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g2c_curves • Show schema
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{'Lhash': '1838212080306629382', 'abs_disc': 5329, 'analytic_rank': 0, 'analytic_rank_proved': True, 'analytic_sha': 4, 'aut_grp_id': '[2,1]', 'aut_grp_label': '2.1', 'aut_grp_tex': 'C_2', 'bad_lfactors': '[[73,[1,-2,1]]]', 'bad_primes': [73], 'class': '5329.a', 'cond': 5329, 'disc_sign': 1, 'end_alg': 'RM', 'eqn': '[[-8,31,-40,25,-16,-8,-1],[1,1,0,1]]', 'g2_inv': "['-51501962646275676450543/5329','-1597010473992743939241/5329','3946792339710402273/5329']", 'geom_aut_grp_id': '[2,1]', 'geom_aut_grp_label': '2.1', 'geom_aut_grp_tex': 'C_2', 'geom_end_alg': 'RM', 'globally_solvable': 0, 'has_square_sha': True, 'hasse_weil_proved': True, 'igusa_clebsch_inv': "['139452','310895097','16328330150691','-682112']", 'igusa_inv': "['34863','37688903','-3247242817','-383415508918120','-5329']", 'is_gl2_type': True, 'is_simple_base': True, 'is_simple_geom': True, 'label': '5329.a.5329.1', 'leading_coeff': {'__RealLiteral__': 0, 'data': '1.187013242362306803307137965352746832401486793154111116', 'prec': 187}, 'locally_solvable': True, 'modell_images': ['2.12.2', '3.2160.23'], 'mw_rank': 0, 'mw_rank_proved': True, 'non_solvable_places': [], 'num_rat_pts': 0, 'num_rat_wpts': 0, 'real_geom_end_alg': 'R x R', 'real_period': {'__RealLiteral__': 0, 'data': '0.29675331059057670082678449134', 'prec': 103}, 'regulator': {'__RealLiteral__': 0, 'data': '1.0', 'prec': 10}, 'root_number': 1, 'st_group': 'SU(2)xSU(2)', 'st_label': '1.4.B.1.1a', 'st_label_components': [1, 4, 1, 1, 1, 0], 'tamagawa_product': 1, 'torsion_order': 1, 'torsion_subgroup': '[]', 'two_selmer_rank': 2, 'two_torsion_field': ['5.1.341056.1', [4, -2, -4, 2, 0, 1], [5, 4], False]}
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g2c_endomorphisms • Show schema
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{'factorsQQ_base': [['2.2.13.1', [-3, -1, 1], -1]], 'factorsQQ_geom': [['2.2.13.1', [-3, -1, 1], -1]], 'factorsRR_base': ['RR', 'RR'], 'factorsRR_geom': ['RR', 'RR'], 'fod_coeffs': [0, 1], 'fod_label': '1.1.1.1', 'is_simple_base': True, 'is_simple_geom': True, 'label': '5329.a.5329.1', 'lattice': [[['1.1.1.1', [0, 1], [0]], [['2.2.13.1', [-3, -1, 1], -1]], ['RR', 'RR'], [1, -1], 'G_{3,3}']], 'ring_base': [1, -1], 'ring_geom': [1, -1], 'spl_fod_coeffs': [0, 1], 'spl_fod_gen': [0], 'spl_fod_label': '1.1.1.1', 'st_group_base': 'G_{3,3}', 'st_group_geom': 'G_{3,3}'}
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g2c_ratpts • Show schema
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{'label': '5329.a.5329.1', 'mw_gens': [], 'mw_gens_v': True, 'mw_heights': [], 'mw_invs': [], 'num_rat_pts': 0, 'rat_pts': [], 'rat_pts_v': True}
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g2c_galrep • Show schema
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id: 2026
{'conductor': 5329, 'lmfdb_label': '5329.a.5329.1', 'modell_image': '2.12.2', 'prime': 2}
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id: 2027
{'conductor': 5329, 'lmfdb_label': '5329.a.5329.1', 'modell_image': '3.2160.23', 'prime': 3}
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g2c_tamagawa • Show schema
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{'cluster_label': 'c2c2_1~2c2_1~2_0', 'label': '5329.a.5329.1', 'p': 73, 'tamagawa_number': 1}
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g2c_plots • Show schema
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{'label': '5329.a.5329.1', 'plot': 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OnDl47rnnAAD29vY4ePAgvvjiC1y6dAm%2Bvr7o0KEDVqxYUeJ9iYiIiKiYQdM0TXUQqmVmZsLT0xMZGRnw8PBQHQ4RERGRSXEtYCIiIiKdYQJIREREpDNMAImIiIh0hgkgERERkc7oOgGMjo5GYGAgWrZsqToUIiIiIrPhLGBwFjARERHpi657AImIiIj0iAkgERERkc4wASQiIiLSGSaARERERDrDBJCIiIhIZ5gAEhEREekME0AiIiIinWECSERERKQz5VQHoFJ0dDSio6NRUFCgOhQim1FQAFy6VNwyM6VlZQGXLwPZ2dKuXgWuXZOWkyMtLw/Iz5dWUCDtegYDYGcH2NsD5cpJc3AAHB0BJyfA2Vmaq6u08uUBNzdpHh7SPD2BChWkOTqquUZERKpxJRBwJRCiO8nOBv76q7ilpgLnz0v7%2B29pFy4A//wjSZ%2B1cHUFKlYEvLyKW%2BXKQJUqgI9PcfPzk%2BfK6fpPZiKyJfw4I9I5TZPELSkJSE4GTp0CTp%2BWduYM8Oef95fUlS8vvW2entLz5u5e3Bvn6gq4uEhzdpbeO0dHaUU9e0U9fXZ2xXFqGlBYKD2DRT2FeXnFPYg5OdKzeOWKtOxs6XW8fLm4JzIjQ7ZA8XF//nnn87GzA7y9gapVpVWvLs3fH6hRAwgIAB56SHopiYgsHXsAwR5A0ofsbODoUWnHjgHHjwMnT0rLyLjz693cpCfM17e4Z8zbW3rMKleW3rNKlaRHzdJvrxYUyDmnp0vye/Gi9GD%2B/TeQlibt/Hnp6SxqdzNSxMMDqFkTqFULqF0beOQRaXXqyLVickhEloIJIJgAkm3JyQGOHAF%2B/x1ITJR2%2BLD06N2On5/0YgUESK%2BWv7/0cFWrJj1eev7RKCiQpPDcOWlnz0rvaFEvaXKyJIy34%2BkJ1K0L1K8vLTAQCAqS62zH6XhEZGZMAMEEkKzX5cvAgQPAr79KS0iQZC8//9bHV64M1KsniUidOtJq15ZeKxcX88Zua65elUQwKQn44w/gxIniduqU3L6%2BFTc3oEEDoGFDoHHj4saPIiIyJSaAYAJI1iE/X3rz9u0Dfv5Z2pEjMibuRhUqSELRsKH0MgUFSY9TpUrmj5tkpvPJk3L7/cgRSdIPHZJb8bm5t35NrVpAs2bSWrQAmjeXMYZERGWBCSCYAJJlysoC9u4Fdu0Cdu8GfvpJxvHd6OGHJUlo3hxo2hRo0kRu23K8meXLz5cewoMH5Zb9b79JO3v21sfXrg20aiWtdWv5v3ZyMm/MRGQbmACCCSBZhqwsYOdOYNs2ab/%2BevPEA3f34l/%2BrVoBLVvKpAyyLRcvFt/a/%2BUXaUlJNx/n6CiJf0gI0LattCpVzB8vEVkfJoBgAkhq5OVJr97GjcDmzbJ/Y8Ln7w88%2BijQrp38kg8MlNIopD///APs3y%2B3/vftk%2B%2BXCxduPq5uXfmeeewxoH176Q0mIrqRrhPA61cCOX78OBNAMrmzZ4H166Vt3iy9ftcLCAA6dJBf3PzlTbejadIruGePDBHYvVvGFd6oZk35nurYUZqPj/ljJSLLo%2BsEsAh7AMlUCgulx%2Bb774G1a2Wc1/W8vIDOnaV16iQFhYnu1z//SCK4YwewffuthxE0aAB06SItNFQKdhOR/jABBBNAKlu5ucCWLcCqVZL4paYWf83ODggOBp54AujaVSZvsAYcmUpmpkwi2rpVepwTEkqWo3F0lNvFXbsC3brJEANOHiLSByaAYAJIDy4nR8byffMNsGZNyZU1PDzkF2yPHvJLlqVYSJULF%2BSPk02b5Pv1xuLg1asD3btL69iRtSGJbBkTQDABpPuTny%2B/TL/6CoiNLZn0%2BfgAvXtL69DBspdFI33SNFkO8McfpW3bJvUKi7i4AGFhQM%2BewJNPcnYxka1hAggmgHT3NE3GVX35pSR%2BaWnFX/PzA555Rlrbtry1S9blyhW5VbxunYxXvb4WoZ2dfE8/9ZQ0jlUlsn5MAMEEkO4sNVWSviVLSs60rFQJePZZoH9/KdXCpI9sgaZJQeo1a4DvvpM/eq7XvLn8odO3r6xYQkTWhwkgmADSreXny62xTz%2BVHpGi2ZTOzkCvXsCgQcDjjwMODmrjJDK1M2eA1atlYtPOnSWXH2zWDOjXT5q/v7oYiejeMAEEE0Aq6dw5Sfo%2B/RT488/i51u3BoYMkV90np7q4iNSKS1Nxrx%2B%2B63cMr6%2BzExICDBwoPSKV66sLkYiujMmgGACSHLLa9s2ICpKbnkV/VKrVAkYPBh46SWgfn2lIRJZnL//BlauBFaskLqDRb9N7O1l5vvzz8skEs4mJrI8uk4AuRIIXb0KxMQAc%2BcCiYnFzz/2GDBiBNCnD%2BDkpC4%2BImvx11%2BSCMbEyNrFRTw8pNc8PBxo04Z1Boksha4TwCLsAdSf8%2BeB6GhgwYLi9VRdXYEXXgBGjQKCgtTGR2TNjh4Fli6Vdn2twTp1gKFD5efM11ddfETEBBAAE0A9OXkSmDkT%2BPxzKd4MyMD1V14BXnwRqFBBaXhENqWwUJal%2B/xzGTOYnS3P29tLbcFhw%2BRWsb290jCJdIkJIJgA6sHvvwPTpslKHUUzGFu1AsaOlbpm5cqpjY/I1mVlAV9/DXz2GbB3b/Hz1apJIvjii1JLk4jMgwkgmADasl9%2BAd59VyZ2FHniCWD8eFkDleORiMzvyBHgk0%2BkruY//8hz9vaycs7IkbJ6Dn82iUyLCSCYANqiAweAd94Bvv9eHhsMUrT2zTeBxo3VxkZE4to1mUW8cCGwa1fx84GBwOjRMovYzU1dfES2zKLWLdA0DZMnT4afnx9cXFzQvn17HLp%2B2YVbqFGjBgwGw01t1KhRZoqaLMmRI5LoNWsmyZ%2BdnRRsPnxYZigy%2BSOyHM7OwHPPSXHp338HXn4ZKF9efl5HjgSqVpVhGqdOqY6UyPZYVAIYGRmJ2bNnIyoqCvHx8fDx8UGXLl2QlZVV6mvi4%2BORkpJibHFxcQCAvn37mitssgBnz8rswqAgGWxuMEhB2sOHZQm3evVUR0hEt9OwITB/vhRinzsXeOQRICMDmDVLlpvr27fk2EEiejAWcwtY0zT4%2BfkhIiIC48ePBwDk5OTA29sbM2bMwPDhw%2B/qfSIiIrB27VqcOHEChrscRMJbwNYrIwOYPl1%2BYVy7Js/17i3j/ljKhch6FRYC69cDc%2BYAmzYVPx8SIr2CvXpx7W2iB2ExPz7JyclITU1FWFiY8TknJyeEhoZiz549d/Ueubm5WLp0KYYOHXrb5C8nJweZmZklGlmX/Hyp4Ve7NjBjhiR/jz0mPQSxsUz%2BiKydnR3QvTsQFye3h4cMARwdgT17pEB7/fqyXGNROSciujcWkwCmpqYCALy9vUs87%2B3tbfzanaxevRqXLl1CeHj4bY%2BbPn06PD09ja1atWr3FTOpsWUL0LSpjBG6cEFu765ZI0u5tW6tOjoiKmsNGwKLFklR6TfflHqdx49L%2BZiaNYHZs4trDBLR3VGWAMbExMDNzc3Y8vLyAOCmnjtN0%2B76Vu5nn32Gbt26we8OxaQmTpyIjIwMYzt79uz9nQSZ1ZkzMg6oUydZtq1iRWDePOkd6NGDZSOIbJ2PDzB1qnwWzJoFPPywLEH3r39JQfepU2VYCBHdmbIEsGfPnkhISDA2Ly8vALipty8tLe2mXsFbOX36NDZt2oSXXnrpjsc6OTnBw8OjRCPLlZcHREbKLZ9vv5VbQ6NHAydOyNbBQXWERGRO7u7A668DSUlST7BWLeDiReCttyQRnDwZuHRJdZRElk1ZAuju7o7atWsbW2BgIHx8fIyzeAEZ07d9%2B3aEhITc8f0WL16MKlWqoHv37qYMm8xszx653Tt%2BPHDlCtCundT4mzdPegCJSL%2BcnICXXpK1h2NipH5gRgbwn/8ANWowESS6HYsZA2gwGBAREYFp06YhNjYWiYmJCA8Ph6urKwYOHGg8rlOnToiKiirx2sLCQixevBiDBw9GOa7pZRMyM2WMX9u2wKFDgJeXrCe6YwfQqJHq6IjIkpQrJ2WfDh6U5eaCgooTwZo1ZRnIy5dVR0lkWSwmAQSAcePGISIiAiNHjkSLFi1w7tw5bNy4Ee7u7sZjkpKScOHChRKv27RpE86cOYOhQ4eaO2QygfXrgQYNZJYvILP/jh4FBg/mOD8iKp2dnYwT/u03SQQDA4H0dGDSJEkE587lrGGiIhZTB1Al1gG0DBkZwJgxwOLF8rhmTRnf07Gj2riIyDoVFADLl8ut4JMn5bnq1YEpU2SFIHt7peERKWVRPYCkX1u2SKmHxYully8iQm7nMPkjovtlby9LzR0%2BDHz0EeDnJzOIw8OBJk3kbgO7QEivmACSUteuSQmHTp1kObdatWSc3wcfAK6uqqMjIlvg4AD83/9JL%2BB770kdwcRE4IkngC5dgIQE1RESmR8TQFLmyBEp3Dx7tjwePlw%2BiNu1UxsXEdkmFxepKJCUJH94OjoCmzcDzZrJWuIpKaojJDIfXSeA0dHRCAwMRMuWLVWHoiuaJlX9mzeXwdpeXrKSx8KFgJub6uiIyNZVrAjMnCmTy/r3l8%2BkxYuBRx6RGcNF64oT2TJOAgEngZjT5cvAyy8DS5fK486dgS%2B%2BAHx91cZFRPq1b5%2BMO/7pJ3kcECB3Jnr1YuUBsl267gEk8zp6FAgOluTP3l6WbdqwgckfEanVurUUnf/yS1leLjkZeOopoFs3WXOYyBYxASSzWLUKaNlSZuP5%2Bsqs3zfflLpdRESq2dlJaZijR%2BWzydFR/kANCpLHV66ojpCobPHXL5lUYaGsz/n003L7NzRUlnJ77DHVkRER3czNTe5OHDokPYB5ecD06VJUeu1a1dERlR0mgGQyWVlA797yYQpIkedNmwBvb7VxERHdSe3awLp1QGysFI8%2BfRro0UP%2BmD13TnV0RA%2BOCSCZxOnTso7v99/Lgu1ffimDqrlUMxFZC4NB/og9fBh44w0Zu7xqFVC/PjB/vtzhILJWTACpzMXHy2SPgwcBHx8p7DxokOqoiIjuT/nyQGQk8Ouv8tmWlQWMGiVDWY4eVR0d0f1hAkhl6vvvZZzf%2BfNAo0bAzz8DrVqpjoqI6ME1agTs3g3MmydjBXfvBho3ltVF8vNVR0d0b5gAUpn55BO5XXL1KtC1K7BrF1CtmuqoiIjKjr09MHq0TBLp2hXIzQUmTgTatJHl5Yisha4TQK4EUjY0Dfjvf2WtzcJCWVJpzRrA3V11ZEREplG9OvDDD8CSJbK28P79srrRjBlAQYHq6IjujCuBgCuBPAhNkzU1P/hAHk%2BaBLz7LqvnE5F%2B/PWXrGVeVCamTRtZ4ah2bbVxEd2OrnsA6cEUFsqHXlHyN2eO9AQy%2BSMiPfHzk7seixYBHh7A3r1AkyYyLIZdLGSpmADSfSkokFu9n3wiFfQXLQJee011VEREahgMwJAhwO%2B/A%2B3bA9nZMizmqaeAv/9WHR3RzZgA0j0rKADCw2Xsi709EBMjH3xERHrn7w9s3gzMnCnLyX33ncwe3rRJdWREJTEBpHtSWAi8%2BCKwdKkUdV6xAujfX3VURESWw85Oxkb/9JMUjU5NBcLCgAkTZGk5IkvABJDumqYBL79c3PP31VeyLBIREd2sSROZHTx8uHx%2BzpghdVJPn1YdGRETQLpLmgaMGwd8/LH8dbt0KfDMM6qjIiKybK6uwMKFwLffAp6eMkGkaVMpmk%2BkEhNAuiszZsiYFkAmfvC2LxHR3Xv6aeDAAVkZKT0d6NkTGD%2BeK4iQOkwA6Y4WL5ZK9wAwa5bM/iUionsTEADs3FlcMSEyEujcWcYIEpmbrhNArgRyZz/%2BCAwbJvvjxwOvv642HiIia%2BboKDVTv/lG1hPevl1WENm7V3VkpDdcCQRcCaQ0v/0GtGsHXL4MPP%2B8TP5gkWciorJx9CjQpw9w5Ajg4ABERUntQCJz0HUPIJUuJQV48klJ/jp0AD79lMkfEVFZqldPSsU884yUhxk%2BHBgxAsjNVR0Z6QETQLrJtWtSvf7PP4G6dYGVK%2BW2BRERlS13d%2BDrr4Fp0%2BSP7I8%2BArp04eohZHpMAKmEolp/P/0EPPSQlCp46CHVURER2S6DQSbaff%2B9rCW8Y4fMFk5MVB0Z2TImgFTC/PnA559Lrb%2BvvwYeeUR1RERE%2BtC9O7BvH1CrFnDqFBASAqxfrzoqslVMAMlo3z5gzBjZLypPQERE5lO/vtyBCQ0FsrJkLPb8%2BaqjIlvEBJAAABcvAs8%2BKwOR%2B/ZluRciIlUqVQI2bgSGDJH110caYdihAAAgAElEQVSNAsaOlX2issIEkKBp8kFz9qzc8v3sM874JSJSydFRPov/%2B195PGsWMGCATNIjKgtMAAlRUTL42MlJxv25u6uOiIiIDAZg0iRZe93BQT6fu3YFLl1SHRnZAl0ngFwJRGaZvfGG7L//PtCkidp4iIiopOeek1WZPDxk5ZDHHpNarUQPgiuBQL8rgeTmAsHBQEIC8MQTwNq1vPVLRGSpEhKAbt1k7eCAACAuTmYME90PXfcA6t2778oHSqVKHPdHRGTpmjQBdu%2BWpC85WZbqPHhQdVRkrZgA6tSBA8D06bK/cCHg46M2HiIiurOaNYFdu4BGjaQnMDQUiI9XHRVZIyaAOpSXBwwdChQUSMmXZ55RHREREd0tHx9g2zagdWsgPR3o1EmSQqJ7wQRQh%2BbMkVu/FSvKDGAiIrIuDz0kYwDbt5eC0Y8/DmzdqjoqsiZmSwA1TcPkyZPh5%2BcHFxcXtG/fHocOHbrta2rUqAGDwXBTGzVqlPGY9u3b3/T1/v37m/p0rNbp08DkybI/cyZQpYrScIiI6D65uQE//CDJ35UrspTc5s2qoyJrYbYEMDIyErNnz0ZUVBTi4%2BPh4%2BODLl26ICsrq9TXxMfHIyUlxdji4uIAAH379i1x3LBhw0oc99FHH5n0XKzZmDHyQfHoo0B4uOpoiIjoQbi4AKtXSyWHq1dl6TgmgXQ3zJIAapqGOXPmYNKkSejTpw%2BCgoKwZMkSXLlyBcuWLSv1dZUrV4aPj4%2BxrV27FrVq1UJoaGiJ41xdXUsc5%2BnpaepTskpxcUBsLGBvL2tLctYvEZH1c3YGVq2SHsBr14AePWSMINHtmCUBTE5ORmpqKsLCwozPOTk5ITQ0FHv27Lmr98jNzcXSpUsxdOhQGG7IXGJiYuDl5YUGDRpg7Nixt%2B1VBICcnBxkZmaWaLYuP196/wBZVzIoSG08RERUdpycgJUrpU5gUU/gXf56JZ0ySwKYmpoKAPD29i7xvLe3t/Frd7J69WpcunQJ4Tfct3zuuefw1VdfYdu2bXj77bexcuVK9OnT57bvNX36dHh6ehpbtWrV7v5krNSiRcChQzLxo2gMIBER2Q4nJ%2BkJ7NIFyM6WZPDXX1VHRZbKJAlgTEwM3NzcjC0vLw8Abuq50zTtpudK89lnn6Fbt27w8/Mr8fywYcPQuXNnBAUFoX///vj222%2BxadMm/Hqb7/qJEyciIyPD2M6ePXuPZ2hdsrOBd96R/XfekdljRERke5ydZUzgo48CmZlAWBhw5IjqqMgSlTPFm/bs2RPBwcHGxzk5OQCkJ9DX19f4fFpa2k29grdy%2BvRpbNq0CatWrbrjsc2aNYODgwNOnDiBZs2a3fIYJycnODk53fG9bMXcuVIwtGZNYMQI1dEQEZEpubrK0p6dOgH790uP4O7dgL%2B/6sjIkpikB9Dd3R21a9c2tsDAQPj4%2BBhn8QIypm/79u0ICQm54/stXrwYVapUQffu3e947KFDh5CXl1ci0dSzS5eA99%2BX/SlTAEdHtfEQEZHpeXgA69cD9esD585JT%2BDff6uOiiyJWcYAGgwGREREYNq0aYiNjUViYiLCw8Ph6uqKgQMHGo/r1KkTom6oTFxYWIjFixdj8ODBKFeuZIdlUlISpkyZgv379%2BPUqVP44Ycf0LdvXzRt2hRt27Y1x6lZvDlzJAls0ABgeUQiIv3w8gI2bgSqVweOH5eJIdnZqqMiS2GSW8C3Mm7cOFy9ehUjR45Eeno6goODsXHjRri7uxuPSUpKwoULF0q8btOmTThz5gyGDh1603s6Ojpi8%2BbNmDt3Li5fvoxq1aqhe/fueOedd2Bvb2/yc7J0GRmSAAIy9o%2BXhIhIX6pWBTZsANq2BX7%2BGejXT8YIljPbb3%2ByVAZN0zTVQaiWmZkJT09PZGRkwMPDQ3U4Zea994CJE%2BUWQGIiYMeF/4iIdGnvXqBjR6kTOHw4sGABa8HqHVMCG3XtWnHv34QJTP6IiPSsTRvgq68k6fvoo%2BKx4aRfTAts1LJlwPnz0v0/YIDqaIiISLXevYEPPpD9CROkZiDpFxNAG6Rpxb1/r74KODiojYeIiCzDa68Bo0fL74nnnwcOHFAdEanCBNAG7dgBHDwotaCGDVMdDRERWZIPPgAefxy4cgXo2VPqxJL%2B6DoBjI6ORmBgIFq2bKk6lDI1f75sBw0CKlRQGwsREVmWcuWA5cuBunWBP/8Enn4ayM1VHRWZG2cBw7ZmAaelybi/vDzp2m/SRHVERERkiY4fB1q1kpJhw4cDCxeqjojMSdc9gLboyy8l%2BWvZkskfERGVrk4dmTBYNDN40SLVEZE5MQG0IZoGfP657N%2BibjYREVEJTzwhy4QCwMiRwK%2B/qo2HzIe3gGE7t4ATEoCmTQEnJxnUy/F/RER0J4WFQK9ewNq1QECAJIH8/WH72ANoQ5Ytk%2B2TT/KHl4iI7o6dHfDFF0CNGkBystxBYteQ7WMCaCM0Dfj6a9ln4WciIroXDz0EfPON1I2NjQWio1VHRKbGBNBG7N8PnD4ttf%2B6dVMdDRERWZsWLYCZM2X/X/%2BSYUVku5gA2ojVq2X7xBOSBBIREd2rV14BevSQuoADB0qxaLJNTABtxJo1su3dW20cRERkvQwGKQfj6wscOQK88YbqiMhUdJ0A2spKIGfOAImJMpCXt3%2BJiOhBeHkVlxSbPx/48Uel4ZCJsAwMrL8MzCefAP/3f0BICLB7t%2BpoiIjIFrz2GvDhh9IbmJgIVKyoOiIqS7ruAbQVcXGyDQtTGwcREdmO6dNltZCUFODVV1VHQ2WNCaCV0zRg61bZ79xZbSxERGQ7XF2lPqCdHRATA3z/veqIqCwxAbRyR44AFy4ALi6y/i8REVFZCQ6WkjAAMGIEkJGhNh4qO0wArdzOnbJt3RpwdFQbCxER2Z7//Ad45BHgr7%2BA8eNVR0NlhQmgldu7V7Zt26qNg4iIbJOLi0w2BICPPuJkQ1vBBNDK/fyzbFu3VhsHERHZrtBQ4MUXZX/ECCAvT2089OCYAFqxy5eBo0dlv0ULtbEQEZFtmzFDagQmJgJz56qOhh4UE0Ar9vvvMgvYzw/w9lYdDRER2bJKlYDISNn/z39kTCBZL10ngNa%2BEsjvv8u2cWO1cRARkT4MHixDji5f5oQQa6frBHDUqFE4fPgw4uPjVYdyXw4dkm1QkNo4iIhIH%2BzsgHnzZM3gpUuBfftUR0T3S9cJoLUrGv9Xv77aOIiISD9atADCw2V/zBgZikTWhwmgFTt%2BXLZ16qiNg4iI9GXqVKB8eekB/Ppr1dHQ/WACaKVyc4GzZ2W/Vi21sRARkb74%2BgLjxsn%2Bm2/K7ySyLkwArdSZM9Lt7uLCGcBERGR%2B//oX4OMD/PFHcaFosh5MAK1UUe9ftWoyGJeIiMicypcH3n5b9t99F8jOVhsP3RsmgFbq3DnZVq2qNg4iItKvl14CatYEzp8HoqNVR0P3ggmglUpNla2vr9o4iIhIvxwdi3sBIyOlPiBZByaAVurvv2VbubLaOIiISN8GDQJq1wYuXgTmz1cdDd0tXSeA1rwSyMWLsq1USW0cRESkb%2BXKAZMmyf6sWcDVq2rjobuj6wTQmlcCuXRJthUqqI2DiIjouecAf38gLQ1YtEh1NHQ3dJ0AWrOsLNl6eKiNg4iIyMEBeOMN2Z85E8jPVxsP3RkTQCt15YpsXV3VxkFERAQAQ4YAXl7AqVPAqlWqo6E7YQJopa5dk62Li9o4iIiIAOmQGDVK9mfNUhsL3ZlFJYCapmHy5Mnw8/ODi4sL2rdvj0OHDt32Nfn5%2BXjrrbcQEBAAFxcX1KxZE1OmTEFhYaGZolajaNkdBwe1cRARERV5%2BWUpDfPzz7JOMFkui0oAIyMjMXv2bERFRSE%2BPh4%2BPj7o0qULsooGvN3CjBkzsHDhQkRFReHIkSOIjIzE%2B%2B%2B/j3nz5pkxcvMrym/t7dXGQUREVMTbGxg4UPZt/New1bOYBFDTNMyZMweTJk1Cnz59EBQUhCVLluDKlStYtmxZqa/bu3cvevXqhe7du6NGjRp45plnEBYWhv3795sxeiIiIgKA0aNl%2B%2B23MiuYLJPFJIDJyclITU1FWFiY8TknJyeEhoZiz549pb6uXbt22Lx5M44fPw4A%2BO2337Br1y488cQTJo9ZJbv//c8VFKiNg4iI6HrNmwMtW8pQpcWLVUdDpSmnOoAiqf9b28zb27vE897e3jh9%2BnSprxs/fjwyMjJQr1492Nvbo6CgAFOnTsWAAQNKfU1OTg5ycnKMjzMzMx8wevMrGvuXl6c2DiIiohuNGAHExwOffgqMGwcYDKojohsp6wGMiYmBm5ubseX9L5Mx3PBdomnaTc9db8WKFVi6dCmWLVuGX3/9FUuWLMHMmTOxZMmSUl8zffp0eHp6Glu1atXK5qTMyNlZtkWzgYmIiCxFv36Amxtw8iSwc6fqaOhWlCWAPXv2REJCgrF5eXkBKO4JLJKWlnZTr%2BD13njjDUyYMAH9%2B/dHw4YN8fzzz2PMmDGYPn16qa%2BZOHEiMjIyjO3s2bNlc1JmVFT/r6geIBERkaUoX16SQIC3gS2VsgTQ3d0dtWvXNrbAwED4%2BPggLi7OeExubi62b9%2BOkJCQUt/nypUrsLMreRr29va3LQPj5OQEDw%2BPEs3auLvL9jYTpImIiJQJD5ftt9%2Bys8ISWcwkEIPBgIiICEybNg2xsbFITExEeHg4XF1dMbBoTjmATp06ISoqyvi4R48emDp1KtatW4dTp04hNjYWs2fPxlNPPaXiNMzG01O26elq4yAiIrqVtm2BgADg8mVgzRrV0dCNLGYSCACMGzcOV69exciRI5Geno7g4GBs3LgR7kXdXQCSkpJw4cIF4%2BN58%2Bbh7bffxsiRI5GWlgY/Pz8MHz4c//73v1WcgtlUqiTbf/5RGwcREdGtGAxSE3DqVOCrr4D%2B/VVHRNczaJqmqQ5CtczMTHh6eiIjI8NqbgdHRgLjxwPPPw988YXqaIiIiG6WmAg0bCirg6SlFd%2B9IvUs5hYw3ZuieTHnz6uNg4iIqDQNGgD16klNwLVrVUdD12MCaKV8fWV77pzaOIiIiEpjMABPPy37q1apjYVKYgJopYpKF1phBRsiItKR3r1lu2EDa9daEiaAVqp6ddlmZgKXLqmNhYiIqDTNmwMPPwxkZwPbtqmOhoroOgGMjo5GYGAgWrZsqTqUe1a%2BPFCliuz/8YfaWIiIiEpjMABPPCH7P/ygNhYqpusEcNSoUTh8%2BDDi4%2BNVh3JfatWS7cmTauMgIiK6naIE8Mcf1cZBxXSdAFq7unVle%2ByY2jiIiIhup2NHwN4eOHECOH1adTQEMAG0avXqyfbwYbVxEBER3Y6HB9Cqlexv3qw2FhJMAK1YUJBsExPVxkFERHQnHTvKdutWtXGQYAJoxRo1ku3Ro0BOjtpYiIiIbic0VLY7d6qNgwQTQCtWtaqsCZyfDxw8qDoaIiKi0rVpA9jZyRhALmKgHhNAK2YwAM2ayf7%2B/WpjISIiuh03N6BxY9nfs0dtLMQE0OoVDar96Se1cRAREd1J69ay5e8s9ZgAWrmiH6a9e9XGQUREdCdF6y7wrpV6uk4ArXklkCJt2sj22DHg77/VxkJERHQ7RcOWDhwANE1tLHpn0DT%2BF2RmZsLT0xMZGRnw8PBQHc49CwoCDh0CVq4E%2BvRRHQ0REdGt5eXJWMDcXFnGNCBAdUT6peseQFvRvr1sWVuJiIgsmYND8SIGrF6hFhNAG1BUXJPV1YmIyNIVLWLAVazUYgJoAzp0kNpKR44AZ8%2BqjoaIiKh09evL9uhRtXHoHRNAG/DQQ0BwsOz/%2BKPaWIiIiG6nTh3ZHj%2BuNg69YwJoI7p1k%2B3atWrjICIiup3atWWblKQ2Dr1jAmgjevSQbVwccOWK2liIiIhKUzTzNy0NyM5WG4ueMQG0EY0bA9WrA1evShJIRERkiSpUANzdZZ/j1tVhAmgjDIbiGoDffqs2FiIiotIYDEC1arL/559qY9EzXSeAtrASyPWeflq2a9YA166pjYWIiKg0vr6yTUlRG4ee6ToBHDVqFA4fPoz4%2BHjVoZSJkBDg4YeBzExg/XrV0RAREd2at7dsz59XG4ee6ToBtDV2dkD//rK/bJnaWIiIiEpTpYpsuYa9OkwAbcygQbL9/nsgPV1tLERERLdSsaJs//lHbRx6xgTQxjRuDDRsCOTkAMuXq46GiIjoZhUqyDYjQ20cesYE0MYYDMCQIbL/2WdqYyEiIrqVojIwWVlq49AzJoA2aNAgwMEB%2BOUX4MAB1dEQERGVVL68bFkIWh0mgDaocuXimoALF6qNhYiI6EbOzrJlyTJ1mADaqJdflu3SpcClS2pjISIiup6jo2zz8tTGoWdMAG3UY48BDRrIusCLFqmOhoiIqJi9vWwLCtTGoWe6TgBtbSWQ6xkMwKuvyn5UFH/IiIjIchgMstU0tXHoma4TQFtbCeRGgwYBlSoByclAbKzqaIiIiERhoWztdJ2FqMVLb8NcXYvHAr7/Pv/SIiIiy5CfL9ty5dTGoWdMAG3c6NEy2%2Brnn4Ft21RHQ0REVDz718lJbRx6xgTQxnl7A0OHyv7UqWpjISIiAmSCIiB3qkgNJoA6MG6cdLNv3gzs3as6GiIi0rvLl2VbVBCazM9sCaCmaZg8eTL8/Pzg4uKC9u3b49ChQ7d9TX5%2BPt566y0EBATAxcUFNWvWxJQpU1BYNHoUQHh4OAwGQ4nWunVrU5%2BOVfH3BwYPlv3Jk5WGQkREZFwD2NNTbRx6ZrYEMDIyErNnz0ZUVBTi4%2BPh4%2BODLl26IOs2CwHOmDEDCxcuRFRUFI4cOYLIyEi8//77mDdvXonjunbtipSUFGP74YcfTH06VmfSJOkF3LgR2LVLdTRERKRn6emyfeghtXHomVkSQE3TMGfOHEyaNAl9%2BvRBUFAQlixZgitXrmDZsmWlvm7v3r3o1asXunfvjho1auCZZ55BWFgY9u/fX%2BI4Jycn%2BPj4GFvFihVNfUpWJyCgeCzgm29yRjAREalz4YJsvbzUxqFnZkkAk5OTkZqairCwMONzTk5OCA0NxZ49e0p9Xbt27bB582YcP34cAPDbb79h165deOKJJ0oct23bNlSpUgV16tTBsGHDkJaWdtt4cnJykJmZWaLpwdtvy4yrnTuB9etVR0NERHp1/rxsvb3VxqFnZkkAU1NTAQDeN/xPe3t7G792K%2BPHj8eAAQNQr149ODg4oGnTpoiIiMCAAQOMx3Tr1g0xMTHYsmULZs2ahfj4eHTs2BE5OTmlvu/06dPh6elpbNWqVXvAM7QOVasCr7wi%2BxMmcHUQIiJS46%2B/ZOvrqzYOPTNJAhgTEwM3Nzdjy/vfas%2BGorVf/kfTtJueu96KFSuwdOlSLFu2DL/%2B%2BiuWLFmCmTNnYsmSJcZj%2BvXrh%2B7duyMoKAg9evTA%2BvXrcfz4caxbt67U9504cSIyMjKM7ezZsw94xtZj4kSgQgXg4EHgustIRERkNn/%2BKduHH1Ybh56ZpAZ3z549ERwcbHxc1BuXmpoK3%2BvS/bS0tJt6Ba/3xhtvYMKECejfvz8AoGHDhjh9%2BjSmT5%2BOwUXTWm/g6%2BsLf39/nDhxotT3dXJygpNOq09WrAi89RYwdqxMDOnbF3B3Vx0VERHpxbVrxbeAq1dXG4uemaQH0N3dHbVr1za2wMBA%2BPj4IC4uznhMbm4utm/fjpCQkFLf58qVK7C7YaFAe3v7EmVgbnTx4kWcPXu2RKJJJY0eDdSqBaSmAtOmqY6GiIj0JDlZtm5usl49qWGWMYAGgwERERGYNm0aYmNjkZiYiPDwcLi6umLgwIHG4zp16oSoqCjj4x49emDq1KlYt24dTp06hdjYWMyePRtPPfUUAODy5csYO3Ys9u7di1OnTmHbtm3o0aMHvLy8jMfQzZycgNmzZX/2bODkSbXxEBGRfiQlybZWLeA2o8DIxMy2DPO4ceNw9epVjBw5Eunp6QgODsbGjRvhft39x6SkJFwomhsOYN68eXj77bcxcuRIpKWlwc/PD8OHD8e///1vANIbePDgQXzxxRe4dOkSfH190aFDB6xYsaLE%2B9LNevQAwsKkLuCrrwLr1vEHkYiITO/YMdnWqaM2Dr0zaBorwmVmZsLT0xMZGRnw8PBQHY7ZHDsGNGwI5OUBK1cCffqojoiIiGzdiy8CixYB//438J//qI5Gv7gWsI7VrSvrBAPSC3ibRVmIiIjKRGKibIOC1Mahd0wAdW7SJKBmTeDcOdknIiIylYICKUMGAI0aqY1F75gA6pyLC7BwoexHRQF796qNh4iIbNexY8DVq0D58sAjj6iORt90nQBGR0cjMDAQLVu2VB2KUl26AC%2B8IOsDDx0qNZqIiIjKWny8bJs1A%2Bx0nYGop%2BvLP2rUKBw%2BfBjxRd%2BROvbBB7Im49GjwOTJqqMhIiJbtG%2BfbFu1UhsH6TwBpGIVKxbfCn7//eIfUiIiorKyZ49s27RRGwcxAaTr9O4NDBoEFBYCzz8PZGerjoiIiGxFenrxBJC2bdXGQkwA6Qbz5gFVq8rqIP/6l%2BpoiIjIVuzYIWPN69YFfHxUR0NMAKmEChWAzz%2BX/Y8%2BAr77Tmk4RERkIzZvlm2HDmrjIMEEkG7SqVNx79/QoVIjkIiI6EFs3Cjbzp3VxkGCCSDd0tSpMk3/n3%2BAgQOB/HzVERERkbVKTpYagPb2TAAtBRNAuiUnJ2D5csDNTcZtcL1GIiK6X2vXyrZtW8DTU20sJJgAUqkeeQT4%2BGPZnzoV2LBBbTxERGSdisaT9%2BypNg4qpusEkCuB3NmAAcDw4TJza%2BBA4PRp1REREZE1uXgR2LZN9nv1UhoKXcegaZqmOgjVMjMz4enpiYyMDHh4eKgOx%2BJcuwa0awf88gvQogWwcyfg7Kw6KiIisgaffQa89BLQqBHw22%2Bqo6Eiuu4BpLvj7AysXAlUqgTs3w%2BMHCk9gkRERHeyfLlsn31WbRxUEhNAuiv%2B/vJDbGcHLF4sBaOJiIhuJyUF2LJF9gcMUBsLlcQEkO5a586yTjAAvP46sGmT2niIiMiyLV0qy4uGhAA1a6qOhq7HBJDuyZgxwAsvAAUFQN%2B%2BUteJiIjoRppWvLLU4MFKQ6FbYAJI98RgkCXi2rQBLl0CnnxSZngRERFdb%2B9e4PBhwMUF6NdPdTR0IyaAdM%2BcnYHVq4EaNYCTJ4HevWWmMBERUZGFC2Xbrx%2BLP1siJoB0X6pUkcrunp7Arl3AkCEyzoOIiOjvv4Gvv5b9ESPUxkK3xgSQ7luDBlIexsFBZgiPG6c6IiIisgQffwzk5Ejt2FatVEdDt6LrBJArgTy4Tp2ARYtkf9YsYPZstfEQEZFaOTlAdLTsv/aajB0ny8OVQMCVQMrCjBnAhAmy/8UXwPPPq42HiIjUWLQIePFFwM8PSE4GHB1VR0S3ouseQCo748ZJiRhAxgN%2B/73aeIiIyPwKCoDISNmPiGDyZ8mYAFKZMBiAmTOl56%2BoRmBR9XciItKHlSulPmyFCsDw4aqjodthAkhlxs5OFv3u1UvGgPTsCezZozoqIiIyh8JC4N13Zf%2B11wCOqLJsTACpTBXNCO7SBcjOBrp1A/bvVx0VERGZ2jffAImJUh7stddUR0N3wgSQypyzMxAbCzz2GJCZKcnggQOqoyIiIlPJywP%2B/W/Zf/114KGH1MZDd8YEkEyifHkpFB0SIkvGderEJJCIyFYtWgQcPw5Urlw8IZAsGxNAMhl3d2D9eqB1ayA9XZLAX35RHRUREZWlrCzgnXdk/%2B235bOfLB8TQDIpDw9gwwagTZviJHDfPtVRERFRWZk%2BHTh/HqhdmzN/rYmuE0CuBGIeRUlgu3ZARoaMCdy%2BXXVURET0oJKSZBUoQEqBse6f9eBKIOBKIOaSnS0lYjZvlokiq1bJLGEiIrI%2BmiblvtauBTp3BjZu5LJv1kTXPYBkXuXLywohTz4JXLsmHxwrVqiOioiI7sd330ny5%2BAAzJvH5M/aMAEks3JxkZ6/AQOA/HzZzp%2BvOioiIroXmZnAK6/I/r/%2BBdSrpzYeundMAMnsHByAL78ERo6UWwijRkn9KA5GICKyDm%2B%2BCfz5J1Czpsz8JevDBJCUsLcHoqKAyZPl8bvvAsOGSa8gERFZrh07gOho2f/oI8DVVW08dH8sKgHUNA2TJ0%2BGn58fXFxc0L59exw6dOi2r8nKykJERAT8/f3h4uKCkJAQxMfHmyliehAGg9SOWriweB3hnj2lphQREVmey5eBIUNk/6WXZPIHWSeLSgAjIyMxe/ZsREVFIT4%2BHj4%2BPujSpQuybpMRvPTSS4iLi8OXX36JgwcPIiwsDJ07d8a5c%2BfMGDk9iOHDZek4FxcpHP3YY8Bff6mOioiIbjR2LPDHH0C1alL2hayXxZSB0TQNfn5%2BiIiIwPjx4wEAOTk58Pb2xowZMzD8FtUlr169Cnd3d3z33Xfo3r278fkmTZrgySefxH//%2B9%2B7%2BrdZBsYy/Pwz0KMHkJYGVK0qM4abNFEdFRERAcCaNVLKC5ByXh07qo2HHozF9AAmJycjNTUVYWFhxuecnJwQGhqKPXv23PI1%2Bfn5KCgogLOzc4nnXVxcsGvXrlL/rZycHGRmZpZopF6rVrJKSL16Mri4XTv5wCEiIrXOnQOGDpX9119n8mcLLCYBTE1NBQB4e3uXeN7b29v4tRu5u7ujTZs2ePfdd/HXX3%2BhoKAAS5cuxU8//YSUlJRS/63p06fD09PT2KpVq1Z2J0IPJCAA2LtXxpVkZwO9ewMzZnCGMBGRKvn5wHPPARcvAk2bAtOmqY6IyoKyBDAmJgZubm7GlpeXBwAw3FBJUtO0m5673pdffglN0/Dwww/DyckJH374IQYOHAh7e/tSXzNx4kRkZGQY29mzZ8vmpKhMVKgA/PAD8PLLkvhNmAA8/8ftHlMAABfGSURBVDxw9arqyIiI9GfyZFm%2B080NWL4ccHJSHRGVhXKq/uGePXsiODjY%2BDgnJweA9AT6%2Bvoan09LS7upV/B6tWrVwvbt25GdnY3MzEz4%2BvqiX79%2BCAgIKPU1Tk5OcOJ3sEVzcJAC0UFBwKuvAjExwNGjUkS6enXV0RER6cO6dcDUqbL/8cdAnTpq46Gyo6wH0N3dHbVr1za2wMBA%2BPj4IC4uznhMbm4utm/fjpCQkDu%2BX/ny5eHr64v09HRs2LABvYpGqpJVGzkSiIsDKlUCfvkFaNEC2LZNdVRERLbv5Em59QtIwf4BA9TGQ2XLYsYAGgwGREREYNq0aYiNjUViYiLCw8Ph6uqKgQMHGo/r1KkToqKijI83bNiAH3/8EcnJyYiLi0OHDh1Qt25dDCkqVERWr0MHYP9%2BmRH8998yPnDmTI4LJCIylcxMqcuakQGEhACzZ6uOiMqaxSSAADBu3DhERERg5MiRaNGiBc6dO4eNGzfC3d3deExSUhIuXLhgfJyRkYFRo0ahXr16eOGFF9CuXTts3LgRDg4OKk6BTKRGDWD3bhkLWFAAvPEG0LevfDgREVHZKSgABg4EjhwB/PyAb78FHB1VR0VlzWLqAKrEOoDWQ9OABQuAiAggLw%2BoXVs%2BnBo3Vh0ZEZFtGDMGmDMHcHaWZd9atlQdEZmCRfUAEt2JwSDjAnfulEr0J08CwcGyHiX/lCEiejBRUZL8AcCSJUz%2BbBkTQLJKwcHAgQNA9%2B5ATg4wYoQMUOYtYSKi%2BxMbK1UXAKn19%2ByzauMh02ICSFarUiVZKSQyEihXDlixQoqU7tunOjIiIuuyY4f8Ea1pwP/9n9RfJdvGBJCsmp2dTAjZtUsmiiQnyxJy//2vDGQmIqLb%2B/VXWYc9J0fW%2Bo2OluE2ZNt0nQBGR0cjMDAQLTnIweoFBwMJCUD//pL4vf020L49cOqU6siIiCzX4cPA449L2ZfHHgO%2B%2BkruqJDt4yxgcBawLdE04MsvgdGjgawswN0d%2BPBDYPBg/kVLRHS9EyeA0FAgJQVo3hzYsgXgr0D90HUPINkegwF44QXpDWzbVpLAIUOAPn2A8%2BdVR0dEZBlOnpQi%2BykpQMOGwIYNTP70hgkg2aSaNWXx8unTZV3h1atlXeFvvlEdGRGRWsePyxCZc%2BeAwEBg0yaZVEf6wgSQbJa9vcxki48HGjUCLlyQsgbPPgukpamOjojI/A4dktu%2BRcnfli1AlSqqoyIVmACSzWvcWJLAt9%2BWpPCbb%2BSDb9kyFo8mIv3Yv1%2BSv9RU%2BaN461bA21t1VKQKE0DSBUdHYMoU4Oef5YPv4kXgueek9MGZM6qjIyIyrS1bZMzfxYuyusfWrez50zsmgKQrzZpJb%2BCUKZIUrlsHNGggM4VZN5CIbNE33wDdugGXL0sSuHkzULGi6qhINSaApDuOjnI7OCEBCAmRD8XXXgNat5aCqEREtkDTZF3ffv2A3Fzg6aeBH36Q8lhETABJt%2BrXB3buBBYskPIH%2B/fLrZHXXuOawkRk3fLz5bNszBhJBEeNkuUynZ1VR0aWQtcJIFcCITs7YMQI4OhRWUWksFBuB9erx0kiRGSdMjOBnj2BefPkcWSk7Nvbq42LLAtXAgFXAqFicXHyl/KJE/L4scfkg7NRI7VxERHdjaQkSf4OHwZcXGRlpKefVh0VWSJd9wAS3ahLF%2BDgQWDqVPnw3LEDaNpUlpa7eFF1dEREpdu4UYaxHD4M%2BPnJ5xeTPyoNE0CiGzg5AW%2B%2BKbeFn3lGbgtHRwOPPCK3h/PyVEdIRFSssFBWPerWDUhPB4KDpdpBixaqIyNLxgSQqBTVq0v5hC1bZK3M9HQZVN2wIbB2LccHEpF66elA797yR2thIfDii8C2bdIDSHQ7TACJ7qBDBykPs2AB4OUFHDsmBaQ7d2bZGCJSJz5eapt%2B/73cufj4Y%2BDTTznTl%2B4OE0Ciu1CunMwWPnkSGDdOPmy3bAGaNwcGDQJOnVIdIRHpRWEhMGsW0LatfPbUrAns3g0MG6Y6MrImTACJ7oGnJzBjhowPHDhQnouJAerWBSIigL//VhsfEdm2lBQZ6zd2rIxHfuYZuRPRvLnqyMjaMAEkug81akjit38/0KmTVNmfO1f%2BEn/nHRaSJqKyt2qVjEHeuFGqFCxcCHz9tfxhSnSvmAASPYDmzYFNm%2BQDuVkzWVZuyhQgIAB47z0gO1t1hERk7dLTgRdekJIuFy8CTZoAv/wCDB8OGAyqoyNrpesEkCuBUFnp0kV6A7/5RpaYS08HJk6URHDWLODKFdUREpE1WrcO%2BP/27j226vKO4/jntKWl9oJce8FSwLUMBGIbWRFwFhFEcKiwTeeGEQeaGbeRLF5wcauZgrCFLZvdzKZj6lAwkRUNQsVF0MqU%2B2TQtVBKKVApIL1SDrQ9%2B%2BO73rAgYttfD8/7lTwh59dzfnkKp5xPv89t5Ejb0DkkRHr8cenjj%2B3/GeCr4CQQcRIIOlZDgx0j99RTtiu/JA0YID3yiC0kiY72tn8Aur/jx21e8fLl9jglRfrb36Rx4zztFi4jTlcAgc4QGirNni3l50svvmhVwPJyC4BDhtiGrcwRBNCeQMCqfcOHW/gLCZF%2B9jNp507CHzoWFUBRAUTnOntW%2Bvvf7Xi5popgr152vNxPfyr17%2B9t/wB0DwUF0kMP2RZTkg39vvCCnewBdDQqgEAn69FDmjPHto5p%2Bs2%2BstICYXKy9OMfs48g4LLaWjvJY9QoC389e0oLF9pCD8IfOgsVQFEBRNdqbJRycmwoeOtWuxYaKn3nOzZMnJ7ubf8AdI1AQFqxwjaXP3TIrk2bJv3hD7alFNCZqAACXSwkRJo5U9q82baQmTzZFo6sWGHbytx0kx3t1NjodU8BdJbNm6UbbrAN5Q8dsr1Fc3LsnHHCH7oCARDwiM9nm0i/8460Y4f0/e9bJfC996QZM6Svf13Kzra9BQFcHoqLLfRlZNjxbVdcIf3qV9KePdLtt7OvH7oOQ8BiCBjdR2mpDf/8%2Bc8tK4VjY6X777dFI1df7W3/AFyaY8dsXt8f/2gnB/l8tlvAwoXSwIFe9w4uIgCKAIjup6bG9vz6/e%2BlvXvtms8nTZ1qqwRvvdWqhQC6t8pKaelSa03V/EmTpF//WkpL87ZvcJvTATA7O1vZ2dlqaGhQYWEhARDdTmOjlJtrVcG1a1uuJydLDzwg/fCHUlycd/0D0L6qKum556Tf/MZOBpJsgdeiRdKUKd72DZAcD4BNqAAiGOzbJ/3pT9KyZS0fKGFh0h13SPPmSTffbAtMAHinosKC329/K332mV0bPtzOCJ81izl%2B6D4IgCIAIrjU1Umvvy49/7z00Uct15OTba7gffdJgwZ51j3ASeXl0u9%2BZ3P8mubvpqZKv/iFdPfdTNlA90MAFAEQweuTT6S//MVOGqmosGtNq4vnzJHuvFOKjPS2j8DlbN8%2Bm9%2B3bJl0%2BrRdu%2BYa6ec/l777XYIfui8CoAiACH51ddIbb0h//attI9MkNtY2mL73XmnCBIaIgY4QCEh5eTbMm5NjjyXpG9%2BQHn/ctnPhZw3dXZe9RQOBgLKyspSYmKjIyEhlZmZq9%2B7dF3xNdXW15s%2Bfr%2BTkZEVGRmrcuHHasmVLm%2Bfcd9998vl8bdrYsWM781sBup3ISOkHP7BjpIqKpF/%2B0jaWraqSXnxRuvFGacgQacEC6T//8bq3QHA6fVp66SXpuuukb35T%2Bsc/LPxNm2a/eH30kVXdCX8IBl32Nl2yZImWLl2q5557Tlu2bFF8fLwmT56s6urq875m7ty5Wr9%2BvV555RXt2rVLU6ZM0c0336zDhw%2B3ed7UqVNVVlbW3N5%2B%2B%2B3O/naAbmvoUCkry4Lghg02LzA2Vjp4UHr2WTtvdNQoW424f7/XvQW6v%2BJiq%2BwlJdkc2%2B3b7bzeefOk3bulNWukzEwWeCC4dMkQcCAQUGJioubPn6/HHntMkuT3%2BxUXF6fFixfrwQcf/Nxr6urqFBMTo9WrV2v69OnN16%2B99lrddtttevrppyVZBbCiokI5OTmX3D%2BGgHG5q6uzI6aWL5fefls6e7bla9ddZ3OVvv1tqxICsJ%2BRt96yOba5uS3DvElJ0o9%2BZOGvXz9v%2Bwh8FV1SASwuLtann36qKa02P4qIiNCNN96oTZs2tfua%2Bvp6NTQ0qGfPnm2uR0ZGKi8vr821DRs2aMCAAUpNTdW8efNUXl7e8d8EEMQiI20uYE6OdPSo9MILLdvGbN1qh9EPHWpnES9cKBUUeN1jwBv5%2BfbzkJRk27asW2fhb/JkG/Ldv9%2BmUhD%2BEOy6pAK4adMmjR8/XocPH1ZiYmLz9QceeEAlJSXKzc1t93Xjxo1TeHi4Xn31VcXFxem1117Tvffeq5SUFBX8/xNq5cqVio6OVnJysoqLi/Xkk0%2Bqvr5e27ZtU0RERLv39fv98vv9zY%2BrqqqUlJREBRDOKS%2BXVq2ybWU2brSNp5sMH257DN5xh1UJmdeEy9Xx49LKldLLL0ubN7dcj4uz1fRz53IMIy4/nRIAly9f3mZYd82aNcrMzNSRI0eUkJDQfH3evHkqLS3VunXr2r1PUVGR7r//fr3//vsKDQ1Venq6UlNTtX37du3Zs6fd15SVlSk5OVkrVqzQzJkz231OVlaWnnrqqc9dJwDCZceOWYXwjTdsMUnrYeKEBOm226RvfUu66SYpKsq7fgIdobZWevNN6dVXrcpXX2/Xw8JsUcecOdL06VKPHt72E%2BgsnRIAq6urdfTo0ebHfr9fI0eO1Pbt25XW6vDD22%2B/XVdeeaVeeumlC96vtrZWVVVVSkhI0F133aWamhqtWbPmvM9PSUnR3Llzm%2BcbnosKIHBhFRU2V3D1avuz6QxTSYqIkCZOtA/JadOojCB4nDplRyq%2B/rrN76ura/laero0e7Z0zz3SgAHe9RHoKmGdcdOYmBjFxMQ0Pw4EAoqPj9f69eubA%2BCZM2e0ceNGLV68%2BAvvFxUVpaioKJ08eVK5ublasmTJeZ974sQJlZaWtqk0nisiIuK8w8MApCuvtA/Ce%2B6R/H5bTfzWW7aQpKTEKibr1kk/%2BYn0ta9Jt9xiLTNTavWjD3iustJW6a5aZeHv1KmWrw0dKn3ve/Y%2BHzHCuz4CXuiyjaAXL16sRYsWadmyZUpJSdHChQu1YcMGFRQUNIfFSZMm6c4779TDDz8sScrNzVUgENCwYcO0b98%2BPfLII4qIiFBeXp569OihmpoaZWVladasWUpISNCBAwf0xBNP6ODBg8rPz28TQi%2BEVcDAxQkEpD177AN17VrbDLdp6Eyy4bOxY23C/KRJ0pgxUni4d/2Fm4qL7T26erX98tL6PTp4sK14v%2BsuW/TE1i1wVadUANvz6KOPqq6uTg899JBOnjypjIwMvfPOO21CWlFRkY4fP978uLKyUgsWLNChQ4fUp08fzZo1S88884x6/H9SRmhoqHbt2qWXX35ZFRUVSkhI0MSJE7Vy5cqLDn8ALp7PZ8dcXXONrZSsqrINcHNzre3fb6EwL882o46KshNIJk606mB6OnOq0PH8fnvPrV1r7dwp4sOH2wbNM2fae5DQB3AUnCQqgEBHKSqS3n1X%2Buc/bSHJiRNtvx4VJV1/vZ2iMGGClJEhXXGFN31F8AoEbAPmd9%2BV1q%2B3Fey1tS1fDw2Vxo%2B3RUszZkipqd71FeiuCIAiAAKdobFR2rXLhuDee096/33p5Mm2zwkLk9LSLBRef70NHycnU6FBW4GA7U25caO9lzZssP0sW4uLk6ZOlW69VZoyRerd25OuAkGDACgCINAVGhvtHOIPPrCWlyedc6qjJPsgz8iw%2BYNjxtgehH37dn1/4Z0zZ6QdO6QPP7SWl2d7VrYWGSndcIPNN508WRo9ml8cgC%2BDACgCIOCFQMDOJ/7wQ%2Blf/7L273%2B3nbDfZPBgm7uVnm4Vw2uvtb0J%2BcAPfoGAzR3dssU2Yf74Y2nbNpvX11rPnlYhzsy0NnasbUkE4NIQAEUABLqLujqr/GzebG3rVmnv3vaf26%2BfVX1Gj5ZGjZJGjrStPKKju7bPuHj19VJhoQX9HTuk7dutnTs1QLKq77hxNpdvwgSrBBP4gI7jdADMzs5Wdna2GhoaVFhYSAAEuqGKCgsL27bZnzt3Sv/9b9tj61obNMiC4PDh0rBhLS0%2BnophV2lstP0i8/Ntscbu3TYfdM8e6fTpzz8/PNyqumPG2PD/2LG2vyT/XkDncToANqECCASXujoLFZ98YsFi1y6bX3juwoDWoqMtVKSk2OklQ4daGzJESkpie5ovKxCQPv3Uhm/37bNKbWGhLdYoLGw/6Em2Enz0aBvKT0uzYf2RI9kvEuhqBEARAIHLxYkTVmXKz7dWUGDVwpKS81cMJSkkREpMtOrhoEEWCK%2B6Sho40K4nJloF0aUhyNpa6cgRW6hTWtrSSkqkAwestT5K7Vzh4bb9yogRtm/kqFHWhg61v28A3iIAigAIXO78fjsdYu9eq1YVFVnlqrjYgsz5qlXn6t3bVinHxUn9%2B1vr18/mq/XtK/XpY8/p1cuO04uNtYqX10OZfr8diVZZafPtTp60sNzUjh2zVbZHj1orK5Oqq7/4viEhFpivvtqqq6mp1oYNs8pqWJcdNQDgyyIAigAIuCwQsNBTUmKrkpsqXYcOWSsrs3bmzKXdPyTEhp%2Bjoy0MRkXZFiaRkbayNSLCWo8e1sLCbCPjkBBrPp/1sak1NNhiivp66exZ65ffbyG2rs7aqVNWwaupsSB3qX2PirIq6FVXWVU0Kcn2aRw82NqgQQzdAsGKACgCIIALCwSsalZWZmGxvNzasWNtK2lN1bWKCqu2XWjY2QsxMVaZ7N3bqpV9%2B1oFs39/acAAa3FxtsVOQoI93%2BvqJYDOQYEeAL6Az2eBqU8fm892MQIBq8JVV1urqbHHtbUtlbqmyt2ZM9bOnrUKX0ODhcfGRruPz9fSQkOtNVUMw8NbqohNlcWoKDtiLzrahqFjYqyFhnbu3xOA4EEABIBO4PO1DP0mJHjdGwBoi7VYAAAAjiEAAgAAOMbpAJidna0RI0ZozJgxXncFAACgy7AKWKwCBgAAbnG6AggAAOAiAiAAAIBjCIAAAACOIQACAAA4hgAIAADgGAIgAACAYwiAAAAAjiEAAgAAOMbpAMhJIAAAwEWcBCJOAgEAAG5xugIIAADgIgIgAACAYwiAAAAAjiEAAgAAOIYACAAA4BgCIAAAgGMIgAAAAI4hAAIAADjG6QDISSAAAMBFnAQiTgIBAABucboCCAAA4CICIAAAgGMIgAAAAI4hAAIAADgm6APgqlWrdMstt6hfv37y%2BXzauXOn110CAADo1oI%2BANbW1mr8%2BPF69tlnve4KAABAUAjzugNf1ezZsyVJBw4c8LYjAAAAQSLoA%2BCl8Pv98vv9zY%2Brqqo87A0AAEDXCvoh4EuxaNEi9erVq7klJSV53SUAAIAuE1QBcPny5YqOjm5uH3zwwSXdZ8GCBaqsrGxupaWlHdxTAACA7iuohoBnzJihjIyM5scDBw68pPtEREQoIiKio7oFAAAQVIIqAMbExCgmJqZT7ltZWdkp9wYAAOhugioAtuezzz7TwYMHdeTIEUlSQUGBJCk%2BPl7x8fEXdQ%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%3D%3D'}