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mf_newspaces • Show schema
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{'Nk2': 260, 'analytic_conductor': 0.5190276131383225, 'char_conductor': 65, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 12, 'char_orbit_label': 'l', 'char_order': 6, 'char_parity': 1, 'char_values': [65, 6, [27, 41], [3, 1]], 'conrey_index': 4, 'cusp_dim': 8, 'dim': 8, 'eis_dim': 8, 'eis_new_dim': 8, 'hecke_cutter_primes': [], 'hecke_orbit_code': 755947798593, 'hecke_orbit_dims': [8], 'label': '65.2.l', 'level': 65, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [5, 13], 'level_radical': 65, 'mf_dim': 16, 'mf_new_dim': 16, 'num_forms': 1, 'prim_orbit_index': 12, 'relative_dim': 4, 'sturm_bound': 14, 'trace_bound': 0, 'trace_display': [0, 0, 0, 0], 'traces': [8, 0, 0, -2, 0, -6, 0, 0, -8, -4, 0, 0, 0, 12, -6, -2, 0, 0, -12, 24, 0, 0, 0, 12, 0, -18, 0, 0, 0, -10, 0, 0, 0, 0, 6, -4, 0, 0, 20, -12, 0, 0, 0, 0, 12, 42, 0, 0, 16, -12, 0, 0, 0, 30, -14, -12, 0, 0, -60, 0, 24, 0, 0, -64, -24, -28, 0, 0, 0, 0, 12, 0, 0, -42, -8, 6, 0, 0, 48, 18, -4, 0, 0, -6, 42, 0, 0, 0, 48, 16, -12, 0, 0, 40, -6, 0, 0, 0, 0, 42, -36, 0, 0, 48, 12, -24, 0, 0, 0, 0, 0, 0, 0, 6, -42, 84, 0, 0, 0, -6, -16, 0, 0, -132, 0, -12, 0, 0, -48, -50, -24, 0, 0, 66, 0, 0, 0, 0, -32, -18, -24, 0, 0, 8, -42, 0, 0, 0, -24, 42, 0, 0, 0, 42, 96, 4, 0, 0, 12, -14, 0, 0, 0, 0, 14, 44, 0, 0, 88, -84, 24, 0, 0, 0, 24, 42, 0, 0, 36, -48, -40, 0, 0, 0, -42, 48, 0, 0, -60, 0, 48, 0, 0, -60, -18, -16, 0, 0, 24, 0, 48, 0, 0, -42, 14, -120, 0, 0, 0, 12, -36, 0, 0, 6, 78, 0, 0, 0, 0, 56, 0, 0, 0, 42, 0, 0, 0, 0, 0, 42, 0, 0, 0, 48, -32, -54, 0, 0, 0, 24, -12, 0, 0, 54, 24, 28, 0, 0, -60, 20, -36, 0, 0, -102, 0, 2, 0, 0, 0, -18, 0, 0, 0, 0, 0, -18, 0, 0, -60, -50, 60, 0, 0, 20, -84, -42, 0, 0, -24, 18, 0, 0, 0, 78, 12, -98, 0, 0, 16, 0, 0, 0, 0, 0, -2, 0, 0, 0, 0, 8, 72, 0, 0, 0, -78, 84, 0, 0, -24, 12, 24, 0, 0, 84, 12, -12, 0, 0, -84, 0, 24, 0, 0, 4, -16, 132, 0, 0, 24, 0, 24, 0, 0, -10, 18, 6, 0, 0, 96, 42, 84, 0, 0, -72, 42, 0, 0, 0, 72, -84, 40, 0, 0, 2, -22, 0, 0, 0, 0, 12, -64, 0, 0, -18, 0, -78, 0, 0, 0, 126, -36, 0, 0, -42, -54, -48, 0, 0, 36, -24, -16, 0, 0, 6, 0, -18, 0, 0, -48, -28, -168, 0, 0, -74, 0, -84, 0, 0, 12, -42, -60, 0, 0, 36, -6, -42, 0, 0, 60, 0, 0, 0, 0, -84, 32, 42, 0, 0, -60, -24, 0, 0, 0, 0, 0, 22, 0, 0, 0, 36, 132, 0, 0, 0, -42, 108, 0, 0, 52, 42, -64, 0, 0, 126, -10, -30, 0, 0, 168, 0, -28, 0, 0, -52, 42, -24, 0, 0, 0, 0, 120, 0, 0, 42, 36, 156, 0, 0, -96, 144, 0, 0, 0, -36, 0, 0, 0, 0, -96, -56, 0, 0, 0, -8, 54, 0, 0, 0, 0, 16, -96, 0, 0, 12, 56, -120, 0, 0, 0, -48, -48, 0, 0, -24, -54, 84, 0, 0, -132, 0, 0, 0, 0, 30, 0, -30, 0, 0, 96, -12, 0, 0, 0, -36, 0, -54, 0, 0, -8, 12, 120, 0, 0, -20, -78, 48, 0, 0, 0, -90, 0, 0, 0, 42, -48, 30, 0, 0, 48, -28, 0, 0, 0, 0, -42, 110, 0, 0, -168, -48, 84, 0, 0, 0, -30, -42, 0, 0, -24, 30, -24, 0, 0, -42, 0, 64, 0, 0, 48, 0, 60, 0, 0, 0, 12, 172, 0, 0, 12, 0, -120, 0, 0, 70, 42, -198, 0, 0, 96, 0, 24, 0, 0, 120, 24, 0, 0, 0, 0, -48, -96, 0, 0, -84, -14, 0, 0, 0, 0, -108, 0, 0, 0, -14, 136, -228, 0, 0, 0, 60, -96, 0, 0, -92, 150, 72, 0, 0, -24, 60, -36, 0, 0, 126, 0, -42, 0, 0, 112, 126, -24, 0, 0, -24, 0, -42, 0, 0, 12, -14, 72, 0, 0, -120, -18, -84, 0, 0, -60, -246, 0, 0, 0, 24, 80, 2, 0, 0, -24, 42, 0, 0, 0, 0, -46, 66, 0, 0, 24, 0, 192, 0, 0, 0, -78, 0, 0, 0, 48, -12, -96, 0, 0, -84, 40, 70, 0, 0, 252, 0, -48, 0, 0, 84, 70, 132, 0, 0, 12, 0, 72, 0, 0, 136, 84, 24, 0, 0, -104, 0, 84, 0, 0, 198, -24, 0, 0, 0, -228, -84, -48, 0, 0, 12, 58, 0, 0, 0, 0, 34, 8, 0, 0, -42, -72, 30, 0, 0, 0, 18, -264, 0, 0, -18, -84, 68, 0, 0, -108, -42, 36, 0, 0, 12, 0, -24, 0, 0, 0, 96, -112, 0, 0, 8, 0, -24, 0, 0, 36, -24, -144, 0, 0, -276, -24, -30, 0, 0, -168, -84, 0, 0, 0, -150, -84, 240, 0, 0, -36, -4, 0, 0, 0, 0, -102, 42, 0, 0, -72, -56, 144, 0, 0, 0, 0, -6, 0, 0, -60, 192, -96, 0, 0, -78, 38, 42, 0, 0, 156, 0, 32, 0, 0, 204, -48, -160, 0, 0, -56, 0, 252, 0, 0, 78, -12, 72, 0, 0, 24, 150, 0, 0, 0, 210, -114, 0, 0, 0, 0, 84, 144, 0, 0, -42, 54, 0, 0, 0, 0, 14, -36, 0, 0, -210, 116, -228, 0, 0, 0, -48, 0, 0, 0, -58, -30, -12, 0, 0, 252, 84, 84, 0, 0, 144, 0, -36, 0, 0, 144, 48, 120, 0, 0, 6, 0, -216, 0, 0, 180, 42, 168, 0, 0, -84, 0, 72, 0, 0, 36, -156, 0, 0, 0, -132, -84, -24, 0, 0, -68, 8, 0, 0, 0, 0, -30, 42, 0, 0, 0, 24, 72, 0, 0, 0, -30, -204, 0, 0, 36, 6, -280, 0, 0, 6, -66, -42, 0, 0, 0, 0, -36, 0, 0, 204, 0, 60, 0, 0, -28, 0, -72, 0, 0, 0, 46, -126, 0, 0, -168, 0, 52, 0, 0, -66, 6, 0, 0, 0, 0, -108], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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{'char_orbit_index': 12, 'char_orbit_label': 'l', 'conrey_index': 4, 'conrey_indexes': [4, 49], 'label': '65.2.l', 'level': 65, 'sub_char_orbit_index': 12, 'sub_char_orbit_label': 'l', 'sub_conrey_index': 4, 'sub_conrey_indexes': [4, 49], 'sub_dim': 8, 'sub_label': '65.2.l', 'sub_level': 65, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 12, 'label': '65.2.l', 'level': 65, 'portrait': 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Uo41VYMBiOSKEYIiV+rs3Ojx+65EbUArBXMr1rO3WypBwnzbY9jCwpfgefBaCA5f3tMbxTha4mnDMcWfE63Peq+5fytAxaXNcZCPZDs2BhxzpYOjfoIISCMJO1+g7MrAbNNSRIHHDvrceS04OiZmDPtEK8+4vJze7zz1YbRcIbDp1ocP6s4s5BweinixKLlwKLligsX+aW3L7Nleoojp2c4u1RnftljcVWwnB7H5W7C4qphoSftxh07zWu++4J7f+aHLviPtda5B7HJUSEnnmtofMvbdzzA/9sffIY4jHbMbJz7rWPHzrxpS/2jvPW7F+j1NrK42mJptc7SasBiW7PcIT85i6sJZ9tweEGwaW6FX/yRZa69oM7xM7McO9PkzJLm9KLl7FLMiYWEEysJGzf0+J7r+py3VdEMAjxZY3E1YGFZsbAKgxFEsUUrS6OWMD0RE1s4dhbqXkgt0GiZ0KpDZxDQrI8QQCMwLLcDVrqSZl2w3BEsdRMagcUCzZpidSiYro/QUlGvh/hacvS0R2w0sy1BMxAoBXEs6A8FC6vuYlrsRHjekFoj5tztI15zbcTmqSanF6Y4ftbn9CKcWYqZX445tgCHly1XX7LI//OOZTZPT3H09IxbJXJwG1Y6ESudmOWuZbErONGR9Dtd3vWOAf/xnS8lETv/ZtBb/hml9PG5c976XEPkm96+YzX4mTMLTLQaU4eOnvpXv/enn7v6plsfftODTy6wZbPiwnPhuvPaRLEiSSSJkSQGrNVYo7AWsCBEghSWw4vT/PJfSH7hHQtcuTtiqjnDRGOCZi1gsuEx3ZJsXpEcW5jiE7c0UP6Ii3YN2bklodsbsHMu5tXXJ4wijcDw1YcClnsBjWTEyUVFu1tj0/aApT6cXYALdkoOnrHs3eYx1Qg5uaLYPBWTGMlit85i17B5JmK5rZhoKM7d2ufwqYALd8WcXLCsduqcvz1h5+aQY4sJE60R7W7ErQ/XAEkYGV502YBrd1qWeh7nbQ25YKfEF3UGww089HTA/LJkYTlhcTXm1JLh8IKgGw+55qJVfv5tPTZOzHDk5BTzKzUWVz2W2oKVjmG1G9HuJbT7ltW+YH6gWOlF3HjJCm+9YYnu2c+wOjjvTYncbTfvfsMDw+HgfUnUX21ObHiuIbPu7TuSwT//pduo14JgcWn1d+9/aN+PPvTEUXX4ZId2EnCmZ7jqnLP8xk/Oc9m5Dc4sTbPcbrLcrrHc8Vhua1a6sNJOHAt1YhY7cGxZ0Jwc8LwLVnnz9SPO31qn15/k5EKDhRWPpbZkpWNZXDXMrxp6w4RuaBiOYjZOjbhwl8Faga8t+08GxEmd3Zsk5+9ImJ4aMr8S8uThJlfsgamJFe58dJqNUyFTTcFS1+P87SFhGHP/wUnCKGHvFsNKXzDTGrJhUnPn4xFTjQaX7Ul48mjE/LLHbCvg/O2WXVtCDCEHTio8z4K1XHROxIYJQX8Q0B/69Aaas8uaxVXBSidhpZOw2E44viRoRzF7dnZ40w0rXH2+Yqo+ycn5CRazla/tmHu1G7HaTVjtWpZ6cKYnOdNOuPb8M/yXn1zk/O0tllcnWe1oBvFGVO3cZGbuoj8NalM/Fcej0cWX3/BcQ2fN7TsK4GfPzqO19r70pc97k1Ozv3vb1+/54X37T+hhJOmPBKtDwdme4mw35nl7zvBff2KJK85tcHZ5muV2g5VOwHLHZ6WjWekK2p2ElW7MajdmpWM5uSo42zNMTvS59oIOP/iSmAu21egPmyys1Fnu+HR6kk5f0BsUkiSMBcaApy31GmyZNWybG4Ia8dTxmCcO+tRUnZdcFeH5bR58qsWWOcWDzyRsn1P0RwkT9YSFFcPlewULK4ZmzWMwFGzfHPPAUzW2zcEDB0b4os6NV4Bf6/P44YSnj9SR+GydVWydgXoNPC1IjCCKIYphMITe0NDtGzp9w3IP5tuWTpRw/jld3vrdq1y71zBdb7DcnuD0YoOlts9yW7HShdVOwmo3pt1LWO1ZllNwn20brr3gLP/lJ+a5eFedxZUpVroNOr2AdlfT7gl0bXt8znlX//mJk/M/9T2vfk0UR3E0u+E7p2rxOwbg7dUVJian9OHDh37ptltv+dH9Bw7NLS33gv7Q0BtaukNDdwCrA8n8QHKmG3H1OfP8xk8tceWegPkc5DVWuz6rXc1qV7DatW7J7cas9hJWenC2Dcsji1BDvu+GNhfviLl2r2WqWaPdqxHHHnGiiGJJYgRgMdYSeDETrT4PH5QMRxG3PNBCRDX2bPO54YoeoVnhy/fMcPken4VuhxOnmzzvwoinj2oiazl8yvIvXj/k0ElDZFo8fdxwzV7B0fk+SytTXH5+xFceGBCNmrzoUo89O0Ks6PClBwWjoeDRAwGtukdDCyfDAGMgTCxRYhkZaPcNU5NDrrpwwKU7h7z+RQmKBt1ek/mVBssdd2xWOpJ217Lai+n0HLjbPctSX3K2J1noxDz/grP8t3+5wIU7aiyuTtPu1mn3anR6Ht2BptuXtPuSMPZHW7aes/DdL33Zn+7efe4vrq6uxtPT0881pIDvEIB/+eY/4NSxR2rXXP/D/+HAgcO/8NDDj4rBMGEYGgbDBAdyB/TOANoDwcJAcqYXc+358/zXn1jg8nN9VttTLK02We3WaPd8VnuadlfR7gk6fUOnF9PtJ3QHhnbfstwXrAwsvTDmwnOHTNZjTBzz+hsGXLEnYRQptLSMIsun72jwzMkmW6YNR0/5aOrs3aa4/HxLrdHj3qf6nF1ocdX5dWZmVrn1IZ/n7fZZ7HUZ9JtMb7A8tE/yjlcMeWCfZeNMQG/UZWV1ikvP73PbQ7BpYoKrLuxxZnWVux+bpuE1ueI8OH/nEKV7HDxj2DQTcvRUxGfuDBhECikhjCxXnj/itdePiCLNVB0uPUfQGzTo9OqsdgNWex7tnqLTk7R70OkndHsJnX5Cp29oD2C5Jzjdk6z0R7zg/Hl+9SdWuGx3jaXVCdo9x9ydvp+CW9EdCHoDQX9oiGK4+NLL7c6du39p9zm7Pnrenl0HgeFzXcT1nAP8zq/8No2631ha7v3s0lLnl+YXe/RHksFIMBhaBqNkDOSG3hA6Q8HCQHG6Y7j6vCV+8LsXeeMNCRO1JgsrE6x06rR7Ae2eR6ev6PQl3T70Bpb+MKE/MO5xZOmP3EXTDy1hYvB9i07Db09BIC3WSAJPs2FCsX2j5Jytll1bBiSiw013K54+OMHLr/J50VUrvP+zCVP+DK96YZ/bH42YrE2ydUuPrz1Q5/tuSLjl4YTdGwKaE13ufDjge57v0Wqd5f2fnuG7Lqnzsms7PHpsyBfv8rBxg12bfHZvEWzfZNgwFRL4EcYmeDpBKVc24muo+YIo0vSHPp2+pj/U9IaK3kDSG0BvaOkNDL1+Qm/gLvTOAFYHgoWe4GzbMjHR4c03LvCDLxlxyTl1FldatHt1uv2A7sCj29f0BoreQNAbCvojy3BkGAxj+sMEz2+Z73vdq6ILLzjv2m6399jzrrzo/70Af+Dr/x3f82v9fu8/rKys/PzKal8ORj79kaQ/FGtBPjIMhob+0NAdQnckWB5K5jsQJgPe8eqzfP8L+1x9viZJWiy3m6x0a3T7bkntDRS9YfpvD2E4sgwjwyi0RLEhji2JgcQAFqQSeFpQ86DVkEy2BFtmDds3DZiabHPbo5Zb7vXx5SRXn+9z5YUdHjjU47F9U7zsKo+gsczNd9R4zXUB01OL3HT7NC+5WvDJu0M21xt8z4s63HSXpaGmeMk1Qx442OWxZya5ek+Nqy4c4gdLfPF+xe0PN5hpBOyY1WyeFUw2Ja0G1HzwPIuS7ngmiSA2EMWCKBKMIstwBIPQMhwaBiNHFP2RI4nuEOZ7koUuRGLIDRcu87oXdXjHKxNG4QSLq006/Rrdvgti3V0Wx3BkGQwNwzBhkP77nX6MHzTNhrmNvzw5Ofnro9Fo+Dv/5V3PGcaeU5twbnqgw7D987145WeFHclGLQCRFbJJhHBNOEIohBBImaAEKAlSWbS2eMpQ14KFfoMPf2kHX7q3zWuuXuH7bljl8nN7zE41WGo36A4C+gOP/kgzGCmGI8UoFIwiSRRDnCiSBIx1V72U4GkIPEuzbpieiNi+sU9sezxzMuKTd/k8eXCCmXqdqy/Q3Pi8Dnc80ebL35jkugsCNs4O+Nx9FpPUmZkIWeqM3EUDbJ7qsbIYoESNF16xzBfvrHH8TJ3vva5PnCzx1Yc2ECU1rrloE697QZvdW9vc+ZjmkeN17OGA7bOSmaagURMEvkArkYLcYqzT5XHiLtowsozSi3gYQj90q9/KSLDSBamHXHnhKm++sc0rrorYMFFnaXWa1W6d/tCnO8jArRgMJb2UeHLmHsWOKEaulS5OFCuLPbnc4z9cetnczl//xXc++D9+5V+/1/Oem6T5/3GA2/bvc+LMFmpB+K5h5/HX2OjYDb5K/GY9QIoYsAg0QoBEIgEpBFJIpMCl2ZVAqQRPga8g0Ia6tkwMFYudGf70Sy2++kiX6y5p86OvWuWiHW02TNWI4hqDUUB34DMYakaRIo4lUSIxRmCscOAWliBIaAYxgR8h1ZD59ojP3Cs5esbn0PFpbFRj73aPi85RPO/CDsKb56H9E+ycrXHpuZbZ6VWW2jW2zSqQhpvvDgiQ1APLa18w4MM3J5xeCJjbqFjsjnj8YMC2uWmuPm+B2x9p840nJhmOfC48Z5arzulz2Tkd9p9a5ehZyzceb3DoWINASAItaQZQKzG5tZAYS5xAmEAYC3ojQWcoaIcQmRihhly+p8OPvbLDdRcbdmz06A9mmF9uOMYe+vQHTuIMRq423a2oOOYeJYzChOHIMAwNw9AySFeL0CjmF/pB56FD7/zV9316dWayqX7vz774W48da/O+n3vLP16A/9f3/zVMvJXJ7nt/Ou7v+2XCUy0toR4EgEQAQljH3EIhhUVKF0hJJVBKoZVE6wStBJ42+NoQeFDzLXU/Yaom6Yw8lldn+PjXJ7njiQFTzQFvf0WbPZtWiSPN+dstF+5WDEfOLUmMxFqn1pRMCPyYAyfh8LxgEBv+8ssNVntTDPs+s3XF1hnNri2ac7cJLj2vTSKX+IPPtOi1J7nuIs2eHV0eOZzQadfYsQea9ZhOWCPwJViL73msDuHEWckF5wRcvGfIvmdCHjtQ57pLZ/hn37vIH93c5d59LXoDzVK7xbnbalyyfcCLLury2hd0aQ+W+Isv1+lHPsfPejx62MfXjggADE5qxcYQh7BlU8jFF/YxScSeLSP+yUtHTDY0m6d9wqjOibM1+gOfwcijP9QpqBWDkUzvMAxtia0TRqFxr0N3H0QwCAX9SDAymtOn2jz5kTumLj1v06+89AXnJO/7uY3vjZb/GG/mx//xAfy//tGXeO2rX6F+5lf+8p81xTd+4y3XPxRcsDOgN6iTBdpCACnAHbg1UoKSEqWEA7cSaK3QWuLpBN9L8ENLMDLUPEszMkzUYKYu6IWSzqDFsXaLX/vQLCQRkphLL+hz4c6QUSiwJsFaJ4ukFEgp8QOfxw76HDhWo+57NLVkQ1OwZ6tk44xm65xk1xbDBbtWiFji9z7d4tjRSa7d63HeDoPUHW55IGC64TE7BdMTQ5r1GgrnX3cGPks9w1Lbstpt8oqr2zzyTMjBk5rZyRrXXDzFP3vdMr/3KXjgQJPe0LLa05xZmmDLbJ25mRFbJwf83D8Z0Kh1ePq44dFDiiCwSGWQItVZ1mINhKHgwp0xV+5NEFYTRT7YaYZhwOkFj/7IYzDSDEeKYegYexgKhiPJIBQMRzAMDaPQMBq5x2FonMbPwB3CMHLg7kWC1VDSiQ3JYEB/+cHWSy46+hvvaV8eHVj4qT9cOTmdTG/7/n88AP/ND36ei3fNeH/5kU/82ENPHf+dr31j2XvkyQl+7V902LvdoKRBSuvuwqCkRUkPpSxaarSyDtDKJTl8z91HnmAUSgLPMPIT6qF1mjN21t5UZAhjGEWCYSwZJQFRXOPA4RZP7Lck1lUfAijh5I6nBIGGVgAXbYRWHaaakumWYnZKMzcNu7aM2Dq3ysgu895PTnLw0BRXnavZvU2yZ8cK9x0ccfzMNC/aK5meMPh6QE16KIvz1Q1ghix3apxa0Fx3aZ2Lz+3w6L6ADZOSRq3FFXsTfuqNK7z3U4YnTrZo9wztjmJhRbNhqsXMZJ2pVsxEI2a6EfLqayMCL8JTMUq54wmuAMwYSRgrlpcVcawJY0UYKUZR+hhKd4+kaw6JBKNQMAxhFFoH7JSxR5EljJwkGUUpq0cpuENBNxKsRIJulMCwz+U7V/i1f7HAd198Klg83fydKf9DRugL/2Tp+Cei2R3/+0H+vx3gv/L+L6InJ/Stjx7/pw88fPC37338iCdak9x0t0BKwa/8i1Uu2paglUEK4wJJ6UCvVApypdBa4WmLF0p8XQK4rwjTkxNFljA2hJEhil2QlWX74sSmS7bFGBdMZskSkQauWjq7LfAgCCSNmqRZU0y2JNMTsHE6YdeWPhOtFT5+e8SdT8ywujjBpTsV52zVnLdjhFCrfOy2CTY2FDOTkg1TI25/THLyrOKCLRAlgnM3Jlx/+Yh9B6ZYaguW2y3e8uIO9+8bcuiUpFmT+N4kl+yB//wji9z+5IDP3LqBxS7s2piw0tFMtRSTrYBW3adZr1MLDDU/wdPGEYK0bjUELGCMWz0SI4ljQZxIolgQxoIokoSRYBQ7tg9jGIUuQA0jQxgaRrELVN17lmGUAjyCQSToR5JOJGhHMBjFEPa4bOcKv/qTy3zP8w2dzgS9/n5P1YP3edqqRmPLH3ZOfzSe2PID/7ABPqND0T176l/e/9CB9zz0+GGv5WtMDGG9xU13Swah4g03dPjhV3aZbMWofh0tDUo70Gud4GmNF2p8LfE9xchzgA594U5MJAgjRRhDFBWWX5wY4sTm4E4Si01Z21pyaaSkQEmB1gJfCwJfUg8kjbpgomGZaiXMTYVsnOmCXOGvvqb48Bdn2VCrcdkuwc4tHju3GHZtXuVzDxqWV+pcsUMyNSGZngg5Mu/R6WuUgiSRtOqKrZtivvGoYbVjOLMUcMmeBt91ZZuv3h0w3YQg8FFqkkv3wD991TyenOeTt0/z1MkamzsRGyZjJpuKVl3SqCvqgSbwNYHnPHwtQUqbf0esu6iNFSQJxEaQxO6CixNHAhlBRLEhikxKFpYoXRUzcI8iGKYr4yCVJJ1Y0I0hHA6Z9Lq8/Y2LfP8NfV58haDbbTEMayTWJ2w/4xnDb3T6gYeovTe9/v5hAvzP/vImjDE/c899+37pxKHjzZm6ZGQsQgg6wmMoWnz5AcXdT9RY7C7xrrf0mZ2K6Q1i9DDAUwle5OFrD18n+J7GjwyBLwlDRRgLwpR9cjaKBXGs3ElLrLP+jCUxtmDtEnMLgbPZFG5l8KHuQ6NmaDXcYJ+5qSGbZle4a1/IBz/X5MCxSXZOeuzZLNi+yWf7JsF523sIb4WvPDDNdKCYnZRMNS1TrQETLYPvOdvTGBiFmtVuRKef0O4pFlY9uv0Wr7jqLJ+/u8+B0y3qQYRWPkJMsmeb5IdfusR1F53hAzdPct8T02zrSjZNREw0BM2auyCDQBJ4Ek+n1qESSFFcyNamksUWfn+SGJI01R/nxJAB3QHarYKWUQrqUewkySAWdCIH7GEYY4ZDJmod3vWWJf79D/ap+wHtXp1hGBCGPmHkEcWS9pkTTes1f2Vy7ir19GOf+80LLnvNPzyAr7a7+L73r/7wTz/5S0ePHZ+crFtGiUXHoAVoIegITV826YSa//5Rj/ufXuVtL+vyyms7zEyG9AY1/MjH93wC32MUasLIdb+EviKMJVEsiaL0MUkBnqQslQgSQ24BWisctq0LYoVMpYlyhVS+Z6j5hkYtplmLmWyN2DjTpTPo8d8+prnloVm6nSZ7Ngh2bhRsm3PgPmfLkFZjmQ9/xefk6SYXbxFMtxTTEwnGjugOBFo6sBnrWHyyESNVzErPY7UDZ5fr7N1Z54dfscpffcXn2LyHpyOU9LC2RZQoLt2xzC++o8NXH+nxgU9v4PSJBlsmYbqe0AwS6kERn3haolUaOKf5BPfViwvdXfhgEkOcrnAO6I4c4gTC2AE8jAWjJGXtGHqxdMCODEk4YrLW5dUvXeGHXtbjxssNkgbL7RqjKCCMvPTuzt8wlISdM5OxeeYVtUbvN7/xld/hRS//1/9wAP5Lv/rb/Pov/WfZ3HLhVU88dXBSCUvNF8jIukSNACUtWgo8KejJGp1Qc9PdNW5/sMnLr27zgy/vc+PzQqZaAWEYMAx9Rp47SFHspZJEEccqBbckTgRxLEmSTG+KVG8LzBhzOz/doBR4yuB5TsM2axHNekirMUCpLl9/3PKJOye49YENbG4qLtkCm2ckmzf4bN0o2TYXsmf7Cg8cGPLp2zcy6ytmJyQTTcnc9JBnTlhufzBAWncxJYlAoHjJVRG3PxqysFqj00tYXNFsm2vxxut7PHywzaNPbaDhxyglAA+TNBiNFNs2BfzQjStsmTrDJ++s841HpjnZqTETCCZqlqZvqPng6wSt0pxB+n3LeWubSRbjPPOM0eMU2HECkXGEESUwih1j92NBL4ZBZDBxyKzf4yXXr/JDL2/z0qtjGtpnFDXo9ANGoU8Ya6JI5+B2Aa6raV9ZOvmqRrjlV1fC7b/wlZt/L3n5a//ldzbA02lStYWFxV3/83f+6G1P73v6n7ZXe9QCSRRbl6iJrbP+Uib3JARS0JUeg1ixHPt84o4Gtzzc4/kXdXnXm3tcvidkelKTJD6Doc8o8ogiB/I4UUSJS9gkRpHEgtg458BYgTFF5Z3Nwe0cG60MnjL4XkKjHlEPRmg1YhgPefyo4Xc/O8VDB6bRScDeWcumKcuGKcXGGZ/Ns5KtcxG7t3Y5u9rhz77cxEY1tmwUTLY0k03LRCNkkCQYq/ClQMiUwY1CaUVsDN2hodNPWO1qTi/WuWiixdtfscqvz9c5NN9A68hJG6uJTY1RJOn2fa6/qMsLL2rz6OHj/O5nJth3rMXCcp1ASuqeoBVYatp1H3kqPfZy/HyRB9zGQJy6PE7eQZgIQuOAPUygH1lGYYy2IRsme1xxfpd//5ZVrr4gptXwCEctOv2AMPQIYy+VJIoockm1KAV3FEsX5A5GXm+4+B+Duoxjuek9N3/yD4avfeNPfucC/Kl9z9BsNi/c9/T+u5eXFr1o1BfNuiKOLVK4MWQO3I7JtQQdgy8tgRIMlKCnA4aex3JY4wv3uwGY3/PCNm/87gGXntNj54YBk01NGHtph7xmFGqiWBEbSZKoFNgSY1xeNA9jUnD7nnEMpxM8HeGpkNMrMftPGe54TPPw4QnueWKKOKqzZcKysWWZmRDMTipmpzw2zki2bIjZNjdgemqZj30e7np8iiu2CaYnBBNNSathaDVGdJMQ31Po2EkFa52DwUjSHyZ00gKods+y3NHML09ww8U9vucFy/zRZwOaSxIlIgdIo4lin1Ek6Q89NkzVuHZvl/e/q8c9T3V4+LDH3Y+2OL5cY99inUBJ6srJI19bAs+iSIk8PSwZkyfWybnIOOYOExiETqpENsbGES1/yN4tAy4+p8/3v6zHq66LaPkew2GLbtsnjDPG9lIwK6JYE8XOpsylZCon41gy6g2EHiz/QqMlk6A+8xuf+Oj7+9//Az/xnQfw+fkzzM1tqt1xxx3f/+Uvf9kLw76s1zRRkrGHRUmRJm5cWlkn1unfBLwYaspST9KlUAWMfI92XOevbpvgSw8O2DE74Huv77J5OuaczSOuvbCPQDE7I9FKkiQaYyTWypS5s3U5Sx4ZrHBNAYORQeqYbzylOXha8oV7G+w/1WJ1tY4vPMfWM4bJhvPBp1qa2SnN7JRg00zMlg0Dtm5c4a4nnDTZNqnZ0IKJpmaiIZhsxkgZ8uRRRbuv2N5Mh9taGEWSTbOCC3eN+PqCpT2wdAeOxRdXA84sTfHm6+d54sgS9z02h6csiAhrIU6cRBuGisFQ0+75TLeavPjyHi+7qs/SKxY4cAo+f1+Ng6cC7t/XQHiahaFmuKSQQiKESDW5SEFuU5BbEmuwiXOxZiZGTIqIqy8ecM6mIVtnIl73opDNM4KZCcVgOMnyqu9AnKRSJNapbMzusnpPhGPwzBBINN3VHv2R94vPf+F18uprXvDrZ89+/3DTpo3fWQBvNgJ98sSh/3Tm1JH/XxIPZLPuEcYGGTvmVrFNGdymthzotIHXS1xZqp+AH1vqStA0gmEiGGqPkefRHtZ59GjMI0dmESZix8YhV+0eMNlMuPH5Q7bORiRRjDXpibOFNCHVoFJZQgP3PFrniUMN/JrkwYMNTi3VqWnNhC/ZNWOZqhkmapZWXTLRkEy2NFMTmtlJmJuO2TQzZMemDgkrfPiWKZaWJrhsh2Gy5XosWw3DRCPC2oh7n/BZWvY4b8ZlF62F0UiycUrygksGfP2hhO5A0uvHdHqKla7H2aUml+wZ8I6Xtbn3qTqHlyZQwgBRWmPipQkaQX8k6Q08VnsBE40W0xNDrj1/wA2XDDm9NOSxwx1q9YTHDmnufTQgsRIhBXmddm4jWrAGjCGJLZs3xNz4/CHTdcPluw3b5xwYjWkwijwWV9zq6RpDUqmYsnUWF2V1PnEsiJJMmmROl0jBDmGkWe505JNP7f+PE5Mb9ezs7H8G4u8YgPcHA8Iw/OWvff3Odz391GO+pyTWc0fO6d0MYCATp7+zIFMbtwx6iSVKXDYxMlBLLI1EEBmnBUe+IEw8QuMRGcvJ9gTH7jVIlfCFhyIaOsZY406Sdd3qIjuDQrq7lBihaPc84lATaEmrZjlvFpq+peXH1ANo1gSNmqJVV0w0dJ7omZ2K2Tg9ZPOGLrFZ4Tc+Wueh/bPs3GCZaooU3IJmPaFZC2k2htTqdbw00BOpLEiMIIw9BoMhq0PDdOBqtbsDQ7urWGn4HDszyZXnjnj3D57lv35Uc3y1DiLB2BhjIEo0YSzT2hFFb6jpDTza3YB6rUE9DZZfcnmI54dce37CW75rmCfShDCpTVpE3xk5JMZZjVMthZI+w6FmcVWnFZcOzHGsiI2LfeIke8wA7Z5nQX8Gaue5SxfEpm5XFEEYuwD30cce9eNo8LbJidav3X/vHfE1z/+793j+nQH+0EMPsP/pJ4NOb/iSJ598uhbHBiklWhlcyavN0/AqsSmwXaTurDyLVi6w8UwWwVtnWxnrDlIa5UfGBZCxgTCQJE1JbDRRHLAYugy4tUXewFUkOktSSRfQagmbm5b6tCXQhlqqTWueoB64eyNQNOqaVkMx0RRMtwzTrZgNUyM2zvTYtmmJP7zZ8MlbN7JpUrOhZZhsuIuhWccBvB5yetmw/2RA3Rcu6UJW6ScYjjTnb43ZPDui2wtcQ8cgodNXrPY0rXaNicYUP/jiefafOMOffHZ7ahkajIlTz1ozCrP6EUl/qGjUNPXAo+67ojHfT/C9mMBLqPkJWiQombissbAIaSo+ebb6JYlkcdlNLDAmexQpyCWxkZgUxEmSAToFdQ5kx9SxETmg4zSx5F6TB7TWCpQ0nD51dOf5573kd6Vu/OQDD9w/uvrqa547gLdXl5mYnG7cecdX33vPPfe+MImH6KxmM63nlsIlDpS0xNKgpCCRFqUMSQIqAZ1ZValvnZV6JmMWVv46s7fSzJy1Gbirny8rr5Uiu7Cc5+1Li6fTuhYNgSep+YJa4BIm9ZqmWRdMNGCymTDVipmeCJmb7rF1bplHDg3589u20awFbJ4wTDYEzYaiURc066mPXh/x0BHBA/tq7J52f1+kFG4s9Eeaay607N0+5J5HJ+mHMBgm9AaGTk+y2vBYWKlTC6Z4641L3PfkAo8d3oy7ZA2JSYiNTZMxrp5kMJI0aoJ6oKgHhsDzUoAbPG3wlMsOK2VyuZgzeem4ZQkhlxQSuRtl0lR/YkpWbCJT50WkDRfuZ/nrNB9Rzk1k5zaOC2syMe7iandH+u57HviRK6+6xrz85S/76eWVlf7M36G/8+8E8JWVs/S6y//uzMn9Pz7qz9NqaGc7mczzlSTpgTTGSZVEWhIlUIkgURZtLEliU9/a1YkkCRVQmzQLmZTqSPJkRWYBlsGdnjApCntMCVDKZS112qnja/A9QeApAl9Q8xW1mqRZE7QalolGwmQzZqoVMjvVZ8vsCg8f6vPvP7CJE6enOG/WMNWAVl3SrCuaNWjUEhq1GM8bMQhdsVigyDVvJlGiWJIkHi0/ZpgYeiPp2ueGTpO3u4p6EFDzW+zaHPHf/uUq7/6A4JH9m8BKEpOQJIY4jggjwyjUDEeS4UhSDyDwJTXf4vsKX1t87UCutc0BrqR1LJ5LlRLIAdL8gc0AbkVe01LUtpCD3J03kVuNOWFlADcUK3d+nt35z86xMZb9B48LoZs/vuuccw+GUfgrfxeM/i8D/Ou33cypU6e3L5x++pr28nGadZF/+AyYSrovLPNHB+okMRglUmBbEmXzhIPLrokiy1byam3K2jatJbHZ8yq2C4BLUnvSZfS0dIkPx94yrUyUKRikkyg1S7NmaDUSJhoRk82QmckBm2ZXefBAn//4x7McPDHD7mnLdINUcyuadUmzbmkECa16SLsf86k769hE4yuLlMJp8PT7RLFECc3rb+hy+xMhnWEtbQFL6A8U3YGk0dPU/YDAn2DP5pj3/LMlfu6PJA/u2+g8f5M4Wy9O0vEWklGkGI7cdwoCQeAJAs+m39cF9VpZlEplowCR1qxk9fg5yHMmz1L8lNjcWYs54PPzXoA6f539LGPuMWAX5929FyeC/QeP8enPfuGaq6+8aPsnP/mZE2984+v/zwG811uk0Zjd9tTjt//W4faZN4ajDoHvoWJDrNzSZEzxpZRMv6wUKaAliTHuSyUFuG2pZsRUHt2/l9lZhUNiC7ahSEdnmUpRAriSRX2Gp10q2/OkA4AvqAVuxFo9MLTqCc0U3NOtAXPTbQfuD87w+OE5ds9KNjQTJuuucKpZVzRK7N2oh1gRcmZ5AincNieykkV0jGasx+ZpizYxvVgwCC2DkWuG7vYl9UBR8z18r4bWk1y6K+Y9//Qs//GD8MC+ORKriBJDXKobCUPDKFDUfIkfuu/nezK9qLNCLAdwlVq2cg3Iy591DOiklYmZ6WKzcghKzE7l/Cel5zmQs3OdlMENiTEkBrrLbY57p994+WWXJG94w+v+zemziye3bPrbT8/6XwJ4Z+UEo8HKBfFo/s3E8zRqmtgYpBSoBBJZ+lJKpF8MYkV+AJI0EWOSMVBn95SlM6DbMnNTLpqylTMict0tUuNEFNWCSqJ1BnCB77nS2FpgqQeGepDQqCU06zETjRGTTQfuB/YP+Q9/OM1jR+bYMa2Yaxom64JmQ9KoKRp1SbPm/o1GLSbQIfc8A6eXfJq+k2ZCOGsuX+6NpD/UbJkRXHpej7ufaNEfZe1gJg06FTVf4Xt+qqGnuGRXwq//87O8+/2WB/ZtJLYpkyeWKHH172FkCX2J78u0NkXmK5bWqUyT5CDPAJ4VZuVHU5SkXyYLcW5Ldk4SK1KgkwPblF+n+roAdnGeyyDPY60MDygOHpvn6In5Nz/x1MH3drq9k/9HGPz0sbsIfLVt8czj7zl19F58bZ1TkjidG8sC4MY4rWXS18pWlzJjwChRBXf6PC9rzQCOO7o5oxQck7JOib1Tn9clllylYFYO65omwPesq/v2XYFVPUio11wtSqs+otUcMDvZ4cH9Q/7978/y1LGNbJ3SbGwYJuvQrLsqvoK9DY1aQj2I8L0Rjx/ULCzUOXcTRS1Iek2a1EkZjDTn7RBcuqfPrY8Y+qFkELok1GBo6A1cdaDvaTzto1UDKQ2X7Fjhv/+Ls/zb37U88PRGIqPZkBgH8AjCwNVuB4FxAE9XK1eAJdJ7WqciCyknMrCn4B6/ZaSSAT2TjeMpf2PTWKkSO1XlSCZB87iqAnJXtx8nli/ecg9KB++57JLz3/zFr95z8lUv/dvtDPe3AvjxQ/fyh//9Rbzhh/9s6+rS0avDwSpa+0WbmbTIRJDIQpspY0kUua42JRbPrnbnimTsRoWxXbq9YG5syQpMz0R5WZXCaX6Zs7dzTrQCrcFTFl9bPM9S8w2B58BdC2IaeaFVn5nJLg/uH/Hv/mCWp447O3Cu4RJAzVpaolpTznUJTNpwEFPzI6Qa0Qs9pNJ4yqIUKYsXAEmSrOnAo+lHQEw3DFyrWOhGMfSHksBXaaDo4WmDUg2ktOzdZvkf//Is//Z9hvuf3kSUeGmDsSVMLCPPUotLGtwzeMpd5Fnrn5LS5SbS45SBvHw887T+WDBfyJWSdDRZrX0G4gzsNh2OWjzPfl5m9TLg4wRAsbi0yj33P3p1u93Z+q6fevvJr37tXl764uf/7wH4cLDCO376tqlu+8xH2isnfK0VxiYIIV0AmQgSmX1YUdFkSXnpSspBY6avqYC7rLXLWcmcudNMTnYysnvummT3dBnWyuJ5KcA9g+8ZAj+h7ifU/Jh6LaJRGzHZGjDZ6nDfvpiffu9G9h2fY2PLY65umKxZWilzN2qKRk1Rr1l3Dwz1IKZeCzlyxvBnX24R1MArORXZx7a2sNi6fZ8ffmWbP7+tz/xijUHWBjYyDPyEYCiL8lftlew9ywXb4bf/9QI/8zsJ33hyI4O4xlwiCBNDw4NRZKn5lkBnJbRuBdPapAAXrpk7XekycnByKgO5AGHBFpSeEUxZNpo88LelFXjtypw9FngoGwxUsJIYi1KaAweP+9dcedHHTp85+4bNmzY8WobB3yvAw+6johvG13U63Y2BF4OQKUgdcyspS6C2+fNyAGIsKYuPOSQZqI1wnrYptHbO3KXPkh3ucmAk0y4WKcrgTutdtHEtb9qkAHeJj5ofUwtC6rWQqVafYdTj8/fBr/3lZvYd38CGlnbgrhfgrtcUtZpKE0MuMK35MYEfE/ghhpj+qM6kL9DSFZqJPATOLmbnKUexptVUaDFiGBsGkcgbeYORYegbBp7C9yS+VmilUcpPLxrLni2CX/+JVf77RxJuf3IDJ7stholi0rO0fEOYWAJtCWKLrzOL1JZ0uCgYPHV6ssey9Bu/Feek5Gjl8VIB+nLteXHObUmz2zX6Pct1ZNreWLjngad2X3bJ3j9dWGo/n79FGv/bBriNHsaY6DWHHv/EHw47p6ZUTWOMSbNcmSyxpWQApeRAyV6y5KDPuktsbj9lB0dUg8l1LtmcuSkCpLwsICvoUoUt5qU+sK8duIMUkDU/pFEbsWGqx0J7wK//eYM//cpGQjvJxpZirm6Yqlsm8hS+69VsBG7GST1w4ypqgbtQPD3ilgc9EuM5tpSpRSiL71G0jkmiRCGFxyue1+X3P7uBbuQxmbJ4LXTTojIG95TKKzKzCQTWCC7aKfnAu9v8xS0DfvVDmzi9PE1vQjOdKCZiQ92zBJFN/XAXg7i+TVFyU0RRUiFFaVUU31ST2/RJTkYVqVKqO7flHIbNyl7ypJ0pJfDKgE+sMyTufvQ4p3/vs5v/3U+89lV33v/Ezddfc8nfL8CTwZNgzU9P1I5tDVsxozBwA+iNRRqBSlO5me4uJwRyUKcRdxF5i5IUKbeUiWdl7jJrZ+WvOXuLrJirkCVuOU4zeemYicCL8XNwD6jX+tzyoOFjX5/gI7dsxIgJNrYEG2qpLKlBoyZSUEtqgaKWsnfNN/lKEHgR2h/y5funMIlHoMhBk+vaoqbJpbAThZKaV17d5/2fDOnHvmPxyOYd7YORcdpZu9kwSpEzuDs+gulJyY+9skNdn+Zvvt7nloc2cDau0/cVk7Gh4aVMrsDXNo1LbM7ieSmzFKXkTxo7pFqwku0ssU7G4hnox12vgsWrSTpnDWcZ6cJazILwTK5ECbRHiiePrW69/4mjP62kuPnvlcE7y/sYGu+dnVN/9Pyo38HTNaxNEML5liaRqYZam+2qpnpLqXVTTiCIijtirVgX2BWAZ8DGptF/mplTNs/SVcCtXE2G7yX4fkjghbTqA/zagL/4kubX/nSOIyszeF6NTXWYDQwTNeOyk4Ebk1avOXDXU/au+TYNUN2KUA9CljuGfuyjtMKXJncpKhqcYnWLY8Uo8gn0gKnJPu1Rk2Ek3dQo3+KHrnbdWZuqCA6F20yLtH7EGMFUS/KDL+3ykmsWec+fjPjQF+dYjloMAo9mJGh5rgkiUCIHuSfTxE9p5csDdVE61iUWHyfzMhFVz2OVwQt2r8rT7F50YKUJofS9MHGkuLrU5Wt3P/P89/y7N7/zgUcO/NHVV5z3dwf4sHeWJ768iZ1XfPCFw/7CnIk1AotWCWCRRmKkRRmTfkCZB1HlFG9iRKqry+nfouahKklKpa4VYNv8AGeuTblDR6aFXFI5YOdd+crg6Rjfj/B1RL02IvAHPHU04W9ur/Nnn9/AyZVpmnWPmZpl2re0aoZGAM20AKsWSJfKDyQ133nntcAFqoHn2LvVHPKl2xUHDjWoZwmVzJ0oISSTZElaqBRGmov3wEuu7PLx22bp1jWt2A3PHIWWoTZozxQ2n5SlC8dWEjNxItky2eMXf7zHnq0RH799kseOTDHUdXqJpqkFTWUJdDYHJi1CU+54alHEMdmFKUXVhl3D5GWAp18waxHMAV4Gvy2YOlvFyzFZVmMUp6tclOLGk4KjJ5bnPvzZe1/4np999x+dOLXA9q3ffNj+twR4HC5x0UuP/PPFY5/40Wi4jNYyPagJQjhgGytJEomyIq12K5IZVRlSyJWKQ0LVKSFj8fXAXWZvYSvgdrNU3KNOC4s8HaN1gu+F1IMQ3x/Ri0b87kdrfODmDZxdmiJSdSabitnAMuG74KwMbsfYKi3GEil7O3DX0qq9WhCRJBFPHPHpRwEzfrr8ywwUovLdyoFmHCsmlOaSc0I+pkd0Q83AF9SjVDtHBi80aaGUREmBUG4Kl0hPodP27pjHiWSi4fEzP9Djba86ywdv7vD+T25gud9ioAO6nqKhBXUFgTIO6GmdfvaZc5DnALdV+3CMxiuxUpnB1zB5sVonJemSlMCepBdAkoI8Sd9XSnLm7DKrSys/um//bfeePrvygb8Tgy/NP42e3NtYeOYDl416+3wpExeAYLEIpDT5QdVqDNSmVI2Wsji5HMkYW5Su9KIYqUIPpWWxAHeaXCqxtysgcpVyWiXpcM4YT8fUaiGBHtEexNz7qOAPb5riKw9Os9SfoFYLmPNh0je0fEvTt9QDJ0ty5g6Uq1cJJIHvpEnNK0DuezGNWsjZlZibvj7DCI2vS+DOGosyDZ6B27rKvChRWOvx+hs7vP9zfRZWGwxiwShyVp8fgRcmeYJGK+WcDyGLf7ty4bjupkZdsXlmwM+8eciVe07y/psmeXj/BEu9JkMV4PmKmpbUJfjKuirLtKQ4y3BWQV4CerEgMX7KcnlpRZW5KexhY8cY3FaZO0mzpImFJP3/pABp4O5HDvl//NHbLnvPf3hb45HHnulfcdne/zWA+xzDthe/x1P9fxPZ03hBuRgnPZhWpqlbmQaR6fOcpcugLuvtAuRrGLsE7PQvuSBnHNjCIFLmliVwu3tMEIT4XshqL+aWByWf/FqTz907xUK7harXmGgqpjyY8F0Q1vAtdZ+8LjwDt5MmykkT3xKkwA78zI2JCLwRjxyULA4CAi3xpUvwqNJSn0nmSkd7ItIOGM1MXXD1eT0+c/c0/dhjGAtqkcUPnX+vtQs21cixt7uAik7inCkzZ8sKoljTqHm84bsGvOR5y3zh3i6f+FqTOx+dZL7bINQ+fV/hSYkvBYEEX6baXBSWa8biUlQTaxn7rCm3zYBeYnFTugizwDJL9+fMbQWxdfo7SgGeZU4FoIRm34lVru6E/+ZTX3ro1nZv8In/JQY/emqFfn1q7szBj3+f3/8GGyf7GKsgZW9ywI4BvAzy9LklfQ9R0dxUAL6WEvKLKQsmM4BnyRNpXfG+NCjpCvl9z8mFwItYaMd86X7Nzbe3+ORdkyx3mgi/RtDyaGnBlOeAXfcs9QzcvqAWCFcf7ktqnhuoU/PJ2dsB3Dg3Rsf4XkTNH/G5uwNOrdSZbQm35OcuxDqBWS5RCh2+YUrz2hf0+NQdkQN4JBh5EMRumpQXGmftlcoQHKuWQE5BJEnahJ39+83aiLe9bMBrXrDMZ+7qcdPtDW5/uMV8u0GsfAa+dmPypMCTEi0co3sSlLAoIdLzUGjzsVKg0rksNHkF5BnAKdmlKaBjK4hJ9Tkuv2LzwCxX+BAl3PvYg7zmxbPf9443ft/X32EXF4RYvxDrWQHe6cxjTbx7/3Hzo8ngGG86F/ptD2tVfhCtkSVgyzHAF+9V2BvcxcGYLBkLKstlr2VZItJOFJmxtnTzDH0vJqhFxFHMiQXLE0c1f/b5Ke56osXp+SZJUEO33AZOExqaOqHhubnatbSjxzF0Bm5XkefALXKAB74l8Ixjbi/B91ztyuOHLU8dqSGkh68oZRxFGmQWMF8DwjThEyeai88Zcum5XfadrNP3JI04ceBWEGqbBs/p1CopkWRJGTd+upBA5JLRlQVo4thjEHrUgxFvf8WIVz5vlbue6PKhzzd58midI/N14l5AXNeMtEYIiUrnsmsp05k2rjM/ly6sq1Qon9Lc+6fK2LHNgFyUQZtywREGbFKY66QtiZ2EzXqe87a96EfjZPF93e7iwt+Kwf/bB29ih/e7jAYb1JQ8zm1Pa/Zuibn0nCHWCoQVrh45SQGedrLbnLXdY2Zf2RJzMw7ydQ9PYUtJYREZe8t0QKdwwNY6QakYoWLOLsMtt2ueOlLnlrsanO7UODrfAB2gWh4NrWgpS1Nb6joFtbbUPAh8kc4YL8Ad+K4OJPAkgQd+hb0TAs+ktmNMvT7i4Bk4cqqOktrJE1le2hnTylWrLMlbwTTnbrVcsKXH44dm6DcciwcavNjiRWl2Vpk8A+nqRzKXRubH1NhCKjpPOW01SxRR7BGEPhsmQr7/u0Zcd1GbM702X/5GwL4jAV96oMnZpQArPSKpQSlCKSHdaSNL5UtEUZxVBnqesnUAhlIlYoXRTVFXlFVt2cQB2RggSes5HLCFTYCEyy4ccc2lA/7w4/cRfnxVHTm1iun8JXLin3y7DC74i7vfsuno8ac+cOsd94tjJzfwia8kbN8c8uPf2+fCHRGNesyObQbfCIQpgG6MKmntEoOXQZ4D/FnAnQczBWsraRFpw6xVCcYaFhbgmROKv761wYP7A44eq9MdBfSTALSPbHrUlKChoaEMNZWCulxN6An3OgV3kJaZBinIc+bO6le8JGVuB+7Aj5BEbjs967tUuDRu+KWoeuBlhrVZWUKW+U0kUaIRVtFqhsCIQeQx1IJ6bNMy2DQ5o1zrX1F7I0ulALIAVPlvJDIHuBenY5QjD9/z2TAZsmVDxKU7RnTDPkeOt3l4v89ffbXBvuMBSws+sdXESmGEyhu4XXrWXb1Fg7cYO5vl/5SyQZi1zJyXJjpgq/S+Y1tEsx5z0c6QH3vtgO2bY6ZalsMn7heXXbbjA3PbrnhF0l89+20z+M++8zXiplsf3nPPQ+K8u5+Yw0jD8eURjx6Ouf3hFkrE7N4e8YbvGnLthSOuuSwiMYaWD1N1CymTY6XLWuZgzrR75Xofu7ZM2m6WdX0bRrFlpWfBg2MnJbfd59MZKj5/V539R2v0Ep/YeqA80D4qUPhKUleWRgZq5ZyCIAN32q7mexBo1/QQ+K481bG3IPAh8AsZk4E8q2XJ3JOTiwmfuGWC+Xad6clMs1bZu0RqVRbP+xslo5HHhhnFm1465NaH+pxoN+j7kkYs8CMIVTrbMSKVZhRanNIoCGRR2po2JxStZG5Cb5woPF0A3dMxnhfR0hFXnR9z5Xkj3vrKAU8flXzhroDOSHHrfTVOnPBBS5b6mmGkUkBLbLZEPZu9UlgrxVWepXVTkAtrmWokND1DYg3XXD7i2gtD3vBdQ3Zvc/szNX0XV0SJx+RuiU3Med323J7W7Kvn4YfWZE/WBfjicrc+O9n80AOPHGj4zTrDxEKisSaiE0dgEx4+YHjkqQZb5mK2b4kxieHai0K+78Yh1rrujJmWZe+5EbUg/Q75GZasf3OBYzgSPPqMoj+SaC15/LDHx75SwwrJUtfj2PGA2CqM52GVBs9Ld4OQBFJQkymopUkTGq4Gw0/T1F7ei0k+a7wAdyZLsoYIJ0scexsCnbJ3CojAG3H7o4pbH28ifEWgstHFJfdkjNhyF6lUxpB1po9GHjdeOuT6K7r81a1T9OOAYQyBduMVdJz561nG1qSSQY7p/IzJRTWgTVeL2EvHPSQKL9HEcUwYe2gV5y6UUjFX7I65cu+IBMPx1/RY7gisEHz0lhqPHfLQWjAYKR57RhOOVFpzsw7QKyzu6vyDwOFjupW4CkRjeeOLR1xzUYiJYfvmhM0bLTaU2ESTGLf7RJJo4thnGHpEg2cajQ2v/ZCJu1cC/W8L4I/vO8zBo/P+4nKXmpLEQEwAQoPUYBOsTbA64WTbcnLZaab7n7a8/yaX4bQxbNsQ8/JrR0w1jZNU1U6FMeZ2KJASVnuSz36jxnJPIaTT9iQahHKdwzXlPodQKOGi/kBBTVoCafBTX9crAdtTKbDTZmPPEwRauMe068VPq/ZcG5uTJr5vHeP7KWunvreXypMwjnjiqE+nVyNoSQKZFljldma5jrA413ngleUOjCQ2ijDy2DAtufScAYE3cLUpsSCIXaCpI1vqxjGufju/iLKQL7NiZVHFlyffkrwWPdaSxJPESUKsFCrOcghxnkvQMkEq51Dt2hRz7tYEIQ3X7O1hrStoW+0JPnunz+pApPMPxbNHnukVbgxMNQ2vuCZk6wZDErvyDKlwq4GVJLFH1HOytyyBE+NWnsRo4miVbvuoPxpF6/6pNQA/cnKBTrf/4+/945tnFAZPSAIhsFKSCAFWpZFtGuFKC16hoWy29PiGkyuWD32uOe7+l1FdBXgmY6SEQIAnsZnmyx9dZK/TrFsgrJMeaZLCT3c38LI0tLJ5F09WD+26XERpOxQH7kya+F6m0d3sFDfL0KTjF5J0Vrkb1nl00fCV+xqgfHyV2oNjAeZa47ic3RPpXECZDtXRxInHK68d8Zef7/PkfJOu51GPXaGUlxZJZX9D5JapKRh8rCzAxUKZeyHcTHBjcgdHx4o423BAJSit3CYE0oHcbYmSEIYGIQ1KuIFLTkYaGr7h7a8yCGXTnIWtnudyx36e73ClG3GkCIdebj2bKHXixp25NGB2AE9nUKbybuX0XTPnXvqOH7fRmfcJb/M3B/hHP38vozB++wNPz09ExkXJQWp3RTad3Jo7IWUtlQUOpuAoZcEfB/Ua6i4BXBaIyKgJmRb/uKS0lm6uiS8sXp55c6zmZbXfaZlq9tzT5N0sGYt7WuB5Wc+iSnePSGWJ78DtexY/7frxvST1vBNX1+JFSBnx5BHJwdN1hNJ5giSvEymXnaZftVyPkZUIm6SoS4kTx+LnbB5x0e4++86OGMQeAy2oJW6Oo45tXu8uUy1ebRiW6SkQpdVCFs0FOvPf3V1rQ5zIFOASnTiAS5WkjybfVkamTlbuaEkH6sHQFFZuCnJBVidjq+c6eyfDEWWHrch6l42JLENucyZ34FcqQXNgIuzc9fZIeu/7pgxu7SrGWP9f/fzH5WgUu01RHZEircWzEIuUcUhPEEXAtIalyx2rzwrs7D+imCFI2g2fPs+yap4ELVxBUFbIpEsAV6oAeXEX+eZVOn3Muup9T6YgL8Bd3IvOH7/UJOGCMQfwyEZ846E6Syt19ITCz9Lc4ynudb59BeS25KYYyXDkMTMtedGVA75834huXGeQKBpxsTLpxKYTa8uJL1MJNN2RF7lZUTQ8mzzwjI3AS2ReeekAnta9SEWcDgqSInsschBlI0BWchUZwIssdOmbV85/eZpW9tNy7oQKyEVhRadQczN3Itqr8zKa+Gf+0VP9cNfWxrMx+AAp+Y0tc+G13SjBlxKdniAtMrPe5qZ9XktA9rq4IjPf85vydilRkIFZZenhFMhSVIfmZzsdK1EAXMlsFII7+a4WXFQA7hqORdpZPg5wsQ6wU3miDZ7n9oV38iTG1xG+DjmzbHhgfx2r/DT7Vyr+KgWWZQ88B3euk8vji0U++88mmqv3RszO9uksNujHdRpK4KVaXGXlwcKNhZMY1zqIKf0pWTBl2XvPlnudVoAq95god4+VdBJFWSdRpE2Tahm4bcHeWcFbWjaRsXZRHFeQXDnuXFMtWs6LjOVKjKkCPefQvPJxxPEFc21Dhr8B/JtnZfCFxScANp9aeFyGsaUWSBcwUaqjoOSxIjBURzmMZ6/GUV2uO8oLqChGrMn0vQzUleGdogRwWQK6KgE97Rb30kJ+nbO3Cyhdy5bM706PU9iHniHIJkGl7O1lIPcSPC9G6wgpQ2570OPOR1qImsZPAZ773/m91P61hsEL9i48cZeU6Q98XnTZkO9+Xp8//3JImAT0E0ktbSzW6SYC2WhqKUHEZk1SKZMrJi2RKyo6HdATYzFaOE2uBIkWqMTNrlHGoBKZg7u63WMK9rRkQpaGeYoxeVJc6M9OeTmTl8GesXq5bin9WZbhlsKiVMTBI4/KWu+pzeP/bg7whaVVNsxM7v35//lXO754V0DLD6lrm4MsA225VjubKlUGckWUjLF42Q8ugzt7nnfnlNPAIkt7l5b+VKq4zpYC7MU4hGz2R2kOSNpNXswHKcCdB5W66LjP5/mVmNvTMZ5yDD5IYv7gs7OEIkBLhZ/VopdyIMV3LNt3VR2eAT2rpc9svCTRSOvxk6/r8qmvDllJavSTGvUEvESgE7eRgJaWKJMqqVwQjAuBEpPrlMV1Oj1Mu3ENni76aJVyA5lcttSiVEp0wiBVCdxSlv5ukZQrlzSvB/RvdhuXKpRWu+wHNitPEDaVK3VecMGI+syT52zc/eMXR6P2k14wWQW4pz3CKHnnqNO7Pgj7NBqafFmpgLYYlba2rUywDmlX/v9cxGQFO2Wg5xVrVIEusvmCpVmDlbuosHfehpXNAEnlidYyBXnWZV6SJSmwvdIcP99zLO552W4Qjr29IOTJQ5JTSzVQHkoKp7/XYe48vBDrHw+bdbGkGtx1R2Ujij22zERcsKPPvQcaRNqnHwtqSrhgM90tQ6Z9nzIeywDniXLApkyeFzxlHVhF3UqijGNuDYk0qETkva1J9jeSbOSbdMydW6K2yuCl+vFsRPO3A/AyOeZ2Z0Wvrz2KQzziBOrR6Y2bzuUcpeST2U9zgPc7Z0hCj8lgyFzLEmWt/SUAV+LHEsiL199MdZfYu6RNM3lSHIxyaWYB7vIQzSKDRyFZlMhZXKlisE2+/XcKcMfgfBNwFw3K4+ytlQsuwzjizz7X5PRCHRFk8qQ80LKUxaS6aj1bE0DmqGQMbowijDVb5wTveG2Hx/+gRS8OGKqAQeJqU3T23WNKTCrSwM6Nr3aPqWQkregkCziLqkbnlzvJotPxeo48DMpkmxdIJ1NKTSb5ucrHY9gqg5e0+Pj5/6Ygr/gUVYCXlUQ26nkwUpxpG7Nw5yPGmmH+7+QA/6tPfgWlJM8cOoFWAiGz4ZeldrJxgNtvBel1AF6xs8rgrpZhlkFSAXi6LV7RQ1jMHlSqNMVKFXeVjWxT0s1GyQCubTpKosTcXtkxKUDupfv51IOQZ07AV+9qEAkfJRWBLMBWAbessrgtNWaW3YLyeOK8yyeRxLHGGI+XvXDEzk/2eepYnZH2XOJHpnFGzNhFZUvHOQV5OoPD2pJ9aIvZM0k6/zExoNORHzpJ5xcqiUwBrgTpHJUimM6JKHdyCllSZnIqn+vbBXllzU/Vg6gcv+J4gZSD823vvpdazBcrAD9x7CDbd+7h3b/4W0G7MypqmAVU5gHmyBZVrV15MkbX+UubdmdXO0IqMqXC4GX2FmuZvARsqYrdijP9nc0iVBlzp1Nl9Ri4/fzunJOCvU2a0CnA7ekIpUMeOaQ52w5AeW6Dp7SDXwrWNDiUffBxt6w8JTfrW821eJLtoKDZNDHiqj0Dnjo6wiQ+fRU4TzxLKpXsQpe2LwZpkoE8kyu2sNqyOSQ6fa5Tfa6MG7+njZMklUGdprRKjQO9Am5yj7xc9lw2Gta3D8sAH/fNi/fzVTAdUWItKBER6H7wtT/+1zy17zAXXbjbAXx+ZcDT+w+87YtfueOnn3jiGdd+Zsk3Lh2fUUJpTMB6H3H84iwOdvHls98rA6Bcu5Fp2CqwRcGSZZmSsbcsdLdKmdtTMh/bptUYc3ulR881UrsZ2sVjkbp2Tcu9YcKffX6KpVGACBRaCLQ0LuiV1YtzfPxZ+TilStk5G1lhXZq1y/xwk5a2TjY073h1n8/cNaQX14iUx0A6Fi/qUsqBZim4SwNPVyRisEhs9lieZqAyRnTzUoxKwS5TCaMsiSDfwCDX/aJg7kyiFEGnWOezjEmVzBIpxXtVaI3r7zGb1RTyrt8NCSZnfvqHfnn/fVHU/Yucwe94+AS1IGg+8NSCt9oLadQ8l5QsfYhxd2Q9cIvqZ6o8HW9Wrejv9Mtnxfvj0kRIUOncvKpEKY8fK8uUTHfLStLH89IRbhnA8+eZFZhJEpOCPUGniR1Px3hByIdvDrjviQZIH6E0NWUrwaWQ4yuS+3JiDOEVFyWv3x7bSSHJ0vcez794wNte2uUDN9Ux2mcgfWp5oqsUgJeBVQaONWAduLMVeLyN0NiUzSVomw5MTfMKypTBLUpNyRmDF5ZuRYdTxFP5+V+jxyvoqbhAFSStwWGJyYXA1wOmase8pjfXTAjJAT7l4xptdXHQpcDJt7G/9HcBeNkapOwPl3VrRaKU5nNU2Dtjblll8LTjvBxojg/erGjusiRRJc9bp363cragVq5xeXHZ8JW7Wiz2ahB4aCHwhS3GQ2R+tBRrWHy9W3mwfBHslS1DV1gURprppuRlL+zz6TuHnOkEhErTT0TeJJwfl1z3psFmCS421+RgrMlrVLLPoVNHRSknmRx7u1F7SSnAz1ys6iSsIulUXGBVJ6XqqlRjMvfGt4jobJnnq9gUKbnExmcU1oljl8nVTx88wfZtG3d95GNfev2p02cJPFUtEqog+9u7lZfkfJ5G6ctUdKkYu1MaIVYa6Zt1r+QHNhuNPCZPCplClb21RVdYu3x37O3mqJRHTqQMrmJ8HXL4rGDf4RpYP6890VnwNR4cszaZlR3GdV0UU75nGz+JvADLoLl4d8juzUPOLNexiWNxPynKA7LMZpEuF7lUKE5gJlNIWV2UgO7Y25SArtNNCxx7Z7LQkoxdVBnpCGPTldm6C52yXBkfdW0rGMn9kfVIITc3REXWkB9jixCabnuBaNR5/TkXvvIL/c7xo1oAw8Hogig2rz9+apHZqSDf8u5Z/9i3AnhZe44DO3udtz1Vl/PxYTPFQSyYO5cmktS6Ggswx8DtRritBbfO960pJImXPeqsLjrB80Ig5vaHmuw7U4fA1Z77sph9Mt6eJkpf+NkOYTlAzyVKRaqoXKaEQ4/zN4Xc8Lw+d+9rQOITK83ASIJkrYtT1sGOGTNGdyDPmsarW5QIjEwli0ovwBTUJl2hTIlciiyzKMmUlM2lQCTkzJ5fcBUc2HXJ8G9DpQVJGpTShIN5hEhen0Sj3waO6mx2R80XNGuubmO8Au5b/5l1XoviI1R09xoWF/nyUgZ1BniVLvlFkCkq7J0FnpkPnoM7n02YtXmtw9opY2fyRGfyJBs9oSO0igiCkAePSP7yiy1GoQ+NsjxZD1iZH/3sx7AyZ9tQcVMqzQmlpuTJuuZtrxhw6919HjjoY5XHUPgMRBpsJmNsmUuDcjRXZCwKPWvyiQhGyXxVyS5cI8nZ25SkmMzPj5tXUrZ4s/OJSGVTKftYYCFb3Qt3ZT15++0QqhBp7XvsEUY6b+jWSRwRRyFaJjTrruio+Me/PXR/U4CXWZsxUJeZe10WF/mBFDnA06HtopAjMgu0VBEUZYPnM+bOAa6yzvSU0dPZhbkkUQlKJ2lnS4zvh4RxwhfubPDY0Tp4HkKoojRW2DTAS92D8e+2Dsgr4LblsWYlmZI3DKejH4xiNPK4ZFfEq17U58ljDQZxiJGagVH4SVHKoEqsWVWama9s13aPpYytrMHKFOxSYlVhHWbOirQCadzfSnLLUOQBphQCYaqryDi5VbFRWl3G8PTtknoWxCeJR38A4ShiNIrRN910M76nOXVmnsmmV7GOvhXG1wBbjD8Xa8E9znClgNKVgIuxIFMU0kSU2ZsSe1N5zMGdjU8ugVyX5oRrnaRWoKk8FgzuMpcHTsFNtzeIIsfeUgonT0S1NDbbULn8vbJgJgdaKVFWaPFxN+PZg81WTfG67xryidsG7DvpWHwkJYMkZXFjUQZkUsgFklQeJJl/kjK5qn4OrVJvXrnPI1PrUEmBlU7pGFnU/0iZgl047S1L568MdijATvrzCsDJpNTfHtyifCwNhJHHI48+wYFDZ0hMjB70l4iUIon6+J4rgM9G337Tf3ZcZ68L8PGr9JuBXBQSRWaReVl7FzsQKFVYhWXWzpoAtCTdDzLr7imArnU2IapwT7y8myXOga11hKciYhvzqa/V+cbjdahrEBpPCjxR6twZz2Cu0eLPchjTmpDKXG3zLAFnIjFKMRp4vPDSPq9/SZ/DH6kzMh4mUQyEh5c4O1VlzJlkx7hwVorLqxR45j64O5aZL66sycFurEAaB3QpC1avmABZ7kRYhEnPJRRtdePnf4z81sXRs7Hp+KFMiSKMLd2lHvMrBmENeqXr5mx0Bq5RWEq3hJW3rPgWGF8L6kzgiHGgi2cB+NjOAmKMscseeAlUlYIr5Rodiudjd+3kiF7nrlSR1MmkiVYxno44eEbwp19ogfZBeAgpi9Fmpd7L/ERnbLUu1xTwKlZJ4VLQpdR5kb4vJX1SFk+MxkSaH31Vn0/f2uTpMx5ITZQoBlK6KsNsVcFWgVUxc0tyJU/k2SKBkr6W1rUrZrtnGCuQVjjJIslBLdPyl8zSzWtUIAV7cZ7HrcJx9i4Abr9tgGPdP6CVpVGP8AKFtQZ94mwEQpJEMcK48QoZ2377t2ogmX+e8UCy/GXK0qTsquQavMrasrw0qiKwU9kMwDSoVFm7Wrbpaf48Cyhtwdp51jKTJI69s8yl1TGfvK3O/qN10A5IWqbBpSh9HlGAWpZPJMW9ejLGmAeKIC+zDsdmqyeZVEk0Uexx/s4h3/fiHr/1kRqRirDCY5hIPJGl2Ev2GZmTUgA7e26tAFXaoSG/+JxUkRasNU6KZNpbWqx0jF5OxuXPTek4yOLYFMydWZhrdXlBhuug+pvKZZdN9ZRl06xlatIQJwbdqiXU657o9SSjQRoVf/vKvgRmUbnaCtag+DKMX8Ulxs6v/DGpIqgCXJUZ3FYYXGXD3Mv6W9mSv21yeaJV4XcrmVAM7XQs7gUhTx0T/MnnW0TpzBUhXXCZ+9+5NZZ+H1lcvJUztZ6LQhFgZuWr62nyTKJk9SmJcr543Vf82Gv6fO7OBo8f80CGrlEikU4+ZSyegS1JpUoZ5BbXN7uGybPP4I6vVa5lURqJksUWM1JYRKrBy4Fn4YiVwb7WOSvXqIy7dmvZ/NsgWQsYQbvnkVAXUThEffZTf7Wn1fD+9ODB/ZuEcDOY87FgY/ecVcfsuiLoK6y8NT8X4+/L3BVRMpuWKtIt98Rafa2yeu8MvCVLUBcuSZaxXA/czi2pFlS5ezpDPC2o8nWIkiEf+HSDm26fJNY1NwJOaurKUk/HUXjKjaTQaed+3h6XZVJLWVUlZV6jrnTJ9cllVrY7RfZ9TWk7lmJEdN5Fg2FmOmJhVXD7owEWCcJNnhLCNWivTTiN8aIQY0q0qtKLVcauDY4Z29oRCoOCkgQbL0sw1de5LBvbMCHP8I7tAlG5VzauSreFSQTDkeDcC1509aXP+57P6wceeKhx4uTJvdZE1Gs6/YC2yPuXl9P1VovxgCC9QkkZhHXkiRxj7uy9IvouLXfliL3E2sVGU6UNp2QhUZS2rggqBXW2P3uFvXWSSxQvHXSjVITnRxw9K/j4V5sMjefkiVBuLEXeKlftMMpkSsUerbBUQZqV6sz82Aooy5SsjS0fK+GymkapXKrUPcUPvLTPh7/Q5PAZDTLCCsXAaFTpuLu4IA06Ebn+rTA52QcTWGVRZRZHpHoclC3pcAnCWqxwUsZkCR4rKqy9lsHXf77WRRFVbK2Dw/FeBWsFUTTk1MkTe5PENHTsJvKkDbiq2EZ7nQ1Y1ywK3wTcovw8/xJi7LFaNShKQFkrT2wluJRlcFcAnu05Y0vgThlcGbTMKgSNuwBUnM7+KAJMo2J+/7MTPHPMdewgNVIofAGecB3+5dFs480NVf29/hq7HrsVmzeV9XcG9rJMkW7oTeyxd+eQn3xdl//0gYAkCUG4C6CP21ZdZcc4KZ/EkoNS0uQ5M6eAVtlnxB3zvE6pxMZSuvjOWGcJmvQ9IwodbsYAXtbk4xYypWO4Hs7Kx6+8euTNGxaiCJLEuCCzWZc0G5JWw5m4ceL68Yy06Wzv9Utjx/94RYeX9Xb2uhJUiLzmvFoiu1Zzj+99KVU2d9tWtHcZ4KqUzCn26jEOxNmjSnJgKxWjZIySCUEj4qEDmq/e02CYpJvZS+389dLqUaSpbeWiHT95a85W6biVPWhKwM5HPOTzQEy620H2XjHdqe4pXvqCAZd/ecBD+z1oRWA0MR5D4VrbKmW0JbYs02A+s12RujoiB7tKfy6lTYPNlM3TnsjMRbGpO2KtWANsWTr/ZpzFS/q78vgs4B4HebZTW5K4ve7dNuiG/sCgZyYM8cAw3bIMIwgjQYQrsLGi8Gi/KcBFwVTFyS1bgIXBn7Nbqay0Un+SV63ZMXliS+1qNh16sz6Dq3FwlwPK/DF9Lx2cr7XLWs4vGz500wRPHirYWwjnTniilNyp1MyMWZ9jK5t4lpNTPkmmwuSCaitbuQBL5tnNWLq2tot3j3jH9/Y48SGf+Z7T4lZIRkbhiTT4yz+LLZ2p4sTaMSZXWUrfZhnOXMEUq04O7BTosughkJWSgXGwj5PfWkavkOezgLwydsNY4tgSRoZ2N2K5E9OYSNCB7/ZZb9TcRpyu9Se7MtygRVvRKKXKhnWvOLHmQ4/73+vVTWeAKbpFMga3qQdeyBSlsnEBxWudBmnZPI8MxMW9zOZFI4PKEjvKDdS85X6fP/vsBL3Id7MkhEaKrKlYuLFlpX7RcRuMMbAXy1uFMIsUeaqBK4GbTY99hclLQE8URiaYlMUb9ZgfeV2fu58I+OtbfFCpVBGCgZGopKi1L9h7vACrgHl5ZouyhWRxuruYpKBkKk1kZidajHBMb4TIQS7Tv5c5TQZ3Ltcm/8QaYIt1jl9+aZYrMpMM5G7z3NHIEEYW3aqH9Gtxav+4/0nglhQrbenrr7PMQuVDlj/UekHW+jXfGcBL3fQlCVDZ8UvhAFZi8apMSQfj5yxeupeswKotGKNlhOeHHF2xfPRLTZY6fpq19EBKF1yW675zOTW+Exk5O1YUiq0ePkuRR1uzn01pfFnW9W5TmZJbhrZI4UujCUOPucmEH3hljzsfqnN8RYEMQUgiXDFWLqVST3y9AqwqNVbZPLXLUw3u/j1nFaYWpyw2iqrqcAf2XKJa97fNeEkD7t+k8l56LNcBeE651hUAZ99ECEGcQC+E7hD0MBT0BoLVrmAwKvZHyf4lOQbs8UQOjH/QdSLl8TvlJX4c2ORbc6uK/s7apErgFoXmzmw0LdeCu8LkMnse5/pb6xghE752f8BXH6q7vjap0+BS4otq14wqf9aS5Kpe2JVIc/0ltownCteiEmwaUXFUjCmD26CMcnIlVLz8qhHfdXWfv/6Kh0kyqaIYGZW6PukeO4lIK8JTsIsxkEtK+jtlcpkxfAbotJtG2PxzC4FL5acyRohMlxfHJ3OaHIEXtSpCONytSQiuV4SV4644sFIAShIEgqmWplUT1ALQtz6gOHMajh6OmJnSros6rx1YJ0O5TqS7LrjLJ7z0O2UAl8GeyZEK8GVZstgisCz7w6q8P2YJ5NJUtLY3lop3I8nS4FJFHF2AT9/WYKXt5zUnpKPr/HQ2oqoEl+s4KKKK6/VYp0rj40VX1UTPWkel6NmURqJS61BJx+JTkwlvfEmfux+ucWgpTfkKhUEwFNKBm6LKMBMpazt/XKyZAVrJYoVRObhtKlOEswdTNs/clIyYbKbDjWuASMcN5gVXecAp7bPiTZTeyK5F917G+C5j6kqkBZtnNM9/nmXr1gQ9jKA3hNVuQr2eUPNBpPsvZidwXSvn2STJ+IkeB4KoZv/KcqTM6Ll7kmvvAuDVBEhJc5c2gy1kSlJi7ux5GlwqV1QVGsPv/OUEf3NrE2pj7C2LgT5VaWUrDlBOCPnVvxbo6xJ52RC3FAxp0zkmZqxGpbRFemJUusO0RBpFNNS8+buHHJ9v8wu/79FPIrKx07HxGCJQWfCHY8eowo4l1ywPglNvXOYGCzK1EIVwVC2kA7JNgZ4FooUOT4+ZTWWLzEtHiuNkx2K6vMRgHTIlvXBslUi1cq2X0y23BXvggZ4IoBmkKVlTHOt8g6EMeM8C4nFAZx8oT+CkS54spWOL4KwK7AxAStrSz8v9jhmwKc3Ls0UQmc7O02NyJNPd2b3cKa/9mMf2aT57e4NEeo65RTZcn0pTQ6U0lvIFLNZn8Aqi18I776qnLFNKLG4oqvnKFYalEcIZuKXRJEmCMjGvv3HAhz8/5OGnFVaGpKkeIqEZmFSmZEt8SaJkMolcjpSkSXrxKVFck0o4NAuLi9fSzGhhFdoc0CK9ABCFnMnwM06iz4apavIwxUtqZ+Zxj3BTc/tDTXfgoVU6nDLw3XCcohWsmlUU632QsRNasJkde10FscgBXga2rViEZVkyztzZtt1Owjig60xb54AvMXeZvUvet1YR3aHl/Z9tcvhUDXwNMrUGpSiNQ7Z57cmastjyxT6+qvHsN1t+kjN0WuRk3VJflipr29ky61BhjHE7NxhFHHns3jLiJ17f5d3v8+jEEkQERmKFJETm5CXJ2Hy9YFNkS0oK5hTyMu32sZnetimzOwBbWdXeTo87QNrsYpHl7LaTQUIKINuOJQvMS51AqS6x6ecV0pXiGmfJINJ0fZzAcCQII0EcC/T0hGIwoZlsaQJf4emiv3GN1zsG2vzqowRqufb3srkY1aROeX7GuHOSvZfNwbO5ZClPOc228Sg7KE6elD3vZAzUMUpGKBmjazEf/EiTj32pRaxTaSKcbs1b0sqFS2OfcxzsMtWDOT4ydhfrI7w8imy8yKnYpCoDsi1tDWjTgfbpVuqJJBEKKbULPKOEH3hVn6ePefzmX6Z7ilvXe2bwGAnparnJkUTZUSk8euekKcglijvnaYFWCnKbvpdZyi7YtGlSp5ApNpU1BYOX5qbYaqsdlRVmHRlsi4soI4V06WE4kiy2Nbqu0M26otVUTDQ1nifXZhLHWLi6bNh1max8dVY1uK0CXK59rkpTksojworXJge2lHYNuMs6u7p3vbMKpXQBph9E7Dum+MiXmyx1PQgU2R5EQqZlp2L9gfYVmTImSSrLbMU0XJ/BbeYZ2iLAKxyVIpjLt0k3aWNwOfkjnEwxxmASRSIVc82EH3x5j5vvqPP0CQVB5AAgBInxGJBVF44zeAZ6UsZ1n0GVPnfG5hmgM6CblAyEKAZHSeksRlmSLwW4y+Atd92vF2SmMY4sfqcAeJY7cHPOo8jQ6RmafYt2e0G6/SC1Xi8opMTMduwPrsPYZdCXJEt1FbDrBpfPxtrF68w5MRWporPKu7z81RRyJN3qW6epeC2dNDEYPv+NFvsPBy46kQWDK0G+PUp58P64311hofET8c30yZh8WeukjHX6rNvSJt1ODUYipcybbKVQyEQTxQl7z4149Qv7HPgbjyRJdaFxejxGMxQu7S5Mmm02KciVwJZmYquM2SGXJirX3UViSIrsGioclCqjVxsesmOYt9aVj2mJIMmPpy2C0RLejBDOpREgE0EYGeLEEYM+7/zL+tbKZw4f2n8pxPk/Xlw9tqq1yydyPVBXQD/G4Ng1weX48EaX0Ck9r2jusgYvlY9mTC2zRE9SyJMU1LktqGK8Wsynvh7wm38+wfLAc9o7DSyLtHy2P/t4Umf8O2XHYzxTKNYieZzBx23CEqtnLG5MmnDL5UrK5GK8XjxlcJkWYkWGmZrhXT/c4dBpj8/cJqEuKSftI6FyJgfhUJuBPNOepQy2tTgrJP1eNmV5a1KgVwCdyZZMlhTENh6YZ8GnTBePfIahzX6vhMHMvaE8WL98mA2BH3DOrp3PXHrpJX112UWzy73OwjOeSt6BDdGqCDLLZaprSlnLWnS88k/aynuOdavP86H2qhRAqjGfW9nC3y4XUpUCSp3LEFNYgHlAaSg3MigV4XkRp5cEv/lXk9z+SNPNc5M+KB+kRitBXVqCUmNDefZJeduU6mzyYk7i+ECi9cZciPIxFqXOoHWKzKSsHnMhq8RQvB6bTYhlbiomtpa7nvDp9sd8zZKfIimvPOWR/ePLztgMeLv2l+w6P8pKAPKMbX4hF1uSFGXEomRTli98USGDvBbF4Ib5J64WxfNrnJlffPsdd95zv56btkgZ2oGKEdYQJyKd1imq34vSlVW6ap7dOanq7cziEWUmlFVpooTNk0DF/GlTYe2CzceCy8wpyX+WJXKc7pbSZSxDafizm1p8/MvNQpoIBbLE3rKYWJVvo/Js8UhZL5b1o6ic84pkqfrMjJ207CSWJUpaMltyU9ZYh7Lo4ZRCYqTr/JFRwg+8fMBjhz1++0OKYSJLH1C4oDN38KtMnpfOphDNtLbCOSaKUvFV6m3blPRsukOfzdg8ZeaM0TOpIcd0OGNYyuRJRU1kxzQ/yNZlgA0MQ4OVCbGNrDECvW3jAK0Eq+2QaGToj9IcVqmEsKy5GQ8E0vdlef6zpGh4FeUvUkryyPKSX9LbpWHqZe872zajGmCW/O4sqJRlK7DsfUcgYr72kM+HvtBiFGuX1BEpyHED37PgUqUSpRxsr609WdtE/U1UyVoyLNGbY7GS9ibb1Ct1T7A5kN0czWwMsqtRsUZiZNqcLCzCuF3Q4lgTNAzveFWPBx4LuOUhN2/FZWccKo3VjKxwWnw9uZJ+YpUFn2kG031km8qUDOBZIZ5Ns5hFaYuQlFL0mTwpHUNrK5gqJgJUg84yJsvHMDGWUWhphxY1cO/pfUdCEJBEhnBUaKhC11T/aPZHMo1dzXKuo7kz1l6T0CkBu8zcJWDnbC3sWi2u3IakZeYug1umwJZpp47WMWcHgt/88wmeOBgUuyVL7dg7TcsXw3xKMqwE4PJ3LHiQNUt6zkDfRIPbZ3tvTdrergk2i3u2/2WqxYVNge6sQyE00TDh0j0R7/rhNo/u8zgzqLI4CBI0QwnCCoS1uFnJVZBbkToqolh9VJq2z8EtqASWebCZ6+eqA1I4KesMTFp3CtZass2PuYB6TbJhStCcNJjEoE8t70ZIRThcQSVLTKQr9/iJpLJsjLsGdt3AUrAW2FWJMr4FBrksyZhbVBwUk7O4lOuAO89WllhcOu87TCx/8ukWtz5cd42UWdZSatzuyaQdO+TbF2ZjICo2ZxkW4zKlxOrlGLNCNGPCtCxNKlbhurUpBdAdm6eBpygkihEp2IXCSIOxisR4yNDy0itCfvQNXX7ro5JRVqBt8g9OYhTD7FPLtSBXovQzQ87cKvXLc4CnpdAZq2dJHmGLppByIijDRRbbrm1KLhFt/rpwqvLWRiVo1iSX7Z1l5/ZZwjBGv/XN30ej2eLhB+/mvru/jBCqVLq6dmD9s0mVqj1ox0Bdfa8yT1rYSlq+uv9LFdi5LMlqUOQYuMdS8jJ1TaQf8/ATAb/1oQmGYbrNQ5rQqTgnJTtwvZa0qg4XlWMzDuZ1ifvZtEs54ZODflyLF6zt6vQp6vVlSYdnpbRCIhOFEQYjFEmsqPmGd729w1cfDLjvcYX1RZoEEvlGEPF6IJdj/ngpAZR9aYvINXhm7WdMXVQXpvp8HaDnzJ7+XsH2TvOkxkmFVDMsWlEMgoqThN17LueG619Ep9tF12oetcCjXlPUA4OnZb4dR37ySktB9coqgXycvccYW5SBvEamZOxt1nle3YS0KLBKSsDPZEnxXMkYLZw9eOiE5r9+aIKFvg+qBO4Sexfa21IeJl/OXq7H2O6YVPfiyX7wrIq8xNyQDVpaK0vyFD42m1/vLEJZkiaVFL7ESpM2BRd1KokwCKkQsWGuEfN/vaPNu9+rOHhagIgrUgUpiI1kRBrEySLgRDp/XElyVs+LsHINXkiWvHEm/dclYJPU+UkvlDLOymRS2IRZbFcqZKsAPT2CEoghihO3FaL2kFKjddr61aglTLViPE+uFfCU9FD5Hy4tHRmIyZf1Mf1NKkmg4pTk9tZYgClKejt3UlLdne2dnsuUsnOiMtckQQcxq334z++f5NO3Noi9su7OfG/hwF12TSqBJWu3OiydsOJ1qcmh/IvflLqr6Xr3n/QMjgMeWJPGrzC6kyeJkbgiJ4sQrm5cCItJ3MYlWhre8JIhvajNz/wXxWo/1WZZMbYRIDWxlQxNWZKkgBalOnBEWj6bZjcrnWB2zBMvsbkpjIncVcnYeDwGHNPjhUQpH1n3+aWwDEcxvUGSjpBwO8Ph+bWnA5/PbNw4ReBF+SaolaaBcjd7LhVM3tkuxxIxeSAoy+5H4WvLytwPQ8UhUYXPnaXg1wV36ntnAaVrHk5QwpXBWmn45O01vnxPnTgbsiJcIwCoZ2HvqhQp1+OMl8dWLvTSvSJVxkX4OtIkA3ol+TOeBMrswtT3tZRmiYwVYlWHBmVsL0ms22BWG8mrnj/gDTf2kSaGJHbUaiKwMZgYayyxhZGBkRFEFiIjiC3ENtt6HOJspEVa7FTcsybpYm5J+e62L8/mmdjibsd+b2zuyfjPYwNRYgkjS3cQMzm1AWPlZ+r12tPWgpya2cbxA1892mw2PjO3YYa6PyLIdjtQZcAW3nMxwqFU7JS9L8rAzrafS0EuxsBe0dbVi2ScocuWYP6+SAp5ogrdrXWMwfCxW+r82h9Ncrrtpbo7bUMTqXOSgtuT5WZiW/G+Kx4/hT1Y9mPXBJT56zVUM47rHMCVn2UafGxIvSm/NuOpe1HYhendpsDOOoBMojFGE0WKrROWn/unbd708j4aB2p3T0FuHcgjC8MM5CYFeQqsuATs2I6B3JaAnv7e+KCecaC7ewnspX/LmLX3xLhO+jiBMIZOL2F2diONRuszH/vUV4+es2ub26NneqKLUiHhVJf+SsQg9EEUxfZjPsBYkqds5YwHp7bkpFQdE/fzzAIk19pVm9CUHJVSWj7V4FKUgkoRF/rbTzi2IPnwTU32Hwqgkentku8tUltQ2DXJnPGCqvXKYwt3pbxrQXGcxmtRxDiy1wP6Ooy9XpVhRaoYmfc9yhKTC+Pme4vMFxcu4EysRBhNFFku2B3z9td1ue8Rn8ML0kmVzAox7ktao4mlYJh679h0nEjar2uNkzBOg6f14vlr98XzdH1WH14K2u3Ycc3lrsXFflmAmdmIY2SQtfglCfRGcLJjOd2zDIbuFzXAxNRGpFfrrS7NRok95WUnSEo3e25N63EluFzPIkz3aZHl5E456CzvrVhsBe3eKwM6tQyVSVeNTJpk4C5kSp65VDFnO4Lf/osJvnhv3dVfyDKwU2kiIZBp1lJUJ1WNbydePvjjXm12UKrMvZa1v9ktz2ymVmE51V0BOuvYhSmDy8o8Q4EQEpNk7laqz4XT4wlu9FvSN7zmmhEH3tbh1/9YMN8vfWgJxT6yDuSkmtxmJbaiKLbKitIsoDINXtLdLuB0JQEWW5qjMlbAlr1fPuYlsI8nd1xCzB2jRl2zc+tMtHvXpl6/P8y/BlLXEP7z/2LfIfXefjiNtWbMBamCMAsQ8/kk61l7qcau6vKspNXk0qb4f8u62pR+f20gWYDbSRQpU4miYiJl+KNPNPndj7UIbbXGO0vJg5vd52Fzz7s8i6UyDmI8H4CoSJM1wec4qMX6OM+DynFGKoG60rc55pmbknSpVhs6WWLH3JVCk6vUG3fj37QQ/PQP9PjxN3apmcTJFJs9xm4eg03WyJXQQGTFmDQRuS7O9HdS0drZ41p9bkoae1xr57vQ2fVXN3eMDNs3NphSvfe++kUX/8VEIygYXATP5/47PogQahQgGQ0TYuMYoCoj17EBWd8arMqVcXmSWYXjF4epPpZkiWPwLKA0pWxl2jgsYoRneOgpn0/c2iCM08mYpRa0Mns752RsxuAa7T22bI6xtxxn6kymlALNb0XilcKkHPCpY5Gzc3ZSSxOn8seCyWWa9HGDdtJRDZmEMc4dy9wVIXRaoGTQQcybXtrn1nsD7n2ynteBZzIl/5BGOSYnlSZZBlMWVqYSmetS+NNlNq9446l7Iq3Nd5DIVswyeaQEnrP5eF1PYmAUQUJArTEx+tXf+CNe+aJLCgYHOPfcvew5/9KvbpiN9gd+XKniyiydahVh0YgwXghVaQiuPDep5VdKt5dKXnNQj73vUvIlcGesndqBUiaoIOGh/R7v/s0p7n8qSMGdMrbMgC4RQlS0tyqxd8U9oQr2nLQrLkphb7HO47eF7FR6rGXw6rDjgqmzGhXWOibjLF6aMZ5v322z0tpsaxRNMlJce1HEr79rlSsvGEKY5IEmpsTmNoHMXbEwNILQUgSfqcMSG1EJQN0A0TRYHAsqjaEYLmpLQeV4YFlidlPGZnouRrGgm/j7n3fVFV+9+OKL82OrsydJcA1+vSFve/hL0k8GzE6qXH4IWZUra5+vZe9qgdXY/ydLDF4JLLPnZi2LryNLct3tJYRG8MFPN7nr4TrGU+6rCcV4YJnbgqVOHbWuc1I9gE62jI1lG5MnFV3ybYC7EmSOvWfL74/ZhLIE9lyTU2wQZYybs+4aAQQm1eCuOSA9J0YiUMX5iSzXXznina/v8bO/6RHGwgUnZNq7RIfGTc0Ks4RPqr0xRTZTpQyt0oAz6+ixovC/s8UhZ+6sZqXc2EBWiVgQT36ERbonkxbMzQhuvL4pX/Xdz5PQWwtwSFDKHmlOXjy/cnq4pzHq0KhZ56itAWY1aFw3a7lGrhSgFrL6WkqzjkQpdHfxugpuKd2OaAnw+3/T4hO3NAh1KaisSBO3XBbNDCXtnd0ped7lADMHcXk7vOJIizzN823HlVWsZ+AeA/OaUlqASnOyA7Ww6f45QqSvHWu6wimJSDOewsq088W5KsJahMkCT4OOLG9+2YCnj2l+/+Mt4kQUjZjjIEeRGMEoza7atBHCkJUZpOW0xs1IUbZUjJUWrVUbk8tSsHBMROliENb9/fzCSH/X15admye56oI982CPmDgfXVV83I0bJjl5+OEnr79695Ftm4J0CmuJjSu1IdWKv/EakbLNV/jY5bEPVSmyJg1fBnfZOSlXCaaOSWjg9/6mya99cIJTS6VU/HhwmVpYLqlTVAxmnfK5/SfWCS7zn49tTTLupFQCz2/dtpYhvOyFF/XXVU88Q0eVuccDzNKwoNQTd565rEiYPAFkVDGCwmqSRLF1JuHn3tnhJ9/UJZCR899yuRKX5EoMaQ32KA88Sx65FWlCqEj65AFnliiyoggyLWuTPLnHX3qdPZLpb5fkGYY+sr77yF33PPSk8ibXY3DYuGUXwJlzd28xy2dPSJO4g5KzcB4MliVKmakL79u5EGYdqQKiJEGKQLNg6vx1rsGdc5L53jJrZNCWj3+xwa/84STzbc9tubCGuV1gWbC3HbMEqzFGBbzr2FiUmCO/ib89c6+L9bKrkrsDpe1NUoaUmVQhBXTWMmZLBVjYEoun9yzgtKTMTVWqoIhDy+aphJ//Zx0W25KPfKFZjajXYXKLJDROrRjpatd1GmTaNM6xolRam6XwU4tRpBKnHEhWKw5FKRpJrcQU5HEEfQObt+0y5+8558z4MZXlF1r7KKV/9sRS7z7P7+T+t8gKkMpp+jwQHEvMjDUllDW2Y+ikJEnsGJjLz6tSRKpSYCkSlG84cFbzN7c0mF8qgzubd5EFl7LIWIpSI0NFexcS5VuVxcoqrtcCv/xDngX434a9stYadDUclFh7vabkcn1KXqdSYvEkZ++MubO7yu9JKNk8k/Dml/U5b3MEUZJWUyWFhZjZidb9zKYBZmggtC61nwedKXtn2c+4HGymDB+XgszxQDQu2ZAZy5djFiNjtmwe3uf7+meDwK8cxwqDN5oT/P6Hbw4xu82BhWfYMqWZaCVojRtNrGyJeUtAGGdy1gkyZZnFTaHDK2xeOC0ilykpsDP2FgkqMBw8o/nPvz/J33y9DrUyoLPxDxnYS9JEWirbj1Bi73VswbIOz/+7xi4s13+Lir2V/VLO+KJg6vH7+sAuVxWWXkPupgjruqeKJFDhk4vSY3a3uaNi04BUku2jmdYFIoBkGPHm7xrS77f5z78/yaEzAvzSB82YvMTuFkFMmgFPM5c6dRsrWU6bHaeSvoa8jDafm1I63kW3kNvwNtsga6ohOP/cBq+5fosJV28NN+56w7MDHOAt3/NChsPBh7/4+SOXxubQhBQ23/5DqYKNy5WEGaDJAM1aCVMGddk9EeOyJAd3UrB9WZr4hkNnNf/3eyf56FeaJRswK6AaCyxhbHj9+rbgs/rdZV1ddlbGmLgUc1aIuvzsm5F2udiqgnaq4K4EnaXEjzVZur6YiOUymmkrmihkCmSVhi4iFRaEyT5pei6NRYiIt7+qj6fg5943yaGzAXhJFeSZXhIWpMbimLjwx8mVgMFlObPWt6xBzg3szMiGYu6gQ31JRpLnBARuGILWgq2bzu14E9d/uF5vrDmucvyNuY2zmGTlj69/4eXL062YehATeDG+F+Pne0pWi6DWJmTMWCCagluOuSPyWTT3s4E7aifD3wAALHlJREFUcOD+ufdN8vEvNzAyqxDMpsGWwe5K/7QY77Mcd0zGZrawflJnnLXXFFvlF8DfTY2vK00yZqZg5yLgLNL1RYA5VphV+d1q1rMqXTKP3N2TRIERvOWVA375X7XZvSlMPfIs8EyqPrnJMp9O50fG+eVhKQDNpMYan7wciObFXC4YjY0gMoIwEYSxYBTDMBYMQ0G7bzn/wiuWT5xa+uPW5NSa46nXO8hbtuyk39Rh+7SPEh187TxoIUpWVZmpchYrGJuxbGXFLpQmrzkpAsuUuYWTJWIM3NozHDyp+L/eN8mnbm0QVxI4ivGgcq1rkmpvxlLyJRmSNUOXwe6+39oxCpXkT/lnZQvxbwXsQn5kr8stbOVqrLLrUmjyYqahoNyYXBRfZWxuhcSY7Hw5G9FamRYupYzseueBGCUS3vryAZ6Cd79visOn/bXIMRldZlJHYpBEWfCZI8Q6Jk//gkntxOwYZjIFyAurxnMDArcKDCNLc2KCbdu3h+ees3Xd4yrXe9MLJgbY9jt2nrOjv3FqiZnJHs36kMCP8L043QJkvJ6k6oookTUqlH1sUwK3qYA7d0vWAbdSBjz48Jea3Hxbg9hmzF0KKmUV4OOlsJVqQdam5cdZfL3iKtZj9WdD7LcJ8gpYx17bDOil5+MSJa/PyByVVIsbKALMsRJbY7JaFUl514gkL7NVeeBprcIkCk9YXveSAW9/Zd9Rsxlj8ozNS4FnOfiMLC7racsZz4zN12Y5s+fZ74WJY+1OJFgcCU70JfsXDefsvaC/uNJ/x9Rka7De8V2XwcOlv7ZTE9MHhx154KkTw8vP2xYxN+XTGwREsUcc63ypyxRWdhqqWU73yDhz59rb5swthQO2KAE9A7fRgptvr/GXn28wSJQrAVzD2uuAez1pUg4e1wH8ut0k4/cxq6SyAVfpJ9/KLFlXc6cZjExvF4mfgqXXJINKv2PSEWYiY/Ms2CzpcGPTTKaoJoDcNiQWYVxGReRs7KYuNHzDP3l1jwef1nz+Gw0SRZEIWi89W+LRGEgAL79QHZPryoW7dvW0OfAFAwP9BMJRxJapDueeGzI7Kw8cOj08+D/+5Ivr/uV1AS4FXPK2p85euqf5z48ef9E3Lt92j/iFH+kxWQc7cFe569PLcnsZINIAU5rCXZEmrQkfCyhFiclziZL1WaZWoDIkGj5/V43/+7emeOpw4MZNVaTIGNjTz+/KYG01Y0kVxM82WDQDcWUmev641k0hc0nGb9+KxW3pd9LArIIRW12e13T5jD9WEkA2Dz6dH12k8LN5KiKrG0e4QlaBy3oa971M2XwXFsKYS86N+LWfaWOt4It31Ykpg5ySVMk+dfpD6z5DVHJcsl0kssH6VqbBZb5ukccYrpJREIYRWyaW+bkfOs2PvO4C69dP/vNa6+Gz/+Nj37PuIV4X4N7sD3LfY4fZNDeZfPzm+/jF3zrOCy45xQ+9OCKb9Ty+r0sG8LLeLpjcjNWdJCXXpJAkuf+dPo+14HN31viF907y2KHAFXBX6kvKiR2nu7OEjmYd9i5p72xQUVmOPBtwK1431ecVPOe6vPSTZwO5rf6sUnuSv1fUfq8pm83sRVG1FYG8+SBL4wub1fWLdOiPTVldupjDyjT5YzFpLlyYQhRZ6drKhARGMVfsDvmVf9NGSvj8nTViQdp5n354Y/j/t/flcZIUdb7fiDyruqvvY3qOnumZ6WGAGQbkdrgElsepouC5PNT3dN9n1/Mte/DQ1ceK4HsrC4i6ioCouF48T0RQRHQZRRhggBkYjrnonqbn7Oru6q6qzIx4f0RGZERU9hwwMKgbn093ZmVmZWVlfeOX3/j+jgBNmTZPFZZ04M+ZADnjaaiL4daXhodk/JubiiQYw5nH1HH+8UWw4Gw47Scl1WgMf/vewX0HOAAMzu1AS2tp00A3ve3843re47IqxitTiBMRiabAoIM8B9yClnBk2TsmuCllJsDToCrmi5t3xfUteHKTDm4zI14fVBIigqh8e2DZQE/yJMKcMFkdzHkWW+sUe2z7Oei0tXEJAjMpguRQlDR8lgCyzoqSCwEQR/Bu4QlkmiYu0m+Iyhrm6XqaZMAAVWM2BfmRi+r4zEfK4JzjrlVFMA+Gd1NY/bzvLkAek6xTe4oMcTOYSlunRCRmuQUP1ek2PLGxHYvD1tsOnd21KWGFGe+lM9OOa665Gpe888yp2bNK9ND++tsLGIXnOqYGbADgpYPbscANj+Anqwq44oYWrN3kZ7W7pdatsuJNzdtNC2b6qebtaoUtpdcym6kYyIqMcuN1lnCcFSLNEiCIsRTHi6KaoqAmUVGHlMrp8wQ1MN+vdTB5bjQmNht/FOrpOVMoQaZiWTE18rzSzucMmrXNZt9Mn9ZSBiUpf+npSrB8aYKhEQfPbnbyR90NAM9GJ3pkggo/RoYv+zp8h6M94GA1gp7ZR6F71sIr1z+76ZFDliyaEeAUe2jz+7swf+HRd4dheENY7BCOAWFjMh12BnArWrIP4CZalg584MerQlxxXSvWbvLBfWoCmWqZ8WopgOgalluPFuQN1lsPv1TUWldHLLlP/tD2PtIIBw0U+b9xw2hIs9g6/24Yt2nuebVJKidqoNaoedvauLndLgMn/7QYcpnAnC6TVCdHjWD5gjo+89Eyzl9ZBYnS4G3Dra8rK7rCIp5ISinhWhCV9qV1GVfInww9HW2g1LvhdcetuDts6toThPcMcK94KF4ceW5q7qLTnmxu662HwThCv67p4chGRurH1MEuuXeSxpXvAdwOA/cI7lxVwMdvaMHazR64VEuQp5rIbeIGuNqfzbsb6Ah066l5ymAeQ3JeG9/V2rAnfr5vjSjQypdGCK26w7Y7X1NRcpQVs/xbBmxVdkJGHRrgzzLyM/A7GtiFlMjrwLL+CFd9eBznvH4KNE7SCESWA+w9gBxCZbGtujRADMB4HSjHCZYdMa9+0QWnPrlh/bNTJx83uMc7ukeAA0CxqRU9PXNuuvux4m1PDRfh0GkABEkic/+g5MIsHkV34mTgdjQpkFrgZi5w5+9C/ON1LXhyo2+pJTnghlRQxCNf1BUUgxVpqTPlRIJ6ButtAVncXI1j6/ut42w3vj2+3BPQec5rQwPnGaAF2i3wauA25MQ0vNYsGKRbcR3wmSaeHUez6VK4Y4HdyYK0pNezBixfUMc1H53AOSdW4ch6DvsIcs7NMFoVG450ArBUEJiO6zhnJcN73hjd9sTv5t3U0d62V5Ph7u2A1tYe3PXbjSDE+/341uELxyaf6uLMF4MCh4E46WhbPd4t3m2rJcqKC3C7PkNEgbt/V8AnPp9ybhvcNM9yC1lLeSvBG8oem/HdFmeFxk8tFaVxmhIYYNdXXpqlngHlxrqmhUOXCImmqGhhslr1A84A5qSWjxEQxy43kaW+IVVaVAgAoyCy/Buj4GBg8vmmZdqDad+dAqglWL6gjk9/aBwAcPeqAuIEgG99X5LzXYkjQA7xBM7cAWLyAZdy+JzDdxiWD8zZsWjpub9ftOQsEKdnr7fX2esRAG6/9Xpcdfk5j87pnfeGTVsmB6erETwXal5KO2TWsRIedHA7RKSZUcLg+Awjux3cuaqAK7/Ygsef93PUEt0dr3PxzHL7xJwwSkUMaoNHh2jzzFPL8ZMziwUh2gBTHSeLRmYDTJJehxpoEqSDTO11OsiU6w1hAtTMJlIdkVq0iWQ6fvZ+a94b6/xyUClLe8hxRCo4Q5bbk9hTndkedVojP5K3PeHo60mw7JAYu8sUO8sElUmyF5SZFkTSS0U5KUfBAzqaEiwb6MRxx5x6/7pnJi5bdtix+2Q/9mrBZQuaBxHH8Y07J546stkt97U0RZmnUnNH6CGxDQPKdKYFCgYn4Ngw6uITX2rBb/4QYGiXOwO4Uw6uKIkAN0nvmz6wlI+0BlkQyLHejZQjs+JaPIT6MYkJAN0cGWacGOeCdWh6m8xVzcljNCn56a9tOqJqpCCz+lqAHyck9dNokYiKnkhPpngyCAkx0Sx5GqPCUqWQMhBGlcczy8DQllVhyT/7P8fw6z+E+KcvlUTsip9eELWJmaBTIKlODz0MIdXyCUfB4zh8UfvIikPn3eh53r7Cdu8cXLZZfQtwzz333xUE9NJ5s4vllqYpeF6cPeah515Knp3GnmjlHUQ8twD339/Qgu/eU8TQLj+dhNVFPi0xg6iQAtsnoofKcsfKYiPl2wrIWlqa3AbeAG41+IQ5EFX4tDm52kSw35RFtwvWJm7vVtGE4hN5zikk1hoHlMgyfdCooqgBp6IpVHF3wbPTbdZA1OTkjlomzAGrEcxrT/COs6bw2Q+PY8Gsuohf4VaGvhHLwhQXV1UDAFQTgtEK0NrbjwvOO3u0GHr3DC4e2GeA77MFB4Ce/i7OycI/vDBd2t5eXds6v6uAauRBzuejx3fLkFcZ2+3QGIQkcAJgw6iLK76YRgUSJ+PcSLVUPb4bNsBT1QSa9UY2gLTzKfUKsDO65i0LbkcEGk/rvB36iwaE7wdLz4lL4ZZ1z9zzJI0CtNzzRK+Xou0j2dQo2XYqHD6QkYiiMxFG00wZ4cTn6ZNATJOShoDbljtdEql51GO4LseFb5hGnBBccWMLNo16gpOzOJOt0g4srXjCxWdLmzEeAf29E3jvxXM3DS7uvrTY1JNgP9o+W3AAGKu24zv/9obyc8PRO54dXV7fNe6hHnnikUaglTzWanVLy00TOCGw4UWRrPDte4qI4QjC3OChzKEpNBtUypkYZPKCdOgYWfHIwJ4nEzZo3SQDsD7gBKzjtA6hr+fRkpcyANU1YAPvhnqia+GZbCgtfZYo0Vj9KrPipupixJMbMiLV9HKrsCcz1RWpjyfMAeMuWEzgMo53/sUUPvOhsrDkNamVa2lvKgWOqe/sEqDgcrT5dbzrzL767Laxi5qaex+vTtzL93YP9bZfFvwvLzgF24dXoVBoHnlxa+8jm5/nJ7QUtsFzY8jKU046J44+ywJ1EkQM+P2aAF/9QRO+88si0rkEMyBDhrwSGJYbjuINetkHxbupCWKK/Ewdk17wXKDngVV67/ROkLf+cuQU4xfjBFmFSc1Fr3Nx2FZaXGjD5LFE8m6z1ISxTZZiTmdeEHHkchbjzI1PISaeBaUqOIRS05JTkpZJoSLkVcwQkYCC4+1nTKMeEdz8gyIefDpAPXEBJ9ayguT3oogphUM4Cm6M5Qta0NP1+kcm2OKRn9zzBxRajtuve7tfFhwAuue8HuUJsrXUecTls/uPA0sICGHw3AiBX0Pg1eG7dTg0AqURqJugziluubMZ77q8A7ff3SSstKOpItAsN2zLTdQAL3PkZN5KB1nicIMsCDMVKlMaMvDqFMVwX+fs14/RQa5jWyoV5oa9A1uvJJZZZBhBVuo4tT3j2LLak5mbab/PtuKSa2u8HDofl4nLmWfTrD1uWXLLGZQwV/zFDpAAl5xVwbeu2Y33nD8Jn8ZZSQoWAUkdiGtAXEWUMNTThIyz3nAsTj3xsMsLXrT1grP2D9zAflpw2Tq6ZiEsdj2TVDfcQaptby0VRlEMq6BOFYQyuJ4o6QACRAnBV35YxFU3l7BtzEv5hM2rqbkOk3MTpNIRlG23gJznhjfBDZhWneaCmBiUxcAqkfxSglrOLKlty6HhxN6ggZhYILd3mvuIcIoQC/Q6P+fZMSb4ecalpSVHplTIwjtSUWGipKwosJMmT1DNaQSIchAy6E5ZciKMHdKKVyQN0+U0AU8AhzLM7Yxw5V9NwHOBL9/RhLgmvDrEieF4dYDVwCKGnVUPh87rRldX1x2Dixc+8+K2XS8Fqi8N4IWmbryw/ntbidP+kUJzu7N1d/jm7/84wdqNRTiIccKyKi48rQYQ4Lv3hrjh9mZsK6elHWQsiW6pYYFcvRafZ86ApmfGa2UfLFUkNx0NjdREgpjMsAT0+oMyTDinAxiI1nFH9mTEG7FtDyq1gabRKZTF1uRCYr6Wrn6TrsjXyKUtgoVoNcBTgIvRJQMYTQHN0qUGcp6G1KrCm8IXIMHPkcCpAb1torhQMeS4494QIAQXnlbFCYfVAULw2HMhfvnofPTN6/khi+KPfP6rP9r64fe/+dUDOADMO+RirFm7ZjgsXLT6324P3vzNu9ajUvOAqIK7H6jgha2TSGLg1p8VMBW7ad2SrD53w1LFm2goBayk4bSeCaBNQp2qN3oUoB3rTdHAsRX8NHqi3tMAcouL2400rGirfOb37eGQPMuuwiIITxNNuHptqy6yY8gOaYfSClBzbR3mNmTHAVKFySiN5OQ6yAkROrmw5FLRSZMsCANN+R+vJZjVmuCTH5hA/9wEccLx38+bQpH6qFaLOH4JxzvO6UHznDNWc1YbXjj3zJcK0/3n4Hqr8QXo7Dv02sMWr7j1pMMX8L5WH2Hg47DFES48fQql1gR1JimJm/1RmQGfFyVoat32/Dkzxngj+5PAbMizhAZ0zcLr9CMvYqpBMSGksVPk0JN9Mt0NsScmoNXSiiDUCXsWUShpChQQ7eJAPHebLR/qyooZkGVn5TMtz1No6Dof16ZPSSvZMu6CMQc8IfAJR7lM8cN7i1i3wcfkdAHD2ztRiY7kc/qOvXVB39JrB+bMejkQ3TdX/Uztpi9eg1NPOyfqbC/+fHBua//kri3Lzj5xG/3IxWWccmwVQcDxwMNF7Bj3Ac+z4rjNmt2yzINUS/TJoVxosd0aqPX6Jtl2TUWRbnZqbrfd8tIN35gYQbT3p8BO47/1+PB8d7y9brrqZ/qj2ljAOB4570XjetapyYzHGOfK2S86s3ThZ0/DTDnSs5wsa2BZCBnKC2QdBwA8j+GZFwmu/VoLfru6FWu2NGNXOUDo9aNv4Zt/77otF0+Wh6ultqUvC+AvmaLIdt5ZJ+BHP/1VLaDlv37XeYOn9BTLA4OzY9QrDNNVhphTgHpQMwsbg0kq76a6eZKCyMApF5qHUtIPy3Lb1jlvnp1GK6z9oNa67ujZm/Mnz+LvrfG97DO9mHnnlRxbMHKdphicWzpoZIAV0T6jQTLkxlNEBFsBnIqAK31wC4ggLhl/BVXvVVTMymJistANTqgYgPIE4GKKPxcxwhBAWMATm5rgxsDcvuXVE7uPuN/z/FqpOXy58Hz5AAeAN51/OnbsKNerUzu+tWPY+7uJyi/8poKDB1b7GNpdAPwAoL7JsWX/T2+6BKuTAlwtdfd7mtIkVZQGJ460FTY1sQKUGpw7lqtdWSvLqoEblw59/nSb1wP5eFe41PCrVggaAN0AeOtcqpClGohq5d7kKFPTyEXRTk1lIZo3lFiyYrpkoCCcZdcrglyUBq7uM5f0jYv57rUqZyJfl4LBAaUJUKPoa+NYeXQdv1pH0R4QnHva6+onn3Ty5zyHf+pAgBs4QAAHgGIwFXd2Lvx0QDbFldGmT/zyYUK/d387qkkLSOgBlCppTf/1lcqBrF6gPrtC9tqS+VKwZ4DOAbHcDsCwytrnSkDaXNom4AZt0L63gjhp2LIvw0vVZgKw0Rlsb6YGaAXOFOiMi+I4CtREvIHLiaV0J5A8dzqbsvqs1JkEyIElV5Kh/GLS9wPpbEJaqiJ9ohBwdWwig/GYizhx0VQkuOiUCL99fDe2j3WxRYsXXT04uPCazS+MxgcKl/t6//epTY0/jkKpecXTT6196G+v+bF390MUhWIopn7mIt4XyAZBOi6Em50rsMtoQcW3waHPQKwUFUVLeGMYrMbRGzi34tZajiS1ttv5mcYy5d3GscQKn5XHEPU+op03ywnVxwLamEHb58iKAOk+h2r3QxVfstYbtuXNi6TPdIes1J6xPZu0gFhlr0kaTUpl+K3sriQfXJmWLnTxYlDBo5tLbDd5f9TRueL4OJpYc9bKPWfp7E87YBYcAAql5QCwtmNW94fOP6v4fzcN3enXarWAEIp6QlBjBElat0417bFINdAbQVIwrawuEQprnFl703qb3BwwLbVBZyxurv9AOm2BtjR/QHPIpevkJO+X1pptqXXTr1MQQbm5uhijGKceZEVMq67TDSIvytoungZcBVwJ5w/PshJlxACR0iHPnFzpE0OmXBACgCFNlDAbYxRx4iCOHSSMoxJ08cG5bf9cWnDYt4Km3i1J3HsgIfnyZEK7pZw07mlvvvWMk4+Yd/6pS7++bEEL2sIEBZfDT8uo+TT706tPZRq3pCE50YHEBCVII0gB7YmgDwzt44jphMm4uUWldK5NYNCSA/oItBvPW6Y2kuccax0vLaWpc5uFPDN5ME86zFz3MNz44jp0aVF+HtckQ1UWThb4TESRz3rkYmwixNhkV1RlC64utcz95+3PfuuZokOqpeDA3tEDCnBAyk+k3tsWlv/p7y5Zc9G5R403FyjKVY5qInisR1Owp4DXAZ5xbGvgqP4arbdtiY0ZGWwLrS60cT+Mz2nk5o3c23zPjN7NPTU+w9LatNeqVpgZtNC0bR3c0KIJjVnd5HZGGj9X6yQK9NA7hhnLkjCKOBHgBghcJ0EhqGOq5mPn9KJ7Vqw884rNQ/VkydH/cKChCOAVALhsba0lPPHIb74wMK/0ycHFvePdHWXUeAwCMcOfn5YY1J02Orjymg1imgNee9DZuD1HHbH2qw2w1klOBwFmvuj9QLphgKU6ghkstbY0nTympRb7tVxNQxbUjmVWh9AsdQNwDY1bXouVhKGF3CYJRZy4iBJHeDWdKkbHJlAodYw74aJf/vgnu3DkSZcdKNg1tFcM4ABw4kn/BVtGa9efe9qij1/5gZ5KS1hFk8vR7DOErsiWtqcMkS0XaNomQU9yZMEZQK2fRzlQjHPlfLZ2PuPzjf2k8bpyLtt4rXsv9f3cMOCmJxOWpQY0sAF5TwL9OGlxpRhuBE7BBLBRsVZZ931smpuf8YySTFd91Osedo8z/PTRIyp195CPL5hTuf6NF5y9r2d+Se2ADjLz2jvfOMHhB196dM3y6OQjXrxhaONmz3McTFQ5IpbGH3MNFdqPKQZVJAOylJxyqAMBtJiTGY6zqIstHRoAVfuIcR5DL98j8rPVmcAhD5GDPPt0amBIxD0iWsyJrkMaMSYqZkTWI9QcOmrQmYKcZDKgej8T9xHpILMhclH/fPVFeE6HFtsYo6jWXExM+WBJgr65C6K+Ocsuu/pHC7966Oyd+9xvXmp7xQFOgktw460/jxN30c1vOLaU7Jrvf+HRJ573KtsIaon4s5UH9YPzRhARmANIwcN1oPNcUFNYv4n22rbitgXPrk0LmJ3B4quDNRDsVzwhb3i7+fgn0nJnOjYh2g3T3q/OIb2YqbKinD3qcC34Kt2uz+IGeQ4OZMkY6b1W4OaQtIVAfIBLEvCUh78w6qLQvCTqdeb8zQcv6f7a204ZiXsXXHDA8Wa3V5SiyPbB956NI+ftjk476YRbTjxm8YeWDC6ojU3HKNfqGI95Gtye/aAMMOZUZBmsDMtpcPc8ZQVosNa2FbcHmPr/Brqxhw5gPwkAYF+e6/qxOge30+yFMkeMJxys9zYGTWXb5Dm4OodOS7RzyO2MaJzcokPi3drEwMzq5AQOZQiDKoqFMRSCcXR0za15TQMfmr/w1Fvu+1UcvRrgBl4lgAPAqaedifKOp5JTT//ylwcGBi/7+0t7Jy972wiKpCIKoVOuJieKeTqxKM8q/+tc1aAmBCrwieZ4M231hDT8N5vJ2TPb2xCMlHOGPEM+05B5Jhc8zznGPsjO7tGP4dz+PFMZUeeVXk9Ii03SGSDQkJ9pdxZxz7PJxMR0ksKVL+f7oQSIWQXX/aCAXzy5ZHL+vPmXvfUt/+vLqx5+NDn9jDMONLxmbC8rmnB/201f/Tq++Z3P4b++c/IPy+b1TrW0zD7xNw9VwrgWoyUQP0UlJpiMCGqcI+HCuS+L+rhkT5VizQye3Mqt6rVZ4dWs6JoVztGjCc19JOX7ZiEgI7JQ7dcjCYG8aEJY12A7qaCtkxn2yayl3KcU7PW0e+oDZG3MYRsQaBVqVUEnh4nZ99wYrpPAdTgS5qBa91Cv+2CMwwto5YHnVvya+sd/5c7VTTf0N52I005/dSy3+l6v6qdpbfvuOupR/MFPXXvbUaObn393ebwSlKsuhisJylN1RBEF9wMEroMWl6PocAQOh+cIa++mbmy9VIQ9NUmeNm67y03JkcB06RM0VLrSthklkam1NMBOtOshWUfLu4aGUF5uhRDoIQsy0UN3s2cdnmgqlQpZUJMA6NPNZMc0vkcHNIfrxPDcRMy650XwvToKQRW1CBibbMWusQ7sKrugTlhfvLDwL6Vm+smuxVcdsNiS/W2v+CBzptbd7uPqz/7rjUt7g7C/1PnClmH+idGdVfqW06fRWtqGr93l47HNnYhpExIGlX+czXO5Z1piqB3Q1/djyGdxbZOimNYvW+5fipre1BguVTukVTZUE+iu9ex4eZjulCEkoxSCNaehtcrNztUxMjpQJM1zUGjRgpymk7sycCpy0gjhcJwEBX8a67YkuOlnHWgN2nHM4gCgJQwsPXsqKs6+bmS6EgNXvfKAmqEdNIADwOX/8DE8sXZdtamp+P31z2z8x9UP3uedvCyiRy3liKNxPHNLEdOsABCqaguqvxxaMuMjXBtIykasP7V9r0qKYrXQ1ZTcOXr2odmKG9AYf2LEi8iP1EAu5UEie4a2naQHcphhC9mANu05BArkRIbpG9yfIiEcNM2wBwCHJohJhG/+sgVfv7MPRy5wMau1HQv6S5/qX7RiVU9XW3mq+mogaeb2qg0yZ2qDg4diYP785wYGFr/ugvPOunLuwJF8uubi7afXsGLJNCjLivt4NKUo6bTirv7o1ukK8geFhMzgsNC4MaBZYlth0d6cZcRYA02jU5nz++ifB2gDPY4GxUN+HG/YoEt35jUZ79Fd/ta6iifh5ms5wGQsK4yfJBRxLP8c4XaPRaqaQzkeXe/g339Rgh9SnPz6o/ixJ5z5v4e3DH/2vp9/7xcOIfVS4aCxYAAH2YIDQOgTAKhGtR3rXH/lVfVKix/v3nBpfWpdVxgioIQgdDgCV5Qv9F2uQmQBc9kI6BksdJ51VhvytpOGz9J3kb1Z8QYTrVOHnH2a9QY04BOdXGSnzdzvmZU2nDPqPKlmrt6n8x4CpaNDTDWogs4IQcI4HCZORAmHl7hgjGK84iAMunDGKYdFF5x70v855ejFnx485PB49qyOA46Vl9IOOsBl84Iu8GhT7Iddn4JXuipue9sXm1vXvtsnFbfoUIQeUPA5fCd7fDPDoqbL9J8OdhtguqpgbM/pJPZhhOx5XT4pGppFDxTNQPZ9lINH49ycyBnd5b4MiDJEVv80eZ4M/GkNw7wnCTSKAij+o2XDAUBanFNQlyTNoHeoi0nHRU/XQP2TH71wzXmnHvWra3/+3Ce6Orbxwxce2JDXl9MO7vNjhnbd7b9BGAbB7t3lL659/OlLh7ZscaLpCbQ2u/A9gYIo5mLa9PRH0K21bh1NwGsSoK1gUGKsm3W6iSUxWkoK1WVBTSnRXhPrGvLVHVO6zK5RS+agSJMPMlWFEFth0VQTkh6vXmdTrdudWXohdWrGOVCPHUSR6Ga+xxB602hvC9HV05d09iy5LQhb/zqOa7Wm7vMONnQa2msS4ADwwvB2NDcXWzduGfmbb3z7rtft2jH61unJ3SiGon7K8PYEMRMeNFcWqkcOb4WuIc8AcJmNkwNwY50AhBI41NTDFcjzQE1JplOnnD1vMGxIhJZc2CAVGllKWhI21QCuDcJl9o4tDxoPGp6WB+Tye4txDiUcUezghW0B4pijGCaYPasV3d2ddyw67OxHiqW+L8TRVDko7H22hYPRXrMAl+2Wb/4I1Wo0t39O5/WVybG3PPPUYwjdXXhqaBqrnw7R0cQReICbgo5xIGFZEUqboxulIOwUNWkh89ZTsBppbloaW74GbgLaADhgAt223vZSs9okVZQMYJPMssv0NpXWRplp7VMeLq9DcviEETXLsetwBH6CtuZpPLie4PGni1g4twMrX380erpa/18S7fgIId7Q0hWvruNmf9trhoPP1N73l29CZaoy5FDnY8NbRz4/b1Z4NZt+6NgdtbW08nhIekoEflo4iwOIE6STLWUubMUn1SAt69cKhLA6Q87gk+S9JsQ8D9Hfr/EmnYPb2iBXp8wi/uxlThCWfj69KK0uL9pNjSukFU9fi9htgigWVMRzOVyHwfcibN1V5dwbYEsPP/KhBQuXXd7d07uBMTZUKBQPNjz22l7zFlxvI0PrQcDmPPv8qr4H1hW++9STmwZ2bxtC4BOEvjBp5UmOqRpTlkhSF91qOjSbf8exEox1uqLz6cb5eCR90T2cMxT40e50Q+eagY+r69MsuLLa2rpOO7JEZW68x1HzJWXURCV4p9aeMYLKtIuxSRecA4GXIPASzJ/fhVn9szb+/D/I245ZceKI49LhFcsPPdhQ2Of2qsaivNz2uWtvRP/Rl05cfP75W2d199131GGzj9+xYxvzHNpSDBL0dVF4fgUbRrz0xzOtsbJ+FnD1THl9sGlbZUoyKpJRHaIB3RxkynMoaoIsu8bQz43QWouX6+BHY2cg+tlSWU/n/RLwjkZzpFRICeA4HIHHUAzrWLuJYfNWF4wRtLe3wi92Dy9edsFz8waOfGezd/Kjy45YMzGr9/iDDYP9an9UFly2eq0Kzw/I93/6IB+c33ru0NDwR3e8+MyyuZ1b+p4eegrXfGMO+koUzSFX1EVl7pPUE+qIqb8dR1h0FbhFLY4MvXybZrnTTuFQrSyE5OKa9c9c4eLzebaS/Qj6uMCy3o6jl4potOZQ15lNneg4XIHadRg8h8NxmSqiBGQSq+dyNBfqKDWVcc2/x6jXl+LUo/tGVp6w7MlZfbOva2sq/8wvHUOiKOK+7+OPrb3mOXhe84MQyCDys61bt/wMfMl/q5fvXfm7DbMu6uzcVqpM7EZbEQh9B7WIox6LH1XVGdF4r1JOqBmVJz+EQPJcboSjktSc6lGDGXUwZ2rLC1FV55HjAn0OSoIsOYE30pnsvVCaOGMC5DwtX6yTe5oOHB2HgTGCOHJQjxwkSYSWphqCsB3/4x0DE79as+D7Z5993AMAbu7tG5Af84pn3rxS7Y/Sgs/Utm2f9F7cvvvSm++4f5nH6x+u7X6OjJfHMLSdY/ukA98lKHgMYTqpm+cQeC6B50orTlQcBueapdXojEMJHIcoyy3XHYcYnFzSCB3YCQc442KKGnBTwyf6U0E+WbKleNrw1KJnhf7tDiNph+tweC6H7zJ4HoPvMoRBgkIQwaEML+4MsGHIQ0trC1Ye18ebiuSGrjnnPemFXbcRpxgd7N/yQLU/KYADwIOPbYDn+e3bt42sDOnEWznj7/nWj3/Pf/Hwc2Sq6mOgw0WpIFQX3yXwPfHnOkRIjWkhd8YyuVHweaLRGmIA3XFoum4OYJVCwZGeD0gSDsa4+Az9KaLeR1NqoYHbyQDupiCXUiDnQJwQJEy64qHAHXgMvscQeALkTWEdXW07AVLDWO1oHrmnEkL41xYPNN0xa1b3A/VatDtoPuRg/4QHtP3JAVy21AL3Tk6U+6+/+dt0yYB30/2r48HtWzaFExMTSBhH6APFQCgwvi9ASokAYq3OUIuYSsJ1KYHrEnhOCnQL3K7c5mSJGNLCJlxMRxMnQBxzxDFDwniavc7VwFV2GtehCuBuej7PEQD3XJ5KeCIWnDOgWqeo1omYL4lyuA4QeAxhwFAIEhQDMblrodiEQw7prD65peXZ3tbq++cMXMq6ulq2MIZR1/3ThMIfJQffl5bGg4wCGI3H70OlmpzR2dm2qLfztG889ewL3r2/Xt02tmtbK0UE19WsuENBCEGtHmGqKqQ0zyWgLhfc1skUC9jeT8vySq7sMCBCps/HjCOOhSUXp+KglIA7SOkQB6ME1IoylOMFh2ZAJ4SjWieYqOhqDwOKBIWQwnVdtHd1lnvnHj1WbJkfuWTnJTunoudHxv3tRx3ferB/plceBwf7Al6tNj5eBhGoL9z+g/vrf3HykX/10MOPv29460jc3uKtGNu5NdhdrmB6uorBfo4H10/h8WeA9iJBU4Ei9AjCgMD3KHyPGhTFdSk8l8D3Um7vInVzizvMGFCLCKaqwOQUw3Q1Rj1iiqII3kzgpefxPDFecN2Mh7uOiKQMfY5CKC1zjFLTFFavBx5e14JFcxwUCwWAFnDIkv5aRylZ097Z686dv/yWXaOrv9wz73QfwDTAeXNz6WD/JK9K+5O14HZraWkFhCGc2joyCs91v+B57hc+8L63+Ukc/8vw0Oaex9ZumDeydahrxaE72OZJtnTdFopKrYo4roMVCVzXQyF04DpiMAlkA0g5OPRcIPAZfDeT7TgXAK5HFHHCMF1jqNVZmoRARLx7ShEodeDKUFUp6TEghjg/RwLwCJ5TR7EANDd5oAUHNdr59OKFJTp/Qf+OYqn/hfnzB7b5vnfZ0MYH665fRNfsE9Hc3HzQUscOVvuzAbjeZvcZ4Zx1AB+emqpiYNGhywGnv+Dclzy189kzdo3FTrHU+oFqeUdTezPFeHknkvo4As9Frc4RxYDrpLOOpQM83wWaCgyhLwaoDmUohklafNLH5hGG4R0MnDMUgxS0HPA9AJypTgKe5ZxOTceo1jmaC0BXRxv6ejvQ0lxFd3epMjEx/pW+OcXkjO7j7n33RUc5Scy2AHjC9YKDfZtfE+3PhqLsb7tv9UY4rutXp6cv3j06XCx6iOKo+uZiSN5UDCkmKhH+Y9WjqFYrKDV5KIYOCiFQ9KvobhlDsVjBpq3N6GnnaG/diY0jQHm8DQ897WK8OoZNIwG6igE624CN2xK0BBQDs5vQ3VFE4DtoKlA0FxhaW5rQO2cZajFFISAoFcmPWkrhD4th5PXM6pry/OB7PEnqNDz8YN+y12T7T4DvYxsvTwDAAHUw6FCwqek6vvq172Bs1w60lHw0hRSFkJJjXrf8X2ny7NKtuyrJxuFWnHh4HaNjU9g+5qDgehgtBwjDKraPMWzfUcAJhwHrRyOM7fadE1bMf3r9usc/5rqENxUIWooMvb1dOP6kt4BQD5SCOhTPAthYbPrz4NAvt/0nwA9g27V9CJzHi8Z3PlJ4YlMdozuacebR01i7mQHMQzFgqNR9FAICjmms2xjgrKMZNu6KsfGFAGeuXD7te87zAwv6D/ZX+ZNp/x/Y1OqtAJorIQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMToyNjoyMi0wNTowMMpgVusAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MjY6MjItMDU6MDC7Pe5XAAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
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mf_hecke_newspace_traces • Show schema
Hide schema
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id: 100843000
{'hecke_orbit_code': 755947798593, 'n': 1, 'trace_an': 8}
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id: 100843001
{'hecke_orbit_code': 755947798593, 'n': 2, 'trace_an': 0}
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id: 100843002
{'hecke_orbit_code': 755947798593, 'n': 3, 'trace_an': 0}
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id: 100843003
{'hecke_orbit_code': 755947798593, 'n': 4, 'trace_an': -2}
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id: 100843004
{'hecke_orbit_code': 755947798593, 'n': 5, 'trace_an': 0}
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id: 100843005
{'hecke_orbit_code': 755947798593, 'n': 6, 'trace_an': -6}
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id: 100843006
{'hecke_orbit_code': 755947798593, 'n': 7, 'trace_an': 0}
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id: 100843007
{'hecke_orbit_code': 755947798593, 'n': 8, 'trace_an': 0}
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id: 100843008
{'hecke_orbit_code': 755947798593, 'n': 9, 'trace_an': -8}
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id: 100843009
{'hecke_orbit_code': 755947798593, 'n': 10, 'trace_an': -4}
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id: 100843010
{'hecke_orbit_code': 755947798593, 'n': 11, 'trace_an': 0}
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id: 100843011
{'hecke_orbit_code': 755947798593, 'n': 12, 'trace_an': 0}
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id: 100843012
{'hecke_orbit_code': 755947798593, 'n': 13, 'trace_an': 0}
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id: 100843013
{'hecke_orbit_code': 755947798593, 'n': 14, 'trace_an': 12}
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id: 100843014
{'hecke_orbit_code': 755947798593, 'n': 15, 'trace_an': -6}
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id: 100843015
{'hecke_orbit_code': 755947798593, 'n': 16, 'trace_an': -2}
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id: 100843016
{'hecke_orbit_code': 755947798593, 'n': 17, 'trace_an': 0}
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id: 100843017
{'hecke_orbit_code': 755947798593, 'n': 18, 'trace_an': 0}
-
id: 100843018
{'hecke_orbit_code': 755947798593, 'n': 19, 'trace_an': -12}
-
id: 100843019
{'hecke_orbit_code': 755947798593, 'n': 20, 'trace_an': 24}
-
id: 100843020
{'hecke_orbit_code': 755947798593, 'n': 21, 'trace_an': 0}
-
id: 100843021
{'hecke_orbit_code': 755947798593, 'n': 22, 'trace_an': 0}
-
id: 100843022
{'hecke_orbit_code': 755947798593, 'n': 23, 'trace_an': 0}
-
id: 100843023
{'hecke_orbit_code': 755947798593, 'n': 24, 'trace_an': 12}
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id: 100843024
{'hecke_orbit_code': 755947798593, 'n': 25, 'trace_an': 0}
-
id: 100843025
{'hecke_orbit_code': 755947798593, 'n': 26, 'trace_an': -18}
-
id: 100843026
{'hecke_orbit_code': 755947798593, 'n': 27, 'trace_an': 0}
-
id: 100843027
{'hecke_orbit_code': 755947798593, 'n': 28, 'trace_an': 0}
-
id: 100843028
{'hecke_orbit_code': 755947798593, 'n': 29, 'trace_an': 0}
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id: 100843029
{'hecke_orbit_code': 755947798593, 'n': 30, 'trace_an': -10}
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id: 100843030
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