Newform data - 483.4.a.c

Formats: - HTML - YAML - JSON - 2025-01-21T01:36:55.377549

• mf_newforms •

  Column	Type
  Nk2	integer
  analytic_conductor	double precision
  analytic_rank	smallint
  analytic_rank_proved	boolean
  artin_degree	integer
  artin_field	numeric[]
  artin_field_label	text
  artin_image	text
  atkin_lehner_eigenvals	integer[]
  atkin_lehner_string	text
  char_conductor	integer
  char_degree	integer
  char_is_minimal	boolean
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  cm_discs	integer[]
  conrey_index	integer
  dim	integer
  embedded_related_objects	text[]
  field_disc	numeric
  field_disc_factorization	numeric[]
  field_poly	numeric[]
  field_poly_is_cyclotomic	boolean
  field_poly_is_real_cyclotomic	boolean
  field_poly_root_of_unity	integer
  fricke_eigenval	smallint
  has_non_self_twist	smallint
  hecke_cutters	jsonb
  hecke_orbit	integer
  hecke_orbit_code	bigint
  hecke_ring_generator_nbound	integer
  hecke_ring_index	numeric
  hecke_ring_index_factorization	numeric[]
  hecke_ring_index_proved	boolean
  inner_twist_count	integer
  inner_twists	integer[]
  is_cm	boolean
  is_largest	boolean
  is_maximal	boolean
  is_polredabs	boolean
  is_rm	boolean
  is_self_dual	boolean
  is_self_twist	boolean
  is_twist_minimal	boolean
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  minimal_twist	text
  nf_label	text
  prim_orbit_index	smallint
  projective_field	numeric[]
  projective_field_label	text
  projective_image	text
  projective_image_type	text
  qexp_display	text
  related_objects	text[]
  relative_dim	integer
  rm_discs	integer[]
  sato_tate_group	text
  self_twist_discs	integer[]
  self_twist_type	smallint
  space_label	text
  trace_display	numeric[]
  trace_hash	bigint
  trace_moments	numeric[]
  trace_zratio	numeric
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'Nk2': 7728, 'analytic_conductor': 28.497922532772716, 'analytic_rank': 1, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [7, -1], [23, -1]], 'atkin_lehner_string': '---', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [483, 1, [323, 346, 442], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'dim': 7, 'field_disc': 5850953579230897, 'field_disc_factorization': [[149, 1], [39268144827053, 1]], 'field_poly': [-288, -524, 84, 295, 7, -34, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-460, 388, 677, -2, -143, -19, 6, 1]]], 'hecke_orbit': 3, 'hecke_orbit_code': 9007199321850339, 'hecke_ring_generator_nbound': 5, 'hecke_ring_index': 2, 'hecke_ring_index_factorization': [[2, 1]], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_largest': True, 'is_maximal': True, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': True, 'label': '483.4.a.c', 'level': 483, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'minimal_twist': '483.4.a.c', 'prim_orbit_index': 1, 'qexp_display': 'q+(-1+\\beta _{1})q^{2}+3q^{3}+(3-\\beta _{1}+\\beta _{2}+\\cdots)q^{4}+\\cdots', 'related_objects': [], 'relative_dim': 7, 'rm_discs': [], 'sato_tate_group': '3.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '483.4.a', 'trace_display': [-6, 21, -41, 49], 'trace_hash': 1686514187843135743, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.000', 'prec': 17}, {'__RealLiteral__': 0, 'data': '6.580', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.307', 'prec': 17}, {'__RealLiteral__': 0, 'data': '124.580', 'prec': 24}, {'__RealLiteral__': 0, 'data': '91.611', 'prec': 20}, {'__RealLiteral__': 0, 'data': '3715.623', 'prec': 27}], 'trace_zratio': 0, 'traces': [7, -6, 21, 18, -41, -18, 49, -33, 63, 1, -126, 54, -87, -42, -123, 2, -204, -54, -286, -418, 147, 329, 161, -99, 440, -360, 189, 126, -329, 3, 296, -270, -378, -919, -287, 162, -691, -367, -261, 138, -343, -126, -171, -1279, -369, -138, -1403, 6, 343, 230, -612, 2157, -1024, -162, -158, -231, -858, 2608, -1388, -1254, -52, -309, 441, -187, -1067, 987, -1148, 1293, 483, 7, -1590, -297, -802, -878, 1320, -2505, -882, -1080, 618, 195, 567, -1040, -1818, 378, -1526, 1188, -987, 1664, -354, 9, -609, 414, 888, 663, 78, -810, -1575, -294, -1134, 3869, -3110, -2757, 2817, -1756, -861, -1692, -1394, 486, -1259, -592, -2073, 14, -4953, -1101, -943, -6164, -783, -5098, -1428, 414, 5271, -559, -1029, -5, -4005, -378, 1803, 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-504330, -336640, -181580, -55971, -335406, -237413, -257151], 'weight': 4, 'weight_parity': 1}
• mf_hecke_nf •

  Column	Type
  an	jsonb
  ap	jsonb
  char_orbit_index	smallint
  field_poly	numeric[]
  hecke_orbit_code	bigint
  hecke_ring_character_values	jsonb
  hecke_ring_cyclotomic_generator	integer
  hecke_ring_denominators	numeric[]
  hecke_ring_inverse_denominators	numeric[]
  hecke_ring_inverse_numerators	numeric[]
  hecke_ring_numerators	numeric[]
  hecke_ring_power_basis	boolean
  hecke_ring_rank	integer
  label	text
  level	integer
  maxp	integer
  weight	smallint

  
  {'an': [[1, 0, 0, 0, 0, 0, 0], [-1, 1, 0, 0, 0, 0, 0], [3, 0, 0, 0, 0, 0, 0], [3, -1, 1, 0, 0, 0, 0], [-6, 0, -1, 0, -1, 0, -1], [-3, 3, 0, 0, 0, 0, 0], [7, 0, 0, 0, 0, 0, 0], [-5, 1, -1, 2, 0, 1, 0], [9, 0, 0, 0, 0, 0, 0], [1, -11, -1, -3, 1, -1, 3], [-20, 3, 0, 0, 4, -3, 2], [9, -3, 3, 0, 0, 0, 0], [-9, -7, 2, 1, 1, 4, -2], [-7, 7, 0, 0, 0, 0, 0], [-18, 0, -3, 0, -3, 0, -3], [2, -7, -1, -5, -2, 1, 1], [-27, -17, 3, -5, 0, -2, 7], [-9, 9, 0, 0, 0, 0, 0], [-41, -11, -3, 3, 6, 0, 3], [-63, -3, -8, 7, 5, -2, -3], [21, 0, 0, 0, 0, 0, 0], [51, -26, -1, -7, 6, -2, -3], [23, 0, 0, 0, 0, 0, 0], [-15, 3, -3, 6, 0, 3, 0], [63, 5, 13, 0, -5, -3, 11], [-55, 13, 1, 11, -3, 0, 3], [27, 0, 0, 0, 0, 0, 0], [21, -7, 7, 0, 0, 0, 0], [-48, 34, -17, 0, -1, 17, -10], [3, -33, -3, -9, 3, -3, 9], [43, -5, 1, -5, -4, 2, 13], [-44, 1, -6, 1, -6, -11, -9], [-60, 9, 0, 0, 12, -9, 6], [-134, -12, -24, 22, -10, 5, -24], [-42, 0, -7, 0, -7, 0, -7], [27, -9, 9, 0, 0, 0, 0], [-98, -24, 1, 14, 13, -3, -2], [-42, 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-229, -4186, -1775, -5359, 1424], [-25080, -15270, 2767, -3208, 3645, -3354, 6915], [17454, 9723, -998, -7164, -2590, -4085, -1318], [26098, -10147, 4653, 3356, -4313, 3692, -328], [-7628, 20966, 3492, 1652, -9540, 383, -3745], [54953, 6294, -876, 3087, -1395, 1538, -6839], [24058, -1253, 6964, 1192, -7688, 4663, 1262], [35772, -11239, -4900, 5220, 7688, -2278, -3121], [-3644, -5437, 6170, 5896, -12, 8433, 22], [-4578, -5141, -5470, 378, 2796, 1397, -5606], [41481, -14236, 233, -2349, -10982, 611, -2195], [-35488, 19297, 1530, 1368, 1540, 1277, -566], [-18390, -7909, -2868, 4570, 7460, 1671, -184], [-39595, -2086, 2418, -7351, 8495, -5060, 6051], [91606, -2180, 7590, -1804, 818, -7828, 4110], [-51637, 11374, -3845, -9, 2020, -537, 577], [-14972, 11906, 9148, -2740, -10612, -995, 1223], [22167, -18341, 2137, -1297, 7962, -6013, 5162], [41846, -22038, 7381, 3280, -2315, 2159, -756], [13220, 20894, -1635, -3056, -6993, 3253, -6126], [-36171, 9651, -3451, 837, 1722, 1343, 3696], [33022, -8371, -4594, 110, -2676, -1749, -4390], [7216, 28772, 2809, -6200, -1383, -5984, 2963], [-7890, 12283, 673, -6328, -1561, -8650, 8132], [516, -17870, -11112, 990, -6722, 2296, 3908], [-16286, 8044, -406, -4312, -3762, -2542, 2888], [-15444, -17888, -1949, -4896, -3161, 2249, 1508], [-6305, -2758, -6147, 1481, 3384, 9144, -5756], [12708, -19525, 10736, 5238, 2544, -5040, 3417], [-14642, 15261, 271, -5208, 3073, -9362, 6548], [16254, 1282, 2230, -2198, -5560, -2292, -294], [-38978, -1679, -923, 4286, 8133, -6856, 5234], [-36331, 7796, 3793, 2579, -130, -123, 1099], [66324, 6577, 1440, 7912, 832, 6312, -5509], [-16806, 33824, -4409, 270, -1017, 9514, -4771], [-30420, 13445, -8188, -7278, 2400, -4433, -1392], [81294, -8135, 5237, 10774, 5805, 1706, 488], [56557, -4358, 5933, 6713, 998, 5392, -7732], [21550, 11785, -10766, -2970, 2040, 5709, 76], [-32026, 16206, -6378, -3676, -3402, -6832, 6148], [7976, -12717, -4367, 36, -5211, -1221, 3939], [-26321, 9078, 2988, 969, 6269, -3089, 9240], [40274, 16597, 5526, 1556, -766, -408, -2827], [-33828, -16219, -902, -10906, -836, -4740, 8737], [-31814, 26178, -7403, -10306, -3591, -4811, -1474], [242, 916, -10584, 280, -3832, -2013, -9443], [-23110, -35074, 2399, 1278, 501, -1649, 5130], [-17166, -2710, -309, 8186, 2917, 9335, -6610], [-35316, -4371, 3326, -5162, -11088, -2724, -2755], [-70162, -7048, 6697, -142, 8629, -3641, 13428], [85998, 6259, -8835, -6714, 3357, 1256, -1528], [-59080, -3220, 4798, 1952, 194, 7460, 3662], [-48969, -2799, -339, -6805, 4054, -3020, 7523], [-44466, -15037, -1124, 4424, -3838, -3653, -7036], [31244, -4875, 2988, 9952, -7782, -243, 1038], [-858, -26645, -6160, -2912, -568, 7113, 280], [-71010, 3432, -9139, -4978, -12189, -2457, -820], [-36572, -12935, 974, -2860, -2464, -10217, 3854], [-13484, -3684, -2312, -368, 700, 5548, -4024], [-39698, -8899, 4399, 880, 865, -354, 3036], [16154, -787, -7421, 1750, 11279, 576, 1568], [17417, 18830, -3785, -51, -676, -2188, -6742], [-57960, 15728, 636, -3028, -1736, -3626, 4590], [21326, 5680, -12884, -6190, 3442, 7311, -5223], [-3994, -11692, 5122, -5908, -13808, 1187, -4145], [27178, 29344, -2761, -3804, -2253, 2155, -426], [-47440, 8170, -11006, -340, 8086, 7456, -7368], [27676, -11138, -3636, -2506, -8234, 5860, 6192], [-23654, -15760, 2930, -878, 1060, -6514, 3406], [-11132, 6387, -8358, -3410, 4898, -85, 1268], [23894, 9469, 14444, -2144, -3810, -3860, -143], [41532, 13810, -6529, -2188, 8631, 5704, -2623], [-26291, -21675, 10282, 557, 1683, 1899, 8303], [-39539, 17710, 4693, 951, 13350, -13111, 8861], [102756, -22673, -2438, -5558, -522, -6057, -1198], [10194, -11111, 2900, 6460, 2140, 3215, -5230], [-56738, 9800, -6062, 3918, -3588, -5023, -9035], [55946, -9824, -4946, -5034, 4860, 7304, 2016], [-56, 27844, -5064, 3948, -13620, 9053, -11945], [-20815, -4991, -1743, -4449, -1814, 8379, -2002], [23639, 937, -2042, -4889, -5191, 3846, -5074], [18498, 159, -5715, -2702, -9885, 137, 2303], [-34915, -20455, -896, -3295, 10081, -1745, -3943], [-43376, -22206, -5597, -5534, -8313, 4267, 3470], [-42408, -5420, 1674, 5144, 1618, -5696, -4922], [48496, -2947, 7834, 4542, -12732, -1163, -1850], [14929, -7277, 2207, 3753, 10430, 1325, 9280], [10326, 12867, -9237, 7588, -9031, 8626, -17282], [-5832, -391, -4815, 34, -39, -8220, -4954], [20780, -10174, 4032, 5494, -4720, -4297, -1169], [-22620, -9507, -9468, 1848, -6332, -2632, -267], [21318, 13034, -447, 6976, 5543, 8615, -3504], [120123, 1851, 649, 8065, -3860, 11032, -12191], [51496, -14999, -5951, 1652, -6379, -2187, -6523], [8820, -29434, 13719, 2544, -6537, 1635, -7744], [-8713, -21972, 944, 1391, -4699, 1692, -6053], [-40890, 33876, -13058, 3338, -7532, 14063, -11127], [34036, -36404, 1734, 6228, 5998, 1644, -4898], [-3803, 7794, -1129, -8939, -3544, -14692, 2544], [68957, 8364, -1243, 9481, -3410, -6074, -296], [18805, -33154, -13861, 3359, -11684, 10194, -11014], [-89090, -10899, -8801, -6258, -1417, 3288, -416], [62980, -6006, -2168, 786, 7482, 1728, 6012], [-57677, -29290, -7287, -3069, -4770, 7573, -6863], [-106494, -8277, 4122, -4424, -8712, 1892, -3235], [-71684, 27436, 4642, -4192, 11100, -16395, 18881], [19718, 5293, -5969, -7078, 9563, 8286, -114], [9760, -6376, -15816, 3468, -880, 11324, -15964], [25150, 12336, 12482, -2656, 4144, -6991, -1549], [104224, -6040, -9424, -2996, -1292, -8523, -1619], [92793, -26544, -7501, -8213, -3620, 4041, 9553], [84712, -27519, 12088, -8680, -2602, -17441, 13392], [5493, -27389, -8957, -1171, -4044, 7408, 6183], [86735, -16381, -4769, -371, -10418, -7848, -1269], [-2044, 17670, 8410, 1716, 8738, 3814, 12166], [-33244, 12009, -4670, 7258, 380, 7927, 1644], [-88820, 23489, -9520, -4978, -13862, 857, 614], [-53338, 26865, 4544, 2320, 5500, -9398, 7817], [-5154, -2148, 3060, -6484, -7492, -2353, 689], [10180, -14414, 1088, -5824, -17138, -3525, -7737], [-56171, 57278, 1859, 4139, 17512, 5185, -489], [-58954, 19304, -10766, -1172, -2744, -8589, -11787], [43106, -10582, 7530, 2120, 3690, -542, 8638], [-73172, 17300, 7227, -11664, 7067, -11002, 9515], [-32413, -9037, -3020, 643, 14211, -140, -8588]], 'char_orbit_index': 1, 'field_poly': [-288, -524, 84, 295, 7, -34, -1, 1], 'hecke_orbit_code': 9007199321850339, 'hecke_ring_cyclotomic_generator': 0, 'hecke_ring_denominators': [1, 1, 1, 136, 136, 68, 136], 'hecke_ring_inverse_denominators': [1, 1, 1, 1, 1, 1, 1], 'hecke_ring_inverse_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [10, 1, 1, 0, 0, 0, 0], [10, 17, 2, 2, 0, 1, 0], [181, 35, 25, 3, -2, 5, 1], [382, 363, 77, 60, -16, 36, -4], [3958, 1091, 628, 138, -96, 185, 32]], 'hecke_ring_numerators': [[1, 0, 0, 0, 0, 0, 0], [0, 1, 0, 0, 0, 0, 0], [-10, -1, 1, 0, 0, 0, 0], [-824, -1360, 926, 149, -112, -4, 3], [784, -646, -1175, 69, 164, 1, -5], [1504, 340, -1062, -81, 112, 4, -3], [-1616, -1972, 2092, 501, -320, -26, 11]], 'hecke_ring_power_basis': False, 'hecke_ring_rank': 7, 'label': '483.4.a.c', 'level': 483, 'maxp': 2999, 'weight': 4}
• mf_newspaces •

  Column	Type
  ALdims	integer[]
  Nk2	integer
  a4_dim	integer
  a5_dim	integer
  analytic_conductor	double precision
  char_conductor	integer
  char_degree	integer
  char_is_real	boolean
  char_orbit_index	smallint
  char_orbit_label	text
  char_order	integer
  char_parity	smallint
  char_values	jsonb
  conrey_index	integer
  cusp_dim	integer
  dihedral_dim	integer
  dim	integer
  eis_dim	integer
  eis_new_dim	integer
  hecke_cutter_primes	integer[]
  hecke_orbit_code	bigint
  hecke_orbit_dims	integer[]
  label	text
  level	integer
  level_is_powerful	boolean
  level_is_prime	boolean
  level_is_prime_power	boolean
  level_is_prime_square	boolean
  level_is_square	boolean
  level_is_squarefree	boolean
  level_primes	integer[]
  level_radical	integer
  mf_dim	integer
  mf_new_dim	integer
  num_forms	smallint
  plus_dim	integer
  prim_orbit_index	smallint
  relative_dim	integer
  s4_dim	integer
  sturm_bound	integer
  trace_bound	integer
  trace_display	numeric[]
  traces	numeric[]
  weight	smallint
  weight_parity	smallint

  
  {'ALdims': [9, 7, 7, 9, 7, 9, 9, 7], 'Nk2': 7728, 'analytic_conductor': 28.497922532772716, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [483, 1, [323, 346, 442], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 188, 'dim': 64, 'eis_dim': 8, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 67109347, 'hecke_orbit_dims': [3, 4, 7, 7, 7, 9, 9, 9, 9], 'label': '483.4.a', 'level': 483, 'level_is_powerful': False, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_prime_square': False, 'level_is_square': False, 'level_is_squarefree': True, 'level_primes': [3, 7, 23], 'level_radical': 483, 'mf_dim': 196, 'mf_new_dim': 64, 'num_forms': 9, 'plus_dim': 36, 'prim_orbit_index': 1, 'relative_dim': 64, 'sturm_bound': 256, 'trace_bound': 3, 'trace_display': [8, 0, 32, 0], 'traces': [64, 8, 0, 240, 32, 0, 0, 96, 576, -64, 0, -48, 288, 0, 0, 976, -176, 72, 0, 416, 0, 432, 0, 0, 1864, -144, 0, 0, 592, 816, -240, -344, -192, -696, 0, 2160, -64, -2592, -624, -632, 1792, 0, -1088, -864, 288, -368, -864, -384, 3136, 800, 240, 5752, 288, 0, -1984, 0, -768, -80, -1696, -1224, 2192, 1656, 0, 2520, -640, 2544, -1712, 2104, 0, -1064, -944, 864, -528, 5256, 2304, -3000, -448, -3312, -1888, 8952, 5184, 1624, -96, 0, 1488, -2976, 288, 6776, 128, -576, 0, 0, -744, 3256, 2784, -600, 7104, 392, 0, 9960, -7408, -4032, 4304, -2568, -840, -6440, 256, -432, -3440, 5240, 1824, -2016, 5424, 1896, 0, -6968, 2592, -4304, 672, 10416, 7128, -5192, -2424, -13720, 4656, 0, -5392, 616, 240, -8048, -10064, -8208, -1400, -3944, 0, -15424, 912, 0, 5648, 0, -2160, 3208, -7952, 8784, 4832, -4568, 0, 18168, 3648, -8616, -8800, -30600, -1584, -1792, -14704, -2784, -11168, -10968, -1488, 680, 0, 648, -280, 29440, -6480, 7464, -17152, 6552, 3816, 4224, 0, -15736, 4720, -2016, 4256, -12264, -3816, -152, -8464, 3744, -6752, -9352, 12576, -4416, 23056, 8352, -12288, 10848, 0, -3616, -7440, 5520, -8208, 35792, -11616, 11760, -2448, 3888, -14016, 4136, -4896, -3632, -2688, -7080, -4640, -128, 0, 35944, -1424, 5712, -11288, -14456, 48, 47512, -3536, 0, 1792, -9496, -12144, 20704, 32816, -2712, -7856, 0, 16776, -8984, 2352, -19296, 14384, 0, -4704, 23448, 16976, -1296, 9824, -456, 18864, -9856, 10480, 16416, 9568, 23744, 0, -12912, 1568, -29280, -16384, 472, 7728, -34792, 19504, 0, -920, -29656, -18096, -10288, -24368, 18048, -9296, -19488, 5328, -15464, -5120, -10608, 8448, -5600, 3312, -55808, 27376, 7344, 31984, 33536, 0, -44544, -11760, 0, 4600, 18968, -2160, 840, -12752, 1392, -10944, -90896, -4416, 21848, -8624, -3096, 41712, -73912, -7632, -63384, 14128, 0, 52784, -25832, -1728, -6448, 3680, -14736, 5152, -13264, 1632, -47080, -20352, -6264, -19520, -7168, 5856, 21480, 25632, 8256, -7856, -9232, 0, -11304, 2976, -24960, -7056, 16168, -5376, -2576, 46304, 19440, 68544, -8464, 8112, -808, -5824, 15888, -32328, -32152, -576, -51000, -3040, 3360, 13920, 37864, -22704, -10904, -336, -23328, 0, 3304, -2760, -36240, 47920, -1848, 8592, 8960, -5616, 16152, 51520, -34848, 4048, 30248, -2856, -55080, 25888, -5688, 31944, -18160, 19104, 10472, -21120, -15816, -6032, 0, 16128, -37176, 5712, 4464, -2736, 9032, 19728, 35104, 64848, 0, 12656, 115768, 18432, 46672, 22736, -15384, 1344, 17472, -9792, 77720, 68000, 27600, 0, 4704, -12408, 16976, -6096, -7776, 13152, -56296, -12768, 23952, -41184, 23448, -59232, -147992, 2592, 28896, 116192, -31824, -11184, 5064, 27552, 4160, -2240, -3312, -33536, -64552, -2088, 52136, -59376, -10080, -34528, -35144, -7776, -94280, 126960, -24672, 7784, -25832, -19248, -35344, -3248, -3456, 44000, -16520, -20208, 9616, 2208, -15192, 11008, -27216, 28224, 62744, 11648, 18384, 75472, 180888, 13584, -35280, -27904, 7200, 14896, 61912, -47136, -56112, 14560, 35616, 49872, 180472, 2160, 3864, 34272, -4704, -57616, -42072, 26976, 24624, -38080, 51768, -28560, -74864, 7104, 29304, 47456, -17256, 122624, 59752, 2592, 6624, -92240, 112608, -17312, -54704, -3864, 48696, -6480, 0, -18040, -3584, 22608, -3136, -94912, -75528, -22272, -23152, -17856, 14192, 20832, 3216, -17136, 151176, -54768, 19392, -56864, 0, 110000, 1840, 3552, -504, -108496, 92448, 13328, 85168, -6912, 19704, -6496, 16080, -70528, -16352, -16152, -17016, 59584, -720, -67344, -42128, -1344, 16512, 111840, -81576, 33856, 66944, -15264, -14112, -127136, 13632, -20224, -77984, 26592, 97080, 0, -11016, 12872, 30872, 34992, -77192, 183360, 14448, 30048, -33504, 19728, 99768, 29008, 0, -15008, 90888, -25392, 42320, -78320, 14904, 50304, -18760, -31824, 146816, -26656, -3624, -62000, -36984, 0, -91160, 90144, 17136, -24896, -138856, -62256, -1960, 23920, 22680, -106608, -44960, 19872, 37144, -3024, 105192, -22056, 135448, -5760, 92640, -20800, -2352, -63152, 214480, -42288, 168864, 97664, 22896, 40768, -90832, 56400, 0, -21232, -56136, 30768, -74928, -15408, -72520, -91504, 104760, 93728, -369144, 0, -20504, 90960, 18936, -124672, -122072, -8208, -44184, 65200, 55392, -72752, -336776, 0, -16416, 19600, -19608, -26880, -77920, 87240, 3312, -103184, -9576, -3984, -2200, -91008, 1672, 1424, 68520, 14112, 57448, -8496, -150400, -2416, -121776, -54672, 0, -39408, -138728, -61264, 7776, -123632, -195256, 14448, 50392, -944, 37752, -55136, 244104, -4752, 45024, -22832, -104952, -106752, -195616, -21504, 138464, -20384, 47304, -23552, -70112, -65784, -82792, -26352, 43176, 15584, -99264, 20736, -98256, -125680, -21504, -20216, -269112, 24096, 56488, 33680, -27000, -141792, 0, 14064, -89592, 91760, -11040, -25840, -29200, -4032, 23168, -89312, -133296, 151664, -202520, 10992, 93520, 14336, -29808, 276160, 173384, -60144, -133856, 25984, 131832, -124400, -92912, -16992, 101624, 67344, -28056, -7808, 47608, 60336, 35128, -32640, 80568, 41776, 256128, 39792, -172648, -20224, 99024, 76432, -38136, 46656, 158200, -112624, 99792, 44512, 146280, 0, -49496, -156464, 14616, 68992, 206792, 3024, 44016, -160320, 75192, -132096, 27672, -864, 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-23688, 196576, 3528, 61712, 491656, -31296, -61528, 30400, 93864, 8064, -199752, 0, -181824, -283408, 189216, -27088, -58016, -14352, 250656, 21952, 89640, 9024, 3840, -15120, 72328, 97856, -119304, 150592, 264256, -66672, -55496, 64080, -34224, 10208, 129080, 120624, 334328, 20944, -36288, 25472, -34408, -68232, -36184, 9296, -69552, -130816, 150360, 38736, 449616, 190912, -72288, 0, 109352, -14688, 304024, 91088, -23112, -111712, 65408, 87552, 142208, 182672, 136752, 12144, 55816, -7560, -5976, -94448, 213360, 80128, -164376, 30912, -65408, 55328, -57960, -197216, 12136, -176352, -38600, -28448, -111480, -5200, 232456, 2304, -257672, -55968, -11592, -167408, 273440, 33216, -275000, -261216, -3888, -75600, 17800, -5160, -143928, -57840, -81528, 63280, 20384, -30960, 168168, 36016, -325560, 280912, 264944, 0, 120344, -11040, 47160, -193128, 82544, -5952, -22512, -21696, 61800, 78240, 75280, 16416, -351504], 'weight': 4, 'weight_parity': 1}
• mf_twists_nf •

  Column	Type
  conductor	integer
  degree	integer
  multiplicity	smallint
  order	integer
  parity	smallint
  self_twist_disc	integer
  source_char_orbit	smallint
  source_dim	integer
  source_hecke_orbit	integer
  source_is_minimal	boolean
  source_label	text
  source_level	integer
  target_char_orbit	smallint
  target_dim	integer
  target_hecke_orbit	integer
  target_is_minimal	boolean
  target_label	text
  target_level	integer
  twist_class_label	text
  twist_class_level	integer
  twisting_char_label	text
  twisting_char_orbit	smallint
  weight	smallint

  
  
  • id: 346449
    {'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '483.4.a.c', 'source_level': 483, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '483.4.a.c', 'target_level': 483, 'twist_class_label': '483.4.a.c', 'twist_class_level': 483, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 4}
  • id: 346450
    {'conductor': 3, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 7, 'source_hecke_orbit': 3, 'source_is_minimal': True, 'source_label': '483.4.a.c', 'source_level': 483, 'target_char_orbit': 1, 'target_dim': 7, 'target_hecke_orbit': 8, 'target_is_minimal': False, 'target_label': '1449.4.a.h', 'target_level': 1449, 'twist_class_label': '483.4.a.c', 'twist_class_level': 483, 'twisting_char_label': '3.b', 'twisting_char_orbit': 2, 'weight': 4}
• mf_hecke_charpolys •

  Column	Type
  charpoly_factorization	jsonb
  hecke_orbit_code	bigint
  p	integer

  
  
  • id: 950700
    {'charpoly_factorization': [[[-460, 388, 677, -2, -143, -19, 6, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 2}
  • id: 950701
    {'charpoly_factorization': [[[-3, 1], 7]], 'hecke_orbit_code': 9007199321850339, 'p': 3}
  • id: 950702
    {'charpoly_factorization': [[[20722732, 7922128, 396923, -116883, -10719, 183, 41, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 5}
  • id: 950703
    {'charpoly_factorization': [[[-7, 1], 7]], 'hecke_orbit_code': 9007199321850339, 'p': 7}
  • id: 950704
    {'charpoly_factorization': [[[224017353856, 16822307664, 89445880, -20515277, -505278, 644, 126, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 11}
  • id: 950705
    {'charpoly_factorization': [[[868269144, -16404373966, 802684665, 14048647, -565613, -6755, 87, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 13}
  • id: 950706
    {'charpoly_factorization': [[[12051705641600, 777200395296, 7427999986, -220392397, -4092790, -7628, 204, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 17}
  • id: 950707
    {'charpoly_factorization': [[[7302931600672, 299753488064, -2686214702, -239806947, -2290352, 14786, 286, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 19}
  • id: 950708
    {'charpoly_factorization': [[[-23, 1], 7]], 'hecke_orbit_code': 9007199321850339, 'p': 23}
  • id: 950709
    {'charpoly_factorization': [[[-1013170236552340, -11080055150124, 517236713393, 585271049, -34741494, -93102, 329, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 29}
  • id: 950710
    {'charpoly_factorization': [[[-623763925110016, 23348305973404, -220282847696, -788739575, 18742520, -40662, -296, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 31}
  • id: 950711
    {'charpoly_factorization': [[[701389545056212, 32374444013932, 220424507947, -4774087767, -30343090, 72170, 691, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 37}
  • id: 950712
    {'charpoly_factorization': [[[-237579020750652, 18016642748452, 372840249075, -1655508683, -50105358, -136282, 343, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 41}
  • id: 950713
    {'charpoly_factorization': [[[2555644934640240, -46634060606536, -385174180241, 8421073131, 2483933, -225505, 171, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 43}
  • id: 950714
    {'charpoly_factorization': [[[-142513228369482240, 3561241818645536, 2564937376720, -103531832664, -218297292, 388214, 1403, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 47}
  • id: 950715
    {'charpoly_factorization': [[[-1587919831091319328, 2615142626008036, 39630760294684, -23192377155, -352445616, -125719, 1024, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 53}
  • id: 950716
    {'charpoly_factorization': [[[275405836475164896, 9881400823024608, 18976320810198, -166817498191, -511144100, 94555, 1388, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 59}
  • id: 950717
    {'charpoly_factorization': [[[18893994380750536, 220180954375796, -8707152814234, 48740892383, 30048082, -489951, 52, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 61}
  • id: 950718
    {'charpoly_factorization': [[[-2170910150788401216, 3117741223619344, 92532764057844, -27438877117, -719541550, -418277, 1148, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 67}
  • id: 950719
    {'charpoly_factorization': [[[-76328992428874879808, 17538668649207688, 641311763381054, 60366635935, -1772481620, -701105, 1590, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 71}
  • id: 950720
    {'charpoly_factorization': [[[-2046812630975791904, 9750198043535124, 185091773311976, 287489088311, -768822626, -1138964, 802, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 73}
  • id: 950721
    {'charpoly_factorization': [[[8282270065032386560, -49095616940735296, -105929696637748, 527961612343, 531733318, -1293984, -618, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 79}
  • id: 950722
    {'charpoly_factorization': [[[757319964039325856, 129256013401975440, 380648383540798, -934031233515, -2853813416, -841926, 1818, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 83}
  • id: 950723
    {'charpoly_factorization': [[[43903068690104592, -30139538217903388, -15740752953012, 384817367483, 32582348, -1425347, 354, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 89}
  • id: 950724
    {'charpoly_factorization': [[[-83575126748120323352, -568836362474131902, 3304232244945739, 2537275327809, -5178916698, -3412484, 1575, 1], 1]], 'hecke_orbit_code': 9007199321850339, 'p': 97}
• mf_newform_portraits •

  Column	Type
  char_orbit_index	smallint
  hecke_orbit	integer
  label	text
  level	integer
  portrait	text
  weight	smallint

  
  {'char_orbit_index': 1, 'hecke_orbit': 3, 'label': '483.4.a.c', 'level': 483, 'portrait': 'data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALgAAAC4CAYAAABQMybHAAAABGdBTUEAALGPC/xhBQAAACBjSFJNAAB6JgAAgIQAAPoAAACA6AAAdTAAAOpgAAA6mAAAF3CculE8AAAABmJLR0QA/wD/AP+gvaeTAAAACXBIWXMAAA9hAAAPYQGoP6dpAAAAB3RJTUUH5AsHEwcRkJdRgAAAABBjYU52AAAA1wAAANcAAAAQAAAADnCbpecAAIAASURBVHja7P13nGXZXd4Lf9daO5xYp1LnOD3T3ZOTJo9mRiOUZVkCSQgDwpjkl2D73vdeG3ACbPNKYPwaTDBGSEIEGYRQRHk0kmZGE3py7u7p3F0dqiuevNNa94+10znVM/hiuAP4no+2zqnqmqpz9n72s57f8wtL8P8+/soen/z8/UgpNjx78ETLJMZsnnHxXMnjR7vcefW0uOXyxuJ9TyRsnlmaec1lc+bpg1uoeJINM30a9URouXsVzLmZzXcAbAJWgIEQ4tX+aH9rH86r/Qb+tjwOHTsLcJHWyQaD0P1ByJ996tPs3nyanZuWqCiPI6c+FS2b639+0Fv+e44w0dxZjw3Tgqg/pLsae3NzCx8+OScQyfCHT070wjPnFtg0AyeGIRONxB3Gx/78v3xs/8+/cOoz4ld/4Ud+6dzc0T+txE8/3ls9oAw+CCGVdM8BR6uNza/2Kflb8fh/qeFlHvsPnQdRmXTM0Tt7y8+ghIzmllv/e3co3yiFIYxinnjiKRrVFS7Z3Galqzg5XwUdEEcxU03DgZMeV1yUcOa8ZGoipln3OXzGIdERsw3B6cWIK3dpXjopmZ7QeJ5HpeJw9LxkpQd71sfs3j7F3suuxuDiKOiHztf2Hx3+59ho9+7XXsHunVvuwwQrQq5/tU/Z38jH/wvw9LGyugDw5notuPjYsa7+d7/+Cf0P3jRxUS9Y/zO9zmHqFY9jJ8/S6SwSRg7LfUliPCquoekb5jsxL50Zsnm6QquqUCJidsJj9zZFfwhCBsyddxiGcHpRoPAYBBEXbzNsmOohkdRrIRvXdTlwfJqllSr1SoLvRPSHmnZPEcYxk1Oz1BubUU7IFbt38vSBxQ/etPvc0W173i8j0ZIbZ53DwFdaEzOv9in9G/H4Xx7gzz/zAFKIO1fa4ZteOLr4nku3L+wd9lw+8pmD3HzFKgvnHU4s9Nkyo6j5MNvSzC37KGmQQrNpMuHEfIV6zfD44YB+IKh4sLgKF8061Ko+G2Zj7ryywwtHJ3h8v+DFEzG3XpGweUZTrwu2bVhhYUVR8WEQGJ48MEOjKjky77FxaogU4KmEs0uKiXqMJGHzuoiFpQYDo7nrmgYnVy6jUtPcdnXrwPmV2U/Gifwqgvve9Ia7Xu1T/Ko+/pcDeK/bplLxp87NL/z/fvePvuodOnkg+cG3+tevrDRf84mvnGPd7HHuvqbOvY+1GOhV3ni9wwNPV9i1dUBv4HJmWRFEAt+JuWxrwvqpgKWu5OkjE0SxYPfmIfNdxVW7Brx0zKUzdAgDuPGyHgdP1WhWQ/bPOdy8RxJGAZ2hw9PHJdfuSGh3XS7eEhJGkmePCha7FTZOwt5tXTxHEkZwdtmlG8RcssnlW08bXv+aHsGgxZf29bnz+lWuuWgbjx/exMqw//i7XrvyxIbZq9W6HW8M683pf5nE4fLUZOvVvgT/jz7+zgP82LETuK4jvvTVB7jhqlBdtLX2W6fPqj1PPnv6td94eE4dO7/I+75jlfWNJvc+VuepYwN+8t0rdNrr+cqjmm1b+mxoVJlfjtm0Dp45rIgMCBRbphKu39NluSvoDSu8eNThil0dXM+j25dIIdi7VfPMIc1Cp0o/6nLNrpDeYILljuDplyR7tsdoIVjta6q+4eodkuePOgzCiJWO4vrdhg3TEUrExInLk0c8tq4znF9UzEx12LG+ztf2ubTDFX7yXYrHn2/xlUeHbNvW5R++0WWls5Wz7fVJvbXlgZW4drDpt3/i2h0y2bnnNnQSmw0bt77al+iv9fF30kU5cfIsQjpSR+3K5//0XwVv/a5f+D+TJHn/f/zo4egnv/PwpR6tSmfJpe5Cvyt56hB8/xt6XHlxgzNLFe553OO7XrvKNbumufcpj4u39tnQanD8TMyNe0MOnPJo1SNA8vzxGpumNEsrDg++kPDgIbhqu+GyrZLlruCBFyV3XxHRqitWug1OnXVY7RiUG/IDb1nhxLkmq13BdXuGXHXxAi6TnFuc5dQCXLZDMwglx875TNYc9s9J9myFbleyZ/siOzdVuPcxj+NLA959p2Z+cZIDJ6AdJFy9K0RR5dDxHi8cOaCOLx29q9oKbv6Ff9i8Uevr3GA4/IP3vP9f/MrRo0f89bOtYRQnenLq716g+neKwROtkUJIzErr2NFjt0SR+NCZuUPxw48emn7u4Lnmi3MRjdYyP/u+AJNs4tlDVZ5+KeKlcwPedGub2y+t88zBFvc9G9Ka7vGdt0meO9DggecHXLorZstUFcwA4Qhc6XD4rMO6ZkI7MDQqASfOJ7xwKqGhJnnjDT1WVhvse9FwxU7BJdsSklhwcsElSTSXbBFcflHEvhcEy70+b3iNpFo/w8HjDY6fnaTmC7p9l5mJmCNnPTwnQEmF0Q5bNyxz+XbF/U9N8vjRiHfe2WZ9vcX9T1Z46lifm69Z4e03eBw6McvTBw3PHg0ZyB4/+70LzNY3cPjUNN1wptOYumjp8st2Oxr1o1u3bX944+zEKmgthHq1L+Vf2ePvDIP3O8v0Vpd23Pvo8S2b1ulPTumvThw81KmfXwyJQ4daBWbr8OzxFg8dOMc7b1lhuePQ7jl0Bj6fvLfOdKPDVbsdhmGdbz9v+MyDfd792jaVSoMnD7lsmu4x3fQ4Ne/QGST0+wPq610i7TBVV2yalNxxxYCnDsU4UuB7MX4t5vGjinrDZctMSBDD5mm4ds8C7b5DEE8SaYfnjkueeWk7vqrgewlOK2AQwERzwE6g0/M4dT5hutVndqLBV/d5PHcy5F139djSavLgMxWePTbksl0r/IPXJbx0fJIjc4K58yFnVhPefleHy7dVefFIlaVVw4mz883T+040v3jPY/jTm//0F/7Zze3eonlPT++dmz+/enz9ur8bWv1vPcCNMQB7/vSz39q0Ydr/bw8/9uIln7vvQfVf/8kZtq9fRxK3GAQO3YFDf6jZPoCPfXWKjdNL3LLboT+cIYhcBmGNfS+GhNEKV+0G36vx6AHFp+5vc8WOVV57VZ1Dp5osrA6pejGzk5rdmxVnlxTLbUmnm9CoBviey5bZkGPnXBw54F23OTxx0OXS7au0Wh2++GSNzsBnZqLOky95XHZRl+kJl+PnBZtnXSqViMlKgutIpBQ8vn+KiXqfqhdw8VaFJ6t8+1lDrbbKu++ChtviG495HJgbcNXeZa7dBafObGD/UZfjZyJemDO85soVfvANEafPb2R+xWepDSvdmE4fDpzrUW89Vl8++o36oPHW+4wvDrXqg39sjDkDHPzbnkX9WwvwJFhGOs4lxw8/d/W5hd4/O3bsyJ2f//MDHD+9Srfj8ZEvVfk/3rPC5nUuQagYhi5B4DIIDL0zVb64r86tly9x7R4FTGKMy9OHJ/m9gz3efXeHWy6NmGnVeXz/JF/bN2TjzJC92wXrJhyOnHHpDyN6fWj3BI5j2DyTgJJIGTLoS86uVEBXWTcRcvHmPg8+6xMQ8523RyRhjcNzktlJh83TAq1jFlYcOsOAQeTR7XlsnQmYbg5RSuI4gihyODIHs5N9br4qZtOkw0snJvj2ATiz3OU1V3X5nrsSTp3ZwFMHfQ6eiHnqaEIkurz9xiHDwQxz8zXmlySLqxHL7YSTSwLjBvz4O1aoqBpHXnpSBcnxvZu27vnm2aV998Wm+munz3aeieP40PatU6/2Jf9LPf5Wiq2v7zvM4XNyx/kzL/7/z58+8HMPPvTIjgMHjzAchoBiMJQ8e8Jly4Y2t10eEcU+cazQxsEYgYPm5DmP44uaHRs7bJiEml+h4jooHJ4+oji3OqTZDLl8p2bPFp9ur8LcgsBzIiKjOLPicmZB0wkFjuOwvhUzv6I5ftZjsiEROKybiljuGq7cMUTKGmeXauze7PPSCZ9Ti4bLdgTML0ui2GUQKvZsjRDC0O1L1rdiZqcC1k2FuBLafYXvw+4tgpWVBvc+UeXQmSFTU21ed/2Am/f4HDm5jqcPerxwNOboQkij1eaH3tzj8u0TnDjb4uQ5lzMLCfNLEScX4aXzhrffPs8PvTmh259kpVNjuaM5eOgszzx/fEdvOHxfa6K3fe/u6sM///M/tvoLv/Bbr/al/7/9+Fu1/oS9A7i+P7t0fv6fffOB565cXl16V9I7Rm9YZX5ZsNKOWGrHzK8Yji0Lpmba/Mx3L3Lj7jrHz8xw8lyVufOKM+cTTp6LOLqgcWo93v3aHm+/0ePkuWn2H/M5PKfZfzIikUO2rgu59UrN9nWSk+fqnJqXLHc0w1gjJUw2YHYiZrnj0OkpJpshjnCYbCZU/Ih9+30u2qCZnYw5u1jFVZrTS5p1k4aLNoY8st/H8xTTDVAqYqYOKz3BUk+wrqmZakZICUGoWO44nJh3OLkQs33DkFuujNky60BS48CxGkfmDC+eSDixFPDm21b4rtcGVNUkx89OcvyMw5nzCWcWI04tGA4uGG64fIGffm+H9ROTzM1Pcm6pwsKqw9IqnDkfsNrtcttNO2nU131m864bn9u0edOvBcPhwk1XX/RqQ+F/+PG3BuB65bcRjtOMh73fOT03/93PHxjK5dUIKRzafYfFVclyO2G5HbG4GnNuBQ4tCtbPrvBvvm+ZGy5pcOLsNKfmq5xZcDizkHB6IeLAnMapDHjzLR3ecK2m6kwwd77B8TMuR+ZgbinBdQZMNBLOdxT9fkwSxwgEfqXK1nUul2wMaU1EnF0StHsOF2+KwECo4cR8he7A0KwKap5AEuP7Cc1aQqfvceI8BNpDG8PeTSHdfsKZRYfJhstFm2K2re9RrwUIaQhDQbtfZaHtMVkTuNLlzHmPw6cFx8/FnFyK8at9Xv+aHm+7EXzZ4uCJJifnFWcz5l4wHF40XH/5Av/m+1bY1Gpx/OwU5xarnF9xWVyVrLRjltsR7X5CEiegaoTVTXrHzs2fmJyo/lgQxp3/9M/f+2pD4n/o8Tca4L1ej15vgOs6H3j46aO3/vNf/Zz8zpsP3/pP3n7WOb2wkZVOnW7fY7XrsNxxWO6Qg3y5nXB2BY4sCWZnV/mF9y9xwyU1Ts1PceZ8nTOLDvNLhnOLMXMLCee7Ma2pIbdd2eOmveDJKr7ymV+ucHbR4dyyoB9AHGsqnqZeSZiciNHAiXMxnR5sX+9SrwYYI0B49AaabRsCllYdMFaKrPYgiMFgWG6HbF7n0h0ohDIIHdCsuGzbOGS1LzhxxiHRDtNNSaMi8F2IY0E/kJxblpxdMsyvxPj+ENyYmy/rcevlgtlmlaWVJqfmfc4swvxizPxyzOllOLJkuP6yRf7d+1fY0Gpy8pwF98KKx2LbksRqN2Klm9DpGzp9ONeFuYUBv/RPw/h9d9ce8qZ/WPuNSx9ylPnZQaCYmGi82lB52cffWA1+5MXfZsPm2/j5n/vpX/z6N+7///7hn3794v3HVnbsnxvK265oc8nmGG0UxkhAYBCABCQCAcLgCIMv4cxyhX2HFFfuWmbv1iG1CriOxHMVnudQr0pqrqTfczl4vMLXn/Q4cT6gE0ccPBWwfnqZt9+2wpUXd7l+b5vjizGLfUHNH3L0jKHdqXPFRZLVYcL+44pGzeGFE3DJJsMwTBgmHo4TMdmAA6d8lJPgyhjHhUEguWFvn0FfcuXFCZ1BwokzDXZuUNRrIauBYV2rz0qvwye+CU8fS3j22JDtm5a4ak+HyamQt9zc5bvuMOza0CCJWhw7PcGROZdT5zRz5yPmziccOS84uRpx9e4FfuH9Xda3Wpw6N8X8Uo2FVY+ljmClo2n3Itq9hHbfsNIzzPcUZ1c11+xe4sfetiiVUTsOvDS/c+6svrHW3FKdnZm89z9/+Pf5yuc+/WpD5oKPv5EM/tE/+DO+cN9d6sff98f/tqYW/tV9D3XUg08FHF+AY6uCi7Ys8J9+dJ6rL6ozv9RiuV1jueOz0nFZ7jisdGClk7DSiVnuxiy24dSKwKkOueXyZb77jpCd6+qs9pqcX66ysOyx2BYstzVLbc1KV9MZaDqBoT+MmW5GbFuvAYHvGubOuwjps32dYucmw6Z1feZXAp451OC6Swy16grPH56iUQ8JQ5fpSc1gCJduG/Lxb7bYszUmCAwzE5IoGdCo+LxwfEjVrXPN7phnj4bML3lsnvbZuRG2bQhRKmJuETzXIIRh+/qYyYakO/Dp9V06fZfljmJ5FZbamuV2wmI74VwbloYJ2zb3+O47F7llr0PFbXJ2scniSoXFVYeljmC1rVntRqx2E1Z7huUezPck59qa63ef4wM/ssyO9S3OLExy9HSDJw/6DJ3J5Lor1v3iD7zvHf/uqX0PJ9fd/K5XGzprHn+jAH70yEtUq5Xq2TNz2x54+Ln3Pv7C6f9gosP4To1zCw6LHc2ZjuL4qubqnfP8yo8uctVFNc6vtFharbHSrbDScVlJQd7uala7MSvdmOWOYb4tONMzIHq86/Y2b7lBc9HGCmFYY6VdYbXn0e4qVnqCbl8wDAxhbEgSUNLgu1D1Da2mYd1UhOMOOXI25LnDPjqu86YbQxx3lSf2T7BjI3z50Zjbr/A53x5QcRRxEjE1CXHk4rgxS0s1bru2w5cfbrBzIzx+KMClxhtv0MRiwHNHEo7NVXCkx/pJh8m6oOoLPE+gBMQawsgwDKHbN6z2NN2+ZrWvWeoZBknC9i193nJTm3fdGoJusLQ6wfnlKkvtlAzasNpNaPfiHNwrfTjXVZzvJFx3yTwf/LEFLt1a5+ziFAsrdRZWqpxZTJBylSv27GKYbP/X9ck9f7pt25aTw+FwcOmle19tKOWPvzEAP3niENPTs97xY4d/8NChw7/14CNPiblzHdkbCIQwJNrQHRhW+oJzPclcJ+E1F8/zSz+0xLWXVFhcabHYrrPS8Wl3PVa6DqtdQbtraPcSVrsx7Z5mpWc43xWcbWsmW32+4/ouN++N2b5e0ay6dLoVfFcCijCWaC3QBvpDQGgmG0MOnTZoE3LP43WCfpWLN3vccmWfSK9y/5MtrrnE5dC5Hu2VJjdd2efeJ3zWTxn2nzD85Ds77D/us35K8vUnFbdcqljudzh6aoprdofc/9yAOKhx82Ueu7YOGcQ9vvaEgkRwZM6hWXNwBPQHEm0EiTZEMSA1jqdp9wz1RsTWjQG3XtrnO66Lma5XmF+eYGm1ykrHnpuVjqDdg3Y3pt2Lc1my3Jec6woWuwk37jnPf/iRBa7cUeX8yiTLqzVWuxU6fYckkYDNA7QHVb1l+xVm50UX/8Tu3Zf83sL5hXDv3t2vNqSAvyEANyaUOum9/dSBz118ZM795X2PPuGudgW9gaY/TAhCTRBqeoGhO4TVvuB8XzHXTrh57zwf+JFFrrvIY7XbZGGlQbtXYbXrsdpzaHcV7T50e4ZOP6bTS+gNNO2+YaEnWOhBlARcdcmADVMJvb7hzTcF7NigiROJIw1hBPc9U+Hk+QobJ2OeP1IBXWPvFsW1ezR+pc8Th/osLNa5fEedZmuFh591ec0lFZb6q6ysNNmwwfDofsX3vq7HY/sdtqxzWey1WVme4tpL+zz8fMJUtcXlF/c4327z6Istqk6d6/cYdm8bguzxzDHBuqmI+YWI+59xGUYKKSHRhh0bQ77jppBuT7FpUnPtJRCGNSvf2j6rPZdOX9HuSTo96PQTOr2Ebj+h09es9g3LA8npjqA9CLll9wL//oeXue6SCueWWqx0anR6Pp2+S2+gGASSIJL0BoLVbsLyashV17wmOrvi/osf/8G3Hm5N1L5QrXj61cbWq57JXG33WFwevP/eB/f953Xy6anVJU2r4aJRCGFLTpVKkBLAABqMQYgEKRSPHVrPz37Y5Z23LPO+1y2zc3PIuaUmvlel6nvUfJd61aFblTQGLhN1h/4woTdIWB9oBoGhO/RZXqgwd8oQxprT52J83wACTxkcKegPFAKXuO9w9Q7Brk2GbZv7BEmXrzymOHB4kjdc53PtpSv8/lcMnqixY3OfZx9WbG4pZpp9KqpKGLmc70K94rBlveDpAyHX7q5yxzWLfOyLAzy3wetvNLh+n288GvLlfXVePFblok01dmxMmJ0M2TkTccWOBKU0jjKAoeb7zLZ8wsil2/d4/pBLb+jQHyh6Q0lvAL2hode3n707SOgNDJ2BoT2Ahb7i3IqhNtHmp968wN+/OeTKnXXOLDZpd6t0ej7dgQV3f6joB4JBIOgNDP2hZhAavvC1R93W+sZ/7i83l6dbd/7vUTj4mOtV/9cFeK83QAjxww8++PAHPv6Je6auvmieO65uUfFcar5BawEohAApQKBBpJ6JMCiR4CnJ84dneOqlGofOnOedt/a49bIhrUaT5XaNeqdCc+DR6zt004s9GDr0A4dhYBiGmjAyRJEhTuwRxh5Gg1QC1xFUPEGrIZhswIYZzZb1fWYm23z1CXjgKRepJ3jDdS5X7+3y4IsR4bDJLVcL2oMB55fq3LxbM9PqU3V8hrFioROhtODq3Q61RsCTByu89toJbrqqy5MHFZgJrrvM44fetsy9T4d8/bE6+09W2Dar2DBVZbJRY6IBVR9cx6AkaAP7jwmSRBDFgjCGIMJ+xiBhEGiGgaY/1PQDTW8AnQAWepKFHgz1kLuvWebtt7b5B683RFGDc4sNOv0K3b5Hp++kN4ykH0j6Q9t91B8kDIaaMILuQHPpxEmO7L93anm18R+vuPoWZzgcfLhSefVA/qoBPBisoJzkh1587pEPHHju/nW7ZhOq3nraPYNShopnSLQAIxBCIaRAiBgpQUmbRXSUwVWaiiNY7Ff5k29u4RtPdbj9ilW+7+5VrtjZY7pVY2m1Rnfg0x+4KbCVPUJBEEmiWBDHdqm3tVs2qHQcqHhQq2qmGhGb1/WJ6XHodMQn7q9w9FSdll/lNZc53Hxlh0dfanPPI01uvKTCto19Pv5NgRI+zUbEai9AG1ACZpt9Ol0PHVd5++3n+ZMv19g1X+EtN/YJoyXuf26aKKlww2XreMtrOlyytc03nuzz7Kkazxzz2DIlmWoKar7Ac+1NKAUIYdAGtDZEcXqzRoYgsjfyMIRBCN2hYCUQLHdBOEOu3r3K933HKrddljDTqLLSrrPardIbePQGLr2BQ2+YkYNkEEA/vXGGgSaINIk2tOoCoikefMIQm3vXnZqPPnDH7beac+dXPrJh3eTffYAvdwyuh2j4wvzZ57/8A9decv6Xh8tHZzZMJbRqHq5jiGO77PqewRiNQCKEsHJFOiiZoKRASo2jNK4yeI6h4ghWhorl9iSfvK/Ovud73HLVKt/3+lWu2dVmOqkSxz79YYXewGUQOISRIoolcSJJtEAbgcAghcH3NLVKjO+FeG7A6aWALz4uOTzncWxuEqV9dm30uHSn4rq9HZS/wHNHGmxu1bj8Itgwu8Jyp8kVmyWxNnz1MZ+gL2nVY954w5Av3B9x8lyDPRe7nF0d8sJRl63rJ7lq5wIPPtvl4RcEQeixd+cUe7f67N3S5cjZZQ6fhscO1Dh0tE7NEfiOpO4bKi5IaYMqY+zNGicQxhAmgl4g6AwFnQhCHaPNkOsv6fB939Hh9isSNk75DIYTLLUrdPs+vaFHPwV2f6gYBIJ+Cm678iUW4OkKmCQGR8GpcwKlNN3+AvsO3LvuhaOnfvmNNzbiA89++vfv2bfIT/7wj/zdBXiSDJFx5faDh577yLkjH5vyw0Mz0q+wdX2L/lATJwKtBXEikNIghUwZW9hDKRxlT6BSCa4j8FyN5xp811DzEloVQTdwWelM8qkHmnzzmSHrJ/u89842e7cOGQ56XL7TsHWDIohckkSRaInJwC01rpNwYt5w7JxgdaD5/IM1Ti9OYkKXyYpi07TD9g0OF22Gy3d10HKRD32hzvLyBDfudbh8V5tvPCMQscu6SUm9FtOPPKSRYCTK8WgPBfPLgstMjTuv6/LQk1U2zXjcePkU/+hti/zel7s8drBOb+iytNpg56Yqezb2uWF3l+98bZczy8t8/kGfpb7PibMup097uEogpU10aWNINETakMSayemIKy/rEwQRe7cGvPvOgHUTiqmGTxRVOLtQoTfwGAQu/aHDIMiALRmkensYkK4ECUHK3EFoCEJNlECcGHomIU6gF0hOrXZ47I8enzl4bMN/ee1166IjB/nvH/nj3+CHvuen/u4B/L/+zp9y980V8W8/+OGdp84e3L2t9STXXaRYXFVMTfTwPZ8gdIgSSRRJnEihpEkPiZISRwlclT47AtfVeE6C52gqrqEaGWqhYaKSMFkV9ENJN6xzbK7OL/33KdAxIo657so+OzeExDFoozHGJnGkEEglcFyPgyc99h+uUK84NDzJTE0wOy1ZN+WwaVaxfWPCnu2rJGKJX/9MkxMnW9y422XvjoRB3OWR53xaVZfpCUOrEVKrWimktaQ9VCz3DEvthHavym2Xr/L4/j4HTipazQo3XNbiR96+xG9+Fp48XKc3MKx2HeaXm2yYqbFucsj26SH/53v6NGttnj0GB09JXNfKOyE0YOz/DMQx7NiQcMsVMUnkEsU+xtQYhi7nFi2oB4HDMFS5fBuEgmEK7mEIQWhZO3O0glATRIUECmOIYogSwTCCTihpR4LVdsz82Wdaio2/+7o798Z/720/ef8Pvu8nz8eaxFN//Sbe/yMA//Sf/wbbts2rn/65//qubz6y8qGPfOkcd1xR5eLNbS7ZYlBS47oJw8AljFzCSBGEBkdJHKVQyli97UjL2o5g6Co8VxK4Ej9MCCJDNbKsEoaGZoxlmBjCWDCMJEHiEyUVDhyu88wBSIzBQttqY1eCp2zNR8OHyzdCswoTdclkQzHdclg3Bds2BGycXSUyy/z6ZyY4cnSCay9SXLRFsmvLCt96IWZ+aYLrdkomm5qKN8CXPkYJ4kQijCFOQlZ6FeaXXK7dW+Xq3V0efLLC+klBrdLg2t2an3rXEv/ls5oXTjdY7WlWu4qFFYeZVp3JZpXJ5gTNWsRsPWL7tSG+G+M6sXWdhA0mDPamiiLF+QWHKFZEsbLnOEqfQ2v5BaFkGEqCUNgANRQ5Q9vzWmLtDNiRra0JIkEQwzASdGPJ8hB6g4Crdy7x49+1wLW7lmovnZ36g6PHDnZaU5uui6LBqf8nsPfXDvBf/vU/4diJhtp/6Oy7VzqHP/b80TOVYTTJVx9XuB81/PsfbrN7k8ZzY3pOhSCMGYYurtK4jsINDa5SuI6xhyvxXIEXCQJXEHiKMJJ2mYwMYZxYVyQuHenymSSaRGP1tiYHtxCgJDgSXBd8R1DxBTVfUq8pJmqSyQnBuqmY7Rv6NOqrfOahkPufm2J1scmV2xTbN7pcsnVIIlb56mM16q7D7KSiURvy3BFsx/1WQz9QXHVJxJW7DOfOJiyseAyGNd70mi7ffnbAodOKelXie02uuEjz735gifteGPCF+2ZY6hi2r0tYaTu0moqJukuj5lKvGiq+xvc0vpPgKCu1rLVqWVzrVP5pSZwI4lgQxZIwFkSRJIis8xJGgjAyhCEEUUIYacIScQSxyZ+DKAO2YBAJ+rGgGwnagSYOh1yzdYmf++FF3nCdIAirrCw+4w+e6bBjy97bpia2/tnhZz6eXHz19/7tBvjuLUr2h+337Xtq4be//uhipZ/UmWlAN2rwhUcUUejwXXe0efedbWZaIZ1+Fdf1CNwEN3RwnQTPdXBDheco/MiydhBJAk+kF0SkASOEkbQOQlzYfnGiSRLrLiQmdUpSt0QIket8J10dfE9S8SX1qqBZM7QamvVTAbOTXWKzyie/Lfm9L0+zrlLhym2CbRtddmzSbN+4wmceMSwvV9i7QTHZhEYtYv645PyKj7fTAmJ2QtJqwaFjhpWO5txihUt2VHjddV2++ECF6Qb4noeSLa7YJfjRt5zHlef58wcnefF0hfWdiHWtmIm6olFV1KqSqu/ge+C74Dh2xZOpvZqDHHtjJxqSRBAnpECHKEllRpRYUohS+zTWhLG1AcPIli5YYMMwtqzdjyTd2Aawg2FMw+vw/rcu8J47etx1tWKl02AQVNi93aHbO++fO7vxd4+ennYM1T/G8szfToDve/BLaK1/4KlnTv6nQXuuuXPWY6ljqEnNciBZElW+9vhGHnm+wrmVRX7iXV2mJ0KGYZVOv4LreHiuSxAmeI4icJ10aZWEkU2lh5EgjC3Io5SV4hiiBJLEOgla24BLa5P1cKbgtgBXSqS63gKk4kOtomlUY1qNmNnWgJnJVR46EPKH91Q5eKzFjgmXXRtgywaPLethz7YO/bjDo/ubVJXL7KSi1YBWI2ByIsbzHISwN9cg8FjuRKz2De1ezPkVj20bGty09zz3PNbn4OkmNT/CVR5CTLBrs+L7X7/I9XvO84f3NHj0+RZLPYd1zZhWLaZWkVQrCt8V+K7EdQWOkiiV5g/SvkqD7WHVmhzocaLT1S21FmNNnGjC2JYARLHJV0Qr9yCIBUEkGMTQjSTdBPoDTRINmK51+fHvXOT/eN+AilthZbVBd1ClN7TuzOJyhWNnzjeN6/76lq27vD/9s8/93nvf/ff/9gE8DjoIKX/40Yc+/4Ggd2Z6csJjEIZond2wGoFgWfq0B9P8pz91efHIMn/vtT3uvLrL+pmATrfKIPDwXI/Qc/AjhzCyIM8AHkWSMLbLbhSnnnZCav2RMrdEGwpw2yRlytzgKJsw8VxDxdNUKzGNSsxkM2DjTIf5dp/f+rzLVx+fYnmlzsWzgm3rBJvXeWxZJ9i5aYjjrfIn9zscPVVn93rJZEMyUU+QMuD0gsF3JFKAMYIwcti+rsNjJHT6ipWOYX65yu4tFb7zzjZ/9g2P4/M+rhMhhIs2daJYct3OFbZ/T4evPtnn41+d4onjdTZPCmbqCfVKQsUT+K7Ac22s4ihs4CxFXpNhsDeZNlinJbGAz0AeJ1bSWR89BXgaxwSp5TiIoRdJejH0I03cC9ky2+GOa1d5x+193nS9RpkGi8s1BkGF3sCn2/dZ6fgstV1We4Iz509Me7X1v/wP3vddamGp++HZ6b+emvK/FoAvrCyzMpT/iO7nPjDlPrBu5yaHdr/C0qrEdzVVz5DYIB8pQAmX7nCST9znc/9zHa7d0+F77h7wlptWmWn59Ic+g8AjilzC2CWMnDxQimPrZUdJpi0lSSJItCi0thbkqsSQZ0aVsq6DqzSeq/G9hKof06gGzLR6DKIB33jO8IlvTfDo8y0mPZcrNhs2TknWT3tsmpVsWR9y0eYVnj0+4PPfnmVCOcxOCJp1QbNmu2K+/EiFhmcQwgJrEDi8/ZaAL+2zNTHtnub8isOWdQ3eeWuPRw902X/Io+7HKCksyHWNYWi1/ve/rs3ujef5k/s6PPxii5MrVTY0BRMVQ83TVByN52ItVWlvZMvkkJUf6VSqaV2scHEKdEsQ1hGJkjQrmgiGsaAXC/oJNuYJQ+rVPt/9hhXe9/o21+3WrJt06fcbrHarDAI/dWhKLk0o6PYNx85qnjz13DpRb37gx7/vbj0cLH60Uv2rHxj6VwrwbrvNSrtD3VHv/4PPPfQr33zogekb98wRDadZ6SgSbZBS4DqGSsocYB0MT0g6bp25js+ZfXX2Pdfjz67s8O7X9XnjLUOmWx5BYGstwtglitzcEYgTRRxLYi1JkgLg2qTMrQs7SgiTBpU2oeQ4Gs9N8L2Iqh/SqA5IGHDvk5L//s0Wzx+bQEQ+OyYNG1uGmZZidspjw4xk02zEtg0dTi10+W9fqBMHVbZsEbQaDs06NGsRwg3pDOq0GgYhBMZAFEumfEWsY7qRR7efsNJRnF6octlFDX7s763yy3/sc2KhjqOi9MZwiOMKw1CyYdrnuos7XHlRjxdOnOYT36pyzxMtzrSr1H1Fw4O6axNgrgJH2nS+EKPVdRow2t50iRYkBuJEWP88EYRJytiJYJDAMDFEUYyOQqYrfd509yrvvbvL7VfENCsOUVRnebXCMPQIQ49haME9DBzCSKK1XS2nJxL27GqzPDzNJvfcuvnj7q/4U3fFi4tn/sBxGrRazb+hAO8PmGw13/GNBx7/zW/ec0/zxROaR5/ZhK8MO2dD6r4AY4uXXMdQMQaEBbgjDb4SdJVDP2pwPvD583017n++zw1f7/FPvqvLpds6rGspmtIhjDzC2CWOnRzkFtySREu0kRhjJYHJA0qQQqe2o8ZxYnwvxlUhnUHEQifi1z5T4dj5SZ7c38Joj+mqYN2MYWZCMN1UTLdc1k9LNkzHbJ7tM91a4atPaZ54scWVWwSTDUmjJmnWNPVqiHADfN/BUfbvGwNJIhkEDoNhRKwF3YGm2zMsd1zOLTW5eU+Pmy5b5U++XqG6rHBkZAFpHOLEI4wkg8BlplXh+l09rr+4x2N3nOHEguQP72lxfrXG3JKPpyR1V+BlMkyatKaHNOWZShUsk8dGEGuItCBIYBhDqA0kMcQRSgVsnhxwxXZ7PV5zaUKz6hDHddo9nyD0CCOXIHQJY0UQ2pEdUWyvCcKWPaybjnnzpghHubS7gsf2PTC989L6b27dcd1KFPY//1eJyb8ygD/73Ets2LBe/eaHP37xSwdfasZBmy1Tit4wXR6NXf4QoBR4xp5hIexJdyR4EioKBkrQc30GsctSWOOeJyZ46MUBdT/gH765zdbpmO2bBtx8eRdH2BYxIaxcsVlJWyttTIm5MQhpC7SCyGCIQca8cEzy+AGHLz7a4IWTDcK4RsNRzFYNU3XDZM1YH7zpMDXhMN0SbJiK2TQ7YOPsCvc/H/ChL65jY8thtgnNuqJZFzRqMVU/4KGXFMPQwa1bUBkjCGNJxVFcs3vAvudatvBpkLDacVlc9ZlfnOTH3jLP3OIS+56exZWAiNBAHDspiCS9gcNko0KrWeem3X3uuLLP99y1wIFTmi89WuHRA1VeOlonFg5BoOhHCiWy0ody4JnmBIwm1gajNa5ImPBCKkTcdG2PnRuHbJmJ+L43BlQ9Rb3iEEY12l0L6ii28VEUOQSxIirHSpGVjwCusuUXC8tTSAG9ocPiyoBBdG+zt3r44htf+4/U+bOHk3UbL/6bA/Ann30epznhPfXUoz/oy/g/nTm7SLXioBRUXIMhtaxkxqaWUoUQSGGQ0rK6UgY3sUxeSwRDBwaJkx4Vut2EX/mTSUwcsX52yGXbhkxPxLz7dQO2rQuJIpHqbQkl5ibVn1JqhBR86r4qzx6pIxyHE2dqnJ6vUakqJnxBq25oVjTNCjSqgomaotlQTDYcplsw04pZPz1k87oOiVnlU99uMujVuWSLoVlTNGqSRlXTqMS4bshX91UI+hJ3ne0YzSRKvap40w0DHnhK0wskvUFCp++w2nU4t1Tj0p0N3n17hydfqHFiuYGSGohSvewSJdZNGoaS3tCh3fNoVGvUqwGXbhly454hp863OX52FcdNeOaow599q4ZQyoJbyNGLaDRZKXIUJmxfH/Pe1w2YaSbs2W5YPw1J7BKEDeLYdk1FsT3i2CFKFFGk8ucwljY2itL4KLay0RjQgU0u2ZtdEGvBsL/Kakf9p6ee2te/9uqZ3zt14olw6/br/2YA/MChE0g1vzvsz/3W8pkn5KZpnzBKbPFUYtDWhLWazxikFqlHa9J6b4OrDG5sNWDkGKLEUE0EjcQQJoJAC4LEJdAusYaFXpNvPasxJHzu0QghEnuRjL1I2W1kL2ZakSgkUiniyEFqB9eRNHzYOWuou5qar6n5UPMF9aqkUVU0aw4TDclkE6YnYmYnAzbNdklY4dc+XeHB59axaxomayl71ySNakytGlKvDahWa/hKomSqwbFyIIpchgPBIEjoBoreUNMdaNsyV/eYm5/gtssCfuo98/znP3M4ueojhMaYCJ0YotgljCTDwNZoNwYO9YpHrVqh5teo+BGNash1l4R4bsRrLon5vrv7OCpOk0AaIcyoKE8lndYSISS+qwCPYeCwtOLYup0ki3nss5WHtmAtim0slAf9sUi/L/I6o8zBMaknH6flvUttxbefekq+463mt2abm77d6QXP/1Vg838a4F/44ieZnlbVF/YfetfBg4dFRTnUKgqlwI3TJIs26MRG7toIy0LSShUnMdb9kFaHJzrNPGryaD7RhlgLYm2IUo0Ya0lkJIl2iLRPktpe5UeepRTgCGEzlQoqVUPFMVRUgu+C70DFM1R9QdWT1KqSWsWxAK8LWg3NVDNmuhWwbqrHpnVLfOiLmo/fs56tLcVMQ9OsKxo1Rb0GtWpCoxpxdklz5KxPxbPlt5BV+gmGocPODZoNM0M6Q4/B0KQsLlntOjSqFRq1Ft9393mOnj3H735+M450MGgSndhzETsEoWIQ2qKofkVSGzpUfZeqn9Du2hjDcxNcJ8F1ExxpGyWktOl8kR6koAORglzQ1mmVpbYa2sY3RawTl56jxII5ySzb9Os4seBOklIGOc2sJpq8dj0MoVl32P/ifjEY9N41s27LkS998Q8Hb33b97+6AF/pVbxzi4s/01499zNbprVc6br4AqRURMqkH86kS2v2LEiUQSWQSIGjUpsqsb61m5Z6Jql9ZQ+Tp9mTLFlhsDeMyVaH0eKdYpUAR2qcvIYcXGUDXd+12cuKL6l4kqqvqFYUjaqkUTNM1BNajZipZsDMZJ9t65d49KWAP7lvE5MVn/UNTbMmLLirknpFU6/ENGoBjx6EZw7UuHjWpLq3SJsPAsVr9hgu2Tbgsedb9APDYJjQGzgpyF1qlSrVSovvfu0yz7x0nn37N4BRaJ3Ymz42xJHJ60kGgUNtaKhWFBVP43suvpfgOxrHSXAdW2KslLZbsEhbGowwCAo9VwTnIj2/GchtQ4XWkjhN/ScpiBNtLdr8dQ5skV5LkWdQkzTRZK1IiCK7YgO8eDiQjnfm385Ot7z1M61fBMJXDeCr7b4MguHPf+WLH//fw955b7rpo40hCG1m0FF2+UkSkwI0BXn2tTLpv4m8njjJT4bJs23WxrIgt6tAYW8ZYwqPm9EVN0tVZwkdJdOMpcJWIzq2YcB3Jb6nqPiKqi+oVQWNqqFZS5iox7QaAdMTAzbNrrDv4ICf/9h6Ts61uGhG06pBs6qoVxX1CtQrCdVKhOcOaQ8NSipcZe3R7GEBIIlij2Y1oh9r+kHaITNM6PYl7aqi1vWp+A12bIj4dz/Y5ud+X/LI/vUYFNpokkQTJ3GaSlcMQ8XAl1QDRcWT+J7B9xS+o3Fd6/c7yqTlxhbgKpUpQpg1Dbo6jWOstEgBnT1rgc7zDaQMTw7qRFtHJgN0ktivdUJOZrE2Nusca3uEtu5l/0sLnlQL/+If/sDb3CQe/GvlVP/S6fy/NMCffuZ+nnz0SyKKwnfo4Vxl86xLkhiqlRRQka3xkDK7o1MwJwatCkbPwK+1KL0mv8t1KRmRs3VaBpodjAE8ld1pYGkliq0nt3ZZXm7rSHzPDgCq+HYkQ9U31CuaRi2hWYuYaIRMNQdsml1l34E+P/d7Mxw8OcX2KeuwNKqSek1a9q4aapWEWiUiSkL+6OsNpFK40qBEYRNqky3fLt//hhW+9kRIN/TppwDvDRTdnqLtO1Q8H99tsmdrzH/4oSX+ze8JHn5+PdpIEm3T6lFsC82CUBNUbLmr7wsqrsD3bGbTc0yesXWURirrjUthENlzmSFMBnJGGN0SjkiLtwrZkSXWEg06GQc3+Uqs06+zGiHbdaRt7UtaP7S46vLEMycrG752//92152vE+cXOz+7buYv543/pQGudURrpvWbwfzn9m6aiQgjl2GgUKFCIlP2tJm0OLEAS6QgccyoZFHk0kXnEiYDdPqsCzYxpAmiNBNqxt5XBnApQEg7P0SW2NtxsroTietKW7/hCSq+nXlS8xPqVQvuZj2k1Rww22rz6IE+P//RKV44McOWScF0vSRNKg71iq1fqVZiqn6I6wacXprEVQIldWrLFUFmkkjiWLFx0hDHEZ2owiAwDAPNYJjQHUqqfUXFc/HcCq4zwd4tMf/hHy3wLz8C+15cR6KlBXhiiOIkZXJN4GsqoWToqVyCuS64jpVotk7F4EiQ0qREYPLCrDGMW3CTrZoiJ50c8On3k4SU4QtQF8VdlMjLpKtPVvFpKxWHkWYYGoIQzi4P+L3PPFq9ZPfGm+T/RN34Xwrgv/Lhr/CFfVtqFzV/+YobLjrjzjSbLK1OsNLxU68Xa9VlYEvZ02psgZZpoGnIwW5lhylkiM4Kg4raCStHhDVKXua9SVEUUWUrSAZuJe2s7UKeQMUF39NUK4aqb/VzrRrRrIW06gNmJts8cWjIv/nwJM+dmGVTSzFb10xUBY2KpFZR1KqCasXeHDbVH7Jvv6A39Kgo0nS51eBZE0KiBVHsUK8obr68y6MvNOlHVqYMgoT+QNH1Fb6n8Fwv1c8tLt2q+eCPnOenfwce3r+OSEsinTJhXDQgBJ7E97Rl77Q2xXUK6egoUplSyDiZZnkvDPLsuoqSPMSWXGQsnq+2jKzCRew1umoniY0jwthOMxiGdvbNUk9wriupd07x6S98yPuFn/mR2tKpT/ant77nrx/gJ0+cYOu2La0P/uan/9uf3Dv52t9a7vGTf7/HjbsNUTxFkPY5al143UraYFNJUsYuRdTKBo0mZ4IS4LN6ifTZGJMzN6n2zi+GsAVFQmb+usjBbQEOKq0YdB3wXPBcTcVLC6z8hGoqLxrVgInGgMlGh6cPB/ybD0/yzPF1bGg5zNY0E1WoVwT1qqJWVdRy9k6o+DGN2pD7n/FYbVeYnCzS5BlgdBqsRYli3bTi7qt73P+4tl00oS6BXFJxJRXXwXU8HKeKlJpLtxo+8CPn+enfMTx8cB2RdoiyCsDE5EzuRzKvLvQciZM2jDhSoJzs3JC/v/wmJEvrmxzqWUJo/NClZz0iK01+PS+0Qiel4q64VLnYCwRne4YbrljkJ96+jOdte+3RFw5/pL7xe//x3Nzc6pYtW/56AX785BnOnFv46e75Y+87f6LPme56PvDxLj///g5bZyz6lLRFTE5qs8bS9lgWWm1cX5e1tcjZe4S5cwYpUQpFKWhWZ2H1ZFHjrVRRMegobH2GY3Bd21hc8TQVL6FaialVIuqVgEZtyNREmydfCviZ35nh6aPrWddyWVdLmKiZFNwpe1ckVd+yf8WPqfkhsQ7ohj5CSdyMwXMNLtKgWVrPOHKpe0NbLhBWmMxAPkzoe5bBfU/iOg6uk21Aa7hih+GX//E8//y3NQ8fWE+kHYJEECY6ZXFBJdL4rrENIo5OVy+Z9rXaFc2eH5FLOlmKX6AA/EisMwbunIRKxFSAvFiRR+RnVuCVglxbc5wgFlx9SY9/9T0BE5UNnDwnefHA+fftdZ85ksTRv/xrZfD5+dOsW7dp+6/9xu9eef78WXZuUGyYNPTCOs++VKWibAbLpCDHSZc/DVpeIHA0RQH+OBtkNSTj9SSF1W0K1i4Hldlym3boqDSYcpw0mZQWIWXVgxU3SXVzRLUSMNnsM1Hvsm9/zM9+aIanjq5ndsJhtpowUTE0UnBXK9ZOzMBd9RMqXkyzHrL/uOG+J+t4UuIq21lT3usmc4WiRBFrhzuvi7j4oh5HTlaZrcEwNPYIEvrDlIUdheO4eZ+qEIbLt8MHf3SRf/k7mm+/MMswqhIkkjA21NKl33exIHey1UunEkUiVVI0dEtRArgogZw1eqUAeYl4RlbbksQ0YytzieELZ8z+DdcVrJuA67bXWFyucWro0ukpjDiPd+iJK2++6we3n5w7fWLbls1/9QB/6fBpIt3Y8eBD+341iXrvcFXM7JSPMcbqO+lwdtG6CDb9jvVXBUht8oAkL9EsL2umCGDKTD3ulJTOMVmF8xpwC4NUmS1owWD7Oe3hORrX1fiuxvdiKl5MxQ+pVQKmJvqsdPs88Dx88L9v4NnDM8yk4G5VDY2qoF4RuVdunRdt2duzAK/6AWGSMBxUqCh7k8kMMPniU/KQY8dqeScgCA2DSJQArvG8tKPJTftTpZsDHAFX7RR88B+v8Ct/HPPwgWnOtJsM65JWYmjEhko6ccB3Ter9Z06Kydk7kyoZwPP3m77pMs5N+TpkAGcU7Hr8dX69x6RoRmapnHUVTEwKoqDKMwcVrmPPVZwECK/zjlNHH0suu+Ly/y3onz3u1zb+1QK8vTJHOKzceOL4oXctnDvOhhkfk9ZWu46gXjF5x4qVCRqJwMjszhY4WpQ+sCidiFSWYC4I8OIxko7IL4Id95D1VppUnpiiWTkti3UdjZeXx1pw+14K7qkeCysDPvBHNT7/yCyLvUlmJySzlRTcFau7a2lgWfUlNd+kDG61d8UPgZBvPu2xEnlM+4zUY+cBuMlcB9v80PQdXndtn30HQ7qRz0Ta2DsMNV5ga9U9xwLcUQYlXYS0CRoM7N0q+c//pMOX9g34xY+uZ25xkkHLoeUJGrGmFoMf2dHLnrIDjdws0JQiD4Kz53Kgnt+YogB4DvTSdQJTkixmTKOX5KYevQGy/16kEskYOzcx0RZXQlgyWFw5wkRr5l2OW/mj4XB4/K+UwcOgh+vVLjl++MF/6kTPs2OztB9I20+tpJ1N4rna9gPmDGNs0VN2h6da25TAbVnbjMoRuIAkKfh7JBASJl8xssItlUoTR1pgO8qC2/Z3JnhuTMWL8L2IRnWA4/S5/5mEj3y5yRcfXEeom6xrCmYqVpZYCzDzyVV6iJS5y+wd4TgBD73Yoh86bKyZ9IYbZ/AsVW3rNyqu4qZLB8TaAnwQCYaZGxLakWuuk1mcKgWiycf+GwQzLcH77urR8M/w0S8PeODFac5FVfoVSTM21B1jQe6kcYgyaVxiUpCnxJDGL1k9lqRg8fEdBcsgB3PBlXc0lho7StdXyOL6Gmyzs5JZcwbEccLnvvoMtYmd//TNb7jtqW63f6jRqP3PA/zJ508hu58mkpOb6hy6Y+vsHI3KBIPAFtYUILfjH5TKvFUzckGhALdJC69IAy77QcUIY2f/zYgfmAPbjEkTk/u4SuoU4Dqt+U7BrWwthu9GeF5ExQ2p1YZ4Xp//fo/DL/3BOo4sTOH6FTY0BFN+QtM31H2opx32Vd9mOytpQsjWryTpSmDlyWInoRd6eErhSZMHmNl7NxRecpLWa4SxS9UdsqE1YLXfYBCJdNyaJQ3XTVKbLx18JFXuXxeBq618fMftPV5z2QIf/MMhH//qLMtxnb7vUnclTcfW4PgOeIq8GcLJkj6S/IbMssD5ub4AwEfAXrpuBl4G7KkuX0NcIBLQUqQtczYxlv2+KLFxyamlFdTXD97x0jm96fR8+1A8OIZT3fk/B/AkSTi4/I4dR44+9aFzxx/n7qs6+J6i0/cJQkWSFHXXQmRSIfNTswKjVFqMaOwLv85qIV7ukd04QmbsXWZuk84tLDG3SizI3RjPsZLE9wJ8d8Dx+Zjf/VKdz357mqPzkzRrLlMVmPQTGr5JU+8ZuGUKbpknhSqp9vY9e+M06wGfecjh0IkqFSVsxjBzUChQno9xMFaHR7HD3u3wttd0+chXpunVHJqRYRgZ/DCNG5TGcaR1PxQlkLsllNlVYduM5Ge/t8+VO+f4nS9OcfTcBMtxlb7rUFeCWgp0T2bxE6lcyVjc5MG6ELbMV5QtxHFwj73IEnJrQF4Cth7L0hWr8ailmiS2g39lKDnTFzjmId51+/YPbd15y5vjwcpfKFVeEeDdXki95vL1bz2x5ev3H971hfug/sMxd13VQSwaAtd20+ixrpkUprlYMykT50xNwdiUAF6wwVqqEKKQJ8WJMCX2LmoslMzYO8FVse3ccWN8P8BzArpJyG990uOjX9rA6aUWWlWZmlBMeYYJT1NLmbuWp+9lWqeSSpPUO8/B7dnsZRCFHJrz6YU+k37q4mRJp+zCZZ/ZlGpSIodm3WHnlhDlD+mGDQaeoBoZggzgTpImapT1sWVWAnyh4FUxO9Hnx97R5113nuOjX+rwu5+aZnFQZ+BUqDiKmiOoKoMfG8vm0koVRxa2ZrYq5kzOqDwcf4ybASOsbi7wvfL1ZfT3ZvI1SmAQCU6uSO68fpUffsMqpn9w1/zc1Jb1W647bkyMEC8P41cEeK+zgDSN2Q0z3ifnTz3v7ljnkxhDxQ+oVVyU0qUumuyDjcmK7EbNU+2i+HA5s4/eBCPAhrTaLf3waeVbcfIz9tb5zEIlLbgdleC5ERUvxHND2sOQh56V/Pd7mnzq29MMkwae5zHtCVqepu4Zar6h5hXgrvgS35f4qTSxiaHUmUgB7rk283nsrOGBJ2qEkYtfN2sCzOxRlIvayrwwUriuw92v6fIn9/Y4OFdnULGjGQLX4MXgRho31Cgl0+GjIp/dWACq5LFrSc13WN8a8M+/u8+l2wI+fk+Dx/dPsDCoM1QerutQcQRVCb5MbdTMXpW2Vj8vWMtmrIwDnQtd63G3RayRLfm/lV6Uv9ZYKzVMBL1Y0o/AETC/NM1Lxw65N95xxye9lc7Vw2Fv4ZUw/IoAf2lpUjpnDtyYLH1r4m23Rky3DJdepAgige9FSKlJHEWiVV7MPgrUAsAwJlXyD3phYGfheiZ17EktFQYJXbC31KkdmFiAqySXI44T0e5FPPi84GNfaXLPkxMstxvIaoVGVdFyDU1PU3MNNc9Q9UhZ2zJ31ZdUPEXFE1Q80go9nYJb25XBi1FOwEtzcLpdsYmVVN+OJk6K+hnbB5lV3UnC0GF9U3DJ1gHPnYzpR246Eg28EAs+laQSJUvUgBzrzMlunsyGjBJbH/7euwe88YYVvvFUl9//apPH9zdZ6tZoS4+e5+ApgScFfto66Ei7S50SJUYXadnvGMDLbH5hgK91XQqFMnr9delnIm0bn3uJQLtwz3OzrCwbpiohz8zdO/HD33/Ljbsv3vkVXmF40Csz+MpZPwr0by/PPVu/9co2SkkqngA0nhuilO3w0FqmrWIirzorM7MpAXwU6NlJGOWBka9SxigX54sRYOv0OUHJBC9zM2TEQjfm/iccvvxgg88/MMH5Th1RqeA2XJoOTLi2k6fqksoOqHoiPWRacprqbk/gZ+ydAdyJ8byYihdiTMQ3n/Q5cbbKzJTAlTpv05Ni7DOZrH4jrcBLFIPAZft6wd3X9vnsIyG9yGUQCSquwYstiweRKa1SKverEXJEpthDFo0K2vrtVT/gvXcN+I7XLPG5b3f50oM17n+2wfl2jYHwGHgOjqtwhMCVAldKXGFSqWWsw0JJIqYXS/AKuhxelr3zFT07JwYSUgvV2I10Qy0IDCTCMAgVz54yOCJkav2L9enmjb9NvHgpMPhLAfzUkWdYWO7x8c+E/OKPL3P39RAFKjXobXOvZe+0yTcdQ1xIETEmRcaYO78oY8Ae0/E5qPNnC2yRAtxxEjwnolKJGAYJB0/D8TOKT3x9gq883uT8Sh3cCk7TpaYkDdfQcDRV11B1bd9oxYOKa2cS2jJTWTpE+u8mBbnOQe65tj3tyBnNc8d8cN10mTelFL0YobnsHGROinVT7DjnK3YGXLalx4HTNQYVQS0W+JEhUKTWnk7ZO3NTMguy0Cq5z55akVqrdPqAyzB0qVYDfuBNAW+/eZWvPdHjT++tcfxMhQOna4SrPrHvMHQcpLJTfRXgSGkrMymCUCVK+YgLkJMZu74mZ+gCB9ru21Gcj/RnEmPS4q0knf6riQ0s9AxvuGGRH31Hj9WFoy2//p3/oDcwH6lXL2zxvCzAzfC0CILBP/30Z39n5rpdqzx2MOEtt/ZxlUI6kiRShGEmT7JAU+aWlWXrgtFHGXwUydkdXGDA5MEkgBC6YG2hU4An+L6dpBonCeeW4OvfcjgyV+W+R6ucXqly5EwdfB9Vc6g4irpjqDvaugiuwXfs4HjfJQVxdsj0UCnASTV3Cm43wXcte9sbK+TYAuw/XsOVo/ZgLlEo6sGLpEfqpGiZ9jm6XLZ9wCXr+jx/NKYfuzQiQeCAl84EVCWASykQUo4wOYxliTMZlKR/I1FEiUvgejSrId//hoDbr+xweqXDNx/zOHrK52tP1jizVCEZuGjpEHkKIaVdKdJ9k+yqKgrJwlpdPmKUlGTJuJtiv2fSzGg6Xs9kPbaxpfI4QTgJJBG3XbbECycdjj92qPX+9/V/ynOjj44tGn8xwO998KtoHb8vio/Xr7x8wO99qcmBYz53XDfksp0xG1sRu3YEOEYShcoO2UmXQ4PEpJKlCCBLQM9Ow4XC6JwRzEhAaaWI1deunxAlhqOnBM8dVXz90RrPH/N48ViVTuAThD64Hqrp2g59BTVHUy35wL6T1WlkZbO2LtxPZYnnKTxPpjeAKbS3m6RD963Or3gRRofML0sC4+M4Ek8anJLNNkbgOcgTM9rvGMYuAofZqRCphvQil74jrNMRFQVjjtIjGUgpyka7LFhSy4LJSz2UbqLy8RP9wGPDZMi29RHXXRQwCAf8w2Ntnj/u8fV9FZ47VuHoyQpRrMBXGKnQQjKSDcognhVolS6qSf/frAm0Ml84e067+pOscVxDlOCQsGtHwObJiL07Q+64bsiVOyN+9wuTLKwe5tsPfQpHvfyG3RcE+De+cS9nF1bVp+95QrxwpE47qHNy3vDC0ZCvPRow4cZs2xxyxZ6AN1wfcNe1EcbYLFmtYU+yMQJh7GheO1mq0OgjRQ0jAM+CSZsRFdIgpCYKDf2hBf7xOckf3+PTjxRPv1jh8CmfxZ5HkHjgeKBcVFPhSUFVQU0ZKgo7zkylhUfKsrbnCpv0KIPblXipLPE98D1S18SmzF3Hjnq2GdGIaiXk/ErC1x9u0O76TE4InNSLlyUcrFkhs7R1rsUlQaCYmVa88eYhX3t8wMl2nYErrUxxbBO3G2Wedeqxy8TahZRnncj8b2jjlP6GBbqXKBJHEbuKKHGIIje1UiPqXsTtV8TcdGnAO+8Y8tIpyTP7XQah4uNfr3HsnAtC0h84JKFK050S4xQANyOtQdkKXQ47M/rWiBhEtgmBMVRrMa6XIIzmdbcGvOH6IZfvCdm+KaHpCqYbiiiq8FPvNPQGbXAOiEDeph64/xvxa++4+38M4ELAptnWb62vcdVJp8pCWyErhiQOWRh4LHQTji3HPPx8zCe/ETM7GWO05trdAe99fUAS21rf2ZbmmisCalUDWqwJRC7E4FIa2n3BM0+5LHVs1d6j+12+8O0Kw0gxjBRnz3lo4RAZFy1ccByE7+BIiacEVWmoKIOvwFcGXxlbA+6knq9TMLeX9WXm4FZpj6bI2dtzNZ6XFWglOXt7XoRSId96SvHZRxooz7F224j+fnkGz7xwq8MlUaIYDl3efsuAzz/U4ePfnKAXV6inOtzNdHiUJWVM3i0kRHYnZedZlrR+CeDaMnnsWCZ3HUXsODhxYoGuEpSyg/QnKzG37Im5eU+EEQHvvqvPMLLW3Z9/2+ex/R5VX7DYcXjmeZdOXyLGPVEudNFtEqjua665OmSmldjGl0TzntcPuebiGGNgtmWYahkUCmM8kkTR67sEoY+nGpzttJhbql+1/ZLJ3wJ+7H+IwaNwFcedaD7z2Of3XLvbKGkMC08lLIQOKA+kApOgdUKgE+Y7mvm2BpPw0inNF+6z2skkhonJhBuvCmlUdFrv+wopynSJk1Kw2lM8/pxHp231fqAlgXEsMwnHzpuQDkI6SClxpaCirJfrS40nwVMpmFUxo8+CXBQND45tBMgaj8vgtgyfltW6GYMnpSPGdyKMCTm96BEGFfwJiZemvVValTeSxcwTX5RiFXJmTbQijFwmG4qtMyGeGDKIfQaxoOrY8QpZDUmW0FKyXN4q879l/0YaE2ldZE+1TnslC2kUx0maFFNpiUNMFCeoyI6ZcFSCVDFbZnS6Ymgu3TYkNAOko2m3BY8/57Lat7JppATxZUCutQX4TVfFTEwaTGzPSTX197Wx5kUSCiKtcjMjMXYsX2cg2PeCw4n5SMWV7p4f+AfvaC4sdzuzU6NTatcyeHKWRC/88nTl6btuvuw4N1+xyr5TkxxenEE5EoFE46aBQLG0YDSxSWibBNCgDJ1VzdlvlXXWywF8tPjYCInOtlwgfRaqCHKkRAk7c8+XNuXsSZNuQWLS+ScF42Xgdh3bUW+33iMHt23rslui+J7Ac8hLTC2Dpyzu2D2BXCfGdSN8P+LUouYPv1YHx8OVoggwc3ki1jB42Q/OhoRasFnbNYxcvu+NAz53/4AX5xv0EpdabDeltVWApujESffkyf9WtgRn8Y8hdbcosbggSYEeJxLHUbhJQqRsxtQWdOl0A97UglVJ7l7JNB5yhEGYhJma4a23aRA6j53Iny+kz9LvaYHWDjqS+c0YJtb10bowLLSRhUOHbd44t7zKh77qkUSGM+Gxu666bu6Xoyj58b+Qwe9/8AsIIbyl+aO4cpFnjisOzPm4rqGmLDdo7PiA2Chio9KgJouAdbH+oknM/x2AZ8+l5VbKvAXNEeAKm1b2hJUCjqT0nDXVlgqJHEpzUMj3+Mm66guAy1y2+J7JW9o8T5cG58S4KXt7ToSUISfOCRY6FYTj4EtG5Iksfaz0U464COWxDEUgqAhjl+lmwPYNAw6cCxgkDsME/ETgJnYCmKNAxeTOUpFCV6Nkkd5QdtJu1lEjStJI4ySaREmUk21fnjF5NiSoDGyNEtlkLJ0n3co5CkQaBQjDhSBeZLbTuCzPocgRYGdfl3Ms9nfFXLIl5O23LfHk4YCK8xL33v95r5g9/woA/1e/s4IUgsMnPbrDjRjjo4THrKftEEgsmLURxAZ7aEFsLOgTZFHITrGjwoXKXkci7nQpzxjP+q3p5lDCZtUckYJWFhNpHVl6ThsMnLwUlLzB1lPCgn0E3NI+exnQs+CTfHtCL22SyCSK61h96nkRMRFfeqjK/EIVd0LhZdJEmlEHZfwilzR4MYKhSPoMAzvB9i239njo2SGduELfcajGmjBNpytZFEQVWUZN0TmUBZrFuDRrHaYzVQwkyv5NRwtiJXASmW78ZcseMqCPJtRMPvZNCl1UjuZgt7dwudjuQqtXUVSXbU6QyalRqznLsWQgFxjC2FZ1/vR3D0nMIonpExk7auFfvBLAP/Txe5hoVG772Ke+/Zqa8PErnl3206xc9pZNOoItSbt0rCkvSs82E6UpdObL5VLLABhPJDiknTlpkkelDcyZxlUZ2EvDO3Ogp8DO56AobD/ihQCeBZyZ7nYyWWJSvT1aS+65EZ4bcq6tefJwFRwPJ5UnTqlAKcv2iTGEWzYyBZNnYxeyrGOiiCKXay8OmG4NaK/U6MeKmgI3tp9FJcYeURngac4g/0NyrFpTpH2TlhW10iRa4GpBoiSJ0iRKEKcgj2VRvFYGd1bcJoVGSDOSZR6ZlFWW4qJccCJGWTyvMpWlSVoZuGVeeZn9nBCG/gCUqqerl6DSmHzNxIY33Hb+5NsfXLft7RcGeEVFkPDWrZPJNf3WECkdO41IFzOk8z5KYzd0ype8LPNkinakDNjjlWPjAM+d1BFgmDRQo1TCWWhPmdegF8VBSoGTddBLK0tU3r1SADtrvrXsnWpuh1xvZ5agZewC3G6qvx0nQhDxxW/7PPR8A+k7eFLY+dt5BWHxeYpM33g2U6y5oEkaUA2GLjdfPuBtt3f53S82CBOfXiKpJHavHEcW1Yq5TJEyZfHyn3o5JgftyGLoktKWxTNwK4EjZTogqAB3DvKRkom0+SIHepHhJKsqHX+MVJUWN6AeYe1iNmK2yuXnqtT2F0YxjVb9mi2V+K06EQ9ekMFXl89Qq9Xf+PCD3/re2VqbwXqPYYidNhSnO+bmgzBLs+ZSsI/0WWYSpVxUc6HySFFcgpHlXGRbm4wvw+n38lFsxeQqpzS5SimRMnnK4mk3jKtGwW3HKYwxd9qz6aXtba6TNRzEpSMiJOJPv9kkMT4qz16WA8yirzFzNkY0OGPte1raUWhJFmw6CFze+7o+f/SlgFUdMUgqDBKBG5OzuJQGGWdjqHVqF46vl5LCmhQlkNtBTFobYiVwlbaDmbSVK7FMa1+kTFlc5vakyLPKphgeJIqiOEpAv9BjtHSjYPI1kk2nCcRsuGeWlY0FUWL39uwOKqwc7XHxYPC9d9xx133Hjp/+2s4dm0cBvtgO6IXy4nPL3V3GDFk35dPpxwzz/SftTrbZJkXZXugW4MXgl7yTOncFxQUZvKj/LcovM4BLMcrm5brkEXCLoqdQyWJPGpXKEqXGht2kwHaUKJyU3A60Hfe2MdmkzF0EmE6JvX035MnDkkNnKhjloqTEkxqnfFOmNmHuEI4XaaRHtiKOsFLqqESxy65NEZdd1OORl6pEymMQCyoS3MTgxCItgkq7cOJUhyMRaEb/pCixuChJI/vspKBS2qRSJZ3bnm6rrpQcYW/L3LKoy5fj7P0KOjx7T8aCvJiiMMrQ2W4dcZYnSEFtNx4ThKFkEEraPcHi8iq79y7tqni9i00y+NoaBl9aWqVSGbKwHBDFgmpFoY3BUYLA0ThRtp2cjd6jxF7IfPKrBJXPNClXj5nijr0gwO0X4yxe1pUyB3NZsgjbPZ9+P+t0yZg82/fSyZfdAuDl4T+2254c2Hm2MmfuJN0uPA0unQhDxJ99s8bSUhXhO3jSujtqXH+PB5gjPjilc1XUcefetLa7JMxMSd5zd5cnDzcJkgp95VFNrBYfKWeNS6Ws6NQTz1Lg6To5psfzeY+lSVSOJpUGdkVK0uZtpbPmkoLF7YpR1OTnJc2CtQCHwjYsy/GSfDJlcOtir6UoTkc0R4IgloSh3bh2GNqjPwTfU7gyptNeJQiGayXK4vE/RylBkz7rJl3CWIBwbOtXmBQ2Uf7m7bIYJyn4Mu0tC3dgpOt67A7OL3y5Im0E3GkWuAQWNTLUp5g5mANcZvIkkysS5YwC3HPSAUButnVgmuF0DG6eitfp62TkcJTt3HnxBHzyngaB9FBSpdnL0Zks4xnMlysnzZ2U0tKsUwaPEwc/cXjPG4Z87Ct9nj1aJVIufSnxEp26RwKZlInApO1lZVtWp39rdN+iMpMX4LaTfR2dxTsamWQjJoruKTuZVuZBZtEjakauZ+GovHxzhGYtwLPpX9mM8TC2ciQIBcNQpuCGYWAbswdDwZ9//TBfvH+e8l6oDsDBQ6dpbd1UO7nv13b2Oos0a5JBmGlYZdujiNOWK12qLRBWa5UG+pRHBVywkaHM3Izq7nGJUgzyESPgUWJ0zIEqjT8oT21ynGyT11R7qzFwZ+l7N2tM1nZmSN4iliY+nDg9IpQbcui0Qzf0QDmpPDFj5bFrP9eIi1LSwznYyql0XU78ONRdwZ7NQ549FJJon4H2qCS2ZttJNbgSdpCltVmzCntNFmQWTF6u+rT1ME462SCbGKvSYZk2nrGMnWiTn+9s7HKcTTIY6cUt9cyWwS1eTosXCancGixld7OtIaPIbvo7DCWDwLL2INCEod1mfDDUrA4jLtkzvfOD//of137tF3+w71W3WIDPnTnH+cXVNxw/vfWnTx8/RatpyzIj12pYJSXgoE08Mu5Ypza+ELZTeiSwfCVwl0Ces/gIuMWoDi+1fmVgt+WipeecuQWyJEvKuxi7itQLt+C2AC6GAmUM7jpj7J31dXohy13Nb3y6wdKggvBdK0+kGQl6i8E5f0FVRnaudDpQtOympKn7OHZo1hx+4ju7fOPJJkuBRygdBlLi5T2U5ZvLusVFLb3Oy2gNOgW3thWfI86K/V3aGJS2wbk2diqZk4E6LyAbH9VRNEHIkkQpxk2MWYYXPA8pi+sywEWuwe1+nYIglSTdQcJwmNj9OhNrgGxoRbzl1tmf7q3sf7DXH34uZ/CzcwdRjsvq8hyeE9Go2m2n40QwDGyTq9aCMBQE2XBLaVAajAS01cPjA11e7lFIE/tc+MVihLlHAF6aFjsCcDU6ZFOVQO1IiZNKEicHeKa5dR5Uuo4ugTuxnfhqlL1dFeF5IZ/4pssLR6ogXaSU+LJkZ4pRDZ5R+MtWE5bYvBhLXIA81rblLI5drtjV5x23d/jYVypox2cgPXwpiqSPFGNMOsrkoszkY+5FLlWUjaMcabW50jZg1+mqmUiBTIf5q3Fgl52UkgbPAV5atS90LoqVbfQ85OP+UvkUxjAYarr9mN4gIQgtuO2KEfPSoVNIqQgCuzGEA3DzVQlKOawshpw/00NIH4PdDnsYKDzXIU4cun17MvLAQRYLoDEgRlrVshelWzdllyx/myWPMjCMAztj8lGJUga4SOewlMAtZQHwPNGTAdzYOdmpFHFVCeBqLXM7yrK369ipVSttzZ9/q8Fi24eKOyZPXl6iIMYqKS90QTOZUu7ESSVKFDtMNhV/764+n39oyFLPJ1QOg0Sm9qQoWsqywDw/7YUON6bo+tE5mxezIJVJdbgSOKaYJ6nyldKyu5TGgj3dREymDcpCZEOOyjeYGAN4uuqX2S7PepcSUhQxQvZjQljl0BskrLRjOn07HClON/rtDTTelGDgOgyGVpI5jz11FOrTO+595Ns/tTB3iDdfv0jVqxFEKp+AapCEUZUXj7kMQ21LG7N6mhJAR7qlTZmmszcpRr4lRsAgRhMjmUzJTu7I67I8EUWHS8raqgxsVexF72TMXQb2BeSJ45STOjGOspnLY8cFL52ooPER0ronjihKB0YdlNFul4y+yrUoo8tzmo4ub/qUesBx4oBx2Ls9ZNfGIUsHqpjEsyyepJ5/ycXJrTrKhV6p4M7KaCFtLBCl4BOMLAbcZ7GNlqDTVUKPyMX00NmNZZ/Jx7+Z/LMXTH7h+SrFBljlm7/AieMYqgKYSDhwMua5k9YIjbUtFRnGIJ2Qt8zu5x2v3fFTF+26++mf+t6Xjjvb13eZmRIbppvDN/76PefYsq7Le+5Ypdt3U3bRfGlflftemOHU2Qatqk6Xg4J9s+IwY4qConE5UrwuTYQdAzmUtHemZcvypCRTcnCnwM4Y3Ml98PKRbmmtyuAuQO6o0pAgVbC3Sr92nAilIr70SINDi1XwCnlSdk9Gb9i14yIutDSPbxEy6qaUymhDh4tmQt5yc5/HXqyBdokTq8XdJB3ymYxKpZxJ85KnzDaUaWFcEdTlr2X6WqariswOe+6TdMWwwB4Fu8i8fz3egW9yEitL0wzWa84L5DJKYPI5kxUPNs9GON4yPWK+uq9BaBQGQ9hPeM/rlrj90lUWlt/wxv6RYEMSJ8edZh1AcfuVAW+/pcsHP97gD75Guo+8RAvF/pNNVFxjc0PbDhinGJouysuvXHs9y7prPKAsD3cstHdJh8tCoogx1r4Qg6syuNP5hMW2HawBtpvPLUxKwaVOQR5beaIiqrWQRw4qPvetOoOhBzXHbkcuRqXJeIBJ6bPxMhdyRH+PWYZlXzyKHSYaDu+8c8hXHurz6EEPU3cZJD6esJWUtjitxJ6iYE3GQF6Glg0+U0dHWTbP8xopwJM8iM5Y3JSIx+TXZ7zJY42jNLKwF/LlZTGTSh2lrNtVq0TccXXCbVe3ef93LENan46GretC/vCrFbZdoviO22GlC85LJ0Oq1SFHjmmePDbB/jPreeGUSk+QxJGCCU/QqtqLqXWhlXLWKr+pMQlSPIuRD1d8+HGQixIjlDR4Puym+NoGmGlyR2ZLagbyrGzW2IGgqnzo0kjlYnahZWt7KGUDTM8LicKErzxc48WTNXBdhFQpqLIAs9gKRMixi1o6F6JAVElrmpJ7MOqF6zxNbbV4GDpcui3mTbf2eOZ4lSD2SKTLQCu8hOK9iAIYwBiD22cz9l5Q2c2m0em5zSSLUSBT2SJTwBfXojTLUJdvrEJWXgjchUcuLrDKFxajobw62DKCYVChVTfcdGmA60T5zyba54qLYrbt6rJhukOj0sX5t796D56rOL/U5uiJDeyccCk333jSUHE1ldQ7VrKslYvXI8AdW4rWAnstqLPXWQ1H/izWAnvEA88APQLwYnJqLlGcbE64Tp0UnQJal4CdsncaXDoqwvdCnj8h+NpDNfoDD+ouUmSVg+WygQtkMcdXuFLYl82FZWy6bs7g5YbktAArjFwajZA33RLw+fuHPHPUB8djqCVepsVtr27ubggBIsEG+ELYeoqykFSF3nWUzV8YVbB5tqrkybUS0KUEpUU+jMkCenSXCKFHY4FyIVa+O8cIPszYebN5FinTUW6xpDfwbG/p0LctexTn7ZZLI7zq43TnDmNMjLOp1kZJQXMqYgJFb5gwjLLt4uzFcqTVsF4GoBRsKr1D5QVASwm8ZQYrB5WFczJ202R6e0SDF9Ik270tA7eUxfBIJ/06Y26VzwfPRgZnIE8nz6pCgzvKZisdZZM6rhsRm4QvPljlgeerUHFA2oZmL0uTl0HN2FH+4kISpVQXntt2aUN54ajIEaAHQ5c7rujzltv6vHCiQhy7GKEYCAc3Kd6PSLLzalj7NkaZvFxWoVRpZonRKZMLpBa5Ds+Anu3cYZm70OViJNgtgztL54/NHS+BG0Qpg21ymzXb9juMFJB2IoUu2Uz6REuGgUO7qxhEFYxIEIDzHTfa2dPLbcNT+xVz85p+YPdNSXQaLJWKmUaHpheB3xrGEqmFeIHvlz/kyM2R60cxwuRlYI+m6UuHMiUmH5MkObhLursE6sw5sY6JfVYqwnMjnj4u+eQ3G4AH0kUIhSuyJguTF1eNO0CZLMvEmRgBFkUZQ1mH5xsDSCsVEoFW6eiHfJ94B2Mc3vu6AV9/eMjjR+wkgUgr+olIC75SgCQpa2eKe6SFbJTJ1yTn8pvPWMkipQV1amfm19+Uyiqy17p0bfMalTQAHSG5grEtXlLSMwYjbGCrSu/ZpPU0WX1KVqZr/XFJf+hw9Izk2DnDMEpQwuDUqufxPOgNBNq4KOVQ8+0yl3UAZSDP9K4sBRxrQbpWdkD5oq8F9WiAWWLuEWlSKrgaA3mxHUfG4sXuDk6+XccYa5eenUx/q0x/x7huTJTE3PdolecOV8F1QTqlxoa1VY9rlucR1hzlT1N6kTdAlDOLYzXPWqXZzcQhCF0u3zXkjhstiw8Sy+KB8BhqbAVgFvglJS86GbvJMp/CGIwaq49JiUKm/rgxGpUFosKuNhmL5wCXo+dDl8A+yuAXMBqyn091ucmALouGGVtaIJEa4jjdUQR7rqLYpvSVignNkH6c1iP9+f0tpBQMg5h+L8Jzsl3RbGaySMqsBdsoe48BNgsgxqVL2SYUhc4utv8rAX3EnSDfeycDetbkkDN4DvYyyHUhS0pD8bPxyo5KUE4J4KlE8ZyIQ2cFv/+VBkHkQs1N5Ql5a5oayRyWnJORpeplJMp4rXxJpmSDTF9eizvUfcn739Tniw/UOXja3nyJVvQTZasMkzTbmIJbJIJsRwgxBvKRTQfSgDKTTirV6MrYHTryFdWkR5bgMSKVKqOFcuXMNONafI0mLzCgKb0Pka4cQlg/PinOuQV4tpkArJ8UbNlQRSrHSq7f/M3fWN+o1f/j0vnze+tVZX1tY+/6IjsoSkVMo8/FGN/Mj840cvZv5efS6N/0tRp7lkqOWH75c9bMkEkQh7FAkpShS4Fl7nvrXK6M1pqUdn9IGxmyI5EhH/tCjT/6Wgt8H1TFrm7KUFV2r5usMtHNmpzT1rgik7o2w1qU9Y5LLEpD/LPPnk7TVeV2MftaGM3WDSGnFyVPPOcRCwVCYYRCCFtKuyaYLyVZxleVC32dJa3LJc/5cPsRSTO2mQHkm/WWe85zSVaKP+yu1eOta6WYpOzTIxipn8/rVbLgU7LclvT6kp27XrPh0svvvNfx9bHWRRsW3zx5wxKnFz0eec7N79z8jss0dXqmRrN1Y8VF4/Jk5CSLNWw/Lm/WsPZY1kyt2UUt09+pJi69dlS204MpbWdicrbOrECrvbMjwnVCXjoj+ZNv1EA6IC1755375YaL8nuEMUAxwuw55Yzp7xwQpQua7SnqlDKb2qTpe5Vq8cThu+/u89n7auyfszNrtJAE2sVJ5Ul+bZIUiknJQcklSsbgpiSXQGE3EVNYO1MZMMLk71EKkMakmczUH8+qM4T9mTKDC0o2aunc6JGvC9mr87KDdHUoSaAyLjNdr1TCc8cjjp6O6auVN88tHW85Tx1dYWFplf0vdYiDOktLglbdNgvk4L1AsFh2PMqAHmGKMqDHPsAowEt6tuQnj4An3z2tvJNaJk2KbJdTBrijC5mSam6VWoOqJFGKueIW5ImK+cKDdfYfKrS3FNJ632kHzXhXe1lXyhGQZ4HmiDopvR5rQB73xLN2Ni3QiSSRWQrfSpVLLw54+209jvyJT5hIELZuaIBAUbLvEEgMUY6KLLgrB3GpZKHw52UuUexNmAeWKZAzCaGllSlaX0iiCAtiYf9cEXSWCIDi68ygKPCVJpN0cU5H65dsQm/TbMRt13a4/JJVLtt9llZL4xyfq3L6bI1HnmyyvuUx0yStnbZSgjHgZtKy6DksA7psC5XrIMZ9UDESkIx/2LxxN82Y5UDPvh7R3wW48wBTlpI72XYm6SAbJ9sBIvteOldcKTup1nUjjp5V/NfPNBlKN2Xw0eBydO7J6IZYRVTNKz7yWos8TW5Kr1+uRzGd7KQViXaIExc/ifnxd/X49H01jpxxQEUY7RBKl4EWqCS74UzqUmS3lyj0txp1d1Tmz6fsTRoAK5mx9xibjzC3dV2kMegRp2ytEaHL2Bpjcp2BXjNChmv88hSLYBgEDhdvqNHYkbBucwW/5uNcutVlpuISLfs4rjPijmTXaASk6Z01bveRgT5n+zHWzmSOLFyZMuuP1DPkFqQpuSfFMMtcmuQ7qo0CPHdNZCmgTA+lxlyTEe87pBNqfvfzTU6f90E5qTUo8wFD40VVI9JkjMlH/N6XAzqjerPYHbikN002uKfkiSeKRCqS2GHzbMCPvKPLB3/fox3ZgMBoSYCytmEicpCXg01EIVdyXZ1paGNQFDegSmWLTCtIs9fKZLaeZWlZBnt6jfUYgY2aESV1cIHzOHIT5LJ3bTwRpi1syx2HOHLZ1p+gOVHH2bnFMFER9JY9wsQlTHsv84rBkZ66spc9VtT/Cm5JVhZbTtuOR9hlaZIXDI0BfWST15y5WcvgJXCr9GvlFKztZLskpKytMu3tR3z8iz4f+rMmgXatPBEqlydZU3G59mTU4ixfvDKsLwzx8Q2ZRjt9slJamW6Brdem8LXdCrzixPzYu3u8dMLjo19wQYaAIhGSoU7dlCS7ZiYHdiGezOibKo25tiyeyZSSnZlu8GtG2LuwGEWqz7OSAVMiwgwHOS7EOGmuBXSeUxkhXfvQBuIE2xwfGTq9mNBJmJpKcBxpaNYSLts5INYJZxc9zi9LhqFJGxjEyC8cT9iUmTx/s+NvUo692XHdPaLZTClDOsra4+C2vrwpMXhJc6ti3x4L7CTX3WqMva3vHbG8Ap/+Ro2VIAO3BbgrwUsna5XT8uMrj4BixksZ1qWLUQbyOMh1Sa5kBVhGF6W0ebCZanGlFVpbzT3hJbzr9X0++2CNpa4CGYFWRDgEQuR1KiPvM3+ToyA3qQ5XuYSyJRrkNdsZuNPXUqDTc2L7Aux5MVLkFqAWpcyksauJFuUYzYxiqQxwGGPv4vs2iwlBmLC4GnNu2TZDrNsCzQmJM4gjhsmAIctI5aNNC22qVm6Uis0p/fKyXLlgrckrLTvjDF4CdsHkpdelgLJomzJjLF5ob1UCt0pn66lS1lKtOVL2rsV88VsVHn2uii5pbyVlqbDKjMmTUtdKGTBi9Hzl52/No6SDSwmffFjSy1UZGokq+eJx4uLomJuuCHnbDX3+8EseqBCExAjBUDvWus1vwDTDOVLJl74XCtECYiSjaYy9Drlfb+xqZoy9jkakTG6K54zgsrLq4m+XsWFy8qT8M2MA52XI1b4vgVCaWA3RfojyQxw/wnnhmGDunOJb+yo0fZcNDcNkI8H3FEpdAMgjbM6aNzHyvTHQl+VK0eI0KkuKINOkDQ5Q7INpf6YsSUZdlFFwj2vvfIvBTJ5Ie/huxJGTkt//YoNzXc/WA0s76F0JW3CWdctcuKBqra68EHuPP0YSPYxLlLFO87QZwpQSPyotpVXSbn+yvp7wA2/r8eBzPkfmJYgIUGgkQ2En8hbJmLS7irUghxSkKTur0k9Zu9BKFAl5MCpSuaJJC6PKEsVYqUPufhR16qOS1uTna0Rjp5I4d35KgM+Sj7Wq5NoNiu+YjkGEzKxPqNUMznDgEvZ9GFRBuGgtC5CpUc+xrHvWmAUvcyOUGZwUIDBqrxWVaIVEGWXv0qiC7Gs1zuJrwb2GuTNwywRHWmnieRFBovlvn2jywJNV29smHau9pUy7dkqBbakHcU2AOb6Uls/XGNbXZjCLKsNif/cSuEfGmukSyBVJoomlg4od7rgu5Eff2+Hn/5tHEEubgdKSWLgMhChJkxTM4uVBrnJIW/2dv19pHRllMnvQxiDGmFyHC5E2SeTSxVK6GcFDGTMmd+myOyxXCyNfl5nc+vxOuqJI4eAzgZIVmm6FqufgGKOpeoaLNymmWm4+SjirynslBh8hKTH6uvymxuWJGAd2Cpg1AWYW0OWDZkoAl9YClHlweWFwq3Qyqsr0dskSVDLG9WK++bjLZx+oEYQuVB2rvaXK2TvfRq/crjXC4qOJrTKg12YPC4SX0y0mt+NGi69sC1m5CUKgEomWsjScsthJrVqLedcdA+55YMDXH1egIsscWhIJ64/ntqEZ7/YZA3n6HlV6LQ0Fmxts4CgNIAvL0EqRtIQhZXUjiqpGI8rBbpk4xRiIM0iZsa9T0OdKoZh5HsWCpbZP1RVMzEjqTYNz0SaHTt0OmKlUVHpyM104SkHjc+YudOFejtFHdbgZ0+AFoPPATWVMrkv+d5FgUTmgi+BSyTSJI8vSJEGm7G1/Lk5Z3E6JXe0ZvvhglYNnK1aaCFsSK/LEDsUEqXKNdX6Tlp+L9PgrCO9RnGfn2YwFcHl6umgtS4xAmoLBMxaXQiETjZQOUeCwZ0PE227v8eh+j3Yo7UnG6vEQZaf0kl7PjMHNWpAbUViFtpAv9cdLTJ7tx5MB2waT6W0jzIjDcuGA8sI4ejl8kb/vtWSR9zGYhOasYHXo4OzdMWTQG7C+2iFOKnT6Lp2ewzCy47uy//gvulQXZPURgI9NryoVKWVllSoFSZm1haDkmpSec4lSsHTO4uVd2aQeTc1nzO3EaBL+4EtVPvSZJkY41vdOnRPL3laejJQMiCJ+GE3w2Itng7ixrvE1qC7VaTBenyFGgJ4PU9LpPqTapOBOQZ4otNS5XIkSF6k0P/bOPofPuHzosw5RnNYYaIlGEAhJtnVs0RhMml0pgXxMvhjImTyXWCnwy9t+I9PCrCywFKWSgYy5TRpUZgT9MoOBLgxwyosMOjEEsaHbN7SHhk4/pjoTsxzEOC+eaLO8ssIL+xfZubHC7s1NomiCRKd6+S9Ad8kqLzmr5WDhQvKkzITFsPhckpTG8mayRI65JzKVJXINuMtBZSpNytnKNLB0vYjD5ySfva9Or+dCVaXs7SDKzoks3lPO2qxNz5eBnn3jL0rykIP6QkcK9LTRYGReSM7m6aElUlotLoWdadioJ7zzzj5f+XaVw2fTaB3L5rEWDBFF0JkCN5NU+QWV2TU1JalCnsZHphIly2rK1DpMm46zmhRrE5o1kq4cNJZJchRTrwByCoCHoWF5oNm1o8PsVI+LL1lhesrDefHYLCfmDF/8xjS7NineeEOFdZMSKBqLeZkLNT4mwozR/agezyL3CwO7zIwqnVQ6MkkpGy4/ztJ5yr0UaKaBpMo3UCq+J2WCciKCSHPPvjrfeKoKvkoDSwekHGHvzD8uuyh5fQSjzsmFLsD/nYcZP0qVdCOBpsnYXI8mfoRCantEgeL114S8/qYBp77sEmgJIp3igyAWDgNNCdRlOI0HmiJN31vGdlLwo60OT7GeYiKt4S7FWRmoTU4GRZODGJPBObBL8wXNBVCeYyv9Pb4nuX4PvPkWyZZph8ZsBb9awbnjhl2rR6fNV/xg+u+HsaY3cGhU7d6QSplSSt2MnYbx0sa1b+ZCdmKuv0c0d0mD58GlGWFtKbL3UwxkV3kQaUYYW8nC/7ZAj9PAMp0v6MU88LjHL/3eBIlxwHHTikEHIaTdBygrqspcndJosjyZc4HqthHZUvrsFwR0OZNZijgzj3k08ZPKFJk6KyLd7qMMcmG9cakd4tjuL/QzP9jh4JzD/Y9JtFewuNFWj0vSWSYGxIhEuUDgKYpmZYm9+U0mWaQtxhIZw2dafCQ+IbcNy0bEhe70UVyZEVa35zXr+LK/v+pLap7Lcy9VeQ7JVdfs+MpFF128qm6+blsvDpaPTE3IH52sJzTrIp/65KTDcspbg+RNB9kQ9LQ2Ia9fGSlEYk1GcsRiKxVNjUiQkdroQnNnzskFwS11ntjJWDwvrMpa0VSE40TMLQt+6fcnePCput2UR3o5wB0pqErSDaVKOym87JE2ZijSmvbSOIv8WRa18+PdSaVnuzX3mHtU1v9pvJjlBUQ5l5BNeM2JwyCMYWY6xncMjz7rsToYCxqwmpw8diDX5pSYvSC2gutHarbGfr68IoF1UUaqAfL/E2ukmZ3aQKlkuDh0+TDFSpcliAaBYXk1YRC5nDi18AOPP/nCQWf39g4GiWJIFAbML9cIIjkybiE70dn7Kt5MukuBzHYrGB/dVmayUm+eLOvw8hDH0lDHLHM4or11CvaSTBkDtypXCI7pbqViEi/h9z8/wee+VcdUCt2dae9sFzf1CjMHC1CNVlSuzdGPracXfIiMn0abA0rsXViHpfMuSxs1lT1yLUmERCaKRDjIQcK77hrw4lGXX/6IQyjiku60/Z6BtiPzR9/6BZhcQJzJlZSxcxMoRX3Wd5kxt+3GSRldlthbgBjTHhl2sunExWDQsVWuhCNHZg6UoduH0yuaatWlURMkicH55IOR/ekkpuVpts4IGlVwXbudRwbwXDeVPNrMf9Ta3tFZihkxtrhlzklpqRqxBdO543lgKbhAUKlL8mRMlkg9AnRZArqj4lLNScLXH/f5vS/XGSbpFHxZJHaUKNWcjAS9Y5nWMQdlTaKnjPMRXK9luIIQ0mBuTLaUAZ1rcVkkgLQs1akIg0zssKZEaITWSO3gu5offGuPh5/x+PpT1i7MpApAgsMwV+NlV2EM5Cmos5tSZT8mScv+UutQp/IkqzxMf8To9PyZQqOPnI+UPUf2EUp3DrHD+oufzVa0JK1Xl0Iw2VDs3hWxZeMqVV+htcGZP+OBsMX0g6rLdF0yUdf4boLvphV5Mtsezl6I8nByqW0lV2Yx5Tthla6pBEbrpstBpSmVw14Y4Pk2dsqgxLhEGTsy1yTdnVfKBCljlBPRD+AXPzzB0dM+JgO3sOAWQqTszRh7j2ddXwHYIruUL4fwMUsqr0EpMTdjzyUvfC1jZ3o8rTgUpkgASWV3NdYOMtRctCniX/9Qm4f/hU93mL7xNOC0zooiIJMoLw9ylYEZYcsIyywuSq+l7fQhPX/l7h6TreblwawpwssD+bPdQ+KSRMnOlRBFwzmu3SKyUpFsnqqxdUrgeSnAX3vtJoRUhEGXJFxkdtLQqCbUqzG+mwVrJr+ztRF2KHkiETEQFYMbESKvRCtIq2A9GJMkuQQZlyip5hYlgKvRXb4y1s524pWZTMn97zi1B21gGSfwm59q8NSBivW80x5GpN1BOWNvm9gpl8Wav5ixSzJl1AYTaxXLhXyvkp60HeSZNk27xssTsEqZznGwG2mbIoSQCC2RIm1xEw5Sa67dG/ET39XmVz/RIkwyFhdp4QjERjHUmY+/tpw2H1aUy9VS4ClGmTy79nlmV+S3fuljm5FJFmUplhgL7ijJ9oayQzbzoa8lgMepbl9ajdl/VBKZjbRaTeI4xnnPu9+I59c5N/cch5//Ao2asntBenZvmrzJNU3FJloQx4ogcqxcSWWKGLmSJj81ZdYeD4jKdd7l7xXg1hRJnXR/xpzNLbid8nbTY4fMJEol4d59FT76qQbtgWsnGImsoMoZYe+RDiIxKk9Gve/RGYTZsTZEG3uIgq1H8J5n4UTOZEXBVRrfyALMUpZqxaXJ99URQmOk3fo6EekIPq2RsaJZ0fzwu/s88YLPPY8oqMXpymsPgyCS0uLSpHrZmDXuihFlX7yQL+UNJdLBtTbpY4rp5EV4W3wjD1jHYpAkndIVRIIghiCx+6/m95NMd76OYBBCd6iZmw+46dYruOXGK1lt93AmmwmOazDTPfTWM/huzXqWpI6FKnazxUCSSILIRQ79dB5FNq20eIP5DbwG3KNsndWglJm7LEsysI+DuyxP7P7pSb6vuszliQ0wpRNz4LjDf/1kg8OLrrWCRCFNEBJHlGtOWFMWm8UPuUyhxOAlxhali7jmG2PKJH8usXfpGq9J+uiRoCutLBQiTaxY29DeBDJN0kmkLOpUEuEgI8OuqZgff0+X4+ccDp0WGCeDm/1wxriEesw/sTMbincpBehiqxJ0GihnsZccI/FMn8gC2Dr9NcaMnSdy0kcby969SNAOBP3YjkvOfHcpMqfLrgRSGuI4YmlgiI0iSCTO6SVBsy55/KDgk5+NectNq7z+NQmek+7SJTRSJLkGT7QkDH18t0EUK7oDlyTJ2viLd1keep67J2IU3Gs2Ncp1eAFu+UrgTpn8gu6JjPH8iHNtwS9+eILPfrNmdbcaDSylsEkdL5Ml6fssNlh9haBSlrBbvjhj0nKUqi/wKIO8hHaTXmSZg9xmLsvuQhZoSlPsTiaEIRESkVgG19rYoDPRuFLzrrsGtIeCn/5VxfyqBD9K/1jK5NLJQS4z5GVFJXoU5EC+ywdpgJn9c8bqStp5tpkUyixJUwLz+LMy9ncEsWS+J1gKEqI4Bp2UTrICFArw3Zg33tjm9suWuPHSHlNNTcWNceYWKqwX9XMHTkx87ekjl74R9nPLNW2EkpxbknzzSY8wwmpVaacs1VzNVRcNEUmTwdAhiGQxBasUHaeGUZHRKrkx8hXAPf4630p6DNzljGVRJRgjU90dovnCQ3XufaxaqjXJMpapLZh26+QzF8eO8UROnr0sAbvQ4mINuEfLOcbspbFM8Ghd+KgOzybQZl00xdbWpcSPlEhtUmdFptJFkQgrXbQwJLFBOZo33Bjw9lv7/NFXFGGMXeuzoBPQ0iE0wu7akQ3QHC+vTUFepPCLwHNEsqTd+IJMahUMXgikQvJlFaMCgeMaNm/o8daLl2l4EVrb7cOFhCBW3P9ElfOLLjU/5K3Xr/LGGzYzs8X9WmuDe84EAufum3fzh5/45PGtM9Xf+N63zb5xY6vPyXOCP/pCjQNzNR56scEw9iwglEQgmaol3HFFxK17arQabmlGScnDLl/8EuuNBJgXYu4LgDvT3Dlrl8GtrNaWI+n5mFho/vy+Kr/80SZzi65Nx2eyJA0shSAPKssVg2vZ26z5HOP+92ghfnFDjN70xXpsRjE+gvnMOUnpYQ3QMybPAkyRgjmTKkJL66hkzC0y69ACPQwctk5H/PQPtWkPJZ97oE6USFtaa8g7fROtrH0ohZUZr8TkKZDFBUAuUntRy2y5si10+ekoEUnWgyClpFmX7NqecNNVIbdfETNR1wih8zk2UZLwyP42B05L/ugLDb5wv8/U5CXsDNzfCPbff/zO13+PLSsYhglhHOE7Dpdvq/Hlx1w+9uX1DEwTv6GYqEl8BVVlqLpQcxUriz5HTjls3yipp6l9x9G4ZLPlTOlimzWgLjKho+BWF2DuMrjVCHOPfp1Zgq4XM7co+ehn6hw84kO9YO1Mmoi0UN4ted35ZNYLSJORAaNl9hkLOkceF4wyL6xaMmBn2zSuKb6iPL+wCEJ1OnQnK6cVRtqRDem/CSnTtL91VmzgqYkCzd6LYn7wnV0ee87j+IIo7k6ZOSsCndqHIpckoiRLLgzy7EbIWtZ06W4W5c9WNttEltm2O/t5rqReddixyWVdY4ozC1VWOhG+G+G66ZbqbsRtVwy55coBx08YPnnPDO2uQhCgdQSkdTOvu2kvQtWJOx06i/DoSy1MtcWGiqLqGirK4CuD7xiqnqFRgcmGxHMMw9CkWw1as11LO8euzFfjrJf53HmnTrrn+Ui2MgtwxYXAXbYHyy6KvbOXu4L/8kdN7nuqmjYwlNnbKWxBmbF3uahqdOksdi4bBXU5cCw0uEGMJLv/4sfIfBRGq/culNnUxtZY6+w1xV73UppcrljWNlayYEjS+VRCGLTQls37hruuDfgn39fhP3ykxUqWyjeicFckJEYRZPMbSm6KeBmQi1TPizF3RaQyXGTN7OXMJDbTKbMNe12J79m9MefO+0wFkkY1ourHeG5s91RSMf1BlUbN54pdCZ+uCZajS5hefw2yMygAvmXzBir1jff8+1/99C/d99jmnz56SrFzUlB3k7QGJZ0P7oDvCeq+oOJJlLKarZjdUSQpCvfEjDJ45pRkgLqQFSiyXZV1SafrnLWzOu9cloiioCqQhv/2mQYf/lSDbpLuHShK2ltIpBB4otDeZWBfMLAcuUkLnZ1/v4z39P/GjJO/4DGarh9pQh5h86L5wdpwhSbP2FyIEtjToJO0LkUbiTCSRDtp8lpT9zQ/+u4u88uSX/+jCQaJLLF48f7idEs9ocseObl8ESWWF5ACe9RCFKklqLHP2XyVDOFltyobOhUn0B9KlHJSB8/u+uc6aRWpo+n0q1y9s89v/LMAp7b/l7btfu89HD1TALza2MTf+4F/1xdSHksGk2xtdqm4+acrLR3gu4KqZ+8uxymmDV3wspWDNFm2Cgt5ksuUlMUzxi4zuSy7JqLsmBTMLWUEbsKLh3z++J46ncgpdeisZW9XjHbrjIC8vNKMg7j8vdKqXlD7hc7HK0O9nMnMvl7L3uXaFHtD6DKojRmVJ6k2F2kzghaiYHFI9bhDHBkafsT3fEefrz3k8/QhmU6VSj9oxubSITbSypVsZlsG9oy90/8uMabE2sLeXBmo80A6+xwwHohk/66NIYrt7sZ2yq0gSsBzlCVEa9gDAkfWmJr0aE4Mjx1++F/2L7/1AwXAAX7hf3snfqXCIw8/yCP7HieMFcNAEyf2jWcTZj3XsrfvSlxHZObKmAwptZ7lCZxRW1DJUVmyNkNZdk+SEUBLUehtmRZSOZ7m2SMuP/HBFs8d8jFumqkUpYIqIUrgTsctj9iDFxgLMVISWx5HlzK1WHsDrLENXw7YJW1qyt/L2dusAX0uU7SNc/KAM+2g0SIdhKllnr6xjcEmzRBKy7gi1eNoklBz5cURv/UzK/zoBwTPHapa3zSXKSLPw8dIhqnOFqk/bjCFRMlvjlSDlzW5TkeUZ3Ilt0CLlX8k0ZMYohiCyAad9nsQOSk5YrObg0CxvBqx59JruWHvrQTBEBgD+JbNk/h+lV3bfRbPKuaXXJbbMUFkmVxJcJXEdW0A4Loq3S67FPmOMGGWnSykykhAWarvHjlKNd/l9HvhoCRj9mCM48Z0Dfz2Z+s8vd8nUaoIKGWR0Mkylp64cELngruEsfZr1vyMGAVzDu6/WKiUK+Sy/G/BcMXPrGHyUt1PkbIHYWxQaaWEHW1t3ZQsL2G1uTAKkX5faINKDNdeGvL/+fs9fuZXXbpxGpyU9ThWFsVSEGQpfWlylkZnX1spk2TyxBRMLkqgtvUzduRbuQxWaztZLUkMUWJQkSUSY6wdHSU2Kcf/1d57x0tyVPfi36rqNPnGvfduuLt3s1arlVZ5JVAWWbawJYIBw7PNA8sY8Hs2z8DDhJ9tgjFGYAswYDDBlh4ChBASQgFFK8fVStrVrjbv3XjzpO6uqt8fVdVdxqNi2wAAObRJREFUPTOrDZKQxHv1+cydPHem+9unz/me7zkHQCOiGJsEtuwM0TeHws9VEEsv2aYJwPdOOXA9f1NDes/29foLx6diANqFJaqvtesQuDoAcB2i5r0ze8KCXYGTVQe2JnUosyx2ojdJaUDaElBmwZ5ab8fjqHHgOz8r4upbC2hSW0SVFhGbSp1UDtsKcsv3BkAhO1vnlvsG0NmiDgPuw1utgSYsYKu4LZ1yQG2QS3Mqh6YNpZqbQ/TgAeOqGHeFSFBBwQm0q6ISQRxK/OGRCJecW8PT2xi+c00J1QiAi1QSqMlrKRkikCSlD4tCJBm/W91OYxTl0nCzneyElZSJyIoJINYHHY0FqDZOaptQeEKCO6mEu9HkAPMwOMCe7eujm7qbqdVIJAGrls6BX7/jphXzi/8xPFTC7rE6pmpKOeMwAk8D23OZviZwXViN6EXStthu5J6tzrGkrm0BZLsq0GZLUiowTsRULotRDSW+/fMC/v7fytg35ulMpeG6WWK9KdFFDFoO61jds4z2xKYA2xM+HaYTtNhnclAf/DCB3mqtoSxouwW3JKVJm2XbktO0SVDSS0VLaiVNumOZNL6QugVc7GCgR+LjfzSN//a7VRT9WPkEUmcQZQzICBAcUkqEAmgIIJQEkZ44HEuAS5VS57LDRX9XM+SMC5ktauB6PhSXiGOBOJaIYokwQnJpxgRxrDZypRCjr6sKrzCAA9XB//julQ/f5AQj7RYcAA5M5eC5hRvG6+FFB6o4XoQCpRxT7ZRdY72Jvig5tZvMoEzHh6iJDDJRIiatHSzLTamRvqYBpQ10w6Qkwintd9slaDTguPaXBXz222XsmdAiKmqxJrRFCqsvmSY+NqBhB8Ud4gqLHcn0QLfA3YrtVkufScl3Qrj9lJXCT8APO/mTBmsqqFQBpdSnfmW5if6uVAuvKKhOAgntnoCY4FMiDIHBrggf/+MpjE1T/McNRSQbKfGn1W2V0kfCoJiRgcaCG/+bJM6X2q5muBnXjwmivi8nau48EQrchFCQWFjbNNUjEhA4TCLnc8wdirA3DB9bMFS+oVavZjYps+9881vfQ90f3P7MdpwyMx2vruSAYt7RLgmD61J4jgK35wK+K+E5UhdHqGs3maqgxoeYZphpgUJLu4dE8mpkspb8NbHcwnpcKwR9gU27XHzuu2U8+nQA+Mbn1vWVxPQXVGKqgCpBlatFVYmwiiKpPTX3KbNK7JILabvfOmY8M7iW6Elx1m37NZkDiKbXmTiAZl0eahg8pIF8evC1HpAEpv4VJG2CmT3gtAthu1raNyqXOXKBxL2PuxifoNCNVNJD2K4Kss5g5uC3P699Uqj1qMWvpvFN9nOSf2UJfZKcgZSolBgWzZXXx7Un/+U1r/+TDMAzFhwAjhlZDEIIuv1NYLIG12UQAqkPrsHtuRKeqwasemZicGZkiAXu1iY9VoaS2pSgxZZQapegpYULjva7nx118Ddfq+C2h3NA0GK5jd+d6Lwt14R2SOoQO7jM+uI2M5LuEJLuvIwfLmGqZI58KbC1ZS6tHdme3bRT99ovN5XuQunyRaLHVsUpkkjFjSc/g1m/T1OIkCAN4NzVTXzmTyfxia91YfNupP64QbROyQuqEkFKSUgyGc+UFyRWSrP9lycNN2Nz6iKwR46n5wB1lHMB1BoSUzMUgvbguBULIYRo++w2gL/zkvNBKQvvu7uKmYn12L6HYqpKNYuikz0a3J623OnsGzMmJB2ZzWyAZ4RSaV2lDW5qPU+TTGWazHHcGFv3MXzy62VcfXMeIXVUIEDaWROqXRK7Q1VbjSXVbgpSJiUTMLYyKbbRsQ1hZmcd5bKUhK362UzLZdhBpkK5SJgKYum5acJc2DoVaDCZwFO5FhIAU5EfcQCuMteXXlAHlwSf+JcKtu3XiKEkVR/q2wIscVfSjCfJ/hg7EWQd1OnPt7nxdJSKFrkkBdqMMlAKzNQibN0dIleej+El54dxzA8N8P7+Xnh+/iO9QwPHbN/z+NkPP8MxtyeAV3J1okdZb98V2oKL1A937L7cKTPitKTfs8mbVsstEgFV4m9T0/Ihxrb9DH/9zxX85JaCAjezee5sCZqjZbB2A5+OExrsU70VaCbXxBrR0uGSAjs9Mo6AREkBjBZf2+bDW0CtiiCMYSSpxgMkw7IIabMd+gtLqubdJNKCVO+fzsGRiGPAQYS3XliHw4CPfrWCbfutQzgBurIQAjqlb2cxW0FO0jOVKQWSGtxCQtV0IpUipK8TSTrfcSgKAcGiuTWQHMWiJYO3DwzO/sjk1MyhAe4HBXzjP26chixuuPWBnlf5cpoRosbj+S4QeAK+JxKAqwFP0mp4aQeUtmhKZn1uchDLTVvBrZWCDsfuCYaPX1FW4La57kwyhyYJHQPuzPRfUwOqrXeqcNTXSIHbkRPPbK2sj3g05ts22hYMWvqktIDeMCbQBldCB5bQg1dtbpqCQCSCLCmoOvETY+FhJWiQWnKDrFjCQYxLzq8j5gT/66td2D2hf2fifOs/nUBuBCjmt1BtmYkGNfSAq5aiDocZ+QGSHjGAMpquKyAkA2QOF53u8mXH+ht2b7luemjkokMDHFDMUK1au2zeQOmU5kzjhEJeKQbzOYG8L+B7PLHeKT2Yuh2ddd2dU+/Pbbl1wTCLwR2Jb/28gKt/ZYO71XpblCBBW30ls8Ft+9qdAjWgzSVJgrc24Fv9QiyMHwrv8hCPJ9k9tPrkLWBHi3UXGvyG0yCqrFAx6gp92QNWJlY7YTxIOtUMXMIBx6WvqWHDFgef/04ZMfSG1EUMz2nJTXMgkrodgiibbMArBMApAddnWi6AmCt2TnVvkBBS6Ap6jhmXYKrqotasrG3Ua5cVi/mO27JjRHTZu14LR8Z8ZGREdpU99JSBrhJHuRCjkI+RDzjyQYycHyPwOQIv1qDncF2uh6xmBz1l9SOixXLzDLipHVQ6MYgrcdM9OVx1U6dEjgE5AzRDYZr2KOvd2TWxU/BtWUwL6GhxTxKmoQN4ScuNgwE4ebJVg5Egl7S4G60WnKTCtraA0xQkW7y4yE5tM8IsLpTENh1uxZJhV1wwPc1NceScM3gceOuFNZy/pgbCY4DHmhuPAREDIlLXkkNIoKl58qYkCAUQCc2X66nEEQcirtoehxwIY8VxNyOCegR1CYFaKFFrSFQbEjM1jsmZGONTEaZrBHPnLZD1uuD9wxd13MzOwbb/2y5+FaKocdX9d21dSvlowXUkPNe0JbbZkbRmM0nPW9U7aYmape9uTb0n15oGtMBNXYnr7s7hI1+t4Kktvp6+wDpYb5Xt8mhrdTwyhQxJMQPQmS1ppdosUB/sdWkm0wqfCDk8b6VTANn6nAnGEt9aZBNA2hdv58a1h6CDz7QsLWVRhMhacp4wxzrDmXQnBBADK0cifOlDk/grClx/d159poOU4DCWnKTsioDKrhoLLsw+kYoD59q1sgtM1LRsdV8N9QXcSKLOgJkGx/iMQK7QXy32nXFVLhccdPMeFOCDQ7PldTdc/RW/MnSZ11hXmN3noNGkliLQ6LXVVlT71zrNa3U7Ian2JEnDk+cCeJwB97V35fCxfzHg7pTIScGtGBOpClE7uSZWG4hMrxMqM9Y747pYoLbLdNq53fRASCXTh4b4c7kpbUBvUROa1whL55EEltq9UCpDI74SELq7lLHiCdhVKa/6yqb80Po+XLtHaALHzI/x+Q9MghLgujvz6oWmM75pG6HpREkpIkH0sFjlUzu6mWlGvZnZvOlAAbUPia4dUPFFtUkx0NvEq88YOrBzx31fefVZbzvoyfKgAAeAWYMnQPIxNPbejOnGGIZ6AjRDJ2OBdUysNpHRKpuNowGfCq+4JbbSPjdJ+5hQmk4bJo7EtXcrcK/bbCy3DWw3dVEogWO5Jo4+6hOL3cEVSfnvg/U9Ie3WOgN2A2izV7IToTPo74DzjolMq2VEBugtGU7bVVEWXmrZLFKQQybsidDsiOlDmLAqumMmkSp1b1iUFPAy/Q0pWwceSqwcifH3fzYFCeAXd1v+rwVuxZM7kFRpV4QAOAE8DW6mgW7zLEKqDKfQDxCi9q3RENUjgt7eGvKlPFauOBaD/ZXnNCDPCfCVS0eamzbPvP+Rnct/FFefKFx8FgcLGvDcEIEfgxKJMDJaBzP1iyZAN1Y8dV1axFQtKXiq+wjCkbj+3hw++s8VPJkBN2sBufK7E3AnyZw0mGQZH1y2gPs53A7LorSWp2Vwa702s5OfYz1Hlr7NakOSZDxIx34pEmlHKbucDaooQjEruh7S1G9aBZMExBBwHY9FZdGzo0UgADSBlQsifP4DUxACuOGevAVuqcFtXRM1t1MQICZG0Zk2/RQAYglE0jTg5IAQUK0UCYjH4DsErpQ4bZHABWfMqTbD4P2CLm4eNcD37t8tevsWPPCqNRdNbXhkTyGKdqO7awr1qIlf3ucgjIELzghRzhEI7iGMPESxAyEYzHxNwPbLjQbcLjWLNeAVWwIm8ct7A/zV5RU8tdm3ene3gltFiY7uBJu6JqnlzrRgsyp1Mr5ea7DZAeQ22hXQSQYJ2eDyoKHnEaG+3Vq3gzjruhgRFkkKfRPLbbKJpkGTSMGd8gxW154E1O0cBLHF6yGwYkGEf/jQFCQIbro3pxrzMNnS4QoK6HAgQRHrY8DsG4m0/6AUHIgb8EUD5SDE+a9qoBlT3P5QATP1IvIFD9NTFZxy4uumliwefmBqend7+vJwAT5vziAoo/sLtHZJ1ynzb3t20zr3iusD3LmuC1u3eKhz4LgbGzhuuIqPvXMGXXllaWLoShMAsIPPxAfnmaDSuCeSSfz6oQD/48tdWL/tYOBOFYKMIg0qE9ckBXerG9Jxshs6We1OVGDaPJi0XNLHOs93PBjEM5w3yT6eVNZbz9mvS+lre849EhfR7s4KG/Smyl0zKqqUjOoPtEBPLfck45Mz644EmhLHDEf4pw9P4gNfBG57MKe0523W3ABdTesUhpDUv0kdsAIkrqO/OIlPvGscy+cJrFoi0IgJNm2dxt1PerjytgpmjZwfrd/BL1m6vLI/ly89p904pHkR4nEQUp7/+FPrbvyzv/nZskefYQDzVJQsJUQswUQTbz5rFF98/xR8N48wchILboBtrhlJ0+8qBR+DOhxwgJvu9/HhL3Vhw1Yf0mu12NmgkmnL7RvGhCqQG3Cb2TqpbNfqw60temrdW5I9iWjKeh9VoDe30/elBdem/zcjAGWWyMrqGZ7eR3pN1H43DE/6XNraTr0mO+IlM9rFajudGQGTkSvr55h5vXEXs/WwKknXodCkhRBgLJUuU49jw3YXH/pSBbfcnwOnTPehsWlcq20HWCZoBwBEMSrBOC6/bDfefCZFGAWIYqYDZAogwuikjyn3T9ZL/6TXEjGx9bzTFj0nfp/TgiuAMnz2inVbB/qL7z1z9el35OP7UQ059s+kQdhMGODRp7qx60CI+bMUZ0q0S0KI0BQht6x3rDeUEk4JCtxyf4APf6mCDdtawN12SRM5CR1ILUrQAi7r6Ja0BJYtOvCM9bYsMWC5L4lpeI7+g4dlPiyrLNtfn0n4EGhqUCZfKnVVTFZTZtP2EklZGwxlCCTWXFMbUO6KvqZqihsEbXGb2i165rkQWDo3wpf/YgIf/EeJWx/IQ3AAnn6faSuh/7+iFJVE0biIkjAM9jCcsMTFngM9qDe8pBpsbMrH/nGKY1euxuI58r3gt259bPTkQ27fwwD4sajXawiC3Oi6x707F1bWvvrmBycx08ijKyeR85RWfHhOAXHUh6lqrCWtHAwiG1ySGHam0vE5to1R3PNYDp/611K75c5Y72zhgkclvATc1ixLknVRbKttaCdiWe5MWh5ZYHcKPG0ME/veYbrah7MyqXupv4zVSiITXGogK0qQqNpLWGyKoAAVCtxCnT2k0K3UdHrdpPNh93iAdbcVEwyGqslukQhYNhzjK/9jEp/8V4n7Hguw7YAHeECmGRCgM6AqxHQIUGC6vgBF/PpeDwsGC/BciXwQo1xsYtPuEI9vGsTA4tV3Lhs4dbTeaODsOblDbkt2yFcA+Lu/+zv8wTteO9bdlZ9+dl/jLTf913bkHQ+zKhR9FYZ5Ax6OW+ijnKfW3Mr2Fmv2qc0JODbscvD3/1rG5VcVsW2v19KzuxO4iXJLqEy6wSbgtsvQOoA7GQ9OWt0RO7DMuibpNbGsPbH028b6EOt16WPEuqSiLdJ2QGUluyR7RjHPZQ46m8JMff40jkgDgMyBSDo/SAhaIoxWnt88SzLvSU9llrZbAP09HGef1MTgEMfTGx2MjVMVeJLW76FaPbsUKDKJnkCgJyBoNvOA9MG5AyEoPFci509g7sjxyJUX/eXmbc/etWThwsMyFoe04GbNyAXwvPIDLFe/5rglUxdP7NmC3i4P3SUXfd0Ugc8Rc6N5SH3vNh+OxXCCGBt3OfjMN8r48U15NKRz8CRO0mZNZylp6pawVsvdltTpAG6SdTU6WeqMa5IJPlv4cOt5G0NHpCREmzL2oO6KrUFJ/rmRlWrLDluzovsAmoA0+XCT4KFaBAJdTCFaGgqmrTeRmmuZ/WpUuUaQLJn+gAgY6OZ45+tr8F2JT19RwaZdPuBz66MJICmkpJD6/zAdS4VhhN0HCGLhoBm7iGOO5UtPwrKVx16T75n3APjkYW/bwwb4Sctm49nNO7a+9XWnfai6ex3blh+7CODoLlH0lAXKhQiBH1saFGtsdiJ5jeB4qhLnU18v48e3FNAgTPfrtsGdbU5vp+A9y3InPRFJynkfEtwttKBtCe0KG5AsmM2eTm9b9s7e4wTtkwsOB+S2ejBhSqzWEQnTQAAiM9Shck/0/4XFg8Oo8EiKZdMf0Cj8TJs2KVW1r6Ba46d9GU2HpG6T5Yvz9Kb18wEAUYPAdzkuOa8OCOBT36jg2VEPcKUlp1VfPhKu0qwIoB4RTNUkXDcCpdC96EuoTAz9fHXPOR+aGh/dVukZeeEBDgALR+bi3vvu23bqqSc+Ua9NXzR5YDt6KgR9lQjdpSZKhQbyQRO+F8J1Qzgsyuq5A4Etexx88mtlXH1zAU3CrM5TLdE2tVLwmi1JW60pUDvPZbmTfoNZt6TVipvA0iQc2hSEGtXmttSY0Gm2I0PxIVGeIkS2PKZYaQvYxv8mJLHcqpWbqcBXn0AlSVoXU5oY7NQn1k1KJAUkpwnIiWkJa6LSlpZ0RJ8EkhbKmZ+hNmwcAYHD8ZYL6wABPvEvFWzd7QI+oLvrA1Bs3AxcsCZNRtSoRlAKO4sXDWLJsuOeeHLdfduOXXn6EW3SIwI4APT1D2BwaPbnNz+7dWGtNPnW3sIB9HU30F2uoVSoIu834LohKI1BCAchaj58JCXuf9zH135SxI9uLiAkTDejZ+3gJo7aoCaRQxTfbehAZlwU2m65W4dGdZqvk03Nkzb3JNmBQGq1U7dWX2dCzOw6Gty3vke238+cGHSG0zoGEouetJrQ4FFwlWmihxJAiDQDquJQ/eEpyLPATjlyQpCk9I3LQrTdN99Nab8BGRG4Toy3nF8DBHDFjwt4ZH2AJjdRMAclEWjsoh552BU7qMcUzVggjGP0dHdj9pz5Vy1ZtvzzY/t3H/FmPawg015fufzLOOecs5vwhq9fOrD27N7y3uGeygQoncTTO5r4xrUUTzwrUKyEmNUbwXMEahL43vUFvO+zXXhofYDIcKRJcx63RdOtU/BUFQv7OpHjWuBOtCYmuKTtPHcmWGwt6E0CwYODv/15K8DMPGfN5iEkCToPGWS2XOjB7uMg1/YBaQ47kh5+inwxMRGB3c417VaiWZjMQZYq3O3PTQNL8yqZfU3L55rAVEoCBxIrFkb4vXMaGJsieHojQ8QFfMQ4fqSGd7xuHBedOY7xmRAHpgkO1Bmi2EGQK931x2857dKHHl0/c8yKU44Y4Ed9jh3dcR+kFLc89sg3zlu7cTd+eEsvpms+du5kAGtiqG8a/+01U7j0wjpue8TDx79ewvi0bqTSBmZq3VbgZtpy+1S5JqYypyO4LRekbfQfPRhgDgE0pKxKMtzWJHsIdLW8SfDo95lEDzWPpcmeJEFkJ3rs720lf1oH5ZrvxHTjd3sSXfob0rmjye+gRt2Zfc6eME06DCEwY9QzE+6oQNogVSBTGE6sghV9m1jXSeEKjcEcgfEqw8e+XsJtj3p4ywV1/OEFTQz2OqDwsWWXi6k6x3d/5WKyOYL3vv3dt1JCzz93zYlHhdMjdlHMapAVkBD3jzbOWfOtX96Xi6ouSj4wZ4BgdMrHll0C3/9ZjK4Sx9euzVvgdrOBJAzAaQLuZLgQgSV9bfW1s+BOM3wagAd1SdRJ19Zxt6oFzaGf0YJ3iqTsh0jLa57PavHF2z/WBJMEpiyXAJY91b6t0GO6tYtCoGS1Um9jidQ1Me+VUoHcKp23/q/QiTAjxaA6VyQTIZeJTSlVM4OoPnNIM2cQEbqLHB+8tAY3kHjX79SwoMwwPlnB3rEuNJo+yn6IP//dGurecfWTTllwPznqTgXPA+Ajc0qQcvzjfa9/jXzi8bG/2L9rc9BVYnh6B8e+SYHTjmvg0380gROXhPjJnQHWbyNqjEir1LWFtiAaoJ06vxploC2FTdLaRLbx161W23Y5bOAmwG4JMF+K1apLOQjC299nOQiwJkQIDWqitdRJIYYwgwpUoEq1mMXQimitXtB6FW7pvZXsVnW1lVJNegPUmUtKoT+fQhKhum1J9R2oiLBnjOLKG4rY8IyPT/xRFcvnUmwZLWL9lgLyfoiVx65qDMz9vS9v2pH730uGC0e9PY/YB7fXpz/9ebly1dl3zu332fFLGmv6uvaw9ds9zB+s46//4ADOOYGjEAhUGwR3PFRARHMACwDmI62pNNZbocsUC9tBpZHAml7lts+d8ODWYxmrbnQglivRyaq3Ab41+LT87mwrN9LyPEkOJDvZcyQ+eGd9eufHW89CCmHJHwv8+iKRWFOZef5gB5Xx4Y1nbs09Tf5v2o0AJPXepS5/E5rvBpQBCyXHV39UwJ2PdGHjngo27M5hoNsHj3388v4QEeaEI8MLP++T/f/fihUr4ueD0aO24GadtboaDvT3fO6htZXwsQ25zyybK+mZxxEMVnqxb38DfT3jOG5hDNdxAOmDMB+MqpS7gJJJ2oQBhaXdTqi+VPRkLLeTAFhmLLndS9DuN5jN9GVxkODC2klZiBzdOkzjm1lH7Oa0bD/joRCSymjVbQ1EE1jqyntJVEdYKaGb6Qs1nsT8AGk+1ASuqtcK1x1nKdHjDPVsbimlPmtkC2AokWCCAQTgJMbaTT4IK6BcyWPfviK+ex3B6cskVi+jQnjdn3l0a++XxKbx8HnugucP8HnL345rr7uxDrr6mtWrej5dHfsVnt7mY3y6D6esmEAumMEN97loIAfm+sg7FL4OfiIJ1IUqSLV3krE3JseVBo6yxTLLLHvSEgy2iqNaAW3/vyw7cHTL0kE9v2V/lyP6PIVkw5Fn3qo5c/OZxPDr+rbh0yVViR4j11V6IkUVqoFWqs8hJXYGNa3/MQF60uxTsMR1YZRDSgLfj/Ha0yPct4miPw+sWcTQ0xvh3qcjvOvic+RJxw1fMzVdr598+u8/7035vAEOAKtWDGOgf+4zz25zLrvnwbO+tnnnOjrQrX4UFxw3P9qFiObQ6xOUXAGHKgtQj1U30lDvACCRLic+syL+W7Qm5CD0IE0LVdu4bZIFspTtv6MVSxkL3KLLJiR7ULaC+4jAfjhOv3le5+olaT8w1dO6H0q6SVNNeHLmkokrYXoBUaJyP6pHCYU0evCk1YTyw802FVrnL2l6tiN6iptp8ikkRRQ5CCMXXBIwKhBzB4wKnL2qBuc/IxAE4AJYNOjiteeuFpXekcv8wonPeHzrCwHNFwbgCxYeg1vvWR+ee/qabz/86I78mtX9/zSvZzO6y1P41UMOdo13oTdgmJUTyHsKmFEsEdcp4iYgY6EjFqbnspt9npW7poDWzXxa/GzWKbi0rFYWCOqvkWdkM3HpqRyw5arW5yQZxtZXv0DLdqmQdaNg30fnA0kafxstMgD9LtttMxS5acHMIHV21GJSCKBmbZqZnGkLiuQ/mmJyIgAqIAVDjTuYrildN6MCTV9NP+uvCLzhlAnc+lAez+ySWDA8hGWk9D9PP2XNt3njCT5/wXEvyGZ8QQAOAOetWYbpid380je/ftO2LV3Tk7s3ln5+bw1f/D8DEM08ZpcEunISeV81zueCoC4Eio06GCLUIgfSCSCJq/TLsCwLySoFVUdYE2RqXpm1Miipm5Ld8enpOwVBNiOYghepP9vhuYOC+micb4kMI5d5O8lep3FFelimwJew8NzSzDN75lKfI1NOn6avVzRiqpc19KAJou1BtOm+kmAshudG4JyjGceoNooY3Z9HzCl8VyAfuIg5RX+3xKfePQHH24Vte0dw4qlrpk889dRN23bs4fPnvTDgBl5AgANAkMvh+vumfj4ye82f+X2TX77ugZt69k9QLO4X6CsCpZzqKZcLGIp5hjNWVzE0az82767h367two5pRSsJ5gAtlttOhhhwM6pmBDlWppJR0uKiJB2r1U7PlHK1aD5gW3KZiKYkjM+a+p3EfKh93RGdR746vT3TeUu/KHPf4kKUD5yC1Yw3MV2vpPU61YRTZrav1FVmaulCCEJBuNoPnEhQrie8mZ+vi1o8J8T+aohvXVvEMzu7MbtcQH/RQyFPUQgEinmmJ2MTDPaGeO+bfOzjZ4+9+Q3HfxjY9XMuhl5ISL6wAHf9CgCgVhv/fi54vfO68yqfb87c1u/LKXSXGIp5ikKOoVxg6O+WWD6fYvkCH13lSfRUxvDRb/qoSR+6GD9xUQxL4lCZUIMOJbrRfgp2464kuu4W39ZISIUWbIiMqbPAnRwRKXIzgZs25QbsrbW5RxNspgyPZZVh0W/W/4VNzZH0dfbvJLDALZBMgRDCfHL6fxPmST/PmPLFTQvjFOQEhOu5P1JCCGElcADKBCIe4x9+UMDXfz4HpVwJq2YLLJ0boa/LRanAUG1Q1BsMYUjh+mWsOvbV+0j5wv81Nhl+v7dr+QsJRwAvMMDNyue7cWBs6jvvvOgMyur7Prtx/QP9nkNBmYNSnqJSlOitqLK16ZqDfC7AxWdO429/EKJWNadE3VaAirQ5PTP0oAK3kwCctHHeJr2eAFJbbUnU2IxErCQTfKfy0zQIAHSSJKlqJzJDvxlEpa0b7A84vNXigXSkeTppUGxwJ760fdCa7yaJHhGiwG73PDR8feKiUN3+jZnYIy1pM/+XUzXlzYxDSd0UgWpD4Kd3FUEcH+WcGgU4Pq10tWEk0QwZxqaA0QMuZs07aV/X4IUflSL+jut3vRhQfHEADgC9PWVcf/0vvr1gTpkP9/b841MbdvcIUUZPWaBSjFEp6t4qejpvFKeyT6X3kBmOO0nwMDMTyACcJAA3Lkt26kK6o82wI8TKVeHGcut5MgkgSIpvStJCAnOgGGve5o8fqe/9HK/NJp9STYmtJSGwp9il7IiEHg+iA3Zh5ufECujJAQpY80vVdhZ6G0tJIJmRAWhfXNODMadgVEIwYfU9hErXQ8Jx1NHGJUE9BCarAlKq2TtCSjTjCIXy4Nh0o/KR22+/67vnX/C6FwuGLx7AAeANb3gjNj3xte/Var3hgUn/61Ftd6m/W6CnHML3YniOKT4WqIcEQjIQ3aXKFBIbcZVjuSYK3CQBuKOFTAbsycgRK9g0FS9cEwNCSpBYXXN9ak6smrQSQ6Y80XyG5TIYBqXtibZ1GMjvwMO38feZAy+torfFVEBqxaXWe3NtQKKIJMOfkPzGtFsA19vYWPDsQAYKEAGqLTmjAoxTCEbBhZ2tpMh5CtCRUM00x2YIqk2gGXE0wxgnHDd/Gn7vnz+0fu+VH/vQe15MCL64AAeAp7cMiojnrpo9NB4XXfnvrngiaMYhGlGAvK8EDYxx/ODGANWqB+oyVXOprbbDzKhCwGVET3VrBznLANy6GKpQW2LOJQjU9C4uVZP3iGvLDgtA+r1GL51m6LK0YUeyXB75djrYMZChA4GMsiE7Ht1YeqlFVOrojLgElwRhRNAM1Whsc0KyFZdCG4XERZEpx502oaepOpEyMC4RCwYuODhXSZ1KgeLdr6viU9/h4FCdZIuFCJGMsWkPxdknjzT6+2f/yaJ53T8en6wLvMjrRQf4G9/0Zqx/7D/5RHX+jxcNjvH1W4Z+8M2fjQbHLyjhzFURysUZCBHjqW1FxMIHY1T3GExBziwwG5C7TI03VD44hcMUoB1GQBO3JQU51ZaYC9XMsRkJRLFEI5IddzqD3sHG2knbTzc+vOW/d0JlpwqdVgDbXDexXZOsb53qTqR2TdIx6EnvFy191alJOEyAcwLOGap1oBGq6WqAcePSwVqOdk0EA5gkcCQgWZZHV662nrfJlasSxxSxQ8E5QxQz5AMXx8wN4dAmYh4g7wEnL6FYPL+Kx3YtbxB/6J0LBvqueeCpcf6XH3j7iw2/Fx/gALDs+LejvvsrPBjY+ZO1ty37w1k9s75LsSsPNOF5DXz5Rz7uXNsF6QXIMcBPxhIq6+0yokcWqmuHETiOArNjLDcjYCwL9IQrZ7ZWhUAUKOohwd5JIIxJYg0T8VbCiphJCFaZmEartEFs3cw2rT+61ZqhTGhAklrxdAw60sl1ySACVfJFCJAPIuzYm8O+cTXx2GR8k21ElUEQjIAJwBEmwGzvTW6+i0nVMyLhMIo4ZogdB3Hsot4McMbKGXzwLftx+U/ziKWDsMGweHhVbdWq/vecd/6an8hPPyi/8ck/+E1A7/mpCY9k/d0Xb4Df9UF8+E93PxlXhzcvnle/oBRsCTbvruIfrurHzqluBJ6DAgPyjkTOlQhcCd8FfJfAd22QEwV6pua1OA6F69AE9K5+refocYeeROADeV+iVBAY6gsxMncC926KsHE0UHRiIirSOzLDVtjqQCTjA5UvTKz7JBF5pSMDU9Vhqi7sXEbX1ifR+NiZYohUZEY1uM1UO9fh8BwB342RCyL0d1cxOjGDK291MTUFCCH0NGGpx4XINB8gU061/QAlbaeotMWGmY2qWoVISRB4DPNmNfDgeoEDMwGG58ybHBqY976LL95z1TOPV/Hut/5mwP0bBTgA3HLj1bjw7PfgvNfufWLuUNeu9Tt7z/rIFSy/ZXeAWQUXXKgCh5wjkXOBvAcEHoHvkQToZiCt41A4TI0Ut0FurHwyy9OTCDyJnC9RyAlUihH6expYOGccE7Vp3Px4AQIuHNKhXXICPguUll9vqxYpLPDSbNbvsADeoSjaVkemZXip5XaoBW5XwHUEPC9G4MUo5psoFSbxn7cBv3ywAiaNQCpNdpkJbVnlSpoykrAyoEnWNz0QEu2+I/RkjxiUEIxPF1HyCd58NsWsuScf2FVd9OFHdno//PN3e3jdG9/xm4Tcb8ZFsderzlM/cMOWA9+bt9hxLr3o3s/d+evb+oveFDZOxtiwzUMX0a6JYwZfEXgOgetS7XqkPjZLfHGSujUO4DhSvd+R8DyBwBPI+xzFfIRcEKJS4Djn+Bq+9OMapkMPPiNW0YRquC40hSipPd6uVailHO02d6RFq9JpJQHkYVCL2aojPUEjUViqUjKHCbgOh+9FyAcNCFnHXY8XMVFj6PGBoJGyLFJqxaA06kGqH6PpWHChfr9gOknE9bhtoQRZlAAOFfBjVczgexHWbXOwbUcZSxcM4sRTTt/3Zyee/ddA/D1ChnDNbxpseAkAbtbSBb2Ynq7+2/vf9mpy/LDz2er+G/qvu38rntg4AFIkcB3VFi7vUwQ+haddEJslSQGe5cddxwyoRQLuwBPIBRx5P0LgRqBUIIoA8BChFKhxhoApH9TRc9MZbQmypH1bpkKjo0juHGwl9jHJbNoBpi0/UPQgsWonHSrgMmVJXScCYRzUlWgKglpEkAuJrvFUPpn6bXbNGs0Cn6pMKNPbI6YETM/W4ZxozQpD4Kt22b4b48FnJJ7aVMHxJ79mX9C95qNxJP/N9Q7dYu3FWi8ZwAGgVCogaja+ffarT403Pxv90w9v+3X3YM8khHQQuASFnErtBz6D66gg0gR+JljKgJumllu5KQK+o2Z6Bh6H78bwvBiuq3okEigCXEqOSDiIBVGceDLjRmY0HYe9jgLrpOVOVmWQRnkJXWin2HXAmbIqqtDX9B4RQqLBKZqR6rGUjgNJk0RGVKVcEu2WMAIGPQHNTJCA2u6hC8SCghAH+YAD4Bgdc3H2CbOxcuV544uWnvRX9Yb493I5f8jf/mKulxTgAOD6AerN5ve7Zp0+dsbxexedf0b1C//874+5hcBBV9FBMe/A95UbAiheVQhN5bE0fa+AbtgXmVjxxDd19RQ4q/MWISKTxudmFHbin6bfM7n7/I30QddhfXTbi2SS6TTtkNXvMry+ACRHgzM0OYUX6yFiNHXH0sIQ5VBJpjKXxpIzqg92AXCdKXMYQaNJEHMKz2HoLktMOedHQ12Fj6xZffIm6vi/IMR/8QF0iPWSAxwAcr4vJH/0539x2VneQ4/tqL1nqnjF7u3rSE9J0JyvGnr6rtqwB6YoGk3N3Wp/O6XKsqyCmQanpjGb8YYxXMfM4LQDq/aLvY4W1/YMzdZ1VDRihzcllti8wE48CQEIrlqjcSDgRI/vk2BcBarcBLP6w4xPrjooKx0KowRRJDA+HQFSwnPVGXVyhsB1C2JFz2rp+ks+cNf2Vd999q7R8M3ndr/QMDmq9bIAOAAQdgIeefTJsBjM+f4xi8VtS+fEl1Zym/92x469qIdFDA/UsXG3xPZ9OXTlGDyHaipQJYKIZhky0lmWHTHuOhyOYzVvZ6rIAh1A2AmUz8d4vyCGX3Y+ANNRg/o/aYWfkARSCEBEiEQODU6Q4xIeVxlNLtILk2qSGnTSSwg1kQ1QcU7OpejvinGgVsO2XR7m9VJM1Jvo6R2EX5z3N929i3/U1TO0fXhgezgw+4VXBR7tOvqGEy/CWn3CCixfPlIfnnVgw+/83gWfmxHzPlOVS3i5CBB2AFf9uo5deyNwIeA6QM5X9J/vKneEWYGYSWPbVtxxOFzG4TgRuOTYdYAhFqpSQiW2ZSbIa6MMW557znUEiD6Ufy878dOZ2IBk7is1sGo3PdQTgVJVgFAXBCEniDhBLADOlQ7HTugIAcQxEEYCjZCjESpZA6PAvAGBt144hrqsIZIufveCpfz15877zOZdp37uprtGN3T1Lqi/nMANvIwsuL1WnfxmXHn1D/jbLnnvJ/cfGHOaY7/8n9feVvVFTNHVBeR8ikJOolxQwBUCaIYUEU+F/UDKHTtMgdthHMyJ4bkxxmoCV/4qj7DugBRJlm8mGuw2a2EzGQCM6tFeiYQcrUHiYaK9w8uyw6ayI29UeR9JphsnVTaCII4pKhWKd7ymjjsebGJXI0bTYWgKgoBL3eo6HVloszUxlwgj5XO7DgcBkA8oDky66O3qxjkn+6j0ndn8/d876x8r3X2fvPuu/8SZr3rx0+5Hs16WAAeAt13yTlSrM8jnxz8uuy+kS/cuXXPC0zfQgS6xJudMOv1dEkN9Tfh+jPEpH6P7A5V2R6qLJqZ+k1n0GYvgsAh79hHs2OcDzAEhFC5J28HZiZdsg/ysNW9bB6nsIa25d2SBe7BqoJZ6jOz4QEEgtNRYFTOkI7lNLxLBGeb0hZg1q4ldW5qIuItazJBjRIuw0uIMRgHXUUrBKJYYm5YYr0r4LsFAJYaQAj3d/XEt6rnng390gQjZ0ns2j8mPT09NoVQuv9RwOeh62QIcAAqForn50V/fegMuvWhNKWxW/zWsbn5LydtIG+E+zEwD1Wo3JqYD1BoqlQ+o5BCBTHxv11W1gp4bgrAQ9zzh4fENAVCkcKhq0Wzmazo0q11pbUcBIGOiD1bokGRGgSxwLeFW8lj7x6avtay3GUUiCPS8eapcDS4guJ5ZqkHeaDIct5Tj9JUNPPlsEyH3UOMBcjFBzk0tOKWA71LkcwyuQ+G5AtW4Ce41MFOXmAwrOGZwjhgeWXi1Vy7994ce3Tf9pjed+lLD47DWyxrg9jr3vNdj9+jWaUJzfy7DuRtHd4iVd93Te/FDj25H4DBQRCjmKColB4xSFPNKzO/ozF7ObyLw6sjnGqhyjjvW5nRvcgqKdPygYzEypiwuESi1pO4TvZVd0WN/aZ3aT1wcWIkipO5GJkme4abVh5j5l0Rqiw01MZhwCkoEOCVarqq03zwBOYOIGc5a1cCVv2gibDgICcUU8RA4BHnXzKsk8H2GrpKDnjJQzEkcr0azItc9gnVbB64574zTnjhu+dDlUzON6cWLRl5qOBz2esUAHAAGh+YDwP4HHtv+CbfnPfNPP2kj5g6sv/jG29dienocu8YcLBgIUMx5AAhcJhB4EUr5JsqFaeRzNezcL/DTu3K47p4cpGoTC0YIHCJS/TmF1p2nMtJsSZzlswJJVZDVndgqBSPpbB/zclt6ax0VnQJaE0Qqmasi7VUBmI4ETCMeKuEkIKeJPy5iijetaeLe35nCT+/g2L6PoyqKGEOAgktR4ioXEHgUAz0C8wYmMTYl0VXoglc6DcuXLb3mHW9f+GHEta3EfWELgn8T6xUFcLNOOX4eZDS+FUtX/NUzz7jfnzNn0Yca0+vO+vGv1mL/3iaGB10Fbj9GT7mOiE/hC1cxPDPag31jwNonKepTFPCNNloB2aWAy6SmHwlcBqtCKK39tMEqpFabaF9WtT3LKgsZTauKhC52VhZfF1WY2aok7RpATFGzrsAhJC3pA1KXRVXS6N/ABGLOIAVJjjZGJfwCx//+k0m8cU0de8amsGE0h2/9YhD7ZgooBwQxV68r5RuYjFw0vNU4/cRj7pgJg8vd4tLHt2yPto4Mv3Kstr1ekQAHAOJ2A8BGKeXGJUvwxOiW+hDNL//GhvWbFkdTT7NCro6+Sg1cTuMrPwvw3Rv7UW244I0aekoTeP/vT+LmRwSe2Z0HPFcDxCgQCQJXyQCMbsPIA4zIC0TRbELTbYaBYLotA9GvdbUunRDFPcexYikIkWCMKk2Nzs2YpkYuU89zAYTWYC/1fbS4i6j0ecyV2wIAlDrwXK7vS/hejE27gFsfK+LS8+o4/0SC6WoetSZH3tuDy386hNGpAKUcRxRTzF1wCp+/cP7Gux8n71tyzBmjUmIDbW0s8wpbr1iAm6U7V21Yv3l8w/wF/LXdpeKcWT0nXd0cu7HMw8cKX/qxg6t+PYgFXT6GeiW2j8d4+wV1vO/iEKfcMYn3XV6E4AEokfCYhO8Q5DyCnE/hMMULRxy6up6CMSXXZVRViVcbMZqR8tkhlZhJaovrOASuqxSRjAL1pkS1xtFoqk4BngtQoiS+IKrQ2nWVMMxhEo2Qolp30IxIUoShpLnqLBDFyvd2HHWgMSqR81UvQMYkuIjwtz/sxg23d2Pr6H685VyBnbvmYLCX4x3n7gHIKK6+YymGRxZU/+Ad50yVC/yS4ZHBnQsWsa3kkET/K2O94gFu1rKRbgght5KFvdvr9eqx3sCrTt++79RvFvo2xSsX7uiZW5woXXByE1NhAxPTQ5gcj3Da8v0477hp3L62DEZVZjTnERRzFMU8g+8x1BocByYiSKkrZphSN+YDCiE4tu+XGJ8GKnmVXHLdtNrdYUDgAYWcQCkvMFOPsWmnQLUKFPOK8mPMNJMHKFNJq1I+RrnQxNiUg2e25cAFQz4gmu2Q8BwBKYHxKYZqQ/nPgisNTj6g4JIi8DjuWOviv57sRa5QRhw6uOKnDTRncnjdGob+/q7pP75keOysc051Rvfn37t08YJ7i6XSJADx2wJu4LcI4IBiOgAIGW0eR27OjXR8fOkXPvL95iNrv/mXm595+F15+kR0y83B8uEuP9i6azcWzmV4wxkNPPRsCMgAgUuQCwiKBQe9FQeDvQIhD/HLewVETOF7CpD5gKKvi2D+UBM0GMcPby5DSgbPkQh8lXyhVBVeBJ5EKS8wPFDDWH0aW+8OUJ8KMExUbajnCnChxvQxCgQeR6UUoqc8jhsfcvDoeop5/S5IlwvfU65OuRAjEk089ZiLOHQw0ONCSgrXVQcmQDA5w/HTu3KYnnGxtI9jbs8gzlo93fjVA71Pl/uXub0jJ36/XD/ji1N9t/l+YaCxcbQqVr+M+eyjXb9VADeLuCOASvbV1j+zFYw5X3Ad9oX9tVXs/DPLV8yfVV86duCJV930sMOOX3wAx8yPsWtbDM8hKOQYSnmGngqwaE4N1N+Ln9zbBd4I0FdRzIjrEBRyArO6Irzh9BlcfbeH8VoJ3QWuxncQaFcGuh9fjEqxiSZmUAsZJqsB+koSvi8QxBKCS+3eKIlvpdBENazjuvt74XOgt8wRxgxCMBAAhRzHTDiNtdt9BDIPzwVc10PgMxTrFJAc63f4WL+1C3/4+hxm983mSxauuOv4Ze6Gobkzl+3ZTzllOUwED8glc+bXXur99WKu30qA22vZkvlASjXH4xP7/3s+53Vv23n839/7X7d4EX+cz53dc2J/yT2pzx9DzgvhOhzlPJDP1fH41hgHJigGctnZP0y3bwgjikYUg8cqGJRQ3LddXaRkuxwO5eBCIDRipxiIuVBZRR0YMibhuRGkE8JxGUSsKmmMBIELgmbEMNjNsXi4hnVPB5iYjuG7AkQylAo5ePkKepzqQ4tm04fPOmEZO/e880M36P2YiJvjw0v6Xupd8htdv/UAb13dXX0AMA7gTwHg61fejrNOx1muaL5moNS4RPBwGY/rkI31cNwpPLjBw9iYxDHLYriOiziWCGPdQEiXdkmRpr0pUV0AfJfAc2XaTs0SqhiOW0iJKJYII6F1NCr7yqgAlSJ5nbLsKkaoNiS27wbm9hOsWhRh01YXuVwOJ5ywHKViAd1dwfquAXb13IL81Vc/jjsqQ298qTf5S7r+rwN463r/284GgDuqM5N3ALgzDKNFkxPjYt3DO4VfqoycuHrwr0H24rRlHh59ehTrNh7A4shFf8UBAUfghZAkj5hLcKG6sHoeRSkv0VXkCCOCmbqDZuiACwZGCQIXyOcIKKWYrApQwlHKM911S1GEIpJoNmMwziGlQCXfwPyBOmaiHoRyKRpkCOec3o/RiZnPidr05jPPOIN2d3dTxtgmADeWe3te6k37slj/1wPcrEKxAgA3mvuPPD0GN/C7FsU776F8LVYu9qKgZ8lfHHM8v3Cwi2BuH5AXv8Z962fA0Q0v7yPIufA8AYfG6KuEcNwp3L+uC8ODDoZ6CBoxgeQCgROjq+BgeCjG7U+EqNYdlPKAkD4834fruujyyzhlBbBzTz9+56JTMDKbYai/gZk6u+nBdfgnv9h0Fy9bhi+dPvsOIJwgZPZLvQlfluv/Afwga/XyHgCYAHAtADy1aRSnzMHTzZAPFH0pigHH+Pb7sfNAAIEccr6DRlSPznn1aZ9yaeNNC2dPRZEYQ+/oLAzM9pCrhPDoJM461YcjAiyc7WLR3Ah1v4qoHmDFSMGdO1S+jsV3fIoyxw18HyNzGKrNIo5buRL9PQzFfEx7pbNn/gg2e/l5L/UmekWs3x7C82Ww7vmvewBCBmam9lXm9k/ISIzjjodnYd4sD/MGYsCZwR2PunDhYW6/i+GhCHeunUGzHmDZ/CIZnjt7UkLuWX3iK0Op90pY/z9lLCvHdch9FQAAACV0RVh0ZGF0ZTpjcmVhdGUAMjAyMC0xMS0wN1QxOTowNzoxNyswMDowMLKr624AAAAldEVYdGRhdGU6bW9kaWZ5ADIwMjAtMTEtMDdUMTk6MDc6MTcrMDA6MDDD9lPSAAAAOXRFWHRTb2Z0d2FyZQBtYXRwbG90bGliIHZlcnNpb24gMi4yLjUsIGh0dHA6Ly9tYXRwbG90bGliLm9yZy9IzyijAAAAAElFTkSuQmCC', 'weight': 4}
• mf_hecke_traces •

  Column	Type
  hecke_orbit_code	bigint
  n	integer
  trace_an	numeric

  
  
  • id: 28406809
    {'hecke_orbit_code': 9007199321850339, 'n': 1, 'trace_an': 7}
  • id: 28406810
    {'hecke_orbit_code': 9007199321850339, 'n': 2, 'trace_an': -6}
  • id: 28406811
    {'hecke_orbit_code': 9007199321850339, 'n': 3, 'trace_an': 21}
  • id: 28406812
    {'hecke_orbit_code': 9007199321850339, 'n': 4, 'trace_an': 18}
  • id: 28406813
    {'hecke_orbit_code': 9007199321850339, 'n': 5, 'trace_an': -41}
  • id: 28406814
    {'hecke_orbit_code': 9007199321850339, 'n': 6, 'trace_an': -18}
  • id: 28406815
    {'hecke_orbit_code': 9007199321850339, 'n': 7, 'trace_an': 49}
  • id: 28406816
    {'hecke_orbit_code': 9007199321850339, 'n': 8, 'trace_an': -33}
  • id: 28406817
    {'hecke_orbit_code': 9007199321850339, 'n': 9, 'trace_an': 63}
  • id: 28406818
    {'hecke_orbit_code': 9007199321850339, 'n': 10, 'trace_an': 1}
  • id: 28406819
    {'hecke_orbit_code': 9007199321850339, 'n': 11, 'trace_an': -126}
  • id: 28406820
    {'hecke_orbit_code': 9007199321850339, 'n': 12, 'trace_an': 54}
  • id: 28406821
    {'hecke_orbit_code': 9007199321850339, 'n': 13, 'trace_an': -87}
  • id: 28406822
    {'hecke_orbit_code': 9007199321850339, 'n': 14, 'trace_an': -42}
  • id: 28406823
    {'hecke_orbit_code': 9007199321850339, 'n': 15, 'trace_an': -123}
  • id: 28406824
    {'hecke_orbit_code': 9007199321850339, 'n': 16, 'trace_an': 2}
  • id: 28406825
    {'hecke_orbit_code': 9007199321850339, 'n': 17, 'trace_an': -204}
  • id: 28406826
    {'hecke_orbit_code': 9007199321850339, 'n': 18, 'trace_an': -54}
  • id: 28406827
    {'hecke_orbit_code': 9007199321850339, 'n': 19, 'trace_an': -286}
  • id: 28406828
    {'hecke_orbit_code': 9007199321850339, 'n': 20, 'trace_an': -418}
  • id: 28406829
    {'hecke_orbit_code': 9007199321850339, 'n': 21, 'trace_an': 147}
  • id: 28406830
    {'hecke_orbit_code': 9007199321850339, 'n': 22, 'trace_an': 329}
  • id: 28406831
    {'hecke_orbit_code': 9007199321850339, 'n': 23, 'trace_an': 161}
  • id: 28406832
    {'hecke_orbit_code': 9007199321850339, 'n': 24, 'trace_an': -99}
  • id: 28406833
    {'hecke_orbit_code': 9007199321850339, 'n': 25, 'trace_an': 440}
  • id: 28406834
    {'hecke_orbit_code': 9007199321850339, 'n': 26, 'trace_an': -360}
  • id: 28406835
    {'hecke_orbit_code': 9007199321850339, 'n': 27, 'trace_an': 189}
  • id: 28406836
    {'hecke_orbit_code': 9007199321850339, 'n': 28, 'trace_an': 126}
  • id: 28406837
    {'hecke_orbit_code': 9007199321850339, 'n': 29, 'trace_an': -329}
  • id: 28406838
    {'hecke_orbit_code': 9007199321850339, 'n': 30, 'trace_an': 3}
  • id: 28406839
    {'hecke_orbit_code': 9007199321850339, 'n': 31, 'trace_an': 296}
  • id: 28406840
    {'hecke_orbit_code': 9007199321850339, 'n': 32, 'trace_an': -270}
  • id: 28406841
    {'hecke_orbit_code': 9007199321850339, 'n': 33, 'trace_an': -378}
  • id: 28406842
    {'hecke_orbit_code': 9007199321850339, 'n': 34, 'trace_an': -919}
  • id: 28406843
    {'hecke_orbit_code': 9007199321850339, 'n': 35, 'trace_an': -287}
  • id: 28406844
    {'hecke_orbit_code': 9007199321850339, 'n': 36, 'trace_an': 162}
  • id: 28406845
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  • id: 28406846
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  • id: 28406847
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  • id: 28406848
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  • id: 28406849
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  • id: 28406850
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  • id: 28406851
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  • id: 28406852
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  • id: 28406853
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  • id: 28406854
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  • id: 28406855
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  • id: 28406856
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  • id: 28406857
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  • id: 28406858
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  • id: 28406859
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  • id: 28406860
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  • id: 28406861
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  • id: 28406862
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  • id: 28406863
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  • id: 28406864
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  • id: 28406865
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  • id: 28406866
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  • id: 28406867
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  • id: 28406868
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  • id: 28406869
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  • id: 28406870
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  • id: 28406871
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  • id: 28406872
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  • id: 28406873
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  • id: 28406874
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  • id: 28406875
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  • id: 28406876
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  • id: 28406877
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  • id: 28406878
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  • id: 28406879
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  • id: 28406880
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  • id: 28406881
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  • id: 28406882
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  • id: 28406883
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  • id: 28406884
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  • id: 28406885
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  • id: 28406886
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  • id: 28406887
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  • id: 28406888
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  • id: 28406889
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  • id: 28406890
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  • id: 28406891
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  • id: 28406892
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  • id: 28406893
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  • id: 28406894
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  • id: 28406895
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  • id: 28406896
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  • id: 28406897
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  • id: 28406898
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  • id: 28406899
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  • id: 28406900
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  • id: 28406901
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  • id: 28406902
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  • id: 28406903
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  • id: 28406904
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  • id: 28406905
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  • id: 28406906
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  • id: 28406907
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  • id: 28406908
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  • id: 28406909
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  • id: 28406910
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  • id: 28406911
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  • id: 28406912
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  • id: 28406913
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  • id: 28406914
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  • id: 28406915
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  • id: 28406916
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  • id: 28406917
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  • id: 28406918
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  • id: 28406919
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  • id: 28406920
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  • id: 28406921
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  • id: 28406922
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  • id: 28406923
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  • id: 28406924
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  • id: 28406925
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  • id: 28406926
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  • id: 28406927
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  • id: 28406928
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  • id: 28406929
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  • id: 28406930
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  • id: 28406931
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  • id: 28406932
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  • id: 28406933
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  • id: 28406934
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  • id: 28406935
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  • id: 28406936
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  • id: 28406937
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  • id: 28406938
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  • id: 28406939
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  • id: 28406940
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  • id: 28406941
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  • id: 28406942
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  • id: 28406943
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  • id: 28406944
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  • id: 28406945
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  • id: 28406946
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  • id: 28406947
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  • id: 28406948
    {'hecke_orbit_code': 9007199321850339, 'n': 277, 'trace_an': -3814}
  • id: 28406949
    {'hecke_orbit_code': 9007199321850339, 'n': 281, 'trace_an': -11215}
  • id: 28406950
    {'hecke_orbit_code': 9007199321850339, 'n': 283, 'trace_an': -18448}
  • id: 28406951
    {'hecke_orbit_code': 9007199321850339, 'n': 289, 'trace_an': 22481}
  • id: 28406952
    {'hecke_orbit_code': 9007199321850339, 'n': 293, 'trace_an': 1894}
  • id: 28406953
    {'hecke_orbit_code': 9007199321850339, 'n': 307, 'trace_an': -2855}
  • id: 28406954
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  • id: 28406955
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  • id: 28406956
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  • id: 28406957
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  • id: 28406958
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  • id: 28406959
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  • id: 28406960
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  • id: 28406961
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  • id: 28406962
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  • id: 28406963
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  • id: 28406964
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  • id: 28406965
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  • id: 28406966
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  • id: 28406967
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  • id: 28406968
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  • id: 28406969
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  • id: 28406970
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  • id: 28406971
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  • id: 28406972
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  • id: 28406973
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  • id: 28406974
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  • id: 28406975
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  • id: 28406976
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  • id: 28406977
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  • id: 28406978
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  • id: 28406979
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  • id: 28406980
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  • id: 28406981
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  • id: 28406982
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  • id: 28406983
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  • id: 28406984
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  • id: 28406985
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  • id: 28406986
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  • id: 28406987
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  • id: 28406988
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  • id: 28406989
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  • id: 28406990
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  • id: 28406991
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  • id: 28406992
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  • id: 28406993
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  • id: 28406994
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  • id: 28406995
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  • id: 28406996
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  • id: 28406997
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  • id: 28406998
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  • id: 28406999
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  • id: 28407000
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  • id: 28407001
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  • id: 28407002
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  • id: 28407003
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  • id: 28407004
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  • id: 28407005
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  • id: 28407006
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  • id: 28407007
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  • id: 28407008
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  • id: 28407009
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  • id: 28407010
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  • id: 28407011
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  • id: 28407012
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  • id: 28407013
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  • id: 28407014
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  • id: 28407015
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  • id: 28407016
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  • id: 28407017
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  • id: 28407018
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  • id: 28407019
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  • id: 28407020
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  • id: 28407021
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  • id: 28407022
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  • id: 28407023
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  • id: 28407024
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  • id: 28407025
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  • id: 28407026
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  • id: 28407027
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  • id: 28407028
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  • id: 28407029
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  • id: 28407030
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  • id: 28407031
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  • id: 28407032
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  • id: 28407033
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  • id: 28407034
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  • id: 28407035
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  • id: 28407036
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  • id: 28407037
    {'hecke_orbit_code': 9007199321850339, 'n': 811, 'trace_an': 18319}
  • id: 28407038
    {'hecke_orbit_code': 9007199321850339, 'n': 821, 'trace_an': -6934}
  • id: 28407039
    {'hecke_orbit_code': 9007199321850339, 'n': 823, 'trace_an': 13209}
  • id: 28407040
    {'hecke_orbit_code': 9007199321850339, 'n': 827, 'trace_an': -22530}
  • id: 28407041
    {'hecke_orbit_code': 9007199321850339, 'n': 829, 'trace_an': 42002}
  • id: 28407042
    {'hecke_orbit_code': 9007199321850339, 'n': 839, 'trace_an': -19782}
  • id: 28407043
    {'hecke_orbit_code': 9007199321850339, 'n': 841, 'trace_an': 123722}
  • id: 28407044
    {'hecke_orbit_code': 9007199321850339, 'n': 853, 'trace_an': -110449}
  • id: 28407045
    {'hecke_orbit_code': 9007199321850339, 'n': 857, 'trace_an': 92791}
  • id: 28407046
    {'hecke_orbit_code': 9007199321850339, 'n': 859, 'trace_an': 24991}
  • id: 28407047
    {'hecke_orbit_code': 9007199321850339, 'n': 863, 'trace_an': -16288}
  • id: 28407048
    {'hecke_orbit_code': 9007199321850339, 'n': 877, 'trace_an': -118968}
  • id: 28407049
    {'hecke_orbit_code': 9007199321850339, 'n': 881, 'trace_an': 112936}
  • id: 28407050
    {'hecke_orbit_code': 9007199321850339, 'n': 883, 'trace_an': 130854}
  • id: 28407051
    {'hecke_orbit_code': 9007199321850339, 'n': 887, 'trace_an': -9952}
  • id: 28407052
    {'hecke_orbit_code': 9007199321850339, 'n': 907, 'trace_an': -23803}
  • id: 28407053
    {'hecke_orbit_code': 9007199321850339, 'n': 911, 'trace_an': 41737}
  • id: 28407054
    {'hecke_orbit_code': 9007199321850339, 'n': 919, 'trace_an': 18902}
  • id: 28407055
    {'hecke_orbit_code': 9007199321850339, 'n': 929, 'trace_an': -20099}
  • id: 28407056
    {'hecke_orbit_code': 9007199321850339, 'n': 937, 'trace_an': -81883}
  • id: 28407057
    {'hecke_orbit_code': 9007199321850339, 'n': 941, 'trace_an': 73287}
  • id: 28407058
    {'hecke_orbit_code': 9007199321850339, 'n': 947, 'trace_an': 22517}
  • id: 28407059
    {'hecke_orbit_code': 9007199321850339, 'n': 953, 'trace_an': 42594}
  • id: 28407060
    {'hecke_orbit_code': 9007199321850339, 'n': 961, 'trace_an': -39597}
  • id: 28407061
    {'hecke_orbit_code': 9007199321850339, 'n': 967, 'trace_an': 17248}
  • id: 28407062
    {'hecke_orbit_code': 9007199321850339, 'n': 971, 'trace_an': -92246}
  • id: 28407063
    {'hecke_orbit_code': 9007199321850339, 'n': 977, 'trace_an': 10319}
  • id: 28407064
    {'hecke_orbit_code': 9007199321850339, 'n': 983, 'trace_an': 207366}
  • id: 28407065
    {'hecke_orbit_code': 9007199321850339, 'n': 991, 'trace_an': 16908}
  • id: 28407066
    {'hecke_orbit_code': 9007199321850339, 'n': 997, 'trace_an': -28154}