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  • mf_newforms • Show schema
    {'Nk2': 11200, 'analytic_conductor': 57.68401365035379, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[2, 1], [7, -1]], 'atkin_lehner_string': '+-', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': False, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [112, 1, [15, 85, 17], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 3, 'field_disc': 16638988, 'field_disc_factorization': [[2, 2], [17, 1], [244691, 1]], 'field_poly': [-4578, -823, 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': [[3, [379584, -51228, -92, 1]]], 'hecke_orbit': 9, 'hecke_orbit_code': 36028797186736240, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 192, 'hecke_ring_index_factorization': [[2, 6], [3, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': False, 'is_maximal': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '112.10.a.i', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'minimal_twist': '56.10.a.a', 'prim_orbit_index': 1, 'qexp_display': 'q+(31+\\beta _{1})q^{3}+(92+\\beta _{1}-\\beta _{2})q^{5}+\\cdots', 'related_objects': [], 'relative_dim': 3, 'rm_discs': [], 'sato_tate_group': '9.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '112.10.a', 'trace_display': [0, 92, 274, 7203], 'trace_hash': 1227023568833774456, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.070', 'prec': 7}, {'__RealLiteral__': 0, 'data': '2.906', 'prec': 14}, 0, {'__RealLiteral__': 0, 'data': 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  • mf_hecke_nf • Show schema
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'char_orbit_index': 1, 'field_poly': [-4578, -823, 0, 1], 'hecke_orbit_code': 36028797186736240, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 5, 5], 'hecke_ring_inverse_denominators': [1, 48, 8], 'hecke_ring_inverse_numerators': [[1, 0, 0], [1, 4, 1], [4395, 16, -1]], 'hecke_ring_numerators': [[1, 0, 0], [-1099, 12, 2], [4391, 192, -8]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 3, 'label': '112.10.a.i', 'level': 112, 'maxp': 2999, 'weight': 10}
  • mf_newspaces • Show schema
    {'ALdims': [7, 7, 7, 6], 'ALdims_eis_new': [0, 0, 0, 0], 'ALdims_eis_old': [3, 3, 3, 3], 'ALdims_old': [26, 29, 27, 29], 'Nk2': 11200, 'analytic_conductor': 57.68401365035379, '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': [112, 1, [15, 85, 17], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 138, 'dim': 27, 'eis_dim': 12, 'eis_new_dim': 0, 'hecke_cutter_primes': [3], 'hecke_orbit_code': 167772272, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 2, 3, 3, 3, 4, 4], 'label': '112.10.a', 'level': 112, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [2, 7], 'level_radical': 14, 'mf_dim': 150, 'mf_new_dim': 27, 'num_forms': 11, 'plus_dim': 13, 'prim_orbit_index': 1, 'relative_dim': 27, 'sturm_bound': 160, 'trace_bound': 5, 'trace_display': [0, 0, 718, 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  • mf_twists_nf • Show schema
    • id: 98700
      {'conductor': 4, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.10.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 1, 'target_is_minimal': True, 'target_label': '56.10.a.a', 'target_level': 56, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '4.b', 'twisting_char_orbit': 2, 'weight': 10}
    • id: 98701
      {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.10.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 9, 'target_is_minimal': False, 'target_label': '112.10.a.i', 'target_level': 112, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 10}
    • id: 98702
      {'conductor': 28, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 3, 'source_hecke_orbit': 9, 'source_is_minimal': False, 'source_label': '112.10.a.i', 'source_level': 112, 'target_char_orbit': 1, 'target_dim': 3, 'target_hecke_orbit': 4, 'target_is_minimal': False, 'target_label': '392.10.a.d', 'target_level': 392, 'twist_class_label': '56.10.a.a', 'twist_class_level': 56, 'twisting_char_label': '28.d', 'twisting_char_orbit': 4, 'weight': 10}
  • mf_hecke_charpolys • Show schema
    • id: 323875
      {'charpoly_factorization': [[[0, 1], 3]], 'hecke_orbit_code': 36028797186736240, 'p': 2}
    • id: 323876
      {'charpoly_factorization': [[[379584, -51228, -92, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 3}
    • id: 323877
      {'charpoly_factorization': [[[-162790400, -955840, -274, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 5}
    • id: 323878
      {'charpoly_factorization': [[[-2401, 1], 3]], 'hecke_orbit_code': 36028797186736240, 'p': 7}
    • id: 323879
      {'charpoly_factorization': [[[3858186796800, 283468672, -45364, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 11}
    • id: 323880
      {'charpoly_factorization': [[[467510359287776, -12383339200, 11158, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 13}
    • id: 323881
      {'charpoly_factorization': [[[23598323295100632, -179463473316, 55866, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 17}
    • id: 323882
      {'charpoly_factorization': [[[-36900030983517088, -73310959740, 488772, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 19}
    • id: 323883
      {'charpoly_factorization': [[[834635574555697152, -1642558928640, -253888, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 23}
    • id: 323884
      {'charpoly_factorization': [[[28859183542903242024, -19696310825508, 765318, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 29}
    • id: 323885
      {'charpoly_factorization': [[[35639194223918899840, -8935420033072, -8189680, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 31}
    • id: 323886
      {'charpoly_factorization': [[[-330711692952382326776, -158851332168196, -7208194, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 37}
    • id: 323887
      {'charpoly_factorization': [[[-9954746859096353856968, 519485799016124, 57891986, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 41}
    • id: 323888
      {'charpoly_factorization': [[[4536811459133903625216, -38844634083968, -37304708, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 43}
    • id: 323889
      {'charpoly_factorization': [[[24102508490699481798016, -929737043478448, -29210992, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 47}
    • id: 323890
      {'charpoly_factorization': [[[170423731840494152591784, -3695462106447636, -45140082, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 53}
    • id: 323891
      {'charpoly_factorization': [[[-98659889651244601457856, 11479223444283012, -205334804, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 59}
    • id: 323892
      {'charpoly_factorization': [[[-1740566215097430705101952, -28481387503181664, 109264870, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 61}
    • id: 323893
      {'charpoly_factorization': [[[827274306433518943545792, -37113342345443792, -52322348, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 67}
    • id: 323894
      {'charpoly_factorization': [[[5475179893848238989377536, -42934574873989120, -150048136, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 71}
    • id: 323895
      {'charpoly_factorization': [[[-11208913992148924528155560, 174908424603863468, -761429998, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 73}
    • id: 323896
      {'charpoly_factorization': [[[15925685359083361526457344, -91090962740890816, -214389152, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 79}
    • id: 323897
      {'charpoly_factorization': [[[-2736987463948980217901216, -61714222303091292, -36110892, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 83}
    • id: 323898
      {'charpoly_factorization': [[[185719562814359872888783704, 167684948573346540, -1319848398, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 89}
    • id: 323899
      {'charpoly_factorization': [[[922512046108153075458199128, -1711607112493817508, -101766310, 1], 1]], 'hecke_orbit_code': 36028797186736240, 'p': 97}
  • mf_newform_portraits • Show schema
    {'char_orbit_index': 1, 'hecke_orbit': 9, 'label': '112.10.a.i', 'level': 112, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEjIBLtPpZQAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGTXdd+LfvfeJ1Xq6jg9OQEzwACDnAECJJgpSmIWRUUrOsnhvudryX4Osq9lybT1nK51bUWKkiVRIilSIMEIEEROg8EEYHIOPZ27K5+09/tjn1N1qgHStiw9ULLrw2JVDwboqnN+e+3f+q3fWlvwvx9/Zo9PP/QEUorpQ8fP101qzMYJF8+V7DvT4oEbx8Xd11UXH38pZePE0sRtey6ZA8c3EXiS6YkO1UoqtNy1CmZ2YuP9ABuAFaArhHijv9pf2IfzRn+AvyiPk2evAOzQOp02CN3pRnzms3/Mro2X2b5hiUB5nL742XjZ3Prz3fbydzvCxJeueEyPC+JOj9Zq4l26tPAbFy4JRNr7iQsj7WhmdoENE3C+FzFSTd1ecvYL/+G3j/78qxc/J/7dP/vJfzV76cwfBcmBfe3VY8rggxBSSXcWOFOqbnyjL8lfiMf/Dg3f4nHk5DxGBKOuPvNAZ/kgSsr40nL9/2j15DukMERxwksvvUy1tMLVGxustBQX5kqgQ5I4YaxmOHbB4/odKTPzkrGRhFrF59SMQ6pjJquCy4sxe3dqTlyQjI9oPM8jCBzOzEtW2rB7XcKurWNcs+dGDC6Ogk7kfO3omd6/TYx2H7zvenbt2PQ4OlwRat0bfcm+Ix//G+DZo91cAHiXH4RXnTrT0v/83/+h/qH3jOxohet+rt08RTXwOHPhCs3mIlHssNyRpMYjcA013zDXTDgx02PjeEC9pFAiZnLEY9cWRacHQoZcmnfoRXB5UaDw6IYxV20xTI+1kUgq5Yj1Uy2OnRtnaaVEJUjxnZhOT9NoK6IkYXRskkp1I8oJuX7XDg4cW/yle669cmbT1T8iQzMqp8bcU2C+MjE+/kZf0u+Ix//yAJ87/1WU4oELM+KdB4+vfvjqLQvXdFsuv/HZ49x9wyoL8w7nFzpsmlCUfZisay4t+yhpkEKzYTTl/FxApWzYdyqkEwoCDxZXYcekQ7nkMz2Z8MDeJq+eGWHfUcGR8wn3XJ+ycUJTqQi2TK+wsKIIfOiGhv3HJqiWJKfnPNaP9ZACPJVyZUkxUkmQpGxcF7OwWKVrNA/eXOHc8nV4JcPd148eu7Q09umFlvNVJXj8hz/0wBt9id/Qx/9yAG82GkhVGtPxpX/54guf9f7k8cX0g29Wt64uV2773S/OMzV5nrfeVOGRF+t09SrvuNXhyQMBOzd3aXddZpYVYSzwnYQ9m1PWjYUstSQHTo8QJ4JdG3vMtRQ37Oxy4qxLs+cQhXDHnjbHL5aplSKOXnK4a7ckikOaPYcD5yQ3b0tptFyu2hQRxZJDZwSLrYD1o3DNlhaeI4liuLLs0goTrt7g8s2XDW+9vU3YrfOl5zo8cFuDG7dv4dnj06x0w30P3tR6aSnart71tvdGOzZP/8NOp7c8Uh95o2/B/18ff+kBfvbcWZRyxOFDT1Mre2rdRPVXJK3dx06ce9PXnrqkjl9u8cE3N5iuVXjk+Qr7z3X5mQ8t02xM85UXNFs2dZiulphbTtgwBQdPKWIDAsWmsZRbd7dYbgnavYAjZxyu39nE9TxaHYkUgms2aw6e1Cw0S3TiFjftjGh3R1huCg6ckOzemqCFYLWjKfmGG7dJXjnj0I1iVpqKW3cZpsdjlEhIUpf9pz02TxnmFxUTY022ravwteddGtEKf/P9ipderfOl53ps3drhYw+6zK+s4/Ly+nR83dYnx0dKx4Vp/Q0l4/TN999HkiRmev32N/oW/bk+/lKqKPNzs2jjypKzGMwc+Ouh2PIf/14Upz/88KOH4rfdfvHaWuAH81ckaSRZXhbsP6n54be32Xt1lZnlgK/v8/ngm1a5aec4j77scdXmDtP1KudmEu64JuLYRY96JQYkr5wrs2FMs7Ti8PSrKU+fhBu2GvZsliy3BE8ekTx4fUy9olhpVbl4xWG1aVBuxI+8e4XzszVWW4Jbdve44aoFXEaZXZzk4gLs2abpRpKzsz6jZYejlyS7N0OrJdm9dZHtGwIefdHj3FKXDz2gmVsc5ehZaEYpN14VUnZ95uZCDhw5rmZb5948NZnc9ZEHJ+4Q5avcOOr9zvrrfvHf7Dt42r9qy0ivFyZ6/fr1b/St+zN//KWK4N3IELjImflW/cqlc3dP1sNfW154NfnMl86OP3d4vtbuaoLqKn/vwz2EWc/BkyUOHI85Mdvlnfc0uO/aCgeP13n8UER9vM0H7pUcPlblyVe6XLszYdNYCUwX4Qhc6XDqisNULaURGqpByPn5lFcvplTVKO+4vc3KapXnjxiu3y64ektKmgguLLikqebqTYLrdsQ8/6pgud3h7bdJSpUZjp+rcu7KKGVf0Oq4TIwknL7i4TkhSiqMdtg8vcx1WxVPvDzKvjMx73ugwbpKnSf2B7x8tsNdN63w3ts9Tp6f5OXjmsOnY0Knzf/7IyuMlqaIYsV8c1NzKd21dPuNu5z1Y+qntm7b/qzj1VYB/ZdJd/9LE8GNvozRF7edOnF501I7+PShl54YWZg/W3HVEhPlUTbUJZcSzZGzVZ493uF9d6+wueHQaDk0uz6ffrTCeLXJDbscelGFp14xfO7pDh96U4MgqLL/pMuG8TbjNY+Lcw7Nbkqn06WyziXWDmMVxYZRyf3Xd3n5ZIIjBb6X4JcT9p1RVKoumyYiwgQ2jsPNuxdodBzCZJRYOxw+Jzl4Yiu+CvC9FKce0g1hpNZlO9Bse1ycTxmvd5gcqfLV5z0OX4h4/5vbbKrXePpgwKGzPfbsXOFjb0k5cW6U05cEl+cTZhop731zkxt2uJw453Fxzuelo4s1qU7UGlfG2Lp55x+9xY0bM4vmw+Prtl46dWnh3FWbJt/oW/pn8vgLv1SjxCAlu19+8esbdm/nvzz/0qmrP/fIfnXXtT02jJbohC7zywGnLsL5KxGnrqRc6fb42e9f4u5ddfYdneDYOXj5ZMzE5Ao3Xx2xe+Mox8+VeeFYSqnS4PptmopX4eRFB+n2KHmCwNOMlQVXllyWGgrHSamWYnxP4XsRF+YVjgzZs83hpeMl7tm7Sr3e5Fe/WGay7HPvHth/wmPPji5SuJybd/CVSxBoRoMU14HFhsvlJcVIpUPJA89TeNLh1GVDudzi2m1QdUd48YjHsUtddu9Y5uadMFmbZP8xn+PnY/adTrl17yI/99EOSyvrOXmhxrkZwelLIYuNmFZXMDnR5YFbwKnen9bX7T7l6ssfwZiD3//B73ujb+//9OMvbASfX1zFdZ2rDx48fOPMYvvvzFw498DM2Rc4cMRw4gw0uhF/5/1t6ukYUeQwOerRC116kaE9U+Lh5yvcc90SN+9WwCjGuBw4Nconjrf50INN7r42ZqJeYd/RUb72fI/1Ez2u2SqYGnE4PePS6cW0O9BoCxzHsHEiBSWRMqLbkVxZCUCXmBqJuGpjh6cP+YQkfOC+mDQqc+qSZHLUYeO4QOuEhRWHZi+kG3u02h6bJ0LGaz2UkjiOII4dTl+CydEOd92QsGHU4cT5EZ46BjPLLW67ocX3vznl4sw0Lx/3OX4+4eUzKbFo8d47evS6E1yaKzO7JFlYiWl1Ui4vKSIV8bF7G2werfPV515UV/a9svt9903+7lSt/U/PnDrgrZvesS9N4pMjoxNv9C3/Uz3UG/0B/jSPV46dJ0qcbTMXj/x/T5x49Z8+/exT2146eJZXT8fML/ucn3U5eF6xef0K914fEcUeSeqgjcIYgYPmwqzHuUXNtvVNpkeh7AcEroPC4cBpxexqj1ot4rrtmt2bfFrtgEsLAs+JiY1iZsVlZkHTjASO47CunjC3ojl3xWO0KhE4TI3FLLcMe7f1kLLMlaUyuzb6nDjvc3HRsGdbyNyyJE5cupFi9+YYIQytjmRdPWFyLGRqLMKV0OgofB92bRKsrFR59KUSJ2d6jI01eMutXe7a7XP6whQHjnu8eibhzEJEtd7gx9/V5rqtI5y/UufCrMvMQsrcUszFJcHxecO7753nr7w9QZoageewY7pN2l2dnl9xPtrpph9OU7112/aJZ3/u//yZ1V/4l//2jb71/8OPv1AUZW72OEEQTF6Zufx39r303N5ed/79ncZ5yv4or55xOX0ppd1L6IaG86uS0fEGP/d9i9y5q8LZmQkuzJa4NK+YmU+5MBtzZkHjlNt86E1t3nuHx4XZcY6e9Tl1SXP0Qkwqe2yeirhnr2brlOTCbIWLc5LlpqaXaKSE0SpMjiQsNx2abcVoLcIRDqO1lMCPef6oz45pzeRowpXFEq7SXF7STI0adqyPeO6oj+cpxqugVMxEBVbagqW2YKqmGavFSAlhpFhuOpyfc7iwkLB1usfdexM2TTqQljl2tszpS4Yj51POL4W8694VPvimkJIa5dyVUc7NOMzMp8wsxlxYMJxYMNx+3QI/+5EmU7UxZhZG6PRc2h2Hk5ckh051cdwOd9y8k8mJyc/tvvaOw1PTG/99GPYWrtmx442Gwn/34y9MBD9y4I8RyUrtzJmT/89zL7z811orF/Y8sX+Z8THBzg0evdBHSYGSBjAIA2dnA/adEly9qcGerSngAgopHRwl8ZVhftHl2CVFT3e5ZmuTnRs1k6MO06MenvBZavhcnBWcvSI4dA7OXYlYWAlptFJ6sUvgeUxWDRunYoRI6YYO26ZjXGWItSBOPZaakm7o4jkCYTSTdc3ESMpy06fZFfQSl5WOYHpEs9TQXJhTBK7H9BhsmoxYN95jajxkejxk0zrDlmnFtZtdSqrC2Qs1nnvFY/+JhEPnY1LV4rvua/D+ewwlNc6J83XOzjhcnk+ZzcB9atFw23UL/OMfXGHz+AgzC3UWVgLmljwuLShmFlIuzGu2bohZP7LCwWPdazudhTfNzDS3nb/Q/Or7P/TR6POf/f03GhL/XY/v6Ah+6lKTnRsNnTa/eP7CqXueeeIhefzi6j17N684SlW4NO8yMRYyVZdcnveZX5YsrqQsN2KWGimzq3B6STA5sco/++Elbt9V5uLcGDPzFWYWHeaWDLOLCZcWUuZbCfWxHvfubXPnNeDJEr7ymVsOuLLoMLss6ISQJJrA01SClNGRBA2cn01otmHrOpdKKcQYAcKj3dVsmQ5ZWnXAWCqy2oYwAYNhuRGxccql1VUIZRA6pBa4bFnfY7UjOD/jkGqH8ZqkGgh8F5JE0Akls8uSK0uGuZUE3++Bm3DXnjb3XCeYrJVYWqlxcc5nZhHmFhPmlhMuL8PpJcOtexb55z+8wnS9xoXZMeaWSiyseCw2BIsrKQsrMVeWUiZHUyZGFBfnIDER731zkMwuTT/zvd/9Hr1t69XPNBrOP9iypYcQ37m+l+/YCP7Zz32W++68mY/92N/7haefffz/9dWvP3LV4srytgtX2vK2vctcty1lctQwUhakWmC0RBuJQWLXrUFJgy9hZqnEC6cke3cuc83mHuUAXEfiuQrPc6iUJGVX0mm7HD8X8Mh+j/PzIc0k5vjFkHXjy7z33hX2XtXi1msanFtMWOwIyn6PMzOGRrPC9Tskq72Uo+cU1bLDq+fh6g2GXpTSSz0cJ2a0Cscu+ignxZUJjgvdUHL7NR26Hcneq1Ka3ZTzM1W2Tysq5YjV0DBV77DSbvKHj8GBsymHzvbYumGJG3Y3GR2LePddLT54v2HndJU0rnP28ginL7lcnNVcmo+5NJ9yel5wYTXmxl0L/LMfbrGuXufi7Bhzy2UWVz0WG5Llhma1ldBoa3qRYWFVcm5OcGoBarUWN2xN5Wqzt625fGZ7FDbv2HPdhpLjTD362KOf4hO//ek3GjKv+/iOjOBPf/Mh7nngGvWJ33nhn6ysLvx/0u4ZFfY0B0/BhXmNKLf4xz80x43bSiyuVlltB6w2fVaaLksNh5UWrDRSVpoJy62ExQZcXBE4pR53X7fM990fsX2qwmq7xvxyiYVlG72WG5YirLQ0za6mGRo6vYTxWsyWdRoQ+K7h0ryLkD5bpxTbNxg2THWYWwk5eLLKLVcbyqUVXjk1RrUSEUUu46Oabg+u3dLj9x6rs3tzQhgaJkYkcdqlGvi8eq5Hya1w066EQ2ci5pY8No77bF8PW6YjlIq5tAieaxDCsHVdwmhV0ur6tDsuzY7LclOxvApLDc1yI2WxkTLbgKVeypaNbb7vgUXuvsYhcGtcWayxuBKwuOqw3BSsNDSrrZiVVspq27DShuWuYLYFN1y1xD/6gTaBWsfZmYD9x8DzBLfs3ZpuXD/xC59/6p3//M5rX0q//6Pf/UZD5zWP7yiAX7lwnFq1VHp2//ktUevwR148PPMv9h87z/e91eCJKl9/zuGVczGvXBFs27TAx39igRt3lFhYGWG5UWalFbDSdFluOqw0odGyEWmllbDcNMw1BDNtA6LN++9r8O7bNTvWB0RRmZVGwGrbo9FSrLQFrY6gFxqixJCm2N3AhZJvqNcMU2Mxjtvj9JWIw6d8dFLhnXdEOO4qLx0dYdt6+PILCfdd7zPf6BI4iiSNGRuFJHZx3ISlpTL33tzky89W2b4e9p0McSnzjts1iehy+HTK2UsBjvRYN+owWhGUfIHnCZSAREMUG3oRtDqG1bam1dGsdjRLbUM3Tdm6qcO772zw/nsi0FWWVkeYXy6x1MiuUwNWWymNdsJqK2W1rVnpCOZaivlWys1XL/Avf3KJbVN1Tl2Y4uDJCl9/MUK4HT74pjY4u+ikW/7Rg/fu/aNYbr9g0m735hu/c5LQ7xiAP//SEYQ75cn4+F85c/rUr7z08vNitNqSzxyuUK612LtdcPhojUvzmpmG5PRKyk075/n4jy9x89U+i6t1llYrrDR9VlseKy2H1Zag0TI02ml/611pG+ZbgisNzWi9w9tubXHXNQlb1ylqJZdmK8B3JaCIEonWAm2g0wOEZrTa4+RlgzYRX99XIeyUuGqjx917O8R6lSf217npapeTs20aKzXu3Nvh0Zd81o0Zjp43/M33NTl6zmfdmOSR/Yq7r1Usd5qcuTjGTbsinjjcJQnL3LXHY+fmHt2kzddeUpAKTl9yqJUdHAGdrkQbQaoNcQJIjeNpGm1DpRqzeX3IPdd2eNstCeOVgLnlEZZWS6w07bVZaQoabWi0EhrthEY7pdExLHcksy3BYivljt3z/IufXGDPlgozC+PMLVW5OOex/3ST63d2GfErPP2KZuv6qr5q5+1m51VX/Y0bb7z6E82VhWhkbM8bDSngOwTgxkQyTTrvfeaJL1116FT34/MzT7hxWOXwmRgl4MKCSyeCibJGCGj1BLMdyaVVzZ3XzPGLP7nILTs9Vps1FlaqNNoBqy2P1bZDo6VodKDVNjQ7Cc12SruraXQMC23BQhviNOSGq7tMj6W0O4Z33RmybVqTpBJHGqIYHj8YcGE+YP1owiunA9BlrtmkuHm3xg86vHSyw8Jiheu2VajVV3j2kMttVwcsdVZZWakxPW144ajiB97S5sWjDpumXBbbDVaWx7j52g7PvpIyVqpz3VVt5hsNXjhSp+RUuHW3YdeWHsg2B88KpsZi5hZinjjo0osVUkKqDdvWR7ztzohWW7FhVHPz1RBFZZYbZZYbPqttl2ZH0WhLmm1odlKa7ZRWJ6XZ0ax2DMtdyeWmoNGNuHvXAv/XTyxz89UBs4ujrDTLtDoeQkC91qPbc7i0oFAy4aWjPr24wfe+64H41MXS3//u937XqVq1/MVyydNvNLbecIAb0yJN0h89eGDfvz1w4NGxCxdWOL8Yct9en5NnS1yYjelFKVFsSLQhSaAbQbMnWOgqLrdSbr96mffds8xH3xJTL1eYXaqx0izRbHs02i7NjkOrI2l2od0xdHop7W5KN9R0Q0OrB8ttQbtniBLNxGiC7xtA4CmDIwWdrkLgMjHisG1asHODYcvGDmHa4isvKo6dqvL2W3zuvHGFT35F44lR3vdAhy88m7CxXmPThg6PvVTiu++OeOQAbJ8MWL9umYefKvO++1xcf5HffrjGPXvKvPWOJgfP9/jGCw5RWGHbOo8dGwRb16dMjkZIGdPupSilcZSVRcu+YbIOUezS6nistFzaPYdOV9HuSdpdaPcM7Y6m3U1pdVPaXUOza1jtwkJHMrdiKI80+aG3LvC9d0XcsCNgYbVGo1Wi1fXo9hziRJJqQRhJuqHk/BXBiUtt7r6xy8xsBScY4c33v235+r13/h/KcX573XjwhuLrDS3Vx/EKSZL8RGPukV/c9/wLY/uOXeHtt4Pn1RDA1g1WbltpJnTDlDDShJFVR6Q0KJniSsnhUxO8fLLMyZl53ndPm3v29KhXayw3ylSaAbWuR7vj0Mpudrfn0AkdeqGhF2mi2BDHhiS1zyjxMBqkEriOIPAE9apgtArTE5pN6zpMjDb46kvw5MsuUo/w9ltcbrymxdNHYqJejbtvFDS6XeaXKty1SzNR71ByfHqJYqEZo7Tgxl0O5WrI/uMBb7p5hDtvaLH/uAIzwi17PH78u5Z59EDEIy9WOHohYMukYnqsxGi1zEgVSj64jkFJ0AaOnhWkqSBOBFECYYz9jqFdzL1Q0+lpOqGm3YVmCAttyXwLQt3jwZuWee89DT72Vk2S1JhdqtBsl2h1XTpdl04o+8Bu9yQrTcPF2QhJyrlLPq9ejHjLjRf50le+Nnbycvtf/9AH3uI0W43fqFXfuCaLNwzgJl0B6fz4F7/y9C8+/LVvTJVVl/NXynx1/yp/63uXuLIwxpVFzdiIgxAuXlfSC1N6jsZxNI5jcJTBUZrAFSx2SnzqsU184+Um912/yg8+uMr129uM18ssrZZpdf3sJjn0QmWfkSCMJXEiSBK71RtjP5+SBseBwINySTNWjdk41SGhzcnLMX/4RMCZixXqfonb9jjctbfJCycafP25GndcHbBlfYffe0yghE+tGrPaDtEGlIDJWodmy0MnJd573zyf+nKZnXMB776jQxQv8cThceI04PY9U7z7tiZXb27wjf0dDl0sc/Csx6YxyVhNUPYFnmsXoRQghEEb0NoQJ9lijQ1hbBdyL7K7X6snWAkFyy0QTo+bdq/yg29b5b49KeO1EivNso3aHZ921+4E3Z6iE0q6oaDTE7S6hkYzphemzK44PHdK89c/uMKOyTHieJaR9ItTJ464vzi58X5z7uLqb27bXP9fA+BPPvoH7D9T43f/6MkfkXLu47p9dEIlgosLZaIQDpwIePXCCjvXRay0PGpljdYSKRWOEjgqzV41jtK4yuA7hpIjWOkplhqjfPrxCs+/0ubuG1b5wbeuctPOBuNpiSTx6fQC2l2XbugQxYo4kSSp3Xa1EQgMUhh8T1MOEnwvwnNDLi+FPLxPcuqSx9lLoyjts3O9x7XbFbdc00T5Cxw+XWVjvcx1O2B6coXlZo3rN0oSbfjqiz5hR1KvJLzj9h5ffCLmwmyV3Ve5XFnt8eoZl83rRrlh+wJPH2rx7KuCMPK4ZvsY12z2uWZTi9NXljl1GV48VubkmQplR+A7kopvCFyQMqsAGLtYkxSiBKJU0A4FzZ6gGUOkE7TpcevVTX7wbU3uuz5l/ZhPrzfCUiOg1fZp9zw6XYd2T9HtKQvsUNINsbtARnPCSLPcluzZvsqtOwXdjsu29R7nL6Y8ffixqXe/5cLH149NJOePfuaTf/JYxM/8tY/95QX4L/y73+G+Bztooz925Njl//D5x8/Vr7+6yTvu8jl2rsb5K4bZVTh1ybB9UuA5mrKvSVOBEAIlFY4jcJwUx7GRy3M0nmvwXUPZS6kHglbostIc5bNP1njsYI91ox0+8kCDazb36HXbXLfdsHlaEcYuaapItcTk4JYa10k5P2c4OytY7WoeerrM5cVRTOQyGig2jDtsnXbYsRGu29lEy0V+7YsVlpdHuOMah+t2NvjGQYFIXKZGJZVyQif2kEaCkSjHo9ETzC0L9pgyD9zS4pn9JTZMeNxx3Rg/9l2LfOLLLV48XqHdc1larbJ9Q4nd6zvcvqvFB97UYmZ5mYee9lnq+Jy/4nL5soerBFJKBAJtDKmGWBvSRDM6HrN3T4cwjLlmc8iHHgiZGlGMVX3iOODKQkCn69EJ7S7X7Sk6PUU3i9rdUNALoReldHspnZ6lPFFqA8Ku9YILM2PMLQWcv6I5cslwx945wqXliadOXP0f/OqG+Gf+mvv7Zw7/Bjv2/sRfPoB/7o8/z/ve/73il/7d73641Trx65vqF8pvu7nKSyfqHK112bEhoVb2uJ6ADZOCZjdFOZrA12gDQiiUFLiOtBHcsUD0HIHnagLXUIoN5cgwEqSMlgSdSNKKKpy9VOFf/f4Y6ASRJNyyt8P26YgkAW00xtgijhQCqQSO63H8gsfRUwGVwKHqSSbKgslxydSYw4ZJxdb1Kbu3rpKKJf7j52qcv1Dnjl0u12xL6SYtnjvsUy+5jI8Y6tWIcslSIa0ljZ5iuW1YaqQ02iXuvW6VfUc7HLugqNcCbt9T5yffu8R/+jzsP1Wh3TWsthzmlmtMT5SZGu2xdbzH3/twh1q5waGzcPyixHUNShmE0ICx/zOQJLBtOuXu6xPS2CVOfIwp04tcZhc9uqHd0XqR6tO3biTohZJeJOhGEGZcPowssLuhJowhTWGkpDl2eoTlZYUgZrGRcu22mJ1TFR59waEVHql/6B2rv374+auSn/o3P/7phz4/br7nfR/4ywPwR778O/hBpB79yiffP1Ve+OQj37wSVOsJH3vbCldtrhJGASOVhEqgMQI8x8qBnqMxXgqAFOAoiesIXCXwXEXoSsJI40cpYWwoxZow1kSRoZZAGGvCBKJE0IslYeoTpwHHTlU4eAxSY7DQttzYleAp6/mo+nDdeqiVYKQiGa0qxusOU2OwZTpk/eQqsVnmP35uhNNnRrh5h2LHJsnOTSt889WEuaURbtkuGa1pAq+LL32MEiSpRBhDkkastAPmllxuvqbEjbtaPL0/YN2ooBxUuXmX5mfev8R/+Lzm1ctVVtua1ZZiYcVhol5htFZitDZCrRwzWYnZenOE7ya4ToJSKVLYZMJgF1UcK+YXHOJEESeKKFaEcfYaScLYJpC9SBJGwiaokSCMjE3uY00Y2uscRraU34ssBTIGOqHh8kKS0SO4PONw8rxEeW1+4J0dTO9K+etPT3zyww/8gQ7G1n/u9z79x+kPfPjPH+R/7gD/jU/+AbOrgVo8t/qhbuf8b+8YPx284/Yxvvicw2eeWOWvfc8MWyY9epFHGDukqcAgMNqCQUmTyWGOTSwdiesKvEgQuoLQU0SxBXocG6LESopxUnimkKSGNNWkGsu3NX1wCwFKgiPBdcF3BIEvKPuSSlkxUpaMjgimxhK2TneoVlb53DMRTxweY3Wxxt4tiq3rXa7e3CMVq3z1xTIV12FyVFEt9zh8Gttxv9nQCRU3XB2zd6dh9krKwopHt1fmnbe1eOpQl5OXFZWSxPdqXL9D889/ZInHX+3yxccnWGoatk6lrDQc6jXFSMWlWnaplAyBr/E9je+kOMpSLSntPTAGW7DSgkRLklSQJII4kUSJII4lYWyVlygWRLEhiiCMU6J+0LBqUy8eJK5hbAGeZMUwY+z7TgLH5jSbphv81Xf1mKqM8vDTFQ6dPxp87Lu6v1s28Y9es2X0M8888YfpPff/+XYN/bkD/MadqeyFqx+dnZn5zw9983Jw23WG+69v80CnxJ88W+eXP53yzttW+MCbDK4KaPc84tghSW2k8VyFGytcx+A5Cs/Noo0riTxBFAt7c2JFnEAUS6sgJAPZL0k1aWrVhdRkSkmmlgghkBKUFDiOwHMEvicJfEmlJKiVDfWqZt1YyORoi8Ss8umnJJ/48jhTQcDeLYIt6122bdBsXb/C554zLC8HXDOtGK1BtRwzd04yv+LjbYcwFkyOSOp1OHnWsNLUzC4GXL0t4C23tHj4yYDxKvieh5J1rt8p+Kl3z+PKeb7w9ChHLgesa8ZM1RNGKopqSVEuSUq+g++B79JXmKSwO18f5NiFnWpIU0GSkgEd4tQQJRDHqQ0KsSbKX2NNFEMYW+tCGFtHZJgIokQQphCmgl4q6IQG5Xb54APLvOfWhG2TE3zhyQqvXAq5/7YeU8Hx4Mhx9euJVA7C+QNsnPmLCfCvfPXzLLTSHzlx+tVf3jx6tvbAdSM8d1yRxD1KxExWJM+/MsFTh12WWrP89e9dZnrcI4x8Wl2fKHaIEgc3dvGclMh18GJFGEsi15bSbcSxFzrOolKSQJxCmlolQWubcGltMLkOiI3cQgiUEjhK4DoWIIEP5UBTLSXUqwmT9S4To6s8cyzid79e4vjZOttGXHZOw6Zpj03rYPeWJp2kyQtHa5SUy+Sool6FejVkdCTB8xyEsIurG3osN2NWO4ZGO2F+xWPLdJU7r5nn6y92OH65RtmPcZWHECPs3Kj4obcucuvueX7361VeeKXOUtthqpZQLyeUA0kpUPiuwHftDucoiVJk8qFFuQGMMXb3yoCepDrb3TJpMdEkqQV3Etue1/4zi9i9RBAmgl4CnUTSSaHTM0RxyGi5zV977yJ/54MxcTTB0bMlfD/iwVs7XL+1xIuvlHn+2IXaex4I/+PuXTd7X/nqFz/xrne+9y8ewJOoiZTqJ556/Pd/8bmXL4/vvTrmxl0x3dDnxHlBmmqEMGyow/mVEf7dHzscOzvPe+9t8sCNIdOT1hfSCz3C2CNyHaLYwY+tvBd5FuBxLIkSu+3GSaZpp2TSH1nkltkWmoHbFimzyA2OsgUTzzUEnqYUJFSDhNFayPqJJnONDr/ykMtX942xvFLhqknBlinBximPTVOC7Rt6ON4qn3rC4czFCrvWSUarkpFKipQhlxcMviORAowRRLHD1qkmL5LS7ChWmoa55RK7NgV84IEGn/mGx7k5H9eJEcJFmwpxIrll+wpbv7/JV/d3+L2vjvHSuQobRwUTlZRKkBJ4At8VeK7NVRyFTZyl6JesDXaRaYNVWlIL+BzkSWopnQU7RKn1ukR58SgRdFNox5J2At3YEHdiNk40uf+mVb73vg4P3ihJ4jqzS2UwsHcHxEmVV054HDgVcdW2NoG4NH7m8tUf//4PfK9aWGz8xuTEn08x6M8F4AvLDVqh82P7X3zyF/ftOzMVCI/9RzQ3bQu5enOA0T5zy9aaWfEMUxXBlXaFP3rC4clDZW7a3eCjD3Z4zx0NJkY9Oj2fbugRxy5R4hLFTj9RShJFnEqSRBKngiSRpKn1iPe5thb0WYmxkVsKUMqqDq7SeK7G91JKfkK1FDJRb9ONu3zjsOEPvznCC6/UGfVcrt9oWD8mWTfusWFSsmldxI6NKxw61+WhpyYZUQ6TI4JaRVArxzQ6KV9+LqDqGYSwwOqGDu+9O+RLz1tPTKOtmV9x2DRV5X33tHnhWIujJz0qfoKSwoJcl+lFluv/0Fsa7Fo/z6ceb/LskToXVkpM1wQjgaHsaQJH47ngKIGSdiHbSA65O0NnVE3rwQ6XZEC3AQLiVBCnGbBTQS8RdBJBO8XmPFFEpdThI29b4aNvbXLz1YaJEZ/VRpWVZpluz6MbKpYaHlcWJScvRrTClDuvcWg2AlZXX5169fDUL95z97067K78ll8a/c4G+PLyKmW3h+fLH/6jLz39b4688uXxG7cssXWyykozQKmIdeMJndAlSRW9SBO4mqqnmdSSRelzqTXB5efLPH+4xWf3tvjQWzq84+4e43WPKPQJE5codoljt68IJKkiSbOCTToAuDZZ5NYDy40QJksqrY/DcTSem+J7MSU/olrqktLl0f2S33+szitnRxCxz7ZRw/q6YaKumBzzmJ6QbJiM2TLd5OJCi//yxQpJWGLTJkG96lCrQK0cI9yIZrdCvWoQQmAMxIlkzFckOqEVe7Q6KStNxeWFEnt2VPnp717l43/gc36hgqPibGE4JElAL5JMj/vcclWTvTvavHr+Mn/4zRJff6nOTKNExVdUPai4Bs8xuAocacv5QgybjzRgtF10qRakBpJUWP08FUSpLRJ1Uxu1u4khSRJ0HDEedHjng6t85MEW916fMBK4hFGFpdWAdqdEt+cSxopuqFhYFVyaS1hYTTCJ4LHnSyy3odWbw3G/ODU1mvyb2tT9ydHjl39n2+YapXLtOxPgvV4XKH3Ps/te/E9PfvPR2unLbc5eNnz4LZdZv85lsibpRSWEqDC76KCNjSyeA1XXYABXKppxlfnQ5wsvVHjilTa3P9Lmb32wxbVbmkzVFbWyQxR7RIlLkjh9kKc5wPPuHmMpgeknlCCFRmUlfsdJ8L0EV0U0uzELzZh//7mAs/Oj7D9ax2iP8ZJgasIwMSIYrynG6y7rxiXT4wkbJzuM11f46sual47U2btJMFqVVMuSWllTKUUIN8T3HRxlf78xkKaSbujQ7cUkWtDqalptw3LTZXapxl2729y5Z5VPPRJQWlY4MraANA5J6hHFtsdzoh5w6842t17V5sX7Zzi/IPndr9eZXy1zacnHU5KKK/ByGiZt4tkP5DlVwUbyxAgSDbG2iWMvgUgbSBNIYqQK2TDaZe9Wez9uuzalFjjESZXVlk8v9Akjl17kEicOWguEgF5kODOXcHbWUprlpMdoucsH32KYqBiefuqp8etuLv+nvXtvXel2uw/9WWLyzwzgTzx3gnXrp9VDn/vdq5L2idp1Wxq4VDl52ecXPlGiFXf50JtXCdwei6shxy+N0G5bHctVttQM9iYEUtByXLqJw1JU4usvjfDMkS4VP+RH39Vg83jC1g1d7rquhSNsi5gQlq7YqqT1ShtTiNwYhDQoYbVcQwIy4dWzkn3HHB5+ocqrF6pESZmqo5gsGcYqhtGysTp4zWFsxGG8LpgeS9gw2WX95ApPvBLyaw9Psb7uMFmDWkVRqwiq5YSSH/LMCUUvcnArFlTGCKJEEjiKm3Z1ef5w3RqfuimrTZfFVZ+5xVF++t1zXFpc4vkDk7gSEDEaSBKHKHYJI0m76zBaDajXKty5q8P9ezt8/5sXOHZR86UXAl44VuLEmQqJcAhDRSdWKCERQqxJPLOagNEk2mC0xhUpI15EQMydN7fZvr7HpomYH3xHSMlTVAKHKC7TaHuE2Y4axTZPCiOHOLX3tl5NuGZbl1g12bojouQmfPhNCd3uOIvLdU5d8Dh0apWDZ75Re2Dm4lXve98PqKj1aupVr/vOAfj8zKtMrp/0Xnjxub8SJ61fTtOT7N7hsmm6yo7LPgdPuuw75fB/f6ZKL0rwXcnGEcl4xW6dStooLoRBpbbgUkoNPUfQTZ3sGdBqpfybT41ikph1kz32bOkxPpLwobd02TIVEcci49sSCpGbjH9KqRFS8NnHSxw6XUE4DudnylyeKxOUFCO+oF4x1AJNLYBqSTBSVtSqitGqw3gdJuoJ68Z7bJxqkppVPvtUjW67wtWbDLWyolqWVEuaapDguhFffT4g7EjcKZAZmOJEUikp3nl7lydf1rRDSbub0uw4rLYcZpfKXLu9yofua7L/1TLnl6soqYE448sucWrVpF4kafccGm2PaqlMpRRy7aYed+zucXG+wbkrqzhuysEzDp/5ZhmhlAW3kMM30WhAgzHEUcrWdQkfeUuXiVrK7q2GdeOQJi5hVCVJXFaabpb/WFAnGV3Mn2kGcEel7NwYcs/eDr4X0Q0DLs1Nc+T0CAdOwLnZHqu9iI45xz160y8ffuWFznL36k88++KR6O7b/+ebJv5MAN5rnWDp8oVdMrr4K49+c788dqnKnqvbvO3WebZvLdPoeZy85LJjXBCnLkpCydVZlp9VKaWxhRZlPdhJCkEKFW2IU0GoBWHqEmqXWMNCu8Y3D2kMKX/ygh3ZgNHZM6/iZRKZEAihEEIilSKJHaR2cB1J1Yftk4aKa30vZR/KvqBSklRLlg6NVCWjNRgfSZgcDdkw2SJlhX//xwFPH55i5ziMlrPoXZZUSwnlUkSl3KVUKuMrW7ASwia7WkMcu/S6gm6Y0goV7Z6m1dW2Za7icWluhHv3hPzMh+f4t59xuLDqI4TGmBidGuLEJYolvdCl3VVUuw6VwKNcCij7ZQI/plqKuOXqCM+Nue3qhB98sIOjkqwIZFWsIVKeUTqtJUJIfFcBHr3QYWnFIU1zKmh3y0QrkkTa96nMkn1FkoqhxL7Z8YmSSZTUpKmk1XU5PtPjxFxMEPT44L0JN2z1OXD8oDw/W/qViYnmU0kcvvJngc3/aYB/4eFP8dyxcmkyePX9pn1MbJioEceGw8cCTl/oojzQkY2m9ZIBYWxpPIvceeKljcFR1gXnpjaj9wuZfaoFiTbE2lbLIi1JjCTVDrH2SbP/RvHRr1IKcITIFhAEJUPgGAKV4rvgOxB4hpIvKHmScklSDhwL8IqgXtWM1RLG6yFTY202TC3xaw9rfu/r69hcV0xUNbWKolpWVMpQLtk5hVeWNKev+AQe2byW3Okn6EUO26c10xM9mj2Pbs9kUVyy2nKolgKq5To/+OA8Z67M8usPbcSRDgZNqlN7LRKHMFJ0I2uK6gSScs+h5LuU/JRGy+YYnpviOimum+JI2yghpS3ni+xprSsCEBnIBQ2duSy1zWvSVKK1yiRY+3OSin5yn6S2UqoLABcC4ljR6Zm+fUApzQM32cFFJUdR9WucuFBiYSHl0Ev7xNvetPP973vrjtNf+tLvdd/znh94YwF+227pnbp4+eceemz5527c3pRvvT3llTM1psZ8Ls45LDVThDGM10wmUxUKLdmrMSLL5K1klfQLESYrrRffD5xyVssV/USpyLkh3x1MtkNoHAmOssqCqwSuY6xu7AgCXxJ4kpKvKAWKaklSLRtGKin1asJYLWRitMOWdUu8cCLkU49vYDTwWVfV1MrCgrskqQSaSpBQLYe8cBwOHitz1aTJeO+gbN4NFbftNly9pcuLr9TphIZuL6XddTKQu5SDEqWgzve9aZmDJ+Z5/ug0GIXWqbXDJoYkNn0/STd0KPcMpUAReBrfc/G9FN/ROE6K61iLsVK63zQiRR50BnxukJxbC7HOFSmdy68FKTazGhel2TQVWQ5UuM/5vTcCIQ2B56KkYHHZ4eVZODeT8uqFhOmpttwydvmfPL5vwmuE9V8AojcM4MYsybDX/flTT/ze//Hsvjnv+HmXH37nEtftjBmpjFKvOiw3JO2eJk6ycnlWSTOZDmvIpSqR/TPRB3oObm0GgB/8+/SLN4XK+9COm9OfvKCjZFaxVFjTlmMbBnxX4nuKwFeUfEG5JKiWDLVyykgloV4NGR/psmFyheePd/n5317HhUt1dkxo6mWolRSVkqISQCVIKQUxntuj0TMoqXCVQcrBJ0szn02ceNRKMZ1E0wnt+TydXkqrI2mUFOWWT+BX2TYd88//SoN/+knJc0fXYVBoo0lTTZImRIkmihW9SNH1JaVQEXgS3zN22q2jcV2r9zvKenuUyrqiMpoisp11cHNtad9kQcRkXpY0A3ya/aw1Gcjp/1na974Mktg8iOnU/r0ogXYXlhsJF2ZTzi9FjI+3+L63amrOvLe8Ovf33//et7vfP9/4R5umRv7U5fw/NcCff/E5Dr/0kEiT7vcsLVwJdm8KODun+Ne/J7jrujbfc5fGdca5OOey2lJ0Q+tryCtmFqiDDhTdLzoUAT14b7SxXeQmv2CDJ2sAntHuLLG0FEVJgVJWLnOyVjTXkfieHQAU+HYkQ8k3VAJNtZxSK8eMVCPGal02TK7y/LEO//QTExy/MMbWMauwVEuSSlna6F0ylIOUchATpxH/9ZEqUilcaVBiIBNqIzLd3uWH3r7C116KaEU+nTDvF1W02oqG7xB4Pr5bY/fmhH/x40v8408Inn1lHdpIUm3L6nFijWZhpAkDa3f1fUHgCnzPVjY9x/Qrto7SSGUTfCmMbZTIAT4oeQJZEMHWEqzaktGPAqC1IYvaDBXX+vc0++fWGmA9Lb3Q0GwnXJpPWOhGvO+tS9xzjaLXHef0xYDTVy4G8pHH/+4H3vsOMb/Y/AdTE386bfxPDfA4Tom46j9dOvHH16wfi1FX+4xUBIfPKA4cN9y1p8mWCZ9eWENKhd+1GX+UmaB0amxE1vbVZCBPi6DXBe+EEfZ9Dur8wq/5XDnAcw9GXsnLo7fj5L4TietK69/wBIFvZ56U/ZRKyYK7Vomo17pM1hu8cKzDz//WGK+en2DTqGC8UqAmgUMlsP6VUpBQ8iNcN+Ty0iiuEiipM1lukGSmWUK2ftSQJDHNOKAbGuu17qW0epJSRxF4Lp4b4DojXLMp4V/82AL/8Dfh+SNTpFpagKeGOEmzSK4JfU0QSXqe6lMw1wXXIWvzk7YWIMloCojs9XUwbukK2U6L6BeHhkCc77ym8L7geUlTss9pF2Knl7LaSpld0WzY2OG2nS7t1iSHTvmcn0m4shTRS/eV3nLX9jullP9NPP6ZAvxf/+qXefmMWz5+6GvXdzpNd/fmNnfsLjNRrzE24nL2Sp0Ls4rpEUGtnJCkttPEcawxKk4EcWqy7SqL5Bn9SAugNjkl6UdrM4jc3+KzSTEwUUkJUoo+uFX2GQb0BAIXfE9TCgwl3/LncimmVo6oV7pMjDZ46WSPf/wboxw+P8mGumKyohkpCaqBpBwoyiVBKbCLw5b6I54/Kmj3PAJFtsgsB8+bEFItiBOHSqC467oWL7xaoxNbmtINUzpdRctX+J7Cc72MP9e5drPml35ynp/9VXj26BSxlsRaZ83SBSurJ/E9baN35k1xs8Vtn2Q0ZUDjpMjzpNeCPC8KmQLA+56WPLrngDZrwZ15XBJNHGt6kW1+bnU0vqvZNuFx6lyJszMu566EnF9KuP26Va7d2ub4oYe87/nQg+XVmT/u1Df8j/vH/4cBvrRwirGJjfX/9Jtf+C/bp1bedOCIx+982dCOGrzv7i7T43Wu2eZRLQUIkeK5dlAlDKJoHFuPQ5LmW5rpc2x78cyAX5uBbyL/OQsrw7xbWEORyJSZ3GSk+gAHlTkGXQc8F9sJ5GUGKz+llNGLailkpNpltNrkwKmQf/wboxw8N8V03WGyrBkpQSUQVEqKcklR7kfvlMBPqJZ7PHHQY7URMDo6KJPngNFZIhaniqlxxYM3tnlin7ZdNJEugFwSuJLAdXAdD8cpIaXm2s2GX/zJeX72Vw3PHp8i1g5x5gC0tlcbyf1Y9t2FniOtl94ROFKgnPza0P98+SLMqYrIXWkUufTwcwjoRZqpBzt0blvOrbe9yNAN7ec1RvDqyYCzlwTLrYj5Vsx7H1jh++6Hfa9WeOlk/Kbt+y//Zm3Tx/7q8VPnV3dftfXPF+ALc7OsLi//bIXTHz10qYXv+mwalfzRoxLlLPDdd7ZYP1klTqx+mpvgNVnbmYBIgZMMfA86LSQmOec2ZjiRXBu5M6TnFbk+95a5g27Au3PHoKOw/gzH4Lq2sTjwNIGXUgoSykFMJQiplnuMjTTYfyLk5351ggNn1jFVd5kqp4yUTQbuLHoHkpJvo3/gJ5T9iESHtCIfoSRuHsH7HDznqplBLHapeD1rF4gCRnOQ91I6nsqORJG4joPr5AfQGq7fZvj4X53j//zPmmePrSPWDmEqiFKdRXFBEGt81+C5tnfVcQYtfyrb0ez1ybry89eCMau/MIu5zhpwm4JwMMipcqdiPs/GZA0pOhtlkY21iO0s9N6iRnk93ntfg+9/QHHpyjqSxIXeCo88PfPRu+85eDqO43/45xrBjxy/QLm+eevBZ//z3ouzM+y5SmJSK6npM/BbX1jHN15e5u9+YJm7rnVYatQQzVI/8bAynrQlczlIOvqJSR/c9GWmtX4SU9wz86hdTCrz7Tbr0FFZMuU4BldZYHuO6bsHAzfNeHNMKQgZrXUYqbR4/mjCP/i1CV4+s47JEYfJUspIYKhm4C4FVk7MwV3yUwIvoVaJOHrO8Pj+Cp6UuEpnSdxAo8gl0ThVJNrhgVtirtrR5vSFEpNlsnYw2wPZ6WVR2FE4jms7nKTVrq/bCr/0U4v8w1/VPPXqJL24RJjaPKecebh9FwtyJ9+9dEZRJFKl/R1OSVEAuCiAnNfwlQHIBzvrIJJn+VRfBSvYcDMK1YuhFxvakWCpI5lrae68fom/+8FVrp6ucvriJK+e9jh6LiExhh3qAvv2v7j3b/7Uj2/ttS+fDyob/+wB3ly9QnWktm3/S8//u4uzK9+jzDKbpmC82mO0ViKMDfMNhxdeneL/ChX/4kfnuXEb/RKuLRKkgEFKSSJtEcfNQF7kcsPR4XUiiI0tWQRfA25hkCqXBS0YHJVFbcfgORrXtdzP9xICLyHwI8pByNhIh5VWhydfgV/6/WkOnZpgIgN3vWSolgSVQPS1cqu8aBu9PQvwkh8SpSm9bkCg7CKTorD1k1cLRZZoOpbLOyFhZOjGogBwjeeleK6D60ocpVDS7QMcATdsF/zSX13h3/xBwrPHxplp1OhVJPXUUE0MQTZxwHdNpv3nSorpR++cquQA73/e7EMXcd5niNlNGeysA1rZD1aZkJBmxbo4sV1DUWLoJXY62Xwn5ZbdC/yjj61y/dYK52bqnLjo8syRmHPzMZMjKWOjDdZNLX7P/peeS7dsu+7vnr9w6dzWLZv+bAH+wuFLeF75jrOnjrz/+KkTvHDS5+DFkOmxiCS2J4KNBJLdU5JzFyf4+d8R/OKPrbB5PKbZDlBK4zoSY2zXt5ICJysOuMr0izbfDtxrWWF+E+y4hzx6m4yemMw1aCO37cLX2ZiJtA9u38vAPdZmYaXLL/7XMg89N8lie5TJEclkkIE7sLy7nCWWJV9S9k0WwS33DvwIiHjsgMdK7DHuM+THRhS5q+XhUexQ8x3ecnOH549HtGKfkdhO8OpFGi+0XnXPsQB3lEFJFyFtgQYD12yW/Nu/1eRLz3f5hd9ax6XFUbp1h7onqCaacgJ+bEcve8oONHLzRFOKfhKcvxYT9eLCFKLfKzJEVfJOoWK+pPNcqlCoSxLb4Z9mu3Ynht1bW/zjH2yxY3qUszM1Wl2XydEe993S5tY0YeNYzJYJxTdeOs7Z9RPv3zzt/de02z33ZxrBjWkAtatPnXjibz936RXmlwNE4nDitM8xbSuEY2VBvYItkAQwu1jn7EzKVM0hzWyTSmocx0aKVAq0EkP0pb/VZZl6IZ8sxg0yxQ0B/XJzrgKoHODKWH9LVr1z8zETbornJgRejO/FVEtdHKfDEwdTfvPLNR5+eopI15iqCSYCS0usBJjr5Cp7iixyF6N3jOOEPHOkTidyWF/OP8/aCJ5LaZI4UQSu4s5ruyTaArwbC3q5GpKNaXCdXOJUGRBt9dGCTTBRF3z0zW2q/gy/9eUuTx4ZZzYu0QkktcRQcYwFuZPlIcpkeYnpH/0is92m7x2XIBlE8eL5sGZwO4YAvjZvSotqirauRYOtTQSO4ap1isnaJKcu1mh1LFYmRhJ2bvRQ0iHVFdpdxdZ1ghcOHMevX/u33/PWe1+eXWqfnB6v/M8DPGqf5szRzxGURjf0Vk7cv2NyHuIJ1o/aTvYwsZp2jsG8aLNLucS9KWbm035yJaXBRffVjZyS5OX2PtceKuAUwkb+IswaapJX5axjUEmyTnzdj9yusl4M343xvJjAjSiXe3heh9//usO/+p0pTi+M4foB01XBmJ9S8w0VHypZh33Jt9XOICsIWf9Kmu0Elp4sNlPakYenFJ40/QQz//yGwfdNMx9HlLiU3B7T9S6rnSrdWGTj1myu4LppJvOpTO5UFuBDiat1Pn7PfW1u27PAL/1uj9/76iTLSYWO71JxJTXHenB8BzxFvxnCyYs+2c4n+1RlUAAqBpUiWRkCeg7w4vu+pWJQzBPC7iabxqBElacPeDhKZhKxADyMKaG1TUTDSDO/knDo3CpUXr2/2eltWFppnDx49AI3Xrvlfw7gaarZsftd286eOvprz++/wLZ1EW/dtMyZmRFWm3agZTcUhBHEif0iQtiIJ1A0OwmlIOl7H4QAmXkSclAXwW2BXbC6Fh4CM4gmWfVNFgEuDUpq5FDkTjOQJ3iOpSS+F+K7Xc7NJfz6lyp8/qlxzsyNUiu7jAUw6qdUfZOV3nNwywzcsl8UCjLu7Xt24dQqIZ97xuHk+RJBNl6u3y7GAOX9MQ7G8vA4cbhmK3zXbS1+8yvjtMsOtWxEgx9leYPSOI606oeiAHK3EFbtrrBlQvIPfqDD3u2X+NWHxzgzO8JyUqLjOlSUoJwB3ZPGLpxMZervfvl1zeVD7K5b9JQU+fhgp6cv3xZppl5LN7MZNCVPgBacvgilwP6uNJMVo2znavfsYP+Tc1CpSppzxxm7/bpfu+OmW97Vajf+m1Tl2wI8DCM8z+XEsX2bnnr+xM6nDi9SubtLI+ywfVMTKUo0miWWmvZkhU5PkiRWovNcQynQ2VY6AGHxsmgjBhXJwvtBZMjDthnigTmw7WtmGsrAbVWTPHqnuE5iO3ecBN8P8ZyQVhrxK5/2+K0vTXN5qY5WJcZGFGOeYcTTlLPIXe6X72XmU8moSaad98Ht2eplGEecvOTTjnxG/UzFyYtOuSpR2KH6npTYoVZx2L4pQvk9WlGVricoxYYwB7iTZoUaZXVsmVuAXy95VUyOdPjp7+nw/gdm+a0vNfn1z46z2K3QdQICR1F2BCVl8BNjo3mmbDlyYG/Iq5yvieQM05U+cAsR3RT+TK9ZCVKAVHl/qmapEeN1LY2z47E1q23DUsuw3DEIJ2bjph6+0uyYXiJqvrJzeaG06bZbbjmn0wipvD8dwM9dXMD3a5OtnvPpS+efd2cXKvzcr9SRTsgt13bYtanLe+5osH1jhbnFUZabPnEsEcJue7aSlvYHZUplbPTuX5wCJRnE6Nd5mIIcaPrAHqInMnPJqTTj+imOSvHcmMCL8NyIRi/imUOS3/96jc8+NU4vreJ5HuOeoO5pKp6ds132BuAOfInvS/yMmtjCUKZMZAD3XFv5PHvF8ORLZaLYxa+Y1ySYg4Wdc3BrRY1ihes6PHhbi0892ub4pQrdwM57CV2Dl4Aba9xIo5S0urUUSCEHw30Y7IapliRaUvYd1tW7/J/f1+HaLSG/9/Uq+46OsNCt0FMerusQOIKSBF9mMmour0pj6wmCAsiHPSuvN1x+WO167U6ce18AImEQIaQ6xcl66ZLEsNyGmUZKpdrhg2/rsntTwu27wJEVDp+p8Oy+/e5P7b3j07ByY9hpLXw7DH9bgDv+iDx17uQdzz/7xMjJsy5VT3LLVkEnKnH+bIlTp1KeOhDzo+9ocvVGO7og9dIsoTRZYpeNO85M9vZmr/nW5vWBXdwSJfbfE/2Ssu7bPS3vNjgqtQBXaZ+OOE5Mox3z9CuC3/5Kja/vH2G5UUWWAqolRd011DxN2TWUPUPJI4vaNnKXfEngKQJPEHhkDj2dgVvju5Z/KyfkxCW43AhsYSXjt8OFk4F/xvZBisznLokih3U1wdWbuxy+kNCJXTtcJwYvsm19rkozipIXakCu6czpe0QyGTJOrT/8Iw92ecftK3zj5Raf/GqNfUdrLLXKNKRH23PwlMCTAl9iezilwRF5XpNNIRCZ7ZfhCN5/X7iJQ7pAIX/K/UGpHHiPomRQTdXaFqluvzbkB9+RMl6tEMUBZy56dENJGGs2T6QcOviNkUr5gTsm1+/6Ct9meNC3BfjslVlfaP2fq87ZygO3uFxZ9Gj3rD4bRoYwVsSJz9FTNcbKKeUgxffWUoXMnplxY5F7j8Xr/87hPy54I/pRO1dNcmDr7DVFyRQvVzNkzEIr4YmXHL78dJWHnhxhvllBBAFu1aXmwIhrO3lKLhntsLzQPmVmOc14tyfw8+idA9xJ8LyEwIswJuax/T7nr5SYGBO42WLuy27DX2tgP80oRTd02bpO8ODNHT7/XEQ7dunGgsA1eImN4mFsCruU6uvVCDlEU+xTDhoVtNXbS37IR97c5W23LfEnT7X40tNlnjhUZb5Rpis8up6D4yocIXClwJUSV5iMahkUokANed1I/nrcfADugT9fSWvViLMEV4nsVcHkCOzZNMKFyw6nYpklmtan0+4arizBhrmZyh13iP8ct+euBbr/wwBfbWuiqPexZ5/aVw+cZW6+RnBlscxK07ZIhZHtwJYSRso6oyQJvpvdgAzgShpE9to31w95jwsNEMWoUEgoGaIlOpMDdfbftXTEc2KCwA5kP34Zzs0o/vCREb6yr8b8SgXcAKfmUlaSqmuoOpqSayi5ELgW3IFrZxJam6ksPEX2z00Gct0Huefa9rTTM5rDZ31w3WybHygoYqgsOOCnfRtpKkhSO875+u0heza1OXa5TDcQlBOBHxtCRSbt6Sx652pKLkEOuEpfZ8+kSK1VNn3AdryXSiE/8s6Q9961ytdeavNHj5Y5NxNw7HKZaNUn8R16joNU0pbzASd7zSN5n7ow7CV/vbjVp5cMOqzynSHPU/LZkLbqCq+cNFQr9v7mg/zbXcNK23B5FVLV5KUDx6hVy98uRn9rgIukKZSOfmZp7lh9NYy5vNJmz/YVer0ySeLT6Hi0ewoMeO5AKnOdNFMPdJ8+CGm5t5A5cHM9e3hPK0brQSEnf593oGg7+kGm+L6dpJqkKbNL8Mg3HU5fKvH4CyUur5Q4PVMB30eVHQJHUXEMFUdbFcG1g/MD145rsyDOnzJ7qgzgZJw7A7eb4rs2etuFFXF2AY6eK+PKYXmwT1EY+MH7ykKupGhpZ7skLnu2drl6qsMrZxI6iUs1FoQOeNlMQFUAuJQCIeVQJIe1xifRT2aTrKcyTl1C16NWiviht4fct7fJ5ZUmj73oceaiz9f2l5lZCki7Llo6xJ5CSGl3CpH9PrLkGV5DW9aCvf/9yWoV/YWS0TgsuB1p8BIrkba6Ke5KisEO7290IDSabhyze1uXWk3x8qFjEx/4wF/526fPXvn4zu3rXzd9+5YAf/SJh0nTlP1HF3nmlRrSc9m2ocfde1rsWN9gtCS54aqsJzIRGQB1Np5BDzJvMUxL8lZUsWbPHvycAZvCvyvyFivLr10/JU4NZy5a//kjL5R55azHkbMlmqFPGPngeqiai68EZQVlR1Mq6MC+k/s0ctus9YX7GS3xPIXnyWwBmAH3dq1D0nMtzw+8GKMj5pYlofFxHIknDU5BZlsTwPsgT81wv2OUuAgcJscipOrRjl06jrBKRzwwjDlKD1UgZS5SA+TDjshPfx60luW9k26q+uMnOqHH9GjElnUxt+wI6UZdfvRsg1fOeTzyfMDhswFnLgTEiQJfYaRCC1n4cvnJ0gPOkmvl/bpz8c/FcESX2SKRwvbNSsDJdokkMRiTsnVzyIaxkJ0betx1bcL2aYUjq+w7slA5duSbH5VSffx/KIJ//ktfZbXRUi8eOCZOXTBUHUWzU+HlV8ocPJ6QpDHTkz2u397hLTc1uP+GHkbb9q+R8nAGHSevt2UNc/CchgzUEnsGj8joTRwZOj0L/HOXJH/wdZ9OrDhwJODURZ/FtkeYeuB4oFxUTeFJQUlBWRkChR1nprItUNmo7bnCFj2K4HYlXkZLfA98j0w1sSVz19F4bpJVRGNKQcT8Ssojz1ZptHxGR0SWUJu+6Uu8zr5tTNZA0OfikjBUTIwr3nFXj6/t63KhUaHrSktTHHATgxvnmnWmscvUyoUUZ53I/u/Qxin8Dgt0L1WkjiJx7diHOHatlOrGVLyY+65PuPPakPfd3+PERcnBoy7dSPF7j5Q5O+uCkHS6DmmksnKnxDgDIJtCc8fQXRZrfjYg0oHmIIwhqGi0myLSlAdu6vDAjTF7tmk2jSuSOMBVFZqdEs22w/b1GhGdFRu27FGH9n8xueGW1w7x/JYRfKRW/ZXrNrVuWB8oFlcdGm3Najtluemy3HaZvVLi6LlRvvh8TK3aQccht+zs8pEH26SJJklgsm646fqESmB93sWIPWRRK0RvKQ2NjuDgyy5LTevae+GoyxefCujFil6suDLroYVDbFy0cMFxEL6DIyWeEgTSEGTA9pXBV8Z6wJ1M83UGkdvL+zL74FZZj6boR2/P1XhebtBK+9Hb82KUivjmy4rPP1dFeY6V24b497eO4LkWbnm4JE4VvZ7Le+/u8tAzTX7vsRHaSUAl4+FuzsNjUAXt33pG8pWUR1BZ4PoFgGsbyRPHRnLXUSSOg5OkFugqRSk7SH80SLh7d8Jdu2OMCPnQmzv0YjvO7QtP+bx41KPkCxabDgdfcWl2JKKoib7eys7us9FQCTQ33hQzVU9Js06vD70lZO+OlCj2qZVcyl5Au1Om1QlYbvgsNTxW23Zg6fxyTKncu+Fju6q/Avz0f1cEN2YFqNc+/4U/2X3qSk/de02XhZUq8ysOq03NZDul0UpZaaUstgSLnYArcwHNSHN6Jubhp0KMjjFJwshowh17Q6pBii6Ws75Vnp2pDqttxb7DHs2GQjqSUEtC49jIJBybaksHpIOUElcKC2Zp8KXGkxYIngJPDWb0WZCLQcODYxsB8sbjIrhthM9stW4ewdPCM8F3YoyJuLzoEYUB/ojE66sC9HVkUdzCTVGzFgWQS1KtiGKX0api80SEJ3p0E59uIig5tlE395AMkviivVX2f5f9HTIr/ujCEHyd9UcWRj8kaVY3UFnNIiFOUlScZod+pUiZsGlCZzuG5totPSLTRTqaRkOw77DLasfSpm8pkhduvdaGsg933JBSHzGYWGJSB2E84rRMtxfQaJe5uFxiqRGw1HBYbUlWW4LVVsLiSsrcasR77ovU8mpv997bP1i7cHm1uWVj/dsDfHF+ASlXPl7i2JvX19pM1lPGam3Gaj5LTYfVpstK06G2mlAKYkqNlLIrWOlJGnFAOw6IdYoWKc1mwsyTKUKn5FOTBkaTIsiHzcdGSHSeVpO9CtVPcoSUmZSVgzorO0uyg1tz3bjw6mSd9Irs6D364LZtXXa4vu8JPIe+xdRG8CyKOxovq466bozvx1xc1Pzu1yrgeLhSDBLMPj0Rr4ngxUpfPiTUgs0O1Ylilx98R5c/eaLLkbkq7dSlnNiBSNYFOJgIJlReExgke33jSL5TaFkweOVP3ffCOI7CTdPM8Zlmhq5B0cz6xrP3IhMQZIojDMKkTJQN77lXg9BDIsJQvcPkNgUBRmZWDUkSeyQ9RZI6xIlDFHl0I59Wx2elGTC/HDC3rFhchdVmSqOdsNzULDQhNZIjp1OWwzNv3rbzwseTJPnr/80I/uWvPooQ0jtzboaTFztMTHS5fitM1AO6vRKLqwGzyx4zCy5SQpzEJKlGoLOETtBJFb3UIdYeqdaFg57M64O8nySJwfsseRFS9lvQlABX2LKyL6xb0JX2Z0eSeSqy7vHcSORQmINCdjLboKt+AHDZpy2+Z/otbV5WjbWDcxLcLHp7ToyUEednBQvNAOE4+JIheiILXydbxv1CT7Gpo8iPk1QRJS7jtZCt012OzYZ0U4deCn4qcFODm2Q8PKGvLA0UKDUcLLIFZSft5gcBiAI10jipJlUS5eTHl6vMrJYisxpG/hRSo0Q+GUv3pduioEC/rG8GlAxhC3q5Rt9PsAcTs+xsQ5du6GWnNXtcWVRcnNXMLiXMrmgWm4Z2rHGDhD3bu9y0O6TZq/DSi4962ry23vMagPvivL0xxrDvpM8fv+DyXbc3ePvtTa5a3yIIPG7Z7bFrS8CXnw64NG8tmCXXSkCOhCAxhKmwT6OIjbLDfEw+fcoMudCKLrWB9DTQSx2BLTiIwYg3VXjf/7OswWBgBaXfYOspYcE+BG5pX70c6HnymYE77/5xdJ+iuI7lp54XkxDzpWdKzC2UcEcUXtHDUVRQWLNjDxmRxJokUNEL7QTbd9/T5plDPZpJQMdxKCWaKCunKzkwROWGMwu0/DfliebAY2+lw2ymioE0sys7WpAogZNKHCX71ookA/qgmKb7BbZcBhYFgOc/51+yWL3Nx8Llh2IZM5gEbI+rySJ4bIeVRrGlW8utiCdfiWiFhno9xqkk3LSxx7tu7/DO2xIuz5b5/JMxj75w6XWp7xDAf/nXP8esLt178MDjt1243CVJFVNBwOP7Shw4GVKvRozVIu69IWS0EnNm1naOC2Flt7yrxpHgpeCn9pzGWAsSY8fzpjn3HMZ3JhmRSUZWK3VE3s9o+mBXcsBxVQ5sac+Tz0chFIHdn4OisP2IrwfwPOHMebeT0xKT8e1hL7nnxnhuxGxDs/9UCRwPJ6MnTsGglFf7xBqEG8RgYFHfUjrgxUmqiGOXm68KGa93aayU6SSKsgI3sd9FpcY+4yLArQI1yNllP3r2W/+06U+p0krbhhMtSJUkVZpUCZIM5MWKdG6HkDnI8+gt11SYRaHOwRqAF8bCaZNTMptcx4kijrMT4BKbO1RKMTs3d9m70qZW1bzpxh5jFcFoWTFeq9BoeLgq5K7rlplYF9z2pgfuvveXf+73n/bqH3t9gG+ZcHBd3nPSKd1UFi63bvPQSUo30iy3A5ZXAhYWDCfPWy255kItKBjmkwyAiciiagbuvD+vb439b8wzYQDqog9CisFMQ5mDXQysnra5OO9UsbRE9btXBsDOm29t9M44t0Ofb+eSoI3YA3C7fXdijCDm4ad8nnmlivQdPCns/O2+g7DwfQo7VCGID0aj9aO4TTRTrej2XO66rst33dfi1x+uEqU+7VQSpIYwyQsjRdefzuicXrOgvlUkB+3IrPNd9MGdKolS2kZ0KbPRErpgRR54gAaWieF6R17HKCI89/Vrk4+Bk31tPklkBmyVHUNjF6BSmqs2KPbudK2nSQREscdyw+fsJeteTTUI06FU9m86dsx7T5qKp183gvfap/H82jvOnfjiD8jmRVZ2CKIIZpc8VlqGVtuebtvuacLYjnpws1EMYC+YI0EluQEq62zPjsRIpRiecVIEd2Ebz4GhCp4HKRjitfn2rFSxzDuYXJWPiehH8awbxlXD4LbjFNZE7qxn08va21wnbzhICs+YiJg/eqxGanxUv3pZTDAHfY25sjHEwbPTiPtj67KhlXaIvyJNHQQuH3lLh//6pZBVHdNNA7qpwE3oR3EpDTIRg6qxkCDWclFZkCZFAeSC1MkahFUGcsegtKUrqTKo1DoYbfVY9gHdpyr96D3orurbK4ZZ2WvmHabZyRxxYh2VUaKyU/LsPwdFL3RwWiWMhm4k6fQUra6k2bYn1M2tpHRCSaJa3P+m7g/8wPve+vix0xe+ds3OLcMAb7YEQaqvOnJS7PzDrycYx/CRN0dMjlW5suix0vRotu1osTDSJIkuTDKyBxXFSa4cZKsb2/IkRXEmYW79GizvvMIlGY58svB+LefMI3lxtodSYsDFM8fd0LCbDNiOEgMlpS8H2o5725g8cELmkdspRG/fjdh/SnJyJsAoFyUlntT9CtyAoojh3HnobjOIaHrQAJEXfdJUEScuOzfE7NnR5rkTJWLl0U0EgQQ3NTiJsCalPKAkGR9GItBrACYKUVwUqFHeUparK9bvYsGd7c7KFMCde4Fs83ifexfvu+gTk0KimU/HEoMEMxu5nAM8jKzHKcoOEyuOgYsTezBtu6tpdVNWmwmzyymxivnIg226bZfJWrTTJOlVrtBfe00En1to4LoRUmhu2xWw1HaollaZHGlSCcosrvqsNBWNtksntEb8fNZgnGSzOCLNoLE2b2OzFkttrDqUm9/zE8+KBvoiZxV9e+bwKIictighbPe8GIDbJpmi3y3u9MEthwBeHP5ju+3pA7tfrexH7hTPsYUd2xUUY4j5zGNllpZKCN+xuntxEa71oBR5WEEizBd80cfd16a1Io4dJsYkH36wxf5TNcI0oKM8Sqnl4rmdVUkycOd7hc408dyYm1GVNXxcZ/Me9dq+SS1ROt+RTP+9zECtcg6edWipjIsXI/lgdx68H3RtFQ6lzelJNsy/G2anLceCOCYLnBZvnTCh1U5ptFOWmjDbgHrd5dyFUS7PaW6r9Ai7i/S6vddSlG889l9RUjK71GRxtYvA8NyRJu+7P2THpjJjIzXmlsosrno0Oopuzx7IGsXY9qIozSK1tnMwNDgGUHa7KkaOfH33b37fezIctfvvh8aLDSK2LEZwJQpRPKcrEuUMA9xzsgFAbn50YFbhdAxuvxSvs/fp0NNRtnPnyHn49NerhNJDSZVVL4cX4toK5tq6R7GhepiH59HNasN+6vDht/f47a90OHSmRKxcOlLipTrLcwQyNYXrZGx7mSim8Tr7XcPnFhUjearB6UuIBifNx0poS4X6fZv5XBbRX9CJGPDwgQdpeHcugjw3miUZyNPsCMgwFnR6knZX0I0YnF4da3tQQDdluWm4sgrzHUMQ9HjXjW3qI4JKGVrNF/n0Q+cwpMMAf+bQJa7fu7H8md/+d9uXl9ucvRSw2jZcWXV55GCP73/bKrdeFbJtQw2lRnEdj7Yns+1EEIaSds9erCjW2bmMpkAv7I2UWVQXBXQLMwyG16Mn+aSqItBzeiILETtPMvOpTY6TH/KacW+1Btx5+d7NG5O1nRnSbxHLezqT7Bmj3IiTlx1akQfKyeiJWWOPHXYQvkZFKfBhs1YLz7pxBoUfh4or2L2xx6GTEan26WqPILWebSfj4ErYuSO2sJTzX02eZA4iuRhUODM/jNOfaGD/TGlIpQW8yk6nkHowISC3Pqd5d3+/h7OQZBbeF3MtzLD+X2xOjmNBpydotO3swjBK+wDvhNYqe2bR4JS6vOXWBh97MGbbOp+5xSqLK4q5hkNtYnL7j/zAz5T/3t/6sY4QV1mAz8/P8czTrbc3knU/O1U/xHXbA87P+hw4pjkz4/NLnxzh3huW+Zvf22GkXCZO7FYfZwewRpGg3LO+49VmQpLqQaNpxq3z5vjigl4LguEIPuhjHMzOy6hJYY6HypPZ3COtCqDuv8+KPIpMC7fgtgAeDAVyi/SkGL1V1tfpRSy3NP/3H1dZ6gYI37X0RJqhXWUwOOdbV6z7QM94qdGDrTvnp2nm466VHf7GB1p8Y3+NpdAjkg5dKfGyHsrByIcsgudOvkw2zG20Bp2BW2OQa5QVkUVw00/Sc7ArKbIIbilR2h+en4G6T82GI3j/tejtpygwWEolpb3+CEGzrVlcien0UqIkP4EZwsR6lGrVkL/5/hb37vGI4jqnzpd46ZjgzKxhYrTNj91X/tmoffDpbq/zJ/0ILruv4hgfupc4fk6y75Sk1U0JhODaTfak4PbKJN/cl3DHHmyzrZsObXcGSAw8/SoovWYovRgGNQxHOTkEcDFESwa7wADYxZ/txR+MH1MFUDtS4mSUxOkDPOfcup9Uuo7ug9t1cv/FcPR2VYznRfzhYy6vni6BdJFS4ufW2MIN7p8Rn63eb+kmLETz/kkVBZqSaNtyliQu1+/s8D33NfntrwRox6crPXwp+kUfJQVxIcFbG8lFMZLnCV9B1TAGtAJl7K6gjbDgzqeEaauEDcZK5G5J05d0+yOYvw3Q1zYtS2Gy2eWGchCy/7jk1IxAFOoE+YyVsm94YI/HiL+eV04rtBG4TsLte9pcs12ysCJ46eACJ84fQ6fRgKJcv91KZqOuoq5czs95LKzYC5CXtSslwcSIR5yE1MoRrpP2NdHAS/DcHo8eVhy+NMGOMWE/dPGUXQZgtatZZFtaYZKSLEZv2/QqhqI2CCn6A+1fH+ByAPB+oScHuLFzsjMq4qqBWuIWhgMNOLeN3q5jp1atNDRf+GaVxYYPQaaeiEIy9i0oCrlHZA0Bf13ZLpcMtUSnuZriMFpTfPebOzz0TI+ltk+kHLqpzORJkak3YtCMLfOgMuDhxgy6fnQ/mudjHQROrqyo7L3MfpaQZgn9EMjzxmRpSDPuL7O+zf6rLPZxFoCfR31lcKRVqzZMrfDsSfjCC1N4SlFy80KevXe1ABaWPV581aEcyEwBc8C4LKxqjp2L2LClxDW7S4ShsgBfWXgFvzy+bf7iUz9z6Pgxvnagy407Qm7ZXafZcZHSmv2rpZTRWsRoNaRSDgm8GNdJqJQiHNXjwJmUh1+cIkolvdhk8tWAkuRbdzEqiwzA8vWiN4NhkMXInQ8NKs7+Lna42OHuDIM7P9kgj9yqELlfE8HzcRODkROOspXLs+cEJ84HaHyEdPrNuQP3YDF/EAVVYxCyil6UQSQvVPiy4fG5omIPfXLAOFyzNWLn+h5Lx0qY1LNRPLU0xSmoOIPu96LRKyPcuY0W7M9GFJJP0HIw4beY26gM6FKSce9CbaJPy0w/X8qnjQlt+tFeIDA5nTJ5pLeypO8lOErz7jsbfOUFwb6To7jSIwgkJQll15BoDfMJrU5KObDthFJAo6dZN9ngu97U4MB5Ram6+2c+8N57D7ztzSfPOc2OIiWdvjzvv2P/Yc3q6iiXZmGiKti0Ls6GU6ZUgoh61Y4WDvwerurheRGHzgi+8IzHQ0+Oc3p+lHHPZhJFvi0LXLl4bs5raEn+fu2F60fxYWD3XxXZKOCiDl58ZkdaqyK4CyDPzqt3M2toHr1V9rPjxCgV86XnqpxcLIE3oCduQboU4rXU69uR8OE5jGJAGYqnm+U22shhx0TEu+/q8OKRMmiXJLVc3E2zIZ8pr8OFC501fdlQZtu+YHjwkkDL7H0m6WqZPwWpIks2s854Ucg7MjejFAZpsmCm893EvpdyQMlyelKU03qhy7ZJl//wt+f5/FMNvvB0jYOnKjRcDyVdAlcx1jZMtA0VP5sM7EG9Jtk0UWFixGfC77FhxLyDJJwuO/qcQ+Yd0MJwzfaUB2+3GupYrcP4SI9SEFIKQoSIOHdFs9yxxpdPfaPE+fkKlxd9zl+u0EnLjJYlVVcP+zGGBjsOA1cObeliUOaWBcBLMfi7BWDbSmauohSGueegzuYTDo7t4LXAdgYDgvoj3hydgTyx9ETFlMoRzx1X/Mk3K3R7HpQdHClwxTA1WZtgvt5Mv7VMZYh/r5EMi7p4nDiMVB3e90CPrzzT4YXjHqbi0k19PEF/oan+7y/2tObgHoB8uO1bDxaYstE8lZaP5wBP5SDh1DJPNK2G3p+AVSjCDcm7pvAqrXJM/54PRlz0IgelKlw1Lfi7H+jxvrsXmF1e4Py8wx98o8pq10MbjzMzZVKjKHuCiicZr8LcqsujwmG0ssod90Rok5KaFGd2KWU0TTl8RvPQsxHX74qJowRBbOeZuAbPMzR7Hl9+psJqw0VLxUpXEaUKpRS+I5gq2fPmgzyZU4UERQ6v9JxTD1GQ/AuLYTrSf83HLxSjtxJZZ/YA3AOQ57ZZg+MMRig72SFMjhoGutuP1vaplE0wPS8ijlK+8myZIxfK4LoIqTJQZX6ZQnIp5BoO/jqJNsWoTTa0slDJLPo1dEEujCKHa7ckvPOeNgfPlQgTj1S6dLXCS1nzWXItnDURfHiH7TuXVb7YNFoJVC4eSIFRFpy5nNenjBK0NEidBSBtQZ/qAtAL0VsZ+xy4pCUyNSTSKnJKuraWogW+57NtXczODSl3aMO7b++iVJvFhuHhZ32aPYXrgeNKfEciNXQjj6vXR+zeHOKrBFWKcA4+/2U816G12KDqjPLIM7DcSWlF1hyl8uaCbPsvufY2lauDqqQjbMLmK1OYXpoZgnLaUCjGrKUeogjwYnTPo3cG8iFwF6XCfsTOf89gcmqfomSR20Zs04/UTv918N7NkktHxfhexCvnBV97pkyn60HFRYrcOVhcvK9Txcy5eEEWG/DwvKwp1kxmXVPwKRiwotilWo14590hDz3R4+AZHxyPnpZ4GRdXGlRaTOhApJbvCiHsATrF6SVqQBsclSkWWmCUjeb5riKzSK4y/iwzoOuiojJUr7BKTDF6D1Gy/hWR2XVyEOQn0ClbOJTaLs9CgbDkGD765iwISft3tDF0Q5eVRpnj58Z5+GuvItVZQONcnptFCkEYpezc5LB+XHBpXtLs2Gok5NuvvWDGZMMRE0GY0P87eQNOvz0sNzn1wVcAdw7Uoag9MCgNaEnhaA0pXkcDH47adrpVDngbrVV/PvgacGdPN59Cmxn8HZXYpxPjujGJSXn46RJPvlKCwAFpG5rdgoV3yBpbfBZ/+BYcvHg0i7WzDpqRU5PPNRkAPey53H99h3ff2+HV8wFJ4mKEoisc3HTgoRfpIIqLoaX12khenPGtlOj7hbTR2c8CqYXl4cXdOAO6kgKh7fUXepBz2fdZcUhbq4aUYFS+wAuFKAPGqP6ICyUdMCZrALGl/CS12n1/HmW2QyWpZLXtcmlO0uwkON4KUjXBGJz6eBclodXRtCIDjs9kXVGvWuffQN6z4LMjbTXNrqbVsWO2TLYIBrTANhfk3ux+GX2NAlLkrLII+NdQE5tIDs7eKVYzh6P2AOiFpzM4BDUHtFsAda6cWMXEvioV47kxB85JPv1YFfBAugih+l1EKjtIdVgZyhWUQcTO/YRDzdY5qIo8XBc4uBH2SGyVjX7Iz4hPHYxx+MhbujzybI99p+0kgVgrOqnIDF/ZokuzqF1g3EXmTeZLRzEMdBvYB4motKfkqYKcqVQhiuevRvSjtc5oSU5f8qRVFRe1kYXdK3POZOd/yszeEcYOzbZLs6PohZLUFFU5+0NuxjKmg5AtVnslYuPZ6Qzf3DeClJJuL6bR6LJuRLB5UuF7Yji65pom9giKmfmIbpgg04F11ZE2aufjeB1VKKOr4cg9BPC+hFh4L8XQ3ykarWQxeousAbd/2JTJfjb9KJ6DeyhqF17zxtqcqiiV4LoJcZrw+AslDp8qgeuCtMmlJwZdRUPWgv4ifb1OnmFomcKbfgNEwSMy5C5MbY+qtdI6hJHLdTt73H+HjeLd1EbxUHj0NDhpQYdOc7kwQ0ZaWGQMTq17jXQpQRboizQ6oxy2DqFNpozpQTTPo7fURbpikDqjMgVFpj8v3FhQ9w+wMtouoGwsRpoK5pYVl+YlUWwyRjFMYYWwoz22TEvGai5G+BjhW4pyw3ZrtKn4KRtHI+KkRLMr+2aaQdJmI57vGkp+j8cPRRw67+NAVjwZHIvR92AXfCLW+VcA7pokUhQ+7JBysgbUw69miJ4UAT6I4AVwF4bi99UTlaKcAsAziuI5MSevCD75lSph7ELZzegJ/dY0VTwluKic5NH721EUMwz0Ik0ZPhjg9bi4Q8WX/PA7Ozz8ZIXjl+3iS7WikyrrMkyz4k9m+BFp5g9as5Pkjs9iBFdZ9VAZm2AabQoBx0Z0kdEpKQUi5+RFwSBLKvMIrjO6Yk/1YFBUyo6RzA8Ctovc/gXPSalWIuZaIc8fDahkXVd5EW/tsSuHzjhEic+e7ZLJUXseq/rGI39/na/Ev/7i4xeuqVfaTI8r6lXJSDlhrJYwNpIwPhIxUQ/ZMNFl5+ZV/GCBzzwlOXO5RM3PRiz0xzEMDlrN7aq5NyQf/WvL6bKvXfffSzH4sxy4Q8rIsEJSfJ8rJf3X/qIsDMMvnNUzMFNlpz84cb+ZwXUiUhnx218s81+/VgffBxWglENZGUrKZOMo6Dc4u4XWuEEltViIyr+rGCTFQxRr4NQrLlohyRp/B72QShqE0Wyejri8KHnpsEciJAiFFgohrJW2eMaOyKrHwxMdxEDRyImMVY0HS6EQ4SkshnyBaoqLc3C+/XBuMUis7ZHgRatAURu30SDfFV1XMzXWITLLfO5ZxdlZl25/CKem003p9AydrqbR0fQSzcbpHtfv6ELtlulO8KZH1QMPvn/j8nLzl1U048TxKCMVwcbJHuP1LuP1LhOjbdZPttg0tYLjrvLogZBf+WKZ/SdGqXmKkcAQ+CJr+RK4bqHJILOq5k0GuWW1b1/NwD1UkSxKjGvOuLQHSxV+znTuocOmhhSTHNyFg6iUKVQqs055J8leLbg9N+L0jOCff6LOleUSuAEoD09JygoCNTgCpG/gyrzo/Y4iWVzcuYUgX8SvXbxKDH4eAD2jW5mhSSmd7Rq2scFVmsnRmEde8llYdXIvAxqFYDCbpS9RZiAf0uXXivRCrAF0YacpvO8rIWZtosoQeAeed9ackFwE+nChK1+EStpmlG3rQvbsWCXUIYfOKc4vKJa6kkYoaXQF7dD6xsergqkRn7OXU9ZNjm7fOhX/pnPghKAkDTfsDJkYBd/r4agunhfiuRFCpvzhYwEXFxSXFys8fmAEnQZMlgXjZWOHxGcz/vLInd/UnGoMJ5avTSpf6/keuAj7Cs5QebhwpkzGtXMg5PxbyQG47URWnb1aOVApjcr1bpWgZILK6EmqEr74dIWjJwfcWwppte9+B81rHZCvZx4bTOobBszg/XAD8pAmXphI5WhhvSlyUMKPYodrrwp5771tTn/KJ0oVCIdUOHSFwEkzXbyf6OaKihiCrChEa6vLC5SxEqYF8EDKlJnD0GSGLCmsFKiF1cNFoV2xf2304GArKYZL/Sq1FdIk96NnnBxj7/tK00cwwl27Wtyxq807b+1weVFwYcHljx6r0ogdexJ04rJ4UXDqij284L47DTvWpTi37YxoNlIuX46IZYOTM4ZPPVZiqeETeBIhHS4v+iSxQ9UVjLqCkZqmGmh7ZqRn5/oVz0LPo/GQCiKLQH59x+Da7p2iPCkLvFvmiWUW7ZwCsJ0C0AccXGegzvXT7M+kxpGDoflKpbhuzJkriv/nczV60oK7n1wWte+iB7oA6G/Z4bCWgufbcj96mYJXuth9PijdF/0pqXZIUhc/Tfjr72/zx4+XOT3jgIpBO8TCpSsEKs2vreXj/WRzDcj7FCJXT8gpiAW7KiScRhSTSoM0VpBQmeFKG4PQRVWMrPiTAb9QCJIZyJWywLfDiEyhhc4WgTqhR7VU4b49IYEfEqUJP/TgMlKlBF7KYkvy6W+UOXW5Qi3wmV3x4KyPs7TqcXEm4KuPT7DcUSy07Am0AjChlcM2l+1YCM8xlDyN7wp8144a9rLmXafPswvldDmswhSNVWtBPQT4LEqLwkXIiwlrt/BiFJeyCG49/JS6EMnT4ae0Udx1IpqR5tcfqnF53gflZNKgzAYLmSHdu/8ehkA+4L3Dxwe+LtCLW37hKMUBuAdRLX/2myGkIk0cNk6G/OT3tPilT3o0YsubjJGEWlnZMM1HyK1NNgcgH/y/GFqFuaKSn5Jny/emX3bvVzdFZsbS+bGJBp0bsLTo23eLSlkqCzt1ksnJKbgJxIltpoliSS+UtLsuq55P4Cf4WSthxU+z8RYpm+rwU+9xWG4EzC4IgrrEK0mcsbqg5IB/Hxw5Kzh5QRPGuq9tFzvUlbLjzqy/Q/bHMAxREplvR2u9JmsrfGsltgwo0gxHclGM4OZ1AJ7x8ny0gZNH9AGgLR0ZBrzKhkzmr46KcfyYzz7s82ufqRFq19ITofr0pN9UXKBTayXBnJaIYaL7LaN4jqsiDRiAPi/ZG7TW/epmv4Sv7VHggZPw0x9qc+K8x2990QUZAYpUSHo6U1PS/HMZ+q01fc49KN0X5UpjQPW1cLsDaGOsyiKyxZjdKy2yqJ1F6Lw3s+9LLxjq+k5LAWvrIEpBJPNcTNB1TDaNzOC6Dp7jZVXoARW1h5tBGCmOnRfsPxpz682ajetTnDMzhpobMlKbZ7Yxjut41KvDWmO/SNNXAAqKQJFffxsgF7kpQ3/PvPbvvA6wi1x8CNzFqN3n4jmIC5FcDtyBw69JpnvHLK/AH3+jzEqYg9sC3JWDyVpFejJMqbIbVcCzeB18F7n2gPeS0RPW0BP6qsMQuDMurrRCa4ckdRjxUt7/1g6ff7rMUkuBjEErYhx6QvR9Krm7cLjw8/qRPF9okkwyNCaj5ZkXPHMN6oJN1+Tr5zX3u0jlxPAOV9jphj1HeRIuB4fWFgUHWcCHhEqQMjXeYCWKqVYTdmzUOFunYjptzavnSkhdYtOUHWX2WjegKPDg4SQiDwRD9LPwfiiLLxxHt/ZCFF1wRf6dA34A6tdXGvLhNI4aHEpVTDAHkTuP2oPo7ZYTHv5mwAuHS+gC97ZNDTk9Gfab9KdJFb4nhe9SlMJfP4hn0bMvqRVOezbDzRBD80SMRJmBLp6kLo5OuPP6iO+6vcPvfskDFYGQGCEItYMSwp6s0J/BngmDQx9woAnmOnhfo5dZ5JaDnabvQzGgM6usLnx3u9jNEJgtVtac1FbY7YauI4Mo/5qinxoOwlLYUzomRqrs2dwkigQX5wTO4qpkdsFltevy9jtSmh2HKJF94PVFezmIuMXxXLnUk0egoa137SZd4KNrF4SQA+D3I7scAGlwCu8A5PnPTjZiTErTB3c+GTXn3H3FROrBaWzSqie+G3P6guSTD1eZbXl22KK0g96VYHBiw+vkDcNPMQT4b8NOBtG8T1GKJWzB2hEL2oj+wVW5T1zJ/NUef7KukvIj39Xm6cM+p+ckiBhQaCQ9IfuHSOWBhpyyrFlwgyKUyWiK6HNxaUzWRJ61lQn6oO5fk2zhpAWQ9hdT4f4PLfLCwlpb/CrixXaCFXbMDORgx0vs7xmu2pSwbX1CtapxNkwaFlcMT7yq0YTcscsB7HyTQYfI4FzKYufo4HiMvAMll7iGt+C1SB9ip6KwahlsY3ZhmSGA98FdALzqA3pw6JUaitxpIcnMeLdMcTJZ0PNiwlTzX/6wxpP7S1bUlo7l3lLarh0xmL/SbybIP9vQxX9tJB+KTGvAPVzBLBRDzGDMhi5Khn1ObtvNdK6opJpEOqjE4f5bIn7qI01+/r94hIm0Ar2WJJmqYhO+4vUuqin2k5psNmTGTzB9ipIlnGS7l8miZxaVtRgGYh6t1wa54UVuCvZhe5Z9f0ZLOjgCvNhB0ze2yWGACwy3Xdfixl1tGolkZtHBOXFRsrSqWF8p4UsfzzWMVqOsjJ2fajagDnnU7p/Sm4/dytxeScpQqXktyM2agDEU0Rnmav1Wp/6JxsNR3JGm3+2dHxui1tASlR8xWJhx3U8uZYLrJTy2z+XzT5YJIxdKTp9796N3vpiG6MnrRO4CivtgX1tYKSB8uHgiBhGsYL4yKncZvtZGK7WlKjnQk8ShVE54//1dvv5kl0f2KSsbCmsCiYVDl2xRAsKs7fbJPpcc5uS2QcH0ZUSwUqHl3CZ7b7+kLCye4UhdWNhrsDCYsmVnWCap9TvFCcSpPW4wn6JWbCKRWV+vytbxaEUQhiMsLJXZsEVRqqQ468YcKq7DlCfYurHH5GiHWjnEdRLsrLviYMU88tgLGsYunZ5Pp+vRCR3CSGUHHeWd2mYoQsHw4J+1C7q4veV8XPapykAWXKui5Ke62SMF9UDnLqooagBuJwO358astg0PP13m+JXAUhNhLbEi596CwoGo5jXg7lMWBpFrePv99g+rhYuBJDf0FANwFyO40QUlRSKlQuoUqR3i0GHXdMx33dfmhaMejchWN8Hy8QjVH6cnGCSdRZA7QLK2MUIMKIsxA/m3T1Gy+6aHQP2aPetbmrvyqJ2k9jS5TixohoJGKOgm1oSVfQIofP7cpOcqGO1AowdHzgjefK9g/bTAOXahzdxik5cOLeG6xn41qS3HNnp4BQq7bbz7ri5vvjlGaIeJeoDrjGAI7ApOTDZoUw7fLAbFjFwCW7uiB1t83ss3PFSmSFXyhLI//TSjITlNcYZAPXjNwe06CZqU3/lSiV/7XBUjHKt7D0VvBtx7SBp8LdD7kTvbh/vX7dtE76GbzVr+nUfy17ayaV0AearQUpOm9lSGOHWRSvPT7+twasbl1z7vECfS9rRpiUYQConSxcNOBINpTPZDqezDq/zDZtTE5EAXA3tsX+Idugb2mw0FNPNaYOfec5NNII5T6MaCxY5goZcyPtImIOStt3R515090jS/pgXlItOFHCFxjCCNUrZsm6Y64uBMj/kE0md5yuWVcz7nF6zlshtbT+/QI+NrL5zQ/Ks/SKlXevyTH13kjqu6OI6Pk3U/qKyalUengUuu6FPIkwnxmmi+dlrpoNCTzeBQhfPp+zxc99WU/jmdfXBnz0wSVDLG9WJOzUo+/3iFdtuFknpt9O57vguypRgUeIoK0dr3Ocj/WzG8f9BFUf8mDwjD01iNznokc6DLQaVTS8vFpXSI45RqJeF9D3T4ylMlTl3JVAJsNE+1oGd7abJSuhmKumJt2BFm4BEXA6BLYTDCuglNQTVa+/3W5ht6zc4+6Gay9CROoZtoHti7wD/94RYjJQfHkZT9oLCABqix/ZweSepyaUHx4llB4taZ6FVxGpHLctclSgNu2emxe4Pk0kLKSssOrM/X9UDhsBdK4BDqgN96qEz5/THjFWUz7gwUgy8l+hFc59ObCsNmTDb+yhQqyAMpsVgON2tUFD2cZBYlQjXg3DaxHABdStvQEMaarz9f4Rsvl+xwcOlagK+J3jk1UUIMEkxR1PULU6wGxPv1efe3AvlaoBdvus6kuVxJyb3TWmbFnwEfT4VEphIpFHHo8NabIt56Z5eLX3YJtXUboi0DT4RDz1ib66CpbuBVMUWQFxJRk+dhYgByIWzh5zV8u+9tGQB4eJLAcGTPf5XnwA1bND/xjhJJVGeuK8kFiOK45vyRaslKw+PinE+rp/HUKusnEiYmUpzrr9q+ulCNv7LODb438EKOX1Ast+yW4yj7GwWDql0uvjvSelBq1Spz8+CKiCCbbZH7MwbbkOhH8DQ/XaAAdpMZega7+qAjPP9v5bQkn4M9DO61XHvgN7Hvk370dlSM9BKe2Ofxrz4xQmqcgXIiHYSU9hyg4qkSQxG8AHL5+tH7v6OIOUB2IcqtLdkX6YrdxgfmKykGikq/ACSU7YbRDklizxf6ub/S5PglhydelGhvEMWNHvDxPGIPKyqF9xLQWYO0BLLGhvwz24TVvC7AdWGh5nQr1YN/1t8ksoDhKKiVDOtHPI6fqzG7CIGnhzxGfRUr+3eVMnRDw4X5DkfPC6qlUbZevfkrm7dfteqcPPz7c6B+wXWT7z1+scG+4zV86TFZt+apYhk172R3lLXFln3JaE0Q+HaMm5QD73XeTlQ0ECWpHcubZM44nRl2inrn6wF8UMU02QFIFtxyCNzZKWA5D8+i+DBNsSC/uCj51T+pcu6yD2WnH7n7urcYlOWLVcvX95uskQULPHQA+tfbu4f5aI53vbZkb9ZQlTVmrFRKpDZZsinRRtmjArUiiR22b4j46e9tc+asx/mVfFUOeGuI7DsChS7MNVwLcpHHd0NuI5eF7y1yGr9mVxocKW4dg2k22Eib4jjQgfkqnysfRpqzl1NGq4pSoLJGB7JGh3xXtV/HUYZaOea2a0NSkbDY9HnyhQO/8M3n9s85j7xkZ7x5sownPXZMKSolu5otaK3WWGw9swepQsk3VMspI5WEUmaC8Yei+CDrTrVEZUdWiESSCkhTObSVWb2pWOkc5t8qH75eAHf/QKQ+bdEDTi4L/DsDd+qlfPKhEf7kmxVMkPNuC/J+9B7i3sP8+1vJg/1THF6Pd6/5s6KsWwSDNXYUCmhrlJVBNBzwb7OWi/epiiIVDrKb8v43dzlyxuXjv+kQiaSwIm2/Z08LBudQFIJM9k5gsiiefRmZoVNkGwIW3P2czwwDPNGQZHJfrLEBLjvSxgYDe33dzLylpMHpaCCiFypKvj1PqT8tOGti79sDEAjhMVIeY8NIwo07Euq1BkkicO7Yk5CkgtFyyo7pHr1Y22H3jYBeLDNAFUagZfP8PNee3V72E0pBQjmICbwY7//X3puHW3ZV5d6/Oefqd3/66rtUVaoqfZ8QEkIIYAMoRrHX61UUvF718ypi88nlioreKyoi2NAqIo1ImwAJAZKQvm+rKlWVqqRS/Wl3v7r5/THX2nvtUxUCCAS933ye/exTp87ZZzfvGvOdY7zjHbbRd0hpqp16EL0VcWyGDAksiPMPzpzszV6nBy9YFMGVR24xpCWDSF285RPBlh8sZZxpThK+eK/L+z5XopdkLvgyv2XcO9ecDHaNU5TmTwL6KaL6Sezk2bhKliLMeO9JFU30SVFbyxzMmlQORViJ0MgkoyoiRWR0xbVTfvZ72tzxkMMXH5DZqO08fShIsOhjTlY56TBgNUgVafZ9mW8zWbiWw28vD/jmMJmn/gRRAmEM/UTSTyBKBdFgczDN0q7SRMnQiD+MUzo9PSLHXt4tJYSx7F5sh2bEYM/izC2CFROCMAJrotZBSUm7F7L7SJPFpZRWu8p03aVRyYYxFT1FBgBPsG2jxXWdCNeOcLLuGAOqzHSdzM0/MUM+hbAHrk256ozi1Q+j4BbDaQKDgUfFOTGqAOxiSlAmSDXk3sqK6PThLe+u8uQhF20PIzdZm5edRZE8eqssvz0SuTkZxMXbCJCfg5Avp2YjqTSK4qsiHy8c0vKeRiFNT6PQpFIOsiqGqljIMGXDiojf+7kl7vgtl1YvezHZgRMhiFNFLwObqVIa2weBqUMM+tPIo7YYeQFyeG2cRMHyKN5LJM1Q0IohTCHRQ5IiBThS4ClBKdYEMfj91DTTDHxs8rZAkTmVGXNY1xVs3dCj1e9yeNGiL2rsOxGYS/czd08hpaTf7aL7Do2yxXjNwrJgrBpR9uPBfPa8eDI0pkwKfYxG06GsCCGT/HievTGSNLbp9AIgIIoVRMPtl8J7M5IiHPQhjg49kiMRu9irmI5EbiujJpaKiRJ4x8fLPLDLMzlvocxNFrm3zgo7xVk7ow0NRQ+U5cKq3FynKCw66VM/uVY9kkUZ8u7RwspwgNcoH89vSWoESUmaTYNOJVKYPHkiLGSacs7WiNe/eom/+EiNMMm0KtoAXUtBpGXmdWJoiSyG5VyFmJ2bDOiNHiVnK3k6XYgB2xy8D3EqaIUw19eIsI9I+igdkyfZhVAk0qItLZYsC1tJAiVxFbgqG1SgDH20s35Y19aUXMGEUihRZ9NMhXM29jhtg6ReT4ljsN7y/7waxy1z+OBD7Hzws6Q4OBZM1LuMVXuUgx6uE2Fb0aAM3o/MzcqAJFTCbBc++wWbpZZE5ieB3Hg91ZSchB+4vGVstoQ3GCGXZnLQU2kWZAHsxQiuxHJQLztUymFKUMkYy4+56S6X9368zFLXNg2Vwh6kBovRe6SDKLsvZlGG1mxDDjhUDS6nIUNuOxqmRyN38Xun6vTRy4E94N05TdFobUYCCpGipUSnkkQoEzBSjYhTql7If/2hDvc95nLjnRYEEoizkCzQ2iZMxWDXEhmAB/puKcxjSXJLS2MfQQbowiZVfK/yUYX9NGWyssBrrpil5CbodBkltQTzLZvrbi6x1LOR0thh9FDMdyW9vho0p3vKOM7WPGj2EpY6Rje+1JP89Gtewsot21lqdrAQDo7jsNiyeWiP4PxtEZtWdymXmjx1PGTvsRTHNuA2ja+CL9zt8qX7/IGiS0hBGCt2HXAgUllpS2XbnfmAlYr52C1NfuxFES/YZtHt28SJGOiHB/lu8jdmed6zSFey9KAoFHRkghl1lwE9q1hKO2bXAYt3fqzC3tnsKC6swk1iiYLmRDDqVrWcX1OI2gyBXfyZnGedknWLUVwPDpwDYJuIOaQrBf/Cr1XKl0ZIpaUBuhRZViXTqaTCZFU2NmJed22LA0ct9hwSaFsM6+0IUmnTz9vLyNrcsk6dJEOu0HoAcKGNOEvnBVGGgSEP/lIIejFce9EcP37VHGdvNCMJc3AbSYjZ9aM44idf3DPjWHKxnxLcdJ/H5+/yUJYJnGZEjWKx5bLviMtcR7F5heKcTZqphkIpF8+NsAJPYluKqTHJ+dsS6vUlbn60z4HjcMtDNQ4cdkCowVA6M9/RvKkwrFIiwHIF0huCw5Im5eYojRI2x054fO72iJrrUfYVUg7z2/3x1QAAUlNJREFUmyiG1eLBoMHCsNFBJiXPphSzJUV6EiNljBIxjhtztCl4y7urfPLLJcO71fBQiZAZ9zPPM/c0Hw6h1acGeuGscFJRZznQh1fBENjL0yiFf47mww3PHmqwR1OGw7k6WVQXOUXRJEIiEhPB01SbaJ6k2DLlVVf2WOot8oa/UBxbFOAJjEzQ3KcowjTzsdEZH9cMgJ1m4JaF3aZY4CrOUMp9S1ZOwivOd5mqTnHo+LL07mBim7lfNz1K34TQ/Ow18NMvSREkhaKQ5skjLb7ysMNTxxx27y1z9+Nw5vmC9Ymk05dY1XJCUFJHF8udG1KLaz54Q8wj+8Ygtal4gnNWa/qxJozNyXbkw9D5iVcTZ2PpzEWeKbwkA77k21ANYMWEz5FZh4m6JnBFNtEsVy3qkSc/kmMVwyLPMA+eZjQkz3fHwwqmFROS8tnbA266xy9oTXJBVZYWlGRTGlhW2Fmm/2ZZJF8G5AEHfZZo/axrhHsPI/lI2X4ZXUkLXoEyA3ZOWWSqzdepJJEakWY0RaSkQhNHGkelvOTCPt93aYcPft6MzsaKyfN+Az6eDpWHkuGB2zhcmTNBfv4cXMcDgGc+OZbAdyWNms3+QwFRbEbCe04+PToeBC2Rff5FxWQuFx6+X+a8EcaKMFRICS85MySlzwPrlrj/yXFacXpDqL2jnaiDVa5v50/++qMHPNf96127z75m7vgTXLLZoxqA50Czk3BkNqbdSwdakhzcqTZyxijWhAkZ5RBZWT0DtwLXAd8RVAOJ50jiWNALGfRxKqkz4/XhuzU8cA6j93A2ejqI7MPiTjzk3SoiFgmfucXjT99b4ZlZx5xUCuDOo3d+qLSEPrlimXPJYvMFWf67EJhHwL0M5OJrIb7Ix5d9PWqKU5DQZuDShagtc4+/7N8ilZmNgyYVKako8HGhicKU1WMRb/i5JZZ6kk/dKoiS/JXIbO+0CTGGpyrr7lHa6LVl9tnLAl0qvsJ81GNeEHQc44PT7QvmlmySRBB4SZa8sAaqT5GxASPDziXYQ018nrNIUkG7qzh8QtFsg+sE1EqayVqb175qA1Mzvb+OWp8/cPHZP5bN6FlrOOuMH3PF1h4T9RjXSTl4Ah7d52ItCOplNRSWi8woMdGEsabTN25D/VhnNl+ZaUt2BXuOsZfwfYVjSyNPzm0BitW57Bg+iASDUn2hRC+y1KBMkCIZfG0OmLkMNmH/rOS9nyixe58HpUJBR46mBfPoPdIlf4rMyXKKMjxgigJNEUOQL4vuOcHLxRx6FOPLcD9MKGty4dVodTPNgFbs+kmEQGiZRdecrijTWSOyOTpCI4RF1Nds3RDxs69qcc8jDgdOFF5cTlW0IkyF6QRCDz1OhObUcuhR+mbeS3MYN0aa0O5KpLBIEkkYSVxH4WQ+NVKaC7cfSjo9i3bPgDwv7Rd3TylhqdvlsadCDh538RyBZwuuWlCcuU3Q7ZknYgFccv5mXC9g9642d975AAfm+2ipuedRyfyCxcqaRa1i4VhyULY3aVAzgXZ2MSZJYqMtUPnQIANuN/NN8R0TvW1bDkxgilv0yMpOMCPl+kE6MBmCPQf6ANymyDTfgr/65wo3P+APVYLLorclwC1E8FHuvSzvfYr890hJ/htgJM+2hunBdERwNaQsw1HYWi7n4wyBnUdxYco2qdSINDWcXKghyEkRnZQrzunzKz/R5A/fI1noZqjUcnDojFGEwngJqtTkyJMCRclTl8UPsZj+z2VbSaoJI023L0z6sjBVObGTrIhjHiOMFIstm+MLkn5kyvwiC6xKmn7w8WrMpWd2OX3jEl991EFri3bXpT65isbUDrxeZwjwxvgUyl19Y9i7/q2tsPqGT9+a0I8UDV+wsmGxcsKmWjZ2EfkIudyyWIqUg8dSDp4weVLDuwrgtgWeI3FdlV2tuXFiYWioyL8efm9Y5Dm52GMi9jCKD3PfEX2V8refLPPuj5dpJfayaqWVncBzvUlm2CkKZfllRvbLo3nOQUY+xCxtaL4vvm6gF+nekKIMlXzLsyYD6pKazEVOWcygpxzYhoub1J4BvMmLm0KQEJIEhcCGGEpOyC/8UItj85K3f7BGN8nYdgZ0rSVh7iqrtRknmAWEkShevMHIOSJNs3mXkaaf0dKcCqU6HexCjjB+kYEXcfduxeEjSUZ3R002LcsMjNXUmBl3+YmrenR6EV95QHHo8JG3/uJP//CNj+85PAS45a3hIx/61Y5ji/0pMXVPUB1zWL9CMTMuaFRTXCcxfCgxQ0FdK8X3EibqHcbGF/nobTNMByb5bmfg9myB65htyNyb0W/GOzynBstsI4rfk8WD5fLbMGob7h0j7ITH99r8y40lmpFtZLAib2JYRk0GacHMKasI8lNQkq9VlqcQrU6qZH69KGcZFy8CvsDDhwfP0Rx5qvVIFBcFLp4HDtMEbAhQHsnjMKXsRfzo1R1uuMPjwSck6YCqSENVUosIQSjIuLiJ4qoQxY1h/vIMUO5QpYnjlFAJZJh7xmRUTcvBecuyBLaVUK+0uO/JDoeeqTBV1fiOqVqqzCErTk3gPHzcYnq8xMZVHmW/TSkQLPQO7f/dN7+h80d/8KdDgANs3fEzeJ7P8cVbWDP5ANs2SFZN95lqtJGqy/ySohaUaHVcbDuh5MU0qh3KpXn+4ENlOqGAQGfcW+AUwO25agDufIy2lZlmmnqQzgx/lue8C00Oy4s6I72WEbYT88iTFq//kzqP7PXQzjLeLY05pZ1F77yws7xqOaL3ZtnXyyjJsMAz+r1vRAyuT3FfBPeQiw+BPnLQzMaEpJlVWh7FRSapTVKZ0T1TsEmyfOyArmAR9zVnbIz5mzfM8wt/LHhkb75dDXInRMLwcVtorFSQZE3GRdmAzp2u9HAseJpokhgiqZFRmhn9DN0SyaiHlBLHNq/VdxN+5qVzvP5tNotdn/FSStlNsS1Bq6epVrs8syDQx11mZhVH5xzWz9icedZZnHHm5YRhj5MAXq2O43kB440y554eMj3Z4/ZH+8y2JLaQkNp8z0WKajmmVu7SqLQJgiX+7Q7Jw/trVG2dzX034PbsIbg9R+I44NnGLdTJJp8tH6CaWwifdMsOIFKkGd8uKgVjbCeijeZdnyrx4E6fxMoaGGQxemcFneXRu5jrlgVA59TpWaL2qVWDw0kOo7N5ngvk5hR2UnP2Kbf8oZ2EHoB86Dol8lQhgkTkjQJZJEcjGHJxhDK7jtBYseacrSG/9MoWv/2XFq0oKxDoIScPhcTODpkmo5JNYssjetZ2piQFjg1xVkkt7nZ6kK0xgFcKnCgljBSdnsuOtRYvv+gYn7xtksUwYKakaQSaWlnw8ks0WoSkosdSW3PbgxVml2DzjhLj4xN0up3B+zgA+NSYwvOcvZvWyn1HDiUb/+4zmhNzdWqezcyYxaZVkigJmagtMjU2z+5nutxwo8Pff24FMnJp1FJ8B3OadaQBtmfA7TlGXuva2ozPtodWx0XTHnlS5M4KOgMh1bCgIzP5q+2EdFPNez9V5mM3lemroogqN/BRA949VAsWGhpk4YApRlODo906o3LYYYPxkJfrU0L4OaC+jKYMGrTznsYi2HO6Qs7HQQtTgxBCGNFVlsYxJpfZgS6XvwoyV5CMqmQAF5gmj2tf1GXnAcV7P1WlHUoD8kKrWz9T/llCDIYAJJJB6jBXEMrMk9CAO39nhgfoNPOgMBQlH+KrcGyLpbbL9FiF3/2JBVZPH+b6e8fYvb/O6kQyVoEjR8fZuFqzcqJPpdzl9NVNbn6kxlzX39fpu3ubnWjwfqr8iz/64z9nfOOV+56Zr0w++Fh0RcPuc+k2lwu2Ss7dkrBjY5vVMwsItcAdO/u89cNV/uWLM5SUy6pqSj2Aii8p+5LAU/iehe9JAg8DfNdMTHasgjoxGy9y8kSGZYOhrFzoFQ+mMNiWmaHTiVPe+5mAP3p3jWMLbmZ37GQ3M5VBCoErwZMaR2b0RJnD5eiktIL+RJ5c8MlTXsVhWnkjyOD/C266Q3fVZd8f/D4ju0fxe4N0ZH6RSQajsvMyeO44wPJdZiR1eYoDcfG6K/6nhnol4bwdEc2O4LF9FmEihp0NKFJhGiQUBXvrQZAQw/cq86ccXrn5DJ6cZjGQIkA2LodM7yKM1KviS152YY9taxeZbcUcXlCcaEqOz6ccPCrZ94zDgcMBSeRwzSUruOri1e/Q/X3/sGbDhSdHcIAV4w6W7V+fbuIVOkrPdt1FPDtGeRHzvR7X3QQ7D3rcuXOMpVaZlXXJVCkDdyAoB5KSryj5Q3B7jsZz8qidFsaNZO1HOS0pVClHu+aHvFsubz/zYj79eZ8/fk+do4uuIfg5sMUQ3I4EtwBuq2AedKqGhuc6ZD7nEnksFl/75/Vzf08Xd4C8XJ+S6T8KB1CGpXsjkDIxOkU+y7Fg9A8JNAmaXh9mqiG/+3NLzDUl//y57E0qtLr1RdYYkorBDpikZgcczN9JjSFnkmn9U5l5nijTWBwnqeHnqSbVFgO+L7PdRbigNXEiOHdDk//z2iXu2tVj10GXOx4O6ODgJpq0KWiHLuX91oNbttevb7e7I69rBOA/8sqr+cO3vuk2KcS9j+5TZ+8/nJCk4LkutvJ56ojF0UUboSQrq5rxIKXmQ7UkqASScmDAbaI4+F5q7JYdo+fNfU3yU7PIqYIcHiaH/ifLtSYJRS9B1wvZ+4zin64rceSEm83QsYfgVkNwe3LYhmYVunWW601GKpdFzs2y9N+peDnPBv5nR7g+5b+HUtn8m8vTbgM3KHJdiAF9KiQiTTNgYw5zOs203XlRPT886md9Xv1QMzMe8hMvb3HHQw77jghw8+KFJBE2fTEcpWilmbe3Hs60TzJZLTnNSoefe96wEMW5FzjoVKG1cU9EW+Z5ZmeNJJXUSh4vPktw1lqLCzaBZXUouSFRrDh0QtHut+791PXX3fa617/l2QEOcNkFZSwleOzJJey0hEzBTiTjJYtt52qOLPV56ElNSUE9gGogqJQk5cCi7CvKgaDka0qeJvASPDfBdcy4jbxSlWTNs+RAZ/nBcsi75QDcw6Zhz4nYd1jx/76rzpfvLxXcqHJwWwVwL4vccrSYc3LUHmZSYDkHfxa4jqRR/n1Ln+rrQopleMBk6DOTC6CyaWYi83YQeYvZoN8sV3h/rdKUgBhkV/OicyPe/LoFfv+ddZ48KkxlTBgghqkilGBrkwZMUuMym/dgDjMqw77MJJN6SGEoqhPlICeziNZG+Zhmnjo4BqRKEyUpD+1xOTZbZ6ohmKiFpCohDqFesZiLJ7PLenSdBPBt234QpVR45fmf4rrmIwSWx5oZh/UzsHbFEjc82OL+vTUqJUUlgGpZUgksyoFFJRCU/JSyn1LyU0p+1qvpmPK5AOPW37MJIzUU0WT5WcPlRnssLRWjrNjYPWReggdm4Q/+rsbHvlgmVA5YTgZsBzNu5GTOnefdlTAqxzz3PSKoOlUFc3laWwwj+nMt8XXwGa2f4/+Lctll4B+dcTNU+RU7f4wUFsSwsYzh/lAAuhh9/DA2jO/aF/dI0kV+/52Sp2bzA6ciQdBLJLbQ2FJgZRmUVBYeJ3v4VJvH64SCfmKeiWNpPFvjR5oo1sRJmkVzQ1m0ltnj2Di2ZspvcXC2xZfuClg74bJ2xmPdigTbnqMvzuXa7391mCQxv8qvf22AK2sVk5Pub6Xemm2O+9SVp61MOOu0iKnxRR55qs1jB0oEymK8oqmXFdWynYFdUPZTykFCxU8oBRElP6Ls9yl5faQK0Wi6PY9+VCfqGiNfS6WDnXMgoBJ60MBgZWO1zaGyz8FZ+O131Pj4TZVRcMshuL0CuHNaYuW0JAd3PgpFDA93A2rCs1OPImS/RUH7a6H7FCE973kv9G+KUcVhmuYRWxtAyjRLYMjBb47m3c1jqhFkakJtQP6al3SxFLzxHYKnZrMTL4JIOvRSgZNqY5y17CLMbSC0NuA+3tW0ogStFbaQ1FxNxTV6piiBOEnMbpBoksQiSSVaWygJtXKZbevm2Xlwnof31Ti+ZNPtCy49u8p522e+smrV6t8iCU96C9Xyb/zZn/0hL7n6inCi6ly2unrgnDXTszIoLXD7zj5//fExRBiwYQrG6xb1ikO9bFErQbWUUisn1MoxtXKfWrnPeL1NrdxkttXiQ1/SvPcLLjuf9qm4JaLINk9AFoa15mP97ASnOAFNRThOnxNLCW/8mxof+2KF0DJz2pEOKDNuxJIG3H4euWU2VlzqZWP7huAeyDtHDp3FTACDTIkQoxmCYeQfZlGWT2o2P/csWZTC4530vSKNkqM0auj4O8yanEojM5ouKXytl5OUQrplEMrNA2htMibbTguZGo+54yGbVtc8IY1CZ/UFWwzHuVtSZFokM5ws8CS1iuCVV87zoy8+xsrJJvuOCg4tmp0csoOzHvqn5DtQPsq8H9msHFNcfX6b2VaffcdgdiFhtjmWbFi/7cYDTz35r+s3bjkJ4CdFcAM66PUXX9+TyYVfvqd3zlcfqVJ1bbZPKybrglrZolpWVEp51E4p+zGVIKbs96mU+tQrbTQtbn0s5ffeO87TJ2pUbYfmDJSxWTujaFTMLMtcKTbMnOSHScO5HbuPcCL+4bNlPnZDhdB2MzrigrQRysIS4EtTxMnBrQYZkwKIl4FnRC3I8DYCFE7++ju9RgO52fIGAX6Z56PxDcQcLIU2WRYpM6qjjViLfFy3QBX0IFol2cPlVvlm2cAPv6TD7v0Wb32fNZjLGaeSXipxNTipHkiqzedpJBu1ksWaFRbnra+xcXXKi89a4jVXHuRN761x52PjHFjymYoFUZISxSlRbHQrYZTSCxW9vqLTs1lq1Zga83nFRR1ec2WL2x+HY93ph2cXW6+vV6qnfN9OCfDLLr+av/yHf0mS5Gwd99ucudKmUTU0JPAUgY85RPoJgZtQ8mNKXkwpCKmXu0w2mjx9vMvf/JvHJ+8ap9mpsqYqWFlNWdEwB4gwEkY/Pmj3ytKE2bgRy4qxMlpiORFfuNPlwzdW6VtuFrEzcGfTh32pcWVeftcjnHtE5y05KRU4UqIvHCaf5Qj2XbFGGiQyimL6Kg3IyHy7E521j6WYXLTMwSwxo0hM1kVlpR8DclMCKioZQeAIeM3VXe7Z2eQLdwq0kMMR4hI8KUgKFVkhTDR3HHPQPXQiAARTYy7T9SX+9y81uf6eDn/x8UkOHKnRrSom4pR+bHp+e2FKp2cGvi61FbOLksMnHCqBw1i1QslOuPaSLVqpbnL2hT/49QMc4HU/dhH9fvfD1wWPbGkvdUqNakgYK5JE47uZbYSV4jrmIOm7BtyO0+T+fRHv+nSFT908je96rKunTJRSxiomV+46stDuNao1sdSwU9+1+7huyHV3OvzWO8Z5/EAJPHcQuZWUuBIzeVhmc3QyCmIVorZ6toidNTWcqjtnhHt/vfnvU4DwuZb4hv+j8OCikEIU2cSF7JfTVA8qr2mmPtTClPJTSRa19UAUlWZmOiMyXDnU6eff27auz//5lUV+S8J1d5isSiwV3cTCl+AmImsyZpDuTFMIQ1hqKVzbBWGSDVPjFj/9kkXq/hHe+ekejx0Yox15TMaCapji97Tp+FIprp3gOcZPpR9LGmXF6tUT7fNLl37Y9rxnfZvUs/3H//qjv+QlL/me+7Rs/Ne7Hn2k1g41K8cEm1Z1mKgvMlbrUC2FBF5EJegxNdbE9pb40I2CN31gknufmKLqu6ysJYyXNPWSoFZWVEs25UBSDiDwEgIvxfdiMx7OMSlA1+3ju30Cv8tn7nB44zvHeeypMng+KA+hbDN12IJA6uGBUpn+Tzuz8zIOSFnWRBZ7BYfGQkX9yddqcCg2Fg8qlM/FwQf/9zU4uFzGw5+Fly+/MIVkpMM/j5jFy1Tr4T6U61gGefYsS5FrW0Z/vjB1GBPpTSXStJBNjyWcu6XH00dh9wGj80kL84zyUeqOBXbW1WNZcjDVOnO7JE4s0Bbb1sW86Lwl4rjHA7ts5rq2EXfFgsUuzHY1852UhZak5MOWDV3Wzsxz0XmXHol6rZ+65MLzo2fD8bNGcIBzzj6doycWeddH72ZVK+GcDT2ONRe45WHNxdu6XHS6JEksSl6XJ4/2+dQdHu/65DSzzSorqjBRSqj5mlpgCkElX5kyvitw7SQTXqWDsdqOHePYIZ7Tx3d7fOZ2m9951xiPHqiC64HlIKU1iNpuIWpbBQFVsew+OEgW3LKGYFgWuZ8tUi9TwX6tbpzn/OVveI0m9HLwnirnq3MzkoIrcJpxmNzo3rjAGm241AqpjcJPa43U6SByD6N5OnC1TXUyAP7pa3v80S8toRF89g7jptWWHp4UuLEgUmZmTpQYn8FeP6HdM2PdlbSy3Sc3hZKsnbD4zde0qAeH+NfbG+w71GDBcRBpyAu3z3PhtoSbHygTJSU2TDqcuUUyvu40lFX/mu/e1wT42ORMv9Vu/9KPvnTjRxdnHyh9+q4+e56p0mm5WGnM+qkm61cs8PCTPf7Hu8bY9dQ4kQ5Y29CM+SlVX1Px8yqnRcm3CHxB4Gl8V2euWEnmaRjhOaGJ3F6Xz92t+O13jfPYU1XwfITlYEs5ALabAdoSoyNGBtNzl2UbTsWxh3D5OqE57DgbPegt7008ZbXm5CVO8e9BEwijt+EP6JOo1HKQ57ryQYYk/50M5GaX0YOUohnomiK1aUBQ6ZCiFH0PVd4EnBqR1NY1Pd76uiVSLbj+LkEoJUvSwc2zKBHYkcYJods3gcxSFlJKwBpUYtNUEMWKsariv726xUsvPsJvvivivj3TrJuUXLypwtVnpVy8pcueQ13u213Fq57RLq20fmlybKb/TQP88JFmOj654e4dZ8ult7ztiVK37dLwbM7ZZrNuOsVSHR7Ym/Cr75zi4ScnqHs2q0opdU9T8XUmvhKmyhkoQ018ndGSJOPuEZ4b4TshvtfD9zp84V7Jb75jgsefroHnoywbX4kM3LpwkBydXT8QSMnRg+Py+wHuTtFscBKgKeSZBYODV/F+FGBfN75H/thoRq/Q/jU4qxQzPPlFMProeTbqpOdRHDIgTH9lmrWfCamzJgmZFdfyiqTRaKcyJUkzH5pEklpyUG1MU8nmVV3+7PVLpBpuvFfSQbIgLJOeVRo7NKlaI5LLR7pnJXks052UDq0vahWLszY0edsvz/Frf2NzfHaC/c8E3GZbrFtRYeNUj1VjmgtfcPnS2MT6u8P+wslb2dcL8HJtgpJvn6i4nWt//oe2f/nuux+2yyWHDSv7jNcWefxgkz/5yBS7DtaZqSjqXkrV1ZR9TdmXVHxBybcyAZai7GMqnF5C4MUEXmzA7fYI/C6B1+IrDwn+n7+eYNczdUTg4yhFWYFvpYZnjxRs9EjEHtGWLOOzyws2I4AtgjkDSdHIZmijJgoRfHifi51Gr4xl//4aNGV5IWnAswfp6dHZoqIQ2vOfLT7O6NiYUYCbn9NZ95QBtxm/nXXhZ3KGVJoon0jTQ2lSuNl0ZZVkU/UMyDfNdHnbLy/xK38l+PKDgqasYkuJJcWAPhpn4mRwDhFCZo0PZuWRPEkl/VCxcabDW39+kbd+WLL7aI2FVsrhEzZCeWw787zo6KK+dsOm2gl49gPmcwK8Gjjs2/cklfppz0xMJftWr9y7dfPKWUrlFv9wHVx/5xQ2HlsaYMkEz4ayZ8Bd8gVl36IUKBO9fUzO3EspBTElPyLwQkpej3LQoeS3+NKDkl9/+yS7DzWwAo/AEpSVxreKxRp9UtGjON5PjkRxCvNjinMMiprqYWGh+GbnP5tSGN1xUkl8FOn5tIrB3+C5V/7TJ/H/ZQffkWFguX6ncCGIAmUyIC9O0RAjEX1wYE7z4lYujcij+XAWqRDGYTjO9flSo5RxCXZsZVyDU8X6mS5v/+9L/Orb4aYHJAuUUUJmrsDFwlRi+Le2Bnrw5cNuw8hisRUwWYl52+vaXHf3cd7z6QZHFhIuPbPExeectu/0rRufOXr0IDMza755gJt3Q/GJz994ICjVfqFvrb15/7GnePx+xV2P1Dljhc1YRXDoREQ3hMCDkpeBOzCRewDuwJTxy0FM2Q8p+yGloEe92qbkt/jKQ/Drfz3NE0cauIFLxYaKpfGsrDniFPlrQYFjyyLY838Xqo8Fwjq0WsgaAYbCvZH7/IuUzAOkIFE1/60HUXKQpdCF6P0cCM+THsuLScU0ZfFnilmcEWmByJvbdOZ4LAYHuDwy5uK2wd+R2YSyVCOlzNresqFeIgf6sr+ReauYlK6xw7YtiySxSBPFmknJ2365ya/9teCmB2A2rRgLuczUSebOnYOlTDW0IOnNX1e3Z3PwWI2xao1LNy8xf0WLB3c7vOKlm9mw8sgvHD+060C5cc1zwvc5Ab5xw1parTalUnD40UduveX9H9n7wvsfC7lsi8fmtbBissvbPxkTpw6ezRDcgaLiK8pBFrkDU+mslCIqQUg56DJebbHYbXPDA5L/+b4p9hweoxTY1G1NyTZiHEeZ5oQ8Qp8EkuxDz93+B3QlT8ctA8dAZpp1h+tEmEwDhWheANhgE82idgoj9mXFjhv4GpF7UP5+drTnh0yWRW1J4evltwLQc3P8YvePMTkVQ3sHveyxM+MlI1E2BkJCmu750Vk4evA8c0mzcRpOiZI8kkvWTkn+/PVN3vz+lDt3Jhxp1jOhVza5L+vsGe3AV6BNbcRWmmopBbXEJ2+dYOWYw9a1E1y4aZHpmodbvuCW+vQLDpcaXRw3+PcDHKBcLnHPvXfsCfzqX23ffM4L6/YdnL6+S7nc4XizS7NXo2JDyRPZYVJRCRTlQFMJUsp+kgE8ohz0qZS6TNRaHJpr87//2eWz94wz361RLVk0XE3ZTvGz3k3bGuaxBRS2syGtGOXboqA5KURyOYSX+eD14PFITMUvH60xUE3noVQOAS4oNh1koAJk/v0MC0VKMAT98BRYzITk92JgvzycKi3yc8XIaxw2hQy3fp2dH8wlaV6LcayK40yinPFxKYaZFClNM0Kq9KBkLzNDzdzoKfdeyXc9RFZMk5lXfCyJY5W5BZtI/ue/0uEL9x3irf+U8uTxRlb6z4pLaPSg0JRXPhVCKGxLUw8tyn6M8uZ47JkSB2cd1h60+P6XnsfUeOWvHn7ozj1nnX3J1wPdrw/gABvXbaJRrd49uxR+Yrpx4Afue/gRHtjnM7dQxdcOk1VzAq6WbaolSSXQA41K2Y8p5+AOTCn/8HyHt3zA5+M3T5FYFRolScNNKTsa39GmQTkrFFjKUA2NAaaZApCVpMl1D0NwW2oYwUcjec54tZm3GJmGWAN4Yz2XDAPVoBI65K4MrIPzloF89IouSPuKFEcXf3n5KqQsR/PxepSmDDisHlhpFAfh5h4zJu1mFIQiMY5QUSSNLCIdUqsc3Kpgm5dqjF5FaZTWoMgMVrP5Oomx3IuzFKIUWYuhleJGkihSRIkkSRRJImnUJK95UQvXOsyb3gP7TzSy2alplp7UWfd9dks1WiuUUri2x4qJBr/wvR2ON5vcvVPj+jtYt27zJ6amtt3d7S58vbD9+gE+NjHJHY8+fWDNaRf86j/dc5e6b/fKV7hSs6Ka0HNgsmExXrepl2UGbJMtKfmRAbdvInej2uTIfIf/9f4SH791GtwyUwHUXWMNEOSNyzY4thlbYWXzWIw7EhBqdGSiDAz7JYtqNmUZcFtSIHPAZ4gRZC1WMh0UI3qRGbOReytKYeSjWpphqAOwaQaWDTqLZiNZmMLXg7XsMFoE9gj4l50tRm00DG8eGaU4MgAgB7kgkgZkaWLT7Ut6oRn8lG8g+YWvsrNNqvIqZ8aRCwdQA3BBFAk6fUU/EpnviqlYOrbGtRVhlBAlkjiWmReKpFZWvOLSJqSH+YP3JuyfHSPVlhlimwM7gSRJMk24JkkVWttAiW7kkiYJV5+TUp0MPr39zAt/leTpp8bGNn3rAQ5wyY413H7XHU9dc+mlj5w103qFnd7PF+/xmV+ssWLCOMZWghjfNZ08gWuyJSU/pFLqMFZrcmypw5vfX+Njt0yj3IDJDNwlRxO4ELgi68wXOLYZPmRMX8w22ezE9MI4E8YXyuY5LVHCGAtlM1ys7HctJZBqWDIXQOiktHsRC92UZl8OLpa8KcIqaDuE0MgiLdEUvAFzr5ICNdHLmwoKIGYZNRmJ1susKmQxglOI3tl0Z1WcdpE79Bqd/bEFh/mmIIzEMBDkO5wy/iapAksP3bTyDIvODiwyH4qFMbxcapvPQUnjb+PYJiCFsRHPJUk2CCu7r2rBK1/QBI7ye3+f8vT8OIm2SXRKos3o7iiBXpjQ7ad0exZRZOHYivlOh89+NeKqi7fxs+e/8JFHH773qTPOuuwbgew3BnCAi86YQXrr3tpdddvGf/jw2GsWlhRb1tqsnYkYq4a4TjLIsXpuTMnvUwk6+G6L+/eG/P1nGvzrLdO4rs9koKm5KWVPEzjge5lJpysHZkHmJnBtc9jsRzFL3YjFedvYUKhiE4MY0BNLDYcW2UpiWcMpXbYy1r5lX7BlfYvZr3Z5ZGcJx3UoKWNn6CqNVsNRHqkwh1IxAPfQ3Ebq5XQly4vrU+XIR8E+kiFZBnTjcKsLKdBi9M4OeZnrgG0ZBaZjR5S8PnfudLnpPgelTVbLtuSgFzKfb5NaOpuwoQcXnhTG34SsOdy2E1wrZbEVse+Qptc3j+PacuA7Gboyaz0zZff8Ps0rn4nklZc2SeITvOuzMQ8+OcGRxCNOU+JsOJXZLTSuHTHfSuhHFhtXO1xzqc+inv7w2nUXvPXh3Ye+Ubh+4wBXwXp08+8W/enKz8HqVRfsOHb5aavmcd0e1XIHR0EYVYgTi8DtUy138L0lPnQjvOn90zTDBr7vMOmn1FzTu1nyBL4LgSsH4PZdo1nxPVPaL3kpjUrEqplZFpKQ23fNsLpujDihsPVmwLYsI/CxLZlN6DL3JuKA76Y0qjFb1kasXz1P530t7to3TugFhQnPxUOf4Z2pYODoVLQPLk5FK6YOh+vkYs+gNE9WrBEnR/F8JqQscm+lsWRqbpn60rUjXDekFHR4cH/KWz8yzrEjim0rQqJI4nkK1x6O4xvO9xleZIYGmsMp2QXl2gkzYx1ueKDHF+4bY23DoVY2M1J9z8ywjCJBGMvBgdZE8uHsoFSbotArLmvx0ouP86b3h/zzDTMc1cGAqoSJppeGWJZmIVYcW4pZ6ticsWXi1rY1/XNv/tt/7fzhr1777Qc4gKi8lnsefKhzyRVnh+/96Ed5ev4QX7zXQ6kxzl4n+f5LJSsnQuqVLp63yD/dIPn990/RCuvUfYtJL6XqppRck3kJPIHvGq255yoCV+F7woDfT6gEKdVyxFSjzWRjkXbo0ArN5K4RcGf82xoAOqc4xjbOtcF19Mh8Tw1cdLrkLb84z2+8S/DgfkUL1/hiC5BpNsZbGjen5VmcdISu6EEqrpg2zO0eRoAths89D91FdePyXPfgMJkbkWae2lYmVnOciJLXZeeBkN951xT37q6xcRyaXcPRTT7cHOacTEsyeE4ZZcvrCInKK7pml/A9I6M4uGRe0ExsPpNynDUoeIooUSSJIMk4eJpbYxfK8GkqqZYUb/qZJRQJ//iFFczqEoElWD0O33NZyo5NLWy7x+fvtDnrtJVcdMnLQiFk57QtL/1moPrNARxg68aNpGl610svueDSD32q66skIhACIpv5xZQNK1ocb7b5wlds/uiDM3SiMpOBYsxLqXopZReCDNx5NDBKQ0ngmc78Qf68FFGv9Jgeb3JsscetD1Wx7WFZfUhPhvw7B7djS9M65Rhwe47G91LT8e/EKKHphRYvOi/lirObPPpkiSi26CgLJzWWCFaWF04Ho0Ty9KA2KbUCuE/pCPtsgaIA8pHc9EmRvHDYPMk3JqcmIUr1ufUhh5vvrVEbV6Q6pRdqXJvBWEdGnl/uuJhbZmQHz1SSpOnAFjmMBFee1ec9N7R4+sQ4ljCOVUmSZh4nwwNikmVvzL018IFP80ieSGoVye/8ZBtbHebzd0/RDis0SgqZ1knDAGhzzkab6TVXdGdWbr2rWNL/jgG8Uilz5ETnd88+9wr90K59v26zy4sjm7UzLutXLrHnSIe3fbzG3btrCDxmSlBzEyouprLpml49YxCkMoDLAR0p+akpDAUR1XLIWLVNnC7x4S/b7D5QZaZeaCQeDKo1fLsYvfPIbU77Gs9J8ewU1zZFCqnMBxn1bS7aEvHRco8jbZ8wMbYIrjY58nRZ9D41RRlycZM1FM8O7hFgFwpLy4A+Kho71TAuQ1McK2a+lXDXLtfkV4XJnEQJ9CMzzFfI3DGl+DwyI8x8l4oFltImGicmG9LpK05fq/jJq2b5q08GHG75aFJji5ymJIO0rTZpwkynMojg2WTjPJ+epIrAc/jtH+/ykouO8RcfS3nyWJXVRyzGGzGtjmb1mtW9yy67/C9cl98TovRNA1x9078J/O8/fYv21lx2i+85auNUeOncQlu94KyQbjrPOz8Z8NjeBjXHMcUbR1PxNBUfKp4wepVAZhJai5IvM5GWphIkVIKEainKGpg7TE8scv1dEW/5wAzKLTHhacquxncx/uMDN1uJY2de5AVPRNc2Lluuo/GdFM+N8VwTxV0nwnFCVk/1+OQtHkcWfLTl4EiBW2h9G5XhFhsa8n8XrdyyzE7Buk3l94rM4Su7z9J1lsobNHTBAcyk42TuDFCkJiodNGZ7bo8DRxPe/P4GnbiM5yhKmVe7lT2P5Z1LQ5TnmSVTEMufm6X0YLK1kppLdrTY/XTCvTvLYFlZ+nTIxfJawFAHk50wCo0UAqMtD2ObMCwx07BZO93n0f2a+SWLdSsiOnpNePHZM29tOPv/l12+KP73YPSbjuD5unB9L7TcsT/pLc2E521bevPtO+fk00crJL0yV5wuUCri8YMmheY7hnOXAknZU/hZA0RQOEjmfip51bNa6jI9tsTOp7v83Wcn6KcVZlxN4OgsMovMltlMj7AthZNZNbtWNkDUxkxstrMWKCvFVnqQVss+ZeLY6DHQCZASa0WSjvpzp4yOD0kLKcL0FBxdFw6XhRR4Idc9Wp2UBVoyiOaZsAo59E03Raf859OMl4Nlme08fx5xam5RolHxMOMkRDq6c5CbYA53wr4l6YUWbt+m1fXxvTKv/d4ldj3p8MhTU5h++2RQqElTU4gzrrIqk9VmY8fNW4yS5swQxpqdB8ooYdGohvzYizs8eXiBXc9MpeecNfPm2F7557c+2gq/ASh+ewB+7at/lJ0Pf7JbrWz4xH2PuP/zlgfuZsO0y441NmUfNq1Z5C0fdolaFr4rKPnGKKjkKwJfEXgQuEYjXvKN77gpDIVUyl2mGkvsOdTmd/++xj17JhgrKapugm9rPAdjsm9nEdyWGbgFrmPA7TqZZbNtIpEZCT2ckpz7kg8QiMb4oA2K66MykoKsNqcpQ2APU4en4uKDVYiky7Uyg6xJsXop8mzLUH1lDqeZxCujLsu7jnL5QZwy4MpRXNDlLO8KEnKw0xh+b0rnTt/GtlIWrRJnbYp4y2uP88a/kzz61CRaK7ROslpAms1couBvogayWiHAtixq5T5LvR4fuLHEthko+R6VkmTNRIfTJs7S2ln7ift39bo/c+2P/nvh+e8HOIBfWYNXbTyxY2v19T/w8uSdN375PrlyUnLO5h6JXCROJ/AdqPiCasmiWh76FwZeiu+aQ1/enV8O+pSDHhP1Jrue7vC7f1/lK49OUSs5jHspZdcUhbxBnjwbZuRIPMeAO6cledQeONoqjbIKYwgL8tPle/fyiLt85T4e+aiQNNuN8ybeYupw+Spy8OK4lJGpzoV04ciTGrnyCpmY5c9N55Zp2ZSFJG/h00Ode24ZkT+vLI2Tm9JbUmEpK6NFHpaqcOmOhLe+7ihv/FvBIwcm0ChSXYzk6eDgaS4qSZwoQGErTb1iYamETtTk/r1Vzt6g2bS2w/jKS9PaxPbXb9mx6oljh+e+FdDkmz+eFta69efRqHbD9add+u6puv8b526fpBN1qZSX+Px9Fr2WxXhFUK/Y1KsWY1VBo6qpVxKqpYRKKR4cKMulHpVSl7Fak72H2vz+u8vc9MgkJd9jwk+puJqSa8YS+lnF03UkrisHXuSeozO75hTXSbO+z0LVr1jyLmQoiopphBjpuKfwdQ6OEd89nW3NubNqoco50v0jhoAcWFaMZEYKOhOVVxKH2vUc3HqYQR82CA/0MDqjUiZVlxvR52b0UQxhbIZChZGmH2bj2UNj1dDrQy8U9PqCTt9MPOt0bVodl6W2z1KzymXbJH/480fZumaO462UE13FUlfQ7AlaXU27q2l1EpZaMQutiIWlmLklzeySYm7Bo+a7vOT8Nou9GGSPuc4qWt3Sb7z4hRe8+9FHuuH5Z5zxLQH4tySCAwhrOyeOH04uecH371Xefc1bb7uu8s83LfDF+6usrClWTdpMjdk0KsaDuuwn2LYBm2Ob9rWSbyL3WLVFmLR4x7+VuOH+ScqVgAkf0y3kakp5BiYvNrgmvWgOnOYg6WacOz8g5d7jud55uK0P5peNhNW8sKMGthbDDEeGMSPSyh3SyChHYcJBkbqMtKGxzDkr7ylVZmexCiAvXmC5HDa/6VQOD3M5wPM8ziny9UlGVTLleGaamRd3UnSqswsyn9KWR3I1SFGqQj7+qnMW+O/XHuUNf6M41qqZSJ5JYZNUZxXKFKcDXT8ljFKi2AJt47k1Xn5+D52eoOav5qoXvai5eev5e48eO5K8/MqvX2vyHQM4gO36BKX2p6+84vxfjpLuX3z8+s+Nla2YrWtsTl8v8T0D7Il6j5IfZluXhW0lBF5IJehRr7RQVpMb7rb50sPjeH6JCQ/qninp54WhwBP4WWFoYLTvZmlAJ80Ok3qQgRgZJptXP+EU6Trj2CRFNt570HI17PnM2UCSa8JFHpxNE0EiQQ28QYb67CLCi91IQ3APBwEoK6NPg0sja9AQEploEqlH2sZMTjsDeC5Jzb+zDOQasnn2uV+3SQvmDRJax4CFGXeSNyyoQlXViLscK+GF21u8/IITfPyrcKJdRaPI9d5RYgYEhwlUXM1EGNPsJswuWiSpy+nry2xbp9i67eq5qZUX/tre/c1Pb9303Brv5w3gtWrdvKHJ3D++5KorrXXT/bd+5vq7J6dri9RrXVrtKisn+wg1z1cfF5SdKuunJaXMW6VRXeLpY10+9CWPj3xlisNzdaar0DgJ3BLftQa585JvDqq+m+B7OcCNMZEsiKMYxmryrT0HhbFwzsOqRAlhRpFnTc55E63KcGSKGZn6UGqsAR/WA7Vemho+PtwjzGWQZ1BkISoWU3I5nRJZB1Gu7yDL4OQiKCsXNuUgT4XJAhU5vziZWiUJRBnvlkJjK0FkaeIUktRwafMIpuNGZGJ6c1HahQNwymRD83s/3eL0jYf54I0R+w6PI7TCUQklT7J+TYpTanP/4w7hrMvqiZTjzSZzLY9euootOy45vmHz1W8Io+gfLzhn5bcU3N9ygA/eUzXG8RPt946t+F65fXvrj2+996bJuccU528SxGmbj90MX763weXbSoxXYlZNNikHTfYc6fI/313hs7ePY5dKjJdFJqPVlL0sxehJAs8i8BUlX2Y+5CYLE3jGSs5zYzzHiJAEEMaKfqiIYpODVcKkA0fcUIVRtaVZBLcyn0Nb6cxI0nQXKTnk3VEiiFIDWVsZvp1TDkvpga5DD6jDsl1joIDMhFO2md/u2sPnHiWKKJZEsREuqcxjXQpQVoqdZB3uWmXPo3AJi6Gpfy5lEIKBPDiMzcXmWBrXynT2iXlvdHadmOdubJMNsK3swnTMrrOYMlVPeeNPNDl70xHe9A8Jjx8ZJ7Bs1ozDBZtsXnBOyhdXLvDxL41RCnwuO7fL0cUl1q2/8Pi13/viN6Zp8l7LrXw7oPjvK/R8rfVnf/pHrNl2wf3Hl+zjdz7OFWNW5G9c0+Jjt0R89YEaZ60NOHOTZOOqHpXyLB/4IrzzU2Pc9NAkMgioeJIJN6XmG3CXfTkyIqVYGCoFhvqUfVPWLwd9quUe47U2E/U2lpWy0PRp9+xM7w1KmVy4cbKNKfk9/u1mxSdurdFJS1QdScXWBDb4ti4M2DJT5FpdwYE5yWJfDuaoF/UcKjPPUQN1Y6ZozJSMTn6zh4dhz0myXSgicEPqlT6BF7PU9phfcgljSZpRESHBkvn5wrwGzw05cFRx/xNVbMehbEFgp3i5DierDYQxPDUHBxc1zUgOmhj0sNl0eJc1UucuV+biFIVzg3nhUazYvFJz+voejUqfh/d7OMLCVQrbKnHZGX3Gx5o8vt9hRc3jh146NnfaxpnfXJzf9d7xmfO+XTD89gEc4PpP/AsXXnXtQ1vWlJ5+yfnNl3753hPuTfeV2TTtc/ZmizM29ZmeOMH7boD3XD/J/HwVIS3iVFJ3De+u+JpKILIWuGxESpB1DPk6a2ROKAeR6fcs9ahXOjSqizx1rMtHb7XZud+n1SoTJXamksNYNlsmYjq2oUjvuc7hq4/WELZPzRGUHSPjDRxMDj9ryatXbDasTjl3xxytqM8Tz7gIZWyEh+1yIqtK5hJVaWS7thi04uXygRzcnhsTeBElr8dEo83DT3b5xG0OR46X6fVdM/MSUYjIeqSiWSv3OTwnuP72Oo7nULaGva2+Y3a/cqCYHlectaXDeaef4EQzYv8Jm35qkafS8xEpI2gnP3zLgf2cJTF0yk7w7ZhOv0QtqHDBlhDb7nLnTg8dSyylKHkO557W5UQr4XBrffOMLWt/ueTywY3bf0p/U+D6Ote3haIU1xt+9Jm0NCM+/Pj9E3Gt4X1g0/RT7hkbLC7c3mXV1DE+8EX4xM3jbBxzWT8lWIw67Dqa0Fwq41oMPpg8clcG4E4J/NS42voRpSCk7JuyvmM3ee/1gg/cOMlcs8rmccXZGxVrZkwEspTGjXPumkcnbQa0SYWQAkfp4S0T9QeepFKymKhbbF2fcs7WkO+9eIHffU/E3bsmsaUYUJrEyg9u+iRbiqJaUGZjFG1lrOs8J6RebXP/ni7/8311DhxrcMF6webVKeN1izQb0WcpSWgb+4Y4oylxIokjA0rBcESirUz09l1Bo2KxZkZx7laHtSvgJ68+xj/etMT7r5vhcBIYEVWad9wwqFAaW2SFQGUj/ySurQgiC0tqDs5GPHnQp9maZt2KHq++bBY4zgc/P0G0SxB4NnESsH3T+t4TxyZ//m+u9/61EYTpN4Op7yqAl1f8GoeOzSYrN3u3vco/0nTUx9k0udM91mrx7hsdHt1TZk3NZstqi+0bJGdsDvnU3R3+6XMl86E4RkZb8i2qJUm1NOz1DAYGQiYDUy23cd0l3vNZxVv/ZYZeUmVjw5zgo1jT6Rke78eykDUoVkgECDUyLNbQCTM62ncV5cCiWjag6fVKnLmuxY9eNcftu0oshiV8S+BZpqgyLNsPJVjFMn2xO92ysnSpF6JUmw99yePufWNsaNgksabZTnAdlWnajZDMzQooJpuisp5HczUVU5FKmd5W1xb4nqn0drou7XadNVOaN/7IIjbP8HefWcnRTgmNHBRtklxQlfVQAkhp4VgKz03phxaOpbnuLo/Pf7XGGWsFzU6Z09cpXnHRCdZOHef620p89dEy69dv7a2enPzJ1Fn1ibM3ziWvetXPfbvh9+0HOMDE5Bg2HF65auOZF59Xe+Hje9e+70u3Hwr2HbZoeJItqyw2rlKcvqFLELR5+phD1RUEjsmclH1FtSypl1OTQw9iAjfOBFMxJa9PtdTGc5f4u08r/uxfVtCnxpqaZryk8V3Du/PG4mGXeaFOKfTg5Gfl22+mUrSz0eRO1l3kWCbwdHsWYeTzknPnefEZi3z5gYCeazrZRyyET0oTGnfYnK8b+wXDo+vlHrc+Al+5r4qjXEqOuTjCQSHG9EVGsel/jONhe5jOB+QMSvh5i1tGl5Q5F6QptHuKhaaHZVWYbGh+68cWUPIg7/zkKo51S+QTlOM0LwpBFCemcovAtkyKthsoWl2XdVM9lsKYXU9HuLZAiIAz7DqnTbd42Xk28+nqzlw687M/dc1lH7/nq/fqCy//se8E9L4zAHdMpSK54/a/PfLMg+WPnnf+equ5pN95YuFwbbrqsXLKYsOqGMue523/anPrgw02jaWmy8dXVEqKRkUzXo8Zr/Wpl8Msy5DiOBEVv4fntnjvdZI//fA0XV1lRckUhnxXY1ty2EC7XAyVZzgkiKyaY2U9mSa7kevMMxlupvgTmPEaUWxhSYuSFRLFMb3YHgicRiqajJb+JaP2DyoDuWVHdGNNmLj4ltGE5IWTKEmJIkmUTSeLMnDHSU63FGmaDKy5lssBcleBVJsMSqdvwGlbJRq1lN94zSJheph3fWYVs70AkESJZqlnBk01Qk2SxEZTYpvWwnZgcWLB54U7uoQ/PMc/fMpi/xEz7TpwfVZM9ZD+ykXV3/i62jPzH/3z993Jb/yXn/yOgBu+RaX6r3ddcukvsvn8iA/dVPmQcHf89x9/xQtnV8xUcJ2YycYC774eHtw5xoYxZQ5GrnGlrVdgohaxarLNzPg8MXMItUTgh7h2TL3a5r69MX/5sUlacY3JQFDzUgJH42Rd+UqODmUdkgUT5Tp9aPUkoIy5pxxKWK1C9MtlrGRta2FkcvE7Nvdx/JBeDHHuKFVQIbKMgw87d3TGw1McO6bbi3loj8t8zzWGRwwvzFypFyV5/6OxcUiyJl+tJYELjpvkU7MLf9Tc8uprFAv6kaLbt2l3XZaaJSQVfuXVHS7efIJ2J6IVC5p9QY+E2Onz9KLm4DzMLSUsNmOaHej0Fb2+xdNHG1ywscR/+b55jjUj2t02wrLw69fMvvSFZ/z3X/sZ+aGFifp3FNzwHYrgxXXRFT8LQBItfEBatvUv/3bLn7SOfnly7+E2R49N8PLzHA4uhOx/RrPRkVRKgrFqwsrJDtMTs3z+noSPfqXMC3ZYXHs5TNQ77D8S87efrrMQ1pkpScY8kz1w7NxXpaDbzp9I4dP3XM2DuyzuftgjTSW20oO8cd6pr5QoeCPm1VDTizhVEly0o8/YdRGtLsRZntwc0PI+zdFkgUAv06GY4lSzo7nvEYdmS9GY0AM/mPygN9CU5A0JiRgcMIWUXHhmzLlbIx7YAxT7BPJqZmo8YZJEZCCXdPr24O9US/CLr2hxYK5Jc2mMSgV+4Io+Lzh7no9+xeULdzWQwsK1Y8qBotsXlII+e59JOPzwJGec1mTNTAsnWMkLX3j58WD8qt/WafQBETS+01ADngeA50vZdcJe7z3Xft9V4q779B+/+5/jyRfu6HPm5iYfvTVCUKYcmEFV02N9Jsfmuf6eiHd+YopA+DQXbJ4+GrFqqsXNdzt85f4JGo7FTCXFtTLL3sGUhMzRVA5do0w0z+p1UjO7JFhaNGMIje94MeVnGgaUEpkOI8NMrhZMJDoSpGmSATBv6D1ZJDVCHQbS2MIAXJUgbfPEc1lA7gCVppo00YM2sNGbyZGP1TQT1dg4bzH8u5rhbjK4ULIeyn5oZZPMzHToK86KuerMNp/4cp3144Jxv8aYZ/Mrr5xFiFluunuCsquolGJabQc0hLT50kMeR+YCfuCKCvVVVxxfsfaaN2qt31OulJ8vmD1/AAdwPI/HDrTeXZu+NP7JH3LfNnvoi40Hdi3y8B7YMuMwVlVM1GPWrVzghvtD3vmJKRq2x7Y1kjVTisDr0+zEPLQ/wHMd1lY1EzUjEJprmgzAQPMhhqNDiuDORVeW0khLmr7EwTjx4cVRHCNY7IrR2fQDnRmmpFoPWtyK4F6uRcnvTLaj2IamBx02Rf6YAzTNVItDGawolOolOoYkzi3SROF3GXB58/vm/3Lx2fF5B4FLFClmJmJ2rO1xY9CnE7o8fVTywBNVdmyQ/LdXHAM9y1fumaReTphdTHnqaIWzN82x95kOS931bNz6ovnzz9v+m8paer8QE88nxL6zHPxUa/u6Mjs2+P94+WXn/ExjauOvj81cGfmWy/Z1gpVTsHKiQzdu8qnbqwTCY9MKycyEzWQjZaza5Z4nNF99sMK4J1k9Kdiy1uH87YL5fky7b/ZdOSi65PN5Rp1KhEiz2aYSS4jhTE0hzIWReRsunxKRr4HjrE4ZTCUudtafopQxYmy/TN2IkFnNMPt9TiHPzQ+x6bB3cpBJYXioHT7HnJ7oAZcHCLyIanmOux+P2HnA5umjAUutKpefCeec3ma2BbMLMYeOC/YcLBP2x3nFJTG21+aZOc2R2YiH9wiaSz7fd+Ul0dlnbvz1idUX/MzxpYl/fL7BDc9zBM+XEG56/PDuT1999audcvWJzupJ52+OPP2gaHdDadkd3vFJn8W5EttWS1ZPO8yMm1nl9UqbB26zWFzyOWsVzIzbnLZGMN5o0f1igiOqSEmWNxbYVuZ5TVEZgvmX0AMNymByxMggKDHiMjWYN5yJuJJEkCZ6pONnhJ6MvOD8rijTzXcSkEpQlMmOdMKneQFmlJ4YkCsSrTLZa2o8uAuv0jQ9pFnaz9g7uHaC5y/x6FMVJssRtmVTDgK2b/Q5a2Of+x5LmF0yF4KSNlBl89qY179qifdf5xF4KZ3IT+eSl+nTJ077bxfPbHlfe+5guOnMbc83rIDvEoADTK7YwoEnnwhXr1j1jyvH+l/+atj74TH/qT989MBTPLp3nPUTLjs2KqbGzBjDsWqfE80+uw8G1H3FZF0xNaZYPdmlVG5i22VcBa5jjIQC38hpZTaeIykWeUQmsspmbub0RC3j8AN/8ux3cuTECWxYmbB1Q8ztO7UpuMDIrbiKgqshJzcU5bH9ir2HLGRBRLFc9qoL1UWTAx9mUtJUIgt/Nc+1m3GCZiCUkgm+I+iHkjBW9EKbo62UqB8zXlPUqw6rW2W2rJql0ehxolWi7Md0+ilLbRvXrnHGuh6nrZ4ndc7g3DOn/1/pbfpoubLm6VZ7Ltz+XQJu+C6gKMW1bsNmVq9Z1d2558Tu0zZe/SfCW//m+w+cl9S9Eudt1Zy2fomx+gm0hnIQ8uRRyZ6nPCbKgrGaxdRYykSjzfV3azodn0YZyr6iVhaMV1MmaiaH2+tLE8ESY9i50IRP3epxYM7GdbJhsoPucjHsll9u85A97yiRbF+fcO7pYUFqyrMbohRW1pMzAPy9Oy0ePWBhqcJDFJueBx1DWfROhp6A3b7FdEPwPS/sEVRSkqz5ws6kBhrB7FLKfDNmqZ2w1BHMN10qnsfLLlng6JLm+FzM7IJgbtFn62rFuumYVs88txOdHrsOdbjrMYjCUv9//OTKEy+8eMObt6+/7E9UfGL32nVrutu3b3nuF/0dXN81Eby4XvryH+RjH//n5NpX/9c/eOrgcfu2r974Q05695pP3q58J6ly1blmO1dKUvIsGmXFeE2wYqLHUrfJlx4MGA8UYxVJvWIxUdesW9HG9xa58c4xHDvIxm+YRtgkTZmd9SCy8Oy8dzO3Xh7OthxpjFjeJ6nFkLbwLNTk2VaBhxernqL48CMgz6O3yYPHsSSKFWFkYSnF9FiEpRLzASvTuzpet3HdiBvv6xK0fCwVE/iS2QWbxaUKLz77GDfd0+XIfInJsZTZJRtp+5nmXZNqxcsvcJBulwf2TjLX3/6Vl53x1Ve1dCltpY8lr3jlDz/fsDnl+q4EOMC1r/5xZueWUEr9Xjlwf3/lqle+o/bAbWesnmhd3IuPWXufsQhjRc2DsapisqFZOdHkU3dpjh4vc84aGKtZA+BXSgt88MuavXtTzlifMlHPjDOF0VpEwsK1FZ4yuu+8gqkUBXAXOvAHazRT8e9dIgvl4ln+f5gNGbagRYkkjCVhZBGGDlLH2DJGa9Nh5FqCekVx5mk9KvUmH/mi4sicS+DFlAObp4+VOeO0FpfuaPK5W31WLMTMLtp4vktgR6yb1kR06ca1eMfaqdtfcMX3patXbbz3OD/Se/FVtecbKl9zfdcCHGB8rAqZt8E//PMHf+msczZVSDt/11ys/cjhp47JY/MdLCzWz0jWTbdpR0t8+rY6G8YV02M2kw2LiUbMmqk2Tx7v8sW7x1lZViaFZ2ywcZ2Ye/dKHn06oOIKAjvNuvFN9MunFwuKOfRT6KYHX32zKDeQNvQnk6YWH1mPRvE8nx3HkjDU9EJFL7Rodz22ru5wzqYODzxeNlX7LBPk2pKXnp/wpQc7PHXQpV6KjVWea1MtjfGqS47ypfs6PHW8zPRhzYpJh/NOaxGGDdauWZWec8bYx6Yn3Nd2e/c1pya+fRrub+X6rgZ4cf38j/8Ehw7uaTqu9ytzJ47uue+h+86YfXTyB6bqTzM51qdRa3HdPRYePhtnbFZNWcyMp0w2Qny3zcP7BWC8Wixl9OCunaBkn4eetDk8G7C2mnXsuwLPHk6WOKlvMy/0sCwPXlhCfAMv7qRNQYz8zfyySXNwZxWjVEMcC3qhRPUsXCul2fGYGbM5a0OPex5L6EeKONXEMbS6FlOpw1kbO+zaX+PEIjh2hFI2thWwee0Y11ywxBduczk8m7D/YMJFZ23n8PzUJ7Zvv/iR1Wum/7Lb7Te3nLHh+YbD173+wwAcYOXq0wBOPPjo079/5vk/tG7t2j0cOvT4Dzy571F2PR1y96Nltqx0OXerZKwaM1aLmB7rgoi48zGXJDRe2Z4r8JyEWrnP0YWQOx4vU1I2dT+l7EMlMB37uadekppSuzlsDh2hBtmYVI7kvUcuiK/xeorT2fILJLeDMHM/M0qkl3foD9OXiRa0usbo0pIa33Opl0tcdHqLT93WZb5ToRdqemFKu6PwbIuLt7X4yE0JRxctNAmdvmZuyUKICudv6vDwE102rq2zZtMFrFq3/RPXfP+mX4u77QN28K3vmfx2r/9QAM/X2TvWkPTnD8hN23/zoYetf1yzZtOvJt27rlj3yBE2zrSYnmgTOCXGa02aXUGYeFhKEjhQchVlX1Avx5T8Np+5R3HXY3WmyoJakFINFONVm0ZV0u13OHjM+GmjlbG4sIxHoIZlSr5hQkoN3KgKa9nBcfDtoo9fLt/NJLu53MAchE33uzEaMt1A1VLCwWMJ7a7FWFUipYXnOsw1S1yytcMVZy/xudsCFtuSdjel1VW0ew5h7FANJCU74kQbpLII9SL3PO5y2bkzXPmCDVxz6Vk3l0vBX/qVrQ8dOBgdWL9m3fP9sX9T6z8kwAGU2wDYo7XeAzxy+MCxFa/72Uv/dueeh0/7wpcfUt9zUUSz0+HL905z6VnGWL3sSyolSbWcMlbrcmypx/V3VQiUy2QlpeSa1rjJhsX2jR0s+zBv/8gMvqsGoDIOXAlRLOj1Fa5jEccqi+JiqGWRuiALKBxCR3xORKFgk9GcjC87ClzLuHNJAZ2emeTmuyaie45meqzDR77SRqVVtq1z8RxFObCZXfQpeXW+98Il7trZZbYVsNSOWWorWh2HfuhQLytefAbc9GAXKSXfe6lDeezsZN26s/Z4J+Z/8axzLj+cJOz2nG+Ea333rf+wAM9XpnHereOF3VMr4pf1ErXqp1Zd8rGHHv5cdaEXlfohLLQSZCKYqErG64KZsRBltXn7vzns3Fdn+8rhDE7PlYzVUqbH2+w8lLDUFSSJySeX/ISp8TaHZmPmFszYQ8c2ZjZaGzQracCZZ2JMgcXoYmDU9EdrM70sjEzrmenKMQ0KrjL2dI2ypFqCE+2QwydsPDclTjVKCSqliPF6h537Skw3Eibq5kE7XYtdBxrsWJPy+lfN8/aPuhxbEIzXzdweSygmyj2UsDl/q83FZ8+0r37RK5YWWtG1jr/hmdVrrQO2+o8N7Hz9hwd4voRVR2t94Pxzx59eWGrvWOheeYlIr/z7tev2xA/ufGSs121VNkzbrJoMaVSbOE6Xdq/M6prNBVshpsfO/RIhBNVSilJ9PnhDmSiSWblfUyvHNKpzvPPTPk4K55+uqJUMONNUIpC4KuvCd00fZKohijSxnY/IHvolSgG90FCLwLOyx0lNBLfAt6FRsTh/G0h3lj/+YJnxjkccpaSJwlHwmmtCfudvodkxAitkxN17UohKlP0GZScijGKONyWVYyErJly2rC9zzeVTTE2dvXD1CyZbQiWv9b1Nd0yuqiwmMalj/+cAN/wnAjgMonn6lXufmq83Vn++3WxveeLOf+q/8gff/j9WTt/3U/MnnorqY4dPv+3xwJuqdRCxYPMqwdb1Kage+57xsW1BrRziOl1SUTXDryyJ4wimx3rc8qhk3zMBW6YhihlycC2QQhJYpge0XpJUyxbHFxOOL6UImVItG/eqkpcw2egx15Qcn/OpVyS+mxBGNqlOEDnNUaZzRkrJ5pUWl5zZ5rFdHhtmdGZsb0Nq0Y8jltoWcZzSi1Ie2h9jRwkrxn0qFZfzNvbYsi5g/2G3h5rcqcrn6x+55sWOsit/Pub/+fuxX6PhSCpE9fn+CL/l6z8VwPN15flrweTPO/sPHMCyrD+1betP123eqFzvjL9ZrfpbDh/afbnrHlc7NiXYTkgctwlcl+mGZmaiyf17Yw4dc1hfM0BzLY0QfQ7NCiQWviuzeT8JaEEUWwih8G3jojtes9i0RnGaaPHez0lsy2GyboyExmoR441ZPn5bFRU5bFqtKHk2vb6N1hFO1hLXDaEfajo9QZo4rJlo8tiuiH5sEcWCZsdmzZTgnC1NHtvtcWxeMz6mSfo9ED67Dllcc+Ek1750PFm7Ztut/cTZvdTsvl6kMrEsG8d1dSt5AxXnPyUMgP+kAC+u9evWwTDTHC+15l/reU7j2LHz/mh67CbnyYMHkkiNnRellfOnx0NmxufZfbDNg3stem1BdaWgGwmESDm6AF990MOVknpFMFmPsJ02h064eF6ARuI7gmpJ0qjZzIzHrF/V5c7dMY8/McmGGY1ta1ZOtHjoqR53Plpn00REo6JoVC26fQeIGPNhZUPTjlJOLCUsNG3i2OWKsxa45/EEjcB3E+abis1rFDvW9ZhdaLPnkMWGNRWuOL9BGPn3lv3efV29XV1+5dVhpdL4nSgK5xuNsef7I/mOrv/0AF++quUGwDzwOoB77v0ilhJXPPhE/6XXvDi81nfntu460EeIh1k7YzHRSNh7eJFNK1zWrupT9koEgaASCMbqLR7Z1+P4bJ2Jho8lYioe1MqKesVMraiVBD94ecTep3u0+hUqfkw37vCvt9RYbFl0K5rFZsxC06LZcUiSkJovuWS75FCrw+590Opojsx5uH6ZfhTjWX3Gaws8c7zKXLPGTD3hl3/kQo4tBqyerOw6a6v42J5ngi8opW++8oUve77f8ud1/V8H8OXrgvOvBrg57M3eDNwyu5RsWrN2Ln360MH0svNXbvjey2u//cju3VS9Bnc/sRdfdVg9MUsU1Th4POa6Ozx2rBYkScqYH7OyIalVFCsm+nT7KWEU4ooyP/riLg/v9tFoPnSTRxqW8J0Q33M5tJAyVofDx10Wm10kCa5t8X0XhSwuaKJEsPPpLqvHBa+63MX3NtPWs8ys24oVHP8T1z345PYdL5ZXT9dku+fsBT7/4hc9Pz2Q323r/3qA58vxxgE+n/+70zwBwq/LdO/tM+N9Ds82oraz9dfPPZtr0rRF1XeYPfYVQFIKbJ54pszsYsxF21P6YYdaaZ6HnwiYaoTsOVCiXocwiomTiCMnLNaOpRw50WdqXHHfvpD13YR7n3DYutqj3bJQlk/JazC9sszLrryE8UYfnQSsmOjfcM+j4m0HT0zap607i83b1t684rT+wqqVk8/3W/hduf5/gD/LCioTAAvApwB27TvCzHqxs+LF00dm43SqHrM7upuJWopUFscXXZ48lEa/+Bs73vTgzuT7p1YuRqvDgNJYn5nVPm4g2HGmYuPGkKsc45DrTyRsXyNxGxE71gf2waXyZ9ZOfeFNJxZc23Vt2r0S0qmzZesOVs5oFhc8WSvLoy9fwZN++T9e2fz5WP95Ep7fBasz9xmkYPqWu9q1mfElvf9QwOrpiCefcbFdeOqY5MLNIQePSVzXYtch2DiVsudwzObVgTjan15E6KOvffULn++X8p9m/X8Gyi9rNaq/FwAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxODo1MDowMSswMDowMFPMsHQAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTg6NTA6MDErMDA6MDAikQjIAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 10}
  • mf_hecke_traces • Show schema
    Showing the first 100 of 258 matching records in this table.
    • id: 51853591
      {'hecke_orbit_code': 36028797186736240, 'n': 1, 'trace_an': 3}
    • id: 51853592
      {'hecke_orbit_code': 36028797186736240, 'n': 2, 'trace_an': 0}
    • id: 51853593
      {'hecke_orbit_code': 36028797186736240, 'n': 3, 'trace_an': 92}
    • id: 51853594
      {'hecke_orbit_code': 36028797186736240, 'n': 4, 'trace_an': 0}
    • id: 51853595
      {'hecke_orbit_code': 36028797186736240, 'n': 5, 'trace_an': 274}
    • id: 51853596
      {'hecke_orbit_code': 36028797186736240, 'n': 6, 'trace_an': 0}
    • id: 51853597
      {'hecke_orbit_code': 36028797186736240, 'n': 7, 'trace_an': 7203}
    • id: 51853598
      {'hecke_orbit_code': 36028797186736240, 'n': 8, 'trace_an': 0}
    • id: 51853599
      {'hecke_orbit_code': 36028797186736240, 'n': 9, 'trace_an': 51871}
    • id: 51853600
      {'hecke_orbit_code': 36028797186736240, 'n': 10, 'trace_an': 0}
    • id: 51853601
      {'hecke_orbit_code': 36028797186736240, 'n': 11, 'trace_an': 45364}
    • id: 51853602
      {'hecke_orbit_code': 36028797186736240, 'n': 12, 'trace_an': 0}
    • id: 51853603
      {'hecke_orbit_code': 36028797186736240, 'n': 13, 'trace_an': -11158}
    • id: 51853604
      {'hecke_orbit_code': 36028797186736240, 'n': 14, 'trace_an': 0}
    • id: 51853605
      {'hecke_orbit_code': 36028797186736240, 'n': 15, 'trace_an': 95584}
    • id: 51853606
      {'hecke_orbit_code': 36028797186736240, 'n': 16, 'trace_an': 0}
    • id: 51853607
      {'hecke_orbit_code': 36028797186736240, 'n': 17, 'trace_an': -55866}
    • id: 51853608
      {'hecke_orbit_code': 36028797186736240, 'n': 18, 'trace_an': 0}
    • id: 51853609
      {'hecke_orbit_code': 36028797186736240, 'n': 19, 'trace_an': -488772}
    • id: 51853610
      {'hecke_orbit_code': 36028797186736240, 'n': 20, 'trace_an': 0}
    • id: 51853611
      {'hecke_orbit_code': 36028797186736240, 'n': 21, 'trace_an': 220892}
    • id: 51853612
      {'hecke_orbit_code': 36028797186736240, 'n': 22, 'trace_an': 0}
    • id: 51853613
      {'hecke_orbit_code': 36028797186736240, 'n': 23, 'trace_an': 253888}
    • id: 51853614
      {'hecke_orbit_code': 36028797186736240, 'n': 24, 'trace_an': 0}
    • id: 51853615
      {'hecke_orbit_code': 36028797186736240, 'n': 25, 'trace_an': -3872619}
    • id: 51853616
      {'hecke_orbit_code': 36028797186736240, 'n': 26, 'trace_an': 0}
    • id: 51853617
      {'hecke_orbit_code': 36028797186736240, 'n': 27, 'trace_an': 10157192}
    • id: 51853618
      {'hecke_orbit_code': 36028797186736240, 'n': 28, 'trace_an': 0}
    • id: 51853619
      {'hecke_orbit_code': 36028797186736240, 'n': 29, 'trace_an': -765318}
    • id: 51853620
      {'hecke_orbit_code': 36028797186736240, 'n': 30, 'trace_an': 0}
    • id: 51853621
      {'hecke_orbit_code': 36028797186736240, 'n': 31, 'trace_an': 8189680}
    • id: 51853622
      {'hecke_orbit_code': 36028797186736240, 'n': 32, 'trace_an': 0}
    • id: 51853623
      {'hecke_orbit_code': 36028797186736240, 'n': 33, 'trace_an': -7926240}
    • id: 51853624
      {'hecke_orbit_code': 36028797186736240, 'n': 34, 'trace_an': 0}
    • id: 51853625
      {'hecke_orbit_code': 36028797186736240, 'n': 35, 'trace_an': 657874}
    • id: 51853626
      {'hecke_orbit_code': 36028797186736240, 'n': 36, 'trace_an': 0}
    • id: 51853627
      {'hecke_orbit_code': 36028797186736240, 'n': 37, 'trace_an': 7208194}
    • id: 51853628
      {'hecke_orbit_code': 36028797186736240, 'n': 38, 'trace_an': 0}
    • id: 51853629
      {'hecke_orbit_code': 36028797186736240, 'n': 39, 'trace_an': 44623664}
    • id: 51853630
      {'hecke_orbit_code': 36028797186736240, 'n': 40, 'trace_an': 0}
    • id: 51853631
      {'hecke_orbit_code': 36028797186736240, 'n': 41, 'trace_an': -57891986}
    • id: 51853632
      {'hecke_orbit_code': 36028797186736240, 'n': 42, 'trace_an': 0}
    • id: 51853633
      {'hecke_orbit_code': 36028797186736240, 'n': 43, 'trace_an': 37304708}
    • id: 51853634
      {'hecke_orbit_code': 36028797186736240, 'n': 44, 'trace_an': 0}
    • id: 51853635
      {'hecke_orbit_code': 36028797186736240, 'n': 45, 'trace_an': -45527158}
    • id: 51853636
      {'hecke_orbit_code': 36028797186736240, 'n': 46, 'trace_an': 0}
    • id: 51853637
      {'hecke_orbit_code': 36028797186736240, 'n': 47, 'trace_an': 29210992}
    • id: 51853638
      {'hecke_orbit_code': 36028797186736240, 'n': 48, 'trace_an': 0}
    • id: 51853639
      {'hecke_orbit_code': 36028797186736240, 'n': 49, 'trace_an': 17294403}
    • id: 51853640
      {'hecke_orbit_code': 36028797186736240, 'n': 50, 'trace_an': 0}
    • id: 51853641
      {'hecke_orbit_code': 36028797186736240, 'n': 51, 'trace_an': 142742952}
    • id: 51853642
      {'hecke_orbit_code': 36028797186736240, 'n': 52, 'trace_an': 0}
    • id: 51853643
      {'hecke_orbit_code': 36028797186736240, 'n': 53, 'trace_an': 45140082}
    • id: 51853644
      {'hecke_orbit_code': 36028797186736240, 'n': 54, 'trace_an': 0}
    • id: 51853645
      {'hecke_orbit_code': 36028797186736240, 'n': 55, 'trace_an': -1479800}
    • id: 51853646
      {'hecke_orbit_code': 36028797186736240, 'n': 56, 'trace_an': 0}
    • id: 51853647
      {'hecke_orbit_code': 36028797186736240, 'n': 57, 'trace_an': -77053192}
    • id: 51853648
      {'hecke_orbit_code': 36028797186736240, 'n': 58, 'trace_an': 0}
    • id: 51853649
      {'hecke_orbit_code': 36028797186736240, 'n': 59, 'trace_an': 205334804}
    • id: 51853650
      {'hecke_orbit_code': 36028797186736240, 'n': 60, 'trace_an': 0}
    • id: 51853651
      {'hecke_orbit_code': 36028797186736240, 'n': 61, 'trace_an': -109264870}
    • id: 51853652
      {'hecke_orbit_code': 36028797186736240, 'n': 62, 'trace_an': 0}
    • id: 51853653
      {'hecke_orbit_code': 36028797186736240, 'n': 63, 'trace_an': 124542271}
    • id: 51853654
      {'hecke_orbit_code': 36028797186736240, 'n': 64, 'trace_an': 0}
    • id: 51853655
      {'hecke_orbit_code': 36028797186736240, 'n': 65, 'trace_an': 143056644}
    • id: 51853656
      {'hecke_orbit_code': 36028797186736240, 'n': 66, 'trace_an': 0}
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      {'hecke_orbit_code': 36028797186736240, 'n': 67, 'trace_an': 52322348}
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      {'hecke_orbit_code': 36028797186736240, 'n': 68, 'trace_an': 0}
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      {'hecke_orbit_code': 36028797186736240, 'n': 69, 'trace_an': 425002688}
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      {'hecke_orbit_code': 36028797186736240, 'n': 70, 'trace_an': 0}
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      {'hecke_orbit_code': 36028797186736240, 'n': 72, 'trace_an': 0}
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      {'hecke_orbit_code': 36028797186736240, 'n': 73, 'trace_an': 761429998}
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      {'hecke_orbit_code': 36028797186736240, 'n': 77, 'trace_an': 108918964}
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      {'hecke_orbit_code': 36028797186736240, 'n': 80, 'trace_an': 0}
    • id: 51853671
      {'hecke_orbit_code': 36028797186736240, 'n': 81, 'trace_an': 1527489907}
    • id: 51853672
      {'hecke_orbit_code': 36028797186736240, 'n': 82, 'trace_an': 0}
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      {'hecke_orbit_code': 36028797186736240, 'n': 83, 'trace_an': 36110892}
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      {'hecke_orbit_code': 36028797186736240, 'n': 84, 'trace_an': 0}
    • id: 51853675
      {'hecke_orbit_code': 36028797186736240, 'n': 85, 'trace_an': 675044052}
    • id: 51853676
      {'hecke_orbit_code': 36028797186736240, 'n': 86, 'trace_an': 0}
    • id: 51853677
      {'hecke_orbit_code': 36028797186736240, 'n': 87, 'trace_an': 236662680}
    • id: 51853678
      {'hecke_orbit_code': 36028797186736240, 'n': 88, 'trace_an': 0}
    • id: 51853679
      {'hecke_orbit_code': 36028797186736240, 'n': 89, 'trace_an': 1319848398}
    • id: 51853680
      {'hecke_orbit_code': 36028797186736240, 'n': 90, 'trace_an': 0}
    • id: 51853681
      {'hecke_orbit_code': 36028797186736240, 'n': 91, 'trace_an': -26790358}
    • id: 51853682
      {'hecke_orbit_code': 36028797186736240, 'n': 92, 'trace_an': 0}
    • id: 51853683
      {'hecke_orbit_code': 36028797186736240, 'n': 93, 'trace_an': 2846904208}
    • id: 51853684
      {'hecke_orbit_code': 36028797186736240, 'n': 94, 'trace_an': 0}
    • id: 51853685
      {'hecke_orbit_code': 36028797186736240, 'n': 95, 'trace_an': 620260624}
    • id: 51853686
      {'hecke_orbit_code': 36028797186736240, 'n': 96, 'trace_an': 0}
    • id: 51853687
      {'hecke_orbit_code': 36028797186736240, 'n': 97, 'trace_an': 101766310}
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      {'hecke_orbit_code': 36028797186736240, 'n': 98, 'trace_an': 0}
    • id: 51853689
      {'hecke_orbit_code': 36028797186736240, 'n': 99, 'trace_an': -168732636}
    • id: 51853690
      {'hecke_orbit_code': 36028797186736240, 'n': 100, 'trace_an': 0}