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{'Nk2': 38304, 'analytic_conductor': 141.25057255374304, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [3, -1], [7, -1], [19, -1]], 'atkin_lehner_string': '+---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2394, 1, [533, 1711, 1009], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 1, 'field_disc': 1, 'field_disc_factorization': [], 'field_poly': [0, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[5, [-10, 1]], [11, [8, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321852250, 'hecke_ring_generator_nbound': 1, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '2394.4.a.c', 'level': 2394, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'minimal_twist': '798.4.a.b', 'nf_label': '1.1.1.1', 'prim_orbit_index': 1, 'qexp_display': 'q-2q^{2}+4q^{4}+10q^{5}+7q^{7}-8q^{8}+\\cdots', 'related_objects': [], 'relative_dim': 1, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '2394.4.a', 'trace_display': [-2, 0, 10, 7], 'trace_hash': 285696684705041662, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.997', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[2, -1], [3, -1], [7, -1], [19, -1]], 12, 4], [[[2, 1], [3, 1], [7, -1], [19, -1]], 6, 1], [[[2, 1], [3, -1], [7, -1], [19, 1]], 11, 3], [[[2, 1], [3, 1], [7, -1], [19, 1]], 7, 1], [[[2, -1], [3, 1], [7, -1], [19, 1]], 7, 1], [[[2, 1], [3, -1], [7, 1], [19, 1]], 9, 3], [[[2, -1], [3, 1], [7, -1], [19, -1]], 6, 1], [[[2, 1], [3, 1], [7, 1], [19, 1]], 6, 2], [[[2, 1], [3, -1], [7, -1], [19, -1]], 9, 4], [[[2, -1], [3, -1], [7, 1], [19, -1]], 9, 3], [[[2, 1], [3, -1], [7, 1], [19, -1]], 11, 3], [[[2, -1], [3, -1], [7, 1], [19, 1]], 12, 3], [[[2, -1], [3, 1], [7, 1], [19, -1]], 7, 1], [[[2, 1], [3, 1], [7, 1], [19, -1]], 7, 1], [[[2, -1], [3, 1], [7, 1], [19, 1]], 6, 2], [[[2, -1], [3, -1], [7, -1], [19, 1]], 9, 3]], 'ALdims': [6, 7, 7, 6, 9, 11, 11, 9, 6, 7, 7, 6, 12, 9, 9, 12], 'Nk2': 38304, 'analytic_conductor': 141.25057255374304, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [2394, 1, [533, 1711, 1009], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 1424, 'dim': 134, 'eis_dim': 32, 'eis_new_dim': 0, 'hecke_cutter_primes': [5, 11], 'hecke_orbit_code': 67111258, 'hecke_orbit_dims': [1, 1, 1, 1, 1, 2, 2, 2, 2, 2, 3, 3, 3, 3, 3, 3, 4, 4, 4, 4, 4, 4, 4, 4, 4, 5, 5, 5, 5, 5, 6, 6, 7, 7, 7, 7], 'label': '2394.4.a', 'level': 2394, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 3, 7, 19], 'level_radical': 798, 'mf_dim': 1456, 'mf_new_dim': 134, 'num_forms': 36, 'plus_dim': 72, 'prim_orbit_index': 1, 'relative_dim': 134, 'sturm_bound': 1920, 'trace_bound': 7, 'trace_display': [4, 0, -12, 0], 'traces': [134, 4, 0, 536, -12, 0, 0, 16, 0, 40, -20, 0, 20, 0, 0, 2144, 132, 0, 0, -48, 0, 0, -256, 0, 2774, -72, 0, 0, -404, 0, 1168, 64, 0, 440, 140, 0, 628, 0, 0, 160, 668, 0, -228, -80, 0, -48, -1200, 0, 6566, 700, 0, 80, 1244, 0, 864, 0, 0, 384, -2656, 0, -364, -368, 0, 8576, 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364232, 0, -1054944, 641320, 0, 531696, -16768, 0, -30024, 536752, 0, -17836, -552352, 0, -19200, 1323432, 0, -1933480, 160832, 0, 344576, -547328, 0], 'weight': 4, 'weight_parity': 1}
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mf_twists_nf • Show schema
Hide schema
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id: 932574
{'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '2394.4.a.c', 'source_level': 2394, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 2, 'target_is_minimal': True, 'target_label': '798.4.a.b', 'target_level': 798, 'twist_class_label': '798.4.a.b', 'twist_class_level': 798, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
-
id: 932575
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 1, 'source_hecke_orbit': 3, 'source_is_minimal': False, 'source_label': '2394.4.a.c', 'source_level': 2394, 'target_char_orbit': 1, 'target_dim': 1, 'target_hecke_orbit': 3, 'target_is_minimal': False, 'target_label': '2394.4.a.c', 'target_level': 2394, 'twist_class_label': '798.4.a.b', 'twist_class_level': 798, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
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mf_hecke_charpolys • Show schema
Hide schema
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id: 2626850
{'charpoly_factorization': [[[2, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 2}
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id: 2626851
{'charpoly_factorization': [[[0, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 3}
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id: 2626852
{'charpoly_factorization': [[[-10, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 5}
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id: 2626853
{'charpoly_factorization': [[[-7, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 7}
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id: 2626854
{'charpoly_factorization': [[[8, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 11}
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id: 2626855
{'charpoly_factorization': [[[50, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 13}
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id: 2626856
{'charpoly_factorization': [[[114, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 17}
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id: 2626857
{'charpoly_factorization': [[[-19, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 19}
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id: 2626858
{'charpoly_factorization': [[[-148, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 23}
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id: 2626859
{'charpoly_factorization': [[[-30, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 29}
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id: 2626860
{'charpoly_factorization': [[[-304, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 31}
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id: 2626861
{'charpoly_factorization': [[[274, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 37}
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id: 2626862
{'charpoly_factorization': [[[-202, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 41}
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id: 2626863
{'charpoly_factorization': [[[116, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 43}
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id: 2626864
{'charpoly_factorization': [[[-324, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 47}
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id: 2626865
{'charpoly_factorization': [[[-550, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 53}
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id: 2626866
{'charpoly_factorization': [[[628, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 59}
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id: 2626867
{'charpoly_factorization': [[[58, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 61}
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id: 2626868
{'charpoly_factorization': [[[756, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 67}
-
id: 2626869
{'charpoly_factorization': [[[-216, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 71}
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id: 2626870
{'charpoly_factorization': [[[278, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 73}
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id: 2626871
{'charpoly_factorization': [[[952, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 79}
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id: 2626872
{'charpoly_factorization': [[[-1184, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 83}
-
id: 2626873
{'charpoly_factorization': [[[1542, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 89}
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id: 2626874
{'charpoly_factorization': [[[870, 1], 1]], 'hecke_orbit_code': 9007199321852250, 'p': 97}
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mf_newform_portraits • Show schema
Hide schema
{'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '2394.4.a.c', 'level': 2394, 'portrait': 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QR0BoJh4rHaF8xNGJbbhlMLitDzmZuGbbMRm2aGbJwZMTczYtsmy445xVXbPWqqwfFTLb7+vM+ThxKePRmTqi7f/eo2d91uqakZDp2c5Pg5zdkLKfNLMaeWLEcWLTdfs8i/fM8q22cmObs4yeJKyEpH0+4JeoOUKDJ0B4IXDi9y8MTKVc8eWXrNodPtXUfOrX3x1W/+gei+L/zRtxsSf67HX2oGX1tr0xlYfM37nnzu6O3v//VPy9uvPX773377WX1hZSOLqy1WOgHtnqbdk7S7sNJJWe3ELLdT5lfhyJJgdnaNf/Ojy7ziijqnF6Y5d6HBuSXNwrJlfinhzGLKhW7C5PSQV13X49Z94MsagQpYWAk5v6SZXxH0R5AkhtA3NMKUqYkEA5ycT+j0YOcmj0ZthLUChE9vYNgxN2J5TYN1UmStB6MELJaVdsTWjR7dgUIoizAjWqHHjs1D1vqCk+c0qdHMtCTNUBB4kCSC/kgyvyI5v2xZWE0IgiF4Cbdd3eP2awSzrRrLqy1OLwScW4KFpYSFlYSzK3B02XLT1Uv82x9dZW5ygpPz0yws1biw6rHcFqx0DJ1uQneQ0u0bVnpwZhXOrAx5/8+lyVtfseGhjTvfbZpTVzykZfJPh0mNWq357YbKSz7+0jL4177yafZd/TL++T/9R7/w8T/92j/8zT/88uUHTq7uOnCuL1917RqXbzWkRiGEQCJw96p0TyEAixKWQMK5lZBHDiuu27PCvu1D6iF4WuJ7Ct/XNGqSuifp9zwOngj58pM+Jy+M6CQxB0+P2DSzwttftcp1l3e5aV+bE0sJS31BPRhy7Jyl3Wlw7WWStWHK/hOKZl3zwkm4YotlGKUMUx+tY6aacOB0gNIpnkzQHgxGklfs6zPoS667PKUzSDl5rsnuOUWjHrE2smyc7LPa6/DRe+Dp4ynPHh+yc8sy1+/tMDUd8bbbunz/ay175pqk8STHz05w9IzH6XnDmQsxZy6kHL0gOLUW87IrF/k3P9pl0+Qkp+enmV+usbTmsdIRrGbgbvdS1nqGla7lfEdxfs3wsiuW+envWpR1z+xaWji+u9NLb9H1PbVWa/IrH//4J/noR/9yMvpfSgb/4z/7I55eVeotW9N/deTY0j+/75Gj6tjZAYtdycm2YM+2RT7w0xe4fned+eUpVtp1VjoBax3NSlc7G6ydstpJWOkmLLXh9KpA14a88poVfuC1Ebs3NljrtbiwUmNxxWepLVhpO4mw2jV0BobOyNIfJsy0YnZsMoAg8CxnLngIGbBzo2L3FsuWjX0WVkc8c7jJjVdY6rVVnj8yTbMREUUeM1OGwRCu2jHkD+6ZZO/2hNHIsmFCEqcDmmHACyeG1LwGL78y4dljEQvLPltnAnZvhh1zEUrFnFkC37MIYdm5KWGqKekOAnp9j07fY6WjWFmD5bZhpZ2y1E6Zb8PyMGXH1h4/8LolXrlPE3otzi+1WFoNWVrTLHcEa23DWi+m3U1Z61lW+3ChKzm3ZrjxygXe91Mr7NrUYmF5kgsrNc4vTzCwO1IvnP6Fn/zx7r/98peD9E1v+mvfbuhc9PhLBfAjhw5Tq9Vqp0+d2XH3o4+/a3Pz/L/vr6zy4jHFueWYxTXD+bbkeNtw/a4L/PJPL3PdZXUurEyyvFZnrRuw2vVY7WhWO9DuGta6CavdhJWOZaEtONezIHrc9eo2b3uF4bLNIVFUZ7UdstbzaXcVqz1Bty8YjixRYklTUNISeFALLJMty8bpGO0NOXo+4rkjASZp8JZbIrS3xhP7J9i1GT7/aMKrrw240B4QakWSxkxPQRJ7aC9hebnOq27o8PmHm+zeDI8fHuFR582vMCRiwHNHU46fCdHSZ9OUZqohqAUC3xcoAYmBKLYMI+j2LWs9Q7dvWOsblnuWQZqyc1uft93a5q7bIzBNltcmuLBSY7ntsdLRrLZhrZvS7iWs9VLaGbgXuoqFdsoNVyzwiz+zyL7tTc4vTbG40mRhJeTMvObpw0P2XNbi9bdt+he11u1/PLd57lQ0Gg6u3Lvv2w2l4vGXBuDWPgW0/PNnF378icdP/srHPve46Ay68pqddTody8JKzHInZaUrON+VnGqn3Hj5Bd7/E8vccHnI4poD+Wo3oN31We1q1rqCdte6Jbeb0O4ZVnuWC13B+bZharLPG2/qctu+hJ2bFK2aR6cbEngSUESJxBgXvPaHgDBMNYccPmsxNuLuxxuM+jUu3+rzyuv6xGaN+56c5OVXeBye79FebXHrdX2+8kTApmnL/pOWv/29HfafCNg0Lfnyk4pXXqVY6Xc4dnqal18Zcd9zA5JRnduu9tmzfcgg6fGlJxSkgqNnNK26RgvoDyTGClJjiRNAGrRvaPcsjWbM9s0jbr+qzxtvTJhphCysTLC8VmO1487NakfQ7kG7m9DpJaz1DO2+YbUvmO9KFrspt+y9wL//yUWu3VVnYWWK5bUGy+2QpTWf80uSdi9i364OSk0bUb/ZBlOX/+wgvOq3dLwQ/dBbL/92Qwr4SwLwKIpkuzN4+x99/JOX79vdf//pI897h06EdAYWTwvixNDppQ6ofctaXzDfU5xZS7h13wXe95NL3LjHY607yeJqg7VeSLvrs9bTtLuKdh+6PUunn9DppfQGhnbfstgTLPYgTkdcf8WAuemUXt/y1ltH7JozJKlES0sUw73PhJy6ELJ5KuH5oyGYOvu2KW7YawjCPk8c7rO41OCaXQ1ak6s8/KzHzVeELPfXWF1tMTdneXS/4odf3+Ox/ZptGz2Wem1WV6a54ao+Dz+fMl2b5JrLe1xot3n0xUlqusFNey1X7hiC7PHMccHG6ZiFxZj7nvEYxgopITWWXZsj3nhrRLen2DJluOEKiKK6k2/tgLWeR6evaPcknR50+imdXkq3n9LpG9b6lpWB5FxHsDaIeOWVi/zbn1zlxstD5pcnWenUWeuErHU9VruadlcSJeBrWO3EvHhyyBvf+PL4Fftq//iGm773iNK1zyjtmW83tr7tmcxer89wOPrR55596j889/yx6bvvP8urrw2YntAIaYkSQ5oKfC2oBZLUGKyxWFKkUDx+eBP/9EMe3/vKFX7w9cvs3jpifrlF6NeoBT71wKNR03RrkubAY6Kh6Q9TeoOUTSPDYGTpDgNWFkPOnHafd3Y+IQgsIPCVRUtBf6AQeCR9zct2CfZssezY2meUdvnCY4oDR6Z4040BN1y1yu98weKLOru29nn2YcXWScWGVp9Q1YhijwtdaISabZsETx+IuOHKGq99+RK//dkBvtfkDbdYvKDPVx+N+PwjDV48XuOyLXV2bU6ZnYrYvSHm2l0pShm0soClHgTMTgZEsUe37/P8YY/eUNMfKHpDSW8AvaGl13fH3h2k9AaWzsDSHsBiXzG/aqm32vzcXYv81dsirt9d59zSBO1ujU7PpzvQ9EeKKHarWpK6la3dF2yZhRnxde/C2V3/4Un51Mq11974DwaDwW/XarX/fQGeRH0Q/OSLzz36vqcev29a21WmggbnLnhsnALfc86ItY6ljLUYI7AWhLAoYfCk5PkjG3j6UJ1D5y5w1+09br96yGSzxUq7TqMT0hr49PqabnaxB0NNf6QZjizDyBDFlji2JKl7RomPNSCVwNOC0BdMNgVTTZjbYNi2qc+GqTZffALuf8pDmgnedKPHy/Z1efDFmGjY4pUvE7QHAy4sN7jtSsOGyT41HTBMFIudGGUEL7tSU2+OePJgyGtumODW67s8eVCBneDGq31+4rtX+MrTEV9+rMH+UyE7ZhVz0zWmmnUmmlALwNMWJcFY2H9ckKaCOBFECYxi3DGOUgYjw3Bk6A8N/ZGhN4DOCBZ7ksUuDM2QO1++wttvb/NDbzDE8QTnlxp0eiHdvk+n79EbKAZDyTASjGKIE0ucuM/fMh2yuhZy5MQqg6fvnp5fiv6vO+94tW53+7850az/7wdwmy6BjH/iwqn73rdw4v6NE2HE5dsDhhHO+hMQeCClIC/fzPWUEC6LqKRFy5Saliz2a3z0nm3c81SHV1+7xnvuXOPa3T1mJussr9XpDgL6Ay8DtnLPSDCKJXEiSBJ3E7narezf1hD6UK8ZppsxWzf2Sehx+GzMR+8LOXa6wWRQ4+arNbdd1+HRQ23u/nqLW64I2bG5zx/cI1AioNWMWeuNMBaUgNlWn07XxyQ13v7qC3zk83X2LIS87ZY+UbzMfc/NEKchr7h6I2+7ucMV29t89ck+z56u88xxn23TkumWoB4IfM/dhFK4mz5PdsVJdrPGllHsbuRhBIMIukPB6kiw0gWhh7xs7xrveeMar7o6ZUOzxmq7zlq3Tm/g0x149AYO3L2hoD8UDEYwjCxRZIhTgzUwvyxYWHFB7/LaMvtP3L3x3Ip53/e85dX2+Jm1D+3eNvm/B8DP7P9Vfv63d/GBX733x+Y2LL7/2s1Pbah5Q2anmvieZBBJktRiUkGcgkoEUgiEUEhB9hTZ8mzwlMXXhlALVoaKlfYUH7u3wSPP93jl9Wu85w1rvHxPm5m0RpIE9IchvYHHYKSJYkWcSJJUkhqBsQKBRQpL4BvqYULgR/jeiLPLIz77uOTIGZ/jZ6ZQJmDPZp+rditu3NdBBYs8d7TJ1sk611wGc7OrrHRaXLtVkhjLFx8LGPUlk42EN79iyGfuizk132Tv5R7n14a8cMxj+6Yprt+9yIPPdnn4BcEo8tm3e5p92wP2bety9PwKR87CYwfqHD7WoK4FgZY0AkvogZSOBPIVL0khSiBKBb2RoDMUdGKITIKxQ266osN73tjh1dembJ4OGAwnWG6HdPsBvaFb9XpDzWAk6Q8lg6FgEDlwj6KUKDYkiSVNbfF5o8jQHljOLa+x/OmvbNyx4cT7X75nMrGW3wErOgPsRP1/Xuj3PxXg/8cv/le27lvkvT+U/NCZ00v/eW3txKTHEBGETDQjlLLURipjVVkstZ4WKAVKKbTKwZ3iKYGnDb5nCT1LLUiZDAXdkcdaZ4pP3N/inmeGbJrq867Xtdm3fchw0OOa3Zbtc4pR7JGmitRIbA5uafB0yskFy/F5wdrA8OkH65xdmsJGHlOhYsuMZuec5rKtcM2eDkYu8cHPNFhZmeCWfZpr9rT56jMCkXhsnJI06gn92EdaCVaitE97KFhYEVxt67zuxi4PPVljywafW66Z5q9/9xK/9fkujx1s0Bt6LK812b2lxt7NfV5xZZfve02XcysrfPrBgOV+wMnzHmfP+nhKIKVEIDDWkhqIjSVNDFMzMddd3Wc0itm3fcQ7Xjdi44RiuhkQxyHnF0N6A5/ByKM/1PSHisHISZJBJBiMBMMRDCNTgDuKs5UiscSpYZTAKLL0hpBYxYkzHf7jh57csHvb5g/86A+/8C9ecws/gR3e/z8Tc//TAP57f/BR3vND7xJ/79/++jt9sf83vuvlB+s37asRJYrRKHLLt7T4nmIUKUaxIoolXizwlEQpgVaCUf5eCzzPgdHXhsCzhLGl7lsmwpSpmqAfSbpRg+NnGvzSH06DSRBJwo3X9dk9F5EkYKzBWpfEkUIglUB7PgdP+ew/EtIINU1fsqEumJ2RbJzWbJlV7NycsnfnGqlY5r98ssXJU5PccqXHvl0pg6TL158LmKx5zExYJpsR9Zq7YY2RtIeKlZ5luZ3S7tV41TVrPL6/z4FTislWyCuunuSn3r7Mf/0UPHmkQW9gWetqFlZazG2os3FqyM6ZIf/onX1a9TbPHoeDpyWeZ1HKIoQBrPufhSSBXXMpr7w2IY094iTA2jrDyGN+yYF6MNIMI1XIt0EkGI6kA3bkgDuMUkaxIcrilih2eYI4tkSpdZo/EvQi6MWSbiR46LBleXRw9p1LH5pdOrFn9+zuv/XA1+7+hL3jTd//vw7Abe9XoL6knnn01+5q2NXf+ZVPdMOn9of80k+tcMU2j26/7lhZG/yRx8jTjCLDKJYO6JFFa4GvJL52mtP3FL4n8T1JEKeMIkstNtkFsLQSGMWOVaJEMIwlozQgTkMOHGnwzAFIrcVB22ljT4KvXM1HM4BrNkOrBhMNyVRTMTOp2TgNO+ZGbJ5dI7Yr/JdPTnD02AQ3XKa4bJtkz7ZVvvZCwsLyBDfulky1DKE/IJABVgmSVCKsJUkjVnshC8seN+yr8bIruzz4ZMimKUE9bHLDlYafu2uZ//wpwwtnm6z1DGtdxeKqZsNkg6lWjanWBK16zGwjZucNEYGX4OkEpVKkcMGExd1Ucay4sKiJE0WcKKI4JxHFKJLuXEeSYSQZRYJhLBhlwB5Fhig2xWuu66Mk0/h5QJsIBpGgHUtWR9AfxFy3c5V/+WOLXLWxw0OPzX7wX/3ffzT4rg9s+uQ7/tHH04//8ju+8wH+K7/xET7w4abaPHv+HZ44/tuHj58P62Gdu5+S/Kvfjvl3P7HKlVvdhdGqhqcSPO3heR5epPAiw0grvFgSeRY/kvieYBgJAk8w8hVRJBn5xjFJkhZLZ/FMIUktaWpIDU5vGwpwCwFKgpbgeRBoQRgI6oGkUVdM1CVTE4KN0wk75/o0G2t88qGI+56bZm2pxXU7FDs3e1yxfUgq1vjiY3UanmZ2StGsD3nuKK7jfrulP1Jcf0XMdXss8+dTFld9BsM6b7m5ywPPDjh8VtGoSQK/xbWXGf7tjy1z7wsDPnPvBpY7lp0bU1bbmsmWYqLh0ax7NGqWMDAEviHQKVo5qSWz1kprcQkrI0iMJEkFSSKIE0mUCOJYMoqdHIxi4UAb2QzMGbjjCmvn4M6APUoEg9ixdicWrI0MSTTk+u0r/PyPL/GGl3ksLDeZv3AwTKL49z7+9+1Pv/717zr2+++zD4Zedid+pwK8GyMTs/Lu+x698KtffPRCmKQhUkIjDPnM1+eII8n3v7bNO17XZsNkTKdfwx/5jOKUoacJPF1hGpUxtiTws4tSPBVxAlEsC12Y235JakhT5y6kNnNKstMqhMgcGSd7fC0IfEkYSBo1QatumWwaNk2PmJ3qktg1PvaA5Lc+P8PGMOS6HYIdmz12bTHs3LzKJ79uWVkJ2TenmGpBsx6zcEJyYTXA3w2jWDA7IZmchMPHLasdw/xSyBW7Ql5/Y5fP3h8y04TA91Fykmv3CH76bRfw5AX+7MEpXjwbsqkTs3EyYaKhaNYU9ZqkFmgC3zlPWlsH8iwoL0COu7FTA2kqSFIyoEOcOsDGcepIodDYhigxRDEFsEcJRBmwR4mgH0M3kXQi6A0Tmn6HH33bIu98bY87rtesdhoYa3jNy/rcMHgmjIX3uysXDh5Qyr8eiL9jAf7FL3yeJDE/9skvP/OB51482Wopj1RAbAzGSgx1vvT4Zr7+fMj86hI/e1eHmcmI4ahGpx/ia4+R5+FHmijW+J4iyMAexZIokQ7ciQN5nLFSkkCcQpq6yN4YF3C5WvGSMIRwAM/1vacdQMIA6qGhWUuYbCbMTg7YMLXGQwcifu/uGgePT7JrwmPPHGyb89m2Cfbu6NBPOjy6v0VNecxOKSabMNkcMTWR4PsaIdzNNRj5rHRi1vqWdi/hwqrPjrkmt+67wN2P9Tl4tkU9iPGUjxAT7Nmq+JE3LHHT3gv83t1NHn1+kuWeZmMrYbKeUA8ltVAReILAk3ieQCuJUmT2oUO5xfWwGkMB9CQ12eqWB4yGJDVOWyfO6y50duJcmVEiGMWCQQK9RNJNoDc0JPGQmVqHv3XXEv/HDw4IvZDVdpPeMGQUeSSpQiIZrB3k0DMf3RipW9/zxS98/rfe8ta3fecBfGm5jZTyJz//+T97X3f53MxETVDzDMMYhrHrcpdCsiYDOoMNfOCPffYfXebtr+nx2pd12DQ7otsJGYwCRr5HFHsZk2f2XuxqReIM6EkqCuclScmsPzLmlhhLCW6XpMyYG7RyCRPfs4S+oRYmNMOEqdaIzRs6LLT7/MqnPb74+DQrqw0unxXs2CjYutFn20bB7i1DtL/GR+7THDvd4MpNkqmmZKKRIuWIs4uWQEukAGsFUazZubHDY6R0+orVjmVhpcaV20K+73VtPv5VnxMLAZ6OEcLD2AZxIrlx9yo7f7DDF5/s8wdfnOaJEw22Tgk2NFIaYUroO9nmexJPC7RylqqUosghWNxNZizOaUkd4HOQJ2km6TJpFyeWKIU4FoxSB+5hBuxeAv3IEPdits12ee0Nq3zPq3u8+UaLtE2WVuoMRyH9kc9w5DGKXCA7iiRL852Z2W2997/1bW9Xo2HnN4Ow9Z0D8H6vg+fpv/7IIw+979ChAxunmgItFZ2BwRtaN9dPghQGLQRaaDqjST5yb8i9z7W5YW+bd9854LtuabNhyqc/DBiMAoJYE8ceUaKLQClJSi87TgVJIklTQWpEqbWNoFAl1jG3FKCUcx08ZfA9Q+Cn1IKEZm3Ehskeg3jAV5+zfPRrEzz6/CRTvse1Wy2bpyWbZny2zEq2bYq4bOsqz54Y8OkHZplQmtkJQashaNVj2v2Uz389pOlbhHDAGow0b3/liM894mpi2j3DhVXNto1Nvvf2Ho8e6LL/sE8jSFBSOJCbOsPIaf0feX2bKzdf4CP3dnj4xUlOrdaYawkmQkvdN4Ta4Hs4S1WSneusTD6DusmkmjHlCpdkQHcEAXEqiFNReOnDRNBPBd0sgI9HEfVan3e9aZV3v6HDjVekzE759Po11johwyhgMPIZDJ1LMxhp+kNNu6dY7QiWewc21hsb3nfrbbeb1dX2h6emvvVj5b6lALd2nvaSwtPmR48fevCXTxy8d8ajx0TTA1IsCQKLkAYpnUZUwtV6+FLS0TXOdHzOPVLnked6fOK6Lu94fZ83v3LIzKTPaBQQxT5R4hHHpSOQpIokkSRGkqYlwI3NmNuUiQUhbBZUujoOrQ2+lxL4MbUgolkbkDLgK09K/vCeSZ4/PoGIA3ZNWTZPWjZMKmanfeY2SLbMxuyY63B6scuvfaZBMqqxbZtgsqlpNaBVjxFeRGfQYLJpEcKVGcSJZDpQJCahG/t0+ymrHcXZxRpXX9bkZ/7KGu//o4CTiw20irMbQ5MkIcNIMjcTcOPlHa67rMcLJ8/y0a/VuPuJSc61azQCRdOHhmfxtcVToKVLpwsxXl1nAGvcTZcaQWohSYXzz1NBlDpgD1LBIIVRCnGSkEYRM2Gft9y5xrvu7PKqaxMmQo8obrKyFjKMfEYjn2HkMRh5DEeawUjRG7pyiXZP0elbFleXOHTyyxuXO+aX73jtrcmZ0+d/N5E+u7Z+62ayfEsBHkVdGtON71k5f89/7S/e3drQkow2NLA4XZykBmNSLAKszbKGAiUtnjSEStBVim7S4sIo5M8ebXDf8z1e8eUef+f7u1y1o8PGSUVL6gLoScbmSaoycEtSIzHW1bBYK4r0u2Nug1IWrQxaJwR+gqciOoOYxU7Mf/pkyPELUzy5fxJrfGZqgo0bLBsmBDMtxcykx6YZydxMwtbZPjOTq3zxKcMTL05y3TbBVFPSrEtadUOjFiG8EUGg0cp9vrWQptIx2jAmMYLuwNDtWVY6HvPLLW7b2+PWq9f4yJdDaisKLV0cZqwmSX2i2PV4bpgMuWlPj5su7/HYa89xclHye3dPcmGtzpnlAF9JGp7Az2VYRioFkedSBcfkiRUkBmLj5MgwhSi1kCaQxCg1YvPUgOt29vk739/h5qtSWqFHnDRpdwOGke+kZJTLEa/w1t3xuoxobwjtXspq23ByYZXnTn1+ph3F//Vtr791ddjtfvpbiclvGcBffPEQvr9Hfeaz/+3yr379+daWqdO86cYWSapY69XpDiR+JEkSizGm0AtjIFcQKks9EfS0Rz/xWI7q3P3EBA+9OKARjvhrb2mzfSZh55YBt13TRQvXIiaEkysuK+lqpa2tMDcWIS1KpIxiiyUBmfDCccnjBzSffbTJC6eaREmdplbM1izTDctU3TofvKWZntDMTArmphO2zA7YPLvKfc+P+OBnN7J5UjPbglZD0WoImvWEWjDioUOKYaTxGg5U1gqiRBJqxcuvHPDIc5Ou8GmQstbxWFoLWFia4mfetsCZpWUeeXoWTwIixgBJojMQSXoDzVQzZLLV4NYr+7z2uj4/eMciB04bPvdoyKMHahw61iARmtFI0Y8VSkiEEOsCzywnYA2JsVhj8ETKhB8REnPrDT12bx6ybUPMe948ouYrGqHHKGrQ7nqMYp84+17O7XKmwChSDGOVgVy6XEQkiCLLYGhYaBvmB4ZXX3mUWtJtPfDAmcvfeddPqXOnj6Vbtn9rOve/JQB//JknGHnSf/aZh3/8woXmBx54VNFLt/LkoR53Xh8XtlxuxXmpK7e0gBQWmS2hWoIvwVdQ05ZBIhimikFaZ5CGdLspv/yRKWwSs2l2yNU7hsxMJLzj9QN2bIyIY5HpbQkV5ibTn1IahBR84t4azx5tILTm5Lk6ZxfqhDXFRCCYbFhaoaEVQrMmmKgrWk3FVFMzMwkbJhM2zQzZurFDatf4xAMtBr0GV2yztOqKZl3SrBmaYYLnRXzxkZBRX+JtdB2juURp1BRvecWA+58y9EaS3iCl09esdTXzy3Wu2t3kHa/u8OQLdU6uNFHSAHGmlz3i1JU0DCNJb6hp93yatTqN2oirtg25Ze+Q0xfanDi/hvZSnjmm+fjX6gjl+lhZP3/QGsCAtcRRys5NCe96/YANrZS9Oy2bZiBNPEZRizjRrHY84iSXiToDeJlEcokk6dyuyDldSeJiIjJnZ2425V1vW+L6XT7RSNCTtQ888cRD/ZtuCn9r/sxD0dy22/9yAPyFAycQKrjSDM//ysKZp+RV2yTnlgOOHPORkWb7Jtf2JXAg93QJPilwzKpAK0uswEshSKGm3RIZpYLICIapx8j3SCws9lp87VmDJeVPH3UjG7Ame+ZZvMwiy4q1hJBIpUhijTQaT0uaAeyetTQ8Qz0w1AOoB4JGTdKsKVp1zURTMtWCmYmE2akRW2a7pKzyn/4k5MHnNrJnBqbqGXvXJc1aQr0W0agPqNXqBEqiZKbBcXIgjj2GA8FglNIdKXpDQ3dgXMtcw+fMwgSvunrEz71zgf/wcc2ptQAhDNbGmNQSJx5RLBmOXKVfc6BphD71Wkg9qBMGMc1axI1XRPhezM1XJLznzj5aJVkSyCCEHRflmaQzRiKEJPAU4FL5yyvK1e2kWcyTPeNEEacyC/ZdwJ87W4WNG7uEUpK6S6OVYOO05ubNPnu3bGBpOeD0gs/Thx6Td729/yuLpzc+0O1Gz38rsPk/DPCv3/9Jts5N1e5/7PBdTzx1QEwEPrNTgsB3VpPnCYYjl1UTAuc5ZzXdBbMWmUQnU+I8kjdkEb0lMYLE2EIjxoEkNpLUaGITkGa2V/VRZCkFzq2ROBlUs4TaEqqUwINAQ+hbaoGg5kvqNUk91A7gDcFk0zDdSpiZHLFxuseWjct88LOGP7h7E9snFRuahlZD0awrGnWo11KatZjzy4aj5wNC39XZQF7pJxhGmt1zhrkNQzpDn8HQZiwuWetqmrWQZn2S99x5gWPn5/mNT29FS43FkJqUxFjixMmAQaRcxV8oqQ81tcCjFqS0uy7G8L0UT6d4XoqWrlFCSpfOF9nTla646QQO5IK2yaosjSpim7QI5J1zlT8dyKVLHKVlsVwcl+ydZm6Wkq6ArjsIef5oSBRDuweNmubg/gNi4YK9C//Ko7/7+x8f/Oh7/sfS+f/DAD9wLvXPLR//J5fNnvgn/V1Gdvoa3xcEvnBa19hM71mEFCgLVot14BbozH9NDXgZwFPjmD8x2XsLJhWkWaWc83JFEShVNTfkpbUusNLSoKVbJTxFVolonW+sBWEgCX1JLVDUQkWzJmnWLRONlMlmwnRrxIapPjs2LfPooREfuXcLU2HApqahVRcO3DVJIzQ0woRmfcSjB+GZA3Uun7WZ7i3T5oOR4ua9lit2DHjs+Un6I8tgmNIb6AzkHvWwRi2c5Ades8Izhy7wyP45sApjUleemliS2Bb1JIORpj601EJF6BsC3yPwUwJt0DrF067EWCmTWbWuNBjhYqGcFsrgXGTn17F6alxDhTHOqUqMqABdOAemsGtF+Zpk7kzqVi+Lu87dgaDTg1Hsbu7BMOXhp41M/Qv/6p1vD/09O2q/AETfNoAvrfRlFPV+/onHPvAPNk487b/i6i0cOzvBwoqPUpL+0CUKjHFJFlHYGRIh3MlVyqLSrHPdCFdbnLpm2jTLtpni1XX1pLa0t6y1pcfN+Ipb1I9nCR0ls4ylcgziirZc9i/wFWGgqAWCek3QrFla9ZSJRsJkc8TMxIAts6s8cnDAz//2Jk6dmeSyDYbJOrRqikZN0QihEabUwhjfG9IeWpRUeMoiZfnNUuOKruLEp1WL6SeG/sjtz9MfpnT7knZNUe8GhEGTXXMx//bH2/zr35F8ff8mLApjDWlqSNIkS6W7YG4QSGojRehLAt8S+IpAGzzP+f1aWQdwlcU+mUwRwl7UoGuyOMZYgS3yCg7w1VxD/t6BWGRgL0EdZ6+JAZPmxOSuZ5K4Y17rJiyuGQ7Pw3zvsL/3iugfv+1NP+dZ2/0XQjT/wr2df2GAdzsdjIl/4aOfue/vffzulfD6yxu85cYl9u4ckaSbGIwCkgQEufYSGOOWQ5lm4JauUF5JS6os2tiMIWx2Mt3NkWYnI+9wN1kZaP5kHcAz2Z0Flk6iKCkynU+Wlhd42tW0+J4iDNxIhlpgaYSGZj2lVY+ZaEZMtwZsmV3jkQN9/vVvbeDgqWl2TjuHpVmTNOrSsXfNUg9T6mFMnEb8/pebSKXwpEWJ0iY0VmSs5/Ejb1rlS09EdKOAfgbw3kDR7SnagSb0AwKvxd7tCf/+J5b5l78lePj5TRjr+lOT1BAnrtBsFBlGobPlgkAQem4l9T2Jr22RsdXKIJUL7KWwiPy1yhA2BzkFo5fnP3ufFa7ltS3V924FdsDOM8o5Ydkc3KkrDYjilJWu4YVzKdu3tPnhGzvcdkUcnj5839/fuufNotvt/tNm8y82PesvDPAX9h/BGHvr448/UVtd0Hzu7Bz3Pz3k9msM127LgkoBKvN/TbY0SyuwMusCsRZlLEblXSFgtAO9SW3GHDlj52zi2rKycmfsuu+VA9wFr25+iKywt9Z53YnE86Sr3/AFYeBmntSDlEbNgbvViJhsDZidbPPogT4//+FpXji5gW1TgplGRZqEmkbo6ldqYUItiPC8EWeXp/CUK0twMq0MMtMsMNs8ZUmSmE4cMhhZhiPDYJjSHUpqfUXoe/heiKcn2Lct4d//9UX+2YfgkRc3khrpAJ5a4iTNmNwwCgxhJBn6qpBgngeedhLN1alYtAQpbUYEtijMWofxIpdgcqDnGVArKnUtIltlxRigi+KuYgXOV1/raoMAKSQzEyk//T1tbr92xFS9RadX59CB52ph84pb/0d2nPgLAfy5J77E5btt/V/9X5/xo0GH3ZsE3aFgENc4dkygY8V0q5IiViAtWFkBugRlS5Y2yhYHnRqweZOxzd9ncqRi/12qzlKKsohKStfTmYNbSTdru5QnEHoQ+IZaaKkFTj/XazGtesRkY8CGqTZPHB7yL39ziudOzrJlUjHbMEzUBM1QUg8V9ZqgFrqbw6X6Ix7ZL+gNfUJFli4X+US5ItCME00jVNx2TZdHX2jRj51MGYxS+gNFN1AEvsL3/Ew/T3LVdsMv/tQF3vvr8PD+jcRGEhuTNUuXPZgjXxL4pqiZz49Zq/xJJlNKGSezLO+lHtWkWVnLUl7PHOjlirtOWpqyPMDmrxkZ1Wua7XOafVsESZRyuqPp9BWjqMejD3/eN6031D/6iS/2f+D73/L/PsBPnDlKc2rL5NNPfvbXts6a10QDRT2UTCQGayHwJEq6QqecvbPrWhxUUZ+cMXPeLZ/f4WYM0OMnJmduqo5JtrYKnL3rmpZFAW4HcOfgeNoxme+B7xlCPyuwClJqmbxo1kZMNAdMNTs8fWTEv/zNKZ45sZG5Sc1s3TBRg0YoaNQU9ZqiXrB3ShgkNOtD7nvGZ60dMjVVpsnzm9JkujVOFRtnFHe+rMd9jxvXRROZCsgloScJPY2nfbSuIaXhqu2W9/3UBd7765aHD24kNpo4rwBMbcHkQSyL6kJfS7TOirCkQOn83FB8v+Im5OK0fnH91j1zCWPyoN+U+roEdRmH2fWXLlvlEyM5vVAjWHXXehQLegNLsjh8zY7dxz704z/y9r9x9uzhta1br/h/F+CnTi2gzq2898VDx96dxivMTgcMhoY4cd9aSYHvSzxNUa4pKxd3/cnJl7ox0FfBbcoKuDHmzn7IM3L5BXF6sqzxVqqsGNQKV5+hLZ7nGotD3xD6KbUwoR7GNMIRzfqQ6Yk2Tx4a8U9+fQNPH9vExkmPjfWUibrNwJ2xdyipBY79wyChHkQkZkQ3ChBK4uUMXmhwkdV+OFstjj0a/tCVC0QhUznIhyl93zF44Es8rfF0vgGt5dpdlvf/jQX+z181PHxgE7HRjFJBlOYdN4Iwdq18vifwtclWL5n1tboVzZ0fUUg6WYlf8vNa5ZO8YK0K7jESqq68FWDnsrJq5YqsgTwWhv7QaXiVgSVOLIMhrLYvMDkRvPvo4RePRlH0z/578frfBXAbHwe9eecff/T3rzt1apmG79Gsga9lYeILQcaWlEFMPvzVVkEuLnGSKq+Z5nZ/vyJLivPjPuyioDJfbrPMqMqCKa0tnnLA9rUtqgdDL810c0wtHDHV6jPR6PLI/oR/+sENPHVsE7MTmtlaykRoaWbgroXOTszBXQtSQj+h1YjYf8Jy75MNfCnxVJ4DKPnQARziVJEYzetujLn8sh5HT9WYrbuu9WHk5pn0hxkLa4XWHkraLGlkuWYn/OJPL/HPft3wwAuzDOMao1QSJZZ6VscdeDiQ63z1MplEkUiVFiuckqICcDEG8vzaFStxBeQFK4+tuvZi4FdW3iwFkn2OzVY0SxSLrCCtrE/3fc3qyjJfe+CZ6171lr++8+vPzp+87fq5bz3AH31unof3z+ya1vf+x8u3nPwePWzT7ocuKZM4T9Sa8s4UkjE2yE9OcWKwRdIx97AvWgIrjF+BdXbOK8xdBbewSJXbgg4MWmWsrd2ICc8zBJ4h8BNCPyEMIurhiOmJPqvdPvc/D7/4h3M8e2QDGzJwT9YszZqgEYrCK3fOi3Hs7TuA14IRUZoyHISEyt1kMgdMfgyZC+ECTe20vB4xiiyDWFQAbvD9FN/TeJ5EK4WSXgFwBFy/W/CLf2OVX/6jhIcPzHCu3WLYkEymlmbipg0E2dMrJJrN7EIqAC8ZvPi+2ZfO+al6/smvIYzJR1NcN7vuetri+uePvLIzn4OTl/NaW+3GgiNnehxbnf+eXfvuTd/wyhv+vrUnTwix81sL8JULp/D95VvuP3LkroZ5nj1z03grbrSAS8OKYupUeQBcHLSMsbIdf78O2IXeLv/FajqiODlu3EPeW2mLoUCuatAxt9bGjZgoymMduAM/A/d0j8XVAe/7/Tqf/vosS70pZicks2EG7tDp7noWWNYCST2wGYM77R0GERBxz9M+q7HPTMBYPXZWRFlYhWnqmh9ageb1N/R55GBENw6YiE3WxW7wR65W3dcO4FpZlPQQ0iVosLBvu+Q//J0On3tkwC98eBNnlqYYTGomfUEzMdQTCGI3etlXbqCRlweaUhRBcP5aDdQL6XeJ4HNMrrg7d4ypja38HdY1nLiLWCYBK/+mc5ncCjSM4EJbYM6+QLQ6c9fy/Ozv9we9E39e3P65AJ5EPZRXv+K5px/+u/vbR5nc1EIpS6Meo6RllEjSJK/BHgd5dhxjQLVZWriUHbaULXAJOTJ2SscDoSxhlLsAeeGWs8EcsLVy4PZ0iu+l+F5C6McEfkyzNkDrPvc9k/Khz7f47IMbiUyLjS3BhtDJEmcB5j65yp4iY+4qe8doPeKhFyfpR5rN9by5Yz2D53aaJE4Uoae49aoBiXEAH8SCYe6GRG7kmqdzi1NlQHTZxxweGyYF776jRzM4x4c/P+D+F2eYj2v0Q0krsTS0dSDXWRyibBaX2AzkGTFk8UuxClNh8W8E8hzg665f1VwoaoTWsXh1VcjjMje0yAHcWEE0qvPlrx5hYvLlf/dVt9/2VLszODzR+uZzD78pwNsrZ3jqmc/hBVNbksH+196y9yS+FxCnltBPXAFVrEj1OMBzEBffvPrz2IGLsZ9L1hZjDF5NQpRLWy5NbNlAIU0GcJPVfGfgVq4WI/BifD8m9CLq9SG+3+cP79b80u9u5OjiNF4QMtcUTAcprcDSCKCRddjXApftDLOEkKtfSbOVwMmTpU5KL/LxlcKXtggwK4delBe4hIgkSjxq3pC5yQFr/SaDWGTj1lys4HlpZvNlg4+kKvzrMnB1lY/f8+oeN1+9yC/+3pA/+OIsK0mDfuDR8CQt7WpwAu0qNvNmCJ0nfSTFDZmbA8W5HgN4LhDtRcRVBfY3+92lbpLcJk5TiFLnphgD8ysBf3L/Gq25Z147iHtbFpfbhw8ePs3eK7b/jwHcmpSbb3rjroce3f/BP/zTF3nHa1a5cqMby2ttXiGYp9elS8rkLH4pABcHdfHv81qSi5m7ytq2YgfaUndneltl3UIFc6vUgdxL8LWTJIE/IvAGnFhI+I3PNfjUAzMcW5iiVfeYDmEqSGkGNku95+CWGbhlkRQKM+0d+O7GaTVGfPIhzeGTNUIlXMYwj0UqSrZ0jLLajUSzbyd8981dPvSFGXp1TSu2DGNLEGVxgzJo7YYeOe2cg9yrnFR3DXZskPzTH+5z3e4z/Ppnpzk2P8FKUqPvaRpKUM+A7ks3ntrLXKaSxW3FG8/dqYqFmEecF4HlUmC2F8dQ1T9fR3hpJTEUp4JRAoNEstAT7N7SZ67+GBsnrv7grp13vjWJ1r6pVPmGAO8PImqhx6ljD207cfzxPQ89u8amaZ+rdgwJPB+TAVLKLBI2ZXFO3ibmDm5dcmadRKmCu3KespNZAjsHeg7sUp7kdS0mc01y9k7xVOI6d7yEIBjh6xHdNOJXPubz4c/NcXZ5EqNqTE8opn3LhG+oZ8xdL9L3MqtTyaRJ5p0X4PZd9nIURxw+E9CLAqaCzMVZH0TlN76t1KTEmlZDs3tbhAqGdKMmA19Qy+aT+Jm88jKJonPXQ6iXCF4VsxN9fuZ7+tz1unk+/LkOv/GJGZYGDQY6JNSKuhbUlCVIrGNz6aSKlqWtma+K65l8jHAucc3Wk9QYua3LQFcZPs+MphnQE+OGNvVjQWQj7ryhx55Nq+w/8tyerTvq215z600nrE0Q4qVh/A0BvrayRNpszK50Wh/7wt3HvR2T03hGstLp4yvQKkUIi07VWCFO3k0zBu4c1GN38EszdvUhKE9wXvlWaO6CvbMqOZU6gOsUrVJ8Lyb0I3wvoj2MeOhZyR/e3eITD8wwTJv4vs+ML5j0DQ3fUg8sdb8EdxhIgkASZNLEJYYyZyIDuO+5zOfx85b7n6gTxR5Bw14UYOaPPPvnzpkkihWep7nz5i4f+UqPg2caDEI3mmHkWfwEvNjgRQalpPOtpUAKWQ73yQGee+xGUg80myYH/J8/0OeqHSP+4O4mj++fYHHQYKh8PE8TakFNQiAzGzW3V6XrtCoHnubHYUtr9htftnWOS05u4iJw58FomRmFNGufSzKnbbYpsek0K2sh/dFRb8vLX/OxdrvzsuGwt/iNvsM3BPjmLUauLj1/y+Lpxyduvgp8L+DybU1sCqlI0BmYjDKZgyKKV0sl4LQV+ZFdiPWeagnlyhKYGabuZGa1y7LC3CJrXpYmswNTB3CVFnJE65h2L+bB5wW//YUWdz85wUq7iayFNGuKSc/S8g11z801rPlkrO2YuxZIQl8R+oLQJ6vQMxm4jVsZ/ASlRxw6A2fboUusZPp2feIkP2bXB5lV4RlJFGk2tQRXbB/w3KmEfuwVI9H8CAc+lWYSJU/UuDqO6qNMneelq64+/F13DnjzK1b56lNdfueLLR7f32K5W6ctfXq+xlcCXwqCrKtKS4sWWcBeKTsW1dwD44HnejOBddd3TI6y3gouC+nS3GXKflbSEljFU883WFuSSBFxYuVrEzff9qpbdl625wvZ6fzvB/ipc8tBGiW/OlV/snHz1YIk1dQC1z2js/l3VmT1Iabsg7RGFBLEWpFZSGJMnozf4pd4FM2x7m9Xi/NFLkukyTS3QckUJVP83M2QMYvdhPue0Hz+wSafvn+CC50GIgzxmh4tDROe6+SpeWSyA2q+yJ4yKznNdLcvCHL2zgGuE3w/IfQjrI2558mAk+drbJgWeNJky7woG32rjJaDMJMUg5HHzk2CO2/o86mvR/Rij0EsCD2LnzgWH8W2skqpwq9GyDGZ4p4yq+GWWdZUUwtGvOuOAW+8eZk/faDL5x6sc9+zTS606wyEz8DXaE+hhcCTEk9mjJ5NP1Ai26ixGuRT8cnXIdxW9EtVc5euSp4DqQTeZNWWGbgh+3xpWe0bDpw2DBLYv3i48cY33fyroT1zFTD4CwH8jz9znOGwTfvCAv/43YbuwAWWUqZoaRDSFjIk193WykqxfK61cykyrstfGts2A7gta5Uz1hYFc5usQ97JEV/HhGHMcJRy8CycOKf46Jcn+MLjLS6sNsAL0S2PupI0PUtTG2qepeZB6Dlwh56bSejKTGXlKbI/txnITQFy33PtaUfPGZ47HoDnZcu8raToxxMC+UXOnRTnprhxztfuHnH1th4HztYZhIJ6Ighiy0iRWXsmY+/cTcktyFKrFD57ZkUao7LpAx7DyKNWG/Fjbxnx9tvW+NITPf74K3VOnAs5cLZOtBaQBJqh1kjl6ooUoKV0ZccCJPnID7Km8fFkUJWkyutdrl65e1Z09FsnSYzFAZvxWn8loJcK1mIFxjKIYv7RHSfZ1jwwuWnu3T/U69sPNV5i5vhLAnxh4ZSIRv2/+9GPf3DDnzxm+a7butx0ZQ8hFb52OyLE2S5kOYhzcJsKyN3ByItkyvgtXl56h4PxVyFMydoiA7ZMCQI3STVJU+aX4ctf0xw9U+PeR2ucXa1x9FwDggBV14Ra0dCWhjbORfAsgXaD4wOPDMT5U2ZPlQGcTHNn4PZSAs+xt7uxIo4vwv4TdTw5bg9KMb6cj5Ul5E6KkdlsF4+rdw64YmOf548l9BOPZiwYafATN55YVQAupUBIOcbkMK5lCxmUyrKPMvUYeT6tWsSPvGnEq6/rcHa1wz2P+Rw7HfClJ+ucWw5JBx5GamJfIaTr0xSVrnzH5qJg71wsvZTBMg7watYzr1FxdSzujjDFyUqyeYjCSxEy5var2nz3K1f54gOHJu/a0P45zxt+mJfQAy8J8P/rN7+MMcm7H39qvnFscZKf+89NrtvV5XU3Drh654i5KcueXQZtBUkss/FoLtissrgDvxyzDEuQj5+KwikhT0XnAWVu/zl97QUpcWo5dlrw3DHFlx+t8/xxnxePh3RGIaMoAM9HtTwCJagrqGtDreIDBzqv08jLZl1deJDJEt9X+L7MbgBbam8vdZlFz+n80I+xJmJhRTKyAVpLfGnRmc1W9euLi527KEUrmOtxjBIPgWZ2OkKqIb3Yo6+FczrismBMKzOWgZSiwp/5sCNK2ZhWWsvSVOKlqhg/0R/5zE1F7NgUc+NlIwbRgL92vM3zJ3y+/EjIc8dDjp0KiROFDVR2UIqxbFAWKInK9RQVvWIrv7X5ElP1FHMwk5YdEaQQGzSGPbsitkxH7NsZ8bobIq7ZadkwqekNnsUf/g4qfukNuy8J8K997aucXWirj37uKXHmfAtPKI6chxdOTXL3Ez0m1IAdW0dce+WIN9085I6Xu9EQvoZ6051kawVkFXNVsK93UMp3ljJCdz62kBakIYks/aFj8xNnJH90d0A/Vjz9YsiR0wFLPZ9R6oP2QXmolsKXgpqCurKECjfOTGWFR8qxtu8Jl/SogtuT+JksCXwIfDLXxKXM3Y4SSZYRjamFERdWU778sBt+MzUh0PnkLlni4CJGs7jC/0KLS0YjxYYZxZtvG/KlxwecajcYeNLJFA1eYvHi3LPOPHaZOruQ6qwTWXyGsbryGQ7ofqpItSLxFHHqxuE5KzWm7se8+tqEW68a8b2vHXLotOSZ/R6DSPEHX65zfN4DIekPNGmksnSnxGrhFuSiseMb8HjpPCASizAmq2Ux1OoJnm/Aptz5yhFvumnINVfG7NxiqUtNKwwYjmq0eyFbJj1On14RnfQW9bWvfTW54447/3wAlwK2zbV+5eot9no5VCysWRY6kvlByNLQZzGuc3x1xMMvRHzsnpjZyRhrDDdcOeJdbxiRZvu2zE5aXn7tkHpoEaYsxhAvpb+zlHu7L3jmKc1yx1XtPbrf4zMPhG6ITKw5P+9hhCa2HkZ4oDUi0Ggp8ZWgJi2hsgQKAmUJlHU14DrzfHXJ3H7el1mAW2U9mqJgb98z+H5eoJUW7O37MUpFfO0pxae+3kT52tltY/r7pRk898LTollXMRx6vP2VAz79UIc/uGeCXhLSyHS4l+vwOE/K2KJbSAhZgCvLTlSW/wrATdYkrB2Te1qRaI1OUgd0ldJXbl77VJhw296EW/fGIEa8444+w9iNc/uzBwIe2+9TCwRLHc0zL3h0ehIhL6nGLwK6tZZGYHj5jREbJlM3BDQ1vPMNQ15+eYI1sGHSMjMpwGiM9RmOApbbNda6DZZW65xbDFnt166/+vrJX0HwM38uBjfJIkJtaD33xKf27tmWqDjysTaiPzIMEkliFX0VYlLNKPVZaKcsrCVgUw6dNnzmXjefxKaWiamUW66PaIYGU628uTS6nY6TgrWe4vHnfDpthdSSkZGMrHbMJDQoDVIjpEJKiScFoXJebiCNGx6kywRGPqPPgVyUDQ/aNQLkjcdVcDuGz8pqvZzB08ozIdAx1kacXfKJRiHBhMRXVWtNjGcxx0qGSxs1Z9bUKKLYY6qp2L4hwhdDBknAIBHUdLZfUVZDkie0lKyWt8ris9xnZDGRMWX21Jgy65xJoyRJs7yBcgkylRAnKSrOx0y459YNzqkSwnDVjiGRHSC1pd0WPP6cZq3vZFNpgb0Uvl0hViMw3HJ9wuSUxSbuXIRSoISTuyaVxJHOAmQ3rm848hkMfS6shBw+qbjQ7qvabGfvj//QX23NL7c7czPjAzwvAvjychul+u8/cvzpOzZOnWLmZS1OXnCzLZRwS75FMhQ+RmmsyYftGBKb0s4nJClDZ81y/muGcb11KYCLgn0ArJSYvKCb7FWorBtfIqVECTdzL5Au5exnlpaf9Rp6qmS8HNyedh31bus9CnC7tq5suL4v8DVFialj8IzFtcHXKZ5O8LyYIIg5vWT4vS81QPt4UpQBZiFPxEUMPp6aFlkDsSwG60Sxx3vePOBP7xvw4kKTXupRT9ymtK4K0JadONmePMVnQXku85XCyEqBV/40RS2M1govdfNSPJ2ilMqywamzYJUDtgvuTTE4SAmDNIYNdcN33W5Aumudx1JctHmDBVv69tZIrPFIY1lYzXEiGdk8psuszlSRpJo4VVgr8b2UKIl45IBmmK6xbc+Ldxw7+Yr3p2nyt74pg3/96/cihPRPnV7h1quWsGKZ42tbWBrU3JZ92QAbTwhiI4lkHtTkhe6ZuMzAnOZBRHGA6w+6MLwdmPOLkwUwMovYhRBoAZ7IWFnY0qeVGahl3lRbFhJ5Ontf1EKLYp8fbwzgspAtgW+LljbfN5XBOQlext6+jpEy4uS8YLETIrQmkIzJEzl+344lt4pxDFXgZU5HlHjMtEbsnBtwYH7EINUMUwhSgZdavCTT4QmFs1TW6qixToXCb7ay2Hmt/DxBmhp0akiVROl8+3KVzU5JM9dmHNilTZt/ti2crnIERV5aMX69bZEPye1jUXHc8lUtA7cVmLQEukklQhgmGkM2b1zjRLvJMPVYW7nAV75yt2/MxfmeiwD+4LOHEAhWV9scn9c8f9rn6RM+kx54kLkDFk9AKl3WKbGCxApSKzKjXpVZqoy57bh9cjG+yZbyPD2MA4gnQIsyq6aFA7MWpdfsKuIc0esKyPMREVq5zaW0LuehOHBL9+rnQM+DzwzcefePNoVE8bTTp74fkxDzuYdqLCzW8CYUfi5NpB13UFi3Ylc0eDmCoUz6DEdugu3bbu/x0LNDOklIX2tqiSHK0ulKjhdEyQJk+SflgWbZOeWsw2ymioVUuc/URpAogU4lWsnKcCBVgFvJMmvsyiNMkUmuAjw3CXJwXzK7mZdwuOV6LF+S51LypKExsgR+Mdcw5brLRvybv9bluRMBE+EQmT6fRR3fAOAPP3gP0xO1V33gQ/fc/MWHQubXtmK1phEKF6jJanGNrXRWWwxlatUZ+NnPxV0rXlJ9y5y/K5myPKmgyC9mDvCsHU3kHTv5jseiGIVQBXYxB0Xh+hEvBfA84Mx1t85lic309ngtue/F+F7EfNvw5JEaaD+bcW6L9HzB4IyzuDt31WaPsi+1yDqmijj2uOHyETOTA9qrdfqJoq7AS9yxqNQNTFJxFeBZzqD4IDlWe2+zMRyOEQVGGVIj8IwgVZJUGVIlSJREy7JwTRYgzze3KkslhBxPwpUDhNZ36NviJBRNa4W7Vo1JKk8jMJXvTn4uUxhGdV57XcTrX5aytGY4vzZ5cxS8+VVf+crbH3zDG15/aYAPhiPS1HzX9hn78j2zlmboMYhBYorAKb87qyculyjFUJ7sAlaLaKqHWSHv4rWo7c7eqyJFT1HCWc44yYf52LL3Mh/gKSvAlgJVdK+UwM6bbx17Z5pbU+jt3BJ0jF2C28v0t9YxgpjPPhDw0PNNZKDxpXDzt4vzVLbRlYVJ67OZ1dFouSeuSI1iMPS47ZoB3/3qLr/x2SZRGtBLJWHqkh75alWsGMJkyRiz7oZ6KSYHo2U2g0aQauNYPGPwREl0aly8I/NBQdWRbw7c1RtLFsm5EtyXKq0dL4+ugNyUyUFTZfQxS9kWM2V6g4BR5HF6PqSbBC/fvrvzXWmaPHhJBl9ZPket1njzY4987YfrehnlCYQ1NLzKhWI8WLLWFrUE1cEwY7/PQb0O5KL8xuPFO1SaGPLPzQGd/74YxVaWduqsTto1GouMyTOwZ90wnhoHtxunsI65s55NP2tv83TecJBUnjERMX98T4vUBqgie1kNMMu+xtzZGNPguHEZthigIx3Q0jzY1Ag83vX6Pr//uRFrJmaQhgxSgZdQsLiUFpmIQjY4u3C9FpWU1qSogFyQajeLJjECTxlSZUmzQDaRMpMoEplmr9IWIM9BPV5Ksa60+RLrdpHOs1WirFSg5mUeFYavdr6Uq0W+OsY8c+ACfrP7w3feeee9J0+d+9LOHVvGAV4PukhhL79m1/E9Rw4d4mxvjjhVTARVT9dWvmRZzz0+Sm0duKsGyiUAnseXVYDn+lWKcbDnDC6rwM4zeqp8r1QO+HXDbjJgayVKJ6WwA13HvWtMthlzlwGmrrB34EU8eURy+FyIVR5KSnxpiqKkUqKUB7XeRcmf5XQoUfGrHcjjxGPPlpirL+vx9UM1YuUzSAShdANKdSKylS3rwkkyLYzELe6su16VWYOFNHKvOosDlHH7iSbZ/kU6FQ7UShbMXQJcFeXKogq6XJ6IS6d78u+D5WIJZUXlRiwTg2ObGVQaXJq1iLnZDs+f6BAFV++56Zbh5Wud0ZcuYvBHnl+jFkZ87WHDH366wbCvmcrasoq2q7FlptpRPT7DripLvtEUqgLgVQZfB+qxURCFXCmbZMtWK1FIlLxbXBfglmMArw7/cd32FMAuspUFc6f42iV2PO3cE0vMx++ps7xcQwQaX7pgWK3X3+sDzDEfPJv5UmHVMW/aKOJYs2Fa8s47uzx5pMUoDekrn1rqtLjOYxVJBu58rTCZJ151sMpyieIzjV03fg20gVQptDFuKGoGdJnmkjADuqwUvxVbo5QMntcSVU2EKrFVWxrHp2ZVCvWqv1sHIpm1JQI06gk/e1cbf/ICE+E8oegXf68A+K9/+PNIKVlcWiNMJ9k9Pd7RsX6JsaZa6lhhcC7RHV+8vlTtCWNSZQwgYwAXxSxxWQV2JktUIU/KvS+VHge4r7MBQF6+dWCWFNIWz8slSfbU6dhTK9e58+JJ+NjdTUbSR0mVZS/HZ7Ksz2BeXFZWnpdxHS7GvN8g1bzzTUN++wt9nj1WI1YefSnxU5PZoyIbZloZvyZFdm7zTzHZZ43vW1Rl8hzcOYubfCiQMcg0IznlVgshbaH9xwC+XqKwjsUrlkoO2HH2rrxSTmkwdjzQLNYAoegPNWvdAE9OoKN5Dj39J1hbSjTtDvwIsKf+Jx//td3PPNPhzIKmN3S73ebznEs/dTzVXGxHV2XyHNC2eiCX5vH1o8LEReAWFzF4DvZi3EFl/EF1apPWOdAz7a3WgTtP3+fAViZj9BzcJpMnSfaMUV7E4bOabuSD0pk8sevKYy9ekcZclOpqt94Lz7pxysSPpuEJ9m4d8uzhiNQEDIxPmAo8KZxrk0mVgsULUBnKGr/8olerPh1R6TxuymYMKgOpcoCX2e4USpIB3QE6lVQYvOLiVFi8ZO+LveHqDc6Yk8I6YIsKCbjDyP9u/vtRLGh3od0PaG3YuvunfvYn6/c//Tf6r3n5Fgfw06fm8f32m3btCN87WFvB0w1OnTeMIpFtSmTLyDtnaVMGKpcc4bWewS86xHGQ50DP66erQFGyyuQZi6uczXMNXjK3rMiS6i7GniLzwh24HYDLoUAFg+t17J33dfoRK13D//MnTZYHISLwnDyRdkwulYNzvmnGunQPTC4bcgZ3jkqSaFp1zc9+X5evPtlieeQTSc1ASvyih3I8TnJhbZ50MUUZrcVk4DZYJOPOivu3jLUoK5xUkQ7s+VgJJSGVogj0i6bvyoTa3Acvjr3qpozz7yVu9uoEW3ezWePyK7liKMCfT7E1gsFIcvJ8wtFzS7zpTVe/9/nnXnwwGfb/tGDwT33hEIEfcPDoKYbtNpP1ACk1gW/x8pnQlWGKriQ2n91dmSFoqPiW5QXEjo8XGLvolxi/9g1ZXJZzB3Og57XRSpbtXKX2zizDDOCl5jZFUFnIkhzYKs1mqZTs7akY34/46D0eLxytgfSQUhLky/U656eoORJlN/olwV1N+BT1Ig7kiXEtZ0nice2ePt/z6g6//YUQowMG0ieQokz6rAPeeiYXtsLkFcas1sQYRQZui5HCBe4WUpGN4hMi09/ZqxCFJJLZZ166bzNT31Uxvg7kZiy4ZCzwzrOv5e+qI5vd7xs1y01Xddg7dxg91NTNsJQoaVrHmoDRsMn+oy12zLn/wNOqnPhq3czuYjC9dbMrVP5lBFiZzfSuOCljdeDrDrDIyo8B3F0YiSAvkCs60yuTlwpQK8bBLWWpv/OUfQHwCrjzWYU5wNXFzK2VY29Pu6lVq23Dn32tyVI7gNBbJ09eWqLkN3GFvirstc62q3biZBIlTjRTLcVfuaPPpx8astwLiJRmkMrMnszdFFFIBSnWyYOMtfNfmYLNS9ZUNtPh+WiK7NoqmX237LMKcGcba41JFFEJdnObUIhLugzjAM9XMPea5smvtGxCNqlrRM7ZOw/SpYBtGxUbJiaZqk8xUWuQJi681KdPHWVqamrX448/8XNnjq9y1a46vqdRKt9TJmNqY7M9c8pXt0NDZcZ3zkb51tmWMa1VTdtWly95SZDnE08vweBj02NL9nYyRRY7OVQB7ul8ZFlVlphLyhOtq0mdBK1c5vL4CcGhkyGGACGde5KXDqgKc8vKMRTyW5RwWx985xaeMVn2rtJLaYwkSTVYzb6dEXs2D1k+UMOmvmPxVBSlC0rainuTSZVC/uWOSp5VllnNkKAMPsHKCoNKB3YjwWTMnVYmBagsmC3nGZZ7EZVOyqVXsPXxWVV/m3USJJ90Ve4cwRjAhYAokay0G5y8sMoNN4U/d+11r3r68KEjJ3ToR1jTn5udit+8ZXqZRtAgSvIqtHwSqhuEmKZut+IksaTSkKYgU7eEGVl+oJHjNuLYAZXXumIRiotYrwpsUQkohSgZuwrsHOy68MGrz2xLa7VOc1fZOx8SpEr2VtnPWscoFfO5rzc5vFQDv5QnVfdErGPvb1YafZG9epGbUimjjTSXbYh42219HnuxDsYjSZ0W99JsyGc6LpVKNs2Xz0oew5pLWHIiu3bCbVagspVF4iSLpGBvlYM+u3Y5GZXHnzs540bCeiys198X7RqR5psF5DvuUWAxH66fDxdKEsPZCwts3h2/eWdvONfpJyd0mkKSuJMy2XDsNYxkZU+Vcrcs14fpDjJJ8iDDIkwpU4wFaW2lxuCilXnM+85/Xj9lVFSAnbNh0aKV63CRgbtowq2AO5tPWG7bwcXA1uWAoGLEmzYZyBMnT1RMrR7x9YOKP/1ag8HQh7pGS4EnxqXJ+gCzKr8uCfCK/jTVC1xN+GQBZ5xoJpqa733dkC881OfRgz624TFIA3zhKildtldUwJ1bdjm4y9dqVOSCz8yxUI7N03wHDukAnhZBtDvPqXGSSBS2qEUacdFNPkZmF2nwEuymCvKxvX0EcYbROHFzw3OSTTI1YTJ1MYos3UGKtaUxoU9diAmCiNPzCSt9y0zTdW6nxR1kiRNXDx7FuHqHON+wyJBmX9wISyoEssJKL20PigLgY1Ya60FegjnfsaFwUgp5Mp7BLEGel81adDYu+KJnBdRewdbuqZQLMH0/Io5SvvBwnRdP1cHzXOO1oNhcqhz+uZ7FLk5kFQxWJDDywfEXe+H5M7cLo0hz1Y6Et9ze45kTNUaJTyo9BkbhpznAK/NL8mCPbCvHNAe5GRvdYS2gcqAZp8HzoE8KbLYFjTEOzCa7HkY6MhOmutpSpNNBjK1i3ygXYC9i73zyVwbsmGLnijjONt5KbMHiqbFEMUy1ErbMDJhp9dGij77ny19ECEkU9airEK0szXpaCP0kdbvVjuJ8+v543S6qNNWFcMGoLCLicqzEGLwrYC6SPAXYSxA7qSIcU4gqe4+P/K3u4iDHymVLMOczsZ3GthX2NhVgZ+ytXFJHq5jAj3j+pOBLD9XpD3xoeEiRVw5W62EukcUUlWOsXGJ372dsum50dMHg1YbkrAArij2azYi3vHLEp+8b8syxALTP0Ej8XIubXKpUknQpcEkmL4FtcY6JldnqKwVGyWJVKcojKkCXpiobx4ccSTFOYpdK2zsGr8RrVQbPN7LKZEmcWLfB1ihlGLldLBybu9UkVwpTrZAXnn+ec2dOEScp+rqd8wghiOKUKEqph+7C55mkfFvm/tBthe00eWnP5GAGB26RG/KZTHmpR67TquAeK1DKA5cqe1fYvCi2UmVtStnKlYE7c0qKWeFjIK9IlOLpgK2US+p4XkxiUz77YI37n69BqEG6hma/UtI7VhpbfVZ/uJREWWen2szvzZuRUyuKQDMH+mjo8dpr+7ztVX1eOBmSJB5WKgZC46Xl9xEGRFrRwWNfYxzkhZRUzgPPf5bWYJUjNGkEpiAWB/T8c3KXpdTidmxlzoPsl2Lw8fKFqg1YbkGYpA7gg5Fx7ZMjS5RkejxrGtNKcH4Jlh9tI9QArEXPTsVZvB0hbN8duiiTDnEiGUUaT3lY6xFFaoylpBBYkR1tdrHENwE3Ywc/DupSi69nbUr3ROS1CJWqwmLHAi4hRfL3Jag9VU6fzZ0T55hk7omK8b2Yp09IPnZPE/BBegihXBNGbg+uq5mpHkshxYpG4IpXakvmHFues7kyxhpMmrOoqOwTr7FW867XD/jyw0MeP+omCcRC0U9FVvCVuRzYjEltwaIXV4ZUzQC3mqjsZ5XffNleSyqTVTmoc1lmLOPnwFzCNLiofW39zX6Jct6CACzGGpLEzUrv9C29IQxiiFK34Vn+rxsDUy1LPXTaXB863yE1irrfZ9/2VbbOuK5rC4VFFUWadi9ELDRZ66pCJ+XMXeyykAcv4uLimBLZ1eBjHNRVcMtMnpSau1JsVakoLIfd5xWF5c4O3xDcunzVuf5Wuf5O8LyEOE2499Eazx2pgeeB1JXGhvGLWv2+l+7kGedPW3lTNECsC7SKYDOVGJXvEa8ZRR7X7Bny2lsciw9SDysUI+EzNLgKQJE5HJnuFsJCmmcUx0FurcWq6s3mzqvNGd06krHW7XMqRf6+slqIEvDrk3a59KS47pdezWC8FKQkw/wzYaUHJ5cEywNBFLtMe7E9eGrZOD3i6i0xGyc9osSiP/vQBozR+P4KF645z+3XjEjTvOVMYo0kMZphVKM7VKx23IalaWbPFGxMuRf7JRahMTYrklrr5ciYkzIO6modSpkWt4XuVrLsNtfZ7g7qEuDWmTzRlQm0SlcsQZWglasaPHxe8DtfaDKKPah7mTyhaE1TY5nDinNSHNxF2mDs1FSBXpUp1VqMS2txTSOQ/Ohb+nz2/gYHz7qbLzWKQaqcu5O65E8RbKaCsnVgHORVK5cswVOVDSqPp0y2mqoM6DZfaW12Azgnze0MsV6iXGwPX+KUjJ8XspJonZkbQuP3YmpRnw31BJsahC2b2q1JuXnfkDe9YhPTjQZxmqD/y7/+K5sW5w/886efOcZnHgn59U/NoJXOpqqVt2HoaeZqiplGRBi6Eb7FFxXugGzlTr3UoVTBPcbaVN7nrF3xlqv13zmwx+RJ3tmjy02ndF7PXIDbFrP9cmuw2AVCmkpg6Z6RTfjkPQ2ePpxpb6FRQuLn/aHVyavr2JyKXPmGj0pgVczqK7Kb0o14MHJ8ApaRGKOJhj43XDHg+17f4z//oc/AeGA0sZQMjCullcZVGhbnu+JNV0GeK/EqsCzZNbW5Hs+uA1m9ipRZsOnAbWzp3sgsSbReh4t15+QlNXn2g4Cy2UUKNk1JXrYvZWaqSy0YIEXi3JrMrvZ1wqMHFR+5R3LrDa/45zdce8VP69/+s5OT8xfW3nrfoyknL2xhcTkkUOU+LUq4wqRWYPGnLKFKkRJ8TxbZzvXAfanCk7E9LbMbSFaBLsaZugC3qMqTchc1mTsZymZsXv6ss2H4Obi1MqjK+zFZUiR1nPb2dMShc5KPfLUOUoNw7F107lduuLEn6xireqz5D1V2pGKnmmqyp6zFqGY2jc3S98rNGLRG8QN39vnUvXX2n/FBKkyqGAmNJ/IyWvdFZJqttmn1Aq2PCbLYyWZdU0pkZoEDeK7JpXSJolyqGJMxeMbmVoKwF+vwnJGpnJ+XRHvllOUVoI3QsrHlMzc1QaMW4ukEpcq5lb5KqQcJW2dOsX3nkbdOTvYn9cIFOH3W49iJKSYbPrObs+QNpb/rKzd9tRk679ldGHcyLk5oiHWgrr6KdUuWKDp4CgaU64BevFb2kVGZPFB5w7HNgsx8v5nS53b6fL1TkhZTabVOCnDLzEFJVcJnHmyw/3CpvaWQzvsu2HvdNh9VN6gK7kKaXZqpbBa3VPXvmCeet7MZ4cAt02JibBRprrp8xNtf1ePoRwKiVILQxEYxyO3WvFY8Y++4CH7Lrhsq3VnujUBVvlMRbFaBLsrao1Ke2ILBpcxyAowD3awDfIENO/7zOgGBs/EFK12PxDQIgwBPlw3QeSAbeClXbunTaGk8T6AnQsXGluSqLYJGzR1Rkagp7iDX+hV4WUf3uqCwqsGrYB77slC5GSqWUgXU1YCtmjgptwYsge7swRLM1W0DlSyDSyVz5jZomWagL6WJkhVrMNsR4th5xX/7ZIuhdOBeH1yOzz0Z3xCrkGjfRJ4UgVSRqs498YvnhIyNlbAO3KnRJKlHkCb8rbt6/Mm9dY6e06BiSDWR8FAINOWY45y9C0mY629VkSsVJlfFd7IoKn59tk27te76uIRQeT1t7qxkwaco5Iq4aIUbY/PsNa8vySVSvqJFMfSHkjT1CIYale2BBOVkAgAlQnbpJq2JEL1rs6LpeQxXfYTUWabI7XmeB5FSulrrfORCsRmSFIxPbho/gOIlLzoS40CGS/RfrmPtIrAUOaCrMqUEdvXVgdtkW5mYTI9XHRNTCSpL7e3piE5k+I1Ptzh7IchGxDlrUMucvS8tTS5K8Ky/oC8F9PxZSfiURf/rrcOKJ54qUqlIE83W2RE/9T1dfvF3fNqxqzAzRjJEOdswLQGd14qX68ol5EqFyS0ZuHGVhBZL1ipZ+OEO0HmF4TjQhXCLRPUaI0oJk3/0GGNnvza4m0kAcf59rSBO3DaLKrtzrBFZtt3tyjYaCWIvYGoqQF99WUpnQ0rNwkrHY7Vr6fUNozglTfPAsVqHkG0DXakREeu+WJWl89N4kXUk1gG7or1zZiy91monff7eVPzv9TLFlDIl29oklyj5SDInU5Js7p7T3jqI+cRnAz748RYj4zl5IrTLXIq83mO89mSMufOLJ8pJr9+IzscrCtclfmwF2MaWKfzMMsxHTCRGE+qEn3lHj0MnfT78GQ9kBChSkQecZMFmteKvgqpKmJlnWS1ghfPEq6uMytP3ua1ZaO5MtmRsLtbf8Fm+pJQsdh1zu7umqgLyZ7UQK0lBx2VS0AImhWEk6A4M7W7MucWIgUzYuDFFD+Iew6TDzNQSu7dO8+KxBufRqJEoUqB5NFvWg1yqoEiMX85KxFx1FNYfeOkhX4K5RR6lr9vBuGDucRbPA0sHblMwtcq0d745VT5rTxUgd7MGV1bhT75aZ3WUg9sDKd3Mw2zmdzUtX70xC/1dvaEvge8qkAuQV92UqjTJ9PhYp09eJy5TlFEYo0lSzYSfctcb+nzqwTrLXQUyBqOI8Qo9Lirfe/yrrRPBdp1kkWXypygtWM/mGRby4xOyZHApSjxUGX3cdLDFCVq/TbvBVazKtCxoKz7PumzncGRYWI7ZfypF+X10LcKrpein9k+wvNoj7g+47VpDYnwEPp6n8HK9lsuMXHNeIulbvZBVzb3eIrqIuceCtEuztqwElLIK8BzwlwC3KmSIKX4uwJ3XnshSonj1hM9+LeTR52qYivZWleByfb1J2YdYCZxE9QSMB0wXyxNBbs9VEz7F2A1TAr3IbmYj8lTFF09SD20Sbr0m4rtf0ef3PueDikBI3KBUVQSaMhMe45bhJR4i19855m1Wi2TLwLjK5lJghHXBqRAFo0tRMvp48kcgrC0YeowgK2CvAq2aZyjjiLK2R2sQQY+XXdnhlVfB9KRG37TPsLqW8pl7Fb/0B3X2bkqZbhkCXxZ9j+P+pbjkclqlhMr1/cayZJ0cEWKd7s6HyIuK9i60dg5uU/ldCe4xYMtcnmQsLnMGT1DSzTk5ekryO59tMt/13SR/6Qa9K+HYuxglJ8b19kWZuwp7f5M4c12Cp/qs1mmTuSh2nW2oUMaQpgop3fYnm5opP/bdPR58LuDoggQRg1AYIxhmx1IEfplU4VJ6PA/2pNPfbhmmALey4+DOJlJkcVXZBJH/3mU6yxY3u46BqwnC8r29CGPVEt9q1lspt4HB1Xsk3/P6AY+8mPLEAcXMlEQ/diRm4QI8daCFiRukqcx8bvfM7bD8OPNC9NKrLS/SGAFcCtysY+zqHJF1QWVpC+Zgznc0sC8dXBbMXT5LmVKRKkVRVYrvx4xSw699tMX9T9Zc2ky6xI5rasgGgFayp+W4tEuwUpWx10mBKuCroR1jIK+OvauUz1aSPdLYjMElKpMsidSoRPPaGyN++l0dfv7XfEaJBKEASSo8hkKgyM9/1ghhLx10VpX5mFyxTnMXrop0hCcrsqWUK2ULnci1iXTMbS4KOG3xGfmnuuxpVg6bdZZZk8Fc5Ik/t8W5pyRaKEI1ww2XrzCxoUeztYYe9RVR32emVmPrDs1kU9NqSOqhzWaIlPOe8x45V74oSEXWzWPG5w9WAb7eAsxZWnwDYK9ncJXNvy4AnTG5ljabmVe6JmosmCxZXGVypGDujL09P+Gexz0+dX+dUeRBLU/slOytZZmWV5VjKf3u8ZqaKqCrwfZF7F0BeZlEtwXQTVbBV8gVU8lwZjLFzRZXqKwDv1ZPuOu1A+6+f8CXH1fONhSu5CIS2jVEmEym2IzBx4zovAMo87vzb2VdJaGtHICt/neiIluEwErXAepkSh7UuptibOWT+b9Rlb15I3vZzJCkbjMqt4VPWSKipMT3LMa6G3kYNdgwIZnb3KLu19H7dmjmWh5hGhCGHqFvqfluLraXuRL5VzCp6+4ZRW5fxlEiCmCvO0cFW693SkQ1gKwEkePvLw4sxwJMVWVxU76uA7eS4+ydB5YO6C6wXOtZPvtgjYPnQydNhNPfItPe1XFs1bFsF920UFzEQot/c5EyHriNBZovUSNenbyaM7qQmVTRRCPN3rmY7351j0cPBLRHWcYFiRWCkVClFhfWBXxmnUSpJJ/y7Z2UWAfCLPgEUbyXheNQWoxFgClzOeQ+2+TvjS3Bk//z1cDbZLXgkSVKnH1tUlu6e8KitXBltEPJaldy/Kwk0j4bZnz0FTsiOpMj/GSUlT2WVXg5U+aPJBWMIrc/emIkIhHr1tqKc3IJcFeX9bK/L28vKiVJAep8Bt0lA8wc3BnAx0BdMne+5aCuuCZSugymIeV3P1fjg59sYfOtUYQGIdEi2/E3193V5E613llWg59yzOalHJT17L1+Zsx6sF/KNqwC280RVEhhkEYhs4BTKcPPfG+fI+c8PvgpRZxI131tFCmSIW564UWd9+tAPiY8Zfn38p7NKpPb6nvppEQBeAnSWIxwnfi2guSCPrPAtKrlchswTS3D2DAYWkZZk0P+V4ux2kpk7pigN4gJpyJWRwlaq4RmLeKyrR1SG5Ek2RKbgchpSpsFBJLhSCNWA/pDP2t+KDW4yC7S+i75KrirUsQtMS+luzNAj7F5lcFN+b7ISpbsLTM54ioGTWkJyhQlY3w/5sh5yafubdDreVDPwC01QspiJ4nCrRHrj6cSV1T1ZMVS+WZJnoIJLxlsiksyd6HHMzdFrmttk0ITxynNRsr3vq7PFx6oceS8dK5KtoNGajRD4ZoYyqDYVm7OKsirN0D20zo2r9aZS2mz5v1q6XQWWOZ/JnPcC0xRs15KuvzfzOevWKA/tCy2oR/JQoPn5z5fWS2C2EC3D7v6hok4RW+YTlheHtJPlti92cOkPlHibk8l3canShoMhv5AMIg0q90ZOv2A/nA8+pVjF3g8nb0e3N/QCqxMD82DzFJzl4ydAz0f1i7HWN1U3le8b+m6dUax4e5HG3z1qZobDi5UZg067R1U2btiEV7sBoni+KuB5Ddk8G8E9srrWOq+WkJrsj0wjcVIU+zaYIzCmBRjNPEw5c6XR7zh1gGnP68ZmcxVMc46jIViSHbjmjxWqFSBmfUHUYacSgKmZGLnhWf2oXUAttJVMyItKmtId6Bw/7bM9XzupGT/XQ5cleXgtXKfcWY5Yb6f0o8lg4HEWomUwpUKZUQcJxDbmLmZPsaHvvHQE1s3rD22v/OF//CR6b/6hptWePcda2yZlaRGECWW/SclBkNnKPjK43W6fQ2JwcYJtbAcR6zy4pqqNKGiuS/yt+2Y7i6ZPGftbKqpYAzQedVgFcyy+PPSNdFj+tsBW0mXsVR+wv2P+/zSb02QWp05Jy5rKSq+d14WOxYzvBTQWefTVm3DscKLkhQvtsHyV1d+Oj4SjyLovKg5WRqX4RQu4JTGkKQaX6X8kx/vcPCM5r7HFMaXBYtbI4jI9kAqoFvqZJGzbfF13Z/liSlnAWZaW1QOKrvhpc3/z4Fakv97oszv4/p38yA2/8/zhvJ85N7mDYKd27u8US3SGSTc/0RAd+gRW8WzJ323X6cRzM4Meffr1njbLZKukF9YGm1c0z/zd59eAPULG5vb/+rRMwP+4Ms9tHJBwdrA5zP31RkmHiPjcWq+Tl16XL4JLt8cAwoC7RSdKHZLL1eudY7D+uDx0sFktl3JOsdEZY5JvsnqmP6uBJRSVoLLgr3LlLxSCaeXJL/+p01OnA1KaSIcexfaO68/F7xk/cn6JE856n79ibjYIlxvqxb6GyrdPfZimZJ74WNAl6RSIrNCLFdHrkhize4tET/zV3scO+5zcrXCQEiM8BgZp8fdb/IkXkUbVx4JbthnFfhVUOfpfYdwkf29EuQCmw3QzAq9Mh/dZPal89BdtlwrtzlBPXT7ZV6xXXHZNg/PG/F9r1rD2oRRavnUfQGdgWvu8LyUuekGg94u6t78L4TmzIL+m9+7iJCKNO3wladG/N9/vIlzq02kp5wXnCo8Kal5kq0ThtmGYabhjiGtzKUo9lCpXvCKzy3kxeC+KKjM2Xs9uIufS3BfBPQ8FV9l7cIOzKSJSkiDlN/59AR/+rUGNlSF7ka6pmpPlCWx5cSqcRYfA3QWaJaZXl5Ce7+UVhGF7XXphI+tyJRsCE+1ylC6bUhktguZY3GJTDWpMMi+4a47Brx4zOP9H9JEorLUGkGKZpjdmmL8WyFeAuSqAnKb0bXNppnlEsRmAB4DuXB9ola6FUlkx1jUohcgz8glm4wAsNz2sUwx1QrYNDkiDEZ4KuGqH0wQIib0ExbWDO//aItP3gehl2KtQX/kwRjfS5hfFnz5iY2s9OpMNxVKuO0/AmWpaUtNJ9Q8SyOE0Hd3WHH8667dRWWvFTmS++B5oZT7vbk4uPzzgru63V2+f2PO3NWnSpAq5auPB/zW5xsM02wKvswTO2qd730JYMv1pbEXa+/15+EbgbzK5HmjwVjSh9wPz0ExXkJrRa7DKyye1YqnwiCMRgq3O/OPf1ePh5/x+fJTMgNeKVcSoxmS+dVZiawohkteDPIsOzN+LEX3fqmzx6qnsCWrC/fnInuVeV7/EmfJ4vIuw0jR7ftYKxiMPAIvLPZOUiqlKw2NMOIn3hLxsj2LdAc1h5X9BydQStDuxdTSiMtnBRJbBFZKuuE5bpMmB+7Ay4ZbCnFxUXuVscdkyfgWe3IduAt5UrEB5Z+Hucee41ZgDm4p3YzB/gh+4TcnOHY2wK4DtxSizFpWKwbXPdf73+O62yKEpOyqX4/pdWxQ8XvHQV0tvipT92PgljLT6RmTiwzkIgO5yKSKVMhIc9mWmH/xE20e/scB3aHINtcVLvqTgsS4oFNUdDhZMLke5La4e8uVB5n76Zm8yQ9T2jzCLEAujJtIa4x1C4l1N5YcW7HyQipXCjsYSaTQGCuIEkWgU7TnrnmZLXX25L4tTeLUd5b32165kTBUHD3Z4YEnziOzXjtTCP5seKXK95HM97cR2b4tYjwIq9ZvV/1jaYsxX6qa7i7Avs7nzgPJMUCXvxtzSVTG3Crzu8cCTLdpVJwa/usnWjx1IHSe99gzy1pWZEmxq1u1oYEq0KsWWyVrOcZzFy/9F5Hheka3ZVaTPDVeSfYU4M+znDmTS5sVYzmJIqREGIVIDVJopDHcsC/mZ7+/w3/86GTW/ZOxOG7QT2Rl6ahUbMNqAApZ8keSAbdSISKh2FyhYHEHcpEHkdbV1OT/pks25RPRLNUxdvlMlDgRjCKBEApjcaNMtBrr6MkbQoyBhfZGuqOWk6WvfM130Wo2qD/5HPsPfxatJf1hNkyFDODSGQ2+Enie21fS82S2B46sTJpiXIpUnJHcrxxzS+Ql9LZ4aXAXEkSZixk8y1bKvEsnc02UTNC1hK88EvDhjzdpDzzwc+3tFeydl8PqAthV56e0Oi8qHIOxWvAxfVJl8cr7MdeEcdbOi6qrzcj5hgNWUrJ1pnvHgs1UYoTFCFef4t67OEkkhlYY8ZPv6PHECz53f11BPSm/nBBu7o0RZQBtxsEthBivyaiAfFxfrA80y9VLVABvrM1mqOS1KaL4vjKfS5jkqX6JxVmhSWIr2HPxQpJKekPFKIq46dab2L7rWkbDHnpug0et5nHFDsWNV0lOnVekaVIweHVrkHwLPj/r6tGZRZiPKh7fFKqaXqfCyi8hR8SlwG3WafAyoTPmlhTMXQaYMrMGpRdz4ITmv32sxZFlP5tB4JqIEcplLasFVRUrcKxm5lK6+1I6/CWDzG9E25dg8YuCzXGpMtbOloO8KKnNqw8lRogiAZTEhsumE/7WO7ucmNccPiuwnnA3lXFHYKRmZLJGltzOs7bQzFauA3l+0Pm6U2XuMQ2eJQzXnRl3I1nSjESMgDQ1SCFJRFnN6m5Ad1xJ6nZ/y7eNEcIx/2oXXjiSMrNDMTPn0+lG6MnmkEbDIwi6zK+tsbA2g7TOosk3dqpuBbJ+O74xcFdGp5Xp9YzBK/NL1geQY0D/ZuBWpSSRFQaXKs10d4LMmNsPEuY7gl/4zQk+dU/D6W7lHBOkA7mUZL73OHsXLE7pnFwK6AVBv0TAOR5oroP9WOXcxc+qV25gPKNpK6DO0uC5Di+ZWyKEQgiX0hdCo4Xhe+8Y0B4K3vsfFQtrAoJSZIEglYqhEePyJE/uWCoFUhmg7Tq5Uj3Moqft4js7XxHyGC4V2e5wwo1ky0t68/PjhiAJktS4LRQr8yc9bZmbGbHSXiQxfVZ7lsEwRS+uelhZmz9zIfhSuz/35nZnwExL4XliLIlT7pogK0DPN1zNRxZX2LoC8rHOm0uBW3xjcFf9brmevYtgsvqzCyojDJ95qM5XHqtltSaqorsVQgi8THtXJ8WuH6Z5kTypWFm5PMlN0vVF+ePQLt2CdSU8lYrCvKEgw01Fh1eDT2mcbraFZKl04AuX4RRGYmTmjUvrgs5Eo7ThTbeMePvtfX7/C4oozSM0WbS9p0YzoqrHq/Iik1LGlsdWlSuScmWquimCImh1pODep1SG5WOKciwBlSyu09epApXKrKHcLciB54i1GViu27uNrZv9L23b5M33ehL1H//Tf+W73nrj2vSEWBuO4h86enyRVsOjEUoCXxJ45Z7uXiZLcuDnGzt5imyKVDnZtQRo/r5iBa5n7kvIEi3HdbdWFf1dAfN4Cax77+mYVKT82QMh/+6DExw/H2bpeM8xt8rnnAhq0qXlveyp8phjbLDQ+JBPKUVlW/HxLVWcdi9b+6rD+sshoow9q80f62XReHNFtWRgfLffcgMoMvev7MYS0pnOhdNgLTOtlKsujzm9oDh8yrkT63WWRWalI9W9mqur08VyY+xvVQoEiz8r/rCy/BX0UMqd4ubPloQy0B7fnyfNwO9MoRGx3s1ib/ofHjl25JHXveoOt0fPM4cMYZhyZt5SDyWTTU0tUGgtiubO8sJVJ7nmswBzQOQTpdzvy0pAU4BdXipDWWHqsWxlJciUFcCXWcqM0avpeJXg+QlnFiUf/mSDg0dDaGR6e50t6K9zTl6KvceKqvKLtV6qiHzZlf9ddSgXNR7nQeUlpUvZwiYrXT8yy2bmWlQa4QJNLEbm8sSSimwnZKGJR5Z9l8X8+F1dHnve58Ri5WAyPW6lILGSYcVZKWFYLR8tmdxegsltVZNbkY/HKk9QxW/Pezzd8RqscnGFsgJlBCoVZf9uhkk3o1ABmp2bDFOzI9IkArJNqG647nrCMMSXCjNYoNlQeFqW7UN5IkqsG3yZT5IqQD4eUJadOOMB5sW6O2flCqgvkirWaewM3FJW60xK/a1VzEpH8J//oMW9T9UgrMqSHODOFvREBdhVxlzXpFG4ChV7sCw1vYT2FmMvf45HBoiLtHe5a3Ruo+Veca7BZdbDabJZgbnLIkQmVaxxjoWRCCFJhXaSQxhE33DHDSP+zns6/PsPSVYHlYPOAk+LGwcnKjq7PDJ7kZNStRBtnrWq1HAUlYhFCxxZW1xZnuBGNtsS5DKbCyPzUSXFp4N1Or3Tg24v4PKrLmfXrmsZDiu7rO3ZNceWrVvuXjh5/y9dvzd4bxw59McpRLEz2i3lsZeyI7f7cnBXfldh7rF5JoU9aNYBvAS3lNU+y4prMpatdKCWotTdSiWMpOXXPtXkNz/RpJtnK9d73kVgWZkveAn2rnb8XzKDKcQYqMfqwSsloN8M6vlSXGY1GbMLy77XEtx5fbWRjrGtcKxdsHhlcKcgZ2+VORVu97w0sTT8iJ9+R5eFFcl/+f1JBvmWHZRAtxYiI9eB+aVBXhZjiezOrBxbYSOWcQb5gCEqxyvBFnsE2ULmpbIss02SfAi+e4ZhwKPPXvil17x+791LS/MlwLdu28qBr/+j/t7t4vhsY8TScopF0RtoFle9YsnI67eVXB88lkAv9LS4OJh8SZ+7AuqyMnA9uHOmXlf+qkq/G53y4hGfP7q7QSfWWYdORZrISmApbTHnRK5j75ecWkWFvS8F9KoZUV32XgrYlQjTrvvdpaoMTbZViNvgS5Q9i0Jk2cAKi0uBMNIBG5sB22YsrgoWT2JNM4j5wTf2+dLDIU8fEhgRrz8YlwgyWeb6pUBejLSi4pqIrFYl+7FSq6IQJZhxDRJKUlmhHFbc8ZTKwWRxxCgyLHcM/aElSQzWDznZvXD88z/27/pf/N1/VQIcYHLbD6G9kPboASZG9zOIEw6cniCJJhCMWzIlkNeVueZgz3soi5LXS/jeVZYWJXOXQefF4K7WmMix9wnKT3nuqMfP/uIUzx0OsN645s6rBXNp4olKQCkvpb3H2bvsIXwJe1CMQ+Li4T8vDfKCwfPEjrWFASELyVLdFqZMaZs8C5h51yb73DSVhVNhhEXaLOEjVCazXcUhWERkue7ymF957yo//b5pnjsswI8rLki2ekhVgLzK5GO+UOaT51paZbRtK51hpc525z2vI5f5oE9Rdu4b45oejLKobLtDZ0cLGnVJrd7j6ROw3Fa867v38fa3vYZ+f8hFABd6A1I3SIXiK093uf/5OqsrgtuvtszNgOfl+0xWW8iqSRvHhqLC3us7cWTxNJWS2EzGiDzINBVpMw5umWttlYFaOc9bewk9A7/6qQZP7w9JlVoHbAfu/3973x0nyVXf+X3vVerck3ZmdzbNJq2yVjmshLJACBAgDBhznG2SMXdgGzA6wMIyNuEw4TBwGGOMZe7QWchCAiEhECCUtRLKYaVdbQ4zu5M7VdV77/54oV71zCoCK7irXJ260gAAPLtJREFUz6e3q3t7uqurv+9X39/3lyjRiokdPyLzFpwir1jkrHk+wGNrDXMEZB4h/LlsTlQTDsjNvtAhbiqzvA0zMoToZCxCiObnVL9e9VAhmpNzojw+odUXTjS4AXAi4aUSx6yN8e5Xz+LDX/QwmxJV8eHwcRUIYujoqGoWBMpK1hQ90YDOWe1MJ6faz7RNg3TPFdP3kFJpnWdKpV3AgimnU6WPUAz2UZx6NMfZjWnceDdFvc4wMlzHbKNpT60F+FSToKdKN/30oeLmK38+vCLgAocu8ZTGSBWVDfUAJ4+5IXg3t9spYiB5WpLPNxF50JOunBJr3fOWm7KMe6skG6WYtDjwzWvLuOrmEjrUTaLy52jePpE23zvf62Qe7o0uy+w8by2XVVTIXGfTsfBmP0c/8hjPZRKq1xH7wFVVcnWbGsAWBFSDGvp5nXEIYiJ+Jiqpga73OSQCkuCSs5p4fBvDN6+poJFAOSuCOAEdQFCG2KUgTsmaATZz+Lex2lmrCfU9GLX0G1Jq+ZOqictEZEbGiBtMqClwhKhK+jgm2LyjD2uWeHjf69qoLOCbaxW2qRRlZ9YUTeNLX/wCDl931uZ6uTLgJzNnVIMZLFoQobdKUSlJFEOJMBAIAmcEtilO7qIuudZqOQ6eOZY555KJnBTYDW5q02EVuD3Nu30vRSOR+OcflPB336hhdDLIqnOc7lQgDL7WuzPNW7ebcHTu7ob62URfo3M7s2ko0dFZZ1gtceYKESOxOvo3ySY45/vD6HwLRxN36ZB5//lL5rK62fnSCMxqMzo59GvtxYbIbOEBqFU4jj0sxkyT4tGnPcSJUTwcbRTaqTVLnXTp5PaOuA/gPpuTQOfZd+dmmvZsRgN3i7CThGF6liEorEBv/9ovT45v/6cFwyfOteAA0FfzEQTRD1cuDl/VqpeOLhckykWBQsgR+KpLqz2p5mQ5vZlp932XJc/2haYxXXp3znI7UUvblSrN05NI4NobivjkN6rYO6mTqCyoM9WEas6tpjO4/Vay4Mp84DlQiqwbqewG03Og3c/OWCznnr+6XmqOq6iIqkanNgii80i0Lk5AQJmy4hmgJYjQdEUwcF0QSYiHuCMxVEvxkT+exvgMxf/6YTk7ESbtlQKQHgQoYvtcRlcyQGtrLVS/cRDYx4r5SJflqIUtTcxBZufUuZJSIlUH2USiHQvMNimmZj14Rf+BkUPKP2xqeXBegL/qwnPx0+9fdvvRq8i9rUZ8tJQJfC/rKmUvlZZzOZdh5+S5kTZqnU4X5MJpCWFaO8gucPNcjgmlqd7XY0ZCjk07Pfzb9SXsGQt0wx7DuzMOTgixc3VMjxPLv2meex8I7N1VOt357zkD5YTrnxOY5wA7z8dNFA/IMgypUR/sTWq+rVszCKIA44xCsZ2ABdHBKOkoLAwgUqfKCiSxxFBfire8ooE7H/SxeReAEE7Bgr6nHjgoYpNrIjUtsfRE22qi/QqimgExTeslIZbeE6K4dvdVyJwka+Vh1lMWGwlDgrHm7L23PfCj27/11csODHAAOGJtGSAUnZltaLdnwbkPIQhSzhCnDGnKkHJqByW5IDeXP/fSSbXjaUHuWHE3oENJt86dtX5QMiAHIzr9NeDYvNvDX321hp/dp4M5lM3h3SAqhJtp3k6Xqi5AH7CgYR5Au88bcOcpQXZxfi44n9Pf0SgnyEq7MgcTXU6nku2UATW51KoiR2jKpB5Te6UlIjtmTmB5spLAFW+mLYkz13Vw+Z9M4WNfrePpPVCXQeMwGimQeuCCIqb6m1pnUjmaKl9dKi5M9MKc14HP0nQtjbLnR+WhpAKIOdDmFG2u9fkkRb0eYHDlYggxJ6NrLsD7lr0ChHnx7bfsRHtmK0aGACEZijQE50XMNiPEiadGDUoneGssHHEvheZSk1lvQqTDtV2n0nBsqR3KrpIzmo332zrGcNnXqrjqx0XE1FN5AqRL8+4K6HiOKJCjJvNYb9plRfKBHjKXkuRSQue3zgcCdg7Tcu59LqopnU60kiCra4RVUiywpQSRFMRYb5m33nkaY2iL1schkUIi8hO84dwWuCT42Jdr2LaPAD661BEDcobYRCxNFNM4oCbFljrpCIZmGYOCLnZDMq5uih/aCcH+NkWCGL7XAiTH8kUtnHpsL97w6nNizlN881PPAnDiDQLo/9D+5kmHfu7bMy/bMdqCzyguOGEa73ttA1GgVqxZWe4va1Yd0fwrG7FnqItDUdwQvUtJcpbbsd4shedxbNvH8OF/qOHqn5Q0uJ0QPM0oCiWwuSY+zWc60i4FhZD5LbnNv3H5NlwLnv0gucfOQjgwuvUfOOF5a83dYI6J+hk1xRQKaEnNclht3YktIiC6q6sGNjS4hQr2wFpxnYglzEEwTYQlkEr4SPHG85rwGHDpl+rYtk+jZg7IoSYxEyAX2dS5Kirz0T3H+Z7lhvnMayikst7NhILTDj74+l244LgUBBydtIxOcNjP165a+qHZ6alnt+CEDKCz/zsz552IjdfcWFi/fzRgARge2ljA5l2TGO5jkFIlw1PHRrkjo63jbMAN7cUTx3IT6Vhv7lhzbsFuAzksBfVS7Jmk+MhXqgrcrCuI49wTopQSk+ed492OtTZJO7ZrlWupMd++0+6MdPHweUHdtRJca+3s539WRxZ0eLbQ0hkhWdDHpS+Z80lsgERZZeJYcEC1+NDSoKYugJIJYZQYkf1uaSrhSYlLzmkh5QR/+aU69kwiI9ICOdoi0KWTw1TcK5BTIDfgSgWnrMhosw7dBC5z/hmRWD0ocNSyHsSdEIwm2D3h86dnyhs3PPn9mQ+841XPDnAA8D2J7bs771nSN3RC9eh9x3gMKEY+JqcCFPxYj7oW1iLbo+i6JuckLNfBNIEeytEdsbQat3EstWIiPIl/uq6Eq35URsy61JKc9VYjOwLSVSGfU03yeSZur5Nu6z2HX89xLrNhXNn37joPePZtvmKHnHPl0BSRA7VjLA2IiQIXFRSSCAV2UJVgJTNqAqgmmECen2vFOheh9JDgDec3sXGLh09/s4rU6o8G3BnYBTKdXBAd9JHKgjN9Qo2Coi/28+TsqH1jgDwmMVDmGIxC3PlABcVQpWsvXNT/EBHN98SiOO95nRfgtPZm/OzH3+VnnrJKju/ZBSk49k9VkHIf7Y7OzSaq75+Vcxyr4x6gC27Dv23UMicFcoemOJ2ovBTwJW66s4ArbyqhQ7uilF2JVJ7Vup0aS8exdCcU5woaujIIn3HfsSo5MBOJ7vZH5BngLQ9wr/ZNNh6xGXgmGQkO/zb3xC4C1UebEGIdUKPsWKoCKJoCFcWEvjoga3evLDrR30mH+QPO8cbzmtjwuIcf3VnMFRtnKY8G5FpCpGrhQV9dQGX2/WR25beLvMuLYbou2idAFCiquWs0xehMCs/z8NolI3Kwyvhb3jzXeh8Q4ABwzLEnoRO3rrx+64Y1jel9JaBspT6Pcfh+Ct9TFpjAXEapzY/I0oVdYEsQRwM/kOU24GZeCupLfP+2Aj70pToe2xLq6QuOxXacSsO7s1wTZTFMKdr82YIyB2BrwWm3cjLPVGbHKbKqCpkP/AeGuXUkTe60nIeayC4rji59XGCOLp79LQExUqHh4cbsG0fTmCOSFZsTsLk+RAocMZLgc++bwgcpcP1tjtW0XNw4lF06uQa3VVVoVyaLNIOmlJqjRgIS+FRCMBV5Vr3CAc8jGBogGB6uNU48+bgro7BwQCPCDvQfn/r057Dy8JffN9tZ8MePPTFeW9hP0FdLUCt3UC52UIw6CF26Qo3NyfhKLgg0J8DjtFsj+eaYJvWVBRLX3lrApV+u4dEtURe4zb6pjFdad0hVKN53W0CY0Lx1NGGtujsi3LZJNlFL+zir3FEDTk0RCMke279z54dmN5p7Lp8KMN9Vwt53LSg37G85/xxfwHH4kX2O6xK4FMsYojmvh9M+wvyBAAb7Uhy9JsH2vQwbt3hZvnfey4a+fitVBzpai4zWmdebK38qCTqCoMnVdLgOJ2gLIJHq/PlUlaeVCxSHL/XwmvPW7SmwybeOrDohORCOD2jBAeBlJ69FuzWNOvslikET9UoHC3pmUa/MIAo6IFQg5QQp99CJfcTwVYiVqGoTy+uMFYey4Bk14Vr/NpybZ5bbk7j2tgL+25dreOTpUEcpTSW8G61U/NEzioneN+DOMgXnv5nQuFvUMG8FPfLPzRfVtPaazGWUz7TlJUECkwduCmAySm4UFFMIIS33Fia/ROYtuaUwWiI0BRBEK2EESkY0ypjqMEutSkII62r9AJV9OJLi7/50GhLAD24rZqbS1ft0iF8IgphCTZYwaeVmdIpZN5IopYQTtLmESBPVFIVLNAnFrO+hGVN4VCL0E2zaWwMrHoJSvfqM5/YZAb54eFFn547Zd9d7B/+9IJ8oDfZP4LGds/jh3QzjUyGWDMT4/fNa6K92UClE4IIi4Z6WD11PWDpcXHNw4oI8X7RAPInr7yzg0n+o4dGnHVpC5lNOlFNpLPeBJjJkPRHnT67KgEvmPpejKySzaKTLaHUZsWdDeS5iSbq4uHRSZ7t0cJMbTlh3SJ9YtcXKblo6tO3YukJURkZU8dEuNQxGpoGu6FHHxwGgAxyxPMGn3zsNIYAf3lHMvqvbD0UHgLikSAhU6RmRWZWaNR7q6p9ICRm30FeaxmCtjbec38Jwn8DoVIDr7qrj6W01RD7B+mXDjSRl7671LOq8YICnyX6xdOnyeyql06d/8bP7Sp+7muDm+xZibDrETFPAI21c+dMOli5s4TPvnMKKIY5Gi4FzatMiKXOLBvJKCutSTBhLID2JG++M8MEv1vDYlijLL7Hh94xzZ+CGHTfiOdHK3EhCq4wcgApQV5s90I3MvdxbaXCOx9mF7zzSTQGJBbQLepth5+rcmosTl4OrfeFacai2g8QEf2AcVoM5Zcm57iRkoppZ00DqHK0zRtI9SqJeLmPgsGUJ/vt/nYYEwU13FhT4c5mExKbcppIgBeDr72XwT4maByQkwFKBw5ZP4rPvGsXIkERfjQAywnQjwLnrGvjJfS3c9VgfTlt/+vTiJcvv2T02MTd8+VwB3tO7AIC/b+OmziXbpk762S/ufsBf1hNiTZ/E5klg494Ktk9VsHuG49J/KuGTf5SgGIRIOYGZtECMBegCd6Z9p3rimQL3T++N8OdfqOOJbV20ZI4FzyKVpnB43r4mxDSHmetYdoeL5+1cRcgcetKdK0GcW46yOHz5gJux3q48SOY6lXBBLqDrFKWeFU+cNFidL67VFqOwwN5neriAdjz1QROTSy4yqkIktMnODphYPiKRxgSHLkvw+fdP4b2fBX62oZC93OSSS6qUH8GQMvV2vl5KjGjFi6ruDD21FH/7R20cNVIFJUCccGzZXcLOvQOIfIrT1k7htBOPTkqF1iX1WnkfYQU808ae6T//+q//Bm9+yx+ip3chDT3/ItLa2b+kH7jw1ARLhvbjwc0BejwfK3oJ+opFLKhXwJiiKMpa6oilnVeZheA9p72xxxLAk/jxPQW87+97sHFrNA8tyfNuZtNfpbLe1IAcTs5JV+sHYnLVnS5cJHMizeP81GWnzYPdz5zGLLWVgNC8M5lNhCbWMTX83OXw8xVUZA6m61hmV4vMj3Pok3UYs4VnF6CzyOZLNXDpFZz3yS1UuOQm+zvVfD7FyYfHeGK7hy07mLLQricJChA1CMsjKgHOZ0DAJEJPohgAtaLE6iGGNYurSNMiQChaSYqvXx/g5/fWkcQeZuMFOPLIM59aNbL6KzPT+6Z66j3PCHCKZ9kYY9j65IattSLece4Za3HS4Q2sWT6OyaZEkVEsrAos7QeWD/qYnAkxOeOjEzOdq5I5LjkNnAmbGegHCeBL/GRDAe//XB0bt4eQoWuxTfJUPv3VhuGJo5IQp7GnAXOuxUAG7jw1metAmnDyvDKha6ld6jIfup7DNicnRWvEAhllMa8zeSomqSq7z9q7CdMox0Y8SZZPrf+fuxMi7NwfqrMPzfN6dLjdZ/qxmrDMOQPnnuqD2PGwenGKL/zZJM46vgmapkCcAtK98UwGdIy8Ukck6iWgVvSweWcZ2/aWMTZRRpoUUC+leGJXC7c91AKNVmJ0X/KOH95011ZK2LOeW+/ZXrB65RLEnSb8oLB722b+i81P/OL0a++O8f1b+9ATUAz1AL1VD5Wi6jWScgrOqdYxDWBMNqEJxafwaIIgTLB9guKOB0N8/B9r2Lg1hAwO4Ew6WndIddGwpiJW5zYUxeSczKeYuMCmGUDnKyTOVdRjfqC7FtfVwF1r+UzAtjxcOo8dmiJMOFtK3U5EUZCcA6qr1oXRoM0x6ap6aKXEcnT9/1n+iuoobHg4oQ5VccD4TKtWggAJcMjSFP/jz6dw2dcl7nqgiG37iUq1hT6ZgiIlFJxmC5c4RSdCSEw3JPZN+mC0AI8JvObUSUzO7sdTOxdh2YqVvzht/Wm7m80WSqUinm179iUA4G8+8be44JUXjEtWnrntQfzet6/dh4ofYbiXoKdC0VP1Ua8wVEoS5QJHIeQIA44g4PC9FD5TQSHPUwOgfJYiKiR4ajfF3329ii9eWcW2sRAycKtwusPwSg40WrcJ5njUFDF0WXE3RN+leecqc0iX5m3B7+jeRlmhxFkgxP59fpFkWjehzn7XfXfGoqEqFpzu4nEXUe45kl01cjTHIRuWgmSvyak/yO8b+pPjJnYvc1rzTrR6LHXGYn8Px5nHdTA0lOLxTQzjE0ybUgIQBknUgAXT2SBgipEGnmrL7VEKSlUIM0k9hL6Pw5bGOHv9cRhevOIDo6Obbx0eXvlcoPvsFtxs9foIeurVe1YsaV9z/klTF+/ZtQXFAkO56KFapigXJIoRR+gL+J6A5+W7vSqurW5RIcZTe4C//scqvvvjEtrCB1xaQpgN4Bgp0AW3SX01dMQNxdN5LLdb25drl+Za9wOkxM4BZJcVtz+vw41dEB7Y4sEKqcZyu/c5tYRkciBgonwypysSTT9sKb6rgwuZKSj2mKUN58M6nxQ63xYABaFCv6cBNLVW0TqSkqjmPGqksRpxIgkW1FL8wSuaCAOJv/4qwaZdAAoK4IJQtAlDJAhCASRcIkmBOAFaHYFGK4XvqX7gSepjfBpYObIaR6465preRavvkfH0c4Xtcwf4YWsWYuu2HVvPP+uE9/HGI+x+uu9VrVaKatlDrSxRKXGUCxzFMEUYpAi8FIGv6iZ9L4HvJfBYgijsYNNugo//YxXf/UkZberr/iXGYhvlxIOWX2yU0nButxNsbtRIF8d+JonQWOa5QM831iTQlrUrmti9EFxQd9OSeWmKowMDeUkQDn4N3zZ/YyrDsvYSOgEr1y7NVPcgVzCssJsFh4gjsKnJatCjTaACQAbUOnhDHL5iAvxqIZoOsATUpGu0KXw/wRvOagGC4ONfq2HzXu08gSBFiCalOlefqJRmpjo3qMh4ChDlK3heEf6+nuvOWXTy+8b37d7WN7DoVw9wAFi2dDGeePTubceuO/bh8fGZV21+ehvKRYlamaNeSlEpJigWYxTCGFGQIPQTBH4M34/hezEKxQ62jgGXfa2Gq26uoEN9J5/bTZ6i+gY9eQG2QX03uK0Vd5KpXNDOiWLaxyQHekMpqAPuOSF0OM9bYCBvrm0Uk7gP592kzmdys+rMvsnTMBKhAZDbM4UYqVnPozRhT6LbuUGotGabPmsBLHJXF9MNK0va0vlE+rX2O+W6WymkZz1OCCQRkJJrSVMB3fdSvOHsFggkPvYVgi2jACJVqtZKQxDkK3ngKPaMqbO4eMkiHHb4MQ/fdsc929afeiKez/a8AA4AtZ4hDA4t+nT/Q5tXNGan31gtTKkclVKCUqGDYiFGGMQI/ASBFyPwYwR+ByAJ7niY4av/UcG/31xFTH3A85EP3Ch9GyAWrD7NKnIMuA1wPUtLHO27q5iYkLmUxAVvdwL+nIp3kvHsORFN17F0wGzpK3n28yk1UE0k02jWbs64eZ1tE2E6yUo1T0lopBE9nFUANsNP9eAG3LbHRJqQPZyMw27G7VIUtW/C+aBCD5Q1VxQCSYVN0RCSggoBQRmEYPC9BJec3YEU4/jKf1Txy40SnUR9dkMG4JKhIyU6XCLhQrdiEwASLOjvx+qVS6888sgjPr1vdPfzhevzEbOy7frrbwD1+4rxxI9vLHo719crTVSKMYpRG4Gv6AhjKShJ4fkxEiT49g8j/NXX65hsREhoqFsY+zmLbQwh1Rzbtdb5guEM4Lm2cY7FZjSfSJVNVM4sd0Zl5nYspS643dc5gDcOHXGczbz2PdcJpXQup3eVnTmPAWTF2y7FcvwK1/+g7v9nI2NyE6SZGTDW1U3M6VtjC1OYyd13a2qFDtyJXL2tLX3TXWzdxk2+lwA0xkxL4qNfr+Hb19fQkBHgBQACUMrgMYqSR1ALJCqhwECN4Kg1g7f+5XsvumDL9rHmKaed97yx+rwtOABceOHLsWXzhqaU58Z33vEtLFu0G70Vjm2jEo9tIVi5NMbhIzEKIUczlfjX7xfx0a/3YLJZUF+IhgD1QXSvQGt9kUW3qC5UpaQ7v8RJe50n/bWbU8/nUHb3JHlGcHfx8ZxjiW5e7pDw52E6LO2WzmOHjxPDs2HptOXclNpW8VnOrEldhaFKztQ0I/9R5KOdZoa8zORDONY7c2ABKagqdKHKgZXERFU1GzdXTz2QllEOIVRv+Z5ijE++cwoekfjWdVU0WjEKIcGhyziWLRF47OkCtu4tYJoDp51YwZsuuSDeNsZfELhfMMABgJVWQQhx9/aZ9acsm366cN1dAt+9pQ93PhRg7fIG3nbeOE45roUNj0T4xDfqmGwUgKAA0BCE+fAosVZajdyUuUu8seQK8HNzuGk3tzac21gvB+xZYMftdZ7PP8nXCc4Fd/ff56S5rrwTS1meB8pdn9M4ltR5bJh5rhTSZvzpkyWkvSfUlK65ek0GefOWROiQPTHgzhSYTIkhat9ZhJbjE5IlaDkRK3WKlIVnVAFdTWGmqBbauPzt0/CowL2PhDjl+Bi/f26CQ5dQ3P5QgKtuYbh/0wA++vajWotWLrvbFGe8kO0FURSzibhN02T2Ez+++Qt/9p//ZmdUYBUQBuwYa+OMI3fj6DUNfOeGCnZPl4CwALACfMYQMWK1bBuydiJ3WbEEVIotyXj1fNJgdyjeUpIcPSE5sLt53xbcNlQ/F9B5cLuPHcmQkq787bna99xCii66AutfH+A1MvdYHa/ri8wzSZqoGUn5aXboamE9t6Ue03n+bnNUtzuCe7M9XKAWhllWhGTNnJSipnyyYtTC3lmB/31jEUetTnHy2iJ27Fqg9e/9uOL2U9rvfut7P18pFT9ar/rieQHT2V6wBQcAGkTi0Ye+9XHJliWvPqXwYT8ZDSYaFPEqgT95XQcrFrXxyJNF7H3Qh2ARQs9DxZMoMIGASlvzaEPPOpzMrbQgM0vugNxlAvMlTLkOZ95JdLXwLstt9XGSAznVHqMLdJD8+xpToRtEzTEbB7QiTiTTVtXr9zFStzUmgJPnJ62KYkvCjIUw1sJGNYmlLO5xEN2YJ2fNu/quCP3/gurnhe7MTc0BE8uMTKBH6Jk6ZlgWQbZYOGf6PYDYS/HgJoEvfbeOZYMe3nVRBJH0Y/8UweFrRuJDVwx/5rqbb/zb97zl914wuF80wAHg8SersR/0fOr8kxGP7t13+Y49nK5eUsSqoTp6yjGWLhXwHwsA5qEnkCh7EqHuZUh1XjCXQCpUKiV3ZpcDjlWDdrb0D207UMEFd74r1VxpEPmKnHmSqQ6klqjPn0dFgeNsuhTrmfRBFx8Zc8hRFHQzC2QJrQS674nBsu6FYuodsxEixE70zYI9zrGaYggd7he2MDnj4VmbZt3eQYv11BwcITBN8k0eS8p1zgrX1I0ogPu+ep5SCS9OsHmrxO6pCtpxFTfc5mFkIcdsJxQ9C5Zevu6IFZ8b2z8Zv1h8vnByo7fXve616IiZVnXByDXt4Cj52I4UjHpI0gI2bg/wwCNFcBKgFgD1QKASClRCNRGrFKimngUfCvT60pq7PNt9Oeeynb9Um+6kXRadki4L71KV+cFtrDpz9o3SciBwZxl3L5z1WSnQCey4z9kqepElWKmBTPo5PemXy2zfJFrx3AhC52+cWkh30FPWmiKby5nNk8/mIMMcn7bgnFMkKUOn46HV8dFoB2i01K3ZCtBqh2i2Q6QiwLrDOFYtFvAYg0gJVg438JaLV8vjjll8jSQTrXPOf/WLheeLt+AAgHAFYr/vySVLq+95fc3/ai+9g1ZLM7h7I7BzsoySz9CjgV0MJAJf5Y2oSJVEJ1HmKhFO4pB09GRzWrtEijkLgXZb7C5tmzodYsncNFiT/po5m92RyjywLZxd7/LFbI6nKbssuNHI7eebfX1MkuhqH6K08ezAspARcZafYYEmAcueS4Gst4qx4qZXi1NZRHK/i7SXHSEpkoSh1fHQSVTxC6Cik2HAkXIGCSD0UyysxThiSQM37qxhbMZHz+AZYuWqVe+pDSx8EunErwSavxKAX3LB4Xh68+Z4T+WEb6yaube4Y2fy+S9/bxZX/rQHk50SFpaAeiRRjiQKIUHoq+GylChq0mgJdBJlVRJBkAqir7DKKhvZzJ5QzKOqdKkp3fycEuJw+APleBPnKmC4dldvlG4b7dKSF41wtXXLhm7o3gSFjOph0Ekt59B/4FbUGJnQtlNDJhfCqcgXuvrKRjXNmBQdkifZAbmaNyXSlpunWlJstHzMNj2kXDWx9z2JMGZIUqq6zVKBvlqMy942gWWDLTy6/Qj87GH2F6+6+NRvbNq0la9addxLB+AAMLJiBWZntvJS/+s33bNp5cwj275XmWzPoBZQ9JUE6kWJUkRQCCmiQA2ZZUwBYibkGG9x7GurTqVqthfgUwJPp4laPBmgkbnWO09d3Cp4RxakmKucUJKjJsQB+VwK8nxhOift5FnfiHT9jRDIf77jO0p9rABsSwYTOrecHFrKE1mhLwEBh6Z+Tog+a0MhLTWRmUeEXAm00/6DEAniSfh+iskZH6MTPqZm1S/HmMr3jkKJTkKRcrU6oyAGIy2ce/wg3vaGc2YqA6ds2rJjF1+1avmvCpa/OoCr71/Gnt30upOPP/1P161ufuEvPvvT3gceitFXZqgWKUoRRRRSRCFDFFCEgbLm1ZLAaceN4b//R4hNuysgvoeIKWeGZSkWjr7ssoK5fU26swPn07qzgazZcFa3gX3ewZwfjdL1APWl3O3zkV115kLcMggyF+vSvp/zWDj7rkV3VBdKTRYikGtfDP1CKp3uVzJzJp1us6ZrbfdiyVX7m9dCSYiMqlToMIixdY/EP/8wgi84ygUgCAjCgCIKKAqhRCciiFMKzgl81sG2yRXYJy4Zf9nKU94/Nd28Lqw+e473QQN4udwHAGg0xq+oLT7He/nphU/7yS0DlM+iEClQRyFFMSIoFYBSpLIQhwc6OGR5G0m6Hx/+2hBm0yo6JIBPiG4tlp1U5Kz0/Pskp29nVptYDu7eO9OHHYtuAa4/2Coczo9sZTKHKJsuVM/F0tuF6vgWuQxDB+huVY97PszfmUxEYkKdVrfMqAvR1EIFeIjl3EahIhJOb3HHgpvCivxR63Mt4XkcYRCDeA189QdVXHVbGUcvSrCwN0W5QFGMGIoFhmJE0Y4pmm2CmUYA4i3F8ceeMlYbOu0vW2lyxeDCwV8puIFftQXXW6nUi6nJqW++9hWn0hIb/+T99983kHKC0KcoRkClJFApclSLKaqlBLVKE0ISvOy4BGuWzeC+TQUI5oMTojXXLovtnOb5nM75HMsDWW5G59IUQrN6SvND5hQDLZ9ZK9uVFeW2Dn4uUJ8P3M7b2coe0/nKPN8NcDuVjepDoi7vlrAjMIUyHNYg6IQrSpHloMNpFWdSY604L+2Bm2qtQhDjoS3Az+8tI6EexptqNlOrw1EuCHRijiTxECcMTaaUmqElh48NLT7zUi7EN4uV+q8Dir8egANArV7DL++6/hvLhit8567Bv5+d2tvLKFAtC/RWE/TXYvRUWygVVIcsj6UY6OMYqKaadKochzlg1id2Dg+fh450g90WGmtgu+B2rXlWTOy0iUCmIgjd/8+2NNb/yMxYqh3RtUC7FaF5brboQX8eZDaXRji6dBYpdBxqCT1z0i3V0gtNZM6mmu6QNeo0ErodMivdK1XegmdKiotzCeYJ7J8mGN/vIYHE7ibDTCxRbUoMlAV6U26VoYaQOHT1wHgrCT909bU3/cub3/iaXxcMf30AB4B1J12If/zmd/41Kg3FAPmf0xO7KrUSsLCvhf76FPxwBoEfo+AzMAbwlDi98fLRSOIgvNt6m3zi7r4mWfjdpR7OUKgucDOWDYvK5YkjA7gQRl0wgNSWPEddMmCZFsG5/3Ee0nlAbl/npC8o3VpNSZPOBxkqRYX+LhI58JljMUuCG1pCJLSvpwNFeiYlgR4BTuzYcNsQ09G7s7md+poqlTNJPEAkwEycgKCBFAytNEKcUvhMoFJKccTa4Zm1qwf/Sxg2v3Py6W/5dULw1wtwvYlYFq+s9SxIFy/At2rBxqivPoUfbOjghnt6MdTD8K4LW1i9uA1JWyA6L5xRYsvTmIlgknzvUQu+efi4myZLLEXRlpshB24DbMbMa5yMQ+poBwLgFADXPpxQyUnKopvBXFnXVCpJZoktH54LbruY4FhvkcVVVDBHgnP1ORbgBtwEdjSflArk5v+zc6UtOIFWT9Rzgug+nA71sg4l8o6uqfZXcQrV7o3bynsGKdS1I2QUhy7iePcrUwz1T+GGDT5+dGcfIIFD16xoL1s6+PYli8rf3T/ReVFh+JcEwN/5h2/CPbf/O2+li7/bE0medmb+7Xu374v+7aZeRKSIhUUfO/dWMNQ7BuZNo536oF6AIgMKTIX1rSU/wGdYfu5SEyd3O2+xsyile6OMwDPOJ0MO5GaTEki5+rU515d0oVoLmwCVmVgAAwZiaAzJHe98EVlz7BKZ5TZlZVyoIgDO1YIy76by1YmuSjceytwAdZZOkNVimrI2296bqLwTatxmV7JxzoEQmgfpDENKBeIkgM8EvEiiXwis6PHgyQUYqjTw9pfvA+Q4Gu2j22Fx8A/8YPCaH98xyd/5x2/+dcPvuVXVv9jt69/4d1z2gfPlmmNe+fh3btzyxIbHyq8UzY6/domHNUs9LBnkWNg/jevv4rjipgGEYYTeUKLoSwQ6hJ8Pjec5taqoJ12zLo1lVkEl89hzrLXHCJiX7XtMVdB5euyPx9RkZ4+pQbienotpgB4nAkniWlZkTpnVrQ2nd+iR4xNQ5jQosuPRobtxqXB7kkp0OgKdRCBJs88T0nEKZZ6VzGnIT/ILS0VApc1LsbKqU9uqjiUby24XoCTgtocKVVVEAlgyGOPpvcCjW6tYUCKgxEOcRgiYj3NOHmwec1jP29785nd9d+2xG8T73/Om3wT0fjMAB4AvfOVqbI/X4pO/Tx/dOdn39FAPOzfyO9GyIYFVi2ewa2IKn726hv0zdQyWgEogEJnRl1r6ci+ZLg1RwFYANXPMs+eIfpyB3N6zPLgZy8DtexKBp+59Dwh8BXLfU+S73QEaLY52LJCmqm+1qZ80AMsnZmUUybZkdhekXkievdc9sSVBqy0x00rRanMkqUTqAFwYPRzqipJvGUFyjvjc4+q65aRVPeCX6iG/urIH0PSEMyR64p6ausfgMYKlA03ct8nH+FSAUiAQ+D4q9eVTperIu878o/OujJ/8Js44+52/Kdj95gAOAL+89XsYPvwSrFi+4OHe3t5dK5YNnjFUHy3uGt+Fy79dwuadfVhcBXoKKhkrClR7LwKgk1IknNjG6NRabn2vQe0Z620sOnOoiAU3tcD3GIHnZeD2WQZq35MIfKmjcAKFUKBYEChFHPunOLbv5ejEhjZkVjRTeLLe4BlNInPA7Xm6N58n7cIyn1kMBcamBbbu5mh3BGK9mLhwtXHpXjQsyM3iyvbzIDd5LCbH3S17M9OrVaW7UEMPPKEzClWuSTv20Ik9xImHJPGQpD4W9REcu2Ya921ioHQAZ5xyzP6hoUXvbyeVb//BhZuw4sjfHLiB34yTmdve+fb/BABoNyf/lVLf27sj+NQ/fHpmYHJC4MghIPAFIl8BT0I5WO0YaCYC+2eVlSj5Qs1A0sszl2DlWsgc/yaWr+YdTLNAFLg9M6bcg+rvwiQCX9hbFKRY0NPAxj0EG3dV0VdSCzHwJHwvDyYl2ZF8AbGjzBiq5QLKLKrAVw2U6pU2frktxYPbShiqAgVf5q4mqhRMX92MudJzkwiHpSGCZyP7hHD2CZDqfS4AJohWajJnmVGBwE91va3A3vESZptFtDpMl86p8zbT9LF/qoieyhT+/I0edsWnj114wfoPx0nyrwP9Pb9pqB0cgJstKtYxPjX7z+UF55JXn1f65EjfTwce2zyJSsRQKXkACOKEA1IiChlOPmY//tctwLaxCmTRg08FIimtI+lacddxzOWedOnd1AG3R+eCO/CEsuABRxRwFKIE1VIbldJ+bJuIsHO6CkaAqpCQYaZSGKsohEo0soEhY1nhOpe6qJopS64WkUAhSlEpxhjsncHSwQbGOwEwE6KvIFDgalEJQSB93XRHryJCAHAB4vT7tglUIgM111X4XFvxVC+IVJ8nwcxiNZHKBPXyLHbsT/G924oYqoYohOo17Vi9R7nIEHgtPLVrOS68YP3Yy1esvxSQ/0zZwQE38CvIB38xW2+tjHJAv/F7rzzpg2947bkTCxYOYtkiD4sGPByzhqO/nsDzPKxY7OMVJ1J89M37MVCdxkyMTC8nGVXxrLOZOZimfdrcCKamM4Z7G+7rgjtQ4C6EHIUwRakQo6fSxK79CX5+j49WStCMCdoJEKcSCVfOJxeZbj1nijGy47aOHFNlYr614HpBhQkCP8F5JzYwtKCJsQbBdEd/Zqw+M05geTnnEjyVajACV+qOmWsj9E06+6aKinMCzome1qH7SwpDB5WjWQhjTDRa+NvvVHHDnSVs2qG+79h0igeeSrB9r8DWPRQ9vb1Ye8RZE+X+0z842wy+QVnlYELs4Flws/lREUnSuWLVmmPHT1m3a+XIUPKZB++/z+/rncYvNzEQUkC1JJHyCGevI1h4bRNj0zVwXX2SWT+Voeh5yoK7JWeUuPNyYK13plhIC3LfUAVfIvAEQp8jDFJEYYJCGKMQtZGKBFPTDDGADidIOEHCJTwu4THiAJtYyz2HpiCzrtapo4amCPge10O+OHoqKQqsjWYiMBMTeFTq72RaNRBdJ6mttE57pVo/J1xaCZDrzEEqs8r8XGEDVMsHjynQq1E0EoGfYPNeiZ9vqGOkj2G2mUKKALXKDPZOcVBUMLLmhKTUQz504knHbmKe9wPfDw42vA4+wAHA90PRnnnwure/7fRg88Zdzb6a+MqGB28l2/aE9OgVBJWiQBQkEFlZsop0UsD3CHyfIPQJAs3dc5KizQg0oCJOAXNexTA3RVNUj0XfV2ALA2VNAz9GoZCC+hQiNjnsShdXVTQZf3WTpHAAK54LtZvFRiU8ZtJQAZFQxO0EPE0wm4YopBQ+FdbBtslkPJ8XzwUBFRKSqvpKPdQhN8ENQnWZ4vo7cAFAEniMIklVEEdKmyMJSYB2IjHbEpiYljhyNcOShUSMLD9Orj3kkPcGvSv/5a6HxuKXnbjmYMMKwEGmKO4WVY7Cvj2tuFZfcsWRhw0fJtmxf3XMIUvQV+MY6m+iXptGFLSsJfapVA3UfSDyCaKQohCpVNzQZ7rtlw2yZyFtSnKVP9Z6Gw7O1GSKnCX1lTUN/ASUJrj1oQCNjoo82W5TcMu+nIQsHJiiZDe3cU9WFU90qD8MCNYf1YKQMdocaKUEsb1yQNMTTUs0NbGhfXOTJsyfPwZA0apOAjQ7QKNF0OxQtDpU5W47IIeU4GkHexsSu8YFdu2L0ZEjuGD9ur+q9Cw+bHhw8AqvM/qSATfwEgI4AAwsXIv+wcWtb1/b2LhjfNWnTj5u9eVHHLacx2IaV9/SxmxbeUmUKDAGnvrxiwWKcsFDteSjWvZQiCgoIZaDCke+s/p5Ligk8zdmrKiSxnzGdWfcBIQkuP6OEDMdT7txxlJ3JSXp7yTnpBvOs5HszrZhMOkfkqAYElx4chtAgkRwtAUQc3XlMJzf5f7cBbZ57OZyw1zB1HeVEmi2JaZmBaYbEjMNgkaLom1Bzmwj/GoY43Wn70G5HmNoeDn3iyOXv/riYz91/MqZjatXL20dv27twYZRbntJUJTu7W1vfT1+ctP3+TnnveGy7bv3eFd+b+gvZpsPhmPjj6PVUVbYZxKhT1AMFLhVf3KgEAm0OxyPbeZodSQCT1l8KbOi5SxPRVolRdETgDKHIjCpZw1xfUvhMQ7T1rkrh2rezejN3ducfKgDv4OyngIATyAER4d7qrSPS3Cm7hmV4IKASwkm1OKmAqBCgmp6Yq4s0Fcvpbmrq9umXRxxh6MQUJRLHghhCHyGsp7WoeRIiZ6eMo4aWYAPv+OQTu/wOX9fLg1fds011+Diiy8+2LCZd3tJAhwAzjnvImzfM46hWvSRP37TK2h7etUpN9z8L3RBX3LK5h0tj5IQUUBQLjJUywx9NYm+eoqFfU08tWsWT+2uohwy1Irqh4FpxayVk6wJfp4WZLRFRe8MF2aMI/A5Nu+mGJ/yIEGzpkVADq0u33eTqHIwN6Vhz4B0EwIXgqG3lmDFohibRzkSTyLWtatcSFVFLx11JHdT1psLCSayzEBG1VDVepljuNTA7Rs5tu6IsLAu0Jsq0Ac+RbXEkKQA52344YL0lWeU7zjkmN8T/YtW3NFqRh+RchSELDjYcDng9pKiKN3bkqFe+IUieurVSycmHzzzonNOeOVfvHXdVeuPWSaq5RChL1Ete+itAQM9CUYWzaKnNoar70zw1B6Kdqy6lQrdYNt1LD2HezMH5MyZymynwmmQh1GKmzb4eHJLABAKavI4nHHgOUAfIA02N0HNuTftGtB1LyTFISMCLz+hBXQEuJRIhStHupmN6p5Lw8Wd3BVN1wC1sANfoBBxrFzUwGtO34vRVowto8D+qRQT0ymmZiSmZyWELCKsrBE7GuddVRs865Ubtz5+ZrFcubRvwH9Jgxt4CVvw7u2wo/4Qd9z/5MzwSPRf3v0Hu5+6b8MDR/SWGhfz5lb0VSWG+trwvAn8040S92ysY0GkJg8InbJqLHc+oSrrvkp1dbhtg2aBblqacRAiQBnVKb1Zn/BcQMXmdJjcdKor3rNUQZVu2mV1c0DPwC0tRSGQXAAyBZcSiSSZ5ZbuonH0baKUFdU+jSgaw2VufhIhEo1WgBNWA3900Sj+7YaF2DPpgSAG5wlWjKxGpTe6pjxw6MOvXbXwizLpzNDoiIMNh+e8/dYAHABOOWY1AOzbuXPnx9Yff8iysd1PYHx04OJk9pcYHhjF9+6M8e0fL0Q9CFAJs9I2k+Tke0TNgvGFjVgy22sPWT6H7SueTWZWrYIF1MwgBshMZ3etdpaeCxtQspVCuixZavApnVrTDJFNTLO6tCkuAAEkgRQCalKZQCKYbuYj4Va+W5ALgLtNVXSDTZYQpD6zllxKoNEKEAW9eOvZ49i0cx+uu7kPffUKjll3BFYduvaaVUetff/E9OzWYu/wwYbA895+qwButuHhYXRa+7f2rD7kg2PV4AqCJe+rstvOmPjJRiyreli2gGD3uEQiFPI8jyDwVVV3IZIIAxXQUSmp0paK2UlncOQ7TVfCgGPvPuDmuwNMtSlIkM9DN5VF1ERUmdKSPUbBGFXBJ+LklCOLwqbcKD4ZZQHyJWvFAnDWiTGuvj3B6KwA91RPGTHfceu/taMDiYSQAlKqxRbo1g1SqoY8AMfDm6pY0EOxdgnQPuc4XHLu4bcM1AtfPGTNyIPTs8nW4eHfPnADv6UAB4Cw0AcAT0kpnwLwMJ/at/Bl60/92sjw5lXtmQ3s81fHSHiAoR6KwDeV/BKVokqaohrAQqrwtBAElAPCI6aPEyiyycy+xzE9K7FlmweeEpDQ5JU46oxTeOB5VF0xfArPIzrwApt5aNqqEajFkKYqcpiB3OlAIlXG48jSFLVSgtEpjlRKpNbSZ/TI5MJLCaSpzAZ0JxJxqt7RYwSd2IMQBOVCB0G4Hz+6bzFec86Z/LUXLn/Kvzt912tfccpuABuftcfiS3z7rQW42fQPsPGpLZMblyzmFyxbWB4Oo6OvemLfz6sPPLSjFPopShFFpSjQU0nRW43BmESz5cHXiUpjEwHihKIQcvg+sRbUNLbxWArKUlBP2NIvE+I2KVRuewrGNB0KGKKQIPAV+Dox0IkFOrHQKgUDQHX+ue4h6HZmlcYi65xEKSEFB3iCVIRIBM0achJYGlYIKeJUYqqpytt8D2h0FAdPOQelBFFA0WgBQRRCeOsaf/ifXjVNJS4ZWbV45/vXsK2/7cA22289wM22ankdUvKtwLHbW62Zw1//cnLya88XX9+1/el0evzp3lq0t9JXi9Hfsw/3PBbAp/1YsbiFh7fEeOTJHiwfYqCUosCFLupXA5xUBDPGdCfB3mkCnkpApIBIwSVTi8FxMA24fU918CpGQDFSKbAzDYm9+1PMNAQCn6AQShDiwfcowlRRFatVw9AnJVFSloL6wGAtxv6JJqZ5gJhHWYdkvcACn6BW9jEy3MZDW1t4bHOEFT0Mfb1N3P0EhRABPI9g+dLemTWHrRkfXr3cI0S+g5VX3tnbU56KE4ii97sBbuB3COAAQNRoZ7Fl666JkaWLbpyanl5z6cd+0Ln6io9+YHb/rW9tTW9KHt+Rrr35/nJ09pEpknQWtz4EjI0JLKhL9NZUwAdQVpRCIvASPPw0xyeu6MHGHQxHrGhjYOE0fv5AgI4IwZEB0siQnkcRBqoHTLUoUC2nGOztYN9MGz+538fUlI/BmgqxE6IWROSrkXlSz6QkWtFRgaUYN9zhI0kpvvmxSTy5o4FPfAt4YMuAGvhkKm2EcnJLBYpViwlK1Rk8thUgtIyLX1aCKNB2c7rv8SOPWum//qKTrrj+/1z+2aOP/lhYKlXbnM8KjxzczL9fx/Y7BXCzLV+2CFCxv+b42BYQ6n2mxdhnUFzNVq0+5iuvYd6aofLm9Q8/3WIbNlIctYhAiATlgkSpkKDV8eAxBs8D9k+n+Mx3arjx7gVYt6qDS//zHtQLs3jjRyI8NlrWeRrqc6mhCYyoFIJIgbuv1sHSoWmwaBJ7pnsxui+ARwUAFSUNA4okZCqdVX8HokPpYZBg86jAe7+4EH1hiH/40ATOWxej2ZnEB/5nBWlSROgpyz3bAViDoz9O0Gz7OOMoiqd2e2BkBV+yYvmtl/R7G/eMNt4zMQEehREuetPlcsHCpc2D/Xv9OrffSYC7W+/AciDDTcrjqXcec2zUMzq69++uvf8HQf/Abn7IqvKxK5ex4wb6NuGuh2dAZQ/WLqOQkmPLqMSjO2pYPRzh5DUFNMcDjKzajXNPauLJaxKkMsplDRICMI8g9CVKkUCtlGCobxal0gSm9zTQV/KwaXsBu6Z81XE1ECglAinX1TEyy0ehRMBnKW68u4jRmV4M133ccX8PCt4s1izagxWDTWzeFqEQSCwblJCsgc176+hfMIywRO71/PS+t79uESv0Xhz74aL/tli0JhYOVgEAl/7Xg/3L/Ga233mAd28sqAHABIA/AYDbbr0VUuKMYhSfXyv1XfLQHhxSDQjAnoDvT2JsmiPuCKysJxioFdBsFxDHRUTeLIjUw1B1cIXrdsUeVU1Fi5FAvdJBqTiF791OcNuDC3DJ2R0M9u/Hjff2odLwUI4k4kSAm2irDi5BvRUIEWglAQqeh2oI7B5j2LIzwJKFQK3SQFAYQF9vAeeftRZLhwV+8WjpiTXD/VcN9EY/2peedMtJx68H8OGDfdoP2vb/HMC7t9PWrweAW5LOnluAw37x+31k5czMtHjigZ2i3n/IyKFrT/3w2SeMYWG1jpFFYwi8PUiTGJ0kBUDhEwEpJaabKsxfr0gwRhAEQCHiqJRauGejwJevHsKynhL6Cin+9NWjGJudwVObe9CKJeJEVeRQKlGKEpSjGFIASUqQpBRpHCOJOxifAtp8Aar9y8CKVVx05gi8KP5UPZp++sijT6X9/XU6tIJuAnDj8GD/wT61L4nt/3mAm80PhwDgRvM4aU3Ai6L6JLbcse7QDahE1eTUY1f9WRjw8yqFFs49O8ZPHnoKSWsWa5dIsJBj56jSsUMvQcAEIGJQ2sSecQ4ZB1g1JPDwJh8D9TL6i5O4v1VEp0Mx0+AoRUC4JECtzrFlb4DQi7C2IhGLFTjnjFPRO9SDepGiGNGbevvbny8WKv6Zp5yI885ceYsUrcnly3oP9il8SW7/H+AH2PxCDwBMArgWAOLmdoDg8TSVg5RwsXZ1ggUDo9i7p4PBXiCqxnhyRyc596wzPt5fnbnIZ3ESeEC5ZwJrV3XwuvOHcNhyifFpAhFyHLZ2GiQqY8UAg2pKGvpLVtS+H7DrPz46VfNrxQIIa4CTPqxdcyKGFhXhMUIJZXsh8fTqlQsP9in6rdh+dwTPl8B29913ASCDJN1Z42ksCaFYMjSFrXtjPPJUP1Yu5tg5RrByGHhk2yy27C5gWZ8HLiSKhZAcvnZ4Sgq59/gTTjrYX+V3Zvu/9gagioroba0AAAAldEVYdGRhdGU6Y3JlYXRlADIwMjAtMTEtMDdUMjA6MTU6MzErMDA6MDCt0fnnAAAAJXRFWHRkYXRlOm1vZGlmeQAyMDIwLTExLTA3VDIwOjE1OjMxKzAwOjAw3IxBWwAAADl0RVh0U29mdHdhcmUAbWF0cGxvdGxpYiB2ZXJzaW9uIDIuMi41LCBodHRwOi8vbWF0cGxvdGxpYi5vcmcvSM8oowAAAABJRU5ErkJggg==', 'weight': 4}
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mf_hecke_traces • Show schema
Hide schema
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id: 111673000
{'hecke_orbit_code': 9007199321852250, 'n': 1, 'trace_an': 1}
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id: 111673001
{'hecke_orbit_code': 9007199321852250, 'n': 2, 'trace_an': -2}
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id: 111673002
{'hecke_orbit_code': 9007199321852250, 'n': 3, 'trace_an': 0}
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id: 111673003
{'hecke_orbit_code': 9007199321852250, 'n': 4, 'trace_an': 4}
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id: 111673004
{'hecke_orbit_code': 9007199321852250, 'n': 5, 'trace_an': 10}
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id: 111673005
{'hecke_orbit_code': 9007199321852250, 'n': 6, 'trace_an': 0}
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id: 111673006
{'hecke_orbit_code': 9007199321852250, 'n': 7, 'trace_an': 7}
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id: 111673007
{'hecke_orbit_code': 9007199321852250, 'n': 8, 'trace_an': -8}
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id: 111673008
{'hecke_orbit_code': 9007199321852250, 'n': 9, 'trace_an': 0}
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id: 111673009
{'hecke_orbit_code': 9007199321852250, 'n': 10, 'trace_an': -20}
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id: 111673010
{'hecke_orbit_code': 9007199321852250, 'n': 11, 'trace_an': -8}
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id: 111673011
{'hecke_orbit_code': 9007199321852250, 'n': 12, 'trace_an': 0}
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id: 111673012
{'hecke_orbit_code': 9007199321852250, 'n': 13, 'trace_an': -50}
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id: 111673013
{'hecke_orbit_code': 9007199321852250, 'n': 14, 'trace_an': -14}
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id: 111673014
{'hecke_orbit_code': 9007199321852250, 'n': 15, 'trace_an': 0}
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id: 111673015
{'hecke_orbit_code': 9007199321852250, 'n': 16, 'trace_an': 16}
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id: 111673016
{'hecke_orbit_code': 9007199321852250, 'n': 17, 'trace_an': -114}
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id: 111673017
{'hecke_orbit_code': 9007199321852250, 'n': 18, 'trace_an': 0}
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id: 111673018
{'hecke_orbit_code': 9007199321852250, 'n': 19, 'trace_an': 19}
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id: 111673019
{'hecke_orbit_code': 9007199321852250, 'n': 20, 'trace_an': 40}
-
id: 111673020
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{'hecke_orbit_code': 9007199321852250, 'n': 992, 'trace_an': -9728}
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id: 111673992
{'hecke_orbit_code': 9007199321852250, 'n': 993, 'trace_an': 0}
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id: 111673993
{'hecke_orbit_code': 9007199321852250, 'n': 994, 'trace_an': -3024}
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id: 111673994
{'hecke_orbit_code': 9007199321852250, 'n': 995, 'trace_an': -46720}
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id: 111673995
{'hecke_orbit_code': 9007199321852250, 'n': 996, 'trace_an': 0}
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id: 111673996
{'hecke_orbit_code': 9007199321852250, 'n': 997, 'trace_an': -23266}
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id: 111673997
{'hecke_orbit_code': 9007199321852250, 'n': 998, 'trace_an': -12408}
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id: 111673998
{'hecke_orbit_code': 9007199321852250, 'n': 999, 'trace_an': 0}
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id: 111673999
{'hecke_orbit_code': 9007199321852250, 'n': 1000, 'trace_an': 12000}