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{'Nk2': 4508, 'analytic_conductor': 24.66311365893992, 'analytic_rank': 0, 'analytic_rank_proved': True, 'char_conductor': 23, 'char_degree': 10, 'char_is_minimal': True, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [23, 11, [5], [1]], 'cm_discs': [], 'conrey_index': 2, 'dim': 250, 'has_non_self_twist': 1, 'hecke_cutters': [], 'hecke_orbit': 1, 'hecke_orbit_code': 137673834519, 'inner_twist_count': 2, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1], [1, 1, 23, 3, 1, 11, 0]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_rm': False, 'is_self_dual': False, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '23.14.c.a', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'minimal_twist': '23.14.c.a', 'prim_orbit_index': 3, 'related_objects': [], 'relative_dim': 25, 'rm_discs': [], 'sato_tate_group': '13.2.3.c11', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '23.14.c', 'trace_display': [-11, -1207, -41875, 240331], 'traces': [250, -11, -1207, -114699, -41875, -125668, 240331, 562996, -13202058, 6953875, -3424265, -22791084, 3490653, 50205165, 176844388, -490333979, 328329126, -1483103136, 421314266, 2219491465, -78337650, -3434924370, -1136295460, 9411545590, -1864106572, 1667164680, -9721840444, -6307427861, 4577125342, 4734876279, -17474267534, 4405213005, 25246882688, 110582140841, -89338688177, -80473829201, 137638238141, -76702005796, -128710270415, -83183802761, -84461659081, 642496316531, 173219979445, -258655410146, -705541124326, -498937097171, 120935371998, 699968839574, 558985803654, 83944255994, -4283777465, -2142921561476, 272009269261, 2584940501358, 1310214270287, -1585786115708, -1403094760632, 170153766025, 1820165271843, -2737768761805, -2012664785805, 823312571824, 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label 23.14.c.a does not appear in mf_hecke_nf
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mf_newspaces • Show schema
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{'Nk2': 4508, 'analytic_conductor': 24.66311365893992, 'char_conductor': 23, 'char_degree': 10, 'char_is_real': False, 'char_orbit_index': 3, 'char_orbit_label': 'c', 'char_order': 11, 'char_parity': 1, 'char_values': [23, 11, [5], [1]], 'conrey_index': 2, 'cusp_dim': 250, 'dim': 250, 'eis_dim': 20, 'eis_new_dim': 20, 'hecke_orbit_code': 137673834519, 'hecke_orbit_dims': [250], 'label': '23.14.c', 'level': 23, 'level_is_powerful': False, 'level_is_prime': True, 'level_is_prime_power': True, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [23], 'level_radical': 23, 'mf_dim': 270, 'mf_new_dim': 270, 'num_forms': 1, 'prim_orbit_index': 3, 'relative_dim': 25, 'sturm_bound': 28, 'trace_bound': 0, 'trace_display': [-11, -1207, -41875, 240331], 'traces': [250, -11, -1207, -114699, -41875, -125668, 240331, 562996, -13202058, 6953875, -3424265, -22791084, 3490653, 50205165, 176844388, -490333979, 328329126, -1483103136, 421314266, 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mf_twists_nf • Show schema
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id: 18082
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 3, 'source_dim': 250, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.14.c.a', 'source_level': 23, 'target_char_orbit': 3, 'target_dim': 250, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.14.c.a', 'target_level': 23, 'twist_class_label': '23.14.c.a', 'twist_class_level': 23, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 14}
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id: 18083
{'conductor': 23, 'degree': 10, 'multiplicity': 1, 'order': 11, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 3, 'source_dim': 250, 'source_hecke_orbit': 1, 'source_is_minimal': True, 'source_label': '23.14.c.a', 'source_level': 23, 'target_char_orbit': 3, 'target_dim': 250, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '23.14.c.a', 'target_level': 23, 'twist_class_label': '23.14.c.a', 'twist_class_level': 23, 'twisting_char_label': '23.c', 'twisting_char_orbit': 3, 'weight': 14}
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hecke_orbit_code 137673834519 does not appear in mf_hecke_charpolys
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mf_newform_portraits • Show schema
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{'char_orbit_index': 3, 'hecke_orbit': 1, 'label': '23.14.c.a', 'level': 23, 'portrait': 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QqLLZfRqsCRDrMLLqdmBOfmEi4sJ3iVHu+8pcsHbgNPNjl+vsGFecWlxZT55Qzcp5YsN1+zyD/95CqbR5ucvzTGpaUKc0sus0uWJE0RFl45H3D7tT2u21Xn5MJ2Mz5xxWebI40fjuO4/b0f/9BbDYk/0uPPNMCtXcWYFCHEzxw+fO6uRx75stw0uXrX0sqCPnVuA9pd5TvfHjC3uIEz0z6dPqx1ElZaMctrKXNrcHpZMDmxxj/7/mVuvbLKxfkxZhdqzC5p5pctc0sJ04spC52E5lifuw90uf0qcGUFT3nMr/hcWtLMrQh6ISSJwXcNNT9ldCTBAOfnEtpd2LHBoVYJsVaAcOkGhu0bQ5bXNNiMiqx1IUzAYllpRWyZcugECqEswoQ0fIftm/qs9QTnZzWp0Yw3JHVf4DmQJIJeKJlbkVxatsyvJnheH5yEO/Z3uesawWSjwvJqg4vzHrNLML+UML+SMLMCp5ctN+9f4qe+f5WNzQYX5saYW66wuOqytCpY6xp6Qcq5SwkznZDveJtAG49Xzy8zMjKVXLNr7Ol3vusjpja682ms/QmhFNs2Nt5qqHzbx59ZDn7w6d9ly/Zb+Il//A9++ujhr//91w4/fMXR092dreCS3Lcr5Ka9ig1jismmwVqFFRLIDoFACIsWFlfC7HKF509JDuxZ4aptfao+OFriOgrX1dQqkqoj6XUdjp/zeeSQy/mFkHYSc/xiyIbxFT549yoHruhw81Utzi0lLPUEVa/PmVlLq13j2t2StX7K0XOKelXz2nnYu9nSj1L6qYvWMaN1OHbRQ+kURyZoB4JQcutVPYKe5MAVKe0g5fxsnV0bFbVqxFpomWr2WO22+ey34OWzKUfO9tmxeZnr9rUZHYt4/x0dvvNey56NddK4ydmZEU5PO1ycM0wvxEwvpJxeEFxYi7n+ykX+2fd32NBscnFujPnlKotrLsstyWrbsNaJWVpLWG4b1gJNq+Nw+LQllT12bexIaeTOh545u6vTC27bs2tbZcfmsW/859/5PX7/8595qyHzpo8/kxH8yAu/w86dY+ro0fn//flX5v5/3dZZlaYJNbfKN140tNMWf/e7Vrhht0sn8Fjr+CyvVVhpOay0NasdWG2lrLYTVjoJSy24uCrQlT53XrPCd98bsWuqxlo3452LKy5LLcFKy7DcMqx2DO3A0A4tvX7CeCNm+wYDCDzHMr3gIKTHjinFrs2WzVM95ldDDp+sc9NeS7WyyqunxqjXIqLIYXzUEPTh6u19fvtbTfZtSwhDy8SIJE4D6r7Ha+f6VJwaN1yZcORMxPyyy5Zxj12bYPvGCKVippfAdSxCWHZsSBitSzqBR7fn0O45rLQVK2uw3DKstFKWWilzLVjup2zf0uW771vizqs0vtPg0lKDpVWfpTXNcluw1srAvdpJWe1altuwHEjW+pbr967y974zIuhu4JEXJK7fo+p7XHfVzrQVbflpt7n7p9LubPojf+1jbzV03vD4MwXw9vLLOK5f6a5Nbz/yyrGPzy/M/vOHHp/j+Jzhk+8L2Dxa5WvP1PjqwZjxyRV+5gcXuGGPz9Jqg+VWjdW2z0rbYbWtWW1Dq2NY6ySsdhJW2pb5lmC2a0F0+eg9Ld5/q2H3Jp8oqrLa8lnrurQ6itWuoNMT9ENLlFjSFJS0eA5UPEuzYZkai9FOn9OXIl455WGSGu+9LUI7a7x4dISdm+Crzyfcc63HQivA14okjRkbhSR20E7C8nKVu29s89Vn6uzaBAdPhjhUec+thkQEvHI65ey0j5YuG0Y1ozVBxRO4rkAJSAxEsaUfQadnWesaOj3DWs+w3LUEacqOrT3ef3uLj94VgamzvDbCwkqF5SIYtGCtk9LqJqx1Uta6lpUuzHUUC52Um69c4p//4AobGhv46tNjfO2FiI1TPb7v3TGvnWoy297CxMSWf7Jl59W/u//KLRe6vX5w323732ooDR5/ZgB+4sQZms3N7vT0kb82f+nVXzh/9mXRbadype3wwrGY6Vafa3Z1ubjQYGbO5XzLcP3ueX7uh5a58QqPpbUmy2s1Vtseax2X1Y5mrSNodSytbspaJ6HVNax2LQsdwaWWYbTZ4103d7jjqoQdGxSNikO74+M5ElBEicQYgbHQ6wPCMFrvc3LGYmzEwwdrhL0KV2xxufNAj9is8fihJjfsdTg516W12uD2Az2+8aLHhjHL0fOWv/2RNkfPeWwYkzxySHHn1YqVXpszF8e44cqIx18JSMIqd+x32bOtT5B0+fqLClLB6WlNo6rRAnqBxFhBaixxAkiDdg2trqVWj9m2KeSuq3u866aE8ZrP/MoIy2sVVtvZuVltC1pdaHUSWt2EVjel1bOs9CRzHcFSJ+W2fQv887++xP7tNeZXxji/kDC9HHHNdoe5xQleeM1lqRUjHM/cfuv19ob9+/+Xa6+89tdnFy5Fu/bsfqshBfwZAXgUxbLXCz74tYceuMLT/Z/74kMvOH61y3tudlltNXjllOXY+ZiLy5YktQgEK6FkZi3hjqsX+JkfWuSmPS5r7REWV+u0uj5rHZe1rqbVUbR60Ola2r2EdjelGxhaPctiV7DYhTgNuW5vwMaxlG7P8r7bQ3ZuNCSpREtLFMNjh30uLPhsGk149bQPpspVWxU37jN4fo8XT/ZYXKpxzc4ajeYqzxxxuGWvz3JvjdXVBhs3Wp4/qvgr7+jywlHN1imHpW6L1ZUxbry6xzOvpoxVmlxzRZeFVovnX29S0TVu3me5cnsfZJfDZwVTYzHzizGPH3boxwopITWWnZsi3nV7RKer2DxquHEvRFGVlVaVlZbHWteh3VO0upJ2F9q9lHY3pdNLafcMaz3LSiCZaQtaQcidVy7y///rq9y012d+uUk38LBAkiimF2q8ftblldMpy72A+2/u4ooqE1vvjSea6n97xzs+eMr1Kl/RWpu3GltveSVzda1Du9P9/qOvHfw3S3NHxzrtWXZuEDzwnA+izftuseze0qQfaipuTLtr6YYWLS1CaF44sYGf+BXNR+5c4RPvWGHXloi55QaeW6HiuVQ9h1pF06lI6oHDSE3T66d0g5QNoSEILZ2+x8qiz/RFS5QYZuYSPM8CAldZtBT0AoXAIelprt8p2LPZsn1LjzDt8LUXFMdOjfLumzxuvHqV3/iaxRVVdm7pceQZxZamYqLRw1cVothhoQM1X7N1g+DlYxE3Xlnh3huW+PQDAa5T5523WRyvxzefj/jqczVeP1th9+YqOzelTI5G7JqIuXZnilIGrSxgqXoek02PKHbo9FxePenQ7Wt6gaLbl3QD6PYt3V723TtBSjewtAPLWgCLPcX8qqU60uJH37vIX74z5MDuGpeWGrR7Pt3ApRdo1joOs0uaszMpy90u77pzjTv2VfnKUx4n555zNk9O/ZvRsYMrt958y98zSe/TUlf/xwX4WreDEPz1Lz188GdefO7BsWu2rSFEHTBsGxc8dyRFWsOVmzPPchQbpACtswurVYorJUdOTvLSiRonZxf4yF1d7trfp1lvsNKqUmv7NAKXbk/TyS920Nf0Qk0/tPQjQxRb4jhbHZLUEiUu1oBUAkcLfFfQrAtG67BxwrB1Q4+J0RYPvQhPvOQgzQjvvsnh+qs6PPV6TNRvcOf1glYQsLBc444rDRPNHhXt0U8Ui+0YZQTXX6mp1kMOHfd5240j3H5dh0PHFdgRbtrv8oMfWOEbL0c88kKNoxd8tk8qNo5VGK1XGalDxQNHW5QEY+HoWUGaCuJEECUQxmTfMUwJQkM/NPT6hl5o6AbQDmGxK1noQGj63H/DCh+8q8X3vtOQJA3mlmoZuHsunUDTCTRrHUWrK1Ay5b2397lrv8u5mVGwCpHEHDk6w6bRL4xtHg/+5ZY99+owav+K5751MuJbBvAkbKOU/sHjR7/+M7Onn5w6frbLVLPPfddJXjrRZP9OS61SY2XFMudmS3HVl1ibXVCtLI6yOMpQcQRLvQqf+dZWvvlSm3uuXeOT969x7a4u480qy2tVOoFHL3ByYKvsiARhLIkTQZJkS7212edT0qI1+C5UK4axesyWqR4JXU7OxHz2cZ8zF2s0vQq37NfccaDN8ydaPPxsg9v2+mzf1OO3vyVQwqNRj1nrhhgLSsBko0e742KSCh+8Z4HPfLXKnnmf99/WI4qXefyVceLU59b9U7z/ljZ7t7X45qEeRy5WOXzWZeuYZKwhqHoC18luQilACIuxYIwlTvKbNbaEcXYj9yMIIuj0BauhYKUDQve5Yd8an3zXGvfsTxlvVFhtV2l1KnR6Ht2+QzfIVoJOX9INJMbAhnGHseoYr55SnLskWVlJePlMyn03txjxXX7jc49OXXWd+Jl3v+0+OzvX+tXNG9+aTqL/7gD/rd/5ZXZu3cXjTzz6qVdPr/zccy++PLF1cpUDu6ocPqO554Ylrt2t8N0atapLPwQhskSv4mWyvZQiX54NjrZ42lLRgtW+Yrk1yuceq/Hcq13uvG6NT75zjRv2tBhPKySJR6/v0w0cglATxYo4kSSpJDUCYwUCixQWzzVU/QTPjXCdkJnlkAcOSk5Nu5ydHkUZjz2bXK7epbjpqjbKW+SV03W2NKtcsxs2Tq6y0m5w7RZJYiwPveAR9iTNWsJ7bu3zlcdjLszV2XeFw6W1Pq+dcdi2YZTrdi3y1JEOz7wmCCOXq3aNcdU2j6u2djh9aYVTM/DCsSonz9SoaoGnJTXP4jsgZZZUWZvdrEkKUQJRKuiGgnZf0I4hMgnG9rl5b5tPvqvNPdembBrz6PdHWG75dLoe3X5GSbp9RdBX9EJBry8J+pCkFmMkxy+49EPD0mrEqUsG43Q4sMdy7HyNIJynHj84deq1Cz83s7QxuX7P1t946uhFEYXY8cZ/v9TvvyvAf/Lnf4W/8vZpfuOb5nu7rUv/bnVxrlmRkldO+YSRZXqpxv/9hZCf+tQScaJwHY9OTxJG2ZKrlUKqAtwpjha42uA6Fs+xVN2Upi/ohA6r7VF+74kG3zrcZ8Noj4/f1+KqbX36QZdrdlm2bVSEsUOaKlIjsQW4pcHRKefnLWfnBGuB4ctPVZlZGsVGDqO+YvO4ZsdGze4tcM2eNkYu8UtfqbGyMsJtV2mu2dPim4cFInGYGpXUqgm92EVaCVaitEurL5hfEey3Ve67qcPThypsnnC57ZoxfuADS/z6Vzu8cLxGt++wvFZn1+YK+zb1uPXKDt/xtg6zKyt8+SmP5Z7H+UsOMzMujhJImRW6jLWkBmJjSRPD6HjMgf09wjDmqm0hH7svZGpEMVb3iGOfS4s+vcClF2arXNBX9PqKIJQEoSAIBf0Q+pEhjFLiJKN23cAwt2q4uJbykz+4yoGdI4zXI/qRx6mzlkdfODSxZcuGn//s1x7+Jxh+0Jrwif+emPvvBvDnn/o1br3rgPgPv5J+19zChV+enp6tjtQ1d98A56YrnJlNwaScna7x3LFFbtzTI4oljtL0Qks/lDhKoJVEK4HWAkenuFrgOgbfsVRiSzWyjPgpoxVBL5J0ohpnp2v8i98ZA5MgkoSbDvTYtTEiScBYU3QCIYVAKoF2XI5fcDl6yqfma+quZKIqmByXTI1pNk8qdmxK2bdjjVQs8++/0OD8hSa3Xelw1c6UIOnw7CsezYrD+IilWY+oVjIqZIyk1VesdC3LrZRWt8Ld16xx8GiPYxcUzYbPrfub/NAHl/l/vgiHTtXoBpa1jmZ+pcHGiSpTo312jPf5B9/Vo1FtceQsHL8ocRyLUhYhDGCz/ywkCezcmHLntQlp7BAnHtZW6UcOc0suQZitaP1IDehbEAn6oaAfSYIQwiiryoaRIYoMYZwn6IFhZlVx+7XLXLHJY3ZhhIvzHmenLWfn+hzYGyOis5NHj3x2cmV+16677vnUk//h05+xf+uvfuIvDsAfeuAzhOGUevAPjnx0zL/0G5f6s76QDfphi2Z9hVuumWJ0pMKmccVCKyGMXFwnpV6NQYBSCkdbXC1xcs7pOorQkYSRwYtSwthSibMTH0WWRgJhbAgTiBJBP5aEqUec+hw7VePwMUitJYN2xo0dCa7KPB91D67ZBI0KjNQko3XFeFMzNQbbN4Zsmlwjtiv8+y+McPrMCDfuVuzeKtmzdZVHX0uYXx7hpl2S0YbBdwM86WGVIEklwlqSNGK16zO/7HDjVRWuv7LDU4d8NowKqn6dG680/OhHl/l3XzS8NlNnrWtY6ygWVzUTzRqjjQqjjREa1ZjJWsyOGyM8J8HRCUqlSJElE5bspopjxcKiJk4UcaKIYkUY58+RJIwlYSTpR9mKGcZkOUpkCaPivGbPGdgtQWTo9rPz62nNKycqzC95zC4aTs3GONWAakUgTIXHnr3A2GTllz79m78dbN+44wuf/dzvp9/9Xd/x5x/gLz3zu4yN+Or0xemPnTk//+m52Qv++FjMrq1rnLnUReg19mwR1Pwxtk551HzJ1o0V4hgqfgxkCZ+jM5A7kcR1RHYRHEHoKqI4A3ocW6IkzVSRpHSkGW9MU0NqyPi2YQBuIcgSVwmOA54W+J6g6klqVcVIVTI6IpgaS9ixsUe9tsYXno54/JUx1pYaHNiu2LHJYe+2PqlY46EXqtQczeSool7t88ppso77bZZeqLhub8yBPZa5SymLqy5Bv8p7b+nw5JGAkzOKWkXiuQ2u3W34qU8t89hrAV95bILltmXHVMpqS9NsKEZqDvWqQ61i8T2D5xo8naJVRrWkzK6BtWQFKyNIjCRJBUkiiBNJlAjiWBLGGQ2MYkEUW6IIwjglig1RKXCEic1AH2cJay8S+Nrw3OEms9NQ9SKW2jDTStm7q8dyG05dlDQbErV01u/V+c2TEX81SMY+/3//0ufTH/0bf7rl/T91gNcrPdnutD4xMzf3H/u9M/7ebR6PvFjjxKU+cy3J4bPwjut7fOD2kK1TVaJYIaXBygx9Stg8mdR4WtF3skgTOpLIFUSxyC5OrIgTiGKZKQjJUPZLUkOaZupCanOlJFdLhBBICUpmtMfVAs+V+J6kVhE0qpZm3bBhLGRytENi1/jck5Jf/+o4U77Pge2C7Zscdm427Ni0yheetays+Fy1UTHagHo1Zv6cZGHVw90FYSyYHJE0m3DyrGW1bZhb8tm70+cdN3V44Amf8Tp4rouSTa7dI/gb71/AkQv8wVOjvD7js6EdM9VMGKkp6hVFtSKpeBrPBc8BrW0GcgFSlEBOdmOnBtJUkKTkQIc4tUQJxHGaBYXYEBXPscllx0KVgX4M/UQQxIIoFVjgzBJEMVgd8oG7lrn/+oDrdjrMLfucutDkGwcly51T/o7t6S9rX2grnP9CFmf+fAL8oYce4uSl9FPHT77482fOnW/UKpZ6JeGmK32kqeLahIOvVnjiSI/l7gI/8qF5plyHOHHohQ5xonG0g9Ypjk6JHI0bZdQkirNSehZxRBaJ8qiUJBCnkKaZkmBMlnAZY7GFDkgWuYUQKCXQSuDoDCC+B1XfUK8kNOsJk82AidE1nj4W8ZsPVzh+tsnOEYc9G2HrRpetG2Df9ja9pM3zRxtUlMPkqKJZh2Y9ZHQkwXU1QmQ3VxC6rLRj1nqWVjdhYdVl+8Y6t1+1wMMv9Dg+06DqxTjKRYgR9mxRfN87l7h53wK/+XCd519tstzVTDUSmtWEqi+p+ArPEXhORuO0kihFLh9mKLeAtTZbvXKgJ6nJV7dcWkwMSZqBO4khSuzwiDNVpp8I+rEgSATdRBCkEIaWyCSMVHr8yF9a4W9/OCYKxzkzM8qZmQqHjhmqfpuNExbTP9to1qN/v3fPje5DX/vyr7/3fR/+8wfw6UstpJB//fDBz/9Mr3VxfMu4z5NHEi4td/nA7ZowquI4loqbcGyuxn/4A82Jcwt84K417ru+x8YJTadboR+6uI6D5zqEkcZzM3mvAHgcS6IkW3bjJNe0U3LpjzxyS4xlCO6sSJlHbtAqK5i4jsV3DRU/oe4njDZCNk20mW/1+IUvOzx0cIyV1RpXTAq2Twm2TLlsnRLs2txHu2t85nHNmYs1rtwgGa1LRmopUobMLFo8LZECrBVEsWbHVJsXSGn3FKtty/xKhSu3+nzHfS0+/02Xc/Mejo4RwsHYGnEiuWnXKju+p81Dh3r89kNjvHiuxpZRwUQtpean+K7AcwSuI3G0QCuyxFmKgSfDkt1kxpIpLWkG+ALkSZpRugzsEKWZ1yUqikeJIEigk0i6CQSxIenGbJnqcu8Na3z4roB79rt0OpOcmh7l3KzPyQuGiwshH3hbl4mROo8f8mi1Z8dHxq74ue//3u9U1rZ/RYg/nWLQnwrAu5022nF+4OUXn/iZY8denYpMxDtv7NOsjrDSqTFSS9i+MSVKHOLY0gkSgiWfzz2+iccP+9ywb43vvb/H+29fY7zpEfQ9gtDFcxyixCGK9SBRShJFnEqSRBKngiSRpKkgNWLItU22hNoc3CJfupXKVAdHGVzH4LkpFS+hXgmZaHYJ4oBvvmL57KMjPP9qk1HX4dotlk1jkg3jLpsnJVs3ROzessqRcwFffnKSEaWZHBE0aoJGNabVS/nqsz511yJEBqwg1HzwzpAHn8s8Ma2uYWFVs3Wqzkfu6vL8sQ5HT7rUvAQlRQZyU6UfZVz/+97R4spNC3zmsTbPvN7kwmqFjQ3BiG+pugZfG1wHtBIomd3IWSSHwn5kcqpmzHCFS3KgZwEC4lQQpzmwU0E/EfQSQTcly3miiFqlx3e/e5VPvLPNjXstY/UKC8sjzK/UmF10OT9rmF6I6PQsp86P8OyaxyvnY+69Ieb0qdemHn5kw8/cc/e9Zm2t9WvN5p98MehPFOD9YAHPXwBa33/q2Ev/6mvfeHy86c/z6mmfXtLmrqtneedtkjjVNKopzbpPqyM4PgN11xDUHWY6E8w+V+H5Vzp8/kCbj72jx3vu7DPWdIlCjzBxiGKHOHYGikCSKpI0L9ikQ4Abm0duMywsCGHzpDIv92uD66R4bkzFi6hXAlICvnFI8jvfavLq2RFE7LFz1LKpaZloKibHXDZOSDZPxmzf2ObiYof/9JUaSVhh61ZBs65p1KBRjRFORDuo0axbhBBYC3EiGfMUiUnoxC6dXspqWzGzWGH/7jo//KE1fu6/eJxfrKFVnN8YmiTx6UeSjeMeN13R5sDuLq+dn+Gzj1Z4+MUms60KNU9Rd6HmWFxtcRRomVV/hVjvrjOANdlNlxpBaiFJRaafp4IozYpEQZrRkCCxJEmCiUPG/YD33r/Gx+/vcM+1CQ3fIYxqrLQqBKGDEJbFtYSXTlkWWpblQHH8cbh29wrvvytm7+Yqj7+0wEuHHp5aXEv/1W2335o89uKp/3xgzxjjo+N/NgG+0g5QvY0f7iw//v/Mnvlao6YVC6s+IpE89GSTRw722bejx93XrPHum5c4v+Tz/JkJ5ltVpLQ0HAtIunGNhdDlD56r8virPW59pMuPfWeHq7e3mWoqGlVNFLtEiUOS6AHI0wLgRmKsxNqMEthBQglSGJTKEletEzw3wVER7SBmsR3zb7/gc3ZhlENHm1jjMl4RTE1YJkYE4w3FeNNhw7hk43jClske481VHnrJ8OLrTQ5sFYzWJfWqpFE11CoRwgnxPI1W2ftbC2kqCUJN0I9JjKATGDpdy0rbYW65wR37uty+f43PPOJTWVFomalJxmqS1CWKJUHoMNH0uXlPl5uv6PLCvbOcX5T85sNNFtaqTC97uEpScwRuQcNklngOAnlBVcgieWIFiYHYCMIU+glExkKaQBIjVcjm0YADO7LrccvVKY2KJklqtLoe/dAlil0s2XiLm/cv89QJzeK8w7tu63Ln/pj9WyWuGuPUxRpbJgynzvZ49NBXxx3P/D8fee8dq61258t/kpj8EwP41584xaap7erHfvq3rmgvnGhsrfe467qEuaUJ2h2HOI6YXq7x1EtVvvXSGD//uzFBJEkTj6Zr0QJq2uIIqChBz/HoJQ7LUZWHXxzh6dcDal7IX31fi23jCTs2B9xxTQctshYxITK6klUlM6+0taXIjUVIixKZZm5JQCa8dlZy8JjmgefrvHahTpRUqWvFZMUyVrOMVm2mgzc0YyOa8aZg41jC5smATZOrPP5qyC89MMWmpmayAY2aolET1KsJFS/k6ROKfqRxahmorBVEicTXihuuDHjulWZmfApS1toOS2se80uj/PD755leWua5lydxJCBiDJAkmih2CCNJN9CM1n2ajRq3X9nj3gM9vuftixy7aHjweZ/nj1U4caZGIjRhqOjFCiUkQojLEs+8JmANibFYY3BEyogb4RNz+41ddm3qs3Ui5pPvCam4ipqvieIqrY6braiJJo41SaowRiC1Yd92w7/+m236kcDVDtY0WFytc262yvS85txsn4V2jxv3WkaSbzRaM6evGN/5o8qGr6fC+5NpmvgTAfjjzx9hYqrifv2x5/7a5nr68+dfX8CNRvj9RwM2T0RsGPNJjYvrxIxVLa1A0Y01VReUZ9G5hyK14CrwUkvFCOoa+qkmSDW91KfTSflXnxnFJjEbJvvs395nfCThY+8I2D4VEcci59sSSpGbnH9KaRBS8HuPVThyuobQmvOzVWbmq/gVxYgnaNYsDd/Q8KFeEYxUFY26YrSuGW/CRDNhw3ifLVNtUrvG7z3ZIOjW2LvV0qgq6lVJvWKo+wmOE/HQcz5hT+JMZR2jBUWpVRTvvTXgiZcM3VDSDVLaPc1aRzO3XOXqXXU+dk+bQ69VOb9SR0kDxDlfdohTRRhnhZluX9PqutQrVWqVkKu39rltX5+LCy3OXVpDOymHz2g+/2gVoVQGbiHXX0RrAAPWEkcpOzYkfPwdARONlH07LBvGIU0cwqhOkjisdhySWBGn+QpaWkWNFYgYgtBBCkuSSlZCh1bXZbnlML+smF9J2bOtwz2TkiT2abVWuDB71c/37JO9bTt2/PrywovR+NTNfzYA/uwrF7By8UoRnvmFCfWo/NAdI6x1fVZaPq4C3xNMjmq0ElS9hEYvpRdmmmqaS1YGBqpHYsA3NktyjCVKBaGRhKkkMg6xgcVug0ePGCwpX3o+Rog0u0g2u0iQiyWZFogQCiEkUimSWCONxtGSuge7Ji01x1D1DFUPqp6gVpHUKxkdGqlLRhswPpIwORqyebJDyir/9vd9nnplij3jMFrNo3dVUq8kVCsRtWpApVLFUxIlcw5O9n3j2KEfCIIwpRMqun1DJzBZy1zNZXp+hLv3h/zod83zbz6vubDmIYTB2hiTWuLEIYol/dChGyjqgabmu1QrPlWviu/F1CsRN+2NcJ2YW/YmfPL+HloleRHIIIRdT8pzSmeMRAiJ5yjApR9qlld15ttJi5wnB3QisyR/QBHFwLhmTGbfDWNFt69odRRrHcFK29IPDY5uMjsnWWnDc685xI89I//XH0h+YdPY8pOm33/1TwKb/80AXzn7GUZ3UvnKH5z46G8+cFRctyNi3/YV9u3y6AVVuoFDP7JUPInraDxX4LmCbmAyL3YuR6XGkphMuy6qjUn+uyS1JCbjh9khiIwksZLUaGLjkeayV/kxqFIK0EJklUoFfsXia4uvUjwHPA2+a6l4goorqVYkVV9nAK8JmnXDWCNhvBkyNdZl89Qyv/SA4bcf3sC2pmKinvnV61VFrQrVSjan8NKy4fQlD9/NqrFQOP0E/Uiza6Nh40Sfdt8l6Ns8ikvWOpp6xadebfLJ+xc4c2mOX/7yFrTUWAypSUmMJU40YaQIoswU1fMl1b6m4jlUvJRWJ8sxXCerIzhOipZZo4SUWTlf5EdmXRGAyEEuaJncZWmyvCZNJcZIEjPMd5JUDJN7I/JkPwN5ktcpglDSDiStDqy1s/7PTmCYWYR2P6UbJUyMBezdEnPm5GHx/BH10eNz157+3//lF4Of+ocfeWsB/u++mLiOmPlHI2rmH928PZSPvzzFQy90uOPaDt/zjhVGKhXml+ssrvn4noujJUo6aJXg9AVhbPJmA3EZyAugF8cQ+IVTLtNyxSBRKnNuIK/kZYmVlgY98JGDo0RmtXWy6qXvSXxXUvEUFV9Rr0jqVctILaVZTxhrhEyM9ti+YZnnT4R85rHNjPoeG+qGRlVk4K5Iar6h5ifUqyHPH4fDx6pcMWlz3jssmweh4pZ9lr3bA154tUkvtAT9lG6gc5A7VP0KFb/Jd79thcMnFnju6EawCmPS7FwlliS2Az9JEGqqfUvFV/iuwXMdPDfF0yYvlmUWY6VMtgWLzKzBCItgyOeGyfkwEhub9adm8mtJii1F7STNrABpkr2Oksys1Q0Era5ltZWw0o5ZbhkW2oKZNctII+Dj97e5a7+i1xnnm4eU3LXtwv/+Y9/Rd7ds9H76p/4h0VsG8CDoySAIfvKXf+NX/t6R45fcnRsVV2xyePFknS886nJ+ocWH7mxz454OG8frnJkdRYoKqckG2kCKkhDJrMBQUJTsJA7pS2qLypvF5JW4olhhraVUeV+34hal6qKgo2ResVTg6MK0lVX/PFfhe4qKJ6hWBPWKpVFNGaklNOsh4yMBmydXee54wE9+egMXppvsnjA0q9CoKGoVRc2Hmp9S8WNcp0+rb1FS4SiLlMNPVkS6OHFpVGJ6iaEXZvvz9PopnZ6kVVFUOx6+V2fnxpif+mst/o/fkDx7dAMWhbGGNDUkaUKUGKJY0Y8UgSephArflXiuzabdaoPjZHq/VjYDuMoArnKaIoRd36Cbl/ZtHkRs7mVJC+phhs9DsOffLQd4GAv6kaATQKubsrQWM7NsOTEvcP0+tx1o8eE7I2670md+aZyTF+q4ToiNL7mHj/r/29T273eC3g/8k0rV+2OX8//YAO91u6RJ+tO//8Cj/+vMzEX/ruv71NwqNV8QJwrvosPBV8Y5dKLGtbs7fPjONnde3SdNN7HaruM6kjTNoCkLgOeRuygjm4FGC9bYrIs8t4CWDy4DeE6788QyoyhKCpTK5DKdt6I5WuK52QAg38tGMlQ8S8031KspjWrMSD1irBGweXKN5471+D9+fYLjF8bYMZYpLPWKpFaVWfSuWKp+StWPidOI33qkjlQKR1qUGMqExhZLucP3vXuVr78Y0Yk8ejnAu4Gi01W0PI3venhOg33bEv75Dy7zT39d8MyrGzBWkpqsrB4n2SoYRobQz+yunifwnYwOuo7E1XZQsdXKIFWmjUths0aJAuDDkieQBxGyWkKmtuSJvGFYTLOUimuQJiKvhgrCiMwEF6XMrFjOrITcfeMaH7oz4LqdCk81OD83yrGzHmdnEmZWDNNLCsed9s+dfOTv7tr3l0Sr1fuJkZE/Xm/nHxvgOj2EsfZ2gicri0uWry27XLW7w427AmYXx9kwKlDSstD2OXzU4+iZBtfvjblig6bhZidQKYHjZOYqPQD30DdStF9lQBeZj6IAdXHiL/tcBcALD0ZRySuit9aF70TiODLzb7gC38tmnlS9lFolA3ejFtFsBEw2Wzx/rMdP/toYr52fYOuoYLxWoia+puZn/pWKn1DxIhwnZGZ5FEcJlDS5LDdMMtNUkiSKTaOWJIlpxz5BmCVfQT+l05dUegrfdXAdH0ePcNXWhH/+A4v841+F516fIjUyA3hqiZM0j+SG0DP4kaTvqgEFcxxwNHkvq8xqAZKcpoDIn98E4xldIS8KIQbFIZMXh4pq8XD1zcWCNPMEAfie5p7rYz65vcPNew2ebtLpVZhZ9Vlc9VjrCs4t9bjuig77d7pEoctvf+n5yp337b79v2VG+R8L4C88+yBnp6vVgy981l1Z7XLHNR6np+u8ftzj9BlL3TeM1BRaCRoVQy8UBJHH0pyHlwg2T1i0FigpQIOSCqMKcJdpiB0A3RZ0pHj9bT6bFEMTlZR5e1sObiVl3ihR0BPwHfBcQ8W3VLyMP1crMY1qRLMWMDHa4sWTff7pr4zyyvlJNjcVkzXDSEVQ9yVVX1GtCCp+dnNkpf6I544Kun0XX5HfZBkHL5oQUiOIE03NV9xxTYfnX2vQizOaEoRp1gPpKTxX4Tpuzp+bXL3N8LM/tMCP/yI8c3SK2EhiY/Jm6WEPZuhKPNdk0Tv3pjj5zZ0d5DRlSONkXuV9M5AXRSFbADwHfJpXigerbcogPypWYSEFzYZi65TPttEJllcy23Cvr+kGkk4gGanBd97r4bkuM/OKUzMJfmWNp5/8kvuR9328+oU/eLj30Q+9+08f4N3WCaqNrc1nHv/if3r9pHrba2cEnt/lbdfV2DhRod3NAGZMFtHCyBAmBpPNh8f31cDoJMicfBmQi5NUBnVhDLLrAJ6HlfW8W2SGIiFzcOcmIzUAeL5i6CySuQ5ZJ5CbG6y8lEpOL+qVkJF6wGi9zcunQv7pr4xy+NwUG5uayaphpAI1X1CrKKoVRXUQvVN8L6Fe7fP4YZe1ls/o6LBMXgCmkM/iVDE1rrj/+i6PHzRZF01kSiCX+I7EdzSOdtG6gpSGq7dZfuaHFvjxX7Q8c3yK2Gji3AGY2V6zSO7FcuAudLVE69yEJQVKF+eGwecrbsKCqojClcawIHT5YUrPpkQry4GpMJmttDLVRymby4fQjyCMMgq63HLpdFPWegH33byKkjXWeuZtx8+c+NX3f+AjP3Lo9fNrN+3f8acL8OWFOVqrKz8+P3fqE7s2nmPT2Ajzq1WssOzbEbPa0YRhkWBowigbyZAOutWzSKLUMEoYK0onSwyi97pE8vLInSO9WL4G3FsWDroh7y4cg1qR+TO0xXGyxmLfNfhuSsVPqPoxNT+kXu0zNtLi0ImQf/SLE7x8ZgNTTYepaspI1ebgzqO3L6l4WfT3vYSqF5GYkE7kIZTEKSL4gIPnnNXkBrHYoeb2M7tA5DNagLyf0nNVviWKxNEaRxcb0Fqu3Wn5uR+Z5x/+R8MzxzYQG02YCqLU5FFc4McGz7G4Tta7qvO8Q6sssCgp8/OTd+UXzyVj1uDGLOc6l4F7EIRKgckUNNJmClKRfHaD7N9NDcRJHgBzuTiMsslcU+Mpx86NsbAqWOvOctVVZz7x6iuvno7j6B//qUbwF49cIPS27Xjs0f90oLW8wKmLFdpxn+96e5+6J/G0Q6vr0+469PqaXjGaIcosrMaKgZuvTKveLBoUHpLL/SS2vGYWUbucVBbLbd6ho/JkSut8zERuQircg76T5rw5puKHjDZ6jNQ6PHc04Sd+aYKXzmxgckQzWUkZ8S31HNwVP5MTC3BXvBTfTWjUIo6eszx2qIYrJY4yeRI3/MLF8h2nisRo7rsp5ordXU5fqDBZhX7eEtYPU3r9PAprhdYOStq8aGS5Zgf87N9Y4h//ouHJ1ybpx5WsGJZYqrmH23PIQK6L1cvkFEUiVTpY4ZQUJYCL9dfoMr4yBHkp8KxbbUsAL/6J4t8ll3xTm3cKWfqhpRda1gLBamC5sCaoXerzHW+PCDpVLi3OMHf+qQN/5Xt/aIdNzp8X+o8exf/IAA86s/i1xs6XDj37fx05ufbhoL3CVMPn2YMVfrGdUPEjvuf+FjdfoVlYGWGl7dPpOQR9TRBJojgrABQSn0Wsi8qFPnz57y4H9pCWiNKJK4FbWKQqZMEMDFrlUVtbXG1wHIPnGDw3wXcTfC+i6oeMjfRY7fR44lX42d/ZyJFTE0zk4G5WLPWKoOaLgVaeKS8mi95uBvCKFxKlKf3Ax1fZTSZFaemnWKVEnmjqjMvrkDCyBLEoAdzguimuo3EciVYKJZ0BwBFw3S7Bz/7IKv/qvyQ8c2yc2VaDfk3STC31xOLnEwc8x+baf6Gk2EH0LqhKAfDB580/dBnnA4aYX5ThtbLro/ng2q1ffU1e54jy1rcgsnT6gvmOZK6dcOO+Nt99f4+G67B1bISHnnfZPDHHeLXx4RdffD7dtPW6v3v67My5Pbu2/MkC/LXjF/G8ym2nzhz9aJXjOJUGyy3N3o2CM5fGuLCScHbO40N3rfDB2xbYvbnO/EotG7jTz4btZCCXefIhShFbrIsCbwbw4hSXWeEwKpSTJZvTE5u7BrPIrbXB0SYfM5EOwO25ObjHuiyuBvzMb1X58rOTLHVHmRyRTPo5uP2Md1fzxLLiSaqezSN4xr19LwIivvWyy2rsMu6xzo+NKK9WGQ+PYk3D07zjxh7PHY/oxB4jg8ZegxtmXnVXZwDXyqKkg5BZgQYLV22T/Jsfa/PgcwE//WsbmF4aJWhqmq6gnhiqCXhxNnrZVdlAI6dINKUYJMHFczlRL9+YQgx6RQbXZxB88gbuN1zHHPAFR0/yHtl+ZOlFsNaXXGoJ6vUu3/e+ZT58u2XnVIOL86OcnnYZrxs6/VG+8uhF7r3r9Y+O1Ku/FfSDc3+iETwOe2i3svfRJ575O5998Ch133Lz3oANe6qstH22TApOTQtePNPkZ37LY2Zxjr/3sSW2bwpZWGnQ6voEjkM/0oNIXhQKCr/2OhnKDpfBcvQufpErbggYlJsLFUAVAFfZ/EKtiwFB2bwT10lxnQTfjfHcmHolQOsejx9O+dWvNnjgqSki02CqIZjwM1qSSYCFTq7yQ+SRuxy9Y7QOefr1Jr1Is6lafJ7LI3ieaBpJnCh8R3H71QGJyQAexIJ+oYZEJvdtFBKnyoGYVR8zsAkmmoJPvL1L3Zvl174a8MTr48zFFXq+pJFYatpmINd5HqJsnpfYHOTFORRD77jMthMozvXlat2AqhTRvBSUsmg9bKrIvOZ2MFKuFwqWA8lMy9CorPE3P7TEJ98FK6sbOPj6OCcvSM7PGVZ6KVMTfa7dE1ExL5PG+/7Ogevveand6Z1s1P/r2vh/FeCtlQscevHrNBsjm5cWTt87Xmuzslbn848FfOi+ZW6+QnDgCo8Hnqpwdk4SxD6//c0tHDy5zI9+eJX7rktRcgQlK3n3TNZqlhqBScWg1D4oJqyLDCXpoSxfCXsZNSmqcpljUEkGk6+KyO2ozIvhOTGuG+M7EdVqH9ft8TsPa/7Ff57i9OIYjuezsS4Y81IanqXmQS3vsK94WbXTzwtCmX8lzVeCjJ4stVO6kYurFK60gwST0lcpvnOa+ziixKHi9NnYDFjr1QlikY9by3IFx0lzmU/lcqfKAL4ucc2cjx++p8st+xf52d/s89sPTbKS1Oh5DjVH0tCZB8fTmWuzaIbQRdEnX/nkgKoMC0DloLKerKwH+rrIXQQtQ+adSbPWt14Eyz3JYj/h3bfO87c/tMaVWysE/QZrXY8T0xEPvmDQTsQN+wI+cjcsLI1y5HjAWnz03rOzZnOv1zp54tQFrrxi+38bwNPUcNNNb9t56tSxXzry2glGRxIO7IYnXqrw6Qc0T+/ocGBPn1cvKuLUZ1PDsNp3OHRsAz8x7/AvfmiRu/f3SI3CIrIoq1TOxwuvw3pOXvghLn8I7DCa5NU3WQa4tChpkOsid5qDPMHVGSXx3BDPCTg3n/DLD9b44pPjnJkfpVF1GPNh1EupezYvvRfgljm45aAo5Ofc23OzG6dRC/nC05qT5yv4SmQVw0JBYYjywRgHm/HwONFctQM+cEuHX/3aON2qphFb+rHFi/K8QRm0lpn6oSiB3CmF1GxV2D4h+Ym/0uPArml+8YExzsyNsJJU6DmamhJUc6C70mY3Tq4yDVa/4rwW8iEZPx9WOu0bdXKGVGWQU5Xkw8Tklc0E2n3JUmi59/pF/s8fWGVqZITF1QbtnoejDfv3rBKYlOv3ROzbWuHY2TEeOwwbxlJmLr7Gjp3X/NJ1B+56X6fT+a9SlT8U4CZNEFJx6vihrQdfPrbn/KV5ulHCwy812FK3bB/RLMw1eWgmiwhTI1lUGamkjFUkx+fHeO1Ci3uvC3F0BVcrsNnyqlM5BPgg4xbrk8kigpd8EkIMgZ0956ahHNyZalJE7xRHJ1nnjk7wvBBXh3TSiF/4nMuvPbiRmeUmRlUYG1GMuZYR11DNI3d1UL6XuU8lpya5dj4At5tVL8M44uS0RzfyGPVyFacoOhWqxEA+K3lSYk2jptm1NUJ5fTpRncAVVOIsEXNzeuXkFEUXqodQ3yZ5VUyO9PjhD/f46H1z/NqDbX7598ZZCmoE2sfXiqoWVJTFS2wWzWVGVbQc2huKKucbIjlvQldK1614PQR40QaXNS33U7Am4cD2iIn6OKcujtIJXKJYIbBMjWg+eFs2n/3SokvFM3zf+5Y5O5+wtByxMPf6nmq1uvXWW2441++nWW3ljwPwMxdmcdzaZJjyOSd63rlpd41TFx1Gt2dmJSHsYMiOMbbUkpX9zvcko36NMMp2Hivm/klpMcoMAF6O2pdZfgZxYigH2gGw19ETmbvkVJoBXKfZeGUnxncjXCei1Y94+ojkdx5u8HtPjtNP67iuy7graLqGmmupepaqOwS370k8T+Ll1CQrDOXKRA5w18kqn2cvWZ54sUoUO3g1+4YEcxA4Bhc9s6JGscJxNPff0uEz3+hyfLpG4Ge1hNCxuAk4scGJDErJTLeWAinkcLhPAfBCYzeSqqfZ0Az4h9/d4+rtIb/9cJ2DR0dYDGr0lYvjaHwtqEjwZC6jFvKqtFk9QVAC+XrPyuXmrMHnYHg9y1G8cIYqAZ6WrLZHee10nUtL3mAygi3oqMl2o4vi7BpfWtpI0LecmDE89dqrzj//Rzd9Dpauj8Pu4h87gm/dMCGffen12x58+OGRqujRbAjeebtDmni0ui6triYIsxFfGcgZVCOxsHcHbByZZGm1i6PTzJutMgpRtmQOk8qyabMMCossIvmgpGwGds+Md2fzwlV+FHRE65hWN+apVwWf/lqDhw+NsNKqIys+9Yqi6VgarqHqWKqupeKSR+0sclc8ie8qfFfgu+QOPZOD2+A5Gf9WOuTENMy0/KywkvPb9YWTIQCyPsi8AGIkUaTZ0BDs3RbwyoWEXuwQ5gmZG5GPik5zilIUakBe1plT3DyFDBmnmT/84/cHvOfWVb75UoffeKjBwaMNljtVWtKl62pcJXClwJNkPZwy26VOieFNqoQdaNn/NXvIOiWMklIG+Noy4kmWF0d49EUXx1FD3p7z9SQZJtitnmWtZ0mJ2bWlx65NiuWZB0fmG++/rdK4/mv8IcOD/lCALyzMeON18R+D1lrtyIUR1oKAm6/ucetVLa7e7ZAmNeaWfdo9TT/MxjakJgOqklCrGuoVSRjpzFClDEKaUooicltmcVYuO2vrqIldZ9DPaInJObdByRQlU9xCzZAxi52Ex1/UfPWpOl9+YoSFdg3h+zh1h4aGESfr5Kk45LQDKq7ID5lbTnPe7Qq8InoXANcJrpvguxHWxnzrkMf5SxUmxgSONDmPFcNG31K0s+vspoogdNixQXD/jT2++GxEN3YIYoHvWNwki+JhbEurlBro1Qi5jqZkhxw2KphMb694IR9/e8C7blnmS092ePCpKo8fqbPQqhIIl8DVaEehhcCRAkdKHGFzqmVRiBI1XC8fvkkwXwfy4qFExvd9x9ILLKenI6p+tioVykuSWMLY0AlgdgVCYvbt7HHbVYZb9klWVyscPbpWa06p/1jpX7gaCP5YAD90+BjtTpd2d4n33OZzaWGEQyerPPdajw+8bY37r++ya0uDtU7WuRPFksSI3Clo8w1T46yTJB95nLVKFYp2+aSIN/40kKds6TC5HJjdLAUdcXWM78f0w5TjM3BuVvHZR0b42sEGC6s1cHx0w6GqJHXHUteGimOpONnJ9l3wnWwmYWYzlaVD5H9uc5CbAchdJ2tPOz1reOWsB46TL/O2VKJfX7otJ2FpKnI1JRvnfO2ukP1buxybqRL4gmoi8GJLqMilPZNH70JNKSTIIVcZ6Oy5FGmMyqcPOPQjh0ol5FPvDfngHWt8/cUuv/uNKudmfY7NVInWPBJP09caqWRWzgd0/lxE8gF1YZj855dsCPISbRH5/6tl9psohXZgMSbF6xmUKvKSbOhQpy9YDgR+rce7b+jwl+/UtNujPH3IZ2Y55sCeOZbmj+H8V3aP+LYA76yeFWEU/J0vf+k3JjZMxOzavsz1e5tMjTV46kiN3/umw+HTS/yzTy2xtRrT6vpEkSZJs3ENUoLWKZ6T4DqZgqF1AXD7BoCXT40Qw+fB3y2itjDZ6AeZ4nnZJNUkTZlbhkce1ZyervDY8xVmViucnq2B56GqGl8ratpS0yZTEZxscL7vZOPaMhAXh8wPlQOcnHPn4Hby7+Um+Y0VcXYRjp6r4sj18uCAojD0gw/sCIWSYrKexiRx2L8jYO9Uj1fPJPQSh3osCDW4STYTUJUALqVASLkuksN63jugQXnfZJIq4tQhdFwalYjve3fIPQfazKy2+dYLLmcuenz9UJXZZZ80cDBSE7sKIWW2UuRd+ZK84smwBF+O5vayKyvz6O0Ii6cEqc0GoYYxgzmK1mbtiEEsWQoE2uvx4x9b5KpNTc7MTPDUEcnBkyGNRotNk5pvPnd84ru+45N/5+TZmZ/bu2vLmxpMvy3Af/tLz2JN8omZ863a7KLPlx7PNOUdUz2u21MlCD0ee77Jw9eu8P3vW6RWqdMPXeIkWxoLQGY9gFkEVzJFCIMoFSnWYXsAcHtZ5C5REZXieClxajlzUfDKGcUjz1d59azL62crtEOPMPLAcVENB08Jqgqq2lAp6cCeLnwahW1W5P2iGS1xXYXryvwGsEPu7aRZZdHJeL7vxlgTMb8iCa2H1hJXZmMwCpnt23lvUru+3zFKHASaybEIqfp0Y4eeFpnSEQ8NY9m5LFcey0K7LNla5TCSlwYjOakajJ/ohS4bRyO2b4i5aXdIEAX81bMtXj3n8shzPq+c9TlzwSdOFHgKKxUISSpL1aBB+L7cvFKUoYqbIKM4OhV4UmbJswSdj3pObTZsqBtbbBTyqfvmePfNgheOTPDySRfttfn4uwI8RyCt5tLyUm3t0tOf6Gr1c/+fIviDX32YVqejjhw7LSbqHptCwVq3ShIZ+gFsGFV86J6I+29fYefmPolJECKkXnWo+llDqs2bV1NjEZjcUJ+Bdf2SZgd1AyGyFEzIzDdCfjPEkaXXzyL6uWnJf3nYoxcrXn7d59RFj6WuS5i6oF1QDqqhcKWgoqCqLL4iG2emcuORyqK264is6FEGtyNxc1riueC55KpJVjJ3tMlWJCdTTyp+xMJqyiPP1Gl1PEZHBDrX4gvT15slZNYWRRAxqGqGoWJiXPGeO/p8/WDAhVaNwJEZTdHgJBYnLjTrXGOXaSYXUp51IgfvYawuvUcGdDdVpFqROPnYh9jJpFQnpubG3HNtwu1Xh3zk3j4nLkoOH3UIIsVvP1Ll7JwDQtILNGmkCvsmVhcAv9ylVRqbJyQpglhIwgLwqUDkHSzWGNxKVg1WTp/pSxH/8ndG6a6BEjGT4x6OdUkCke13umw5c+Z1sWvPrergc99Mbrn9/j8awI2FWrX+C9OzS9eN7FjkXbeDVj5BPzP61KsxmydbPHuszU//1jjtwEFYy417+3z87T3iODO+T4xYbrw2puYXFRz7xmxLlO1TGbhbPcHhI5rltqTiS54/6vCVJ336saIfKy7NuRihia2DEQ5ojfA0WkpcJfClxc+B7SmLp2zmAde55quHkdst+jIH4FZ5j6YYRG/XMbhuYdBKB9HbdWOUinj0JcUXn62jXJ3Jbev497eP4IUWnvFwSZwq+n2HD94Z8OWn2/z2t0boJj61nIc7BQ+Pi6KMHXQLCSEHAMveSpa4fgngJovkic4iuaMVidboJM2ArlKUygbpj/oJd+5LuGNfjBUhH3t7j36cjXP7gyc9XjjqUvEES23F4Vdd2j2Zs6TSivKGuzsHvYWqb7nhuojJZkqaZFutfOc7Am7Yk4C1dPrwrz9X59kjMVvHBI2ZzAbdiQSeE3D1nohaxV5Xq478Atgf/iNF8NW1VZojzcYv/84f7Du/qNSRE1VeOtUnFRFXb1vh4/d3efgFh6e+5PDCqQ2cW6ghhMJay+k5w4NPJ1gTY+KEkWbIbQdC6l6CMXnIKoD9hofIGyEEa13FwVdc2i2F1DKbiWJ1FpmEJpsLrEFqpJQ4UmRglhZPGlyZAcFV4KrhjL4M5GLY8KCzRoCi8bgM7izC57Zap4jgaelI8HSMtREzSy5R6OONSNy87K1yV966KmbR0cOwvD4EuSQ1iih2GK0rtk1EuKJPkHgEiaCisyGYhYekKGgpWba3ysF7Ze8h8+KPKQ3BN3n/5JAaJUma1w1ULgYkxEmKirNaQiYOJGydMPmKYbh6e5/IBkhtaLUEB1/RrPUkqlAtv52OmMe51GS1htsOpDRHwEaaNNUI4WJtBWuzrQr/j091ePHUOZ55xecbL7h89/19dm52kGiu2qpIbaoctbLv2pu+s9Hvd9q+X//DAR73F1mJV3+umh59+627OtgdVS7MV5hdTDh1pspXn51gsS3p9hS+I7hiNOdP+byMMHXppRAry6VuypefTMCkYOPsmVI0Xwfu4bJmhcAUWy6Qe06FGiY5UuZSVgHqvOwsyTduLXTj0rPOO+kV+dZ7DMCdtXUp3BzcrmZgMc0ieB7FtcHNq6OOE+N5MReXDL/59RpoF0eKYYI5oCfiDRG87NsohoRmYMsG60SxwyffE/ClxwNen6/TTR2qSbYpbeYCtMNOHFXUBErJXkEVipXCyJLBqzjMwAujtcJJs3kpTg50JYdFs8w3nr8WJh8clKKFRdiUiarhL91lQaY5zSyvzkVukMsKVoKRWKNI0myMdr9TjH5zBoNUTT4w1dOGd1yTcMtu+N63C1w9QtD3uTjv8+hBSZwETGyZfnttYubnkjT5W//VCP7Ky99ESukuLM6x1O5y7w0R+3fVOXrOY245odVJmfSKreTsYEZJYrKmhihlMBy9k2h6iUOYWlKbYo0BW4D8Mm2+SFYGPC77WUg5aEHLsvCsrOyJzC3oyOxnLfOEJY9wAyORpjQHhXxntmFX/RDgckBbPNcOWtpc15QG5yQ4efR2dYyUEefnBIttH6E1nmQdPZGlr1MszsWtXbYJl/lxkiqixGG8EbJjY8CxuZAg1fRT8FKBk1qcJOfhCQNlaVhCV+uDRY61bNKuHViVh9TIoFNDqiRKF9uXq8FOdlKZfKUwQ2k2B7ko3htzmZRbyLxDnTDLybKhqNksFU2SZoluNmtRE8bFHkJyAPKicJWkkn6kWG0rLi3C0fMpVra45/oecwuzfPGBh11r31jveQPA/+CJS2AFI07MSFWz2lth58aU/WKMRtVlrZPtlhtGJt8Dx2Td00k2KD3MTUJBLKhEgm5c7AKgiSylLURs2SSYr+BiEIUKgGRTqTJ5yRE5aHMKULwe/C4P9kMrKIMGW1eJDOzrwC2zZ7cAepF85uAuun+0GVAUR2f81HVjEmIefLrC/GIFZ0Thlj0cZQWFN6YeZV+4uazo0w+zCbbvv6vL00f6tBOfntZUEkOUl9OVHBqiCsOZEIZh51CRaF5eMs9nqlhIVfae2ggSJdCpzHexy4pySQ70YTHNDApsUppS4c2sK8Kti+KlG82aAuDZLMMo1+WD0KEfOvTDYmMsme/Wkc8nj7OusG4Aa52U6YWYlSBg17Y2rW4Dk0ZMVU9lnqY/DOCnjz5Ivebf/fmvPHXLpdmYIPR57dQYp2c0b7smZcuUpFFTdAOVbS0XZpsTFXsmRrHJdt8KLW6Yl3mFRQmBKyWhEUTFXVm65IVGXBQSpLBoGEhtKi8ZZ/NNhhxXFcCW2X7yxSiEMrAHc1AUWT/imwG8SDgL3q0LWmJzvr3eS+46Ma4TMdcyHDpVAe2ic3qiSwalotonLkN4Fs1KrjvDQA8vNPE4drjxipDxZkBrtUovUVQVOEn2XVRqsyMuA5xcpSreSF7WPSXyvsk8OipDagSOEaRKkipDqgRJDvKyea2wQ8gC5AWoSxOyMpFgqJKJAciL95c5PVLEsSaMsq1qOj032005VPTDfA+m0oZY/aIJu5/SDbJtyd9+o6VWGSFJNJ1+xFJ74patu99x92e+8PanPvHRd705wHtBTBTbv9SsmBu8jQmTI9le5c26YaSWMFrv0wlUvm+5pBdIgkgSRuS7cWUfpNvLCjrZKDaRNxxnU5Q8ORw/UNzbRcQurJnlkWuqBPIiYunCG5F7wAurZ9ZcXHSqZLREDbpXhsAumm+z6J1zbs2AbxeSYBaxh+B2Bu7EGEHMA096PP1qHelpXCmy+dsDB2F5PkvZRz2MbYPRaIMoniWaqVEEfYc7rgn4wD0dfvmBOlHq0U0lfmoJE/KVq+z6MzmdM5fdUN8ukoPRMp9FIwbgTpVEKZNFdCnz0RKmZEUue4DsEOTr6ElerCtZLQbfN7+J41QTJZlFod1zWO1oOj1J0BfDza4iQz9KCfqGbj+l24duP0veT5+v0qxJ2oFloRXhV8QN22z/LwmSp940gi/Mz+J59fccf+2hvyK5xJYNPSp+QJKK3EeS0KgY9vgOC6t15pZ9Wl2HXl/Sj0S+Z062YavvSoyN6fTTQRVLy2H3SRZVcjdgUbGkBIoB4HOQl0YbFJE724Kk+Jk8gjNow1oXxfNuGEetB3c2TuGyyJ33bLp5e5uji4aDpHTERMT87rcapNZDDaqX5QRz2NdYKBvrOHi+G7E1BU2RmLSY9acyRQGHj7+jx289GLJmYoLUJ0gFTsIgiktpkYkYmM4yufByLipL0qRYb2PV+TwalYNcW5TJ6EqqLCrNHIxZ9VgOrMlDibLs7syHB4nLqtDrVq4sH8iGAGfcutPTLK4o1rqGMMx2eYvyjvugb2gFlvk1waWWpVJLqVUsyxcyyTBNs6Kdf2aePbvX/spHP/iux2ZmZr6+ZcuW9QBfbkXUqsEVz77S3/PIozHIEbqJIYhMNjUp1ly5vc87buqyaypk24YRFlZrdHqaMN/CL8vK853OjOTUJUM/EYPZGEINMo71/LQMdDEEsigt9ZdzzgL05dkeSokhF88dd+uG3eTA1koMlZSBHJh13GeNyTaP3MMEU5eit+dEHDolOTnrY5WDkhJXGvTlPo0SAb9cRSmOouFj2PwhBopKnDjs2Ryzf3eXZ09UiJVLkAh8CU5q0YnI6VvehZMUhTSZJX7r3lKUorgoUaPCylqoK5nfJQN33s6mbAnchRfI5jaBIpIzWD2GXJwBH8/AXt5tw+I5CTU/ZLklOXVRESf5vEUDaZK17HVDmGtBc7zHO/Z1eOdNffZuk4SRQxg5BKFLFDr0gxZXbunskaJ/RdWLvv6GCJ5Gq0Siz3i9x417JWnqc2kZltYMrW5Kz1pOna1z+FjKlds7/M2/HDNWj1DKkCayNBLCMjEashb1ufhCDVKXmmPehJeWIrcsR+3hsxp4voey25CyiKx7XgzBnSWZYtAtrgfglusAXh7+k3XbMwD2oFo5iNwprs4KO1lXUIwl5vPfqrK8XEF4OtPdyzfh5R6UcrJRkggHEwZKPu6BNp3z1IkxyXfd3+HQqQZh6tNTLpU04+KFnVVJcnAXa4XJNfHCmJtTlcv4uMnnPZa3FcwOiTLFimQHrzMgy3VcXOTfO4vecr1nX+YUtAx4hm7Qqh/hV9Y4t1znueNjbBhJBxG/mJLVCgST4xF/86Nt9m52CYIGcd8h6mtaHc3iqmRu2dDpdamN95jYskLY77+Ropw/9rv4ruDkqTbnlkM+eGfAjabB2ZkK88sOnSCblhTHLuNNjzgKkY2ERjUa3L1KWnwvZtNEi6ePJXRiH2UEvi5oRJF4DkF9eW9lOWoPgD6YvDRsii3PHBwAfBDFC7oiUXo9wF2dDwByiq0D8wqntjiDUrzJX6frDq2yzp3Xz8PnHq4TShclVV69XH8jXl7BvLzsUbaUrufhOU9NM53YSzXf9e4+n/5ajyNnKsTKoSclbmpy9UggU1s6PzZrLxPlWoPJ32v9vkXlSJ4a0AMJ0aLTYqyEyajQoG8zWzFE0agsICl1VZW7rco0RZaSUaUMQhhcJ8aTPcLYcOJSg7W+ou7adT56a6EiXE6d3cLKkkOUZIpKJ7AsrCScnYuwqs/7bgs4d+EYDz23iqPT9QA/dvISV16xsfrVL/3bXZvHljl21uE/fcnyobva7NkqGallox9Sk33psUZKrSLQOhu94OSbOXlujFZ9Xjkb8/knxmj3HSYrtsSTS8AcfPkhMNbPNym/FgPgXD4OWZYidpFkFlObtC42ec25t7oM3EX53ikak002M2TQIlb0dCb5EaOciJMzmk7kgtI5PbGX2WPX0683qCglPmwv18Lzbpxh4UdTcwT7tvQ5cjIiNR6BcfHTzLOtcw6uRNZFlRWWiuTODJLMYSQXwwpnXo7Qg8Gm2e+UgVRmgFf57hTSDCcEFNO10qK7fyAA2HXRW5YitzJDDz8iu3HiVNKsKD7ytjaHTy3wwqlxlHSoaJX5f1S2W1wnMLx0zNCsJ2iV3YBB37DUTtm8uc+H7oqYX67z2nmHa/eO7fr7f/tvVP/9T/5gz61tygBuwmnOnFp+t+tv+HHsIa7d6XJxrs7SouWqLQlXbu9lA81jgZSWWiVmbCRgpBbgu30cJ2KplXJ+xvDC65rffGSCF05N0KxqqrpUURwAfH0kF+KN9GRQ5hbDmyKjLeWhmgXIGXqkVQnUg9d5kUeRa+EZuDMAD4cCOWV6Uo7eKu/rdCNWOob/+/frLAc+wnMyeiLtulVlODjnjZF7XRQvTxMww55KY+SgdJ8kmkZV8798R4dvHmqwHLpEUhNIiZv3UA5HPuSgyn095CtrYaO1mBzcBou8TFkReQS3gyS9ALuSIo/g2XVLByoKA5oyUFYEJVVl2KhiisRU5U4ZoYhiTa9f4e5rEn7uby3wW490OPRag3PLVWbXPJRyqGtJNxIEkaW2FqNEtvV4YsB3BZsaNc5dHOH8YkK702HbpvEfP3nqxFO9XvClQQQ/cfoIvudy9NRZlhYke7Yodm3v06gmVKq9LDJLmGxmllEhEjpBQmL7vHwGXjunePKVCi8cqzG7UiOMq4zXJU3HUs19185gBseQR78xWoshyEvRsExNig6ZAbClQKrh+DFVArWWEp1TEj0AeMG5zSCpdLQZgNvRhf9iffR2VIzrRnz2Ww6vna6AdJBS4hXW2JK0OdgjPg/h39ZNyGUFn1K7mckjeZxqksTh2j09PnxPm09/zcdoj0C6eFIMij5KCuJCxeCNkVyUI3kxDrm0i4O1YBQom60KxooM3MWUMAPpYH6KGAL8smhdHsUsS0BPc9XFmEw5KtdkTCq4dmePn/xUn4W1Hi8c1zxxxOeVcxVOT1dpG5fFSw4OEu0axkdTtDT0Y8mTxyQjfornCjaN9ei0TvDK64IkDocU5dxiHc/zODdfYWEWlrspyz1BYlKMkcSxoualvPP2gE3jCasdwWMHXRbXRjk26/P6+QrGurhS4/uCsSrUlMnceMWQGTk8WcNWLrsu2pWX9+LviBJF+aMBXA4BPij0FAC32ZzsnIo4aqiWOKXhQEPOnUVvR2dTq1Zbhj94tM5SywM/V09EKRn7NhSFUkNAmYC/qWxXSIZGYtJCTdGMNhQfenuPLz/dZ7nrESlNkMpcnhS5eiOGeYwsF1oyYFs77Poxg2g+nAWpC2VF5a9l/rOEVDE472WQCylK3fdiXTQvpgkUWnm2ylpSK0teeDHwwle8CpvHIr7j7ojvvCfg2IWAU7OrzK0pvnWwSqetGZ8wvOu2iKqr6IceSepgUs1ax8VTsHcrTG00JHFGyfSpU6dpNMZ2vvrq8z/anZ1nbGuNmSWPfhvaPcNqN2WpbeiGlmeOJWht6MeC5ZVsX0TXE4zXwFN5E4E0+VAZO9hVQK/jzOWtpdePCVsPcDGI5EowmJs36Cgvzf4ud7hkw91ZD+5iZ4MicqtS5H5DBC/GTQxHTmiVVS7PnhOcOO9j8BBSD5pzh+7B8oo0tB1kvowh3Mp9isNKY7lkP1RUTG5Kwmqu2hGxZ1Of5WMVbOpmUTzNaIouqTjD5K5s9Cr8P7K0rXkeze1QJzdSDKTDcm6jTHbdjCTn3sV1KQes/H1l6UYTpeieDudFJkqQJIY4kUSxxtEpQd+l1R2e+60TKXu3JISJ4Z3XxYRxgqsVozWXTlBlabXCStuh3ZX0EVycdVjtrPLOt9d/9Kab3vny+XMnz2mlIgTdjVLE71lZWeT6fYK7r09ZXHVZaysuzju8eiZmZtnQCjzCHjjA1tFcfxV2oJDoEhctSubDmXclbbvkslvf0iUuoyeipEwIpFgP7MGzIh8FXNbBy0dBkcrgLoE836/eya2hRfRW+c9axygV8+CzdU4uVcAd0hPnMspVjt6Xj4t4M5pi3pBwDiNbmYtHkWb3RMT77+jxwutVMA5JmnFxJ82ru+l6qiQGXfCF66eQDWU+P1AMk83itcxf5xVnI4sjL6zkK4aUkJbooxxMPBCD9x1Gb7FOXcnwIPP5kfkMG6XXzbTJdPah5q6VxXeyERtnZhymF3xeOaWYnjes9QyLLcN403CFXSRKzHta3f7GfpSe0yudFCtTzi4kPHAw5JHD8KG7u9xytcCrVTgxp1npVhirSUYqhjS1gyW1OG9D3ZpBdB2MG7g86VpHR95s/LFYH8VLVcEysAfRXIlSE24J3Pl8wuG2HbwR2Ho4IGgw4k2bHORJRk9UTKUa8exxxZcerRH0XahqtBQ4Yj01ufy7fruZfmWmso5/XyYZlnXxONGM1DUfua/P157u8fxxF1tzCFIPVzC40dTg/cuFFjG8WDnIy03eWfKZ32Aqi+apzPi4KUXtYhU2sqAhosS/xbqVefj+ObgRJUGhrLzIQZJc6OvZpNtSyZ/yJLCM0oyPBKhqn1MtH5uE3H1Dhw/eHRP2UnZu7FL3Y1wRoifqCRUv4eqtKX/5DodT0zUeP1jnq89ALxW4FsYqgkYlT1esGIC8GNJSyqfWU43yBWf4d0sr9qDaJweAGEbtYQQXw6P0s1Ii96YMwT0EeWGbtWg9HKGs802YtFoPdGcQrbNDqSzBdN2IOEr52jNVXr9QBcdBSJWDamgoG1CTb+MiXKeolKN2MV64VMnMQC4HXLyQC6NIc/X2hPfe1eXwuQph4pJKh8Ao3JTLPkuhhXNZBM+e7WWfBVXcbAajBKqYYyIFVoEs9PLLciFZnmVoWA9s8vOBGPhSRA6EN9Y+yg7M4X5BxUqX2mwPIGOy/7dhPd5xIOEd14fEsSQMJzl5VnHoZMy9TpXrK4JuV6G/8KWvo7Wi1VpjZsljbMRh87hLq5uZp4TIGgSUzPenTIc7opliGxFbKmgMTPdvHr2sLf9uCP5hFB9G62EUfyPQyyN/1SBiFwAfTk4dUJQ8cmcR2w4itR48D187eXKpVYznRrx6XvD1p6v0AhdqDlIUzsGhZaA85mx9q1o5wSzz8BxwuQb9ZvbZ4VwTNej2qdcj3ntnyJcf73P4jAfapW8kbs7FlQGVUqIEIFJyf4jIxryWh2eqoZKjFUPqIrNoXqwqgyQ/B/qgsmzEYBhTsS3NuiJX+sZil113Ni4LgAM8FNjKzHppKkgS8o0UYGFF4rkeUljCCFpdgedG7N6cMn/hJZ5YPI0xCdomF4liQc1NuHFvSsUP8ByHds8lCLMlwRRz5SIIo8wjkCRmMOi8/Lh8NR4mVHZYpi7+4LKIvg7geZPDcEuSnIOr9dVMpXKHYe4ozNq58te6PB/8MnDnhzPggDnQVZIdOsZxYhKb8sBTFZ54tQK+Bpk1NDslC+86C0L5KP/wbTj4+nnoYrAbeaGopEauA3rYd7j32h7vv7vHa+d9ksTBCkUgNE7K4DOJtMSH191ab4zk5SH22Z5JOe+2Jv9ZII0Y8PAC6DJXWLLILdZF4DcGN7H+Oxdri738b5QiZsmrk6Rk1tnIEEUmb7jJ9PB+aOj0DY4HruMxOdqiXu1k1dm1nsYg8KQliRTVquHeG1apepIgzCSqINQstxxW2g6rbUkvhDiWbwrw8sXLuFNpQ6nidXlviwHAxTqQy1IkH6gm6+TCsuEq71FUZaCXDj3cBLUAtFMCdaGcZIpJ9qxUjOvEvHxO8rlv1QEXpIMQatBFpKQdmKvWy5xisBTnMeoygLHuZrelCzng4DYfL63y0Q+DfeI11mo+/o6AR57pc/B0NkkgNopeKnLDV37TpXnULjHudSDKfemo9WPWcsaSX0eLkVllWNoM2NaU1DBb+u6mzMHfGOksQ3NXeeOqIRzeCKZiO5Q4t2K3OgkrHctyB4Io23QriMDz4N7rLXXXUqnENBuSJAV98lJKkgqaNcuGpqATCw6dNYzUelnkjgVVF67epTk7M04U17BkLr3y1tli3Ycqd40Pt+E2ZtjmVuwEUACAbwfuUuJauAgvB/lwO47itS0NwB+Ce13ULj0XjbUFVVEqwXES4jThsecrvHKqAo4DMksuXTHsKlpXrJLrpc71wXs9tGzpxaABouQRWecuTCVGDVu9wsjhmj197r0ti+JBmkXxULj0TTZ3ZJD4pYVcmFU2hxQl+wDZNbSllTa/dhKsskgrUBasNTkvF1gB0opBFB8W48BclmAXX/gNQzjTYpalLQXKy7q8BlE/o8X9MOXSasqZhYi9O0OmvGwjK5MKRiqamiexxrJ9Q8rmKUsUg55sJCgpaAeWF45Jen2I0zpJWs87dFLGGjHvvSXBL+ZJq2ynAAFQOMbW36wDf0WS73ibbQoqMOlwL8zheOQydxtuhLR+D0cGe+8M7bJ2He8uA7x4Xgfu0lD8gXqiUpQuATynKK6OOXlJ8BtfqxPGDlSdnJ4waE1T5V2Cyxd2XRLCm1OUy+hamaYUexUNFZXLuXh2Mb//vT0eeKLG8Zns5kuNopeqzGWY5sWfIsFLRek6DWFkS7GzALgsBahipJq0No/c+WHzo1BJ7Btv7sFiVQ52KSSpIUnMcHfrNwS8y1b1/JeOluzfpbjxmpD33NqhWVcEoSYMHeIU0sTQ7kI3qTC9ohDWor78X/7jhu0bvX8pwnNX7ZqS7Jz0qLsuNeXgKYmvHGTqcWmxCnjUqwrfK4ZQFkPg8589k/3OsbmhaciRh4WOXDVB5PpoiV+vq0quV0UG9EOVk8g8kSykQD3k3ZmCsh7c5b16hmaqfPcHHQ+aGRwdkcqIT3+lym99vZmtf8pHKU1VWSrK5uMoGDQ4O6XWuGEltVyIkgwnw7IuQR3mEkPZscgjhCRv/B32QippEdawbWPEzJLkxVdcEiFBKIxQCJFZacsAEaK0UpYjpKUEKlFaVUo3ol2fP9nLuHvBpctOxcHfLVlxTb51YBQbwigddOyEoR3kdnE8HMmdJJYkyaYVCwGep9i5yeH63Q5K1Oh06yyvjTC3VOP8TIXDJyocu6A5e8lhatPdG/fsec839INPnG7Ozrfed+JExA1XWbaPd7hhn8vCSpXj512WWynWWjxX0axn4K54Bt8ZgqnsOcg2Rso1y0TQjwW9MGN0xWavWZZe3sh1fbm+bDkta8wDtUKWIviAf+eFphL3VoOdHkobUSl7GSUpnIJF9I5xdMyJWclnvlklm7+SRe9B574srSTlFYb11KSsDg1+KAFoHe8tzosdVhKzSJ6NYEvzhl2TKlKVc/FU89339/jiY1WOTjsgI6yQ9FMHzWVWiGKj0rQo/BTxu0SdbPazxQ45OOTUxOZUpUSlBCib0Qwps3EfhZOwsCcMlHcDqTEkaQbwXj+lH2a7rWXKiB0obIISJc2DhucIpEyZW5IEYQXfyzwtyy3LiYsJC62Y0WafRs1wYEfMNTsW3teoyqbuhSHdIObCvMPFJUWcBGzfEtHwNE1HMzHqoCT4LlT9bCRy1Uvx3aIoko/0LYM8v3CJkfRDhe5CHGezxG2ZkhTX/XKrbBnUuba8vh3sMnDLIaALsJfBnU1kzStkuTSolEEVerdKUDJB5fQkVQlfearG0ZND7i2FzLTvQQfN5UWr9RXM4c+D2LiOwg1fr29AXqeJlyZSaSMyb4oclvCjWHP1FSEfvLvL6c94RKkCoUmFJhACnebyXRFEijmBZZkQO0yBCx5shzmBUhYrs6TT5kmmyj+nkBngpSw082zVMHZY2XyjOAhJYugGlnbP0I+zkSNFPidK1fHi+roqG3qUmJQ0hX6YTULIikSGm65qUal32b1JEIU1ojBF2A5pUkU3KwomBPdc3ydJfJ49UufkyZSppqK6XTA5KrLt8nyD76VU8x19vbzjpdCSh1WovNMj53lRrJhZqDO/UifKR7rZ/FZd7xYcvl4XFUsR+3JgFz8XkXsAdFWO5EPerYokstjiRJrBcNDicJyYM5cU/+ELDfrSoZigNeyaz0/8Og90OVJfJvp+m8dgP6LBsm4HstiwZF/m4GKdPyU1miR18NKEv/XRLr//WJXTsxpUDEYTC4dACFRanNu8mlgkm5eBvNDmLaCLGy7/nczBLqXNqpt5NJfWZnp5kZTa4cprCxqaryLIbK6NayVSCVa6lvPLgjDJDGDFalhMStBiON/G0ZkjtR8J+qGl288nAHuKyTHFzk01Now59ALBoaMJrZ7knlqVSVVDj1Qtyhjmp1NOT8PkiGL/dk2jrpgYgdFGQs1P8f2UipuNLPacJJvw5GSymu8WwEnIpiyldALDchuiVPLVg5K45+K7Oqs+KoFiCHIpLqchw+4U9W2oSeYBN+uieDmC63X6dg7mQSRP1x8yi+KOjmhHhl/+coOZBQ+UzqVBmdMTu073HrwuUZH1TsL12we+KdDLVGXQeFDu0SwUCDk4Bs0QUpEmmi2TIT/04Q4/+xsurThDhbWS0KhMNkyLEXI2M5CUZhqsF+iGyafK70JrL6MocpiEDqK5sJlhS2b/QqF8WWMRA/931vytPMHGCcnu7Wv81qMGm2iW2w6dXkYDBRJHCNycNXgqmzNZTAT2HZOPuDbUfIMxhih2adY8pkYTdm/p8sppj9W2g1eR6Kqf0g9gtK75y3dDq5v5LCtuQr2a0qjGVPx801QnXrfHZGZCSlhuWfpJQmQsR45r5lYUL572+fqLI0hRoakc9m6M2TBqqfgKRyiUksNyfqFKyEwp+fbgLrVNrQN0KZJrk0f0IaAzOrIe8CofMlk8axWjvZjfe8Djlz7fIDRORk+EGtCTQVNxiUJdLgkWtKS8dfe3g7gdBtCSVFgGfVGytxhjBtXNQQnfZFuB+zrhhz/W5cR5l1/7SsbFQZEKSd9kCadMi89VNmAVK84wHypz7AzcBcizzyNtZrYa/r3smqzb/LWwnkuBsAXFzJS3qm/ZOGG5Ypvig3e3ULrLNw4pDp/RzCw7vH7cJzYOoXGYWXVBqkzs0JKKY/F1Vm+rOpaaZ1jtWBZXMz+4EIJW4DJWD0iMpdsH7bkJUmQjgW+5epXE1AkjNUjAkjQbE+zqKJ/Jl3D2kuD8fBZBjYDPf7PC4mqdyGiOnKmyuFTB8R0avmSqapmoGpQQg+pT2aS1vgVtSEPWPxegLk9VtaXInX2WIVUpQFyK5HLoDlz/nOS6d8zKKvz+N6ushgW4M4A7MuPeWqynJ+uT4ly7L+FZvAm+y1x7QFXyP1jn6itvklvq9Bn4xKVEGYUx2Qi0ETflo+/s8cWnqix3FMgYjCIm4+ND22pZLix/wDeP5FkdaFgUWgfq0sojpUGtGxKRU5X8zwv6qVW2Oq22a0xpQd33+Z539PjBD/SZWw547Uwbg2V+VfJ736ySohBacfaSx6lZD601WkkqWuL1BelSZtVWMtsgwBLxtmstsYFODHqt7dGPHPopnJgz1LwlDJns1g4EX3vaJYxBKo2SCqk9nj/m8+IJLxsbIDWdroMwCkdLfE+wZQqq2tJwUxq+pe5nhSEph+7BMrCHPhL7Bq4t3/T5jZRk+LsyuNN1CeYwchdRexi9nWrCA4/6PP9KBVPi3llTQ0FP1vtNBm1ZpeiNYJ1yMpDB3zSI59FzoIMPKcrlzRC2nHRaibJDXTxJHbRJuP3aiA/c2uM3H3RBRSAkVghCo1FCoBjWLIoK5/CjlTh5SS0ppsW+KaiLaI4t5RPDf6Yo+liZ3xhk3yWKBe2ugxBV+qGm3fNxnZiqH3HnNTGuTjAkvO+WACmzoaAvndS8cMxBqUxeVkoQxJqvPFWh11dIJahZQd0DxxHUXMN4zaCDyNIJUo6cEvzB86O0AzvQb/ux5NgZlzAR+anJvm02jiH3hCDYNJL5rT1lcPN53L6TbQ9S9QRVPxsw7+T8e2CpLWnAOi/arI/U658vf61UsYuEGb7OFZ2MVw8590AxkWa4G5vM1BPPiTl9QfIbD9SZ67jZWiqzQe9KMNyxoaSYrDdUrS/Rr6vt/CEEfF2hpxTZ1+0+V0o27bqu+2z/nOw52/5kQy3lUx/o8tQrHqfnJYgYUBgkfSFLm0ixzkYr1t2FZZpkB1SpUE7WUxSG9EWslxcH311k1c6iyBMngn4kUUplhdVUEEYKz3Xp9T1W20PTm6uzYZ9parlht+GWK81g7ARkczHvvrJPGOezW1RKO3A4ca5BrSKouKDPL0vinuKKTdmXevLlEapediKshas2WdLCP2CGX7y4MkUkUyL3X+eZbzZzm8GeN54jcPJZgE4xXm3g3baDAo76ttHbrovecpBcmlIkL0aMpQPuXURxLUu8W6boXBZ03ZgwNfynzzZ44lAl622TOuPeUmZdO6KUI1zed8ib8/BhRXPdtV4H7vUVzKFqUYBnvX22bKPN2s1MoaikhkRqVKK596aIv/HxNj/5n9xMoXAUGEmSqyrSiNJny0A+HJYJ2Q55w0ieZY2ZPq4GFCvvri9xdilzcJcLRWl2flJhSGQ2UFMpUJFACgVWkJhMaXOjFEc7ODodXFdRkp2HQWD9iI2qm20apoSl4kccPxdxblpz9ZUxW6YCtEYRW0mnK6k7Pndd7eA5mXekGKYZxpY0HVaj0lzcLy7KoNkhH7zjDEYzZIPli21BsmGXojTSmLxYRIlTvxnAzbcH+kAezCXKAZhLY38Lvp3PuB4klzLBcRO+ddDhi09UCSMHKnrAvQfRu1hJ1tGTN4ncJRQPiz1v3nRcrhYWwB5Sg6H5yqrCZbjeK54aiTQZVSmAniSaSjXho/cGPPxEwCMHVSYbIkFIYqEJGDofKbTxEl3JlJD1nDwr9thhJC8lleuj+VDTV1iEFfl7m5IsPOj5z2cUCuLE5AOZyp09w08xHN6fOyzTfOpsJAlCSRhnbX6+Y+gGIY1qP/OTW4m2Ipv46tUkd90Qs9LyaHUd+qGg3YOVVkrQz+bFJbk5Jkmz6lNqSv6FywCu890THEcMhsu7TjZ4x8nL+AMba8kNqERpyExpD3p5GUUZJprDwZADxUSWOXcJ5Dm4dQ5u14lZ61oeeKrK8Ut+brDJLLGi4N6C0gQp+wZwDyhLEckLQH974r0e5zaLmpRViMupymWFn8v94lIqpEmRRhOHmis3xnzgni7PH3VpRXn51WR8PEJR7AMhybXxIqm0pbuOoTSYB3YUJdlwkEDm58SKgeJibXFjgh20yKVg1eB7FfPJk9QSJxlWisp4cX2L81OMBCyONM0KP72+YKVl6PQS+pFlLbAs92D/thAls11FdGqhnwhOTkOvbzmwM+ba3RFSxhw9XyVKPBw9tMYmiSFKDFGUNz7kQ5mFKI1MWzfJdRi5XV3stDBsHxvy7zdy7cEkpHUDH9c/Fxs+lSP2uoSyKOSUVRSZdcobUv7zgxV+6Qt1rNCZ7r0uejPk3uukwTcCfRC5RREZ/xAOXqIl5Si5nn8XkfyNrWymKNsbg0klRma6eDZMx0Eqww9/pMepWYdf+qImToYgNwhCIVGmGCSRg1tYCl5q0wLUQwlR5YWcQhKUMivkSFvYZnOqYrOyuynsGLkTMevoT/N5LHJg2yhAG+tyNToLbpDNTMyidba1eZIOZyqGkWF2KeDYRYMSkq0bJP9ve/8dJtl1XvfCv71PPpWr43RPzjPAICciEwwiKWZRl1S0LYm2xCtf21dXomTZlq1rWaL0WOlKVLgmKVGBIsEEJhAMIHLOGACDyTl2rFwn7e+PfU7VqZ5hkMQk3e88T2F6embQXV2r3rP2+653rRsv6VMvBLpWCYEZxDEqTvCFQ8E2Kfodji60mWtE7N4HJdumXjawTP1zCEPo9BI63Yh+oJceshd2sPhr5N1cUy9AK5tKZZvtOWnrYDI5pCb56i0G1XN4sBz6VQ87J1Lme9+jmfVGmj2jOXiIZYccOCO5474C7bYFnnF+9R5ovkfX0gamRXCBHnju9i++eQ0fdB1GxEx5oA+BrdKlgwHQZQZ0SSI1F5fSJAxjioWIt9zc4a4HPQ6cTk/z2gGSWAi66fBeCBBJroIjUCm4jLTnmVVmmR/koEEtRQpyoYEtU6MgJRWJRNtPKDXQ1iSJShWlOjTYirSRT+Y8li2OZxPXJBH0Amh3odOLCUM1UBbWy3DtJT2cco+5JZNmy6XXtonsYmpTEWKuG7dZMizOHVc88GKHe14I6PWKxKHHthmT+rhgvJLge4kGOXBmXnAykmn1Hmq3TZl5AQ6ruGkMq7Zp5rdrhpXbMPKVekhNxGBUv6KSDz5OcgfNZCRuQ+ZoiZRpxySt5KYZ0Q8TvvJYga8942lzcGlpgK+o3pn/tiHE8IA5ojlZsaJ1gQPmN6UpK4Gu8twTPQ7POilpFInm3cmQpiSSWEiMWJIIg7BvctulAbdd0+X4Fy36iUzFIxISQYRJT4BMcrFVQujSmOfkaSU3cgrCrJqrtAWYqHQZJbOWSFS6u6kBbSRoa+aUmpimzqO3IkFkah5uRllhTB0C5PDrBKHg7GLEucUIgS6OnisRwqJervCjN5uEqkUvPIeKBS8fKrLcKmK5Zcyrd61ePnOqfdfpk/LNj71s4Rg+W2ZMZickEzXJRC1hstanWurjWAEnFxQHTxZpd21dec3MKF2bW2Y2aRmwTSMH7Ly01ch3RIa/CjHaqcjEN0PKkgz/vhiC21jBt81cfn02ipdSb+pIO+L+J23e9xdlYmUOOyfSQAipc4DEcCw/WsFzIJcXrt7fwhBziGxygB6hKWqEriTk1JiJIBHDjsqAk0vdGxeJSRTpfKFf/pdN9p4wuf8JSWILSLvhCEGYGHQZCt9Id0SRwxaiQVr4k6GgKqvmMsdsso6HTDLHA4jT182IdRsvNlQalaJb0ZEhMCOVtp1T/8i002Ka2rXLNKHgKfxCn7kTfU7PW7imQa0Q0+wktNomJ8+VWD1ZYMvaDpbZ4JG2y+mlyl1jq9YtG5df5rRbreMH233x7oJtcNtlBlduj9mxIWDL2g4bZpbxvWUSscx9u0M+cb/Fiwd1grDnpOlkaTrwMNM9DVDNEoKzxLI0UNXJmexkviSmOSqSGoinVrQKh2+MZNgazA6aeWoyoCVxbqCjdy1PLAre9+EyDz1T0KE80k4lsRamFHgSHEkacqXO126PPMRAYjBw15J5K4t03cvIe7mM8vq825fI3cFGFj7yi70Dgx81+PuDDfX8nynFWD3CMRWPP2+z3JUrbjVy4CIuckAfygyGZ4nh/GY44cwGUuetoWVy30FkyqgXuZYeZB8naWcuPXOkls6k00/LhGop4dKtTXZsXCCWPQ6dg8WO4MSc4NxSwql5xZHTgsOnHLo9SSdy2H98/idffPmFveZkLcS2IIgEyx1JV/Y52w1ZjgKsZh/DCPnq0w4nzpU5cNzDiG3W1lP6kR4gXVsOFhxsSw09AHM7kZlVw2DqaAzNGnUyQTply6rioAc69JkeOJnmOLixsiWYawvqg2UqhU0/ju2YD3+2zGfuLaBcA4Sh0SlMhJQj+5bmedX767cHR7IwV14rPp0b9uUL+cgUMH/QHPUvTA+ZqX+gSiu3UslQoyIkMjGIhYnsxrz1li4vHbL47Q+YBE400qhXyqKvBEIJzcUFegtfZjRF91gMoUgt4IcrhWjtVn4TPj+pzrvOSpHty+ZXCzM6m2BFEJm6mluxpmAKiWlAGIGKPC5ZG7JrXYvXX73AsTn42lMuhjSRhoUlDYSlOLMM55YNlrt9vbK475iPZwsOnoq4/7kQ17JwLJvltsNSp4CU0GqbONJgVQnGilAt6DAq1zXwHKlVXytSEkb8SAaj8zTnJWsFDW5tqVAz10MeYGOFS6muWKPy3GFIUpwDejx4yIHmJOarTzj8xRcL9OL0YCCy1mA6tRRqhHtfcDSfBzqMcPARuiJWoPyCLCXtXGRTRGCkTYg6T0KrZG6yKXOdFWHoCihTcZZMiBMTx0r4l69r88hzNl99RqbdkZSTI0gwNcgNwcCMNsnArYY8XKaRK+nzT1Y8xxGDjJFWqhoGFxjDO2J2DjMNQWiCGemVyNhSgzmLQN8BT+DS7pnUy0U2T3XZMdvlFVsjkDFLTYOlho3nxNhmyO7DcGbRwjYTzGZT0beg34ON4ya7Nhq4TsSnHzSQoUXZgzXTUPLAtSWeI/FcA9818ByRrq/lIq8tlTqzrlw4SEfqgyi60QWJkWo2ECOlUzeyA2eS4+TpCpeRj7gbtgaljJFGNDxgmiGdPvzGB8scOumgzGFa8gj3zlqVK4Y6I4DmAmAeQHjFu/QbEPJ8m3BkXJ9+LrkgHz9fm5LIVHEo81XcQMQJQpjIIGHDTMh/+qkGj/ySQ6uXPplEDqhKLA36iW79gUp5d/Y9q7TJItIFFF3Nz6MvavTOlD19IxN7ZarRLA0vZ/ORZX9aZjZnSfc1E4M4kQSRQbsnWWiYnJxzKfllKoWAcjEgihRfecKhaBvsXN/BtiSlQnp3uOGKCkKaJNEiT+w+yVeeKeLYFiSSTdNQKxr4nkz5dhbclGVK5ni1rdJ0BJXuOA6Xe/MedIOdwnymYs7ON7sFZxVsUMVhJM0rX71HDpopuLPDpSE1745i+ONPFnnmZVf3vGVWuc2B5sQSK2jJyB0kJxK7QOXWn8j2IMXXrdfnVfJ8i3DQRRkGdQ1FV+p8taHQFXxw6EykBnksSUT6iFOqkiRcti3kPW9v8PsfqxDEWRUXZNwjTgz65Li4TL+xRKTj+pSiJCKtyeowyQAAW/VJREFU3tkwJm89N0zRy+4B+fbqMPKRHMgz70g9AQ8jCKM4zV5VemLZEzRMPU9xbBPPMSl4NuOVgEKhwyuvXKbodrjzcZ/F3iyT9TJhFGFuvfhteG6BQwefI+jdyc7ZIhJFUNEHx3JRUvD0Vo9p6lcka/RbRpKmAqexe2Y8dGnNNCBmMsKT8yGiw/f7SientLebkb4UEyvBnfXA5aAVGOeoiga6aUSYbszdj7l86JNFGl0L7GHPG5HvnAynlnmLijyfHK7XXcCDcPQmPbKWN3qLGh3Tn4f3EaDnx+BDaqI3afS+ZsbHh1RFc9hYGkiVaL1KZFByE376hzo89aLDVx41wI80eLNGoRSESqb+JiINa0tXz5Q477sVOYVgrARRAmGWeq2yTAk9UMoMifIH92zHdQBuUxGkCXJ2BHaYEFgJZirQy3TzliFwHUnBk8wvO7i2RT8KMUQFGUW85bYrufSSi2m125hRbBMmDrGy8VzF+lKXqVqfs/M1LFMyUQuplQIcOyKMIQi065W2+tKpCK6VhaTmvLXNJO05x4ODn2kkSJFloieDdmsQpeGnkUkYmYjYIIqANG5uyOlWTjMTsvg8w8gB3dC82zAipBnx8hGTP/l4kQPzlv5Jihz3zlfvHKAvSFFYUbnJATvX+xbns5FRlpIXJK2gZQO/wsEtP+dfOHLYzFfO3OEzSUikXm8TGVURSlOVULGxFvFz72hx5IzJ/pMCZeYruU59CNE9bSHTIY5So2ko2dNI2+ZxIggT6MWCTizoZdZ+kRr8ZZk6DVtSYKWxL5ahtT7aikMbpdop0O1Ijyc0ddHcv9mFIE70aN+S1IqCibKBtCSnmxEztZB+P8G1DSoFE5EYmN3IQMQmzZ5g7/GIhabL5lmPXRtj1s+0SOjQ6oV0eyHHThtsmSnhWCZCKBw7Th/pGpult9MtI9KfT1faMi4s0C27fqQ4elrQ7Orx/aYZRcE16AUu7a6rXzgpUbEaoGZlFnoGbDm4M8S5Kp6O452Qsw3Bb3ygzB33+CgrG8frgQ6pxcLK6m1cqOe98sEA3SMTyxHTG5FDQw7wI3VwBdizzw0XkNNBz4q+eFbNhcqskPMDoDQ2JMmoikEsEkScYMmEt97SpdETvPf3Dc4uS3DCtJKnh06pY9czJyuRCD2TUAKZvflyb9REQZAIWpGg049RUQ/f7rFtbYBtKhpdyeEzJt2eRWSYdJUuLFIaetfVAs8SOAa4MpVap3uYbqQ7uUJIIiK2bWpw6LSkH1kcXzY5Pm+xfsrkio0Gm9f0OXq2T6kQ4VgJnpNgxrFFFPtnTGl8+frLxl7jW4ucnFc8fzThyGLAgZPwzL4Cvm1SNCXXX+yydY2kVg4oeCGeE+A6Aa6tBesFL8A0Izr9mKVmAmgQdgO45ymTIDZYbFl86VGHE2dNSr7izbd0WTcR8oPXdvBdSRBaI1w0vziQpyka6CklEfnOibaCCJXi8w/73P2El9OapNQkx72HmzrDx8jGjriALDZX1TMQixVAHgD+QlxkBV05z6cw5bB5Hn6ejDY14EkSQSwEQqQgV4pEJYgk1akkCiEMYqEQkcIxE159dZ8ffEWHv7nL0HxcRKlMUHPyODEIRRpEJYdgz5mZDd7E2QC0H8aM+Uu86RULrJsMeNvNfUq+4vg5yV2P2iw2JUEsuf8pn27fQBgmMSYLDZtzDQthGpp6OJKCpShaikKs72fVAuzc6HDjZT6O08P3Gjy1H/afdJgoKM7MOzy0x2Xz6irXIb9cLRfORGEf86LtG3nqsQ8fmarZf3SyMP6aZ148x8Kyw8MvSpY6BUqeyXhBMFEwWDVm4jsC2+pT8ALKhR6VYoei38U0e5yaT/jasxLbTXjxsMmTz7tEkUAakk5ocs9zHmGYjcUNQCIWYfffJthGnxeOnOPfviVGCkkYG8SxHPTH9XKfGuXiKcCzRedB9TYiImI+d7/Lb3+oxIl5S+81ZZU77ZzIdKCjW4M5mUCuRZhRowH3JjcIWVnRGW4srSzgg4/UBTE+WtDP496jPPy8rkqiQ1r1wVOSxAlJmpMZx3qxIEl/ZolICPsmq+sh7/2pBo2u5DMPFgnjfC9Ic7UoSaeNqHQdbdjOHNK2oRXFRKnHf3j7Of71G/uY0gLlIQRMV2Ou2arbtP0w4YHnu/QChTShH0ueeM7h5cM2tit5+OUCx+Z9lqRD0TEY9xWQ4DuKblfy8uEasxMJstbnhu0dXn9ll+W24OEXTCwnYN2aMQ6f6vzRgY/eeeRnfvLHdEbPU3scLNvhyDGPRrvImmnJ8XnBTF+yqm5QrxjUyoLximJqLGCy1mGy3mKi3qDd6/HwS3DHQy5Hzzo89ZKHaRksdw1aLVNXhXSzWDoC25EpD2MwVJECotjhjgdsbtjZZMdqT7/DRZ5rD6kKuSouc8Md/XGEbcccnpN86NMF9h50oZDrmKTLDBk1sYVOaTDTKj0ydr5AX/v8MX1mFz2q+xYXrOTDE/PXAzYq+Tqy2cy4dMVSRDoaV4k23tEVPq3a6Mmmruh5Tp4Q9hO2bYj4l29t8cQLNkfmck9M6UeiTEIFVu57IfdzyHJPHVNDf8N6xRuv9ZhfrBLFkiwTc6ji1Geymy+J9B1YarHeLTtD2t0Ay4p5fE+To+cMPvNgkSf2lTl6rkCzbJKQgAppdxPOzBvUyx5jFZdVEyG9qM/BUwZjbpf144pVszFhqCWRJsC6TdtwXY9+GPLcSwc4MZdQsExmV1nMTkjGqzGT9YBaSVfsSrHJkTM9vvAkPLa3zGPPl9h3xsc0TCwhEaFGRKmiX4ys0W+mfWZHptZnhrYFyPLii77L8ZM+RStJObw+sApTDTe1YQTcGffOeLdpRCw24Q//tsR9z3hDlWC+eguJFDqKxRSpuCcb5GQvYO6FlCs+N2CreQ6eAlgnDJ9Xui94jfT8c+AdDHzy9CWlLEmit2eStPMkpRjIU2VKX2TWXREKmSQkQhALiUAXjThd+xIdxS2X9fm3P9bkv39QstRNm9Vq+IgSSSgEthpu3sv0nJItrTiWYqyUsLFWYM8hn3JBv3ajMejDRe9WJ7vzZqpFgWfrz920K8Y0Ql51WZOHdrd4Yq/Hw3vL7D1V4lzbYGwxplZMmKxEjFcNFhomM1OKq7f1iQKYnZ1l244d9HvdIcDr9Umu2L7qK48/dPf7Nq/y3usYEZN1yexEwKrxDobR4eCpGGX2ee5YxOcecdh7YpyzCwXCyMaVkrVVzQJMqV+WROl2UZyowajXEGkLyBiGsDoWeLag4ArGqiZBYDG/HFMthYPxr2EoVNpOGVKTTHiVm2IaIX0j4c/uKPKBTxZpxal+QI52TYQQ2gYi29hPb7nnBUlxfh+c3ELDSjoyBPYF2oPfCOTp7R9ylfICykJW0hQEK1uIIverSDsr2ZsyRqV3L93lACjYAe/+oRZnFyX/z99U6MaZrNYAEZMoQaQEce6uIxgui9uWwnOgUhA4hsnhkyYT1ZiiH+G5Ma6l/XPsNDnaMOI0oj3Te2dtYZGCXRtKlb2AH7yuz+uuCTizdIZ9J+f43MNFjp7zcX3JCydsxEmb2Zpk9SlJveIyUSsxt9B43zVju75CfGQI8Ct3zPBr//d/7yDkYdOQbF7dYfuGNvc+F/HVF016PfjKYx5SlgmVQbunrcxKJhR8hW8ngyxMmR44wkjQjxRBrF8cIXJ9zzRC27UEjqWXkoueQcHTxkBhJAhDSWRJrOwFZSjrXMm7DRkhRYSwYl46YPF3XynQDC3dZxIr6YnUd5LcYCffMclz7/P8Bi/QRcmD/OtrZL8x1Eent+SALkZAnyg9fBoZ/qSRHrqa646K/pxAplVcKJVqTQzdXRFGerdRhIFJ0Q1516s6fPkRl2f36c4LQi9IICRRYhAJHUSVzs+HNhCSdMdWr401O2CaBlEidIKao7VKYRRjmYYGeTroU0oQRgb90CCMZEq39ATcsWJcR0enj5cCJnfEXL4hIVFNDCPii4+5NPoG5+YV9zxVY/uMweyUSbNx7vDf/uWvdX7sX/76EOAAb3zDmzAtj1NH7uHU8a/x+5/0OHSshMLENQVbJzV/7IfaCVSh9eGuqXBtkW7t6AFBnCg6PUWjoxChSPXCKbANjTvbEulCssB3DXxP61osM23J5l7IzBIy04cLmdOAp31vy4nYfcjkPe+rsvuAixqsn1npY9g1sVPubX6d6j1SsSXn8/EByMV5B81B5c4q+zfAdt74ZxTYw6qe5+IMuLhIe9Oad5PShwGwxXC6KRLdXdHqQj2tzK44PSRGfcXFGyPe/94l3v2bgt0H04GAMkAZJEoSKqEVf7nvO//zQOltr25fYXVSDj/Y2JE4scSxEuJYprMRRZwIen2L5ZZFu2cSpzGDlqkDh107xrFdLCsGBb3ApB/oXbgds7o9jQjYtbHNnQ9L7NIl3Pbqm2m1u8AKgE9OVHGcAsePWDy716XmlNl4ud6h7Ad6AGAYCYvNgIMn9E6m54iBPsWxJI6t9eBSwNmliOVONMhbtDL7LSsFtyVwbP3u9lwDzzFwLP33si0eRiaIKq3aSY6a6ApuWSFtpfjTzxR4do9HbJhDUMsh/5YyBbccxo+MGPnkwZx97RFQr7CFyHVPBmAe0JfM3eqbVO+8Fnzl51dQlBF74rSCy5SSyPP64zlwZ+FQ6btp0JXK9uSFFjpdti3gZ9/c4pf/wKIVpiNGYaCESaT0dDLOyWTz31ec6LSFIEzo9vSbDDEMmh1u9ICjAFOL7hAJc8uSMwsGQoBtChxL23F7boLnxHiO9hLff9xisSEHixD9UEtD6uWYyzc0qFUtXK9OQmfwcxwA3DRsfNc50OrVDvai8sZENQkFXLsNekEZ01DYdpf7nw8JjzkUXZNKUVJwDQ1QV+I74LlQKSRsUx2O3SNoNmyqnq6WlpkDd3rr8hxtoujaAscGy8otnub4tiEykVYyoCWZ7UM3ifnQZwt8/O4ifWmCkVZtYQ363jKr3JILOlTpQ2TmxHr+xDLD8ciAZ0VFz0A+MuT5Vq6Rg+ZQhzKo8pkkhHSYqNRIlc/+XkIG9NwjESSI3OFXEX+db8MWAe+4tcueIyYf+oygHaZC9yQiFBZBwgDk8QC0evlcBx1o32+te9edKnIhs9mPRVfpmKLXZ74Rcf9zijhwKRX0joHnGPiuvrMXPUmtHON7XZZ6bR56ycUzTCwjoRcH3HhJG8uKWLuqxNrp0kEM/4BhDp/h4H71u7/7P1l/8fUHlXQmDh5duPnYyWWC0GCqJtmwKmZ2co57nu/xiXs9PMNium5QLVlUyya1smCsrBivJkzVAzbNtpiZPM2XnzM5M+dRdhWezYCSuLbWEriOrtyuI/Fc8ByF5yhcO8GxdSfFtvShw0rNPrUUQJvV21ZAL4740Oc9/scHapxdcsG20wUGe1DFZQpsV+i2pCWy4Nr08LvCOm5gFydyH6f2bIPPC0YjVoTeSRWD3w9N/UXO4H80T3LFMnP2+dyfi7wtXHZXWbn0kDtHkJ4byN11MkVmrqk5+i7NtS4rxZgrdgY0O4IXD1kEUfrkhYnIzi9yGPRrGLkYx+x5ZF83N+rNi9UMQ+uXKoUep5aa/PXdFgvLNiQxQZhogVWUJoIo/f8Yr0Rctm2R080eD75okcQG66fhim0JY2XF+nUzrF+3/o97zX3/a9Waa86v4AC2XUCa3p2XbPLfdOk679JqIaZcsKlVT/GFJ2I++tUxKpbNmgmDetWiXjaoFBXlQkLZjygVAsaqXWYm5vmLLyc8e8ClmmXEm/pA6Vip9a1t4NoGji01+C2tStSATgZ6lqH98XD1LDOqd9yQj3/J4Tc/WOXMspvbzknBLfTtzBa6NZkdLs0LyGFHuiXkfp+v5isq9ujfF3nYnN9hyd0J8u4Mw4+HXHrUBAiyaI/z19nSXwfjfP3/SFJ6ooQ+/2TdlOwrZf9vY7Cdk923oNcXTFUCfvWnGiw0Df72rtQNVRiE0qGXgJOAlVZtHU2jMCNBYIARqgF91D8fmaor5UDAZpmSMJKEkcGlmxJuuXyZv/yiTzc0mSonlL2IohdT8g36gUkcG0jpYVvj/OitC/T6i3z50SqTyy6ffdhhvJxwRbfy7EUXF+9stnojd6URp607bv9LXv/K8WOu3b36pcPh5SU3YcfGJe57IeLvvjxO3XHYutpkesJiasxgshYzUQ0Zr/aZqHVZPbVMrbzAfbtD/vCOcdrNIpNFKLkK3xF4rkwrt8R1zJSe5Cp3Wr3dwQFD61kcW7va2pbOzrGsAN/vcfC05Lc+XOWZvQXwbJBO+rD0ZryhJ5WOVAN3WFPmD5WK4TpY7qCZ//3In+dzg1JttMiq+tCSTogVFTv7M5H9Ple5R6permrnKt7gVzn8u4PljxWVXMiVrU11HmdSiHQoLAb9df0Gk/r3CdTKMZ4b88jzFotLehVHCQMljEGhGF23y2vmxYq7RyYhTlfycmkcRS9h46o2R+ZCnj1q0+haqBjiSFuz6SwfiCKDdt/GtR2u2BLR6nV5+Zhk/ZTBzk2K0w3rCw8/ffiP3/zmd399gAP8q3/x4xT82luSuHV5q9vmC48KXthXZrLgsXWNxeyUyewEzIwFTI93mRrrsGqswVh1gaf2d/jTz1n86eenOLtQYVURqn5CydOtQD/lV55rpPRkCG7P1uIYnfkTD4Rctp0C2wpxrADb6uO7PQ6fU/yXP6ty5yNlIssF0wHDAcPCNCSuBE8qHJm7pebAPTSwH75QQq6kJHnQj+5SGkIM6MOQpogRoA+yPr8BwEd05iM0Raw4+A7z3vOm+6PgHkZkjwRjDfCd/ibXeh081HDoDgIVC9ZOh6yaCHj6ZZOlhu4BK2GkrVY18gY9r8s0+GpDGjSaoJduxSFYVYebd7XYNNtgqZuw55jNUs+kH+r4wDDUI/5uX9Bo2whcdq6TXLK5y2IbEGU2btz+dKVc/cwdn/z0CJ7NlQC/4YbXYhpmcG7pYxw+3sLGZduswfQYjFcV9XKfsUqfsWoH320TJV2OL0Z88CM+dz9TY6FRxDMtZkuKuq+dZX1H4GW0JOPcKbizQCvXyaaXCbadyW8jbDN76Owc1+lzfEHxa39e4eNfrRAYLli6cgtD4kid+WmJnKdgnqeyYvVsJZXI1bpBp2QlVckfMln5gn7r10jfOyMQF+qeDA6TucFO+q/yNsysPHgy7KUnSVqk01G9Fkil6WipKCtR2pQns2x2bPihV/aJ1SL/+U8lRxd0Fe8Jh5aQGCLJTYLzb6jsSDz6Q8noipRaSWhIS58blKBWMXjnzS1ec8Uc9z67xP97Z5mTc0XOtFwqS5KJUsJ4KWBuyeDMgsH0WIlqyWe62mdsehW33nRbEMfnH5/PA3i9PoblVH5px+YNO2r24VuazZixakil0Kfg96mUOhw8FbLnpYTFruSjXx1joeUyv+zgGZJVRSg7CcXUNrnoCnw3bQWmD98Bz2FASbwcuLX0Nh7Ib21LJw5bVoBr9zi5EPPLf1Lmk/dUCEwXLC/dhjfwUrmlJYeT0+FtMxNqZT/sFdx4BKTnB6fmO37D7fNv9BCj75w8sDNAipWak9FJZgbuEVs38p8TGuQMfx3wdVbwe/QYX2TtwbQC60mn5s0D/3FDpl9DYCvBD9/WwzQW+JX3C44u6EFQRziDw6UMswPscI8nD/L8GxklyTy1BFm7UxJEkoLn4Lt93nRtwA07Oyy1G3zkbofFrsPxsx7PnvCo+AllJ6LqSSpFkF6Jd1y88d61szO/tNhofXOA226Vhx78ctMwy3u7QeHGVRPHjWqlxX3Pmdy/26XgW+w55nP0lEfJMfEtQcWEsboevlgS3cO0U1riDnc4fdc4r1vi2jr7x7USHY9i64c9SJTQ5vuO3We+GfKf/rTEJ79WIbA8MD2EtLEMScFQuKlwfmULMHvBB5Xkm9ZWMfIvRvoOuTcIOa65sk8+rFpff2yvzvt1qNjT1ZWhRmUE+Grk+Xwr16Dq5/SuMVl/XCGlJDGSoYtW7k5hA2+/tUek5nnvH0lONySRkLSFpYsIMr0rZG+03JtPJTm/8/TJikwOMHxuYZQOfUxvsOJYcUP+/dsCCn6Xw6e77DluUvAVjz5v8MBzPo3Y58rJclwpuHvv+dqXm6+87bXfHODZO67Var1nvlm4+pFnq5e9eKJCq62nU91A35IumYGio8ftUurM8CDU/sq2JXCdlHOnU0p/ULkVvpsBO+PbiT5MWloJqCNSAmwrwDb7uE4X0+3xgY/5fPzuCoHlg+khDRvXEBrcqXjLzHl5Z1V5xCnqAssF5N4EI2+EFXQkv+BwIansANC5P/t6b6mVQqsknb3ke8YjUtmRf5fbdr/Qe/PrgRwGfXEyrT1Z61FhxAmGITHMYR5Qxs0dBe+4rcfeQ4u87y8NIiEIhKAxgJBEkb5BVJZonTkSJ6hEpc/FGEh89dcQaWCwoB8aKCXoh5I4EkhD4doxBS+iWuxz1caEbl+y7uaY112VsOeIieW6z/e6rff4fvGCz/mCAL/hxtfw1bv+Nr54x0ZVsE4x37S5boukH0U8tz+h7BnUywZFX3dEDAmLzZgz8yEocGwNbg1sk4In8V3w3SSt3nHa69YBVk7Gt63Ryu1YAa7Tw3F63PWYzUfvrtA3NbgNU4O7lIHbVMMMy7R6Z4U4W4SNs5ZaDhXp2iEiB/SVqMhTmRFF4ddtHa4IYF3Rxcj+v1kxHdneydMW9PctB5PL9OOh9HAFtvPHxlFalfHxJDW+jFOvw+xpD+QPSYKZ0ZREDpdOAE/CO1/Z44k9y3zpMZG61Xo0MdM7jUxTrNNhUKIGMe6xUunnMnMfA5W5bKW9juxrnZqTLDS0UZLnmhR9m7GKQ6XY45m9BkFos3ZVh+cPGbzqxs2q1Y3jN/zg+dX76wIc4Jprr6Pf7370zKndW6/d2SjEIuapfQlCuqxf5TA5ZlAvKwpeTLUU8OUne5xdtpiqarN7z9XiqYInKXoK31UpwOMU4DF22gbMEttsKxoMcOwU3J7b4wuP2vzSH4/x0rEKuBrcBQOKZoJnasmtZaQAN4btN4QGTaz0HUbFijjblFFZ3clV+Qvd90cOSfo/o6DWX2jYomNY7s/rYuQAnQfyCBcfeqHIQfUeVvKBonAFjRqeD4ZtxOyBSENl0zdMFEuiWKdDDCWwauDSaxkJsSlTPxbSd6J+3tvWdfmfP9/gl94PX3hE06We7RFjESpBwVREKkmtHzJ7ZJW2+pKBI3GcZM/HQKDt/xw7Yare4dDZPg+/UKJW0BS3VjJojJns2gwT48s8tcfm5ILHzFS1fenlV3zUdb2vB+Pz24TZ9Zu/9Qe84ubXP5XIsZ9++cC+yhN7JMQeuza6XLY14ZLNLabGmmxft0wvXuQj90qaLYeJsqRYMCj5JiXfoOTrQVDRTygVIgpeRNEL8T294uY5IY4T4NoBTkpNdOXu47tdPveIza/86RgvHi2D62OaNkUTyqbCN9PULUulAi61wqJ52KfVntTpxndqpJ6oISqyqnuhHnU2xczag0Z+qpm3a8us2dI2X/b7UdqygqevoDMjWhiy/vrK74WR5esL5hYN/iwZtBWVEulytx6gBJEkDPXmVBxL4pSS5I2GMl420HImgumxhCu29jh6BvYd0VU4EXojP0xTGzL3WJ3vqeNLsuCEJDe8EumqnWmCZyumxzuUSvN88UmDl4+adIKQ4+cSOj2IIofJmsGWNT06QcxN115zmrDxE5dcck349XD8dSs4wOTsdtqtBobxJFdt7jNWsbl06zKdqM3xxZDn9iVsXN3iUw9XOHCixPaJTB1oUvQNygUN7pIf4XsRBTfEcyIcJ8SxdC68aQwzNrPUM9vSh8rPPmzxH/+0zgtHSuD6g8pdNhWemS2mat96a5BfLwbb8VpGCmGkt1p6oTb778fp7R5NaUg1KPlKmi+MI498/zlfuUeEWsOe94VaiCsnmUlamUXu90JpEx6VWQ/L4b8b8Pf8jSZ7U+REaWaqlc+kqaDTkcNI0u0bBKGu0gIGKRmmKTHNhDjJDpticNhU2Q+kC9vWdvjNn22AgM8/pPlVbDp0E4t+LGlJgS0ljqHwDCiYCi/UaSFBlBBFYhCgIARYlkHBlSw0PDbNuPzCO8/whUccNs2YPLXX43TD4shjPpfPOZTLFmtXmVy2axPlUukbQfgbA3z19Kr+ywfbP1udXHN7TewpTI23efpwh4ef84n6FWbGFV960uCh52tsqktqBSgVTMoFPcKvlGIqxYiyH1D0AnwvwHMCCl4f3+2njq8xpAJ8pZTOjbdC7nzU5lf+pM6LR0vgekjTomBAaVC59bKEY6ZVO3O1NRkYy2SpbmGk6EeKpa5kIRSESjeqbAluykKl0GkGSXbAu8DPIz+WH1KSbMCTfT7VnsgM3GKUC6cvaP6QmWQtY0mq/BPpVnzmuSNy/XE1GOmPHm8ZLIPkjUjN1IxUCIWjJIYULDY8llsWQSQGZwkjlVNYscKKdeVNcuAefbPrN9H2tV3e93PLJAnc+YgCFaEMUy8wxAahEHSFpGEYWLZB0ZGUbUU5THRGfZKgVOr/bui4m4JnUylUuPGiDu0gZn5uinfeLOjFPR56YZljp11qgcf1V022pRQ/axVW9//BADeNxeSyi9Y/vmk2bnztS88Wbv+aicE4dddmzTrJjZctcufTkmf3GKyqQr1sUCub1MpQL8fUygHVYp9yoUep0KPgdTCMLi8cSnhmv4Ft6617lcCtl/dZvyZCSsVdj7n84h/VeeloEVwXYTr4pqRkJvjWENxuujhhmxrc+tcM6NogxjAkUgqmJwI2bV7kcw8LzjVcEtOmb5goJRFmmpisxCCmYyW9HWkLrqjkw6llfqKpacpKrcqggmdAT4aH1czrT+T8//KOrSrPv1fcZoampFnyRaxzTc0wPdOELLQUdz5hEfRMpDKRQmhvG1OllE5iW0lKKzQdyYyBhkeJnH0Him1rOvzOzy+hlOIrjxaQkWDd2ohXXt5PPW0EpiV5Yp/PnoMlGj2XomMwFiiCKPVPUZHGm7SwLQvX9ih4FfYeC7n7EZubLzJZM+Vx3dYQsb3LA8/3WLPplQ2/vOHxs2cXkn8wwGemxgF3Lmj23zE9e/U9sweetdatMpiux1TLS8x3lnh+f5U1NcFkzWC8ZjNeEYxXY8YrfeqVLvVym1KxyWKrxxcfMLj9vjInz7mcOOUiDIFKYogCNq1t8fZXNrlkc8R7/7jKy8c8cBwwHRwpKRrnV+5MW25b4JhiYCtnmWJg6+zakqIv2DQbsWtzl3fdusQHvuDy6fvH6FKkIyzMRGAlWml4nkdJBiDyNCBXuTMQZ5xbaOvk4Rg+ax9mFGP4BRTooKb8QTTJqJXQDlUyPWzmaUo2AFrRq9fVOE2ZMzXAHSvAtDvc8YDkz74wweFTNa5co9i4KqLgmalMWWBb+uepV8g0PSFXvYd3sfzCd0yv57BtTZff+z+W+aX3Ky7dHPH2W3psXCMgtFCJRBhw6FSPU3ML3H6fz5efrnJiuUgzMOmFiihRKBWlI3wL03BwnSpXbFjg6ZcXeGxfmf3HLVaNC6bqkhuuuTJcbiXvcNz6nBX8IyiKEB5R9wCza7ecWG4GBz/7lZe2nVsM2by2yWcejbn/6QmmijYbVxlMjVlM1gQTtYiJWo+peptyoUEvbvN39xj83b3j7D5QIcbGNSXlkr41dWPBci9g90HFeK3PyTmDvcet1JTexpQGhZSWZAsTA5Bn4LZECnSZ/mrg2NoctOApasUY31MEUYErt3TZ8Z4l+qHgkw+YhL5BL5E4mY91rkU3urwwuog8Ur1zcljDGK3oKwdNKhnSIM27M1viYYVP0IVz4LstGXQ0RrspMNLGFPkKnmAaIb7f47MPwv/1/kmWuuOsqxv0ejELS4ooUoSeSRhL3FikSXo6lSFrpw6+VTGkQEPzU71NFQchW1YHvP7aPpvXROzcmNBu1mi0ikSRCUJR82NWbQ65cmuPHz94io/d53LnY3WONoq0A6nPSUmUaswt4sRj/fQY/+1fLHLPcwt86ZEKO0qSzRts1m7ZcbBU23bi8eeOcc2la//hAAcwDIOnHnn0iF8ov/un3nbRfQ88fh9/cafLcsPl4tVaF16vSOplxXg1ZHqsy8xEg6V2kzseTfjkg3We2VvFMSxmyuCbCbYRD9p5sRIcXxZs3hHwx/+hRSwS7nvG58VjEgxDG+0bCY6hnY6c1KAxe2QS3Cym0LG0BFcPmpRuUXpaTx4ngnbPoVaxeP01LT5zf5kodggNmygdUKiVh7esgo90QVbSEZkzt8+Z3GdOAIM+fAbyYZpxph/PlogH76vUHzDJ/E5kXko71JsMv1F1XnU1zRhlBNz5eInFZhGnYGBJvXnT6SuyxQClzMHQZdiulCsOsQqZ6likTPTeZWQSmwZCCl46YvL/fKxMKEz+8N812TRZ4sxCbbBnaZi6/ejaIRune/zaj3d40yvO8MkHm9y/u87LZz16IURxSBgldHoWS02XmfEpds52mHldm3ueEVSWb2Gqy7vPnn7gyPotl30z+H5zgAt7PUo1geKpp5+J7p9vvnBTxVFs3uywblVCuRghpaDgRUzXO5SKy+w71eHPv+Bz1+Nj+KbD+qqi7CV4lsI2h2lslgmOZXDJZnjHq0xm60Vi0eYtN/R48a8khi+1lVcG7lwrMAO2k4bMaoCn4LYFnoPuvacKRcvQ8IkTSRRbbNvQZfPaDnuOF4hNS5tFXoCe5AcmYqR9OAS5YYw+TGPYasyoSdYxiLIBSIZ2QZptI9OxR0p54vTrJOi8mySX1zPQg5//zQ4PmhpMB48K9hxyiAwTPzW1j2JBL0hT7mSCEBEKM7d9k20VDb06hDAGQjXDUBihDvWKYwPDhM884HB8rkg3KfM/PlzjnTfaeE5x4DpspLMK20rw7ALFQomL17a5emuDLz55kj//fI3DJyu0Q4OZIGaxmXDotGTfMYP10wUqJYNdWwyuu37D/VdffeOp5eU2Y9ULTy//XgDXT67EF776yH7LHv/DTZt23STiR9m8Jub0Yp+lrslF6ww2zrQp+Av83T3wobsmaDSLbKxJJooJJQ98N9vZZFABtY+zwabVCt+usdBIKPhhSk61b51rDFuBtqVwTDGgJzpkVoM7q9yDGBU7tXa2E22EbiSDXnCSSDauidk4FbLncDwwxhlqo7MeLQP+LVcMcwYgz7ZZBmkFDB5ZqxIFYRZ/l6Q651i/m7IKbsgkdQ7QoyeRAT8RyEQnliWDu0xOXZj/fskfAhNMK+bQacmRYw4JRqogzNbLFP0wwTCy55kp8WSOn4FADumPSPvvqed7FJvEiaEXJoQBpkvJcui3bR7dbbBhVlAuGNjW8N9aBrhOgu85LDZc6hWfG7Y3uWjdIh+8q8ftd4/T6TlsmVZs3xhgGF1ePllkZqzHq2+5mos3Fv5w/th9+6fW3vKtQPdbAzjAzOppisXS42F/x6dbzbm3npp/iecPekyUfa7Z1ubEwjL33m/yt18aQwUem8cSxkpQ8g0KvkHBNXAdfQvXmyC6LVUpCmwrpB9qCwH9AxMgDGwpcfP0JOXgGed2bF3B7ZXgTiW4A2vnFOBZ9iKAikRaRbWqY3AUP2/8PewvSyFzem9x3pBnJFEujUmUUsM2itNA0yih24uJYjVYljCkIDGG1hgIiUzEoGoP3GRz1Ca/fT/scqhBFc8UlKYJwkihr4YAD+LUuTVUqbQhGZ4ClLbtUoPTtd7n1OcNI3UH1m7AUWyikizYSuIa4Jp67WypoWUBpql/1nGsI8A9x6Dg6WHgUtNirOqyesLj535wmbJ7lnufq9IMSqweMxkfswiiHju3bmDXRVs/XRybfbxYb/GtXt8ywC/btp7F+TNHXv+q6//d6ZO7jXaj8qbrdwou2tjldGOZP/h0kXPzRWqOycxkQrVoUCmalIoGJV9Q8hWlQoLvxMwtwZHTNpYpUlWh3vAQAp0OYetteMcg1ZmkFdzMDpMiFw8+Cu5B6JWdhl1ZeSP+JH0h89IlteKj7K719XQmo9U7oyhZ1c5Cbu209WZmIVuG7jUfOpmw2Ii1cU7avzdNgZXGXg/dcyGS2sZ4CPRULJWM2klcUHQ1ENgMn2uCbv9FiUqrOASpBkUMt9bSH4BM7zBZKrIceDeahqHDDkyDKDJIYpMw0FIIpVQqvFP0ghg3MjBNODkfsrAc4dtoDxzfoFSQlAs2jY5Jo2UxPebyY69c5rYr5/nDjys+/WCZnWt9Vk1CqTT22VL91n936PDpoxs3bPv2AxygNjbF3j33Hb31+kt2P/TQuTedPnmEh17qcP/zBTrLLutrksmKoFqyqJVMKiVBuaCoFLXH+KrxNq2gw33Pl+m2yqybMdM+bKJtvqyIuYbi8X0+lqO7J46VVu/URyWr2s7XAfewcitsM8FOA7DkwD986Kp0IXXVhZYbNO8W53VNDDnKu/Pgtq3M2yPBs2PGq31cv8unHnZZnNd7hK4tNP3KuiEptdBf09BRfFLz9zizXcgbb2abOBmOlfgGr54iTsEXJ2JAU0xDYETp14UVzUc5OGVnrVApJIZhpDE1Jk5o0e05XLGlTb3ap9EpEEQQRKQ0TDFVB7/Y4iNfS+h3PFbXIiqFiLJvUCoYNNomzbZDs2MyUbUZr3b46dd3eWj3PI0lj1JlM2s3Xr37ud2PHL3p+lf8fSD79wM4wOrZCbzimveF7Zc2fuTo8juf3G0w7rvsvAS6fSh4JhM1g7FqQq0YUiqGVIs9ysUWh8+2+fj9ZXbvcdi1Vr+QGgjaxMUy+tz7nOSe58oUXEnB1AfTzFLCzh8sbSO1nhDnRRba5nB52cySJnJj6+Ge4hDkuTHMeV2TAfAHQB92SQYb+caQltiWGsiBPSem6AdM1Fp0k2UWumOcbrjYJoOuzbDPnmgaJBWxTIgTYwVNyXxPhtF8+eFPNh3NvV1HRqZxat4T5ReGIzVYIxO5BQWRfpAtJOvDrxwGSRkmlpnQtyyaHYcbdrW5ZmeLLzxeoRtJgkjTlOwgfP0O8Jwlbn+wx96TFcZaklohouTFVFoRzbZFt2+w1PJ4/oDDRK3ENVvbnFgqEzgbP3rpxRe/b/+Rk39fuP79Ae6XdrBw4qPLWy+e/antzx2e7bWjG7euCTizmHDslM/MhMG6VQHTYx2qxQ6eG+DYHW6/T/E7H5ugYhfYMinwPal72naCZ0f4bp9Ov88HvlAijnzKRSjYCtcifWQVXK++ZeAeqdxpCFbGu/M5QTKLAM9MH4UanCKzo92IyWbu40FfW66o4rlDprZRSCeClhq8cT0nouAG+F4f2+xDEtEOBO1ADs4FoxYVCmkMFXeZWU6Spyn5TsfKX8kJpVQ6OVL6ESmVGvikIE/04Tfb4UQJEpWkbySVW6yQw+6OEIO7i2mYWJaF03OoFF3e/YYmjz7fo9kv0A0E/UAbAbU6JnNLPrfs6vOGV5zjfR/r8vF7JjnZMijbCXVfMVVVRJHFptWCk0sdnj5gcdH6IktR7YE129b/1B/+9d2d97779d95gAPUZ9/JscNPdl5x45uDs0ufohue5aXDNTZMS7at61ApL3J6ucfxpQDf7rH7sOB3PzlD0SgyW1GMlQ1KvpHKaCMKXkDR7/LpB+GRlyuUfJOKneDZKvVQESPb+I4j8excwpud4KagstOMINvMVW5DpQb5yYAGIJU+fA1UhOo8o/vRzXY1csAUg8Olrt6GkVW2tB1mJjhmMrw7mSFSRpBE9CJFJxS4pkhT6FKxUyyIDIURK2KpSAw1UOONBqmKQWDqIPBpBOwMKnoSg4o1wIdtSqElxKlVmkjF8KO5nEMbZ43yXHcnteMwUnrpWDZLzQJXbO7xqmvnuf0en3pPUOkr2r2YZsfg3KKF75ZYZ8f86rvOUnK7PH+oiGtZ9COLEwsOvRDKBYuL1hkst5okYpq3vOGNgRCyc+M1f39w/4MBDrB63WaSJHlsZu3lr3juqYZ38XqTbeu7tKJFPv5FeOHgGEJ5XL51jjsei1FxkdV1xVhZUi2bVIqCciGiXAipljoEUZvb7yshKTLuKkpOkm4AifQh0+mkHuLoTXy9tKwPlGoAbMPU2ZxZfKEUyXDjPAX5YkOw2NLTJjlozq3YVidr9eW2wXM0ZdAilAyAmuWCmubQ3yWzDpYiQaiEMFH0Y0EQ67ClyBxqp42YHLiHVVxLTcUQ6FkYlUrjvUc4efr5WFItRtQqMSd7WtgUZ1EnKnOkSln3YCFBpJrtNIVYreTkQ5DrjoqV3iVjPLfIO29u8dmHW5ztlKh4CcV2TMOLWXBNfNfFtYusn+nx82+d4zMPVrl8vQ+yy/NHe3zxUZ+n9hVp9Ww2rpLcdMPl3fVrNz4mhPyHwvQfDnAhKnTb3V99zc23Kifa8x/27DvqdsI2dzzoc+xUgYtnJLs2Cm69OuGZIxbNRcVYCeplk1rJoFZOqJVD6uUOvtfgEw8aPLF3nHpBUvUSii4UXL3X6eVcsDxH4LmjVhODjokZa0BnOfYpBciSCCCrVopHn7F5ao8NtjakMfN660HaQ/6QmVo3ZLpwI9Vpr0jvzdKc9cdDT2wpk4zYah+/RKag1ocxffhTg4NknCiSeFjF8xQlybQpagj2rMOiwa113f1Acvn2mKsvC9h7lxrEZWeLDxnIQd8RZAxh2qsefD+pfkbTldR+mkyFONyON6WLbRW5fGPA214xx0fvczjbsvHtBNeNUicFA891qZSKzLX6/Olnarz2YpeLN1XYuaaDf2OXzz/Yoh+a4G3r7br01b/v+85/8lznuw9wAK/gJZ/61B3/tRtuCHH6v/z4C6ftrdMOl62LMAyfay5eYr7bQ6pxpsswVjaplU3qFRgrh4xVutQrDT5+X8L/+NgUnu0w4SeUPUXRE/qg6Uo818R3DDxX4Kfg1ttB+hDnOjr0yjK0rfKAg65oKgw7JIpuVxD1DbDFCIhHDXjE8PMyv3iQWbXlEpGzxYMByPXdI0t/EzIh39AL0y2jbI1Lh56KtGpnlXqY+LuSosQZsFPVX5LKW4cjdz3QshzwvQRBku65q5EmaZKtyqX0RqTG9k6sW4lxkgzds4g0ZDInrDTmYiDyMnxsM+a971xEyTN84t4ZfEsOXBIc28K1LcqFIsLsMVZq8OjLEiEc9hzzKLgWV23pUqpOBJs3zfz2nhce+Y0bbnp98q2h8TsAcIC5Ziew3cpvud5MUCq1f73dWZSWWeCqHS0a4RL/6wtlzNhmZtxgvGYxUROpG1aP1ZNLzLdb/K8vTtLrlNlQU9QL2ky96EkKnjFwntWVfLj65rsxvhuljxDXDnM2uxa9vpkm/g55avbKChQys63SO+GDSMLz4gMH3oLDg+XAyGeFl+Fgmz/brBHZHSQZdm7S5csoMYbgzplYDvh2ki7uph9nG0mxErk/ZwDskeTjQRWXqFig4hTOmTCLnCtV2obsBoJmpHvfnqkoWAm+PVwtS1SSNmQiUEa6PJx9HdC79/rrzE7E/MwPNLn3qSWOLtRxLIFphlrKbJjYtsva6So/+6YlPnBng2cOVLnu4gTTaqBENdm0dvbXd24u/e78wlLwj8XnPxrg7/7JH+GvP/H57pp1Wz/dCr3/9ty+R7jhYsVTBxo88lKBufki6ycMpsdMJuuSyXrEVL3L2uklWsEyv/OJKmcXqqyrKsaLCZWipOzLwSa+5xq49tBqwncTfC+m6EYUvJCC16fo9yh6XRA9DeZ2jWa7QhjpZGZDJulOYr7JrddwhJQjCWvyQr8ODDBzLcIRNWG+io9W9Cz0VuSHLhnfzVdmNWh2DA+QuSquFxBG/34y+JwYSFxHK7p2QhBqCG4phDbsyXIqTUUYCeaimMV+lzgRoFyqrkE9TlKAZ0R82EbUX9dI7zrG4DCslH7jT5bhF96xxPv+zuDwXCXtMoXpz9EkSYqsnZa8+wcbPL5nnk6vws71BpddvkMVSms/3en1updf+yP/WHj+4wEOYHjrONUf23fpjvJ7LlrLn9zz8CPy+f1lxgo2124zqRb1wXCyHrNqrMvaVYt0o0X++99V+NIjE8yUBNNlRa2otSlF30wN8dM2YK6v7LsJBTei6AeU/B6lQpexaoO7n475o89UUcrn1os9tk572Lai5IWYRjJYvwKGLcLUaUnnY+YSHnI7mMMW4RDMo3Qln6s59ArU3oHqfHAPJqeCocVCrret1PDzaatuSE2GlV7TFDVYTkjSGJBBIKySaSS6TPcfs4ZflsqgZwdFFyxL8opLQ268YgEhO/zpHUW++tQEYdEmVgqy6a8g7cboN10UJYSRXn0LQkkYW8Tx8ND7uqsVQi7wvo/AwXPltIMVopRiuWVweq7Ammmb2y5r8tzBAFm8ORmb2vKe2bVj+6D57YDmtwfgP/KGi2nOHQiKY1d94IMfPuDPTkz+XtU5je85bJhp8vwBlzHPYXqsy+zUIsu9Zf7wMxXuemSC2aJktqqolSSVokGpYFL0DHxXpSpAME3d/tMuWDEFN8T3ghTcSzy0J+a/fXgVh05VWV8X7DtgYCuLVeN6TO7Y8cDjAzRAOn0tEJJCDP3CcxbAI5s66a+ZFHYE8CMmmGrQcswM54feKbkJzKDPnNk5ZP1ttUKymqMrarQnPphsjnxuFNy6mkt8R99NQA1omCn1jKHoSabGbHautZitxqyehKmfaBD2Y+57YQqFM/BFFHK4ZhHHsR7H9xN6gaQfaqCHoUmUrrwB/MCVSwThAn90h+LwQhlDKgpuTLEY8cAexZZFm8Tw2bC6zrpp6xem1l7/gSeePhBffcXV3z8AByiNb6LVPB7/xLtee+DYoULzri/dU2q0Fnh6f0Kz6bNzfcD0+AJffrrLH3xqkl63xLqKYFVFMVYxqJZMqiWTcgGKvq7UjpUMtlukkY2+IzwnpOT1qJYaPLA75lc/sIrDp+qsrylWV7WrVj/UBjJhLEaqt0Bx6pzgzz/jo0yJIcTQFF+M8ulhFc85yApx3oF09ONMzcegcp+/F5MuNZC2+1A5kA/pyjDUNe2aJIy0CweeIzmKEg8eGuhRKPmZN/f42AMhJxb11xYi6/pkMmNBp29waq6IELB2QvAb727wax+Ee3ZPYxu29lWXQ81QFEOSxEghsKwYz47p+ga9wCSMDKLYIVGCOBa89soGN10yzx98KuDBp+tUizbbNxhcta3BcqNJwZtk/ZYbmtsvvfbA8WOn46uv2PztguW3D+AAhaLLiWPqs6vXvvJ/X7PN/f3b77ir7tLn8q2StavO8fCegD/59CRx12VVIWGirBiv6MNnrax9VsrFmJKv++OuHdLqWjRaDgpddWwrxnVC6pUO+0+G/N8fHmPP0RobxqBeSCj6Wpsi5eA8l071GPTBEQmLbQshTUwpsESSs1sYVu1MBjvg4DnQ5x1SR5ysBhLbFe6uF7ryC85Deg4XquRqyMsHh9H4fFDHsdAWEIkkTgyi2KTi9zW1ICFRQ6eQwS5oouj1BY22ge+6WGaJzbMR//EnG5z5Q4eXjk9SMCWeHePEWnOTRLDc1fnxnq0oezGlfkKvnxCEJlFkoJQ+eCZKUi16/O9vbBMGy7x0oEz9sMfFm1yu2CbYsPXmhTUbbvj3UnU+a5ge387r2wpwIcYBOHa68VdXXHGjOVZS73vowXsmljrzfOnJkK8+OcnWCRvXjTi3mFAuWIzXLKbHDCZqMZO1gFIhoFLo4Tht9p2MeelgDdf0qVf01NMyEwpun06/yx0Pu7xwvM5ESVDz4tSmWQ+EdFZQMqikQzuFmKW2IMZCGIZ2os3SHlZoS4xcBddVXOaskfP0I/cz4EISrm9+XYilDyeTw25KEgtiYwjyOAN5BuyRh0EcmwglGSuFnFiMiZQ1GN5kB9gohn4A7a5Bo21hWy6eW2TLTMibbljmwGeKLPcLlF1NUGxTUK9I1vkdnjsasv+4j98yqXmKihcz3ksIQwuFiWNbOHbAvmM+nl3hJ17V4J6xJkEvoBevojR1y7lLr7juvST9vxLGxLcV3N92gGfXmukyR04sf2jNhlfI2oFTv/nFux+YcM0Kq8s2118KjbDDg0/blH2Lybpk/UzI2qkmttOm5PcQoscnHjD5xD01XOFy7XY98KEElhnjOH2+9gy8/9Nj2NhM+PqwlNk0O7YOzzLN4eBFpyEnGGbEpx9waXUcDNvQ/uFG5h8+jOYwMxlsphiUYhTcOU/sbKNyBNhiCNVvBdQ5ZI9aJw86KmowYo8zbbnMRFNi+Egy1yqDKH2UfIO339jmpQ9Haf999E6gs3UU3b6g3TXwHJulhodnB7znzfPsPrbEl57wCCINcMeWzE5aXHex5G23LnL7/Q1uv2+MRmBS6QvONg3W9UKEgHLBpODHPLE/pNNyufmyKptmOvh2m1Xr1p975Suv+xVIPiSM+ncCit8ZgAOsm63wG+//yAdQZrxr69r/2W4er5ecBGUGPP6ciWu6zEwYbJoNmRhb5PB8i689bbF6IqFeCPm9v5vCM0tcuVFLUZXSugnPCWl2+nz8Xp9Wt8TGcUXJVenUU+K6hpbUWlq2OohBMWNsM2ShFfPwC0WSRHsbOjKzfEureH79LNvUkdp+YkhXMhtmNVhKzhYnRq9vXMvzbwqR++v5f6XQIFcyaxem4/RI32miWBBFOlN+8LEpU3s2vZQghMl1OwNqpS6LoU8/1meTKFaEoRZE9YKEbs+gbUtc28SxHBYbBdbPdHjnLQ0ef6lGJ/CIE/38w0hybqnIldtqvPedp+iGERXPZWZccs/TNifnioAuTPWKz1Xbl7nnqRYvHPKxLMn2TVsXdm2Nfmnp5N/+RW32Z79TMMwt3X0Hrl99z4/wI2+8/m9++B3vPDc5vRPMPvc/b+BQZN2UzcbVEdMTi3z8/h6/+7Eyz+0Z5+y5SZ7ZX6bddlg3oagUtNBKC6liPCdgqRvx7NESFd+k6urqrQ0+01CrweJDpiqMsYwI3w3Yc0iw52ABYVv4aZT4UEeSf+hFBNMYgnuQjJyLHBmAMN2uGbSMlfhmBXwE6HlrClbQnqFLqyKOh1LXKBaE8TCLcvirzr/RD4tu32bbxoQdG9vE/Zheojd6ghiCSAO8HyR0+op2T9LqGrS6Fq2uw1KzyEVrFLVim2agCCJBGCp6fd3qO3K6SNF1uXyTYKZc5qr1JX7hHX3e+so5ji+HHDwZc+SkhQrK3HhxQqffYdvG1U3DXftv73qo/OHvJLi/4wAHmF2zPlq3bsNPr5md+Ym+3NRbUxcUignFQsKqiWVuvz/gS49VKIgSt13q8JorJZ5nUypKagVBsWBS9MB3YwpegG13+NozNktLJSaLCSVPUfBEGmdoapqSCrBsKxkmRdghQgQ8ssdhqVPANk38gStWtnGjq/Vwt1KkVmbaa8U0NTcfsYNY0dIbxmrnaMYAxeSmqQzXyzh/Yyhzz8r+jVIJcZz1nhVhupETRbnKnfJwDXDtOxiEJv3ApuJaXLe9gxI92iH0IjFYTOiHil4/pttP6HSh2ZE0OybNts1Co0C95PHKy5oEcUSzL+j2Fe1uTKMlWGrZLDd8mm2Xrzzm8bUnqwS9CX7wKsnbbpvn2FJIsxvS7PY5ctLklmvW9Gr12Z+xrPGP+o71jxrDfyvXd4yiZJcjhXrvb9/+4Llm/ZFtq3rdSPHXonXM3bG+zxefinng6Qrraxbb15nsWB8jzBZP7bNZXTeolSTVkkz9DUPKhR4nFkL+9u4JPNNkzE8oeZKib1D0DQq+xPeUzvrJMn6sGNsK8Zw+Z5diPnnfOD3DZcxEe60YeqKXVW4jB2wrfdhmxulzFRwGnoGZNXMmehrx9Mt02fklopTWyJzN8UAWkAN39lBkW/nJoLuiU8tSLbqhnbyiWBLGCiuSROnOZBAmBKGNG7q87aYOf/mVFueaHp3IpBhqS7t+CL0gwezFAzqmn7eFYzuUC0V+5NZ5vvxUi4VmlbGeotWJWWoazC+bHD9b4cotZ7n78S57jhgUPZ84nuTWixr0gybP7KkwXlFcetFMb/XMxI9fc1P502f2n4unt/yr7zT8vvMVHOB9v/TD7Fh/Ln7v58xP7tqy+d2vuHojdz3T4+WDBV5/lWDDjGLttGDtzDK7jwYsLBXZNCWZrNuMVaBajCgX+vhemy8/ZXLkdInpUkLZh3JBUi6YlAraybbg6YRcvU2vq7djh3h+lw99yWP/8QoFy6Rsq4H1m5XtRl6geuvlZgab+npDfBidHacUIY5Frh+dk7QOdYy5n8iowGs4/cxvB6UOWTLLolcEKV/uh3EKXEUY6XSEKBpW8TCWhKEkCLWLbLfn0O27bJoxePcPLBP3+rQjtGQ3giCAbqBodyNanYhGO2G5JVlqmSy3HM4tFVg76fHaK5dpBgnLHcFyO2ahEXJmHg6dLDJWKLFtfZvD5wKOnYnYf8LizkeqXDTrcPPl8whvdccvrP3Ja24yP/ns43PfFXDDd6GCZ9cv/vS7mG/0levYhw8deW7fyTNnaxvrrfFGP8BxLNat6nL/Cz0+fneNbZMm62cs1q9S1CsR5UJAqdBnsdnjo18bp+qY1AoxlYJebK6WDKolKPnJoHrb6bKxZcYU/T57Diu+8FiFvnBZ5ShKdoJvaws4K5W8DqSvhvY1tFOAZ5v6lqnLcC8QhIHuZhiJPmAaUv8+Py7Pb9msOE4yTEPLj/x1azJ7o9mmXhGLY23W0w/1/8k0s74+6X6k3syxs354rA+BQhqDO4ZhJNhWyGuubvOJB5vsP+nTd/RhNYgURpDpYCLiRAEWhhTYpoXrOFRLRf63W+b47CMtFnsVSp0EiOmHAWDh2nV+7JXnkEaTQ4dNVk8LTLPF0y977Ng+uexX/J9reb93+0c/+iu8613/eI3J9x3AAUzLxrR48Pb//FNbX/ue//KTh04u/e7XHnxp7JL1DXYf6/G5B0qsrbns3GCxc2NErdwmUQa2JagUuvz11yyOnimzbVxRLerFiVrFZLyiqFdiKsUQy0wIIzmwF9PLBn2++JjDweMVxhxJLT2Yula2TTOsqAMLiBy4fTeh4GmpgG0lNNpw8IRNFGk/RIVuH1qmGIypB8KnwWJC7gchhDb5yakX85VbeytqDbz+fyacXYpodRJsUydGa1dWXeUtU6a2a8P9zSiWqCDtk8c6IMoyC2ya6fO6a5r87qdq9GInpVb6zdPsgtWBSqBBLrAwDIlj2xS9AutmWrzh2mU+8qUyq0qCdqhYng9p9RRJYiPkOO+8eYFPyRZ7j/m85eYKbmXn/EJ75v+Mw+pHnHbCD38Xwf1dB3jFGzaHf+Z3b/nw+m2muWndw79194N3TTy7Dy5aY1Irmly0KcJyl/jMIzDme9x8WUwniNh70qXmGtQLilrJpF42magqpuohq8Y6lEst2l3J8TNjOJag6AksM6bTj7j/+Rq9yGWmrKh6OrvTtiRhxDBtgGyMrTsotqVpie8llAsR1WJAqdjiib0JR0/X8R2Tom8ihcQyxJCq5OyHh5V8lKLkJblGTutipoB1bInnypR2xZxYanHkmEvVlVQLqa5Exjo12FKpG6wamagGoUmnB71A29ZJqSj5PjftavPnd3YJYhshGJiYzrcDlnsmta5BGGvHV8OwcW2TgudSLxfZumoZxw2wTIfrLlJUqh3ufsJk9yFB0bdZbtXYtbbN8aJNYfL1515123W/TBJ9WBi17yqws+u7wsEvdK2ZreIXxAd37LrhVzZsed257evK9MI+U3VFIpp84j7Yf7iKazp4Tsx8M+aepytMFqFeltQr2uxzeixk3aoWM1NnuPeFDp+6T7L3qEmrYxIlAs+JeHq/ycFzJeqeoO4raiXBeMVgZtxkdjJGiZhukG236MOeaWiAe25C0YspFwNWTzU5Pr/En9/pcOBkQqMd0e3Hqal7yoUzA8sRbXbWchmOPgdy3CyIduSAq998vgPVYsLm1T1++k0NpqYbHJmXNDqKTk+39oIoJorSQyh6VuA7MUIEHD8Xc+yMydkFm4WGw3LLZblVYLZuctXmDv2+plZFT7J5tc1bbw65/rJFDi+GHDonOLcYMbcUMrcEC8sW840it14qGSv36PQh6Flsn/F5261dsNqcng9BNWl2y7zrLa8+d+vN1/5KHKoPfq/ADd/lCr7yqpUKqKT3gR96/bWRY6vfc6yHa5vWnuLxvX3OnKnxplcILtrUYbza4vNPmtjCZrwE9YrFRE0yNRawdrrJ9NhZbn9A8MHPTTLmeFyzQ7BqTPNUKSOePmAzt+iyuqCo+lArGUzUbNavUrhel/3nJItNn6KrBgDXNEGvxfluRNnvUy012H0MTs3ZrK/orfF+mOCGKj3gjQqfkmQFyHNWFQaMyHON3JDJNLWOXbsF6H3TVWOKi9Y3eXB3hWpX6kxRSysuo1grDRF6YFUv9zjdaPPgSwUKhsn6aZNEWZiGouR7TFRtLt0Y8sSeGNAUsFoyuW5HkR+4toVjzfHxe8cAGykjbEvguxbVkkPRL3D9RR3uerjMEy+HtHsOb7zJ59ItLZ5+wWbnltW8/lXXLFYmbv7FhWXrLyfH/+HrZt+O63sKcAAhXeaXgr+6/qprF2YLC5sW26t+e88XH7FuuVRSrTVp9hJsq88jLxYomZLxisFE1WBmPGLz6gZTY+f4u/vh/Z+eoigcZuraEg60fvz4OcVjL/l4aGpTLkhq5VQisKpHIvs0A4tWX1fBLG3ANIY6dN+JqJV6LLW7PLq7jkhMDKmXFpJ4mCQ20ITkxE+af8u0VTic4mhqotKDZVbR81ZwaWKc1PRDYHHTxW0+em+bc50KZVfhh7qzEsUJcSLTNzQUvBA/bHN62cUMQnxbWzw4tknJd6iVXa7Z2eLOx/t0gwKg++Gn5m2qpQo//6Z54By33zNGkrgYRoTnSKpFm8l6gWu3LfK5+yMKBcV8u89XH/e4fHuXdWsvCbv9yi+t3nDjAdc1Py/E9xbc8H0AcICxqp0cO7rns9fefJt974MHOz/6Vu/9p08+Ke55xpJXbbJYaEacPWczXZOMV01mxhM2r1nixOIiv/cZj8dfrGLFNhM1rZPIvElcK+L4UsKxsy4FW1IpKEoFk2rRYKySMF7t0om6SGGmvoBqhJ7o5OUYzw0p+F3+5m6DB18sUDGFNvPMWoC5LXUN+jwPH+5IZhMfgRiuxo0EWQ1dszSP1pbKUSQIIotrd8Bbb1zmr+8q0e4LSq5OMNNmninFGuhZFO1eQtRWLDYjvHTSW/Ytuj2fNeNtJmsBZ8/4emwfKbp9yfyyy6rxKv/mDU0u33yW2++tsv90Cc+JqBRt6nMFZuttXnV5B9eos2tzm8NnZFIce7XatXPTz8f2lr84euxEsG3rRd9rWAHfQw6+8lqzdjtHDi0FG9eu/qvrr1i/c3pq2395xcWT1Etd5huSVRWXjTOSclGwYXWL+c4yv//JEg88Mc64bbOmPjxgmaY2FBIy4P5nbY6f9pisKEq+SPODoF4O8d0uB0/FnFuy8GyV8mA9sbTMvHlPiGN12XfKph04+E7aWkyTHLJEkSRV92Vj9NE8ymGrMNOND7fxGfS88460WUBqGEt6fRPHtNgy06cfh7RDobl/mMb0ZTQpEXT7JpMVxfqZHu1QsdRKaLYiGm1YbpucXfRYP2ly06VdEqWFVpnbbaIEJ88VaDYneeWuEv/H29uUKy0Ondb98YMnDE7PVakUDU4tBLTCtVxy0Y7/oqxNO2137V9F3aXvG3DD9xHAAdZv3MLatbPdQ4dP733d9bt+a3Jy868n7vb4wIkqV22PWTXRpFwIWWh3+F+fr2CFFa7aKLh4vcEVO2GpnxBE+tbuuzFhEnBy0cS1TB2Q5Zt6MFSMqZX6WHaX3YcM5hdcyp6WgeqpZSrWsnRPvVLs8+Q+xUO7fXzDxE9t5PT4Xk8UIZ1oxgzj8zK6MjhoDm2OR9qDA/MgMbCKixOI0oNrEBp0+xZB6HL9zpCrtrZYbAs9bk+HP0GUpEMbQbNjMV0zuXRTl04Us9BSNDsxjXZMo2Ww1LLp9QvM1GIMK6TT19+3ZSWUCg0efyni+QMFnn55DCOa5F+9PqFY7tHqRpxY6PLoC7BjjdG/6cqZuR1btv66V77st6L+3N7Va9d0d+zY+r2G0cj1fQXw7Lrl1e/g7idPx2/7oZ/4tVtf9S9++9brrtm7cY3sHjlbxLI6/MWdFj5lfvQ1Abu2dBmrSlZP9gmiPkrpyWO12Gf/yZj7ni0wVRZUC4JyUVfvSjGiUuyx2Orz5AFPWzzbDEw93VSNqPveMb7Xp9FLWGx7FK3UUs4GN/37lqnthaOYVIwkCCNBGA/3JVWSWS0MgW3KYfRh5jJrGJr2hJHedO/2BN2eQadn0e07VHyDMb9PL0johYJ+pJ1c+0FCLxB0+wadnslys8DlG0MqlR6LHUGjndBoxyy1YKlhcW6xwM27Etav7rHYhn6gJ7Su3eH4XMjckuK5gyF/82WDuF/jp97QpRt22LhKkphlamNX3mvIcM1YrfgbE4XT8Tve/pbvNWwueH1fcPALXW9/+w9x+mwDwzD+U7Hg/OedW9/6x3PLj13cD89eWzT65hte0cdym7x8osiutYJSMca2LTxHUC4m+F6HM4cTHMNhsgS1kkWtLKmWYqrFEMfuctczgmf2l9lcV/gueG5mD6e7Exk9ieKQo2ctktii4oBna0P/gmdQ9HQXQi8NaH8/yxS4kSSK9OJBPlhVodfkssPlyGDHNrAtSRRDN4yJY4GUEsdRFHom7Y6N79nMTvZRZkg7sOmHmmL0Ar1N0+kL2l2ThYbH5ZsMbr6kyecf9FnuCAqtKP2+Tc4teXiuz3S1z+EjMcudhG5P0uk7zLclRVuxY3PEs4f7fPahIj94nc/sTDHqROMP/8S7Xpts2bD5SaA3OVH9XkPlG17ftwAHmJ4sQ+pV8Dt/9tmfDdWVpXKh9edvvO3I/9boHJT9RohrmEzVFGPlLmNFh1rZYM1Ej+VulzseKOEJi+m6ZLxmMDsRM1nrUyn2SejxpSc8XGkzVkgGclvfZeC74lgRnhux1Eq458kC7YbN2tkE39Ue15WiyURN4ToR+44plhpQLZmYpr4LhOlmjV4EHvLwQQdFgiU13XEdg6IvqZVhsRly4HiMY0nAwrElRc+g0bGZmTB51ZVtPvN4RDtw6IeCbqDo9hO6vYRO16TZMVhsOkyPFXjtVQ2+8HDEUkfvVSZEOlnDt5keK/HW6+fYfbDLiTmT+WWD+YbHfCvBQ7GpbzNRbeBaCUvB9uSHXzf98Y1r3H/daB9sTk5c9b2Gx7d0fV8DPH/94r95E63Fg81Cwf23ew9s2P/5u8sXN/sLby35RzDtgKf3CcquZNOsAqPJh+6yOX6qyNZJGKuarJlKqFcbOhUsEfSjGCltpotQKwpKvqGrmwtlP2as0sd3Qx3IikIYenTv2wrf1ekEtTKsnepTLi/z8F6TI6cKbJMK17YJvFT8lMby5SeZ2ZDHSFWAtqnvHKWCYPNsl32nm+x73KbmWVgSXMem7Bt0+yb90CaMeoOt/FZPb/vYZozvSNo9g0bbwLVt5paKqLCLawVIYdMD5toh5llB2bc5fsZn0xqPf/G6Jh/9is3BkybrZm2u3brI3kMep+ZC3nTTVirl+qerU9ftFoWZP9g/12tedvH67zUcvuXrnwzAAYq1jQBzTz1/9D+/6rYfWtdr7mXfwf1vjVrP8PhLHqurFpVym4/eC8+/XGe8ICn5gvGqZOu6JR59ucW5uQo3XSo5uuBy9KTHlgmYHrPxPK378NyE8WqP5U6Tc8semwwHw7QQUuCYCt8ROn6jIKmXYybrHRY6DfafKhP0FN1eQi9QBKFMOylDz0DSYc/AWSoHctcSFNyEoh+yeXUDyy9wZsmkUogp+DGtgkGna9IPLJLYxJHaDGnNVEg3jplrOpR8rRVfbkEUGXhugY2zS1y5PeTsKcENlyrONlo8ubvMRNVgtm2wsFzkig0m6rYW9zwhOTNnsmONYKHpc+WV29m4Yfund1269d+rfvuIdKe/1xD4e1//pACeXVfsWku/N3fEdrb/YigKfzXmr/t37XjfzR4v8rmHmywsVXnDNSYHTkU4hsPaqZi5Vo97n3GZKPgI0aXVNyBx2LjKZNM6xQtHAtp9i81rEiLV5v13KDZP+RScmPG6hRQS1wLP1ssV5QLUywH1SounD8e8dMhlx1Q2sk+IYjkUXK34/vNab0Ok+pO07x7Ggl3rY9ZOd7nvRJGJVkKlENPqGHT7Bv3AIFEGvimYLghuvdRk/bp5/uBjY3T7BuOVCMPq8dIhGyEsNs4U8dyIJFFMlU12bkg4cLzH8bMW29bBodNw8HiVa3b2eM3Vczx/cD2XXvYq3rlj231b1th/YHhbnjtxKjyyembd9/pl/wdd/yQBDuC44wD7k0TtF4Ldx06qVZdsX/NnoXlw85H9e43Nq5e1n15sAyHzDUEUucyMC6Ts8dJBwboxg3WrBDs2zLPnmKTTrePZEcLocGJujDVVg3YXaomBISWupXcMi76gXIypV3rEqsMjL7sYwsYUiTbUjLOI6tw3nA5uBpnz5EBu6EhFw8h63x7XbW9x7zMB802HsVJMq5vQ7kp6gUUUG5hCu+86lsNs3SEmpBs6FDzoJn32HI9xTZNjZ4pcvv4MBw5EnDxnMTHuUyqD6EecXTQIgJePBfhOiSuvujye2LRz/6pV4t/svOT6U8Be8Q19L77/r3+yAM8uqbd/9yp1dG8cxz9w83W1Weum6z5+34NfKYfqeGFmrMnpRUEYJ0yWBJtmQzy/yVP76lyxRrJhts/B0yEHThTYuVrguREfu9ugaBmUCxLbCrGsCNe2KTiaq5cLUCuFVEtt9p2KeeyFCtMlbU0RhDoWJAN3ZsSZT3gb7lhqoEuRZYZqi7m5pSLXbeuxabbF0eM2Sy1FtR3T7Fi0uzb9wCCMde97qaUnkz/66nk+9dUizY5gx0bBhtU9Dpz2OHnO4tItBh/8YsiBUw6rV9nM1jpEgcGJ+ZBLt3psWjfTvuLKH2jESfKO2fL0CWEYR/6pAzu7/skDPLuEWItSyZHtO9cf6/UaF11xxauvu/bq+P99ds++6NypvfVHnzpVWjduEqo2h8+AbVusGgdp9nh2v4FIXAoe+G7AXNunWjCplyUlP+Klo5KDxyzGy1AuGtTLCfVyHyk7fPrBAqrvsm09NAPJYiehWtIlWgdSJZhmhJTxYLcnUhDEgiCNMhRCy3KrpR7NruLsYoFLt4S8/YZFfuejEfMtm2ozZqlpMr9ssW1WsWVdyLkzioVGwlLTpeDZNHqKdkeA8rh0U58vz/U4MVdkw1qbmYkQZfRYaljceBEcm5tq7rpoy8LUzE7Ts8W7x6fWPVKrVpajmERref55XN+Xg55/6CW0mWbSavYW186uvqtarWz9/Q98btNb3vwjv3Hr9Te/sHXj5DMPvFDvnZ5bi2tqqe2ZpR4LSx6bZ2TamegzWVSsmTTYMNvH9/ocOmlx8pzNRMVgekyxbqbNRL3Fy8cU9z3lsW5CcsU2gx+6rU2hGNLs6MpdcCPGKh1KhV7qDah1KGECC10414J2X6+jlfyIpW6Xj94b8eQegyOnS9x2WcymdX1ONxRHzsWcWYg4t2iyasxk7SpoB3DkdMjR0yZLDQ/DCBBSceC4Q73oMl7rceJcSK8ruWzdGO98ld0znMlnNm5+1Qs/9I4f/43nH//IJs+rbK2Orbur3wsXhRD/rMAN/4wqeP6amJwC3T/vHD12GMsyf9s0jN8ulS8y3vjqwvsnKu2tIUdvnJo+YnzlSZ+S63LxxkVOzpV47GWLhUWDmy6JEXKZ/ccsosTEtSX1smTj6jYF7yztjkW9bHHd9oh+W7J6UlGshnRjiSl0h6Ne6dKJGkTLCtdyiJMeSkqKtmSi2sU0YuZbThqrnWDZEWeWLVQ/odkyeOxFn+aSQcmPaEchh07D+lUu3b6JJWHzrECpgD1HDG6+XPCK7V2C2OGxvQE3Xezwil0xT+xxkd6G+OqrNzywda27d2ZN+z1ShrHruPzIT/+RmplZ3/lev17fyeufJcDz19o162G40x6dOdv410i3tvOiM//j+efvsE8tn4nf+gr/itWT3pWJ6HLojCKOTSrFDg88Z7J1tcGxszrpbdV4hBJN7nqkjGd57NzUZ9vqPsdOCiZqPQJCPENiCkW1FBMkTf744xU2jRf54ds69IIOpiVYW0941402s7NLfPDzguW2Q5wkyChCkXB6WbHYhIMLJaquzUXbbHxP8dTePqcXbIJQsGGqR2spYfPqiCf3dOn2JLataPdtJibH6CbWk9fvOPNUz95o7LrqjcHa1WP/Mer3Fy238r1+Sb6r1z97gK+8pvR0dBH4OYAzR76EkOLm5WbzteNTyTu2NxrbTp9TnDn7HEJIelGTqAebpmPCpM8Dz9nUCg4Fv8O5BRfbjKmWY54/HFD2XS7fnHD8VILnRNz3nKDXLFHfYHJ6QdAOC4wXLcoiYn7JY8eGMjddusze/R6NDhw97rJmzKDstVlqefRCh/GKQSuIkYbF9bu6LCx22X1AkvQlhuxT9ItsXZ9QGLuMbTUbg8LLfsH6eBi5Xzq8pO77hX/9Gn7he/1D/x5e/58D+Mprat1rAe4Legv3Aff3+/1NnfZi8lcfO5LMrJ7ZMLWq9sulylEMYbDUOMWBfSE71we8dDThFTtD+mFE0Y959oDBJesNputdFhYFphXywsES29bCgTNdQiU5tVDhVZeEnJ4LWTPV4+UjBS5eZ/HcXkWnJzk+51B2DS7Z0OHgCRvP6GMbkovWdjl6ymC6kiBEFeFuxTFi3vXWVQSdxd8S5plD2y+6QU5M1KTAPADcNTP9nfH6+6d2/X8e4Nllu3WAu7LfP7/3HJZpVxfmTz/cmDMwDcJKZct/2LrDfE3BTTh2LqFx7lH2nGjw5usUwrCZnZIstdqoJKLoNKh7Rcarffa8CLYJLx2xeOWuLp2OpFKMePFQiONanF0OCAIDW4Z0ewXONmzOLEt+8LqQQ9Uqr33VD3B2yaLoG5xdEl8m6f+eShLrkkt2Uh+fuu+1BEtC/NObMn43rv8/wL/OtWvrBMAS8BmAxtIxgD2rO2LKMEg2dEM+98U9LHdjqqUW9ZKgUojCtnzVf7344uiNM2vOhNdfXWTNlMCtmFTLivqUpD7dZ0ZJSiXJ6vWSySnFtZcH7NxZtK6/wfjc7/z58/91JnKsIIbxqk0rKlKfupzqlIVlSjkdijMIDq1bPfO9/hH9k7j+efWEvsfXX33iIUBMWfGZypXbT6sXDxWZGYdDJw0KBcGxs4LLNoUcPycp+4IDpwSz44oXDvW55dKKuPSi+nKi1JnSxK3f66fyz+b6/wEC7a7nVLSHdgAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo0NzozMCswMDowMFhmeJoAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NDc6MzArMDA6MDApO8AmAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 14}
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mf_hecke_traces • Show schema
Hide schema
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id: 6227635
{'hecke_orbit_code': 137673834519, 'n': 1, 'trace_an': 250}
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id: 6227636
{'hecke_orbit_code': 137673834519, 'n': 2, 'trace_an': -11}
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id: 6227637
{'hecke_orbit_code': 137673834519, 'n': 3, 'trace_an': -1207}
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id: 6227638
{'hecke_orbit_code': 137673834519, 'n': 4, 'trace_an': -114699}
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id: 6227639
{'hecke_orbit_code': 137673834519, 'n': 5, 'trace_an': -41875}
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id: 6227640
{'hecke_orbit_code': 137673834519, 'n': 6, 'trace_an': -125668}
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