+oZO+zSvuy5mdjJBCM0gLMCppPtgrhTVpcwTZTFJBuz0a5MB2KYnMM2ylbxam7K2TWtJbPZ+GNsFwKVrllDS/X0tXeLDsbdMKxNlCgbpJErFUq8YGrWEsVrEeD1karzHxuk1HjvS5ef/aJqjZ6bYPWmZrJFqbkW9KqlXLbUgoVENaXZjPnFfFZtofGWRUjgNnn6eKJYooXnLrW3uORDS6lfSFrCEbk/R7klqHU3VDwj8MfZsivmVf7TML/yh5LGDG9LWusTZenGSjreQDCJFf+A+UxAIAk8QeDb9vC6o18qiVLqiChBpzUpWrpyDPGfyLMVPic2dtZgDPielAtT518kwaTmgu+uflVEkxhV2rTQTxsYSXnH5M4TzyQ3z7du3fe3uz595+Svf8D8P4AsLK8zOTm695977frMhV9568LTk2akGuzc5vxWKu9UkKcgNGCnyD+NAnQI9Bbct1YyYoVd3QjM7q3BIbME2FOnoLKAVJYArWdRneNqlsj1POgD4gkrgRqxVA0OjmlBPwT3Z6DE72XTgfv8UzxyfZfe0ZKaeMF51hVP1qqJWYu9aNcSKkLmVMaRw25zIoSyiYzRjPTZNWrSJ6cSCXugaeLv9hHZXUg0UFd/D9ypoPc4VO2N+5Ufm+fn3w6MHZ0msIkoMcaluJAwNg0BR8SV+6D6f78n0ps4KsRzAVWrZynUgLx/rCNBJKxMz08Vm5RCUmJ3ie+XVuFQXlD1NCvI4LRPwNezb6uMlMQ89OXjrFdeY5MabXv/PWmsrZ8cm/vtHUfy/Ani/c4ols3SJTBbePl1r8oprGgS+YBC5CjZPO/Y0BhLl7mBlIFHlss1UbiQjoM6eKUtnQLdl5qZcNGWHrojIdbdIjRNRVAsqidYZwAW+50pjK4GlGhiqQUKtklCvxozVBozXHbgffb7Pz/3BJE+fmGX7pGK2bhivCuo1Sa2iqFUl9Yr7N2qVmECHfOMwnF/2qfsuueV6S0Wx3BvX/Lx5SnDFxR0ePNCgO8jawUwadCoqvsL3/FRDT3D5zoRf/cfz/Ox7LY8e3EBsUyZPLFHi6t/DyBL6Et+XaW2KzFcsrVOZJslBngE8K8zKz6YoSb9MFuLcluyaJFakQC9AbcpfpwSWF7wNrdTpa0J+zX1P0GxXePBpSbe3SDAx9/bG5LHf7na6Z/+nMHjU/hLKG2wdtB75lVn/Xi7dVWWtUyGOi6VN2fRutSmQZXoH2+GlzBgwSgyDO32fl7VmAMed3ZxRCo7Jm5NzgKc+r5LCAVyRl8O6pgnwPevqvn1XYFUNEqoVV4vSqA5o1HtMj7d47Pk+/+L3pnnu1Aa2TGg21AzjVahXXRVfwd6GWiWhGkT43oBnjmoWF6tctJGiFiS9J03qpPQGmou3C67Y0+XuJw3dUNILXRKq1zd0eq460Pc0nvbRqoaUhsu3r/Kf/495/vnvWh49tIHIaGYS4wAeQRi42u0gMA7g6WrlCrBE+kzrVGQh5UQG9hTco4+MVDKgZ7JxNOVvbEpeQ7HTMKjNENiL3wUIo5g4sSy1Eh74k3t4wznxK7dcv//tf/SJh87+0Hf897kq/10A//q938DbejO//1//dMvC4uHrL5qZ4/Ids5xdkHR6Kq3ec/rZKJEvT0ZR+j75Mpbd7c4VydiNIcZ26faCubElKzC9EuVlVQqXLZU5ezvnRCvQGjxl8bXF8ywV3xB4DtyVIKaWF1p1mRpv89jzA/7P35/mudPODpytuQRQvZKWqFaUc10CkzYcxFT8CKkGdEIPqTSesihFyuIFQJIkazrwqPsRENMOA9cqFhr6YUK3Lwl8lQaKHp42KFVDSsu+rZb/58fn+ee/Y3jk0EaixEsbjC1hYhl4lkpc0uCewVPuJs9a/5SUSFWcpwzk5fOZp/VHgvlCrpSko8lq7QsAG2vzeMqW3udklmSumM2xkCRurMXpFcHO7afZO/3g9VN2bct//J3vP3vk8KNcvO/6/28AftvLbhLnDy9e9ZWv3vPRj97b8p+c2sTsmxIa1dgFD7FMC53S4EKKXD8PAXooaMz0NUPgLmvtclYyZ+40k5NdjOyZuybZM12GtbJ4Xgpwz+B7hsBPqPoJFT+mWomoVQaMN3qMN1o8fDDmJ397AwdPz7Kh4TFbNYxXLI2UuWsVRa2iqFasewaGahBTrYScmDP86Z0Ngoqrs8mciuywrS0stnbX512vbfJnX+2ysFShl7WBDQw9PyHoy6L8VXsle89yyTb4rX+6yE/914T7n91AL64wmwjCxFDzXId7xbcEOiuhdSuY1iYFuHDN3OlKl5GDk1MZyAUIC7ag9IxgyrLR5IG/La3A61fm4VfWAT4xzhtv92HjdMz3vbLCtF7zlZj8i//2n75x4+pqc+3/MwZfmDuuBt3un7RXju1+6eUVGjWPMAzRwuJp4zKVxvmfxpIGkgXgjRGlDzbikOQnJK2PMIXWzpm7dCzZ6S4HRjLtYskzpir1vxVOw2p3nA7gLvFR8WMqQUi1EjLR6NKPOnz+YfjlD23i4OkZZhragbtagLtaUVQqKk0MucC04scEfkzghxhiuoMq475AS+uYMQ+Bs5vZecpRrGnUFVoM6MeGXiTyRt5gYOj7hp6n8D2JrxVaaZTy05vGsmez4Fd/dI3//BcJ9zw7w9l2g36iGPcsDd8QJpZAW4LY4uvMIrUlHS4KBk+dnuy1LP1GH8U1GXa0HHEVoC/XnhfX3K6TM0mJ/GJj8RRUpeaxA5NUfEXj6NMbuvHxm/uxvhO+9S6gbxngDz56nONnwtdV+x/atHlsmam9FZSyeMqtu5523mqSCIySRaNBZiPZAuyFKyLSO78Avk2/HgomL/CJcuamCJBkWoqbF3SpwhbzUh/Y1w7cQQrIih9SqwyYmeiw2Ozxq39W40++vIHQjrOhoZitGiaqlrE8he96NWuBm3FSDdy4ikrgbhRPD7jrMY/EeI4tZWoRyuJzFK1jkihRSOFxx3Vtfu/TM7Qjj/GUxSuhm0aVMbinVMrgKbsKizWC/Tsk7/vZJn9+V4//8IGNnF+ZpDOmmUwUY7Gh6lmCyKZ+uItBXN+mKLkpqbQrA1ykbF5mlDLIc/KxBRkNSZUScY3ImCGSs0USL/ueEK6L6PnTbiRcq3dmYsO2nX/y3l96+z/6jz9/4rO6tutvF+DKPIm15iefP3N0y1UX9Wl2J+n2vHyeSOYOOFliS8AWmKTsoWZ6u2hEyABdtJSJF2TuMmtn5a85e4siW5rJErccp5m8dMxE4MX4Obh7VCtd7nrM8NGvj/EXd23AiDE2NAQzlVSWVKBWESmoJZVAUUnZu+KbfCUIvAjt97nzkQlM4hEoctDkuraoaXIp7EShpOa113d578dDurHvWDyyeUd7b2CcdtZuNoxS5Azuzo9gclzyg69tUdXn+euvd7nr8Rnm4ypdXzEeG2peyuQKfG3TuMTmLJ7dOEqKUvInjR1SLTiU7SyxTsbiGehHXa+CxYeTdKOJu0K+ulV8EEG7Z2kOBIu9mG/b8/yWh546+JNKys/+rTL4vY88T6L1D3/or//yprse0nzfq2K+5+UrVPwG/YHnMllpDXZiBLaU7TJWOKfEFCDPlmibfy2Kuz+9WS4E7CGAZ8DGptF/mplTNs/SDYFbuZoM30vw/ZDAC2lUe/iVHn/+Jc0v/8ksJ1an8LwKG6swHRjGKsZlJwM3Jq1aceCupuxd8W0aoLoVoRqErLQM3dhHaYUvTe5SDGlwitUtjhWDyCfQPSbGuzQHdfqRZBAm9H2LH7radWdtqiI4FG4zLdL6EWMEEw3JO17V5hU3LPErfzzgA1+cZSVq0As86pGg4bkmiECJHOSeTBM/pZUvD9RF6VyXWHyUzMtENHwdhxm8YPdheVqwuCgCzRTsnVDRNDHf+5pF3nHbAKJHbrrlZe/64X7r4B9Wxi79Hwf4ysoSb/+OW/jZn/+PL0nandmqmeAvvwy3X7XEro0DAKJY5ZrSpEU5iSk834zJbdqAUKR/i5qHYUlSKnUdArbNT7Bjl/KQoLRLR7rhNzp76sS1pOkY34/wdUS1MiDwezx3MuGv76nyp5+f4ezqJPWqx1TFMulbGhVDLYB6WoBVCaRL5QeSiu+880rgAtXAc+zdqPf50j2KI8dqVLOESuZOlBCS3dhJWqgURprL9sArrmnzV1+dpl3VNGI3PHMQWvraoD1T2HxSlm4cO5SYiRPJ5vEO/+aHOuzZEvFX94zz9IkJ+rpKJ9HUtaCuLIHO5sCkRWjKnU8tijgmuzGlGLZh1zF5GeDpB8xaBDOnJasVsiU2z2qJTPnrzKCwbuzcYl+yY2uPd74yptfZxtnz8ex887GX/OK//Zk/XFpcZGZ29n8M4GF/lY/89Vf/8YHHv/gD+7a0ma1X2L6ly9ZpD2ssno4RwqbsbfIkhmNsmTN3UbxTWIK5Q8KwU0LG4hcCd5m9hR0Ct5ul4l51Wljk6RitE3wvpBqE+P6ATjTgdz9S4X2fnWF+eYJIVRmvK6YDy5jvgrMyuB1jq7QYS6Ts7cBdSav2KkFEkkQcOOHTjQKm/HT5lxkoxNBnKweacawYU5rLd4V8VA9oh5qeL6hGqXaODF5o0kIpiZICodwULpFeQqft3bmPE8lYzeOnvrvDO183z/s/2+K9H59hpdugpwPanqKmBVUFgTIO6NK6XEF6zDnIc4DbYftwhMaHYqUyg69j8mK1TkaYPHPUEuvkW5iWWZ9ZrPNf/6rGrqkq88tr7L9s9Qc+86mvPzS/uPa+/yEG/9idR/nUkxfVLgv++ErCZ/z9u7sYq5mdAGyAtQZPxUhh85PrWNwUvnbeFykce5fBTdEMnGv5obPG0LJYgNs9ZYm9XQGRq5TTKkmHc8Z4OqZSCQn0gGYv5qGnBH/wmQm+/Ngky90xKpWAWR/GfUPDt9R9SzVwsiRn7kC5epVAEvhOmlS8AuS+F1OrhMyvxnzm61MM0Pi6BO6ssSjT4Bm4rTtfUaKw1uMtt7d47+e6LK7V6MUuMzyILH4EXpjkCRqtlHM+hCz+7aEbx3U31aqKTVM9furtfa7Zc5b3fmacJ54fY7lTp68CPF9R0ZKqBF9ZV2WZlhRnGc5hkJeAXixIjF6yLC7AjjA3lALNAvAmBXtii1qW2Aoi6/6ebxTPHDbMjw/oh4aF7hG/Nn7nlT/xw99fs/aZrhAvPIP8mwLchmfZ5K+9/qFD3X+2tX6Imy6RaOkTJ6CUqykGkMakbC1RtpSOtmKofSwD/HBtQxGkXgjY7jxaF+SMAjsd9aayiVgqY+4ErWKCIMT3QtY6MXc9Jvn41+p87qEJFpsNVLXCWF0x4cGY74Kwmm+p+uR14Rm4nTRRTpr4liAFduBnbkxE4A148qhkqRcQaIkvXYJHlZb6TDIPdbQnIu2A0UxVBddf3OFTD07SjT36saASWfzQ+fdau2BTDRx7uxuo6CQulv+0us8KolhTq3h8x209XnHdCl94qM3HvlbnvqfGWWjXCLVP11d4UuJLQSDBT6ceaFFYrhmLSyHW1ausC0CHknKlz1y6CZMSwLP3GbBjC1H6aoDIWs60BefWLELFXDNxjP27Nv2z1dUTPX/88v+w2jatycZIR/XfBPB2e5V6fWL2zrs+9+1f+OoxTi/P8IaXrPDaa1a5ab8lSXR6sKnuzl8zgMsSoF3gaRBDmpshgK+nhLyyLQsmM4BnyRPphuBLaVDSFfL7npMLgRex2Iz50iOaz97T4OMPjLPSqiP8CkHDo6EFE54DdtWzVDNw+4JKIFx9uC+peG6gTsUnZ28HcOPcGB3jexEVf8DnHgw4t1pluiHckp+7EBcIzHKJUujwmQnNm27p8Il7IwfwSDDwIIjdNCkvNM7aK5UhOFYtgZyCSJK0CTv79+uVAe98dY833rLCpx7o8Jl7atzzRIOFZo1Y+fR87cbkSYEnpctvpI0irlFcpNeh0OYjpUCla1lo8iGQZwCnALgDtSVOwR5nehyXARxYw8BE3HZ5k5df0+W110ESPsf5hebPXDzOR2PCh/+7GXx5eQ1r7O5eX/1A3Glh+2P8waerfP2Jef7iX51j04Qiir0SsGXR8FsCvmMVWXw4RMkGLMmSkaCyXPZaliUi7USRGWtLg0yBHVQi4ijmzKLlwEnNn35+ggcONDi/UCcJKuiG28BpTENdJ9Q8N1e7knb0OIbOwO0q8hy4RQ7wwLcEnnHM7SX4nqtdeea45bkTFYT08BWljKNIg8wC5utAmCZ84kRz2a4+V1zU5uDZKl1PUosTB24FobZp8JxOrZISSZaUcdN5CwlEHg+5sgBNHHv0Qo9qMODddwx47XVrPHCgzQc+X+fZk1VOLFSJOwFxVTPQGiEkKp3LrqV0NfXCdebn0oULKhXKlzSvXaGktTNJMvQ9l+Ynbz1MwMaQRGyZ7vBvfmCVPZsmWFyd4egZy/jG87RWd9DvN18IxhcG+G/9yac5/NTnsbKmmguLXLevzs41y9cPwdMH6nziPp8ff3sH0XMzP4xROcgdmF2AaY3IL2Z2QcmnS6XB5YVNp2GfO2NvadJWKwdsrROUihEqZn4F7rpH89yJKnc9UON8q8LJhRroANXwqGlFQ1nq2lLVKai1peJB4It0xngB7sB3dSCBJwk88IfYOyHwTGo7xlSrA47OwYlzVZTUTp7I8tLOiFYe9X6zVjDNRVssl2zu8MyxKbo1x+KBBi+2eFGanVUmz0C6+pHMpZH5OTW2CPKdrk1bzRJHTEHoMzMW8p23Dbh5f5O5TpM77w84eCLgS4/WmV8OsNIjkhqUIpQS0p02slS+RBTFWSPElF1KMwLyIui0qX+eJT+KfloH7OKpeiFvvW2Na/YnHD8+xkPPTHB2wXBk/immnjinzs71CZc/hD/9fd8awKu+4HBr/8bAHHvfpPesuOWqGv0BvPmV8/z5nS3mVySn5yRbN4ZoIxBGYozCGkliJdYULJ5LkhLQyQF+oXvfloKZgrWVtIi0YdaqBGMNi4tw+Iziw3fXeOz5gJOnqrQHAd0kAO0j6x4VJahpqClDRaWgLlcTesJ9nYI7SMtMgxTkOXNn9StekjK3A3fgR0giml1JaH2XCpfGDb8Uwx54mWEdUZXawBJJlGiEVTTqITCgF3n0taAa27QMNk3OKOOclLz2RpZKAWQBqPLfSGQOcC9OxyhHHr7nMzMesnkm4ortA9phlxOnmzzxvM9ffqXGwdMBy4s+sdXESmGEyhu4XXrW3b1Fg7cYuZrZG1t8lQO6xNYZwE2Sg1wZg7IJW7eGbJhO+PwDij/9jMeYjun1DFYdFr/4k433/eMf2HbH2nx3/ltm8H/0vW8Sq/MP7lmea15s2gsgqkhp2Di1zL5dbf75b47z6a9N89aX97nxsogbrghJTEzDt0zUgBTgWJcAsjmYC3nyggubMGm7WTEzfBBbVjsWPDh1VvLVh31afcXnH6jy/MkKncQnth4oD7SPChS+klSVpZaBWjmnIMjAnbar+R4E2jU9BL4rT3XsLQh8CPxCxmQgz2pZMvfk7FLCx+4aY6FZZXI806zD7F0itWEWz/sbJYOBx8yU4m2v6nP3413ONGt0fUktFvgRhMqiY9ARqTSj0OKURkEgi9LW1FMuWsnchN44UXi6ALqnYzwvoqEjrt0bc83FA77ntT0OnZR84YGA1kBx98MVzpzxQUuWu5p+pFJAS2y2RL2QvZJn7nLbjDytmz6FtUzUYuq+m89yw5UDbtwf8tZX9Dm/JPkXvznL4XOS6fEELd0mYh+9W17cZsueV996/QLrhO4LAHzQX63GtvqBQ0e/UesNBphkALgpUO//9AR3P1ontoKnDtXYvCFm2+YYE1tuvCzk22/vY60rYp9qWPZdFFEJ0ps0v8IXjnjBBY7hQPDUYUV3INFa8sxxj49+uYIVkuW2x6nTAbFVGM/DKg2el+4GIQmkoCJTUEuTJjRcDYafpqm9vBeTfNZ4Ae5MlmQNEU6WOPY2BDpl7xQQgTfgnqcUdz9TR/iKQGWji0vuyQix5S6SKfICWWf6YOBx+xV9XnZ1m7+8e4JuHNCPIdAQxuksmXx4kk1HQLjm7mGdnzG5GA5o09Ui9tJxD4nCSzRxHBPGHlrFuQulVMzVu2Ou2TcgwXD6jR1WWgIrBB+5q8LTxzy0FvQGiqcPa8KBSmtuLgD0Mrhxdf5B4PAx2UhcBaKxvPXlA27YH2IS2LYpYdOsQcRw2W74pR9b5r2fMkjlY62bt3Lq7KO1jbO3faDVaV8DdL8lgJ85fZrjpxb9f/++SU6tTrDai+mGESaJsYl1/5ewWM9ythlwdtntu/fIYcN7P+Pe29iydSbhNTcOmKgbTG6IvgC2UxRICWsdyafvr7DSUQjpdD2JBqFc53BFgXRfK+Gi/kBBRVoCafBTX9crAdtTKbDTZmPPEwRauNe068VPq/ZcG5uTJr5vHeP7KWunvreXypMwjjhw0qfVqRA0JIFMC6xyO7NcR1hc67zoKk+MSWKjCCOPmUnJFbt6BF7P1abEgiB2gaaObKkbx7j67fwmykI+kQf3eRVfVjphkrwWPdaSxJPESUKsFCrOcghxnkvQMkEq51Dt3Bhz0ZYEIQ037OtgrStoW+sIPn2fz1pPpPMPxd8Qebpjmqgb7rghZMuMJYndz6RyWLBWYmJN3HGrvwDefIvh9TesEsWa3qBKs93g7GJM1D7vnzxhLvjn1gF8aWmVbrf7Qw89/PmpnTNOv55vBpzvVFgNDXFiXGSbLS/KgmdyYen2u7HgW86uWj7wufqwKTqM6mGAZzJGSggEeBKbab781UX2Os26BcI66ZEmKfx0dwMvS0Mrm3fxZPXQrssla1srwJ1JE9/LNLqbneJmGZp0/EKSzip3wzpPLhm+/HANlI+vUntwJMBcbxyXs3sinQso06E6mjjxeO2NAz70+S7PLtRpex7V2BVKeWmRVPY3RG6ZmoLBR8oCMhcryZybxJAYkzs4OlbE2YYDKkFphc6sV5WkW6IkhKHbhUMJN3DJyUhDzTe8+3UGoWyasyjpbUi/Ln/49CY0EEeKsC/SFUdgIjEUt2WxWmZixLFHp19ltdlgYaXO3LLP+eYjU3e8/p0/1Gqu/s7Y+OQ3B/iRw48RRdG7m2srY1tmPGoVA8SEsSC2irZQxFYXAUJZU9liCQJcI6ZP6cNmr+vi7lzL5YjIqAmZFv+4pLSWbq6JL6wbwZwyZjaSWWcgKL33NHk3S8binhZ4XtazqNLdI1JZ4jtw+57FT7t+fC9JPe/E1bV4EVJGPHtCcvR8FaF0niDJ60TKZafpRx2qx8iqK5OiLiVOHIvv2jRg/+4uB+cH9GKPnhZU0hF3OrZ5vbtMtfhww7BML4MorRayqL3Wmf/unlob4kSmAJfoxAFcqiR9TbPEqTXrEmypoyUdqHt9U1i5KcgFduS+Lq5/2UmjBOQsq53+3ynMZGqpKqLIo9OtML9S4/jZCitN0N7i2MOPPv1upfTvfFMGP3O+DRi/e+6D8mVXtlluahZXJedWBd0QtLBUlCBKWcdamdpARbnkcB3lKLBLmM7clJxtRDFDkLQbPn2fZdU86Y5Bi6KQSZcArlQB8uIp8s2rdPqaddX7nkxBXoC7eBadP36pScIFYw7gkY24//Eqy6tV9JjCz9Lcoylu1j+GQG5LboqR9AceU5OSl17T486HB7TjKr1EUYuLlUknNp1YW058maFA0515UZgVecOzyQPP2Ai8ROaVlw7gad2LVMTpoCApstciB1E2AuRQriIDeJGFviAOGDYcyqXXQMlWFnkpiLGSahAzCAc8fUSzuGpZ6wnmw7PyV3/hO31rW6EQYxcGuElCgF8/cLJ3456tZ9i/u8L8asIXHtfMtacZqwkCYfFEZtxnU6WK6VKUvv83PbLRagJyMKssPZwCWaajlt0Oxzbf6ViJAuBKZqMQ3MV3teBiCOCu4VikneWjABcXAHYqT7TB89y+8E6exPg6wtchcyuGR5+vYpWfZv9KxV+lwLLsgefgznVyeXyxyGf/2URz/b6I6ekuraUa3bhKTQm8VIurrDxYuHkzEuOmiGFKf0oWTFn23rMiOG1cpadyr4lyz1hJJ1GUdRJF2jSploHbFuydFbylZRMZaxfFccWKvi7uHMJIqS0xr0vKyqYLe1kIy8xkC+k1uefQVuZWAqqVkO/e27oxCeNfT+CfvSCDd5pHsbDp7LnDsmKXmBzT3H8o4JFjG5GeYwtvyPKypRLJAuDl9Owoc5frjvICKooRazL9XgbqvEunDPZyz6VwwM6BnnaLe2khv87Z2wWUrmVL5k+nxynsQ88QZJOgUvb2MpB7CZ4Xo3WElCFffczjvicbiIrGTwGe+9/5s9T+tY7BS8VoQ9OiFN2ez0uv7PPK67r82Z0hYRLQTSSVtLFYS1Bx5oOnXT6xYTSplMkVg0gTK6W2QStd04EWTpMrQaIFKrEkSjofOpE5uFUG7vxGNnnJhCwN8xRiPdALsA+tY+vAnb8XRV9AIWPd3w0jyVV7Otxy5Rz3PFNlotbn9Cktn3z22KbR9TIH+NJKk/HG2GV/9JEP7frsNywPPXsRFs0gdkHPZABBeiJl6fAu1FJWLpksSoyG/eAyuPP67rwMtpQGFlnau7T0p1LFdbYUYC/GIWSzP0pzQNJu8mI+SAHuPKjURcd9Ps+vxNyejvGUY/BeEvP7n54mFAFaKvysFr2UAyk+Y9m+G9bhGdATU1RjuqSMRlqPH3tzm098pc9qUqGbVKgm4CUCnYCK3d+MMqmSygXBaLRTYnKdsrhOp4dpN8rB09lQJtfGliQ2zZZalJKpM2SQqgRuKUt/t0jKlUuaCx0+qsdzJV5sUlDK9BY6vfgU2d/o9Fyd0L96Z0wYtzDGcPDcGkl4YNfNt7znsmjQfNYLxocBrpREa3Y9+vj5DWdPe2yuB4QxxB6INHhc1386Au4XzEyWfl2UwV4CcQ4GUSzvQ0woC/ky1DUvs20AC/bO27CyGSCpPNFapiDPusxLsiQFtlea4+d7jsU9L9sNwrG3F4Q8e0xybrkCykNJ4fT3BZg7Dy/KIUeZILI+1axhJHFbsbiRxB6bpyIu2d7loSM1Iu3TjQUVJVywKR3IZdr3KeORDDAl68ymTJ4XPNmRJnBBooxjbg2JNKhE5L2tSfY3kmzkm8w37c3q8kfLmcvX9MIAX0+OQ8gZYfXs/w+FptsPUmKQhJGiISBpn90A7BJCPruOwe978Ck8PzAXTfeN3aNYahraPUM3dDtrZRVe5WJ21h3gNxfeOXuXtGkmT4qTUS7NLMBdHqJZZPAoJIsSOYsrVQy2ybf/TgHuGJxvAu6iQXmUvbVywWUYR/zp5+qcX6wigkyelAdalrKYDK9aL9QEUIzXcAxujCKMNVtmBe95U4tnfr9BJw7oq4Be4mpTdPbZY0pMKtLAzuBcKZNfGUNa0UkWcBZVjc4vd5JFm1SiSJcxVSb9XFI6mVJqMsmvVT4eww4zeEmLj17/v+kx3ABTAN2k28AMQk23r2l1NfPLCr+Kuezqh02/P8j/vxzghw8dREj5qnY33jvW0Cht8dsxup3Qka4WIpt5kv3BbyGOXA/wITurDO7hMswySIYAnm6LV/QQFrMHlSpNsVLFU2Uj25R0s1EygGubjpIoMbdXdkwKkHvpfj7VIOTwGfjKAzUi4aOkIpAF2IbALYdZ3JYaMzOQlXV4eURxnEjiWGOMx6tfMmDHx7s8d6rKQHsu8SPTOCNm5KaypfOcgjydwWFtyT60xeyZJJ3/mBjQ6Vg9naTzC5VEpgBXgnSOShFM50SUOzkM6e/ieOwFr//fAPG846scbMaJIAwVnb7Hakuz3FSstS2bKtHep5967lWJSb44BPB+8xCV8Uv4zMd/J6jZkE5H0u5JhHBd3WGc7QzsxrDlf+xvIm4x/DZvXCiDvSxThhi8zN5iPZOXgC1VsVtxpr+zWYQqY+50qqweAbefP51zUrC3SRM6Bbg9HaF0yJPHNPPNAJTnNnhKO/ilYF2DQ9kHH7WEy1NyTeai5CWu2Q4Kmo1jA67d0+O5kwNM4tNVgfPEs6RSyS50aftikCYZyDO5ktm7+YQD0Ol7nepzZdzmBNo4STI0qNOUVqlRoA+Bm9wjL5c9j17/vxFAQyueuzHdjhGSfihZbirOzBua7ZDFpmStvxb83L/8Se5/+HleeuNeB/CzC12OHz/4zrW5r/3klDdHFGuaXUWzI+iecR/a1QSXmdu+gExZh+3h4HJEj5YBUK7dyDTsMLBFwZJlmZKxtyx0t0qZ21MyH9um1Qhze6VXz6JVute7Ll6L1LVrWu70E/708xMsDwJEoNBCoKVxQa8cvjlHx5+Vz1WeyMAWVaJpiWvmh5u0tHW8pnnPG7p86oE+nbhCpDx60rF4UZdSDjRLwV0aeLoiEYNFYrPX8jQDlckWNy/FqBTsMpUwypIId66zWe8y/5vFZAMxFHSKCxyLHbr2LjB7oaJp8nxJ4cy5uEFKNw243Rvw1LGEVtcSxS227qr95NGjzz7c7rT+PGfwL91/BqWq9blzp72b9pxk1yaPZx8PODQ3yWKrRqNSsNPwH//WmDsD9uhrrr/TD58V749KEyFBpXPzhiVKefxYWaZkulsOJX08Lx3hlgE8f59ZgZkkMSnYE3Sa2PF0jBeEfPCzAQ8fqIH0EUpTUXYouBRydEVyH06MIHzIRcnrt0d2Ukiy9L3HTZf1eOer2rzvM1WM9ulJn0qe6CoF4GVgZe4FpDLFgZuSDi+3ERqbsrkEbdP57mleQZkyuEWpKTlj8MLSHdLhFPFUfv3X6fFvQexaMfRbShk2NEIu3tXiuXk48ESVzeNtLt1xxNtY21RvyD45wG+8RDPeUPzucwG/+Ed1Ns963Pv0ODVZYct44XoM7Zb7zY7pAo7B0JKdfmNo7NoFJUppPscQe2fMLYcZPO04Lweao4M3hzR3WZKokuetU79bOVtQK9e4vLRi+PIDDZY6FQg8tBD4whbjITI/Wop1LH7Ba5azdjnYK1uGisQowkgzWZe8+iVdPnlfn7lWQKg03UTkTcL5ecl1bxpslkxDm2tyMNbkNSrZcejUUVHKSSaVjsA2ykmWTH5lLtbwJKwi6VTcYMNOyrCrMhyTuW+8AKjK/br5zeJmGt50Cbz0yjUeOLDKVL1DbWIfdz85jRSusFA/d/QMG2c37rzzq59/y4mzi5w4vZETZwI2NixjgRv75ani5DF0yr4Jeed3rFj3YYZ0qRh5UhohVhrpm3Wv5Cc2G408Ik8KmcIwe2uLHmLt8tOxt5ujUh45kTK4ivF1yPF5wcHjFbB+Xnuis+BrNDhmfTIr44ULuiim/Mw2fhJ5AZZBc9nukN2b+sytVLGJY3E/KcoDssxmkS4XuVQorlgmUzJWFyWgO/Y2JaDrdNMCx96ZLLQkIzdVRjrC2HRltu5GpyxXRkddZ3jKTtA3YU0rHPMLkU5xkAihWVgdo1YJeNllIYmpcHhukS1b599y/Q1v/EKvdfqkrmiBon/JoCvfsnSuy1U7PbBJkV3MDlyA4JvQURnXowy+jr0ptT0NL+ejw2aKk1gcSy5NJKl1NRJgjoDbjXBbD26d71tTSBIve9VZXXSC54VAzD2P1zk4V4XA1Z77sph9MtqeJkof+IXOWlnq5RJlSKqoXKaEfY+9G0Nuva7LgwdrkPjEStMzkiBZ7+KUdbBjxozRHcjJm7/LW5QITDoR2GlyMCmoTbpCmRK5FFlmUZIpKZtLgUjImT2/4YZwMDox65ucrOI3cH0DbprxIFSstX3OLbrf6PcHBDvUW/q98Lf6kTypx+tQ8WHvNsUtl/kstySD0BDH2UznNCVfKhL8FtTJ0EGXqzjXuwvpciaHQZ0BXqVLfhFkiiH2zgLPzAfPwZ3PJszavC7A2iljZ/JEZ/IkGz2hI7SKCIKQx05IPvTFBoPQh1pZnlwIWJkfvT7AzDFdqkcrgkxKhVelHc3SpuTxquadd/S4+8Eujx71scqjL3x6Ig02kxG2zKVBHs1RyJVygs4U0xCUzFeV7MY1kpy9TUmKyfz6gCzthSpL15OUcfPrnMUFeXwyAvYXOF9FZpw0lijV8aTbFPYHklNzGj2j2b7H0u4KdK8/QEif3iAk8CWzkwH9Qezswcjt/ZLP9h4tEnwhkIvh92XfcxTU2ZJVBkbB4iI/kSIHeDq0XRRyRGaBliqComzwfMbcOcBV1pmeMno6uzCXJCpB6STtbInx/ZAwTvjCfTWePlkFz0MIVZTGCpsGeKl7ULqQQ/ZgOcYsg9uWh+OUZEreMJyOfjCKwcDj8p0Rr3tpl2dP1ejFIUZqekbhJ0Upgyqx5rA9meWS7frusZSxlTVYmYJdSqwqrMPMWZFWII37W0luGYo8wJRCIMzwKlKcD8vQGLgye2cQvgCRl9P31mZ7/kjCSBBG0A8FvQGEkUGrCGtDIET/1ce+gFKK5uoySmnG6oJB5NHpGbq9hP4gIYyLrSfsC4B8XRo2vaoXtATLDDcCbFk6GVkdeC5NRJm9KbE3Q685uLPxySWQ69KccK2T1Ao0Q68Fg7vM5ZFz8Jl7akSRY28phZMnYrg0NttQufy5suUrB1ppFRz2d8tuxgsHm42K4s239fnYV3scPOtYfCAlvSRlcWNRBmRSyAWSVB4kGURSMKnh49Aq9eaVOx6ZWodKCqx0SsfIov5HyhTswmnvzAwomq2tG2aRGxQ2J7My+RXs/TdIulJQHieCMBL0BoJOz9LpJYSRm9948ugBeq3zxHGMJpojCgXTjT5jswk2rdZaaUrOG0kUG1SaI5Ci1NfwzZi7dJBDrsk3BbkoJIrMIvOy9i52IFCqsArLrJ01AWhJuh9k1t1TAF3rbEJU4Z54eTdLnANb6whPRcQ25hNfq3L/M1WoahAaTwo8UercGc1grtPiL3TFxFCyxw61lo0EnInEKMWg5/GSK7q85RVdjv9FlYHxMImiJzy8xNmpKmPOJDvHhbNSZvLy3ZZpbqUKX1xZk4PdWIE0DuhSFqw+ZAJIkBaMsAiTXkso2urK17+499en8C/E4NlxZtnXdO/N3gAWVhJWW3G645zFilXa3ZAoMujrLmsjhCQM29S8VabHBHPLPk8dHSOMNMYU5r0Vw9v3DYE7/08RLLygNFkH8JGdBcQIY5c98BKohgquVKlstjT4fpjFS1NnS0+liqROJk20ivF0xNE5wZ98oQHaB+EhpCxGm5V6L/MLzQs1OQwLhYIoHGsMb9tSFPjnSZ+UxROjMZHmB17X5ZN31zk054HURImiJ6WrMsxWFewwsMole2W5kmcLbVGnnn4trcCmdqyULqUvrXCSJQW0FO41lyVS5PJEQgr24jrnx5If2whz/w0snqFdSVdP1I8GHJ2LOb8qqdVieiridCshMQb96fslnlacXZQ0ahG3XdPn4WcrPHU4YFJbKr4YamwdLl8cPox1FXOjgWT5w5RkSPnDl/eJKbO2LC+NqgjsVDYDMA0qVdaulm16mr/PAkpbsHaetcwkiWPvLHNpdczHv1rl+ZNV0A5IWqbBpSgdjyhALcsXkpIGX0dHpWWXYk56MRBo2FFJMqmSaKLYY++OPt/+8g6/+RcVIhVhhUc/kXgiS7Fn5ztl7txjHga5tQJUaYeG/OZzUkVasNY4KZJpb2mx0jF6ORmXvzel8yCLczMM7pF2vlH8lOO49TBHCNdaONFIuGRXkx3bOzx0UHHz5TEXbdWESQ0hYvRYoJgcr4jDJxM+de8sdz5iiAaCMU8RzBpXxyEL8JWvWPkPl8E+mq0cTuqMbI9RlicZoIdYnGGAqzKD22EGz4a5l/W3siV/2+TyRKvC71YyoRja6VjcC0KeOyX44883iNKZK0K64DL3v3NrLP08srh5h07AhVwUigAzK1+9kCbPJEpWn5Io54tXfcUPvrHL5+6r8cwpD2ToGiUS6eRTxuIZ2JJUqpRBbnFN4+uYPDsGd36tAmkt0kiULLaYkcIiUg1eDjwLR6wM9vXOWblGJQP1sBJYT55QxBZaWmoVw7ZZn73bQ978kpjpMcszxyUHT3tCiQj9prf8xJ5TJx/+L+KJzzEReNSsojFmGa+5UWaFx1uM7Br9g6L0n9EDHWbvMoOLdQxeBCdiHbCHpYkdlimj4B7an6cAtHNL7AVkSjoiIZMmKkLYmI99pc6JMxWX45caKRx4dKnLKNO7ozUoQzbh6GOEUC+Y9LEM6fAkb7x1zRBRqLloW5/vfGWHZz9YwSQKhCYSPj3jGiKkIGXycoJlmMld00x2c6U/HyklkNamgaZxwWf6PSkEwrpz4OqVUnKywzU5ZgjcI/EJxblar8eLpW4oWSZdAUJsoDdQnF2oM14PqFVjuv0urX6Ll9/2mv9y0zU3fLt+9LHHakdPnNs3dx4u2+aG4XhquMUr076idGtlp2pUlqy3gNbLk1FQZ98rAF5a7soR+zpwZ/KkCChzgGvriqByUKe/U2ZvneQSxUsH3SgV4fkRJ+cFf/WVOn3jOXkilBtLkbfKDXcYZTKlyOAywlIFaeZMObzo5smXfJOAVKaU+zWNUrlUqXqK735Vlw9+oc7xOQ0ywgpFz2hU6by7uCANOhF5BnGIyckOTGCVRZVZHJHqcVC2pMMlCGuxQuTBpZQiZ3UhRm/6Fw42L2hQlL4oM7vT+za/+aPYo93TeNoQeBUauocKz+17/vnHa3rfDkNNCnrLAYnxSMxwtVcZqEM5+pFAYCjTWVqKhtPzYuR1uGpQlICyXp4Ms7Ysg3sI4NmeM7YE7pTBlUHLrELQuBtAxensj4LBjYr5vU+PcfiU69hx7K3wBTmDl0ezjTY3DOvvC4dL+eSyEQYfyiqWN+0akimSxLhpsft29PmxN7f5V+8LSJIQhLsBughUHnA6i3C4kW29JneHlAWaDuRZgkXJMqMXro+ULotuUkY36fdMfl7EMIOX4pULEcCouhuVKFm/ZqYMBpFA9DPppTAWmm3BfF+zYYNAb984oCIiWkuC5ZbHILSpiV7sUpvtNpz/gZE/Wtxhw8PRh5aeoaAiWxFGS2S5oDQp730pVTZ32w7JkzLAVSmZU+zVYxyIs1eV5MBWKkZJt11dUIt4/IjmK9+o0U/Szeyldv56afUo0tR26KYdvXhDJ2TkgpU9aErAzkc85KMSjGPx/HsOxHHsWPxVt/S46s4ejz/vQSMCo4nx6AvX2jZURltaWcrrRz6zXZG6OiIHu0p/LqVNg82UzdOdPTIXxaZyzVqxDtjl/IZ5QakyzNbDcqUE8PS8DW0snG4oG0aGs/MDkkpIpCL0lx8FQje5aGbCEsUQJzAIBYM0SxQn5STPBUzwEnsXF7dsAbqoeYjpSmWlQ/UnedWaHZEnttSuZtOhNxdmcKUupLXTgDJ/Tb+XDs7X2mUtF1YMH/jMGM8eK9hbCOdOeKKU3BmqmSk/xbob/0IcPpTNpMzepY2ZhupS5JBtmCSKWLq2tst2D3jPt3U48wGfhY4EobBCMjAKT6TBX34spaTKULPhMJOrEqG5DGeuYIpVJwd2CvSUlEwWgGbZ1HVgHyU/RohxPbDLjyyrHseWME4z7pHzwKPEAgnX7utx9eVttK8CunGFZKDYNBsjhSGKJZ2epNWVdNLTkqQHntXlliTTyN0m1h30qP99wdJYmeltOyJRbOqBFzJFpZ3deaeJynZXs/k8jwzExbPM5kUjg8oSO8oN1LzrEZ8//fQYnch3sySERoqsqVi4sWWlftFRG4wRsBcnaYgwixR5qoFzeZAv/6NMXgJ6ojAywaQsXqvGfP+buzx4IODDd/mgUqkiBD0jUUlRa1+w92gBVgHz8swWZQvJ4nS3zW9IJVNpIjM70WKEY3ojRA7yrLw1c5oM7lquT/4VJ2qI2cvgxkmjJLGEUUKvn9DuJXT7DtxSwFhVIakxGDTQN19maa3FrM53mRhzheRxrFhaqxAlFbr94sSo4nqsc05GrcHRpecFgZ0D3A6BPZMAQzt+KRzASiw+LFPSwfg5i5eeJStw2BaM0TLC80NOrlo+8qU6yy0/zVp6IKULLst137mcGt2JjJwdhxSKHb5KKU8MMXg5S1dMckprxVOZkluGtkjhS6MJQ4/Z8YTvfm2H+x6vcnpVgQxBSCJcMVYupVIL50IFWEPLS6mTRmFJ7fJUg7t/z6bOibUWK4vOr2Ed7sCeS1Tr/rYZLWmgVI5dDjpLztzQ4aU3Yj80zK0YltqCKC1X8KXh0cOStchD1+tdFKvo5Cy+L5CpFRQmE3RObKMfun8wj2gF+VyUMnuvA3T6swumrykv8aPAJt+aWw3p76xNqgRuUWjubKc1LdeDe4jJZfY+zvW31jFCJnztkYCvPF51fW1S59agL4a7ZlT5WEuSa+g8fNNMTwH0oQuWjXMoB5tGDDkqxpTBbVBGObkSKl5z7YDbru/y4S97mCSTKoqBUanrk+6xk4i0IjwFuxgBuaSkv1MmlxnDZ4BOC5+EzY9bCGfhZSUdQmS6vDg/mdPkCNxSLtcwQwSZKoEs41mOj3FZ78CX1KqK1UGH5UGETb8fRYb5bsz0wKA/8rUaB4+Oc+e9s/i+BtxohS11yc7pkMkxD9+X6ZCXb87QF2Lw0a8z+QF2nTzJwJsDX5Yliy0Cy3w2drazsRlicS2zvTILre2NpOLdSLI0uFQRJxfhk1+tsdr085oTpEQL0sIqm8ukMrgvdE4uhOl1GC85FOXUfTnRs95RKXo2pZGo1DpU0rH4xHjCW1/R5cEnKhxbTlO+QmEQ9IV04KaoMsxEyvrOn3S1zkAuixVG5eC2qUwRzh4ss7kQOUnZTIcb1wBhM5IskaBIg9M8AQSplVly3UpkmpFf4At2bZK8/mWWmYkuvheBsMRxwsRsi2qji57wJRuqHttqNSKjsdaNJK7IdDesNLjM/uHct5bFhRu1ey4E8sLvHo7oy05ELk2y99KWLMIC4LIM8LLmLm0GW8iUpMTc2fs0uFSuqCo0hv/6oTH++u46VEbYWxYDfYallR1ygPJYIz8p64F+QSIvG+KWgiFtOsfEjNSolLZIT4xCpWOQpVFEfc3bX9nn9EKTf/17Ht0kIhs7HRuPPgJVZk0sUQk4lDKaeR1W5o3L3GBxiR+bsqx1MZIVImXzVJpYSjo8PT+WHPxWfBPsCMBmRWIpY+f4cc0YpCBHSKJwjEE/wJoYawXNlgV/Aisr6OsvgYaynDpq6Q/cyfR0urtvRbnRC7KU0ZSlu26EsS/0fSnckldowHJwZoekSs7ipS7tMqgLYFOal2eLIDKdnadH5Eimu7NnuVNe+zFPH9R8+p4aifQcc4tsuD5DTQ1DpbGUL4q4MIMPIXo9vPOu+iGZUmJxQ1HNV64wtHLIVZGpFk+SBGVi3nJ7jw9+vs8ThxRWhqSpHiKh6ZlUplDS46lEybOZuRwpSZP05lOiuCeVQ6wDrrQpyClZhdaBPc9OW2ya3h9d4S8E8uL7Np8pY1PrzQiIEuj2BQsrPp2ewvMs1koWV/uc6miqYz66GvQIkx7L7ZAN40E6edUNhQ/8YpZfNgewzGKMXtQc5EWD6fosVtaYWwRqZYAPBZW57h5m7mzbbidhHNB1pq1zwJeYu8zeJe9bq4h23/LeT9c5fq4CvgaZWoNSlMYh27z2ZF1ZbFmijco0Xvhhy29yhk6LnPIt9Qqpsr6dLbMOVbqzdOK88chj9+YBP/qWNj/7Ox6tWIKIwEiskITIfHc0ScbmFwo2Ra6hHJhTyMu028dmetumzJ4yuBzW3k6PO7BbuR7Ao9ggC0bzUROlvk7K50jmjdphLOgOsp07YHqixyAY0IkMeqWl6PcVFe1RrylqFZWn6LUqmnxzmcHI3ZUfqF13F8rSz4bkiixLlRF5UtbhGZgz3Vval0bmLooZclCcPCl73skIqGOUjFAyRldi3v8XdT76pQaxTqWJcLo1b0krFy6NHOco2B25iAIfGbuLCyO8nLQYLXIqNqnKgGxLWwPadKC9azUziSQRCim1CzyjhO9+XZdDpzx+40PpnuLW9Z4ZPAZCulruPHorFHnG1mSglSmAZabLU4svA5t0/6dj52KGoE2vYVmm2Jy5y8mxcknvyNCi7OYrYwzXLRQnlki6PE1vkI7G9gSNKmhZZWxMMlmJ0eeXPKI4YPvGCjNTHoEnUp85+wcLGyu/crlmsxdgb0bYe3gkmxDDQeToe1WaklQeEVZ8bXJgS2nXgbuss4f3rndWoZQuwPSDiIOnFH9xZ53ltgeBSgNLjZBp2am48ED7IZkyIknyc5FJgNLrhRjcZp6hLc514agUwZzJNq0yaWNwOfkjnEwxxmASRSIVs/WEd7ymw2fvrXLojIIgclJFCBLj0SOrLhxl8Az0qRxIZZQqHXfG5hmgM6CblAyEELllKFO9LVONXva8h63L4ZU/k03rkz6l5JTNfuZuHK0E7a6k2dZcvdFj05RC796imAgkDeHAkf2PmQebJOngzSSb37G+wmudXEkPNN/GWhaDX8o24IU1+HrWLr7OnBMzJFW0yhg9K381hRxJt/rWaSpeSydNDIbP39/g+eOB69WSBYMrQb49Snnw/qjfXc5cDmvGF2DtEQEwolJGXBTLqKsy3NIm3U4NxjlcWaWhFAqZaKI4Yd9FEW94SZcjf+2RJGngY5wej9H0hUu7C5Nmm00KciWwprjOKmN2yKWJynV3kRjK4q3RBpmC0YviOiGyQNMFnWne54JgL5+tbBKYG/Vs85KS8hClMIypTloiIdB7L7m2e+aUOdxvP3TFWKVDYgLCUBElkjCSDELJIJKEUQHyMsALoA/LkDJoiyXcfpPgshjBm2Uqh+1BM6LBbbo5Urqld1o85QCfFPIkBXVuC6oYrxLzia8H/MafjbHS85z2TgPLIi2f7c8+mtQZWZFy9h7NFIr1SB5l8FGbsMRMGYsb42RCeTCQNQIjRuvFUwaXaSFWZJiqGH76XS2Onff41FclVB24s6OOhMqZ3NkSJZBnjFQq0LIWZ4+kn8umLG9NCvQhQGeyxZFANtuy0OFpQEoG7pJ8sQWwc22ePkzq7EWxJYwsg8i6chJjXWmJiZmdEmzbvvXwtVdf01X3H5MrX7h/4fDJufA9l+9cYdcmQxBE1CoJnnaBThxLTJL+GVGe2lQMfL9ggVQ5EzlSBThcLEWuqUfrSy70LAeUOpchprAA84DSUG5kUCrC8yLOLwt+4y/HuefJelrr7YPyQWq0ElSlJSg1NpRnn5S3TRmeTV7MSRwdSHShMRdZB0zRmXShKsqyZVqyVEssmZUyFFuJlAgHy+xETGwtDxzwaXdHorySnyIprzwvUMsuMslyAa1V+qU8S7tulRJFxja/ycXw75QyqOU32e9nBVZRZGn3LcsdWOxIVnuShZZkYirkJ95uuGHPmXf3Vu96RL/+2nHiRNvJ+hhTjTWmJlaZVSHGKFqdGkdPb2C16eWj1Ee7L4adkpEewCHPu5hbV07PixIzlvV3MX/aDLF2weYjwWXmlOQ/yxI5TndL6TKWoTT86Wca/NWd9UKaCAWyxN6ymFilhtibdavUUJKrJNNGDfCyZBn2mYcZPBsXPCxR0pLZkpuyzjqURWOEFBIjXeePjBK++zU9nj7u8VsfUPQTWTpA4YLO3MEfZvK8dDYTB5k8welpRan4Ki2btWkfZkaE6T5S7trbgtFlnukc1uUCW2Q/R+zXsnKQEtoDOLoYs9JLiK1ESU2jGfDIM2OsrjZsP0zQN17VxKLw5BpPnujxgbs9hArwPElVeEz4ioqvSlnI8hJ94QAy091DTC9GQC/LS34J1FlQKcoWYVpcJU2eucyAXgA8GbEEk1yDO1aPQMR87XGfD3yhwSDWLqkjUpDjBr5nwaVKJUrZLVlfe7K+ifqbqJL1ZFhiqYzNcmCTBpak7gk2B7Kbo5mNQXY1KtZIjEybk4VFGLcLWhxrgprhPa/r8OjTAXc97uatuOyMQ6WxmoEVTotfSK6kR6yy4DPNYLpDtqlMKcBsSZsfyiC3JSeuJF3W4SdFcG5yCIZWF5kWvfme5tpZw203NPG8Dp5OkBoee67KI8c8Trc84jhBv/+zGqUk7W6F42enWVn10EpR82FDAy7Z4bFjk6BedbsGu+6QAujDzsgFLMERn7u4QYZ19nDgaYe1dznAzC1CtyFpmbnL4JYpsGXaqaN1zHxP8Bt/NsaBo0GxW7LUjr3TtHwxzGfUzhyxsUr6u/wsA3gdk69bsl/ge+vS9nZdsFk8s/0vUy0ubAp0Zx0KoYn6CVfsifjpdzV56qDHXG+YxUGQoOlLXBLGWtys5GGQW5E6KpkESYFusQW4MzDLlM0zbS7IwV68FufWlsmizPQizYzmQarL01Srmt2bYf/uMWYmNNVKiFYRt+1PWOt3CAKBtQl698ZteFpzfn6JfjVma83ZN4EP4zVJLUi3ujAlSVLShmVGFlzAGpR2hO1Ht70Yfi8zEGeSZchByQLKbFu7EXDn2coSi0vnfYeJ5Y8/2eDuJ6pub+8sayk1bvdk0o4d8u0LszEQowwjSgAekiklVirHmGWM2xFhWpYmQ1bhBWtTCqA7Nk8DT1FIFCNSsAuFkQZjFYnxkKHlVVeH/MB3tPnNj0gGWYG2yQ+cxCj62VHLFOSysBCVKP3MkDO3Sv3yHOASZInRs+BSUgShYgTwQ954CUfZ/0eKPytJJw0L2n3J8XN1VloBFT9BSohjQ21sE43aDEkSo3/un76RWn2MJx77Oh/569MsrVURwqC1oBoo6lWNrykCw1IgWJYaZXvwgsAeclBKXvhIWn54/5dhYOeyJK9BGQH3SEpepq6J9GOeOBDwmx8Yox+m2zykCZ0h56RkB16oJW1Yh5dn7a0H8wWJ+4W0SzmQKtldw1q8YG1r0mZhIxw7ypIOz0pphUQmCiMMRiiSWFHxDT/97hZfeSzg4WcU1k+jWyvyjSDiUZDnDC4Kf7yUAMo+tE2DSytsXg6cATirLsytQqdShn4+ajHnDJ7KoOwfkWkteBQbOj2BEJLewENrjUBwaq7HNTdexeWX30q73UIjAxABWnvMTimk8ohit+Nt4AuqgaAS2HxXhGywTlEkZdcd4DCLX0iijOrvjL3NBd4Pb0I6Cm73e5ksKd4rGaOFswePndH82gfGWOz6oErgLrF3ob0t5WHy5ezlhRjbScbhvXiyH7ygIi8xN2ki5UKyJE/hp96vY8wMyKk0GUrhS6w0aVNwUaeSCIOQChEbZmsxP/OeJj/724qj5wWIeFhkSUFsJINU9w6BXDp/XEny7+VFWDljF5JFykJ2yfR3cv9bOGZOy1lyyZfXOmW2Ypr9dD2iWQGWQQ4c0xujGIQu6x7FML9ikVLTqAYkcYiuVmK0Z9k822Gyscr55Sq1QFEJBBUfAs8S+A7guVW37oKPDDq/ELDLN0NJjuRafCTAFCXvO3dSUt2d7Z1eyJSSc6Iy1yRBBzFrXfi37x3nk3fXiL2y7s58b+HAXXZNhgJL1m91mMJh6Psla02Uf/GbUvdwuj71YeFCgAfWpfGHGN3Jk8S4vZWMsAjh6saFsJjEbVyipeE7XtGnEzX5qf+oWOum2iwrxjYCpCa2kr4ZZvI8e0nG1CItn02zmxmgTVFZmHniQ7UpObsX4yxyyZIME0j2O9n2KplN6GpvDFFsCCNFJVDUqwkr3Q6nlgb0I0unb9BBNQLkoVbffOrs6oa39HoJs5OasaoDduAV3elDTEYW5ZZm35VBMMTuJWCT6vVyUJl26WRgzvZfVKIIKqW8ALiVQYmSLFHOFlTClcFaafj4PTXu/EaVOBtiKFwjAKgXYO9hKVKuwxktjx1KzZeeQ1LlmwSa5ShzqLOn9PWoHs+G00uZAlsWDC7yxFD6tZFOoki3x3tiJSLR+Mbyupt6fMftAR/8nMtxuOEmkfugBiyaWEoGJZDbtA42b7UzrjZcGac58qqDjMmlc9rdv5cFnsW5zUFvC7K0DEu/rEGZbLC+xCV5Ytcz7HuGMLIYa5lswMtv2MDYmP1Ue+AdavcStBCXcOeXv3LS8y761KYNzbdo8zyzE4Z6NSFIB1VmxU8jNTnp23ShLRVbSTm8N8sQm4+wtyjVeg9JljzQHNbfsszcwrklUiZIVehurWMMho/dVeWX/3Cc881070CRtqGJ1DlJwe2VJ8XmOvwCsQWFPZjX41wooMy/HhHo63GdA3joZ5kGH2LxYh5JVkprxPA0WiGkawA2xcqYFWclQiFwm5hEkWHLWMwv/EiTbij5+NfqxKYUPTjhizWCKLUlwTU2ZJIqA3HWzuaAPhxoOtki8tY1aTJWLrtsZJs3FNZgKZOZ0nch7UrkmiXZfM8yiAzhwHL9tZdy3cWbP7V48v6Tt7z01W6PnnrFojzLxmnDhBcyPRHlDQRSFoFFvoeMBWvkOptrdPMhd8BmJMFTDjJTti5LlDLAh2zCAtiZBpdl9hZxob/9hFOLkg9+ps7zxwKoZXq75HuL1BYUdl0yZ7Sg6kLlsYW7Ut61QJTOxci5GUX2hYB+Aca+UJXhkFQxbjttIxz4czY3br63yHxx4QLOxEqE0USR5ZLdMe9+c5uHn/Q5viidVMkQatyHtEYTS0E/9d6FSZM/wqY/d43IpGB281Ns0YGfl8+K9J8dngI2xOglh6Vc4Zedi8QWHfXZhIds5ffaEKiYrTtiWj1L30XKDuA7tm9AqFpnwnsqilrnPU8LjPFJEldDZowkjBVxrAgjV6eSJCbXhjl7lR2TXGuXWbxcSXgB1hZpAFHW3xmoRfnrlK1FUiqoylyTiPmW4Lf+fIwvPlR19RelbGXW4aIkBDLNWorhSVXrRrHBkDQZKq4qEc268pMXlt5DyM4zm6lVaIsfDQOdC9iFKYNnzF5mc5ONbUv1uRFOjyeurZmka3jjDQOOvLPFr/6RYKFbOi4JxT6yumBy6bSwzaSMyADvJJ6rNiw1cpgsuZPah7aoKrRiWJOLPLgsTl12DhLjGhzCWBAmwm1MnJ6oyAgiE1PTEdfZRjQ7u7nT7vQKgFerATMbL/7z3/rdX77xmedn//n+XWf4vlc18bRmEKp0rxifZqcC+Firwcp0IFDBWAVzF/URwzrcDgWWwzeAoZzcEcIOMbbMgZ/kX7vgMsmZW6uYSFn+8GMNfvejDUKrh12TDOQINOBhc8+7PItlaBzESGIn5+lMb48Gn6PMLS6M8+ES5BEWHwL9BYCezeu2GVuWZnin7opMJY3ItLh0GU8hJEIoEmMQiUXrmJ/87g5zK5Lf+uAE/ezDZqOpUianzOQZxcr0pjM2X+qywisp04blDOiASJ0Wma91doi1hyo1S+fEWIiNA3ezL1nuQd9aImuJQ0E16PE9t69w65WTNMYXfvs737D3z//ik4cKgM9svITf+t0/QUo5aHgR8wtt+tFJTqxI7ryvymQ94qVX95msGcJI5532lC5eAeD1wF4vT8pyxKx3U0ZkSS5PRGoDZhIl97xjlIgRnuHx53w+dneNMFYuoVNqQXOvpZS8HGbusjU4ytbrO5PIpwuUze+hcXXfGoEPA77kpNicnQsdntuG+WvB5DJN+rhBO+mohkzCGEkCpZXUzX5PEoMOYt72qi53PxTw0LPVvA68ADcp2BVx1k2f2YSp/ia1Mt3WMja3DZVIHZVSYFm8zzYis2nbW5opHzmv2bkME1gNDZNTbW67pslkPear93mc62g2T1ZRdisbJrcMfuf3/ohrr76kADjAq269HCGrX7l+z+Hvmh3r7v30g2P88ecneepIjYmK5br9Xd71GtizURPGKvU0i4CySNiYF9j1doTBh+SJQZZZPWXunMVTYEtRJHWkLOxAKRNUkPDY8x4/+xsTPPJckII7ZWxZgFsIMaS9VYm9h9wThsGen+ghF6UYcMkFXr8lZANZj/swg5eKnMrfy4LNtDZFCgfuzDERZRY3Ni+rlblv7nS5kyrKaYKB5cb9Eb/602v8n/9Z8PjhitPjUDB5drzGDRQapPrbz8Fc6v4xae+mKLF55mtnutyWJUqxDcroylh2r6o+3HZRh3e/boUb94c0KgnP3NLn/Z+v8vufGef737iFV73hDgaDKD+3OcCvuOJShBqTnzwUyz/+os+XH95Ipx1w0awlUDA/V+X+JyTqKkWjUkxtdV3Vmdg3L8Dk6wEu5Prvl6XIqOYugkynvYfY20sIjeD9n6zzwBNVjKfcRxuSJiNJnVKnjrqgc1KSGLlsGRnLNiJPSj/5lsA9FGSOfM+Wvz9iE8oc7KWAk2KDqBz4Ig02Uw0uyPxxi8jkilUIa5CR5WXXDPjht3T4l7/hEcbCBSdpmhzK1KpIjCBMQW6lzVk91+IZe5fYXGbZWZNqcIrAsqzPkaUcg8h2zBPMjgtu3V9l68Qmzs8ZfB3z/2/vvcMuK+t77899r77b059nep8BBgaGrgHFAghqIooxTSMx8RiTK5Zz+ea80SRvPGXK2wAAPN1JREFUco4x7ZwcYzexxJIYjyWgEUGMoiIgnWFgYGAqTK9P22WV+37/uFfdzzM0QdSc+7r27Lb2mv2s/V2/9f19f23pWI93viZk3ZKj1AYVo2MLCcPeXIArpbAstWuyt+HQY3uiVYN2hyULEgIXah4MNGyGai6TM2DJmJowQR8EObgzDl2mIHl0U1bBXlhucgsuSqA2AC87mCoHdqaeSGkmoiXAx77a4N++UyO0S05lhZ4YK1EUM5S4tygujeWQ/Jzq+azEq3QCZLSk3JvxqawyFy+DuZqnUmIvleJkA2qh0/k5qTWXKbUxiVMSkfNxafqTpKqKUIUokKCxI82VL+mw9VGbj32lQZyIohCzAnIN2CRZygBFwbHGtLvIA0CqoChljVyWLLzABHgya28okem1IjAzmXxX0KpbHJ0KuGcrDDUj6kHC4cmEwI04b12NYGTo5liLT0XJPBbcdgfZsuW2LeeeuXrXHffcf77qzjDYsPFcSeBJmnWbek0ihcqT0iXzSHpyfs7db8lzgM+hKnNBLmWSBnlKWYJpnkmo4B+uqfO+TzY5OOmm1TmlPO/8JkpBnSJjMM+pEVVw92dFGpD3jSbpV1Iql9cnLlvLEF7WwiutJPL3RY7wChcv3RdKSlqVn3JvLZRJpc0MS+p0CqEQWKkwYO5JNAuHYt7zpmm0hk9c06CXcAKQG0uukISpJq8wMqAtUo0+VVkqDqcuWE+5TjNLs9WpciOyzgLZ4RXmZJ5pKw4es+iGLjVPE/gJzUAQioCVy9Y9tnXLnQ+fc9Y5cwEOELRWARxYuniVCmdmZeBLpBQ4tqQeCOq+me+e9d+WWTeptBdJVRnRaU54v5KimOtsqpx7FwBP+qx4yXKLtJDB1nzlWzXe+4kWh6YccKyS5S6DW5ast+6TBMl9iLyGtHR57Pfuyd8rc5WnbrnnxXophza34pTGm5AbN2Ops2BQKTSelbMJSipKSU0xwR9SHm64eyYlCiziUDMxkPAnvzPNkSnJv15fr3rUc0AOGkmcvpdx8YJqCawkzQoUJqdcZlclkVXdF/q4JYqTXSCQaVvkONFEkaLdTZBSECeSadv07Kl5gnPOXq1OW7/kQP8xrQBc46HR7zr7JOv8CV+ed2xacHzaxrZNMKgRKAJP4bkJrpNNB06Kot95aEghH5atuarwceNQlrm3SkGfyYRVyy1FguUqHjlg89Xv1Dh01IGgzLdlSfeWRcRSlAoZMutNNefkidJiZRXXc4FffpMTAP9JSixzgj1ZJLCPppRlQpFRlkw2zDIOlUQBicgUdZn+FobCZI4nWpOEmomhhCtf0ub2e1y2HRCp05lUQV4CvkYQaRO1VKXMQpVREpVxc5Efb52qJyq15qoE9IKaiTxq2QmN4UOYJCvbFhybjpnpgKzbdzzvIvtdUsrKMaw8W7m4SXL8R+GiRWNKOG1m2jNEsabmaxo1RaOmqAcxgZfgezGeG+M52Wz3cu1j4RT2J0QVGYFFlY4QqkpJRMmhnA/cnmL7AZs/+1iLr/4gAL8MaKv6WIo817ucUGWVAD2fNNjPw/N/58iF5fxvUVEAso1yiy/6gFu6FUamDGzRx8dFQWXKyVaUg0BFOVt/cUTxviyVvZW7ZFlp8bJN0hVceWGXP/3dKVZOhEaj03FKlmNQMejI3Ks4/yMSDaGCnoZQC2INUapjx8p0aIgrz0Vqoc0tSkyX2F4M3RhzH0Gnp+l0dT70tdNTuDY0mhFePWRkbEx99Wt3hUIMn9iCAyxcdjaT07Of//79d5/aOba/uXapphnAQD2mHiQEKbBdx0wEtlLrXfSR0zkQoGTB5/DwjK8XmncO9JI0KHKgF5Z7x0Gbd3+oxZf+o16SAbMEqj5qApXm9ZXCijL96KcjFTlwHmWlzxKXfM6KoS4/ejyjXU62qqCdMrjnafNGasFV1qdEV0AuUiXFNMYUabBHI7Q042pEWsVumiEWv6PSCBHx+kvbOBa858MD7DjoghMX309lVjzjTOY3UAgiZeolVJqtqYXJg7EwyVk6o0rCXHGKK18mO5vvHCXanAyJqZyPlSZRAkFCq25x6nKH9ScPTK88ZcPnLbs+57jOAXijOcytt9336ddcesEf3nLTN5pLxjWjAxGNeliA245x7BTcKWCzA501yM9/0Azc9Csphc6dB3UqaomaC25PseOAzXs+0uIr366h8gzBsuZt5+AmVboKamL8pXL4vVqJXmivcx3MqtWek2yVnwA/HhufG7Wcm4dSSIWZJdd9Dmbakq1s0VMeTom+CC3RyqTRCmEZgKfqClgkKCwUr72kg0Lwxx9usfOAC25c/dKpY5gDHonCUKLMb0gQOJSa52dXNl0csexKpLJEvvQ3c2KBZ2l6kbHmvUgTJQkQYlkO5/3Ci48JNfPpsbFlTwxwgNNPXcXMlB96PYFvH8V3FZ4TYzsxTjbu2koQlUSsbCKvzFWW6hmpEVKVgN5nufPHxmr3g9u2Fdv3Wvzhh1tcc2ONWPZRkpLVNta8XzUpwFwZ3trPv7Oa0TJ2hSgba/NnlSx35b2yhPiUgC0qTZWMcpKFeigseyWCSe7YKa3zekqRW/sSuDNrnv5W5qsaDo7WaXtjme7HSi24DUmMJRJe99I2jqX5bx8eYOd+F+wTgLyyBEmqfasUJ1b6e2Sby/zvNfQm1oJQQaSzrsYpxZQCPw1Ou5YmmNXsPR4zE9fAWRzWmgvnPa7zAtyt1Tru7PE3rD954j9mj91bs2zzn9R8cGwDwk5PkSTguWBLm27kEscOcWKVQF6lKHMtt6KqgWevldJghblS4MLnb6hz7fdqxNoyLR/6+XYJ5HNTYUvqCfqE3LvfsazQk/ms+okQ+yRBPl+6bLVnoTmOOc9GVZoEpanYJQpTtuRULbkSqEy1FyKNapIHgLKdCQzdEMqc8CrROE7CKy/qcN9Wh/d+Kqs+T8pnXhGFIo27p7+FEoJImt3b6cGRpKMK0+OkUs7eUZhEvjgksHsEjiJOBLNtmxlsbAsafsyMVKhI8bzzz2jvPzz9htPWr+48aYB3D35dD4y1tm/fMbDt//vI6Ia9x2xa/gy/eclRlownTHVtPvH1Bjv2Wlx8dperLuuwepFOE7BMTnL2GxtAUwG1KIM6texWarnnBHQshbIF197k84XranQSy6QAihNLgv2qyZwU2Hmsd3EizgXwnFufVFIZwFV653FPgAzI8+XMioJvF9p3AdxqtU/5VnBxlfLqMj3JbmWLXg4AaWmmlZXcVjIRPIk0NVfxa5fNcvdWm+tuqZFY2dtx8eWzLyOs0h8m0UoQi+LPtfO9m1NYpQ5pnGgc1eHk5Uf5ncuneMlZPbbtsfjUNwKmOxZLxmN+4+IY366x/6jFYVXbtnm32P7A527U8x3jeQEOkrf+4eaDyxfX37xiYuMtUXu3OHRc87b3C2YTH8v2EcIBLfjo1Qlbdh3i799xnAUDVClKJZJZWOwK2IVGPg64Exuuu9Xn3X8/wIM7PdNuqkJHZBXgGBnKluZSaFOiKJTzvvX8qbB94JxrveeqKfSpJE9qaarb61Kwo/xaGfvzRTf7sw0rEmLBx/UcFcWcAFkVkDDRFYTOaEo2dIziMhHGrF8Z8b63T6ERfOuWwOjfZSyrvr8rP0kMIUnKb6WHzEp/FwdBV8OqkTZ/+5bjvGCDpNdtsGRY8eIzQlynS6hCtuwc47HHFrJgfJVeOxC9ObC+d/CGrRvnPczzArwx8Uoe3b2LoNZKtj98Jw9v3kokpnjfP/tsOzxAK7BpOBrPBqUdHnpsmNvuV1x8pkOUmJiVFPNFKDNwJ6XnZauucnBLqYhtwTdv9vnTD7XYvMM1Cdxz8kuK8rNMknMEKbD76isrvVyqAJ4P7Blw+1M4n/i+7IM8ebwXSM4eFs5lHvGk7HBCRtXLlfgZNemPeBaWvIh2ClIakoX0c8pCzs1zyy6BXszpKyPe+wdTSAHX3ewTZ0rKnL9Ip8AurgQZL88OjYVpvmkLk74sXc3GUzRrxuts3z2E1uA4Cb4bMtCYZe/RNn//pSZTxwR/8KazOWfDOcnxySne/rylTx7gAKOjw/hBY+fs0egzm5R91dXfdzjaHmBB3WKsrmh6isA1OQK1Wh1b2xyZ7OE6RmERlnFCRJlfV4BeANrQmMKCW1KhXHPw3vP3LTbv9OaCW8zPu+1cOdGVoE71Np9EeGI+Dk9gsZ/IsXyKTmc/L4d5Ku+zKGblVqqkya01qYU239nIhCC0Kikspr5MKJmD3dRAStOMVhnWnGCoNb2YM1eHvO/tk2it+ebNNZRD1cnUylh9mQJb61QySXm5NKMpM6XEkxrXgtFAI3stbrlviHrgEngxgRdTD0LixKIZaF7zwil+eN84R2b0Z+rN1s5YyRMeS+tEb/zFX/wlr77ikjbWoGy3k1+57pYDHJv2WT4IYy0YbkiGmxZjQzZrlriMDdqmrUTelL5ohllur9af4y3Kr6fpsDiCr98c8J4PtLh/p5vSknLJWZ8Fz3JN0oaZbqp55zPlZZExWEwqzpLE+mZzyhI/lyJ/TaSh5uIKIIrPZLnX0nwmyzqUMhufJ1Jdt/hc5UpSyp6bM/enfJMiPTlPMHc0NyjmpKrk1OTqUBGnmOM490lCWcN5SvvJrk9CaSZGEzacnPDYPouHd1nFl9DzWfPyffEf2im4PUtTczWDNU1gO/TCgETbRJGpIotjG6UtBhoRnY6iPvgC1p+05r/v3LXjrrVr1pwQ4Ce04AC2t5Sly5ddv+ux2z6wcvnQ27qdHguGLAbrFvVAUg8smnWLVsMcgCSRJsOMzCKWwC7jEu9Oigr63IqbzkQ48LUf+rzn/QM8sNtBu/20pF8SNIiQst9yl6vkT9TigqKZcPZj91vr8m8uNP0Nfyp1mOWAjii/Pv/PXX4hc1vmpyql7fqzDUvUJC+EyPVxUgVFF82Ccstfqt2syIepzChNsTJSpbzc6ORSktMZ2UvYsCLkfe+YBODfbwrQjjlOFVDnra6sgsooGyUsYm1C+6S/kyVBo5iejTh4xKHTNVib7Vj0QokgpJMMo1AfOGvjxusP7tv+eBB+fICftn45P7hza3tk8Ss2r15shdGxe92JEZdW3cJ3TWOgeqBp1hJ8V+UV+EX746ycLM7zuMtyoCjdpGX+/mtvDvjjD7S4f5cz16GUZaeyADfCXIqc9L6cAtsfdu9XU8q6dzkHuaKY5M+rUK2+VwXzU2QlxafKNIO5YM7oSqZTmW3KQaC0OqbidJYcz5SbZ1FOhYCUixdgzr6ATJ1NbRrnp3RapOWKSJBhwmnLIv7ibZMkCq67xUdZsiRwK/LG+yJtamJCp2gBIRahEqaZvTYRy26kmekohIyJYs1sRzI5I5meden0Bjn1tJPDSza+dPPs1Ob2xKINTx/gAEEwyv9464Z//OW3/O9z63r8zXV3ilYDwkijtcb3NI0shO8kKQePcZwIx46wrQjLilKAZ4Aukq4EGmGDsgTX3uzzR+8v05J+y10Gd+qZl9Jgq5mCRR+XIpCjKyAuW+8ysA14iyeVbahuV2wwF9mCxwf6nAu5nue1HNDVAI/uD/hUXi89J3MwSaXBkhVXxlLrCh8vAJ8JKKT1l0Jp02BIWUXkEqCXsGFFxF+9YwqBAXlCpomnZ4VOzb9OQKQ3FAkes4mFIwVeloPS08xaRl6OIoXGzOKp+YKTxAhL2hOfeckvvPEfb7rry09oMp4Q4OesH2b3ru1Iad+6ub731b3ZnaNbdtu0ghaBJ6n7CXU/puZHBF6I54Z4Tojr9KgFPVw3RFoxQqRnrtKoUhBMuhBJwfU/9PmTDz4euMtqSZFIlasmYr4kqj5rTb9iUm1WRPn9eWRCStvNmy34dMz3POqtAaxAl9/M81JSK5+dEKIKeCAdP5gCVAmE1dduQhT9VMpaOanKYsLlJc1cS9OHJW0PUa64z+9TuvLeP5gCDdff7Bl1xclSICVp4ngK8Njcu4rQ85kSNraU2EJhW5nPZPrV+X7C+Og0m3e6TCxZcXjlmrNv/eyXP48Qi358gAMsW76KW3903ada4+tee821j1x+451dXrJRcspyTc2PadQiGrUe9aBLLejSqLUJvC7b9yv2HddYtoXGQinNWEtxyookB8LeIxbfvdvjr/+hwX3b+6XAPp2bPkmQAti2KKW+ZiVolAHc39a5SkP6eTcwl4eXePdc+pLhuozuE/PwORjPdPFM+ste01UgI4owfn4iCErWXJRAn76uRFpto1Mgp0SnlGKr84ogQ9YyaiLTNFthacPDM7NeBnd2CekpNq4Jed87pmjVG9x4t8v+I1aa8qo4ZXnCaCsx3B6BtCz2HPfYtrdO161xVLtobaiMwFSMuS4sGbN50bkJJ60NWHPKSbc/8uiDn3rJhZc+KfvxpAAO0NYnEUbRh/YeXrpxw9J9C0dagpof06xFDDQ6NGpdWo1ZGrU2+45GXHuDzdU3Nnl0v4tlmV9OJQljQzEvf1GHX7u0i9Lwng83+P6PfB47aqc5xzlxqFIR+oFvgO0CTgrsXBakyr37H88H6qoVF3OBLaqgLjKt5qK3st18CO83zPM5mf3gL0mBc6ObJatfKWVL81QwgDZOZZbZZ84CkdEXIYputWR8PgVbViEkVU5PjD4uUwdWp+2TNaqn2bAy5K/fNcWNP/L44480APjVS7u8/KIu40MJKjZXC2kJdh+QXP3dGl+/dYA9h1sc8QPiNBAlpcZzFEenHDZtHefCc0f3nX7u4g9ZtvNkYfvUfKH7t2yzo7B9+9b7rtto60cZHQwZHZxhsDlLoz7DoeMh377T5tPXNXlwd53jM545h7Qyfe9UCCoksCL+36tm2H7I4l+/EdCL065KJ1RLSmF5WeXdbsq988hlLg3qPNBjCV1JsLJkaXpDVnxcfiyyeTtlSbGQBa1MPhSZjFg8z9+TovQZiWWJyn7yfcv+x7ryuPhu/cNwi8flcYvZCMg5AwNO0O+xsp2otscrSgZLhShZCWEey8jyhorHQmqkJ+jFks9/I2D3Ycl/u2qGGgqd2MSJa/LOtUCimJpVPPQofOa6OtfdMcChIwO4NZfRmmBhUzFU15x9+jLe9PpX3NNs1M4dGV8VP1nMPmkLDrD+5FXJ5PEjbwxn1lzTPrx1xcLR41j2NPdsi/n3Wx3u39Vg80NNjkQ1LNshaBhPPVaaKInREdCJGR/RnLo2ZmxUcc0NPj3jwpubkCcAt5WbxYyalDMFrUo4vqqgzGe184sEpfdLp33FApf493ylavm3mterfAo2pBKXpxK+r2xWVuDKtISMzlStOvMGgeaG9QsKk3JxkYb1lULIvlB/2rEqDwTlNEkZXh9BO4TbHrA5PCk5eESyfEjT6bh0ezXC2HROk1Lj2jEbV4esfUuH1724y5bdR/m3m1ts3tWie8xHI1m37uSdtebCNw6PDidP7mA+DYDfv/l2vTY8b9PE0Mdfe4zGzV/43kH367eM8sh+j/asTYKNZVsM1QV127SbkEITJnCkZzPTsVi5MOR9vzfJa17aYdd+m3/5VsAPN9mmeUwW9chEOzFX884iX5kcmAdvMhoii2zBLLBRrb0s7ss9T8q5JifKSZnXiRTzPnyq0K6Cdx66UolYCvrAWgrn5wlb5I5kRkVy6pIVG5QKlkWeiUgexgdAKqyMm2s5p1xNKtBSp5q5yWXR6ZfY9KDNN2/yefSAGaLwvrdOs2hQ0pmqMdMOiBMLKTS2neA6Eb4Xcu5JEeeenHDFBdPs3N/mizf6HJndED68Z+a1rx8b2XTHnXc/peP5lAB+2obzOLr/myybqO3b+t3mXd+/y33e7OQsdWlh1cw2NVtTcxQ12+Sq2Ca1mEZXM7J8lqsun+K1F4WormDxgogXn9vjtnt9wjLnzgCdWfT8RrX1Q5b22gfoigz4JNSTeSXAsoNZygefVyosqyyPcwKcENSl21ydW5ecy9I2maYoCos+J+lKlKxzyYobatCXnKWEUV4ywOdBo7S2k8KSq5Imjsh4vEwVGQkkRAK+c7vHvv1mDukXvzOE47lcdWnEcFBneraB0mBbCtdJ8N2IXuTg2DECQRw71GyLN1zcYspaf9dksnbfv11/I+ecfeazB3CA4QWXs+fRe/Y+/6xFf/TOq+zvfvTT3yWMYe8UzHQkTU/T8BQ1D2oueK7EcyTDg4rffGXMygU+3a6FbXWxnB460RmK5qomfcEcmcmB9OV390uDpb6C/SAvQs5zwTpHGjwRPvMzoIrv+aObJwZ5f+Zgvp3uu4mSZS4nWWWJV2XaISilypac1wolMa+psmVHIrRCkbaKIx36m0Y7TZfYDOwF+M10N9MaWaXZiDIFuZDC0E3bQ0ufL35viHsfDLnq4jrDTQ/P1QReQs2PqfkW9URSCwRTbcnBo01mO4pg/MVMLDj7jxrhzN4Lzn3RU4Xr3BqMJ7MWLRmnPrBi69DQyFfOPX0Br3/ZLOtWttFo6q6mFcBgXTDcshgfslm20GX9Cp9ud4zj04O0uz5x4qLzJJl+613tRoUwFsc0zCykwbL1zh6fUCXpu8l5QJ2BtiyUVGc1iup79HHyeZeYF9+aJ16VEyAPxxcgLwJD1cSr/LN5dLMc0cwAPfdzWaFyMTa8SMbKutaax+ktreJKlEWiTcGyVjJN3sq+tgWWi+0GDAUeNVnn/m02O/Za7D/icOi4y7Epl6lZj07PBTSbd8d87GuSI9MLGRgY/UprbNnW+sCCpwPVp27BAYRYxNeuuXZvrFtvv+DsEcvWO66Ibw/x7ToNXzNQlzRrJk+lWbcYagla9Zg4lnQjmyCxzUGQpmuRyBUSu3RfyIGSIkuw3Kyn2kewTw48AfeecwLAvPSE/nuRwuZxTXvxeoF7/Tgbz92kEqYvgzm34qJoWVzOMCxZ+bI1zymK0BXQZ7WcUMzJqUiPOScqjU9JX1PINOQuC8OAuWok2AilQCUkWbG9sHGkpGlrPEsx3Y45fEwQJzZhJIlj0yXLkppm3UYwSUePcrgzcfWCpvX2fVuu33vRSy/7yQEc4Jde9XL2PPrAHt+77M4PfGb2ik0PPsiSAc1gQzLQsGjVbZp1i4EGDDQUjcCk0Wagsy3F4UOSHz3gEVk2ZqyfY+7TFsc5LaFUOJw2eOxvjilKIfl5gZzRkz64VbLq+rcv74c+a963jwzdFSg/GS+zzK/7z4Vy8KccAKJ4raikp0imKgV9ihPnBCpKDvqicFxriUblOSkZJVFIpM6C99IUKyPQSpnvlR4YoWxclfC8U3uMjsUcmNH5dw8TaHc1k3YMAhJlwK20jRTguXU2rjzO4tcPMb780jvbqrfnopde8HRh+vQBDuAGSxgeaf7d4kWnr3rRGZ2r2pOHxUDTYqjl0GpYtOqaVk3RrMfUazG+Z/JULJngODHfv9fhzvtqKMs1MXvpgpRFKir9isncXJJ+WXC+3O7Mop+QumTQLIEZSvRjjtMoipNjDsifCrqrOK68UObZmdOZhen7krFM+WvpvSzDcM7zcn5K4YhmXDyv78zD+dmVoNSPRRnpJNs2SwfW6YS3jDJJoTjntJAXntHmS99rEieKTizphILZbhaGj4kTM43ZDFuwiZMAJc/Q60/Z+E+LVq/8u87s8R8Hok+Pg2drbLTFN274UXtiZOitb/6NS24dHWkyOmgzOiQZHVCMDMQMNiMG6hGNIM1VcUJqQY/pdsw/fr3JoW4NbB8sF8uycC1BIM1gBj+N/2RFw5UOVPSlwJZAfkI68jiUpEJPKgrKPJa8DOgSMp+Qjj9JsGfpr+XXioqekrUv6+Hlz+liG5WDuk9qzFp8lPg5FNPbMkrS75wWVj7Tw2WaJm0RJzZR7BLFDmHkMew7vPmVswzW2kRhxGwMM5FkpieY6miOzyqOTyccnYo4fDxm/5GESLmx3brgs35t4q0HHv1hu9YY+rGOp/VjfRr4l899gn/46AeT4eGRNSI+eE7dPmA3AhgdjBhqRjTrIbUgpO6H1PwejXqbdrfD+78UcM3NQ/RoIh0fz5bULU0gTTqKLfssM/MXEGfRx0IL11QKGsRcdaWitJQjknP2LQpxJ3MyBXlBQ/mzhr70FzoUFq4I/5eLJshp2ImuLpUrVn4ilvYN+RUP+p3i7Hkpj73vpM3FoDkF19WRM/MpS0rL3KnMO2OlDqg5YQQTwzGeF3HvIy6ToWeiuunJFifQC83UtCRRTLUFS5ev2aVV/Ipu3Oyu3/DCH9tg/FgUJVutZoDWB/7kskuel9x5h/p/OsdudxePd/CcmCRtV+A4EYHfpVlv84WvWXzwyyPM6AGcwKNuCWqWMsXyGCuR6LS1F6XIHXOtqDSZQ+mP21eeRgYQPS945ufZfZJficL0/8Ait7Rzpx4/7dUnF2phqECZp+u+9zNLbZVfo+ow5nSFwhKbjrRl7p35joUMSCnKWVJGK2qLaf2WHSUzzzSxLZS2qAfw+1e22X34CB+/xmfKquMKSaw0RzuaWINnwZIhzasvOyM84+wL/2VwcDhct3L4SR+yx1vPCMABdu4mXrHs5PfOysPxpj2b/uSh/Xtlu2Nz8Vk2Q00bx47xvS53PKT4l2+PMJMMEjQ8WjY0bIWbdqrVYJqrJ+agJonIOyRl4M9WAfK51n6OY3kiEJepRoV2lKY3UAa86Hte/jbFC08J6/3RSapAznuj9DmVCjMnPm2MUkwZzvl12bHscypFOURfnCRSFIXKZMpJfhqb45m1e9MYcMeJRRRbOcilVDiWnfbIEQy14A0vbXPXg0e5Y4fDrO0igFYz4eLzjnFsKmLtwnH1shcu+8uTTl39V+3pw0861+SJ1jMG8JXLJ3jxb3+ge7A9+DcbF47pQ/vVn8XtHkuHLTaua1P3u3TCkE9+vcGtD45Sb3oMudB0FL6jcaxsSpcgTDSEEKqseaNIf+j0cPeDtXQZnSMNVihGP4hLl3uqlpt5wd3/2bmrjPfy95uD6ZTTCnECJ1MU2wlR3JsHZPpFKXxfVlOKSGfuIKafrabSpkEhqHBxJUidTp2Np0/9kqKBEyL9MBDHFt2eQxRbaJ0mutkKL7ZIEpMue+a6KX7nFyfZ8fEG7dil5sOGxTaXnOYxPGSp8WUvj8YXrPm3w/sf6I4tPPWZguUzB3CA737ybdy/dW87CGo/uvuee6Yf3vRNt1Wb8cLIwrISbnrA4qs/GqVW9xn3NU1XEThmXLhrGx4N2vSfiwXtWDAdi3wGkieEGZuSH/AqkPs5dAbK+Qx1xl3FCYBcdj7LaO+PVlaA+TjAf8I1n1xejmJmhrQMXqp0BdH/OZNjku0jN/Yp6NNIez6K3lTSpxZdipxHZw5oefKdKCF/ti2Zabt0QwMnS2pcJyF0jHVPEomU8IrzJrn6B9N8d9MAng3HJhX3PLKMC84e+psFi0//VJelj2rvmUTkMwxwgPVrFwJ8R6iNS5vWA3975ODuN7e7XQ5NJnzp+wNEYYtFLRjwFIGr8R1wHYHngGMLbEsQxZqOUtSjLlGsmY4clO0gpMTRJpqZXS5P3AZibonaXGlwrpWtOHGUXyuWmPOgbz0VhJ9I+6ZKx8pUo2rRS3SEE1GTMgVKeTVpsa/OEqaKMD/aAF3qQh7MjrclFLYV4zoRYZQQJhFT7Tr7jgREsTFArq1NioZrqEsYWyRKMj6seO0LO2zZ3cZzaiyacGbXn/H8w+e+4EVbur3ew2Ojz4QTU13POMBTjho+dmAm3HDem+69/85vTHny6tYnrnW57uZxlg7CSC2h5oFrC1wbPEfguxLfkwS+RasueMULJ1mxZA/f2ZTwt/8ySjtqkbhuWnGiK+Ccr7BB9qkC+Y/UD8IysPscTPo/X7Ls/RRmXgfzSXidJaWveKznAXK6UTnKWRl3UgJyJQAk5kY28yMosgAOlckNQkm0SPLpyYUsbyy450Yo1eEDX/a57p4hVo3UWDshaNYtaj4Ensb3JH6k6IWSbs/MW02U4BXnH+OxI0e4+rs1Tl274sbX/OJlrwJwPP+ZhiLwLAA8W0smGjz28Nc+fPJKy9m9d+TP79zqtBYP2Ey0NK26xHNEboF91wC7UbMZqEvGRxJWLZKctNRjxeIj3P3AJF+71Uc5Tto8sq+CR/SnzD5OUCe/zSObwVyakgWAyrSlguHiWeXzfSCuBBxKqogov5/RiBLQc3pBOs+mFASa45xm6a+AlW8jQKh8f4bWFB/W6c7mA7kQCiULioIgBXjItT8SfPraUY71RrB7Go+IsSFMBLtmmtoniaDTMwXMnufQC01A56wVM+xc35yqD6/+9sc/c23yu1e94tmC4Y+vgz/e+rsPfoFLrvilHx1rL5jRXf+FR48cdReOOCwac6j5kijW2Jag5tsG3A3JcMsEiJq1EM+JGW11CXXMN25voIWHa0l8qXEt45jaVtqHsFwN02fV5we7yHXw/LVUz57T/Kf/M6LYrnitaPhTaOWi2GdFF++78pS/X3aSnOi7p5xr7onZlxRW+ayuvFc9BUWJyBcnlUgtfHY1NHOYTNcEIbp84MsBNz00wlDdZdDXOJbJ7jTfUSKFwE7Tbw9PwrEpO4VbhOOfMrvxtFXvGRuKP/jLr77y2YTgs2fBs7VseFivXd76aCAakVbyA06yx1m/SnDfzhm27BYsHPLwXEmjJk1ov57QCCJ815RBuTaMDykznIiiLM3cisd5qdYcZ7AAS7b6rfF8mjiiAE2+vxK/qbCPORxdVLjHE2ccVlfm/PV/LI9gpv9n2bLr1FnMe4PrqqUu5JAy/THvm/9PpAOhUtKT9jMRCUghUZZIZUCjlR86aqFiQawF3QhmuxrPSbAsU9Ln2haDTc2isSn2HYvYvHWI1Ys1ixatjhJ7zbt27V/yiWZwXD/x0fjx1rMO8FPPvIx//uI34z3Hln/ykgvjxNXqw4HY4mw/HNGJmkgpzJjCmgF3sxZTD0x1h+9GHJ1W/PsPfKLIwg4Ejkx7flspuK109k7WF6gPECkWqlw2e7H0sGIRSxazP2zff7LMt7/8JXGCN6iG3UX6QlUREYUsSgH69K0KODPHUugqXSmkkrnfKwe5qqYFKGEmm2mr+LNiaWGrJNW8JXVf8ooLu9z8YMhsVGc2ktR6Ctc2zZ4sS+C5hqZ4rmKy0+OB3R0WLl4dzeqVv/9Lly37p4fvPxyvO+3yZxt+zz7AAX7jVy5n/85roonlaz+1a4uU23dN/f29Wx/1mp7NcMtmsCkYbCYMNiNajZBGrUfg9fC8HvumEjZt80A7OJbAk2ZaoGOBY4Nj6bSPRmG9c41XleSx+RDWB2RK9CFvDZGBIrXKYh6wVJ7PefAkV0k5EY+7ka5slzuYKpP2+pKxgPnMpCgdq3yQVXqGSVHko5htNbFlESvTIxBhccaakNGgy5FjMZOhjWeJopuwSHAsyeHjNuNDAaevatPVC3tLl655ezC28VMf++yDyVvf+OyDG37MZKunshaseBW7t+5LVqx/3ccTa827TlmxbuaUFT4LRiRjQ4rRwZCRVpfBZptmvUMt6OI6XW691+KBR2sIz8aXAt8y/DsbZeHapDeRy4yWVa23rCQZpejIMV36wTNJsQz8+Sx5CSbzP8s47BMtXdxpPf/beu7m1bK0+bIF5zQaz4AK5dGOZp8m3B4nkigWhJEkjAS9SBKmjS+jyMh9cWwTJzadnsu6pZrzzpjBTjoc72kOdSRH2oIj03BkSnFkMmLfoYiHHw1oNE+beckvrH7XO6/67Y/v3bU1eesbn15u99NZPxELnq3lJ13Otdd+Ht9d9KFLLpqwD+3fcbnqPXrBxODR+qKxNp4b4nshzVob2+nRjnrc83CLmRkfd8AisE0XUs8Gz9Z4jgG2nc2iwui4cSIIS/1BsmleWZJPpVK9rKrIDOiiytFLYO2vqi/dZRtUgf4EOC9Tp/6C4xNddbQu2XJRRCSBotkmlKxyXr9jjoPMhqFkdEYSx4Iokemce9NiIrFUul+BlBpbKiLbptdzGRq2OHNdh2tunGWqDYe6PjOhzdE21Kc1C9sJQtqzS5Yt/qHfXPtNpZwPXX/TR7jqV59cw55nav1EAQ7w8pe/Pnv4/h/c8KEP2bL153Fvz7v+495p9/TVMSOtLjfcLVi5IGb54oSdBx1wbDxpErJ8R+M5Bty+a3R0xzb9SIQwP3Q3VESJaegYJSUZziLnqVBVIcrqSDWTT1QcTK31vE5j/yuiZMXnBXmJOvUDO3t6go9Vc3KUMMNTZWaNizpLnV6uDPsqwJ2NXNdaQCwJNfQimWrV5vvaliaxs2p6kMLGshSOnRC7NiqyWT5u+naftqbDsgn44UODDLUsTl3S4ej0Ei659OK9I4ONX7r8sgt7P2mcZesnDvDyWrbmtHhkMHj/XQ+c9nvfuuN7ri328NA+j89eP8RvXjrJH77hAKetjPnGLRaBBYGjCRwIHEHgmQCR5xhq4tim0Q6YFNbjM4rZHiRp/w7bIpe9ytpoIelV02YrYfx+ZS1bfZ7rfAlZFVWuBGKoOo1mtB5zTHf16kDFihcngkhnvBspRQhdjBksfTfTGEjhWCofAek4Js21fcxielaiMf6MY2siR6TVNunfIx0cO8GLbUCyebtH1K3zyud3eP3FPT59wwwPbG/yW5c21f0HB/72FS974f0jg8Ezljj1dNZzCvCB8Yuo15gcXTj9ul9+8f2/kCThn933UIdzljVYMx7QnYlxrRBbCuqOpuaYKFngCQLPgNt1TBtn17HwHInjCJYt6FFrzfK12+r4UpgWFikYLWFGcmQ/eqZHZyqMVQL8fBQhixQK+qhO2VqX9OZ+Z7Wyu37KMR8vKWvdmYOpq9+nkBSF6U2iRDoeu9g4B7g049fNlOoYywr50YN1du+x8R2Bm948R5Akps2yUqmDLcGxHXzXQSWSTmQjgxbbdg1z1xbNhmVT7D0yqqyhV0Vvu3Tl549MPrpZDJ30XELsuQX4YF0AhI/c/T9ueM3zv/eDTcffLV7eefRPd227XwzVNUlso0WCbVk0HE3d19R9Qc0XeI7EdQS+a+G5ksCX1H1Bs65YuTDmgrOOsXVvh1u3jDHWMlE5S2qU7LNqQqQKjGkHZ4qgq1y7nEttkpWMgFeJKpo99kmNFXTmlKWsZZeTpsoWl9ImuVMoCiNe9DNJt5EUfb1Tri1liY6RnsgpzfDdkNHBWW7b2uOf/6NOy4pYMaFo1C1qnkXsGz6eaNLKefN/WlLjuzFh5Jr9SsHR44KHdns877yz9euvXPHfrWD5l2RtyfbhZzhx6ums5xTg2Vpz5p9w+PBU97w1zfcm4hGn7nbfOD563+juQx3vm3e2CHxJ01e0AkGrLvFdmdISiedY+L6kEUCzphhuxbTqEUsWaF52/nFu395gqlfHt8Czq+DOQCCFUV5sq+gnmInFWcsF0BVaUOnZXVYpKKp38khpySznLZFTgEpZkvoq1GP+Io10J6VWD+n2ykRdSQschABLFSVr5vuZiKRjJ9SCkDDu8M3bPHbs91k1AsemY/P3ZCF7TLuIOIYwtohiCULjuS4zHZ9Lzp7iW3dMMRuN9RYvXXH43POe9xntn/QXqjsTP9Xg1rO1fioADjA62mLTQ/vj1uDQnw0NBn9x1rnnfeTPPl77DUcesleMd2l6HiMDFgMNG9sxI6gBHFcQuFD3zaSJZi3CdSMaNcUpK0JaXo+jszUiJXILl4Enb8SZgttIjCasnqWbxolGaTN9TCmdOqwi7yxHDp5q1LRcypatvHBXl4CemI5S6FKwsU+jzxpvZntKVHEfJyn/FoZeKcvsWwpIJGkvkyKYkzXY9JyYmW7Mtl1N2h2LbgQzHY1jp80105NdCEEYC3RbM+MIosSh5it27rOZmvb5w18fjnfPXPiv0pn8vaA1GMGeWHhLnms45eunBuAAp5+0ACD60jU3RV+/OXjLpc+fSF77gjve+Lmv7bMmj8GicYeJYYHrxDy0y8x2tC3SDkmKmq+oBTG+Yyr3Bcp0aypZPCjzbqO+WCm4Hdt0gbVSSUUpwwHiWJMkmiQhTd3QuXMohMAqUQ4D7Kw7baHAZNY2u2mdzcIxXaEE5spRSU+lALcls/k1IBJT9RQnZvKBygAuwSkFa6Q0J65p6FN8x6xoQQoFWtFT0IkFnVDg9zSurfDsBM+R6dVIsfWxGM+GsSHLDI5qjPLAnhXJay/Z8NlXrx38vUPHRntCPL3mPM/m+qkCeLZ++VUXouMDPax1/3Xf3pXb1tx3w1nuiuNXNrwjjA/PcNvWiJ376iwadRmQEs/V+J4i8ExrCt+LECLm+KygF6e8N923KGUfZtbbScHtOhLblsaSS3N5bwPtbkI31CQq/awlsCnaKc9He6x0HzJ1aPOoqgalVNEEPqVAAtLMveI4iPR72pbOb1LoFNySMILZjrm6SGnkUmWTUxQpTUZfpoRUGnNiktVajYiEmJnQox2BH2pcR+O5mprS+I5myUSXdnycWzfVmZ61aTTGOX3ZyFd++6JL7rK9hR9+dKbdW7Nm/LmGzbzrpxLgAMKeAJi8+abr3nf+mcuXDLQ2Ct/a/5pNm/+dq3+QsLBpLJznQs3X1HwzJyhwQ+q1LjO9kO/f7nFkysGrF05Wucd3RktsW+I4EtexcF2RBpDAtjVtT/DIHk27awBmTgadWtc0LTXn4CK/KthppqOVBo+SJA06KZ1WkWdDcsG20l4wWeFBususB7htaVxH4TkKx1ZYlsZzQx7e7dDuaqzSCZp1hTXOsya2UoAnGVUxikgcCwYH4KLz2txwZ4eprseAJwgcTMGCk1CPTHexZk1z2fkz7Dla59wzXsxJK0e/evjI8Xds2vTwY1e+eu1zDZXHXT+1AM/WL1x4GTMzncfAeqfLjg9u3x/95Xmnbjv34L590rGFGG4pJoZ6OI7pUloPerjOLF/4juCrN9WLjDrKFrEAoGOLtPDCyI2+C4GvqfuKViNmfGianjXD564dY0FTU/OMCTRT5AqrKESZFqR5MmmujGVlzqBgalrR7sRG95Zg22YIlLG4sjRiJHUK06CL55grVM2PGB3s8JlvRdyyZYjxlkWrZhLWlDYdwfKUXymxbYWTGDqTJKUGPgBa8JoLO9yz5TCf+7bHVM+n5WnaPU0Ug2UljA0JeqHUtnOWeuOVJ91eG9j4R+dsWLw9ipPHfL/2XMPjCddPPcABGo0AYPdtd27ZPTR8+mvXr00Wnnn6+v9TV9tX1uwH2bQ9YnywyYbVmsCf5cs/EPz5Zxcw3ZW4doRSCo2sANC2BY4jcWwL27ZSCw6+B/VAMVBPGB3ssWzBNIv2z3JgZpTAlWlNojafV0VVeqZ9y9R6O7apNfVcje8qXFvRqidsekQThmkOjSNxlQJHpkGYgspA4WCaMjCF7yU0aiEjg5M8dtRi+2GBVWoTZIbNJkhppVcSCCNzlXJt0ygzm3psWwlJomh6Fu95wyzt6ABf++FiwsTmpPGEkeFZtj/q4PjrOPWM5Tt7veh1a5eeuk/KcI9l/xTof09y/UwAPFvnnX0KV3/rrj3/9fd/fc/Ox6auGHBXffqBTfsmbt6SLNYJbFjd5Ss3Cf7qi0uxRY1fefFRAv8YX/y+Q6TqaYTO5K9kQSInDQ45NriOSe8MPEXdj2kEZmqcVglhlNCOXNPY39Y55ciCNAIDbiu/Mmg8V1H3FfUgZrjVw3KO87+uHqSBzVDD6PogzecSQ1uUXSgeOQ2yTJV61kfbd3tIy2cmFkx3IXAzjq5Sh1kSlkapZBQmig3ILUsRqYgv3hBQsxu8eKPNu391BikPces9Y4y2bM5aP0xb1fY87wUvO7Bu/aLf2jE9vCngVurDz3+uYfCU1s8UwAGuuPQswjBi6eLWfS/4dXH2R9/9ppe/9KK976iL+067a0e48H990aamXc5cJ3j52UOsWd5m594OD+ys4VjgOwLfFekgWwvHljg5ZUkLZh2Flzqrrh1hWwlaK8IEYmXkOWUECDI+kc3VyXLUzX6MutOsxQy12iCnON4J6CjHUBeZVcooYktgK5VHDrMTJ6umySpqLMvIeCpRhLGmE0l6kSaMDbePE02cKKzEyHtgChZsCT1XEsUWQmju2ib52DWLWb+gRWApTllxlHe++jj/PGRjiTX7Nm48bfPLLlv8/rEF3WthWCypR7jezxa44WcQ4ACu60BKIzf+K9dGs49cCyt++67P3nrB71wx+drHdm9rJr2EJLEZatg876weuw9ofBdqnqAWWNRrNp4rKyVpMlNVbEMJXDtGypjZnjADULXpuJVlKBbUpBhAZaUW10lPFtdJ8D1TwJHokEglhJGkG2uCSOM6ECdGocllxP6EMFEMiZJCobWk6cegYzqJR5gI4oQ02phmUSpNL4Q4NpIiCBzHohFazHRsbrwrYHLGARVz4IiF5S1g+fJzp3/7NcGXjycX/7ANnxxfuCI75M965c2ztX4mAd6/nPoagE9qffCzvd6Rm6+/zj5tZtZ/25KBzeLAkZh77rep2ZqBukWjZlo7DzYlgQ8zHej20mQsnUX7TDjbdSNmuxH/9oMBhGUZKU9VgQSZVpzKglYhP1q2UT0cK8G2jNVFayIFUWJuSaKJE4FKQZ4oXQnMkGv2Oi0nE0SxzRUXdvjqTV3akU8UQ6LM5GkoZMpeT3G8GxN4Flpb2JaF77gMNV3OWnucb97coZMMsmTFKTqx9Af0wEWb4+bwZ85f2Yqe69/0mVo/FwDPlhDj0bbtOz6xYeMvDUXtx7491hq7cueBC67S8m69fOyYWLUoIVEWjZpkyUTMorFJbrrXZnK6jjVgFwpGmrPhOhH/50abWx4YwHMtLAGJNqVYKktiIsvxSFWRbJRfPgJQp2P4dFpkYDTwRBVXApUCO8kseVIKwZNlAaat7bSg03M5/5QOr77oOF/4dpNIiTyNVwiBY0mGmnBYd9n8UMziITeP0u47kmBZNS48a43+64mXiEcP1v9p6crBr5y8etEPZzu9Y4uXtJ7rn/EZXT9XAAdYvWolwDGt9b8Dt09y6CMrlu6XF599+j8uHDqw9lvf3+03A8WS8Um+fd8037lzgJMXKIYHBEkCUWz4rwF4j3t21rCtBqO+AeVMKIyTmQFQgGXJVE8vgF4tUoasi0m51XG5/My0WVAkaeFBnJhIapY/4toJvh8iBEzP1nBsxRkrevxrHBEpFyhSDQAageLMk6dI7C433TXKyIDNxEQDe2BdNxgZetgLdr755S85R8Vi4W7ggOf8dOSOPNPr5w7g2UpzQA4AB+69524cK3ppq7Vk9ZUTl3zOVbucm+/8weBN9x0cSGJo1mBkoMvewzaObbRo31Xcu01wy5YBlg8JFg9qOvTYN61pxz6tdHiWZQlsO0sxNbxbplXuSSKKuTekQZa0zYRF0eLCVCJp4gTCWGNHijg2jXI0mBxsr8dsb4ajkzXCcJhOz+W8kw5wyppZDh5wsSQEnmSoJdhzqMfwgI3vCV75fIuRofHJtWsuOv78M5dEO/dNviHsRNt2HV1xaMHaJ571/rO+fm4BXl5nbDyTQ0emDwGHx5vijCFxZyhf8Ja3nLH+tjdt2vJYPNSonVGz7/Ue3C0ZbBie7Fghh6Y0s9Mepy+GM1Z7vPIFM9z8yBQf/+p4qkYYi+k5ksAzEVXPNSY6jIzuHkYWcSLNWJC0119WgOFamVwpcj6eqAQhzHS6OAG0iZxK2eOjX3O58/4RfvH8GhtPcjhpxSQD9YhdoSJRRgVasdhm+xGHkYUn9fZ2onuVtcj+3Tee8am/+eTmj1/xsgXuxMSCjtZaO17zuf5ZfiLrPwXAAcZGmmDYQHvP3iP4nvPhxLc//MtXvtGVovs/J4+uGj8eHV3anto7Ojp2QHlBdLK0bZqeZKSRMD4UE7gCnVgmWy9VXxzL5KEPNc2olsCLuW+HQMUew03Tji5KG1BmCd2WFEaydKFRsxhqSRI9ywM7HGquoUquYyQ9lU5SEAK0dJmehZ17Ooy0JIvGA1qNBgvHBxgZcx5csWJQLl25/PAbTp549NR16w7WA+9d3/zeLWEtqPPut5yN7TWe0+qa52L9pwF4eS1eNFJ+GgJvC8OQV76CDWAtc5Lrk8N7H3pprd62Xnf5ov8yVpuur18JrreTdmeWpmOigDMdi0WWw+hQyOhAh25oMzowzT07HOrCQi51adRNj2whJEniIIWNVoan+65koOmwZqnC9tt8594mK0fgwGRComFkQOA7Xbq9DgeP2sSRYnRkkAWLR6kPWQSDG2bXrzn2D2MjreR555zyH7/2ygusOEl2A/f5XhFt/I3n+oA/h+s/JcDnW67rAtyX3njwoe3XnbTecles7t05M7W/tmBYRY5cccWLXqBetWadw2wn5OZb7mWwmTA8GLJ1f48obLJ2+RSW7tLperQ7msPHNEvGZrlji2B0KGDAFyyZaHP4uKDmu6BjhI6Z7SYgLc4/PaCjOux41MN2fCYmakwseSFhHHDF5TG793nXLBwOrp4YtpzhhYva7/it4EtxEoejY8t5w3N9EH8K1/8F+AnWySetAmPd/xmg25lCwPcGF/KRcxFqcqbLtm17qDemsFzJrkMJTb8plq279H+fd9aBk31RSxaOJUy3bSYWH+NQz8Oua658qcfS0YT7dijOXhMw1YbhEfBrM9YbXrv6wcXepnf6tVAfnfRx3IB6o8HSVRcRqzrLVisZJTwsYMfQ4M+XnPdsrZ9Pbeg5WlptJozi1V+//uGgbruMDYXsO+JxxrpJHtntM9CQbNltM9RIeGRPxOmrAvYeVYy1JK1WDx2c0UHY255/xqrn+k/5uVn/P5S/Eryk4h3yAAAAJXRFWHRkYXRlOmNyZWF0ZQAyMDIwLTExLTExVDIyOjUyOjQ4LTA1OjAwNWXZFQAAACV0RVh0ZGF0ZTptb2RpZnkAMjAyMC0xMS0xMVQyMjo1Mjo0OC0wNTowMEQ4YakAAAA5dEVYdFNvZnR3YXJlAE1hdHBsb3RsaWIgdmVyc2lvbjMuMy4xLCBodHRwczovL21hdHBsb3RsaWIub3JnL93d/PMAAAAASUVORK5CYII=', 'weight': 6}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 136494000
{'hecke_orbit_code': 1099612291408, 'n': 1, 'trace_an': 80}
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id: 136494001
{'hecke_orbit_code': 1099612291408, 'n': 2, 'trace_an': 0}
-
id: 136494002
{'hecke_orbit_code': 1099612291408, 'n': 3, 'trace_an': -18}
-
id: 136494003
{'hecke_orbit_code': 1099612291408, 'n': 4, 'trace_an': 0}
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id: 136494004
{'hecke_orbit_code': 1099612291408, 'n': 5, 'trace_an': 0}
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id: 136494005
{'hecke_orbit_code': 1099612291408, 'n': 6, 'trace_an': 0}
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id: 136494006
{'hecke_orbit_code': 1099612291408, 'n': 7, 'trace_an': 62}
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id: 136494007
{'hecke_orbit_code': 1099612291408, 'n': 8, 'trace_an': 0}
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id: 136494008
{'hecke_orbit_code': 1099612291408, 'n': 9, 'trace_an': -3240}
-
id: 136494009
{'hecke_orbit_code': 1099612291408, 'n': 10, 'trace_an': 0}
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id: 136494010
{'hecke_orbit_code': 1099612291408, 'n': 11, 'trace_an': -604}
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id: 136494011
{'hecke_orbit_code': 1099612291408, 'n': 12, 'trace_an': 0}
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id: 136494012
{'hecke_orbit_code': 1099612291408, 'n': 13, 'trace_an': 0}
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id: 136494013
{'hecke_orbit_code': 1099612291408, 'n': 14, 'trace_an': 0}
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id: 136494014
{'hecke_orbit_code': 1099612291408, 'n': 15, 'trace_an': 0}
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id: 136494015
{'hecke_orbit_code': 1099612291408, 'n': 16, 'trace_an': 0}
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id: 136494016
{'hecke_orbit_code': 1099612291408, 'n': 17, 'trace_an': 0}
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id: 136494017
{'hecke_orbit_code': 1099612291408, 'n': 18, 'trace_an': 0}
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{'hecke_orbit_code': 1099612291408, 'n': 999, 'trace_an': -922914}
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id: 136494999
{'hecke_orbit_code': 1099612291408, 'n': 1000, 'trace_an': 0}