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mf_newspaces • Show schema
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{'Nk2': 256, 'analytic_conductor': 0.5110425729361945, 'char_conductor': 16, 'char_degree': 2, 'char_is_real': False, 'char_orbit_index': 5, 'char_orbit_label': 'e', 'char_order': 4, 'char_parity': 1, 'char_values': [64, 4, [63, 5], [4, 3]], 'conrey_index': 17, 'cusp_dim': 8, 'dim': 2, 'eis_dim': 16, 'eis_new_dim': 4, 'hecke_cutter_primes': [], 'hecke_orbit_code': 274911461440, 'hecke_orbit_dims': [2], 'label': '64.2.e', 'level': 64, 'level_is_prime': False, 'level_is_prime_power': True, 'level_is_square': True, 'level_is_squarefree': False, 'level_primes': [2], 'level_radical': 2, 'mf_dim': 24, 'mf_new_dim': 6, 'num_forms': 1, 'prim_orbit_index': 5, 'relative_dim': 1, 'sturm_bound': 16, 'trace_bound': 0, 'trace_display': [0, 2, -2, 0], 'traces': [2, 0, 2, 0, -2, 0, 0, 0, 0, 0, -2, 0, -2, 0, -4, 0, -4, 0, -6, 0, 4, 0, 0, 0, 0, 0, 8, 0, 6, 0, 16, 0, -4, 0, 4, 0, 6, 0, 0, 0, 0, 0, -10, 0, 2, 0, -16, 0, 6, 0, -4, 0, -10, 0, 0, 0, 0, 0, 6, 0, -18, 0, -4, 0, 4, 0, 10, 0, -12, 0, 0, 0, 0, 0, -6, 0, 4, 0, 0, 0, 10, 0, 2, 0, 4, 0, 0, 0, 0, 0, -4, 0, 16, 0, 12, 0, -4, 0, 2, 0, 22, 0, 0, 0, 0, 0, 14, 0, 6, 0, 12, 0, -12, 0, -12, 0, -2, 0, 0, 0, 0, 0, 0, 0, -16, 0, -16, 0, -20, 0, -22, 0, -12, 0, 0, 0, 0, 0, 6, 0, -16, 0, 4, 0, -12, 0, 6, 0, 14, 0, 0, 0, 0, 0, -16, 0, 30, 0, -20, 0, 24, 0, 2, 0, 4, 0, 0, 0, 0, 0, -6, 0, -2, 0, 12, 0, 12, 0, 34, 0, -18, 0, 0, 0, 0, 0, 4, 0, -16, 0, 16, 0, 28, 0, 4, 0, -34, 0, 0, 0, 0, 0, 12, 0, 0, 0, 12, 0, 12, 0, 18, 0, 20, 0, 0, 0, 0, 0, -8, 0, 4, 0, -48, 0, 6, 0, -30, 0, 14, 0, 0, 0, 0, 0, 16, 0, 0, 0, 0, 0, -36, 0, -14, 0, -6, 0, 0, 0, 0, 0, -42, 0, -12, 0, 8, 0, -44, 0, -12, 0, 6, 0, 0, 0, 0, 0, 8, 0, 6, 0, 16, 0, -8, 0, -6, 0, 6, 0, 0, 0, 0, 0, 30, 0, 12, 0, 0, 0, -26, 0, -4, 0, 30, 0, 0, 0, 0, 0, 12, 0, 20, 0, 44, 0, 36, 0, 10, 0, -12, 0, 0, 0, 0, 0, 4, 0, -10, 0, -12, 0, 28, 0, 12, 0, 6, 0, 0, 0, 0, 0, -2, 0, -6, 0, -20, 0, 36, 0, -12, 0, -16, 0, 0, 0, 0, 0, -26, 0, 6, 0, -16, 0, -12, 0, 20, 0, -8, 0, 0, 0, 0, 0, -18, 0, -8, 0, -16, 0, 0, 0, 20, 0, -10, 0, 0, 0, 0, 0, 6, 0, -16, 0, 32, 0, -8, 0, 10, 0, -26, 0, 0, 0, 0, 0, 0, 0, -10, 0, -24, 0, -36, 0, -16, 0, -10, 0, 0, 0, 0, 0, 16, 0, -12, 0, -4, 0, 12, 0, -6, 0, -18, 0, 0, 0, 0, 0, -36, 0, 4, 0, -64, 0, 28, 0, -12, 0, 36, 0, 0, 0, 0, 0, 30, 0, 8, 0, 28, 0, 60, 0, 0, 0, 20, 0, 0, 0, 0, 0, -16, 0, 22, 0, 32, 0, -32, 0, 10, 0, 20, 0, 0, 0, 0, 0, 18, 0, 10, 0, 80, 0, -12, 0, 24, 0, 4, 0, 0, 0, 0, 0, 38, 0, -12, 0, -4, 0, -40, 0, -46, 0, 4, 0, 0, 0, 0, 0, 22, 0, 46, 0, 16, 0, -48, 0, -12, 0, 16, 0, 0, 0, 0, 0, -50, 0, 12, 0, -32, 0, -26, 0, -6, 0, 0, 0, 0, 0, 0, 0, -6, 0, -18, 0, -36, 0, -12, 0, 10, 0, -18, 0, 0, 0, 0, 0, -12, 0, -50, 0, 20, 0, 8, 0, -38, 0, 12, 0, 0, 0, 0, 0, -2, 0, 16, 0, -36, 0, 36, 0, 28, 0, 4, 0, 0, 0, 0, 0, 14, 0, -48, 0, -68, 0, 68, 0, -8, 0, -28, 0, 0, 0, 0, 0, 10, 0, -18, 0, 64, 0, 24, 0, 16, 0, -50, 0, 0, 0, 0, 0, -34, 0, 48, 0, -16, 0, 2, 0, 12, 0, -12, 0, 0, 0, 0, 0, 16, 0, -6, 0, -20, 0, -36, 0, 42, 0, 20, 0, 0, 0, 0, 0, 32, 0, 38, 0, 44, 0, 8, 0, 34, 0, -18, 0, 0, 0, 0, 0, -36, 0, -48, 0, 36, 0, 28, 0, 24, 0, 6, 0, 0, 0, 0, 0, -10, 0, 16, 0, 28, 0, 20, 0, 18, 0, 4, 0, 0, 0, 0, 0, -8, 0, 62, 0, -36, 0, 32, 0, -44, 0, 54, 0, 0, 0, 0, 0, -4, 0, 0, 0, 0, 0, 24, 0, -36, 0, -18, 0, 0, 0, 0, 0, 20, 0, -42, 0, -12, 0, -20, 0, -46, 0, -12, 0, 0, 0, 0, 0, 2, 0, -28, 0, -64, 0, -84, 0, 20, 0, 46, 0, 0, 0, 0, 0, 12, 0, -4, 0, -12, 0, -100, 0, -44, 0, -10, 0, 0, 0, 0, 0, 0, 0, 20, 0, 48, 0, -60, 0, -30, 0, -12, 0, 0, 0, 0, 0, 20, 0, -50, 0, 32, 0, -8, 0, -8, 0, -24, 0, 0, 0, 0, 0, 78, 0, 16, 0, -4, 0, 60, 0, 4, 0, 22, 0, 0, 0, 0, 0, -66, 0, 46, 0, 12, 0, -12, 0, 4, 0, 64, 0, 0, 0, 0, 0, -40, 0, 22, 0, 36, 0, 60, 0, 36, 0, -10, 0, 0, 0, 0, 0, 6, 0, 0, 0, -48, 0, 4, 0, -26, 0, 0, 0, 0, 0, 0, 0, -32, 0, -10, 0, 60, 0, 4, 0, 42, 0, -12, 0, 0, 0, 0, 0, -10, 0, 48, 0, -68, 0, 24, 0, 48, 0, 20, 0, 0, 0, 0, 0, 54, 0, -22, 0, 16, 0, -4, 0, 36, 0, -44, 0, 0, 0, 0, 0, -20, 0, 18, 0, 12, 0, 60, 0, -18, 0, -60, 0, 0, 0, 0, 0, 32, 0, -58, 0, 0, 0, 32, 0, 10, 0, 8, 0, 0, 0, 0, 0, -16, 0, -12, 0, -32, 0, 66, 0, -14, 0, -28, 0, 0, 0, 0, 0, 38, 0, -12, 0, 12, 0, -4, 0, 8, 0, 6, 0, 0, 0, 0, 0, -32, 0, -60, 0, -64, 0, -4, 0, -28, 0, -74, 0, 0, 0], 'weight': 2, 'weight_parity': 1}
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mf_subspaces • Show schema
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id: 116412
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17, 49], 'label': '64.2.e', 'level': 64, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 5, 'sub_conrey_indexes': [5, 13], 'sub_dim': 2, 'sub_label': '16.2.e', 'sub_level': 16, 'sub_mult': 3, 'weight': 2}
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id: 116413
{'char_orbit_index': 5, 'char_orbit_label': 'e', 'conrey_index': 17, 'conrey_indexes': [17, 49], 'label': '64.2.e', 'level': 64, 'sub_char_orbit_index': 5, 'sub_char_orbit_label': 'e', 'sub_conrey_index': 17, 'sub_conrey_indexes': [17, 49], 'sub_dim': 2, 'sub_label': '64.2.e', 'sub_level': 64, 'sub_mult': 1, 'weight': 2}
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mf_newspace_portraits • Show schema
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{'char_orbit_index': 5, 'label': '64.2.e', 'level': 64, 'portrait': 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loJZ9qKwWBEEsUIIfFrdXZu9NgzN6IWgLWC86uWizZb6kHC+bbHiQWFr8DzYDSQXLI9pjeK8LXEU4YTCz5n2x5133LJ1gGLyxpjoR5IdmyM2L2lQ6M+QggII0m73+DcSsBsU5LEASfOeRw7Kzg+HzPfDvHqI665qMcPvNYwGs5w9EyLk+cU8wsJZ5ciTi1aDi1arr1skV941zJbpqc4dnaGc0t1FpY9FlYFS+2E5XbkXruG3kjYDdt2mVtfdun9P/E9+/59rbn3MCTHhZh4rqHx1z7+wQP89z/yKUiiHaq18TeePTL/lk3Bx3jbyxbp9jax0mmw3K6x1A5YamuW2rCcXpzF1YRzbTi6INg0t8LPf+8yN15a5+T8LCfmm8wvac4uWs4txZxaSDi1krBxQ49/dnOfi7cqmkGAJ2ssrgYsLCsWVmEwgii2aGVp1BKmJ2JiCyfOQd0LqQUaLRNadegMApr1EQJoBIbldsBKV9KsC5Y7gqVuQiOwWKBZU6wOBdP1EVoq6vUQX0uOn/WIjWa2JWgGAqUgjgX9oWBh1d1Mi50IzxtSa8RctH3E626M2DzV5OzCFCfP+ZxdhPmlmPPLMScW4Oiy5YYrF/nP715m8/QUx8/OuFVi2WNxVbDcNqx0IlY6Mctdy1JPMN9VrHa6vPedA973nlcwjPf81fy5/k8Gvjy575o3PNcQ+ZaPf7Aa/MTpBVrNxtSJk2d+7E//4nM3PH7wkbd847ElZucUl19kuOniVYwVJEaQGEliwBiNNQprAQtCJEhhObo4zX/5qOTn3r3AdXsippozTDQmaNYCJhse0y3J5hXJiYUpPn57A+WPuHzXkJ1bErq9ATvnYl774oRRpBEYvvpIwHIvoJGMOL2oaHdrbNoesNSHcwtw6U7J4XnLvm0eU42Q0yuKzVMxiZEsdussdg2bZyKW24qJhuKirX2Ongm4bFfM6QXLaqfOJdsTdm4OObGYMNEa0e5G3PFoDZCEkeFFVw+4cadlqedx8daQS3dKfFFnMNzAI88GnF+WLCwnLK7GnFkyHF0QdOMhz798lZ99R4+NEzMcOz3F+ZUai6seS23BSsew2o1o9xLafctqX3C+r1joRLzkihW+68VLtM98jrMrl70lUbvszmv+2UPWdH8rCvurfm3Tcw2ZdR//IBn8k5+9g0Y9CM4trP72fQ/v/74jR0+oU/MdVkKfUz3LtTvP8Ws/ssBVFzU4tzTNctsx+XLHY7mtWenCSjtxLNSJWezAiWVBc3LA8y5d5a0vHnHJ1jq9/iSnFxosrHgstSUrHcviquH8qqE3TOiGhuEoZuPUiMt2GawV+Npy8HRAnNTZs0lyyY6E6akh51dCnj7a5Nq9MDWxwt2PT7NxKmSqKVjqelyyPSQMYx48PEkYJezbYljpC2ZaQzZMau5+MmKq0eDqvQlPH484v+wx2wq4ZLtl15YQQ8ih0wrPs2Atl++O2DAh6A8C+kOf3kBzblmzuCpY6SSsdBIW2wknlwTtKGbvzg5vuWWFGy5RTNUnOX3eae7Ftma57Zh7tRux2k1Y7VqWejDfk5xrJzz/knn+9x9Z4uKtEyysTLK44mOYZWbD9mRiw5V/6HkzP5okw9FFl730uYbOmsc/KIAvLJzH09q77bbbvEZr5re/fMd973z64GkNklEs6AwE5/qSs52E5+09x3/74SWuvajOuWUH8pVOwHLHZ6WjWekK2p2ElW7MajdmpWM5vSo41zNMTvS58dIOb395zKXbavSHTRZW6ix3fDo9Sacv6A0KSRLGAmPA05Z6DbbMGrbNDUGNeOZkzFOHfWqqzsuvj/D8Ng8/02LLnOLhAwnb5xT9UcJEPWFhxXDNPsHCiqFZ8xgMBds3xzz0TI1tc/DQoRG+qPPSa8Gv9XnyaMKzx+pIfLbOKrbOQL0GnnYrVxRDFMNgCL2hods3dPqG5R6cb1s6UcIlu7t897etcuM+w3S9wXJ7grOLDZbaPsttxUoXVjsJq92Ydi9htWdZzsFtuPHSc/zKD5/nyl11zi9Ps9Jp0O0HDIaSUWRQwY54666b/vjYyfM/+upXvy6K4yiam9v4XEMpf/yDAXh7dYWJySl94viRX/jq7bd/39PPHp5bWOoFg5FlGFr6Q0N3KFgdCs73JfPdiBt2n+fXfnSJ6/YGnM9BXmO167Pa1ax2Batd65bcbsxqL2GlB+fasDyyCDXkjbe0uWJHzI37LFPNGu1ejTj2iBNFFEsSIwCLsZbAi5lo9Xn0sGQ4irj9oRYiqrF3m88t1/YIzQpfvm+Ga/b6LHQ7nDrb5HmXRTx7XBNZy9Ezln/5hiFHThsi0+LZk4bn7xMcP99naWWKay6J+MpDA6JRkxdd5bF3R4gVHb70sGA0FDx+KKBV92ho4WQYYAyEiSVKLCMD7b5hanLI9ZcNuGrnkDe8KEHRoNtrcn6lwXLHnZuVjqTdtaz2Yjo9B+52z7LUl5zrSRY6MTddeo5f/VcLXLajxuLKNKvdOp1+jW7fozdUDIaSbl8yiILRhk27Fl728lf+4cV79/786spqPD0z/VxDCvgHAvCH7/pNOksP1nZc9kP/7sDB4z/38COPi3bXMBgm9IYJg5GhP7T0h5bOENoDwcJAMt+LufGS8/y3H17gmot8VttTLK02We3WaPd8VnuadlfR7gk6fUOnF9PtJ3QHhnbfstwXrAwsvTDmsouGTNZjTBzzhlsGXLs3YRQptLSMIsunvtHgwOkmW6YNx8/4aOrs26a45hJLrdHj/mf6nFtocf0ldWZmVrnjEZ/n7fFZ7HUZ9JtMb7A8sl/y7luHPLTfsnEmoDfqsrI6xVWX9LnzEdg0McH1l/WYX13l3iemaXhNrr0YLtk5ROkeh+cNm2ZCjp+J+PTdAYNIISWEkeW6S0Z8+4tHRJFmqg5X7Rb0Bg06vTqr3YDVnke7p+j0JO0edPoJ3V5Cp5/Q6RvaA1juCc72JCv9ES+45Dy/+MMrXL2nxtLqBO1ug04/oNP36Q2Ue44kvb47t/2h4Yorr7E7du79hYv27PqLyy/ddRgYPtdFXM85wA8+9Cs0G15jYWnwU+fO93/h5JkRqz1Fty/pDSz9YcJgmNAfJfSHlt7Q0BtCZyhYGCjOdgw3XLzE279tkTffkjBRa7KwMsFKp067F9DueXT6ik5f0u2T/5v9gXGvI0t/5G6afmgJE4PvW3QafnsKAmmxRhJ4mg0Tiu0bJbu3WnZtGZCIDp+9V/Hs4Qledb3Pi65f4QOfSZjyZ3jNC/vc9XjEZG2SrVt6fO2hOm+8JeH2RxP2bAhoTnS5+9GAf3aTR6t1jg98aoaXXFnnlTd2ePzEkC9+08PGDXZt8tmzRbB9k2HDVEjgRxib4OkEpVzZiK+h5guiSNMf+nT6mv5Q0xsqegNJbwC9oaU3MPT6Cb2Bu9E7A1gdCBZ6gnNty8REh7e+dIG3v3zElbvrLK60aPfqdPsB3YFHt6/pD6X7N4eCfno+O/2Ydi/GiJb5zje/Nrr6yotv7HR6T7z4xsufU3w9p4mer3z2/Sy0p2udTv99Jjz/c71uR8TGw1qJW4EFIBAifSdACpDCIgX40hJoybFzDb74YIP2KGSy3mfv1iGTTYOnLZ62BJ6l5lvqAdRrgnpN0agpWnXNRFMx1VTMTQm2TAu2zSg2Tig2NhWbpzRbpj22zXpcvM3nst2a6y6B6y8bsHfnEg8eGvKx2z2G/SlefGXAdZd1uffAkPlzk7zoKkUsujz4dMCNlyk2TLU5cjJgx2bJQ4cTkpHP8y8LOXYuZnG5zkXbPJTf5bFDmtGgyaU7FC+4qsPyIOSepyynFwQLS5Lzy5pzSzVWOnVW2g2WOw1W2k3OLzc5Od/k5Pk6pxcCzi15nF+RLCwLFlZtmiOI3bObOAuwC6fbkpMrgk485JYrF/jB1y3xb94aMd2c4PzyBKu9Bp1eQLfvwN0bSnpDSX8gUnIw9EcJw5FhGFoWVgbi0SePyuNHDy8MVs988+ZbXh3f+dXbnjOMPac2YauZ6Chc+tlOe+GnhnYghdD4nqEWOOvP6UyBEAohBFImKAFKglQWrS2eMtS1YKHf4CNf2sGX7m/zuhtWeOMtq1xzUY/ZqQZL7QbdQUB/4NEfaQYjxXCkGIWCUSSJYogTRZKAse5mkhI8DYFnadYN0xMR2zf2iW2PA6cjPvFNn6cPTzBTr3PDpZqXPq/DN55q8+V7Jrn50oCNswM+/4DFJHVmJkKWOiOwIIHNUz1WFgOUqPHCa5f54t01Ts7X+Y6b+8TJEl99ZANRUuP5l2/i9S9os2drm7uf0Dx2so49GrB9VjLTFDRqgsAXaCVQElys4HR5nFii2BBGllFkGIWWYQj90K1+KyPBShekHnLdZau89aVtbr0+YsNEnaVVp7f7Q5/uwDk0vYHT3L2RYDB04B4MDYNRnIM7isHXitGwK8+e5d9t3rRh53/4397z8M//+x9/v9LPDdT+3n/rfff+LjddNsVqL37vysKB1509e/6Wug59KxRJbAi8BGPAGhDIlLUFUsiUvUEpgVIJngJfQaANdW2ZGCoWOzP84ZdafPWxLjdf2eb7XrPK5TvabJiqEcU1BqOA7sBnMNSMIkUcS6JEYozAWOHALSxBkNAMYgI/Qqoh59sjPn2/5Pi8z5GT09ioxr7tHpfvVjzvsg7CO88jByfYOVvjqosss9OrLLVrbJtVIA2fuzcgQFIPLN/+ggEf+VzC2YWAuY2Kxe6IJw8HbJub5oaLF7jrsTb3PDXJcORz2e5Zrt/d5+rdHQ6eWeX4Ocs9TzY4cqJBICSBljQDqHk2BTlYC4mxxAmECYSxoDcSdIaCdgiRiRFqyDV7O3z/qzvcfIVhx0aP/mCG88sNun2f3tCnP3ASZzBytemDkWAwhMHIMhglDMOUuUeGUWQJI0uUgBWKU+d6Qe/Bwz/wS7/1qVW/2VLv+z+/8hvXXnSad37nu//pAnz51IeY2X4Hd37tlh/fPfX4f9HmfGuy7lHzfMJIEUYakV4kAQhpEcIFUlIJlFJoJdE6QSuBpw2+NgQeToL4CVM1SWfksbw6w19+fZJvPDVgqjngXbe22btplTjSXLLdctkexXDk3BK3WrhwRMmEwI85dBqOnhcMYsOffLnBam+KYd9ntq7YOqPZtUVz0TbBVRe3SeQS//PTLXrtSW6+XLN3R5fHjiZ02jV27IVmPaYT1gh8Cdbiex6rQzh1TnLp7oAr9g7ZfyDkiUN1br5qhh/6jkV+73Nd7t/fojfQLLVbXLStxpXbB7zo8i7f/oIu7cESH/1ynX7kc/Kcx+NHfXztiADAAImB2BjiELZsCrnisj4midi7ZcQ/f8WIyYZm87RPGNU5da5Gf+AzGHn0hzoFtWIwkukThqFlOLIMM3CHxv05dM9RBMNIpDeV5tSxNncf+MbUi6/b8F/f85btyauu/eD7f/sjf8GPvuu7/ukB/D9/4IvM/Mir1ee/bH7orgce/rXuRU8EL782ADvBcJQwUj5aGZTUqca2CJkWRimJksKBWwm0Vmgt8XSC7yX4oSUYGWqepRkZJmowUxf0Qkln0OJEu8UvfXgWkghJzFWX9rlsZ8goFFiTYK0L1KQUSCnxA58nDvscOlGj7ns0tWRDU7B3q2TjjGbrnGTXFsOlu1aIWOJ/fKrFieOT3LjP4+IdBqk73P5QwHTDY3YKpieGNOs1FM6/7gx8lnqGpbZltdvk1hvaPHYg5PBpzexkjedfMcUPvX6Z//FJeOhQk97QstrTzC9NsGW2ztzMiK2TA37mnw9o1Do8e9Lw+BFFEFikMkiR6ixrsQbCUHDZzpjr9iUIq4kiH+w0wzDg7IJHf+QxGGmGI8UwdIw9DAXDkWQQCoYjGIaGUWgYjdzrMHSsnYF7mIJ7GAkGsaAbCdoR9NpD4s5DLYanf+2bT/9Q9K/eefPvvue1f5bU597+Twfg//33P8/zLp71uqsf//5f+cjif7/nwSXv1mtb7NjQ5eJthl6/iVIJSvkoZVDKoqRFKYuWGq0sWkk85ZIcvueeI08wCiWBZxj5CfXQLZOj2Fl7U5EhjGEUCYaxZJQERHGNQ0dbPHXQklgwqaGshJM7nhIEGloBXL4RWnWYakqmW4rZKc3cNOzaMmLr3Coju8z7PzHJ4SNTXH+RZs82yd4dKzxweMTJ+WletE8yPWHw9YCa9FAW56sbwAxZ7tQ4s6C5+ao6V1zU4fH9ARsmJY1ai2v3Jfzom1d4/ycNT51u0e4Z2h3Fwopmw1SLmck6U62YiUbMdCPktTdGBF6Ep2KUMkjpjstagTGSMFYsLyviWBPGijBSjKL0NZTuGUmGoWQUCUahYBjCKLQO2GHiXiNLGJmCsUvgHkSCXizoRIJ2aEmGQ67ZvcRPfM8yL7zsfBCr2n9fOalNKK//g4UTn4jmdr75Hz/AP/Knn2fz3IR++JljP3jw2UO/+cAjJ7xEzPG5+2ooKfmvP7LKZdsSPN2gN0jQOkFJ455KO5ArhdbKuSKhxNclgPuKML04UWQJY0MYGaLYBVlZti9ObLpkW4xxwWSWLBFp4Kqls9sCD4JA0qhJmjXFZEsyPQEbpxN2bekz0VrhL++KuPupGVYXJ7hqp2L3Vs3FO0YItcrH7pxgY0MxMynZMDXirickp88pLt0CUSK4aGPCi68Zsf/QFEttwXK7xdte1uHB/UOOnJE0axLfm+TKvfCfvneRu54e8Ok7NrDYhV0bE1Y6mqmWYrIV0Kr7NOt1aoGh5id42jhCkBaEdUQOGFPU7cSxIE4kUSwIY0EUScJIMIod24cxjEIXoIaRIQwNo9gFqmGqtYdRJklgEAkGkXTAjmEwirHhgKt3rPCLP7LIa26ETneKUeeY1+tP/5asTSjh7/jdw8/cFu+9/LX/uAHealixsHj+Xz174OAvHz101Ns24XF+KGmLCT57n2QQKt50S5t33NplqhXTG9TRMkGrBK08tE7wtMYLNb6W+J5i5DlAh75wFyYSTsPHEEUO2HFsiRNDnNgc3ElisSlrW+uADaCkcBJIC3wtCHxJPZA06oKJhmWqlTA3FbJxpgtyhT/7muIjX5xlQ63G1bsEO7d47Nxi2LV5lc8/bFheqXPtDsnUhGR6IuTYeY9OX6OU6wtt1RVbN8Xc87hhtWOYXwq4cm+Dl1zX5qv3Bkw3IQh8lJrkqr3wg685jyfP84m7pnnmdI3NnYgNkzGTTUWrLmnUFfVAE/iawHMevpYgpc2PEetuamMFSQKxESSxu+HixJFARhBRbIgik5KFJYrcihjG6QoZwTBdGQeRoB8J2rGgG0M4DJn0O7zrTQt85y19XnqNZLXTpD9o0B3WWO2c8BLV/DWv6XtCBO9P779/nAD/3Oduw1rzkw8/c+AXDh851mzWJAmGGQMWRZcmX35Icu9TNRY7i7z3bT1mpyIH8mGCp2O8yMPXHr5O8D2NHxkCXxKGijAWhCn75GwUC+JYuYuWWGf9GUtibMHaJeYWAmezKdzK4EPdh0bN0Gq4wT5zU0M2za7wzf0hH/p8k0MnJtk56bF3s2D7Jp/tmwQXb+8hvBW+8tA004FidlIy1bRMtQZMtAy+5xwhY2AUala7EZ1+QrunWFj16PZb3Hr9OW67t8+hsy3qQYRWPkJMsneb5J2vWOLmy+f54OcmeeCpabZ1JZsmIiYagmbN3ZBBIAk8iadT61AJpChuZGtTyWLTG95AkhiSNNUf58SQAT11RmJXkzNKQT2KqWjtTgLDUYIZDZmodXjvWxf5t2/vU/MCVnsNBsM6g5HPKPSIYp/FhRNN4+n/unXH1eobX//yr9/y0lv/8QF8frmH73k/9qE/+sQvPPD48ck4cRafp6ChLcYaJJKubNAZKf6Pj3k8eGCFd7yyy6tv7DIzEdIb1vBDH9/zCXyPUagJI9f9EvqKMJZEsSSK0tckBXiSslQi0jJaZwFaKxy2LWkQm0oT5QqpfM9Q8w2NWkyzFjPZGrFxpktn0ONXP6a5/ZFZup0mezcIdm4UbJtz4N69ZUirscxHvuJz+myTK7YIpluK6YkEY0d0BwItHdiMdSw+2YiRKmal57HagXPLdfbtrPPOW1f5s6/4nDjv4ekIJT2sbREliqt2LPPz7+7w1cd6fPBTGzh7qsGWSZiuJzSDhHpQxCeelmiVBs7CDfVyh17c6O7GB5MY4nSFc0B35BAnEMYO4GEsGCUpa8fQiyW9GAaRIQlHTNa6vPZFK3zPK3u89BqLpMlyu84w9BmGgQN3pDBWEPgWY49N1klu/Z7/+NpfP/nEf2bH1T/3jwfgP/q//Qa/+R9+Wi7OPu/6J58+PJn0E2q+BAG+shjPkagUoKWgI2p0Io/P3htw18NNXnVDm+9+VZ+XPS9iasInDAOGoc/I8wgjTRR7qSRRxLFKwS2JE0EcS5Ik05si1dsCM8bczp0xKAWeMnie07DNWkSzHtJqDFCqy9eftHz87gnueGgDm5uKK7fA5hnJ5g0+WzdKts2F7N2+wkOHhnzqro3M+orZCclEUzI3PeTAKctdDwdI626mJBEIFC+/PuKux0MWVmt0egmLK5ptcy3e/OIejx5u8/gzG2j4MUoJwMMkDUYjxbZNAd/z0hW2TM3zibvr3PPYNKc7NWYCwUTN0vQNNR98naBVmjNIj7dcmGEzyWKcZ54xepwCO04gMo4wogRGsWPsfixyYJs4ZDbo8fIXr/I9r2rzihtiGjpgFLpaoFHoE0YeozC7bgpSgHt6iGcPvuaLv/4Xv3jgzE0/98Q3/6/k6hf+m3/YAE+nSdUWFhZ3/cdf/N13HHnmmR+Mez1qvkvSCAkoxyIiBbiS4AtBR2n6cZPlyOfj32hw+6M9brq8y3vf2uOavSHTk5ok8RkMfUaRRxQ5kMeJIkpcwiYxiiQWxMY5B8YKjCkq72wObouUrifSUwbfS2jUI+rBCK1GDOMhTx43/PZnpnjk0DQ6Cdg3a9k0Zdkwpdg447N5VrJ1LmLP1i7nVjv80Zeb2KjGlo2CyZZmsmmZaIQMkgRjFb4UCJkyuFEorYiNoTs0dPoJq13N2cU6l0+0eNetq/zK+TpHzjfQOnLSxmpiU2MUSbp9nxdf3uWFl7d5/OhJfvvTE+w/0WJhuU4gJXVP0AosNe26jzzlShukHL9e5AG3MRCnLo+TdxAmgtA4YA8T6EeWURijbciGyR7XXtLl375tlRsujWk1PMJRi04/YBT6RJFmFHn5ihvF2l2nxK2icaxYXom9br/z7+v+U/GJ8zt/+Y7bfnv4ba/90X+4AH9m/wFareZlTz514N5+Z9FTpidmWjIHVxbYZSBTEnRs8YTATwR1KeipgKHnsRzW+MKDbgDmP3thmzd/24CrdvfYuWHAZFMTxl7aIa8ZhY4dYiNJEpUCW7qMKKIIY9Lf63vGMZxO8HSEp0LOrsQcPGP4xhOaR49OcN9TU8RRnS0Tlo0ty8yEYHZSMTvlsXFGsmVDzLa5AdNTy3zsNvjmk1Ncu00wPSGYaEpaDUOrMaKbhPieQsdOKljrHAxG0hUppQVQ7Z5luaM5vzzBLVf0+GcvWOb3PhPQXJIoEblzaDRR7DOKJP2hx4apGjfu6/KB9/a475kOjx71uPfxFieXa+xfrBMoSV05eeSnNTmKlMhFcU2MhcQ6ORcZx9xhAoPQSZXIxtg4ouUP2bdlwBW7+3znK3u85uaIlu8xHLbotH2i2CeMNWHkEcWKML0uUSzd9UlXWWPdLx+MNHE7Esj2zyn/XDIK537tkx/7QP9Nb/vhf3gAP3PmLFu2bK7dcedd3/mFL3zJS+K+nGrpdOmzafrYMbaSKbilTRM4Fi+GQFnqiWCQCPoqYOR7tOM6f3bnBF96eMCO2QHf8eIum6djdm8eceNlfQSK2RmJVpIk0RgjsVamzJ2tyza9qQxWuKaAwcggdcw9z2gOn5V84f4GB8+0WF2t4wvPsfWMYbLhfPCplmZ2SjM7Jdg0E7Nlw4CtG1f45lNOmmyb1GxowURTM9EQTDZjpAx5+rii3Vdsb6bDbS2MIsmmWcFlu0Z8fcHSHli6A8fii6sB80tTvPXF53nq2BIPPDGHpyyICGshTpxEG4aKwVDT7vlMt5q87Joer7y+z9KtCxw6A7c9UOPwmYAH9zcQnmZhqBkuKaSQCCFSTS5SkNsU5JbEGmxiUDphZmLEpIi44YoBuzcN2ToT8foXhWyeEcxMKAbDSZZXfcfO6TOMNXHs5GMG7jh7Ju7mNraIjeJEMBz10X7755//ghfIa657wa8sLb55OLvh76YF7u8M4JMTNX382JH/ePLE0f9tNOrJVsMjii1JYlPJ4ByNxGSgduygEouXuODTTyBIHMhb2gF9qD1Gnkd7WOfx4zGPHZtFmIgdG4dcv2fAZDPhpTcN2TobkUQx1qQXzhbShKwKUVlCA/c9XuepIw38muThww3OLNWpac2EL9k1Y5mqGSZqllZdMtGQTLY0UxOa2UmYm47ZNDNkx6YOCSt85PYplpYmuHqHYbLleixbDcNEI8LaiPuf8lla9rh4xmUXrYXRSLJxSvKCKwd8/ZGE7kDS68d0eoqVrse5pSZX7h3w7le2uf+ZOkeXJlDCAFFaY+KlCRpBfyTpDTxWewETjRbTE0NuvGTALVcOObs05ImjHWr1hCeOaO5/PCCxEiEFeZ12biNaVwBkDEls2bwh5qU3DZmuG67ZY9g+J4gTjTENRpHH4opbPV1jSBYLpe+TAtjl2ChOY6M4EZjUqoyT1OLtdeXBg4f+fXNik56amf1PQPwPBuD9/oAoDP/L3Xff/d6nn3rCrwWaOHYZySS2xBm4FSSJcy3ixAE9SYHuJa5QJ07AT4OdeiKIjNOCI18QJh6h8YiM5XR7ghP3G6RK+MIjEQ0dY2xapWVdt7rIrqCQ7iklRijaPY841ARa0qpZLp6Fpm9p+TH1AJo1kZbTKiYaOk/0zE7FbJwesnlDl9is8Gt/UeeRg7Ps3GCZaooU3IJmPaFZC2k2htTqdbw00BOpLEiMIIw9BoMhq0PDdOBqtbsDQ7urWGn4nJif5LqLRrzv7ef4b3+hOblaB5FgbIwxECWaMJZp7YiiN9T0Bh7tbkC91qCeBssvvybE80NuvCThbS8ZuopMaRDCpHKxiL4zckiMsxqnWgolfYZDzeKqTisuHYDjWBEblQI3e5VpAknmcqRgblEBeOZyOQ9eEEaWRx593O90B+9oNpu/dNddd8UveclLnnuAP/3kQxw/+nTQ64UvP3z4YE0IS+ArlBTIxJBIizZpsiWxJEqQJBalQCfOmtLKHaiXWOIskjdZRZxwN0iqDWMjiA2EgSRpSmKjieKAxdBlwK0t8gZCuPJULVw5qZdmKzc3LfVpS6ANtaxe3BPUA/dsBIpGXdNqKCaagumWYboVs2FqxMaZHts2LfG7nzN84o6NbJrUbGgZJhvuZmjWcQCvh5xdNhw8HVD3hUu6kFX6CYYjzSVbYzbPjuj2AvpDQ2+Q0OkrVnuaVrvGRGOKt7/sPAdPzfMHn9meWoYGY+LUs9aMwqx+RNIfKho1TT3wqPuuaMz3E3wvJvASan6CFglKJkhhUqvUVHzybPVLEsnisiQxEmOyV5GCXBIbiUlBnCQFuHMwp+1+UVyAOge2qQI8jh3Io9hw9OjRnS++5eW/7Qf1H7n3vvtHL7j5pucO4CsrK0xNTTUeuPer73/s0QdeKOyAWiCJE5BSImNBIl1GUUlLogqQ68SQKMfYOrOqUt86K/VMxiys/M+ZvZVm5qzNwF39fll5rQtoLTr1vH1p8XRa16Ih8CQ1X1ALXMKkXtM064KJBkw2E6ZaMdMTIXPTPbbOLfPYkSF/fOc2mrWAzROGyYag2VA06oJmPfXR6yMeOSZ4aH+NPdPu94uUwo2F/kjz/Mss+7YPue/xSfohrkVvYOj0JKsNj4WVOrVgiu9+6RIPPL3AE0c3425ZQ2ISYmPTZIyrJxmMJI2aoB4o6oEh8LwU4AZPGzyVuII25a6Hy3SavKEke2QJIZcUErkbZfIRHSUrNpElVhZpoD+Wi0hECdSFUxMnbkXPkktxYlkeDvTd99z/vTfffJN57T+79cdXV1b6U9PTzw3AO6vzDHpL/7/Tpw68p9uep1Hz8tqPLP0dJxaVONZOEkOinGQxiSIxjt2TxKYnK008VADtEhImrXHObS1bOADZRckf6QXLOn+kdMVUSrmspSu1deD2PUHgKQJfUPMVtZqkWRO0GpaJRsJkM2aqFTI71WfL7AqPHunzbz+4iVNnp7h41jDVgFZd0qwrmjVo1BIatRjPGzEIXbFYoMg1byZRoliSJB4tP2aYGHoj6Tpkhk6Tt7uKehBQ81vs2hzxq/9qlfd9UPDYwU1gJYlJSBJDHEeEkWEUaoYjyXAkqQcQ+JKab/F9ha8tvnYg19rmAFcyrdrMpUoJ5ABp/sBmALcir2kpalvIQe7eixzABWEVgHdeOznY4xQXeWlFbDl6/LRotPa/5+KL9x4Ow+i//q9g9P82wJ946FOMeie3Hzn57PNH3VO0GoIwtq52WwpUnDkmglhCIoWTJ8aiEoNRpIB2zJ4lHFx2TRRZtpJXa1PWtmktic3eV7FdAFy6ZgmVfictXeLDsbdMKxNlCgbpJErN0qwZWo2EiUbEZDNkZnLAptlVHj7U59///iyHT82wZ9oy3SDV3IpmXdKsWxpBQqse0u7HfPLuOjbR+MoipWu9y7znKJYooXnDLV3ueiqkM6y5RoJhQn+g6A4kjZ6m7gcE/gR7N8f88g8t8TO/J3l4/0bn+ZvE2Xpxko63kIwixXDkjikIBIEnCDybHq9NKzNdpaaU1sUGac2KawsszmbB5FmKnxKbO2sxB3y+4paBnv45+1kZ4CmxxWmpQAbwbEzHU/uP0x/e9vxrrr58+x/+8SdPfd873/T3B/BoeA4dbNx25uhXf8NGp9+s7AqNIEBKk3bfpOBOBCohZXAKllaSxJjUWSnAbUs1I6by6k5oZmcVDokt2IYiHZ1lKkUJ4M65ESnAXSrb86QDgC+oBW7EWj0wtOoJzRTc060Bc9NtB+4PzfDk0Tn2zEo2NBMm665wqllXNErs3aiHWBEyvzyBFG6bE1nJIqZOgvXYPG3RJqYXCwahTScIJHT7knqgqPkevldD60mu2hXzyz94jn//IXho/xyJVUSJIS7VjYShYRQoar7ED93x+Z5Mb+qsEMumJcmkLD4O8vJ3HQM6aWViZrrklh8lZi+twklpNS7VBWUremxsIVHSCtAwhsWVVUbJ2TdfefXVyfe+443/+lWvWDq9Y9vs3w/Aw/5xTLx4qTCn3+pxmkajgRiaNFOYtpfJVBqk4MocFMfipEELmGQM1NkzZWlTKpLKmZty0ZStXJGiMVmkxokoqgWVROsM4ALfc6WxtcBSDwz1IKFRS2jWYyYaIyabDtwPHRzy7353mieOzbFjWjHXNEzWBc2GpFFTNOqSZs39G41aTKBD7jsAZ5d8mr5b1YRw1ly+3BtJf6jZMiO46uIe9z7Voj/K2sFMGnQqar7C9/xUQ09x5a6EX/kX53jfBywP7d9IbFMmTyxR4sARRpbQl/i+TGtTZL5iaZ3KNEkO8gzgWWFWfjZFSfplshDntmTXJLEiBTo5sE35z7nsLAE7i6sSk37mdHiUmLSiERI0zxxZ4MCxxbfe/9jR96+0u6f/Xhj89q/fzdcebW3b1HzolzfqL6GVwtOGWBsSCwiJwObgjqXbSCkxKbgT8uUtScAoUQV3+j4va80Ajju7OaMUHJOyTom9U59XSeEArsjLYV3TBPiedXXfviuwqgcJ9ZqrRWnVR7SaA2YnOzx8cMi//Z1Znjmxka1Tmo0Nw2QdmnVXxVewt6FRS6gHEb434snDmoWFOhdtoqgFSe9Jkzopg5Hm4h2Cq/b2ueMxQz+UDEKXhBoMDb2Bqw70PY2nfbRqIKXhyh0r/B//8hz/5rctDz27kchoNiTGATyCMHC120FgHMDT1coVYIn0mdapyELKiQzsKbjHHxmpZEDPZON4yt/YNFbKYqfEpp8VAC/el+pfYluq34c4kfzRp+7h4t3il7/7tZe89fjRu0/v2vPi/+cAft99D3Hm4RuYvfR/bjX9p28Y6C7GbnANA8ripUcsbMrkOcgpdLWiWMZUyQ0xGbtRYWyXbi+YG1uyAtMrUV5WZfp781ggdU60Aq3BUxZfWzzPUvMNgefAXQtiGnmhVZ+ZyS4PHxzx//ufszxz0tmBcw2XAGrW0hLVmnKuS2DShoOYmh8h1Yhe6CGVxlPOEnUsXgAkSbKmA4+mHwEx3TBwrWKhYRgm9IeSwFdpoOjhaYNSDaS07Ntm+T//1Tn+zW8ZHnx2E1Hipb2QljCxjDxLLS5pcM/gKXeTZ61/SkqkKs5TBvLy+czT+mPBfCFXStLRZLX22UpMAezy+5IszZJ/ceqcRaXMt+8J5pfbfPb2R27odVe3/sA7vv/0U08+wpVXXf//DMBvuul54vxFS9c88uA3PnZu/jF/4+zGvJhJCqfrHIsahHT2UCKd7nV3cVWf2TxQqbJA5o6UA5xywVT+pqQZixqXsjQqlmGtLJ6XAtwz+J4h8BPqfkLNj6nXIhq1EZOtAZOtDg/sj/nx929k/8k5NrY85uqGyZqllTJ3I52tUq9Z9wwM9SCmXgs5Nm/4oy+3CGrglZyK7GtbW1hs3b7PO1/d5o/v7HN+scYgawMbGQZ+QjCURfmr9kr2nuXS7fCbP7HAT/73hHue3sggrjGXCMLE0PBgFLl5MIHOSmjdCqa1SQEuXDN3utJl5ODkVAZyAcKCLSg9I5iybDR54G9LK/DalTkDfQbsQr4UwadJVWfds+yd06ycWfI3Td30sdXVpTdNTs48XobB3ynAz5w+qgaDwR+eOH5wD1GNwI/wPZODTKXJjKxSMJGZM+IclAzY+VJm1gG1Ec7TNoXWzpm79F2y010ZCpR2seRBbtrb6eq9s0FAJgW4S3zU/JhaEFKvhUy1+gyjHrc9AL/0J5vZf3IDG1ragbtegLteU9RqKk0MucC05scEfkzghxhi+qM6k75AS+uYMQ+Bs5vZecpRrGk1FVqMGMaGQSTyRt5gZBj6hoGn8D2JrxVaaZTy05vGsneL4Fd+eJX/408T7np6A6e7LYaJYtKztHxDmFgCbQlii68zi9SWdLgoGDx1erLXsvQbfxSEU3K08nipCvoc1KYqYaoWcMHoWVGer6GlYaIOTz+1f8+e3Rf9Yb2+ehN/izT+3xjg82eOkSTRax578LbNNjxJqyGwabGOEKDSE24yNjAClXumtuSjZnKl6C6xuf2UnRxRDSbXuWVz5qYIkFwZbMbgadNy+vRSH9jXDtxBCsiaH9Kojdgw1WOhPeBX/rjBH35lI6GdZGNLMVc3TNUtE3kK3/VqNgI346QeuHEVtcDdKJ4ecfvDHonxHFvK1CKUxXEUrWOSKFFI4XHr87r8zmc20I08JlMWr4WGwSjJGdxTKmXwlF2FxRrB5TslH3xfm4/ePuAXP7yJs8vT9CY004liIjbUPUsQ2dQPdzGI69sUJTcllXZlgIuUzcuMkiM8vT4p2nMyqkgVcqCX7d6CycuEV81xuOvqfu8ohEeeOMJq77Ob//nb3/yaAwePfG7fJRf93QJ8dekI1pof16xsnZlM0hNVyojhcmzWCIwUKAOJlegxzzSTJZnFVEiRYlmjBPBx5i6zdlb+mrN3WuedVysqmy7HaSYvHTMReDF+Du4B9Vqf2x82fOzrE/zp7RsxYoKNLcGGWipLatCoiRTUklqgqKXsXfNNvhIEXoT2h3z5wSlM4hEoctDkuraoaUqLjRRKal59Q58PfCKkH/uOxSObd7QPRsZpZ+1mwyhFzuDu/AimJyXf/+oOdX2Wv/p6n9sf2cC5uE7fV0zGhoaXMrkCX9s0LrE5i2c3jpKilPxJY4dUC1aynSXWyVg8Y/Zx16voICoAXMiW0me2WLmzZmli6GMYRXDq7MrWZw8e/3El5ef+Thm8s7QfKfUPHHzyr26q6/PUtEyB5EpQRVGVik1dEZsxdyXVW0qtm3ICQRR3P+6z9YBdAXgGbGwa/aeZuWzkhBwDt3I1Gb6X4PshgRfSqg/wawM++iXNL/3hHMdWZvC8GpvqMBsYJmrGZScDNyatXnPgrqfs7eYdJtQCtyLUg5DljqEf+yit8KXJXYqKBoc89R3HilHkE+gBU5N92qMmw0gyChOGvsUPXe26szZVERwKNzOGtH7EGMFUS/L2V3R5+fMX+eU/GPHhL86xHLUYBB7NSNDyXBNEoEQOck+miZ/SypcH6qJ0rkssvg6ZF4xeuY6lzqGM0ccAXZWopQpQQBh3XaO03XH1+ApfuPPxm37sh97yAw89fuj3brjm4v91gMejM3zmA1dw42t+84UiOT030Rhh0PltJvNqtFJASAnkJYDbTJaQpX+LmoeqJKkeaAFsm59gxy5ZnbdjbinduASpHLC1Mq6pQRk8HeP7Eb6OqNdGBP6AZ44n/NVddf7otg2cXpmmWfeYqVmmfUurZmgE0EwLsGqBdKn8QFLznXdeC1ygGniOvVvNIV+6S3HoSIN6llDJ3IkSQrKLmaSFSmGkuWIvvPy6Ln955yzduqYVC0Ypiw+1QXumsPmkLN04tpKYiRPJlskeP/+eHnu3RvzlXZM8cWyKoa7TSzRNLWgqS6CzOTBpEZpy51OLIo7JbkwpqjbsGiYvAzw9wKxFMAd4GfwVcIuC5Ut/p7iZRH58YWQ5cPT83Ce/cN8L/+NP/tTvHTm5wEU75v7XAG6iBV7/Lx74F4vHP/59vjiDbPgYY1xXRunAoJztErntl6V4M7Bn7FVxSEr/L6V/a11wl9k7nYCVgdvNUnGvOi0s8nSM1gm+F1IPQnx/RC8a8dt/UeODn9vAuaUpIlVnsqmYDSwTvgvOyuB2jK3SYiyRsrcDdy2t2qsFEUkS8dQxn34UMOOny7/MQCEqx1YONONYMaE0V+4O+Zge0Q01A19Qj1LtHBm80KSFUm7Kl1BuCpdIL6HT9i6BFCeSiYbHT35Xj3e85hwf+lyHD3xiA8v9FgMd0PUUDS2oKwiUcUDPmk/S75yDPAe4rdqHYzReiZXKYKUK6hwPY/VEZW89azcq5Zhcs4dRLJxos/N0+/sefuYb9584t/LBvw6/3xLgdvgMBJc12id/82o7esKv1UZ5yt1YWbXvrKiwsan8uay1C0lCyubYAtAV4q7cyWVwu6cssbcrIHKVclol6XDOGE/H1GohgR7RHsTc/7jgdz87xVcenmapP0GtFjDnw6RvaPmWZjpmuVFm7kC5epVAEvhOmtS8AuS+F9OohZxbifns12cYofF1CdyZhMtkXAZu6yrzokRhrccbXtrhA5/vs7DaYBALRpGz+vwIvDDJEzRaKed8CFn825Ubx3U3NeqKzTMDfvKtQ67be5oPfHaSRw9OsNRrMlQBnq+oaUldumZwX9q8pDjLcFZBXgI6sG4yqEx6leubDvTKZAplcFcrQvMbg+LzJI1Z2qHhKw8e8WXw9as/9Avf0/jqPUf7r3jRnr89wFc6hrYUE/HioZ8x4ehfC3uOwNepCyLT1rCsv64AMRmAEVVAZ3KEqrdt82W7XABRPXkCF1avAbYwiJS5ZQnc7hkTBCG+F7Lai7n9Ycknvtbk8/dPsdBuoeo1NxvcgwnfBWEN31L3yevCM3A7aaKcNPEtQQrswM/cmIjAG/HYYcniICDQEl+6BI8qLfWZZK50tCci7YbRzNQFN1zc49P3TtOPPYaxoBZZ/ND591q7YFONHHu7G6joJM6Z0qTVfVYQxZpGzeNNLxnw8uct84X7u3z8a03ufnyS890Gofbp+wpPSnwpCCT4MtXmorBcMxaXoppYy9hnTbntOkxezm3kYC8BPCmfGwoTIrEQWUFkIbSSE6eXEXH/X3/5rgfuWOkMP/5/i8EHo4hJz7/swWc7P3364AO86YU9jA2IYo0xiiTdrs9amQK4CuoqW1f1ec78FYCvpYS8si0LJjOAZ8kTaV3xvjQo6Qr5fc/JhcCLWGjHfOlBzefuavGJb06y3Gki/BpBy6OlBVOeA3bds9QzcPuCWiBcfbgvqXluoE7NJ2dvB3Dj3Bgd43sRNX/E5+8NOLNSZ7Yl3JKfuxDrBGa5RCl0+IYpzbe/oMcnvxE5gEeCkQdB7KZJeaFx1l6pDMGxagnkFOc9SZuws3+/WRvxjlcOeN0Llvn0N3t89q4Gdz3a4ny7Qax8Br52Y/KkwJMSLRyje9LZwEqI9DoU2nysFKh0LQtNvkaqlJk5i0fSz4113f3FzzKb0WBNAiZBmQF+eBcXb5l640UveevXrV1eEGLmbwfwXucEk40pntx/il/9nZANLcurb+wxHPkkxoHcATsFuJVVQJOCfozNLaStUSVwQyVTlv+kVMJZPE0qS1LWlgaZAjuoRcRRzKkFy1PHNX902xTffKrF2fNNkqCGbrkNnCY0NHVCw3NztWtpR49j6AzcriLPgVvkAA98S+AZx9xegu+52pUnj1qeOVZDSA9fUco4ijTILGC+BoRpwidONFfsHnLVRV32n67T9ySNOHHgVhBqmwbP6dQqKZH5DhhuK/NCAmVOTdaAoIljj0HoUQ9GvOvWEa9+3irffKrLh29r8vTxOsfO14l7AXFdM9IaISQqncuupXQ19cJ15ufSpXTzrknrlxbkcqBpEDl4k5S5y0GmSe8Em3mq1oCNwUQQRtz6gjY/8ZZFJhuv+76T51Z/S9rlhb8Vg58++gmGqx9mwLS6YtNx9u0ccHReIvSQmkiwKYPHiUoBLksAl2tYfFyalN0Eu56QKwFcCpdOEml7lWu1csDWOkGpGKFizi3D7XdpnjlW5/ZvNjjbqXH8fAN0gGp5NLSipSxNbanrFNTaUvMg8EU6Y7wAd+C7OpDAkwQe+BX2Tgg8k9qOMfX6iMPzcOxMHSW1kyeyvLQzppWrNlmSt4JpLtpquXRLjyePzNBvOBYPNHixxYvS7KwyeQbS1Y9kToPMtatJr0XRmJC2miWKKPYIQp8NEyHf+ZIRN1/eZr7X5sv3BOw/FvClh5qcWwqw0iOSGpQilBLSnTayVL5EFMVZrKPLU1AX17qks7PiOWya+i9licpP0npbEyNsDCZmz5YhR85J/scXHqcXh2rQX+L3P/5l3vOda0fArQvw3lCgJ16x6ezyMx+cDJ4Qr39pzB/d1uIv76zzw2/sc9mOiEY9YsfWEGkkIh+yk41skGPMLSsSJev7WyO2M3DnwUzB2kpaRNowa1WCsYaFBThwSvHndzR4+GDA8RN1uqOAfhKA9pFNj5oSNDQ0lKGmUlCXqwk94f6cgjtIy0yDFOQ5c2f1K16SMrcDd+BHSCLafUlofZcKl8YNvxRVD7zMsDbPFWRSQhIlGmEVrWYIjBhEHkMtqMc2LYNNkzPKOCclr72RpVKAdAD++O9IZA5wL07HKEcevuezYTJky4aIq3aM6IZ9jp1s8+hBnz/7aoP9JwOWFnxiq4mVwgiVN3DnqUaRV+Kv0SuFjWiLP5UBTdEojk0qIFfGoGzCjm0RzXrEZTtD/sUb+zRrhj/9SoM7Hj8ovv9tl37wustvvnVptX3ub8zgl1z2RvGZOx7Z+8kviYs//ulZIiXo9l326d4nWiiRsGd7yJteMuTGy0Kef1VIYqHlwVSj7KjIimQhnw0oueBDmLSWJev6Noxiy0rPggcnTkvufMCnM1Tc9s06B4/X6CU+sfVAeaB9VKDwlaSuLI0M1Mo5BUEG7rRdzfcg0K7pIfBdeapjb0HgQ+AXMiYDeVbLkrknpxcTPn77BOfbdaYnM81aZe+8DqV0vU3ueDiQj0YeG2YUb3nFkDse6XOq3aDvSxqxwI8gVBYdg45IpRmFFqc0CgJZlLamzQnZKLs4cRN640Th6QLono7xvIiWjrj+kpjrLh7x3a8e8OxxyRe+GdAZKe54oMapUz5oyVJfM4xUCmiJzZaoC9krhbVSArctwI1BWMtUI6HpJSQYnn/1iJsuC3njS4bs2RqjhKBVcy1yV+4aMAyPoVsnL65PX7q3Nfvq829fJze4LsAXl7v16Ynmh79y34nGop1zbc9eAjahkzih/+ihgMeeabJlLmb7lgiTGG68POSNLx26iDixzLQsl14UEQTpagOp1l6/gAdc4BiOBI8fUPRHEq0lTx71+NhXalghWep6nDgZEFuF8Tys0uB5SKmRUhJIQU2moJYmTWi4Ggw/TVN7eS8m+azxAtyZLMkaIpwscextCHTK3ikgAm/EXY8r7niyifAVgcpGF5fckzFiy1czk9XCF53po5HHS68a8uJru/zZHVP044BhDIGGMHaTwHQ+PMmmIyAEIh3oU+j8jMlFNaBNV4vYS8c9JAov0cRxTBh7aBXnLpRSMdfuiblu34gEw8nX9VjuCKwQ/MXtNZ444qG1YDBSPHFAE45UWnNzAaDnLO7q/IPAsu+iiOlWgnG9iLzpZSOef1mISWDbZsOWOYsNJcZ4GKMYDF3sJ4XC15posL/hbXrjh03cvQ7o/40AftdjRzl8fMGfX+yifQ9jNdYYp5WsA7q1CdaLOd22nF5OwBoefNbwgc8adwCxZduGmFfdOGKqaTCF+LoAczsUSAmrPcln7qmx3FMI6WQPiQahXOdwTYF0f1bCRf2Bgpq0BNLgp76uVwK2p1Jgp83GnicItHCvadeLn1btuTY2J0183zrG91PWTn1vL5UnYRzx1HGfTq9G0JIE6cSuvOFZlOsICxbPA69sjqKRxEYRRh4bpiVX7R4QeANXmxILgtgFmjqypW4c4+q385soC/myeEcWRUwmK5dI8lr0WEsSTxInCbFSqDjLIcR5LkHLBKmcQ7VrU8xFWxOENDx/Xw9rXUHbak/wmbt9VgcinX8oLsxhKdCNgamG4dYbQ7ZuMCSxu+GVwq0GVhLHHqOuSpVANr6iiPsSoxAskwwP+sL21v1VawB+7vwSK+3+e37z974wE2hLXQjnQRrlhjNahTGlYEAmRTBgLTb73LecXrF8+POt0nKUXd4c1VWAZ4aalBAI8CQ203z5q4vsdZp1C4R10iNNUvjp7gZeloZWNu/iyeqhXZeLKG2H4sCdSRPfyzS6m53iZhmadPxCks4qd8M6jy8avvJAA5SPr1J7cCzAXGscl7N7Ip0LKNOhOpo48Xj1jSP+5LY+T59v0vU86rErlPLSIqnsd4jcMjUFg4+VBWQxUJI5N4khMSZ3cHSsiHWSOjQJSit0Zr2qJN0SJSEMDUIalHADl5yMNDR8w7teYxAqrS8tDRNy17acoi5ldI0gDjXhMJOxkjCqmhVuiGp53mQJ6GnN0uq5e2amdv7Ye/q95d9qNKt24RqAf+Gr9zMK43e1z52ZmPUTjJXENh2layC0EElJbCWJtVijqUTAlLSVsuCPHexa6i4BXBaIyKgJmRb/uKS0lm6uiS8sXp55c6zmZbXfaZlq9t7T5N0sGYt7WuB5Wc+iSnePSGWJ78DtexY/7frxvST1vN1gft+LkDLi6WOSw2frCKXzBEleJ1IuO00PtVqPkRagJUVdSpw4Ft+9ecTle/rsPzdiEHsMtKCWOKWoY5vXu8tUi1cbhmV6GURptZBFHbbO/Hf31NoQJzIFuEQnDuBSJemrybeVkamTlTta0oF6MDSFlZuCPLN41yO1vOYorzsq3DczFr/lwLbFEKIkHTyUGEF7sDIRe4++Swjvt74lg6+sdrDW+r/0G38uSUKavvMkY+PG6UYWAoObPpVml2IpnDGf+5wl97OonloH5GM9USnDZd6qFOlca4qsmidBC1cQlBUy6RLAlSpAXjxFvnmVTl+zrnrfkynIC3AXz6Lzxy81SbhgzAE8shH3PFJnaaWOnlD4WZp7PMW9zm1dAbktuSlGMhx5zExLXnTdgC8/MKIb1xkkikZcrEw6senE2nLiy1QCTXfWRWFM5FWdJg88YyPwEplXXjqAp3UvUhGng4KkyF6LHETZCJCVXEUJ4GkWmgucg1xOZSZEVqxnigSisYVL50Dt4hVnVQuMTYgGJ+W2fe/wh4NuWKu31gf4aDQC+LVWIG6s6QQtXWNwlE6F1YmbbxKn06US62aYRHnmSeTZqLyi8FvxdilRkIFZZenhFMhS2DTBkAZWaepYiQLg+aTa9OK7WnBRAbhrOBZpZ/k4wMU6wE7liTZ4ntsX3smTGF9H+Dpkftnw0ME6Vvlp9q9U/FUKLMseeA7uXCeXxxeLfPafTTQ37IuYne3TWWzQj+s0lMBLtbjKyoOFGwsnMQgh3Wv+m2SeRKt476k/brRxdUXKvSbKPWMlnURR1kkUadOkWgZuW7B3VvCWlk2Iks0Lxeu3QkIV4KVEWAbukg2dnSNnqxZTa2tD78YkiX8N+NcXZPADB48CdvPJk8dk3XdTYaPEImKBTFyqNjYOZEl6Uay0+DkT2YqZnx1W9ixf57I0FRlzCxf7iwzQeTFVaQSbKPVbZkBXJaCn3eJeWsivc/Z2AaVr2ZL50+lxCvvQMwTZJKiUvb0M5F6C58VoHSFlyJ0Pe9z9WAtR0/gpwHP/O3+W2r/WMHi5lFhUkjL9gc+Lrh7ybc/r88dfDgmTgH4iqaWNxVqCijMfPO3yic2apFImVwwiTaoIilJV6VoKtXCaXAkSLVDp7BplDCqRObhVBu78RjZ5yYQsDfMschjpGpJ/l2ppb+GRl7eXKfcJyLy2pig9KA/5dFNsB0NB78QpOTl3bPP47ZMDfLXdZnJiYt9HPvqxHSYe0ggkYZx1odg0a+WYKREi32OyXOqY1ReMlzrC2lWqDO68vjsvgy2lgUWW9i4t/alUcZ0tBdiLcQjZ7I/SHJC0m7yYD1KAOw8qddFxn8/zKzG3p2M85Rh8kMT8z8/MEooALRV+VoteyoEUx1i276o6PLuYSZZWTy9ikmik9fiR13f55FeHrCQ1+kmNegJeItAJqNj9ziguro1I8wjV815icp2yuE6nHGg3xsHTIm0Cdm1sbkCqSCs1ZeoMGaQqgVvK0u8tknLlkuYK0NcDAlWpkiUBy0VY+YpjygM+s70+3d6e0TDk9Mnju1/0sjdeMeh3n643WlWAS+kRxeYHVtvdFw8HPWqBxG1YVJpLkqVohUXmd1mWNbOVC1g6pPJiVCzZGaipBkhCFMt7hQllIV8qXfMym4NYsHfehpXNAEnlidYyBXnWZV6SJSmwvdIcP99zLO552W4Qjr29IOTpI5IzSzVQHkoKp7/XYe4M2+PjuPNzlXU6pRrc5NpSEcceW2YiLt3R5/5DDSLt048FNSVcsCkdyGXa9ynjsQxwnijHJdcq5alZn2xRt5Io45hbQyKNm0yW9rYm2e9IspFv0jF3bonaKoOX6sfLgeYFephLQSd5+XS5tikZy/rG+QZkijCS9AZDzs2f2AjsVko+vYbBR70zmNBjoh4x0dR0B24UmAv2bJp8dEJDCJC22lhaiSfzwyk+qFRXllyFTJ4UJ6NcmlmAuzxEs8jgUUgWJXIWV6oYbJNv/50C3DE43wLcRYPyOHtr5YLLMI74o883ObtQRwSZPCkPtCxlManKsvXbucoN2e4CGqMIY83WOcG7v73Dk/+zRS8OGKqAQeJqU3R27DElJhVpYGdwrpTJr4RBpFIlCziLqkbnl8tiIKqSKXkYlEmPS0onU0pNJvm1ysdj2AqDu+udsXe1aWItwN0j2+KkCJCdlZqNdY5LG4zFiSCMJZ0+9E72zB1ff9jEUZj/WznAe+c/hdaChlqgFii6g7hg2QxU6ZeUpVajcjlk0YS69iFKbyrypFIxuJa5xTjAZTH7UJbYW6XzV/IpVqp4qmxkm5JuNkoGcG3TURIl5vbKjkkBci/dz6cehBw4BV/9ZoNI+CipCGQBtgq4ZZXFbakxMwNZWYeXRxTHiSSONcZ4vPKFI3Z+os8zJ+qMtOcSPzKNM2LGbqpyJWYK8rST19qSfZivvCKdReJm1mjj/qyTdH6hksgU4EqQzlEpgumciHInp5AlZSanJFfyeGxcj9vq+3K3V+aoZEyedYdl/8RgZDlxdnDJofbjr7DWfLEC8Gf2H+QX/+UlvPN9vxacOBuy2o0ZjAxROoil/IUUYBXIEnsX4uNbAXy8BHbMSRHjDF5mb7GWyUvAlqoY15zp72wWocqYO50qq8fA7edP55wU7G3ShE4Bbk9HKB3y2BHNuXYAynMbPKUd/FKwpsGh7INXiCuVdZWEjylp8STbQUGzaWLE9XsHPHN8hEl8+ipwnniWVCrZhS5tXwzSJAN5JldKHnM2l0an73Wqz5VxM220Sc2F8qBOU1qlxoFeAXfar1v6Ls4+LK1oWbCQ3fdlBVA2KcZ7CmzhvGltqAeCmQnoRRHS6wa/+DM/xumTh9m2Y68DeDga8d7fPvKOU0e+9OMP7t/PiTM+gVf8ouyXSTEWPIpCiqzbJJx9/7GDWgP0TKrIMsjFGMjLI8bGZErG3rLQ3Splbk/JfGybVmPM7ZVePYtW6V7vungtUteuabk3TPij26ZYGgWIQKGFQEvjgl5ZvTnHx5+VCcBmSQ5sUUyXOgdFIsOVtk42NO9+bZ9Pf3NIL64RKY+BdCxe1KWUA81ScJcGnq5IxGCR2Oy1PM1AZbLFzUsxKgW7TCWMsiQiHaQqS7pfFMydSZQi6BTrfBd7AYBXw+JxsGe75aVKHpGaDDXp+mI3TscEjTamdvmPnz115IFef/jRnMHj4VmSqNacqC14C70OhxY2sH1KUPPcRasAckxzZN9vTeHrWFA13qxaOCfZgZdAnf0sn3wKKp2bV5Uo5fFjZZmS6W5ZSfp4XjrCLQN4/j6zAjNJYlKwJ+g0sePpGC8I+cjnAh54qgHSRyhNTdlKcCnk+IrkDlCMIbziouT122M7KSRZ+t7jpisGvOMVXT742TpG+wykTy1PdJUC8DKwyu6FNWAduLMVd7xH1tiUzSVom+6Kl+YVlCmDW5Sakm1uU2YjPDJvvFidSwCHXIsXeKiip4yn9fsFMnwYtLQEfsym2Q7zq23uembR27fnTLM3GJEDXPt9PM8yf6bPYt8ySCSjyJ04QQHytR7rWsb+VgCvMreoLOPl0lJZAnwB8jJ7Z8wtqwyedpyXA83xwZsVzV2WJKrkeevU71bOFtTKNS4vLhu+8s0Wi70aBB5aCHxhi/EQmR9dqtW+kGuQM1O5y7zkhWf1FolRhJFmuil55Qv7fOruIfOdgFBp+onIm4Tz85Lr3jTYLJmGNtfkuBawvE7ffQ+dOipKOcnk2NsNSU1KAX7mYlUnYRVJp7whoqS/5VjQWSW7arbzgqestBpkga3WRePJ1ETIzHSb0A5JxNAB/OCRU1y0Y9Ou//HHt73hQ3814NDpGWZ8gRCmWCbGl911NKVY55vlN4QVFQav6FIx/llphJgoRvpm3Sv5ic1GI4/Jk0KmUGVvbdEV1i4/HXu7OSrlkRMpg6sYX4ccPSfYf7QG1s9rT3QWfI0Hx5SeJYmWJ77GXRRTfspK1i5ONAbNFXtC9mweMr9cxyaOxf2kKA/IMptFulzkUqGQAJlMyVi92pBiZNFp5BJoIt/6MclloS0BPgV3SjrCZLtYl1cS970KF0XkYM3kxjh+nHirBqMFPmyJ+d3f6o88rtwdsG/XISY2XvWGue3f+YVe+9RxHRlY7g4u7Q7FGw4c6bNhIqDlm3wQTMVFSX/beJAoxkBdvTurN0ShxQoGL9hb5Do8s7wKcBfMnUsTSWpdjQWYY+B2I9zWglvn+9YUksTLXnVWF53geSEQc9cjTfbP1yFwtee+LGafjLenidJJuhAj2dKbXKJUpIrKZUo49LhkU8gtz+tz7/4GJD6x0gyMJEjWujhlHeyq+TJGdyDPs4eVzKEbu2esSDU5mBTUJl2hTIlcEukctYK5yW+wfJAnReDL2KqdT0tg7Dzl4B/DWVbIlaWvhCMDl830EUyhRBtfJW/Adn9TSXNcx2nBjRGSpg9TgXHbPqdlplpRkQaVjuox5q7cbWXwl2+KMeYGUdpupAB1BniVLvlFkCkq7J0FnpkPnoM7n02YtXmtw9opY2fyRGfyJBs9oSO0igiCkIePSf7kiy1GoQ+NsjxZD1jpDXyBlS2TJ7lMMVTclEpzQqkpebKuecetA+64t89Dh32s8hgKn4FIg82kHNyVW/+qqrbMfe69KSr3lMxXlezGNZKcvU1JirnZLOm1M1WLN7ue5Ctaweblaz8+rawgx7U/y24gi0VlLoeQCKFAuIxnzQvT72ew0qBtFBKHIQ0RsaFuaPgpGEr1HRWQjcsUUf5y1Tux+rOqDKlKE3EBFs/kSjHWNx/aLgo5IrNASxVBUTZ4PmPuHOAq60xPGT2dXZhLEpWgdJJ2tsT4fkgYJ3zh7gZPHK+D5yGEKkpjhU0DPDt2IUvHPwbyCrgtpYE3JZmSNwynox+MYjTyuHJXxGte1OfpEw0GcYiRmoFR+ElRyqBESapUfrXNF//cd85cspSxlTVYmYJdSqwqrMPMWZFWpMyNY/HS6prPTjFrV7R1rdOSdGFdrBSfSQFGuCSjlWCFxMbFdOIkkURhnamhohnHRJFB/8FHPonna06fWWDDpMRTxfYjmVNRtuqqX1JUmZq14Aex9sDWAUJelLQG4KKQJqLM3pTYm8prDu5sfHIJ5Lo0J1zrJLUCTeW1YHCXuTx0Bj57V4MocuwtpXDyRFRLY7MNlSsrVO6iUHHDqlp83M24cLDZqile/5IhH79zwP7TjsVHUjJIUhY3FpX2oWQgJ0nlQQKVwFNVv4dWqTev3PeRqXWopMBKp3SMLOp/pEzBLpz2doOIMjIqgT2//lWHpyJfx2O7NZixGFFk0WVqaRpp03p6NxAWKzh2+EnOnT2HMTF62F0gUhKSPhP1onFVyuqSOy4fWOfuYhzwa1heFAErqdtQullkCeDZPjsFOxQ7EChV2smtxNpZE4CWpPtBZt09BdC1ziZEFe6Jl3ezxDmwtY7wVERsYz75tTr3PFmHugah8aTAE6XOnfEM5hotfiERXoyNzievmgsEnInEKMVo4PHCq/q84eV9jv5pnZHxMIliIDy8xNmpKpMCSUZChbNSZvLy3ZZpbqUKX1xZk4PdWDfz3abHm7F62QQwtlRmYdyFLfBT9sXLmrq4KaqrflEWMp4rMSKTRAIjLbGwyMT9PDGSzihEqBWwBh2nKVBwbVxSjv8icYGlZq0zUl1iqsxN6d/KdVmuzcd2FhBjjF32wEugqhRcKZvHC+XB91UWL02dLT2VKpI6mTTRKsbTEYfnBX/4hRZoH4SHkLIYbVbqvcwvNBdqcqgKhXIWmMoc7XL6vpT0SVk8MRoTab7vNX0+dUeTZ+c9kJooUQykdFWG2aqCrVyDanK7JFfy0gFb1H+kf5ZWYGW2a55L6Uvr5r8bmbJpyqq5LJGiAHoJRyJb5fLvNQ7gItNZUQdlgJvSqi/dzn1CFHsLGQNBzTWLG2udD27Ti+JpB6Lseqx3dxXe7vjdWGLp0g1CBcglabOONCnrbiGqrC3LS2Mp8FXZDMA0qFRZu1q26Wn+PgsobcHaedYykySOvbPMpdUxn7izzsHjddAOSFqmwaUofR9RgFqKsZt7PQJfk6UrhpUWA4GqjkqSSZVEE8Uel+wc8saX9fiNP60RqQgrPIaJxBNZir0kC3A6t8re7r21AlRph4b85nNSxVWNGidFMu0tLVY6Ri8n4/L3hspqXLnJjF0HD2MrPHYNaQrKgXN6fk35ZimOzrci/390q2ap1z2xKhRJ5ECVBUFVhhbrgHl9oJM6I+P/b7Zcj4M6B3oG6AqLUwW4KjO4rTC4yoa5l/W3siV/2+TyRKvC71YyoRja6VjcC0KeOSH4g9taROnMFSFdcJn73yUbVaTMRenCVKPMtRgvhlCmUoW1mrzSaJsoEuV88bqv+P7X9fn83Q2ePOGBDF2jRCKdfMpYPANbkkqVMsgtrm92DZNn38Gd36z2SBqJksUWM1JYRKrBy4Fn4YixTrBZ1uB2DOAZsY7HbZlluDaeo+S25INH0QyTQETRCPXnf/rRvb6n//DgwYObrDUl682lwIuNVAubrjz8MQ9E87+31sarWnoy/Uzmf1Yym5Yq0i33xFp9nVmWOXhLlqAuXJIsY7keuJ1bUi2ocs90hnhaUOXrECVDPvipBp+9a5JY19wIOKmpK0s9HUfhKTeSInedsva4LJNayqoqKfMadaVLrk8us7LdKbLjNaXtWIoR0XkXDYaZ6YiFVcFdjwduDopwk6eEcA3aaxNOoiqWhKiOhBxT6cUqY9cGx4xt7UhRCFWWYN/qmU8iHp8lP/Ysz5rPN1Wo7MtZBOVxLBiFcMXVL7rhphe++jb9xJOPN06dPrUvDEdopaqTHUTpJWfp6vjcbCmoBJbrSJIym1+IwTO2zvRVducX2cuCtYuNpkobTslCoihtXRFUCupsf/YKe+sklyheOuhGqQjPjzh+TvCXX20yNJ6TJ0K5sRR5q1y1wyiTKZTPiyjOW/a+IgUqjC4oj6HO29jysRIuq2mUyqVK3VN81yv6fOQLTY7Oa5ARVigGRqNKLOjigjToLDFehclzvSSwyvnMOYsjUj0OypZ0uARhLVY4KWOyBI+txm3jBWhVY4J1V/vivNkxrBUsX1YZZck3GA45efLkvlFoGrrTjej2YsLIUK/psTu8dG+Xg8cx8K+NgouluhpIXBjYWQAix0GTyxNbCS5lGdwVgGd7ztgSuFMGVwYtswpB424AFaezP4oA06iY3/nMBAdOuI4dpEYKhS/AE67DX6134SjAXDDnOvqEjMHGmKpUF1JugnBgL8sUSWLctNh9O4f8yOu7/McPBiRJCMLdAH0EKg84nUVYZa61mjxn5hTQKvuOuHOefU+ZJafS62GFa35xmcWS05Fea1ORKMX5Mul5MmNEsEauUP15OdM5fnolLsBs1mIaQYhu9xO6g8T14MnCRRl/iBKqL8Teme9bfi/LrF4CfXWTo+LAxzX3+N6XslTYVNbeZYCrUjKn2KvHOBBnryrJga1UjJIxSiYEjYhHDmm+el+DYZJuZi+189dLq0fRDF0NfOTYhagsd2Pns+xBUwJ2PuIhH3xjHIvnn6XTfWPH4q94wYBrvjzgkYMetCIwmhiPoXCtbZUy2tLKUl4/8pntitTVETnYVfpzKS0qbS6XssTmIgV9qpetFWuAXQ6+K4Cn+n48xquqh+JrX2j/TiUdwCeahqkJg56eUAwmNZMtjyCQJT1VXkBLDF25m7LbqeRnloGeM7hLNFSYThZgKNefFMC2Y/LEjjkntiRZxgE+Bu5yQJm/pp+lg/O1dlnL88uGD392gqePFOwthHMnPFFK7lRqZtYGUeVFcL1LUclmQkV7mtxNKdelVIfeJIkilq6t7Yo9I979HT1OfdjnfM9pcSskI6PwRBr85d8lCzTLLE6ptCll7Cyln64syrqA1UhS+eIA7YCdAj29Pm6n4nLh14XBXgG1qPKBqAC6yhPrSROAEBgMJUurCq+u0ds2SlSiWD6niBJNFKdbMZdb4ymYuQzy7E4qBy/lZI6gmgCqHOBYZrSwmwq2FqKoe6iwduo/550mKttdzebzPDIQF88ymxeNDCpL7Cg3UPP2B33+6DMT9CLfzZIQGimypmLhxpaV+kXLN2p+v4/FHmsQXk6Rpxq4ErhZXOBVYfIS0BOFkQkmZfFGPeZ7X9/n3qcC/vx2H1QqVYRgYCQqoRiUn99x4wVYBczLM1tU6o1jnTWYfUeVpssdm2d2oss2ylSLG1KQS1vYfNI10uVZTdaer6p7VwX5OP6y82lJ9/GJLe1uzNS5hEQZ9M7NQ3w74vQJw1LbHVQi0oBn7LqsZfExecLaO3G9P1cCEJkBfCxhMrZrcWYRuoEzBYtXZUo6GD9n8dKzZAVWbcEYLSM8P+T4iuUvvtRkqeOnWUsPpHTBZbnuW5S+Y0laFRejSM0LyIr5qvgWVQYv9Hi2DWNWk0I6bNKURpgVKXxpNGHoMTeZ8F2v7nH3I3VOriiQIQhJhCvGUqVaGS5QgFWhQ1tl89Qudz+SRdApRWpxptnNcr2IAKx0VmIOaJuBfUwyZWRYwVIJXznmqucy+/bObbGEsWF5NebUQkLiJejhSNAbumdi3P+SdWOQ/6PFv7ieVFnrjVfBnH358YOqZLvWlSfF0J/MKquAWxSaO7PRtFwL7gqTy+x9nOtvrWOETPjagwFffaTuMl5Sp8GlxBfVrhlV+q5lyVW+ib91pqcAehnkmWtRCTaNqDgqxpTBbVBGObkSKl51/YiX3NDnz7/iYZJMqihGRhXBJhaRiLQiPAW7GAO5pKS/UyaXGcNngE67gkQ2TMidG5ueG2vTQNKud+0z9i7S94i0a/RvpL8LlAtRlnvOmq3XpdslzxfoLz+gODcvOHEsZm7Gy33qCojH7ph1WXv8y42DvsLcY6MVRAHsQtvaCnsXe2GWZ2Nn3rGpsLiW2V6Zhdb2xlLxbiRZGlyqiOML8Kk7G6y0/bzmBCnRgrSwKmNvWwH32gK09TG9BuMlh2Ktb7xOnXZplFlipEu6pNahko7FpyYT3vzyPvc+WuPIUpryFQqDYCikS91nUoFCpKzt/EknKGQgl8UKo0pSxfVsCmcPWrCieF++trmjItfiIgM5GfArlnPB9gXBivwErsGdFASe5LLdmhfcYNi2NUL3R9AdWPrDzElZe+HKIC8vFxcCd5nBKweTAiRjdFn6rCJNMoaUtmQR2jEHJfuspLlLm8EWMiUpMXf2Pg0ulSuqCo3hv//JBH91RxNqY+wti4E+VU+3uBnL7pAonaRxoK9L5NXC7IIhbTrHxIzVqJTGJiRGodIxyNIooqHmrd825OT5Nj/3Ox79JCIbOx0bjyFOqhS16paowo6Fxs4TO5k3LnODBZlaiCKVJ84qFNj02lmbAj0ruRBO4qReA3m9emXFW4uf7Bvl8V96Q1C6CcqBvbLOCWzWLM26pV6z6J1zEi9WDJY8PE+i9dhsa6pfYJzFWQfgVTazOXuzBihVYGefu/14Ml1e7nfMgE1pXp4tgsh0dp4ekyOZ7s6e5U557cc8sV/zmbsaJNJzzC2y4fpUmhoqpbGMneD1GLyC6LXwzrvqKcuUEosbimq+coWhlRVXRaZaPEkSlIl5w0sHfOS2IY8+q7AyJE31EAnNwKRbAWbsXZIomUwilyMlaZLefEoU96QShb1opQOxFUV/pk3dFFMCerWmJDt39sIAF9mZKjF7qROoLHmsFYgIFlcVJ8/ViEQDvXVOoRLF6oJ2WSiqQMyuTVn/CMY+L4F5PU1eZbkq8xXAthUNXpYl48ydbdvtJIwDej4NNdfYJeYus3fJ+9Yqoju0fOAzTY6eqYGvQabWoBSlccg2rz1ZUxY7xkJV9rnww5bf5AydFjllg0xLUmVtO1tmHSq3tbpJnDceeezZMuKH39Dlfb/l0YkliAiMxApJiMx3R8vaydYPNkW2pKRgTiEv026f1EXJVmRrXdrfpvGTLRNZljDNwVgmhbTOJMPemPQglyjVuTruPBc6XAjXZBHFguVRzOw5g1EGvWk2QsQx56YMgwhMUsptrRH41emg64E919vjwC/rbVkuo7RFgJk28Ipx3Z07KsW+NDJ3UUzJQSlkSeF5J2OgjlEyQskYXYv50J82+diXWsQ6lSbC6da8Ja1cuJR9z8rE29JxjZ10SsvneghfM4G3lB4vNqnKgGxLWwPadGa2azUziSQRCim1CzyjhO96TZ9nT3j8+p+kS7J1vWcGj5GQrpabEvpKIC8HbVa6fTEziQIZqDPmTmWLtKl74m6eDOhZk4LIZEqJtQsHJXNXxtVCqaxAVAljPSljcU7K8mrE+eUIr5Ggwwii2H1JnX7JLAIu3UQXfC/W+YWCsfqBsiQZez+uZ1U+Jakc1JX/XDC1lFV7MJ9nrbKdj01Fh2uZIKULMP0gYv8JxZ9+uclS14NApYGlRsi07FSsP9C+IlPGJEllma2YhuszeFZ0lKGqAHs2UtjmSZ9sxLKRY8kf4WSKMQaTKBKpmGsmvP1VPT73jTrPnlIQRJDuoJEYjwFZdeF4kJmBnnQeZdoDWfreGZtbUQJ5etxWuM9z9ySfX+gYPie1MmuX9fiYFCmriNJLqsuzKsPiy6V9FkXh2+kFn8VFn05fUq+5uXOV/4n1wZ4deuXvrqvDi6CyIktkVa4UwaWpsmRJe+fBpjIVqaKzyru8/LUkU9KtvnWaitfSSROD4bZ7Whw8GriSRFkwuBLk26OUB++P+93lAKcabF+AtcsMNAb2Nfq73OmzbkubdDs1GImUxfxsKRQy0URxwr6LIl77wj6H/sojSYSL6I3T4zGaoRBIaxEmZUqTglwJrCnkisqYnSLBo8q6m6x81t1DebApRJHCl+s0OSTjDchFzFY+R+PnsvDyq7hzf1fQaii2bfTZsbmGvvKqa/uHD+oD86cPXmWJyTYYrYzYWgPsC/9ZZnfkmGQR2XD7TLeVmLzQ3SVQi3F70KzR4MUeNSYvnnKATwp5koI6twVVjFeL+eTXA379jydYHnhOe6eBZZGWT4fr58C2lWA4X4ny4x/PFH5rIV4pM83AXWL1jMWNcTKhPBjIGoER4/XiKYPLtBArMszUDO99Z4cjZz0+faeEuqSctI+EqjA5yoEdMrTm35RMkiALyWBJ2dsUAWa2+mf63GYkYKsx1xq2Fmttv8raJ6pnb/wUZ2QjMdRrNbZu23Hgyiuv7qvL9m5YXl1ePCAw78aGaVdPOi1Jlav3SmlzVSqIqvy89OeS1i56F23p75WzkJQ0dbW+JPe3y4VUpYBSl8GdSZM8wVNtZFAqwvMizi4Jfv3PJrnrsaab5yZ9UD5IjVaCurQEpcaG8nSB8rYp1dnkxZzE8YFE6425EGPnqjxzcbzIrHxu89WvRADlcWnFCuM8mrmpmNhavvmUT7c/5mtW/JQS4EoZxLXLzliG2679S+XM7Phfy6eWj93QuaavrGTVLc/N+OemWoFJGqS3Wk2Wl5bedc899z2o6zWJEMYKa0iEayQYF/B/3UOITL3ZipwpZ66gagUW2szmf1bZ8MaSNJGiLEfG2Xw8O5nqblm1BaWMkdJlLENp+KPPtvjLLzcLaSIUyBJ7y2JiVb6NylhAuV6quXzM4wZ4+VxWfeYqgxcjg231Qpuqm7LGOpRFD6cUEiNd54+MEr7rVQOeOOrxmx9WDBNZ+oLCBZ2pEl9Pi9sc0DbX2wrneSuK8MGmZbNWZC6K65O0pkj0lF0Um8k4UVr1K+xdZfA199EYg+d63RpGYcJgFNvESvS2uRFKSfr9iNV2Qlp5sNbHtRf4RYXvXrkpyragKB1YOZNZLFlj0qT8WtHfJs9c5gAvM3fFEkxyDe687whEzNce8fnwF1qMYu2SOiIFOW7gexZcqlSilN2StbUna+e7jJ+2C5LC2Dl0rFfS3qSBJal7gs2B7GqxszHIrkbFGomRaXOysAjjdkGLY03QMLz7NT0eeiLg9kfcvBWHPodKYzUjKwp5koFcZN6E+8ZKFFc/m3Vu080R0ilwRaoe67rwRRZ8FrKOCi6KALUMpAy06z2KlaH4ebb6xLFlYTWhFyUYY9D1IEIpQRLFeNqSzZHOgFq2sirLSvZNMkkmKp+W7B5bOrALAFvYwhosAzwDsygzeBZQug1JVUmDl8EtM/ZOO3W0jjk3EPz6H0/w1OGg2C1ZasfeaVq+GOZTsgRLAK7cqKx9lgG8hsnHeMFe6LM1aXu7Jtgsntn+l6kWFzYFurMOhdBEw4Sr9ka8951tHt/vMT+osjgI18coQWSUnDhNbnPQpxo7CzZFVqOSfiYKgBc6vBjnZjMWz8hPOrMmx/UYfi50zqoAr/5UCIgTiw0tiXDbhev51e0IqQmHS1gzT+CXpvKTLZ2iCIjst/olxRfN3pcD1vHETkWmlNLy2RZ15R29lMrkShFcVhi7Ik1KLC6d9x0mlj/4VIs7Hq27Rsosayk1bvdk0o4d8u0LszEQFWuzDItxmVJi9UoAtC77lIBMpiFLVuG6tSkF0B2bp4GnKCSKESnYhcJIg7GKxHjI0PKKa0O+701dfuMvJKOsQDtvp3Gp/2HGh7IAeeauqHxZd8jMmFulfnkOcOnOmzUFseWyJSOGpHTuxlTABcFt14K8fD6zOOXS3dPs3L6JMIzQL/221+MHLY4euJuDT50g8FSFvfMTizuZBeirvzA79OyNA4BdA/AMzIU1WAxPv5BEyXW3MHlCR8oioHSsXpUkKve8Y6Qf8+hTAb/x4QmGYbrNQ5rQqTgnJTtwvZa0qg4vz+BeC+Z1L9aFrmA54WMLUqlq8YK1bbr0u1eBlSUdnpXSColMFEYYjFAksaLmG977rg5ffTjggScV1k+jWyvyjSDiFOQC4RyTMshFGU0OwIjsfZHJzORKJk0KeTI29qEE7Gr2cowEKmRbvvFthXSFAGsSrrn2Gl776pewutpBN+oSL9BMTlimWyOk8iuJhrwm2Yo8CVQuCLoQi7svW92+Qpai/UKLl2WKcYFmXmCVMXkZ1FmBVVLIk1SiVIEeo4WzB4+c0vy3D0+w0PdBZeCusnehvW1lmHw5e7keY7vjre7FU5hcF0B1ibnJcnAlxi4ityzotHkPpM2BnEqTSgpfYqVJm4KLOpVEWITUiNgw14j56Xe3ed/7FYfPChBx6Yu7OzgxklH23TOQpyWC1tq0C965XVa6CVcZc2NEmuwhb3/MVX3JKsyz3HYM7HbNqaqoh3I5ceaklJu4h0PLMFJI6QY16exi+TpmojFKD7C0q6wpbf4jimRDmcXXY6oqg6daXBbau8hgFvs7lrOYRXBpSs5JkdCpgLvsmqjMNUnQQcxqH/7TByb51B0NYq+qu0lHLHhi3DWhGlyWbtqy9q58nlttGfjLa+6FF9/xGCcD/BqJkpNOKY1fYXQnTxIjcXP8LEK4unEhLCYxGDRaGt708iG9qM1P/u+K1X6qzbIUoBFYqYmsdAydgdwUPZru4IvPynKFTHOXmDxb9fIWt0x/l2I0Uq98vYfJpFsJ1Il1vy9J3xvj9m7tDWAU2fT/A+kq+urP+r759Ia5Js16n3oQ4/sxvpfgZxOgVJESL7ZzznY0KGno/L0pFUildSJpu5cSxWdVhi7Xl6S/R5XZeYy5U/dEps9coghXBmul4RN31fnyfXXibMhKJk1QF2DvFNzp9R7vF12juaHK3qUbgPLP1kV3Feh2vdfKklxiLYp5IuOFWNWhQRnbSxLrxk1oI3nNTQPe9NI+0sSQxGATMBFY994aS2xhZGCUbtfuRm1DXHqfkWCSga0EODP2eQbM4u8Ur66+xqbbGboAMX9vS/92AnECcQxhLBjFglEk6EeCxZ6lNj1HZOWnJ1vBswCyMbET0fuT4xtmkk9v3FinHvQI/IjAi/C9OB9MmZWkZomXilbOL7rJi6PyktYyI6c3iVRjGcmyC1KuChx/lm4wJQ1KFG6JkglSFH63wfCx2+v80u9Ncrbtpbo7e3qp702uvYtmYlvxvisxBIU9WGTgSlJlDMuVGhSxLq4rGrIK9vKA+vLOv9UBOOVptLldmD5tCuysA8gkbrZhFCm2Tlh+5gfbvOVVfTQxmPRpi1drLJGFYQnkkRFEhhToBeAzkMdloBvSaQDuxszAbUwV3IkdkxvlBE+ZtUvP2AjCBEaxYBgJBpFguZcws2EKEahP/+rv33b8kou2udmE7W4DoQI63QZxLPF0jJKSKLFIodyymeZl83pfWejDCluVpAmslSRZNWGhv0uyRBSMLjPGl4VjIsdkiSzJEqVilEj/7CWcWJR85LNNDh7xoaFK4NZ5ilYLSmPOqh53uaBqvfLYwl0p73hRIH2ctMU4stdRd+vahJRkSsUuzNL3bjttI9wwnozJhXHzvUWmwYULOIWVGKOJIsulu2Pe9R1dHnjM5+iCTKVKRL7roBRYo4ilYJjKFZtKEydRsoue9mzK1GEpe+IpMGzp+udkYEvWoaXys3ECKAM/MYIoSRk8EYwSdyN5EmZqgqlA4SUuANAAvfgypK33+tF8pNRBb6LRJ04Uw5EP1k9HFaQVYmmkkO2fu6YQJtVV5VqT6tZymfY2OdgrwBa2JIHG9XcZ3NUkjxSp560jznUFv/nRCb54fx3qqtDcaVCZSZM8HS+qk6rGtxMvW4IXMr3LDsA4s/91j/Hgssg1jEkV1rELUwaXlXmGAiEkJsk0bqrPhdPjSZowTwaG19044tA7OvzK7wvO90tfPO8eBmsVMQ7kNs1i2lSbW6g6LJn+zr5zSYfbrPu+dH4tqaVYOmV2nfNTZvPEupVilAi6kaAdQphYZmseV1+8KXrB1bt63Z4zPF2/hmjyX3/iko8ut0++/8yq5fB8B6U71IMRWiW5rTfOSOMVh/lynvVSlp5FCWymqQvrT8rqU/2NwF0kdDL9rVVMpCy/9/Emv/2xFqHNgsmSLSjdiqQBDzumvculBGvLerNgUlaOdyz4XOeGvzCyq1dzXHMXzRDjjC5KcoUxCeNkia0MCpIlTa5SbzzV40Lw49/V4z1v7lIzyZhMiVLpkmBtocnDVH9HZU2ejZezhS6vgDKTJuUb0xTSY/wY11vlROlDawWhgXZkkaLHJVvnuXxvxMpo8f2XX37pR6da9YLBd+3ey0/8/P/gz74mRw881ufw6SY/9T3zfO+rhvSGtXVP8vgFLG/2uVaWVC3CIslT2uO8nI7Pf5YUcqUE7jxLKUqNwyJGeIZHnvH5+B0NwjidjCnGQV5KyUvWkSVrp0CVvfAyqOX4mc9kynigeQFsr3nNAZ8u+zk7l3zfzDa0ZbclG1CfNRiI4jWTMEYiIHdXBNqxemLQQcxbXtHnjvsD7n+mnteBF0UkONkhHZOTsrbNqg6zasLUxlQZgxuX3s8YnMzqxDVGZBWmUOzHbMfPlyg+y7Og6V+IjSCORvzQa+f58TcZEjFFa5rRv3nrr7Lnsn0FgwO85oXX8+0vuemrL7xk8uC2iQk+e98slrQNKnF7pydJEaWXC4bGt2+uALnkc1esPlnW3abknJR97nKwOQZuVdiDUiZIP+GRgx7v+/UpHnwmSMGtcjvQAVzmtqAninqTjL3Hh/mUwV5etQq5Mjadaez1Wz4qzC3WYfDqsOM1TA1rHZOc2bPgsuyuqMo8Fded74LOZKS48fKIX3nvKtddMoTQpG5KNBZ8lpjcOiaPMia3IndHclfFFkFm9synwqbHnTF8PpuR9Uk0c7SUyKb5uipPX8S85kbJ/MIWTi4+n+ktb2di09vy/1dnb177yqvRflOunPmqPHEG5rYYev0WnV6N/tAnilNwp5e6ssFRZo+JQopkWrxoXjBjiR1TYu+q9i6kSyZrxsCdP51roryEyAo+9Kkm33y0jvGUOzRRYm7nZ6aBZeZ723Wdk6xiunJyBfkGr5UTX3pdZzH9luCuLMVjn1VS0mNBliyBvZJptqR714i0/kM6QGUraprKFzZjdJVeM4OMLC++bsQPvKHHT/2GRxjjghNEvs29Y2vH5FGWaTUlz1uKvDZcpe+LqLx0tCW6lukJdbt3Fue1fCbLlmzWbCGFxVjDMPJ45niduXpA6Nd5eWsrIgzXAjxODBqObd++7fzrX/rs3o3TcPT0JnoDnyRN0VdrSUjPdNmwL2UuLwjuKnMXMqVgb1nS5gXrJ1XnJHuvExLgd/6qxcdvbxBqWUrk6Ap7y8wWFNWkTrHlRxXQa7rnsxavEquP0/XfMK5cj8jXgHk9T5xKc3I6B9Cm++cI16wsUpYX6bMIQiWJya6Tcn2Qpgg8dWR566sGPHtS8zt/2SJOBJVetQyYBhiXK5mrUnJSCi2XFm1lmMlAnjlt6ZnLwus84FxXIrrzX/egWbM0AsVnv9Hi4t11Xv7C5t2BJ39vNIzWArzemOLJx+97enrDxccapx54wePPaqRqMNGAmm/xPbc7WdZ8gHJ3kps7x1qJUgJ3GdgF0M1aYIsSwKWrFpQqSYusqrZgVmcSGvjAJ5v80ocmOLfqp905Y4GlcEXuWlaTOvnErLL9J9YJLvOfj21NUnlfpOszy/BvVE9fArMDeeEj5IDPhOi4Fs9fq06KtYX2tiLrAJJ5+YRJQU7G4CnIRWLZOhPzMz/QwVrB736yxchVUOeOSv5qAessxIzJy9Zh5qSoFMw2S9tnqfycrlOQl+6P8iomKDWEpM0ingJPC2qBZF9dkiDBb3HN5RedfPjRhw/ccP0NawEOsHv3XoB5hnvMH972lNzcjNm91WdmEpo14Twfz+QrTtnQqnjEFwB3Af6yFKlKFFVh8DK4S1lL4forpWf5yy80+K8fmuT8queOvCJLMg0uShnLsZR8er3yrOy3Yo/smqRMUqbtvy1zr4v1NWn7Ut0PVDS6sSDT/ETeMmYpCrDSOhXH4tLtZyNcS5oRMt0rJ5MqKaNjiEPL5qmEn/2hNosdyZ/e1ihQVkZgxsBGkUhBWAZ5Ccj5/1vJZrnAVOSrgftIlo91TZCfgltD4AkaNcXUhGbPVsHs9CpPzV9ptm/bPT9+TmX5D0EQ4Pv+T/VD8cDKQNLuJ/RHllEkiGJBnAgXaJZtrNwLz5a+AsTirwW3SWtQioYFWZIkciy4LINc+YZD85q/ur3B+aUU3LIcWGaJHZlnLP0sw5qBXBZBZAF0/vqy2BL5rAF++YdcAPiCv/aOqCQ4sve5nVa2CAt/vJyyL2aNywqr58GnKTKcSXkHN6tJRpLNMwlvfUWfizdHECUulW/HMp42/TxN64fWZTxDm2Y3rUiznKT1TaWspR3fhqQ4ttL9DSUZ79oFBZ6W+J6kESimmobZyZggEA9IpX9Ka//CAPeCCb5y953h6c52M9cIaNUlKnXjsyBm3IRfy3YlMIu1oC8zt6vzHvfCk3XBXW49U4Hh8LzmP/3OJH/19YbL2Ih12DuTJiXXRDOmuVnfGhzPEZgX/gAALiNJREFUZpb/W5UuZU9QlCRK8RdzxhcFU48/1wCbdaRJllHOWbxU/FZO7ZsyyMeGBuUui8jT+TablGVV+qpJhpK3vmTAz/3LNhdtDiFMCkDb9UGeGAfycB2Qx2navgzyxJZcFDPmomQEKtbHGkBiLZ2+JExmeeWLN5oDB+8MN8xOVPBZkSgAu/e8hOFw8JGbrjp6Va99ZqLVEHjargm6sgtZJL4KP7vSKS+rmluNa21RWIe57y3WB7dKmfvIOc1/+K1J/uLLzUKGyHHNLdeXJqUpWWtGH4+9rzYyrE3srFtcNXbzl999K9Jek+DI9XcZ3NX650ofp8nS9cUeOsakvZZC5vIkqzrEyjTIzCRKqs1LUaUQlne9po+n4WfeP8WRcz54VALEKkUqEiMIM60uXNayHHhaKdCGXMqIVNYISINj8lKIccsww7wxzhTp9RNOn5dMb7io8+prn/+RWr2+5rzK8Q+u3DvDtL/8+6+79YblPVstk02L77lCKVFa0suuSV4rvU6jwrcGd/lnSck5WWsLKpGggoQj85qfef8kf/mlBkZmFYLlGu8C4CINKMt9luOgro4xSN2fCwB6XKbkBso68uX/7qPMXlVwl7KYY4VY+WCgslde3pks0+bluvFSUVY2sTZjb2vTbGeiwMDbbh3wX36szZ5NGZPHXFiyFEweWYhsWomY+eFp5jMrby0kS7ngqrrbWsVZSisPo8jS6SWcOBcyt+365QOHer8vxKY151Ovd5L3XLSd7qoM54/5nDwzwiLJZnWPZyDz5/ifhflbgTvT4lKs43mLGO0lHD6t+OnfmuSTdzSIVRnMWflrlb21IJ3tbSvzvWWqscc7dSojfsusLMSYbC5t6ZJqRLvOz/5WwGadQKzsppQorCJr0ogsa0QwqWwqZzjzQNNaSDOaQlhXeGVt/jNjLcJAOkc2TzMpDN/9qj6esrzvt6Y4etZ3yMkCRMii3vThmHwkUvfEZhZgyUKUbsNaIdPBQ9Lm59JZn+kr4xWF7gYSCW7wkWwxO7ct3Lp967rnVa73oZBTg5WVwbsTfVm/03Muv0yttbUjHKo+tiizdwncYl1ZklTBLdcHt1IJ+PCRLzX53J0NYquq4K44JqrieWuR1pukPYWKC6TlGbf9/hqpwjpsXn7ztwD5eo3dZfam9H68PzbXsOnPcmBTKq8tjVxet2m5MsizYHeX8dQkiURjef3LB7zr1X2ITDrEsqTJ17x3nTehcc/YrGXyymtZn6c7yyXpr0nyevGi2EoI8D3Lq15yRT+JB++em2kO1ju36zL4F7/0VVurNQ/3Ro1DYayvERTb8+lyTXje4FAUSGXNDH+95jYp8L8VuBOUNlgt+PRdNf7ktiaD5P/f3pfH2VHV+X7PObXce7v79r4lnXSns5KNkLCDbLIFmBGfuI4+R+c5Kj5RR1xGBJ8j4jJ+RgGXGQUUx+UpgogLAVEWISB7IAsQknSSTjq9JOn9LlV1zvvjnFN1qu7tJRsBfOfzuX3rVtWtvrfqW7/7Pd/fxiI5kCbd8RE1MeO8Y7EmVHrMWBn1JJmWlpT/ShWS+PRzIi4+KbjLvTYSkEsDrkSMiojENmmxZduQuBUXakLJQ0VFf16ulTBlzeUbmVQwOAWhDIEPZBwf77xwDM+8ZGHNo2kELDLKpZxcALDAQVBQEYXRdvkmEsqO0qoTtRzofvRCOq6CsFuzkFo4lyU0aqoczJ5RtaWx2t+67um/iDKnt7wFFwIY3ftsX1W68IF5nTOEY/lhV+CoLYhZhzuy5lH2TZTBE48UNONOdGThROAOwC3g7sdS+NwN1Xhhm2No3WZepeLgMCXBiHdbRqx3NJEsH1RlWvB4Rn2kfycnmWV89RLkZHKga35JtOWeUE1RoEhaanOfGNAj8JcUz49FIhqqiiEdRtacgXNLWnIu26QsnuPhuiuGcMEpeViy6xOApLqiLbkPCA5hSIgeR2jJTQkxSCzrxAlfJ1IEcp3ny0eu4KOmrlXs2D3ygV/eubZvovaXZS34hRecg4He7XDTVcGOrU9hw9Mvw7UZbJvDZoFhxTVYzTDY0ngSRrlMKKZlJMEEXQnBzQIEFnD32hSu+XY11m9143JgkqIoSZBCVYUNHTrCcMeXJjVMREcipYjEgJoErLk+4t7TsN+G1UuqJ4b7DLEKVyHyDR5OTL2chBMxXeFVW3JpxREqK1wF/hIirT64NA5mYi+EAOGhPxIgAkFBYPkcD9d+dAiUAGvWpuATaNoefXhqSeCH34VGziB9V5tufSiLwg2uHp4cFTnpI/zSBR5g+fLlOPMNJwb7B4cwf27H9AEOABVVtUilq7oYpbdWVmX/0cIgHAeJIpgGwJPgDuW+cjEmQWw55swhPhjjEI48eVddn8X6LncSrZuGM0NKZNm1MAUNCU+lYb1LZUFRCnYTqkmJEOZNUB7008V6WZCL+EGiThDRhK0cRVEl+gxaouNToufIeutimwSEysAshCkI6haj0V1HArWp4GNFp4frPjYEIQTuXpsBJz7CGOLQ0yliQVYCFJ4CudBgVkU+w2q2OvwW0Y0QqkfKqnt+gNamGlBKb62vq+myrAlhDDrRhnQmi51bHxmozNbeNXduO+qrx1CRKsKxA2XFg3gXM8OS0xj9MOO6y5RYK7HcHMQGfvdICp+7PosNXSkD3GZkoKl7K0kwWXotkSlfIvnBkAoTIAYi50yMhYSv1Tah940/T4z4UkBPCf6Ys0eU8O9wGycJvk7KPpJhtaHjJxZqaziAOFOtDJl6WOAFgiXtRVz3sWFcfHoOxNMUJVCPKMQ2oiw8ljhRUEkLnpnfadISnVARSGdqMQBGC8CeYaBj7gI0NNTddfcf1w7UVFdNeO7oZCe2urYBM9uPu2fnoLghT1Jw7bxR6DL+oMwErElHjAwcYrrdo4eMRZHBU8QBfrs2hau+VY0NXSmImOU23PCaoiACd9hLHogpJro2dazWCVBCS8quN0Btoj+07ibPLpdUWA6wieVQPUk6NUxXPQCYwDbAr3l5TDkxNPL4c9KbGa+rYmrj0TNTPNxYFgyiQLGsQ1ryS07LgxR5xMFhAJ3r1iGy04JQXk4zYz+MK+fRshfodSTk5MN5jpntVWhvFzecfsrKe5qbGyc919ZkG6vrFuGxdS+OVzZetD7Y5xdHRp5xLIvAsaOi8yEVYTx0zUuLLOKqieHEISFF0eCXUqCwCH6/NoWrbshiww5XJkzGJpQJzo24t9JstZ0s3sNMtQQGPUE87iRGRZBYNsJly04qjeey6ss0QZ9MZUM5uqKBTowiTCLB2WMTTiPMlutuwyrEVtVSkV5CdQK4Ts5Tp1nzcm58KAqgGGDpbA9f/ugQAi6w5tE0OFPb9RcPw2y1Vs4gQOELoopqEbhGFhAnUtkJayGSKAOrOg2ctXJu8YNvP2v98P4N46uOXTrpeZ3UggNAJlOP9bed+wPfb711tNgKIXRL7AC25Uf9cGLF50vjt6mqNkVMi04DMOqBMamW/P7RFD77rWqs35YqA26z7IMVgrt8jLfR9yemnmiPaxmuPQE9AUwNPN6MJIxFSYA7etM0RwhgEnsZCz4qR0kMHg4T0NJHXtaKcxGpMFE8SqKGillyIiw7YcarSHVFPhiCAsGyjiK++vFhrD41D6YLmIRKikFVtOeTK6+n0srznCDPpaTo6bIQXJaFKAaAFxBwzrG4oxadrfW3EuetP8jW1k15aq2pdlg+vwEDvS+DUOux3Zs3v5l6+QbHiRKRtcs+Smww47x5zFJHlCXi3JbD4VHgnkfTuPrGLDaYE0qU17nDSSWNogRLiveU0BEjoTgEZ0L3RmLiaeC03GTTfD2RzDKpTFjutVZGSvYzJpfhJDMKk+Ui6lkjOMAZIm+g0IqK1MG50px1OTipokiLQEKdXOd06vWGBVdhrkRp3XLiCSxr93Dt/x4CBHDP2jT8AIBj/BzpdCR9N1Kp0HBQFFUdcVlIVMAPAKYMWJET5AKBvE+RzjYMnHD88Y+t33gbCJkxJcCntOAA0NA8Dxn6xC3zFsx5orUlQGV6DK5dhB22w9ZJCEboa0khTGnFTXAzh2P3PoZf3pfB566vxrotqVIpkFoJcLMQ3FH6WSLWRLvlUeqOL6t7J9aZsIzLf4jZ6xLwHgC4J0J8WdAj4e3UUYUhdkwrb1jwmCXXUXvJQvqKFqhM/Ci/U1ptoSy7DKc1svOFCq/lss6KDLMlWNFZxHVXDOGt546htd4H8XhcF08WGOJRJS2Py1xPbc1znGAsAIZ8goGcQOCmsXj5MU+sefSlW5YunjetUzqlBdcjVTUXEIVv07y7ggT9rUU/LWfXQqkJJG61CTH5d9yCExKAuRzb9li4+j+zeOjxFLr326VSYCIbPnTDK0CHk0pT505kyku5VZQAumzphwQyk5bd9G6arvuScSDINmeVWhfXfFohPq53K45N4pY9moSaqWzmZFWBmZgeTaEsNMIoRKLc/FC8PIBsOciN/xal36ibkgfy/ygJcVmHh699cggPPF7ANf+ZlbErTvJLGw8uwjmVroFJlEKl5UxWLKCuuqpn6YIZ30679rRP77QBTpyV8HPr7qU1H+i1vB+3itx2+AEQcBlVbTpskhk5JrAp5aC2wLZeC5++MYvf3J+Bz9kEnJuWBbfOig/BjagbQzmHTok3Egnd2wBwSaGfEHeGKz5h0WOT1NjG6SG9ZIJJIroiTNAjvhxp3IqmqM8ekxFDHTkqQwFEeriWq3VnZQ4KQrhsyMYpKOUS5IIrJxEDwBXIdQ0I4ytTAEUfs+oCvOP8cbi2wGduqEZXrw3Y6q4Lq9/rB1eauaSlUdsU+WWJ52HZoln40hWX9GZS7r2nrVx4+AEOACy1POjp633vus2rftPAXu6Y20rhB1aY0BCjIzRQAVZBaM2l5Qa29lq46rsqKpCwKdSSycFtFqsvrSkYxX2bqkhp89Y4Hidy8sRueBPp5QBfdv9SRJcAucxukQVXaCUiXBfP2RTqFzVhxRMTUukIAsAl1ePC+ABc5j5y9SsCDXIuq4GZvklQZcZj6gok+AsBLEvgzWfn4PsEV30nK0Hu6G+mHwap55bi5TZk628C7vlYPGs/vvyRE7rOPLH1vRWZ5gAHMA4I4D+6/QHR9fTZz9XP/95lg+mVa2vSWxxmOXDtIizmha1CGPEBcBVaG008iQNs7ZHJCr/4Y0YCmU0f3BYplQPNqq+m5Y6pKeYDCeudBLXJxRMT0CSeY0z94GJkYzdHTAOP7RPPOI/p5hrkJO7aJyQhDYYUx6AtxJAQVdEgUC6tuyrTxikikCu6EkMY5dKS6/LJ4XoC+D4sJvDO88dBqMDnvp1FV48N2FxdZx6JBgjkawiAMTiEocrm4MTHpWfPKdZXjV5WWdHynCjcc0Cn+IAA/r7LzsbowP1IZyp6enY1PN21WZycTffCqfaQcny4qQIgPCkTWgLch0wuZTLw/dHnHNx0RwV+cV8S3Mk0MwvT4dxJbyWBGRkYT0tLSoHxeBOTesQnmOayfB9B0mKXW55qbRLcE+0Tcm0RB71sAhWpKjFKokBLSCLyEIl9QhWFSjcR0a59bVEpKPiEINesHDRQ26Hc/WpyywAEPigE3n5uDkWf4OY7MvjrJgdFHUkYcMAnoBYBWADuccBhsGyGasvHwo5qNNSf+nRvYX7PT373BIh7wgEB/CDMDtC9fT2YXXnW/t6n7i/suxOdbfswmh9F/5iPR5+1UJ3lWLXUQ3NNgOqMQL5I8cPfZnDtTZXoGbQgYu72ZFyJOaksD24dAht3xRs0hZby8Fi4bLgPyiyT+DoqM7qj16rPpd6XKjlLLUfvl30xidrGGIkd3+wtGi4TqF5Eer0I95H5q3oiHU+7i1cJg7EsjO/LY9u1tBtvOpCoX2NEg0aJLnIfRtQ6MwMrISoQElX9pYxDUILdgwxfuqkKP/ptBsUCQbZCoLkmwKolHqqqgMeeTaF/tBJ7R2vRXi9w5fvOxhvPOO7soeGxB45ftfyAsXpAFlyPmrpWWKm6l5j/8u17CxVvuefJXfj1I1l0dbt4bhtDpVPEohkFXHRmDu+5JIdf3ZfGtT+oQN+gpbLfTVqiriAx18WlwFK1ZDJwx2lJzBVPE2oKyvBt87YnCQtt7FjynldihFZfWu+Qb0NZaYLImhuWPIxfIYiydnRrHuVclP2XpJWWKgrkdZnUknNwNcMUYa1khJSaUunvUSVeQSHQ1hDg3z44AosJ3PGnFN5zSQ4XvSGPRa0BMjbFc115bOkex8/uy2EsOAZVtU23z5vX+VJ//76DOmUHBfDKqnqM9vx4d+Os7MfuuK+F/deduHTjNoAHNjxSxNjQKHp7KHK+wNAYxU/XpBS4qQHucrRkanCzKcCdTI42gW4Cs4RbE8RCY+NezTK8mxiayWFEujnfMwtshvPIJM9GnHaEKoySb5P8m4CE5b1DigKAQhwcyFWfzijUtRTkUukRQBCAFKTFvvIfxtBSH+D8kws4aXkR3qiLXC6Dpe0pLJwhsGoRxbpu5861G52Pbdz+u91f/sTfvXIAB4DK1v+JPz68YdfiZYufWvHcmkvF6CYUOMGOERdjxTxOWlnANR8ewexGjjvuTxkJj6blNkGteXfkodReymR0IJ0E3DFQGmBNqismTs33xFGMMsgus81YJrEDTRPUMWAr64ykZzOGUuON0DNKQyuP+DdRd0Ho8YSQFbAgNfGwgBCRB0yCnHCAUwrdCItCSTMAKJEWXD4rXsUNiU8X9gGTH5kCVJWYyOUJfn53Go895eKaDw9j5VyG0fFK9O2rxugYRcvMRXjH31381NuC4i6n6uDAfUgAB4CVx7Shri77H3t3b+ucmR38xyfX95G+UY7FC0fxtY8M4g3HFeAVgeXzPWze6SAgVH5L3V2Y0AnB7ZJ4axGzfw4zkoaT4C5RTQjCgCoNn5IJp4FJktwnAWhzXySOeTBDTLRSlJEWSckuiZujdJ2ZKCHvhXhbSN2VWC/L0m6lIJf0TAGdcllQiBAI8Fh5ZKmPG99KnxwhAFUizg8CrNts4eXdLl7osjDq2/jq5aNoq6PYuacSQ/k2kZ2x8kcsvfg/8iOjhwLRsAjGQY2vf/2ruOiii7yKTGrNkmPmnPviy1tnnX5sLz54yRhOWEgReBSO6yOTBn7/YAXyQnc4S6SaGbTEIUCKirDzQhhfoiZjZoZONKEs75Kfch2N83RKSIyzR9ydGBIjie2re/bE10fLlBIQSoxjl/6PyeqylA0vCD9LYh6ROD60c4pIiw5i5o2qv7Gb2KwIkLhtYwaAxNaBSKcRKbNvfFlOXMd8gS98P4uXdmQg0hl0D9Rg4/ZKDA4LZDO1fmPb6T+prWv6UO+envys9o5DAvghWXAAOOmkkzAymi94XvHBS89/4TiSG0xVpTLo2zuK2uwgbKeIp1+0kBflyqqVgtulwqjdHYE7FjxFoqThMLcSpQA2Iwhj1yN+6WIXLRlkNZkmSBIrJ2Imh0LRkxY6XGla8xhHjxw7RGdjaNqiqY+SGKVhJUb1B6GCrOSvnqwaS0EhQDgPJ5Gyg7Hy0xMA4HJCybW9VBeAl34fTgRsIrBqoY81jzNQK436Chcj+1N4/HmgqWHuTuzru9yy04U3nnPGoYEThwHgAFBVmYIQPVefcebJwZ//zD61pfsZJ+X6aKin2LCN4dY/VCLPbcByELnh4+B2CeBQYVjtCNwWKed6T6glKGf1RCkl0daNlAI9ybfL0ZEkWsUU2w95JPVyg5PLCaQGrrpFDY4eejAJN3R0+T5AxmFTdUBdrIpAgJphu1wHGlLwQEAouVCqNwK6y7EEOVcgV9KJjlmBScUEXIfjvavHcefDRbzYTVHjCixo4XjT6pOKC5ee8rNURV3x2AVTh8JOZ0wrmnA6o2sn8YV7zLWz2+d+pbYmw10rj7FcET+5rwJ79lcCVhqgDsBsw3pHlttRljuqZZIs1hM9dNHMWLvtBFVJeitLKsQanz2ZWBxtiJ6SD5Q5zmTrpjvimfTmBh2DYpBtlO4YSoax2BUNWLOhLAktu45RSWbfB+ayzvwxa6xwouLEiWpUpnoDcRZl6QsWZuUHAYMf2CgUU2iuYXj3ecOoyoxjOBfASVXxzjkdXzlxxdxr57V4/uHC5WGx4AAwZ3YLHrnvxnz/UPPXV3QyvrOXfvELP8zgvucbkKNpWWItETxt0hJtua3QaivnRiw6sIzGjQjACLmpnuVPoJqQ6KNMW/AwcUWm2AkHCPIJvJpigl3FBPuX7CtkCWM9x9PfX8uFkfNfUhYu5FxDEHNiqZcJoGKOtPUWRIBGWmD4vSNLro5PAQQqSpADni9AiYN3neejoWEXfvaneTj/wguC9vY5v163/qX8imXTD6aa5mU7fGN856eQbtvnfvzaOV9c89DwZ/oGxsEchlxAkOPRBFtn4sSpiQJ3Ug6kUp4KY05QKgNOSEkmWI5z9WjCGHkOo4lnGO9ieiHVe5hqayI9mdrjaT4bD3PCanoyE/9Xd41mxnLcCyvPE1HniRjrI19AsiepOj/mM4QyDGZ9d6EotAhfR+9J9DY1lmP9lRJVFXT9d33T+QFTQXoczKKFYftdRbfmvE/NnZm5GYBPpm11ph6HzYLrkZn179jZs79w9UfdDccf81jup7+8J72zdxQDeQtFnVkCsyimAreWBKnWvDXAE82hUA6skfUwuXUJhy5jzc1RTv6LvS5jOQXijqTDNhJhqBPtI5LUqswEVJ+X2CYVzxLp4lpHl/VTghDkSnnRjiUlM1IqVL9MEd4MIvmbo+ahTABCkXEuKIq+g6HhNHJe1svWNH5j6Yrl3wAy4zjM4NYf4bCPtpYajAzv+++3XHzqZ9968arh2kqgGAQIgugEyAI95TyUIgS5ZciDUax3dANo2bCsfGaALumOJ7EXsacpx4Gf/um9I6QextuSZZKnczhT8xbGwWLHUo4ek4NHVa6ifbhqABwEuh89NXrTK14ecnTNxUnIyc3qtoD8pZFdtD0Mjacw4s2/9/wPn/X5Zx6+c5AQUjzc4AaOgAUHFF8D8Ie7772huSFLTzup+Yv12zZk734qiyJJA1TO02Wigq7+Grfg1KAplMaBWyL9lQFpMsY7CQxtjUMrX/bcHg44T0GYp8mno6OLKfcRELFfm9DKq9gV/X/1S24oMEJr4QZn19dUnnfVY0dZcRmDrpw/MXvJZasU40RbLAAhBTz0PEdlVcNwQ+P8+35xfQ4r3/AvB3yepzuOiAXX46LV56Ombuz6i8/u/PwbT5wxRoinTqL65yRq5xenJ4Zjx1wXK/oZj8jT8Vqap8eyczAxhqaCyyGNyf7xIY4pP/dk91SYAEHCnpumkhLVSdEW2VBKAm3RqfFI7GPUV9EKjswLEMgXOfKYP1ZkCz6/b3Tk+jPOOu9IXoEjY8HN8eTGQDTXV39vX2Gld8qSHTc88ORWGykZD25RXWpNg1nE6IeeLDEapyChk2WCi0iShm4yLW/Sn/8DMq/lx8Ee4iDfF1YKOIC3h5QFEcWJNsqjEHVS9aScCyG5NZVxgjLbQQWfCIpAfX7KJRG3WACLjsOtWOG95bxjrrRSmZu4N3pE7QtwiK766Yw1d92G0899Fz9l2cJ1I7ncbovlL+wd6GeMusjaQMqScc5WAtwa8BYzOHhSddAUBmUiBieYTJLEzRFzbwMx/l7qvo8vm8qKdtcnXffR8sSu+hLXfOxzkPi2MsuxBy1zvJhKUnpekpq5WVc8VoVWR/WEtVVKJzOERNu088mxPQRiBG7FXC9dueQjg4Wzf2iLfr9u5juPNPyOPMAB4J67fo72lWfzr9x00bqffqmrl4Kf99LLOas+Q5C2k04c2apZyoWIPVNWmqRgXrRy4NXnPjbBxMQg0vtoXZ1MAvAQ6Icb4NPYRhNgpgl6lgR8KAdOAG4RghaASVV41DKFcw1uhLNYYZ5g4+4JBIXvM/gBQ8rNY/vgvMKzO1ddsXzl7Jur2UY/0/juVwJ6rwzAAeDBu29D4aUFonPRkqf+/rL0YJUtzkhhzCHg8FVrQkqlP8hiqtaJasETWXQSactEBzCR8jLdJLQknFSSaLkEeJgM1EcY4HR6AE+GL0RaftQ7aaIbxhzC4OFhBaywZiEN18U6uelldQLjvgXZf3N41MbweAqpyo7R2bMXfObEkz7/va9+f7V4w2n/8ErB7pUDOABc+7Xf4P98czVOXZR9fM7sxlzGFXR3/0jLjr2+QwiFTQGHCdga5CHAiXokJpYhGAhMiUlM8Jzk7Ykf17IU5UAATktAfQQsOCbbT8Qsti48atIU+U3DyBWly5BQMoy547nhog/d9tFkFIhc/gABpQKWxeG6PjJuDuNeMzJ1pw9Rd841u/qab6y2T8D55xx5WmKOQ5xBHdr4yZ1/cYdHhp6/7Q9r5m94mWN2DUWFI2CrzDYW5jkaFtX41GYXA107mnNZ7y7qbhB3dsAAMYVSXkjcYxn3aJrrSXy94uByThB5K3UeZok3U+9HkPBcJpZJaT5mNAfRuZRxz2b0iGrE6LaO1PBcmpKqjkuRjVhJQscmYcczM/FCXoeo9qNu7W5bAWyLoyLtoS47iJ4Rp9DYcMJP2xdf/gyh9rfT7tGB2itqwZPj9p/fguXHtAWzWtLnPPZ0t5UmBWRcAtuSD2nFCSyVtMsoAWVqmURx1uHQwWsGuLnBFUVizl7Kx+NW3Iz/Lme545NQIw6cmnSFxvZP/pyXUqKJrXn4miaWzRskXBcB27xJTCtPjN+wqBMyMZw7NObg4Qn6IrguJKRvBArOOSorXf5s94zrvv/HzOee3/DA2tVnnnnUMHZULXiBCzgEdu++kfc//MhTN97123vY/sERSglg2zSUCqPJXzzqTwDggVBF0oXs3xKIsKcLN2JftOpGEAeIObmNW+i4pQ5ly2S8iWmZjWVCdPY9KWPdI6pFiHnsMvEo5Sx4LKtehIpTuK1Mdn1IYYywBgEF2IDAD6jshOZTeD6Fr1u3c8MTieRNKY9nWQI2k2UnHLcaTQ2pLyxb4H+jby8Z71hx9dGE2JHXwScbLiUQQnjNdVW3rlzW+ZeK1Oq3Pr/+5S889sQzxLYEUjZTqVXqomhQKesjIOBTAL7MPwwU8s12c6ZrmkD9bCvJVgNeZ5cTEnVPmPzWP/J2YTr/QX/+knmFAeZwwhmWhJDglLRDlnDT5QYJl7HdQUDg+RLsfqAr1xpBXkR6PGVqG2AHAWiaomPOsaK6ft6/3fOHX3x93+jS/Oo3/fMRP09TjaMKcAB6cpjv69u78cLzzvhya2uLbVv49PbtW2zh51D0gXyRg3MlHVoEFpPURAgBL5DhmwHXhWtkqQJZN5GEFlxfeKGD/FWUpxl+GvNvTPaZp/ndDsVNNJ1YK/1h4qA2lSGE4I5qnQA6ehBCg1cW4/SJNCgBJyj6FIWiBLpspSNgMQLHEmBM8vPxAkG+KFBTlSrMap810Lno1FvrG+ddO7tjsZ+uqD38YDmIcdQBrkdTUz12dO/xN77cffV73/0Wa/PmTec89/QDx67buMfJFwJQSmFbgOtQuDZTJ1mgqMrzep68YgGX/Vy8QLa90PX5NB0RVKVsqc66UfFJI1EXMDLWJ/jAptU09yGROkGS2xJDl34I/90h+PXCf2OGteoWjkSogkIRjSGq9KwQBL5qFOUHMkYoCIBCkWAsT1AsynPIGEHKlqqWa3FAcPQPCgSk0Z+/ZNX/tUTf5RWV9d7YSJ9fmW1+5QE0wXjVABwAZre1AIDY8sL9n21vdV33hJXf3Te++b1bn9jORHEEbU0ppF2GygyDY0FZEQohgFxBFnYv+kDBIyj4EuC6Hg3VGUJApHtzOeGKNGBEKA8RM7UdLrvHRDeAfo8JbjODfoIUteShSZnfm9LJahQTHvYxNZr0apBbnIJSgYAT5ApMPROMjHGM5zkEF7BtBp6hSLkCFW4ODfUO6prmBsKd/+Nxv+pyEbiFdObwpJkdzvGqArgecxedjb6+/sKSpZl/4al5WzZ0370S471vsdgwqjJAUy1HRVoCev8ogx9QDI4QFDyBkTzFYIEg70tUMCLLT9gEsnmvENAVgAmVrfYol9uAuHY+XYM6laU+2DGdzJ0I0PFeQxElMcEdhO1ndOMwquYdvm+BEoF8gUEIG2M5gYH9HobHAggOpNMBfJ8i7VLU1NWhoyNze13b+U8Tu/07IhgtVNe8+sANvEoBDgBNTY0AMPSdW35z3ZK5LW2LO5cS4Q/9j6Hep9BUvQcNdXkIQdAzkEUun8L2HqBvmGLXqMCI58HzCQgsOA5FhhFkmAFaBQZd4UmX8wBKgT0RyCWwSOk6mHSBhMeI8ekoS2zCeicoMy9IfgKS3Bpyb6MPaGi9VZdqK1CatQ/H9pByPRAE8HyKlJsGQNA/6GJoJMC2PT66hzgCATS4HpYvqMWKlaegY1b2Dsfe/fGh/ue7Zy+cf7ShMul41QJcj4+8/00YHxvrppR9ordvz43+qPhKfuShE77xszwtFhmZOzOHWpdi3OOoaxjBh96xD001BTy7meHWe7PYtb8GPndlZopRUyVQ4E6WFJ50hBzAWBX+LeMiLf+y/AYT6IkyEVFyQvQc+6jhRFrATDHTPJwpLs6M5mFptwDbzqF/qIhb783gqc1ptNQAbz9rEGnXQSGwsXLJCC5t4Sj4gXhow3x+7Krjn1iwcOm/trS2buUB705n0kcbHlOOVz3AASBTUQEAOwrD63agdvZlL7zY0bpq+ak/H+p/pnFX355qL81x0alDmDMjQGN1DbIVRZyyaBgXnNSLf/2Bj4fWNyPHbNhcBW4JqJYdqnSCbgsCTMlLyJQrotVlwa+GmOCR3EcviHI8fsL/a2Q5mV5OIjtSWwrgj270cc1N9XixpwEZ18bOlEDX7iLmNBfR3iCQzligVicuOG1+l++OvG1O59yeLT2FXe0d7isPgoMcrwmA6+Fmj8WfH3hmF2Xn7j5lhbXigb+8eHLnrPk/WdTW39LVTfHgk7Wor7Yxb1YRnTMdHNveg+VzxvHQcz58bkcufWXFOTWqjJVBmAQLib0On8sBO3RKRZPUSbm5SVXKUBYywVsmex29Md79LkoEltWlLOZhfZeFx7fWYV6jiwXNAp0zbFRXMvQMedg2UIOzVlXvOvnU1b1NTW3vu/Rdtc9lh59HU9uBlzA+muM1BXAAOOes4wBAfOXfvzb22Ss//KeBPQP/xAsbPj5WfHFpz8i+1mc2j4NRB7VVGbTUuzIOn8h4EUA7gAgCAVhm09RJ/mc4iZyAhZCyr6MyaMn3CihpkkSijbktXA6ly6ieYNkdiblg1oMx5EIlH0oqplp4EwrHsVBfITCznmDZPA+cOmhomdNT1bho/aolnd+660/5P3zyQ7XEzheQfY2BO3mdXrOja9t2APin/r67T3v8GXFZkOutWjW/G5WVu/DpW6pw/7pm1Kep6gIhEytcJuBaAq4FOJaAwwBLVXiWcS/aNa6Ww+CveDH8MFBL1SCM3kNCl30svhzx2Jao2H30rN3woRs/5q5XiohKEqEqdp4x2aDXZhy2xWHbHI7lw7EDOLYPywrACAeIPFa2YhwPbvBw5fdaUMMy+PvT63HKiW0jO/eRX11yzgWPALh5Rtvso31pD3m85ix4udExpx0Abh4eGv5xc+vQ2hfWP7y0eWb9Fb/6U4E8tYlhZoaj0hUYKlDsLzA4TIAQHlpwAPLCIx5cZcaL630irZmUWIckhTFBDGP/WAYNDA2+zDAdUGEWvHqnVH/kz4BQmj+n0XatolgsQMrxYDOOsbyLoTEX43kLS9r24n0XCox6x4m5cypuWHn8GevPzNbcmslUeEf7mh6u8bqw4OYojGyBkyFVA3v5VRu7hj+z4YVe8cLzz6Frx06ycU8eBRpgLJ+Cwx3UpTjStkDKVpbcBmxlvXVAVhiHzmR0o1nUJwKwtt5EWXoqW5YYgVmABqtRzMEIvNKpeYzFLbiOHYkK/ag0PiZgMRGLD2FMwLY4XJvDdQK4juydVJnJg5BRDOcCFPIZdO9pRX3TbHHMMYvIcKHwoy27225vbux8xPNz+09c0XG0L+FhHa87gAPAaF4AQC2jmDe0f6/49Z2/ZXX1FT/Ieb3zO+ueTH3vriLufrgRM2okwF0LyDhAyiGw7bBeDQAJcIsZMTBGjHgyylGH9FqMGvtHZRi4AAIuQqDLiEMSJnfYVgRyLWnq+aoZJ24xFcFnSboC6AJEAo7NkXIDpF0fri217pb6Mfzur0XcvrYd/+vN8/LVqcbNjIgPnHDKal5ZVbsDQO+RqEnyahivC4qSHJUpAgD7ATwBAM8//zg8339jc0P73Ibas/97iOywh0bX14zs660uFIrwAo6Ac9gWRcqm4AIoeiKMMNSx3RHf1jSERHVBhMG1IfdjlMCy1NRPyBgZIWRorxCqFCaj0sJb2jGjrDfismXAEXaAkPVIVHQfkyWPPY+qhA/AtT1YLIAAQyBS8Gjb0MmnnDS48LiFHsTIe2w+soUQq78q++r0Ph7O8boEeHIsW3YixsdH+wXIAGH82N79LxW/efU7P7j2r+vev2lLj+8H5Njd3dvd2kwRFilgaJRjYDAAFwJVGYqUQ2XihaXS0oDwt08mCEQao7bYlEIFh0ngyrBTGQPvebLKFyGAsAFKZd4joYBlScoByKAnHfqrQ1xl3AqFbUnPZEWqCM4J9g052DdE0dJUgRlVlWiZ2VrwfLLOTs226mYuv2Vk54P/tXT+DMdhyHEhRLY6e7Qvyysy/iYADgCZTCUgMTK+c1cvbNv6jmNb3/nk5W9zCoXiN17c3NU0PtQ9a2T/zoau7hFeXT+46IWuAJ5fgOAeGGWwmRW65zXgOBfwA4EgECGFEULeECkXyLiSTni+jJ/2fY7xXADPl2GnApL+EEJgM8C1JccOAiAICHxf7kMVb/KLHAQBBA9Qm+WorAS6B1zUNy+EnU2juanq4flLZu6qa+zoo8y5cufWvxaZVYGO9vNRUVV12MoSv1bG3wzAzTFrZiycswjgCt8rAFi+jFI6u2vLc0Fx7KE33vw7nzVlG/8Z3lBFRcZCX98A+vsHUPQFUg5DOm3B8zgGh314gUDKIQAY0i6DxYC0K1Cb9ZGt8CEEsGWXix17OHb2cwghUJWWN0rKkXzbsQNUpn2kXA7PIxjN2RgaBWyLI+UA+aJAZVUdamrrUZHiaJ1dNZbP7/j+s93VhQ++8yK0tbVSz/N/RAjZ5KRfO97GIzlenzOLwzBeemkrGGNOvpB/696BvoxtEW94dOxSwcWbip5M0coNPY2+gQE8uZnhhR0WmiqBStdDVZqjpcHCzEYfnTNHkEoNYtMOBylWgVvXWEilxrBph4UK5qKzmaKlwUFrg4XZrRZmNAG11WPYsN3FExtdMJLBxeeuQmWGIl8kACG/saz0na5D7BkzmsdTqdRtgR8Um1raj/Ype1WOv0kLPp2xYEEnIK37TwFgZGQYEHgQhHyXC3DBPezY9CKqKwawazSFTT0uUmlCLlm96pt7+3cvqq+mQXNdgLlt+7B5VwHjohrHzCti+Yo0TlzoY+MOD1t2pjGvmaGhxkJTnc3mzpnxQnH40U/UVufFiO+gf8xBS101jlt5IjJpBz4HJcBmANsqK6uO9il6TYz/b8EP49jatQO+H8zdtGljurqCoC4boL11Px7bSNDTV4vjlwzj4fUuTl1oYff+Ufx1o4v2Rhu1lQT1NQ4WLFycY4xtqW+cebS/yutm/D9NeuIFHMl9VQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0xMVQyMToyNjoxOC0wNTowMOCfDkYAAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMTFUMjE6MjY6MTgtMDU6MDCRwrb6AAAAOXRFWHRTb2Z0d2FyZQBNYXRwbG90bGliIHZlcnNpb24zLjMuMSwgaHR0cHM6Ly9tYXRwbG90bGliLm9yZy/d3fzzAAAAAElFTkSuQmCC', 'weight': 2}
-
mf_hecke_newspace_traces • Show schema
Hide schema
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id: 45211000
{'hecke_orbit_code': 274911461440, 'n': 1, 'trace_an': 2}
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id: 45211001
{'hecke_orbit_code': 274911461440, 'n': 2, 'trace_an': 0}
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id: 45211002
{'hecke_orbit_code': 274911461440, 'n': 3, 'trace_an': 2}
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id: 45211003
{'hecke_orbit_code': 274911461440, 'n': 4, 'trace_an': 0}
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id: 45211004
{'hecke_orbit_code': 274911461440, 'n': 5, 'trace_an': -2}
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id: 45211005
{'hecke_orbit_code': 274911461440, 'n': 6, 'trace_an': 0}
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id: 45211006
{'hecke_orbit_code': 274911461440, 'n': 7, 'trace_an': 0}
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id: 45211007
{'hecke_orbit_code': 274911461440, 'n': 8, 'trace_an': 0}
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id: 45211008
{'hecke_orbit_code': 274911461440, 'n': 9, 'trace_an': 0}
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id: 45211009
{'hecke_orbit_code': 274911461440, 'n': 10, 'trace_an': 0}
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id: 45211010
{'hecke_orbit_code': 274911461440, 'n': 11, 'trace_an': -2}
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id: 45211011
{'hecke_orbit_code': 274911461440, 'n': 12, 'trace_an': 0}
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id: 45211012
{'hecke_orbit_code': 274911461440, 'n': 13, 'trace_an': -2}
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id: 45211013
{'hecke_orbit_code': 274911461440, 'n': 14, 'trace_an': 0}
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id: 45211014
{'hecke_orbit_code': 274911461440, 'n': 15, 'trace_an': -4}
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id: 45211015
{'hecke_orbit_code': 274911461440, 'n': 16, 'trace_an': 0}
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id: 45211016
{'hecke_orbit_code': 274911461440, 'n': 17, 'trace_an': -4}
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id: 45211017
{'hecke_orbit_code': 274911461440, 'n': 18, 'trace_an': 0}
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id: 45211018
{'hecke_orbit_code': 274911461440, 'n': 19, 'trace_an': -6}
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id: 45211019
{'hecke_orbit_code': 274911461440, 'n': 20, 'trace_an': 0}
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id: 45211020
{'hecke_orbit_code': 274911461440, 'n': 21, 'trace_an': 4}
-
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